diff --git a/.github/workflows/ci-mf6.yml b/.github/workflows/ci-mf6.yml index 49e8dcc178..13f7af802d 100644 --- a/.github/workflows/ci-mf6.yml +++ b/.github/workflows/ci-mf6.yml @@ -8,6 +8,7 @@ on: - master - develop - 'release*' + - 'ci-pytest' pull_request: branches: [master, develop] @@ -99,6 +100,11 @@ jobs: run: | pytest -v -n auto -k "test_gw" --durations=0 --cov=flopy --cov-report=xml + - name: Print coverage report before upload + working-directory: ./modflow6/autotest + run: | + coverage report + - name: Upload coverage to Codecov uses: codecov/codecov-action@v2.1.0 with: diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 94f73ddbc9..ee167c6d2a 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -8,6 +8,7 @@ on: - master - develop - 'release*' + - 'ci-pytest' pull_request: branches: [master, develop] @@ -22,7 +23,6 @@ jobs: run: shell: bash - if: github.repository_owner == 'modflowpy' steps: # check out repo @@ -56,7 +56,7 @@ jobs: run: shell: bash - if: github.repository_owner == 'modflowpy' && github.event_name != 'schedule' + if: github.event_name != 'schedule' steps: # check out repo - name: Checkout flopy repo @@ -109,11 +109,11 @@ jobs: - os: ubuntu-latest python-version: 3.9 run-type: nb - test-path: autotest_notebooks.py + test-path: run_notebooks.py - os: ubuntu-latest python-version: 3.9 run-type: script - test-path: autotest_scripts.py + test-path: run_scripts.py defaults: run: shell: bash -l {0} @@ -166,23 +166,42 @@ jobs: pip install xmipy pip install . --use-feature=in-tree-build - - name: Download executables needed for tests + - name: Prepare for the autotests + working-directory: ./autotest run: | - cd autotest - python get_exes.py - cd .. + pytest -v ci_prepare.py - name: Add executables directory to path run: | echo "$HOME/.local/bin" >> $GITHUB_PATH - - name: Run nosetests + - name: Run pytest on autotest scripts on Linux and MacOS + if: matrix.run-type == 'std' && runner.os != 'Windows' + working-directory: ./autotest run: | - coverage run -m nose -v --with-id --with-timer \ - --with-coverage --cover-package=flopy --cover-xml \ - --cover-xml-file=../coverage.xml -w ./autotest ${{ matrix.test-path }} + pytest -v -n auto --durations=0 --cov=flopy --cov-report=xml + + - name: Run pytest on autotest scripts on Windows + if: matrix.run-type == 'std' && runner.os == 'Windows' + working-directory: ./autotest + run: | + pytest -v -n auto --durations=0 --cov=flopy --cov-report=xml + + - name: Run pytest on scripts and notebooks + if: matrix.run-type != 'std' + working-directory: ./autotest + run: | + pytest -v -n auto --durations=0 --cov=flopy --cov-report=xml ${{ matrix.test-path }} + + - name: Print coverage report before upload + working-directory: ./autotest + run: | + coverage report - name: Upload coverage to Codecov + if: + github.repository_owner == 'modflowpy' && github.event_name == 'push' uses: codecov/codecov-action@v2.1.0 with: - file: ./coverage.xml + directory: ./autotest + file: coverage.xml diff --git a/.github/workflows/rtd.yml b/.github/workflows/rtd.yml index 8733acfd63..b02da360e8 100644 --- a/.github/workflows/rtd.yml +++ b/.github/workflows/rtd.yml @@ -6,6 +6,7 @@ on: - master - develop - 'release*' + - 'ci-pytest' pull_request: branches: [master, develop] @@ -20,7 +21,6 @@ jobs: run: shell: bash -l {0} - if: github.repository_owner == 'modflowpy' steps: - name: Checkout flopy repo uses: actions/checkout@v2.3.4 @@ -57,19 +57,19 @@ jobs: pip install xmipy pip install . - - name: Download executables needed for tests + - name: Prepare for the autotests + working-directory: ./autotest run: | - python ./autotest/get_exes.py + pytest -v ci_prepare.py - name: Add executables directory to path run: | echo "$HOME/.local/bin" >> $GITHUB_PATH - name: Run jupytext on tutorials + working-directory: ./.docs run: | - cd .docs/ python create_tutorials.py - cd ../ - name: Upload completed jupyter notebooks as an artifact for ReadtheDocs if: diff --git a/autotest/autotest_notebooks.py b/autotest/autotest_notebooks.py deleted file mode 100644 index da394e836b..0000000000 --- a/autotest/autotest_notebooks.py +++ /dev/null @@ -1,53 +0,0 @@ -# Remove the temp directory and then create a fresh one -import os -import shutil - -nbdir = os.path.join("..", "examples", "Notebooks") -faqdir = os.path.join("..", "examples", "FAQ") -gwdir = os.path.join("..", "examples", "groundwater_paper", "Notebooks") - -# -- make working directories -ddir = os.path.join(nbdir, "data") -if os.path.isdir(ddir): - shutil.rmtree(ddir) -os.mkdir(ddir) - - -def get_Notebooks(dpth): - return [f for f in os.listdir(dpth) if f.endswith(".ipynb")] - - -def run_notebook(dpth, fn): - # run autotest on each notebook - src = os.path.join(dpth, fn) - arg = ( - "jupytext", - "--from ipynb", - "--execute", - src, - ) - print(" ".join(arg)) - ival = os.system(" ".join(arg)) - assert ival == 0, f"could not run {fn}" - - -def test_notebooks(): - - for dpth in [faqdir, nbdir, gwdir]: - # get list of notebooks to run - files = get_Notebooks(dpth) - - # run each notebook - for fn in files: - yield run_notebook, dpth, fn - - -if __name__ == "__main__": - - for dpth in [gwdir]: # faqdir, nbdir, gwpaper]: - # get list of notebooks to run - files = get_Notebooks(dpth) - - # run each notebook - for fn in files: - run_notebook(dpth, fn) diff --git a/autotest/autotest_scripts.py b/autotest/autotest_scripts.py deleted file mode 100644 index c86d34026c..0000000000 --- a/autotest/autotest_scripts.py +++ /dev/null @@ -1,132 +0,0 @@ -# Remove the temp directory and then create a fresh one -import os -import sys -import shutil -from subprocess import Popen, PIPE - -# exclude files that take time on locanachine -exclude = ["flopy_swi2_ex2.py", "flopy_swi2_ex5.py"] -if "CI" in os.environ: - exclude = [] -else: - for arg in sys.argv: - if arg.lower() == "--all": - exclude = [] - -sdir = os.path.join("..", "examples", "scripts") -tdir = os.path.join("..", "examples", "Tutorials") - -# make working directories -tempdir = os.path.join(".", "temp") -if os.path.isdir(tempdir): - shutil.rmtree(tempdir) -os.mkdir(tempdir) - -testdirs = ( - os.path.join(".", "temp", "scripts"), - os.path.join(".", "temp", "tutorials"), -) -for testdir in testdirs: - if os.path.isdir(testdir): - shutil.rmtree(testdir) - os.mkdir(testdir) - - # add testdir to python path - sys.path.append(testdir) - - -def copy_scripts(src_dir, dst_dir, include_subdir=False): - if include_subdir: - files = [] - for dirpath, _, filenames in os.walk(src_dir): - files += [ - os.path.join(dirpath, filename) - for filename in sorted(filenames) - if filename.endswith(".py") and filename not in exclude - ] - else: - files = [ - os.path.join(src_dir, f) - for f in sorted(os.listdir(src_dir)) - if f.endswith(".py") and f not in exclude - ] - - # copy files - for src in files: - filename = os.path.basename(src) - filedir = os.path.dirname(src) - dst = os.path.join(dst_dir, os.path.basename(src)) - - # copy script - print(f"copying {filename} from {filedir} to {testdir}") - shutil.copyfile(src, dst) - - return [os.path.basename(filepath) for filepath in files] - - -def import_from(mod, name): - mod = __import__(mod) - main = getattr(mod, name) - return main - - -def run_scripts(fn, testdir): - # import run function from scripts - s = os.path.splitext(fn)[0] - run = import_from(s, "run") - - # change to working directory - opth = os.getcwd() - print(f'changing to working directory "{testdir}"') - os.chdir(testdir) - - # run the script - ival = run() - - # change back to starting directory - print(f'changing back to starting directory "{opth}"') - os.chdir(opth) - - # make sure script ran successfully - assert ival == 0, f"could not run {fn}" - - -def run_tutorial_scripts(fn, testdir): - args = ("python", fn) - print(f"running...'{' '.join(args)}'") - proc = Popen(args, stdout=PIPE, stderr=PIPE, cwd=testdir) - stdout, stderr = proc.communicate() - if stdout: - print(stdout.decode("utf-8")) - if stderr: - print(f"Errors:\n{stderr.decode('utf-8')}") - - return - - -def test_scripts(): - # get list of scripts to run - files = copy_scripts(sdir, testdirs[0]) - - for fn in files: - yield run_scripts, fn, testdirs[0] - - -def test_tutorial_scripts(): - # get list of scripts to run - files = copy_scripts(tdir, testdirs[1], include_subdir=True) - - for fn in files: - yield run_tutorial_scripts, fn, testdirs[1] - - -if __name__ == "__main__": - # get list of scripts to run - files = copy_scripts(sdir, testdirs[0]) - for fn in files: - run_scripts(fn, testdirs[0]) - - # get list of tutorial scripts to run - files = copy_scripts(tdir, testdirs[1], include_subdir=True) - for fn in files: - run_tutorial_scripts(fn, testdirs[1]) diff --git a/autotest/ci_cleanup.py b/autotest/ci_cleanup.py new file mode 100644 index 0000000000..fa25bf1427 --- /dev/null +++ b/autotest/ci_cleanup.py @@ -0,0 +1,33 @@ +# Remove the temp directory if it exists +import os +import shutil + +from ci_framework import get_parent_path + + +def cleanup_autotests(): + parent_path = get_parent_path() + if parent_path is None: + print("can not clean autotests") + else: + tempdir = os.path.join(parent_path, "temp") + if os.path.isdir(tempdir): + shutil.rmtree(tempdir) + return + + +def cleanup_stray_files(): + trashExtensions = (".chk", ".dat") + parent_path = get_parent_path() + + files = [f for f in os.listdir(parent_path)] + for file in files: + if os.path.isfile(file): + extension = os.path.splitext(file)[1] + if extension in trashExtensions: + os.remove(file) + + +if __name__ == "__main__": + cleanup_autotests() + cleanup_stray_files() diff --git a/autotest/ci_framework.py b/autotest/ci_framework.py new file mode 100644 index 0000000000..4252bc839f --- /dev/null +++ b/autotest/ci_framework.py @@ -0,0 +1,217 @@ +import os +import sys +import shutil +import time +import pymake + +for idx, arg in enumerate(sys.argv): + if "--keep" in arg.lower(): + keep = True + else: + keep = False + + +def get_parent_path(): + """ + Get the relative path to the autotest directory + + Returns + ------- + parent_path : str + path to the autotest directory + """ + if os.path.isdir("autotest"): + parent_path = "autotest" + elif os.path.isfile(__file__): + parent_path = "." + else: + parent_path = None + return parent_path + + +def baseTestDir( + filePath, clean=False, create=False, relPath=".", verbose=False +): + """ + Create test directory name from script name. The assumption is the + file name is unique, starts with "t", and can be terminated at the first + underscore. + + Parameters + ---------- + filePath : file path + autotest file path + clean : bool + boolean indicating if an existing directory should be cleaned + create : bool + boolean indicating if the directory should be created + relPath : str + path to where the test directory should be located + verbose : bool + boolean indicating if diagnostic information should be written + to the screen + + Returns + ------- + baseDir : str + base test directory to create for the autotest + + """ + fileName = os.path.basename(filePath) + if not fileName.startswith("t"): + raise ValueError( + f"fileName '{fileName}', which is derived from " + f"'{filePath}', must start with a 't'" + ) + # parse the file name + index1 = fileName.index("_") + if index1 == 0: + index1 = len(fileName) + # construct the base directory with the relative path + baseDir = os.path.join(relPath, fileName[:index1]) + + # create the TestDir, if necessary + if create: + createTestDir(baseDir, clean=clean, verbose=verbose) + + return baseDir + + +def createTestDir(testDir, clean=False, verbose=False): + """ + Create a test directory with the option to remove it first + + Parameters + ---------- + testDir : str + path of directory to create + clean : bool + boolean indicating if an existing directory should be cleaned + verbose : bool + boolean indicating if diagnostic information should be written + to the screen + + Returns + ------- + + """ + if clean: + _cleanDir(testDir, verbose=verbose) + if not os.path.isdir(testDir): + os.makedirs(testDir, exist_ok=True) + if verbose: + print(f"creating test directory...'{testDir}'") + + +class flopyTest(object): + def __init__( + self, + clean=False, + create=False, + testDirs=None, + verbose=False, + ): + self.clean = clean + self.verbose = verbose + self.createDirs = create + self.testDirs = [] + if testDirs is not None: + self.addTestDir(testDirs, clean=clean, create=create) + + def addTestDir(self, testDirs, clean=False, create=False): + if isinstance(testDirs, str): + testDirs = [testDirs] + elif isinstance(testDirs, (int, float, bool)): + raise ValueError( + f"testDir '{testDirs}' must be a string, " + "list of strings, or tuple of strings." + ) + for testDir in testDirs: + if testDir not in self.testDirs: + self.testDirs.append(testDir) + if self.verbose: + print(f"adding test directory...{testDir}") + if create: + createTestDir(testDir, clean=clean, verbose=self.verbose) + + def teardown(self): + if not keep: + for testDir in self.testDirs: + _cleanDir(testDir, verbose=self.verbose) + else: + print("Retaining test files") + + +def _get_mf6path(): + parentPath = get_parent_path() + if parentPath is None: + parentPath = "." + dirName = "mf6examples" + dstpth = os.path.join(parentPath, "temp", dirName) + return os.path.abspath(dstpth) + + +def download_mf6_examples(delete_existing=False): + """ + Download mf6 examples and return location of folder + + """ + # save current directory + cpth = os.getcwd() + + # create folder for mf6 distribution download + dstpth = _get_mf6path() + + # delete the existing examples + clean = False + if delete_existing: + clean = True + + # download the MODFLOW 6 distribution does not exist + if clean or not os.path.isdir(dstpth): + print(f"create...{dstpth}") + createTestDir(dstpth, clean=clean, verbose=True) + + # Download the distribution + url = ( + "https://github.com/MODFLOW-USGS/modflow6-examples/releases/" + "download/current/modflow6-examples.zip" + ) + pymake.download_and_unzip( + url=url, + pth=dstpth, + verify=True, + ) + + # change back to original path + os.chdir(cpth) + + # return the absolute path to the distribution + return dstpth + + +# private functions + + +def _cleanDir(testDir, verbose=False): + """ + Delete a test directory + + Parameters + ---------- + testDir : str + path of directory to create + clean : bool + boolean indicating if an existing directory should be cleaned + + Returns + ------- + + """ + + if os.path.isdir(testDir): + if verbose: + print(f"removing test directory...'{testDir}'") + + # remove the tree + shutil.rmtree(testDir, ignore_errors=True) diff --git a/autotest/get_exes.py b/autotest/ci_prepare.py similarity index 75% rename from autotest/get_exes.py rename to autotest/ci_prepare.py index fd846e69f7..3837300c13 100644 --- a/autotest/get_exes.py +++ b/autotest/ci_prepare.py @@ -1,28 +1,24 @@ -# Build the executables that are used in the flopy autotests +""" +Script to be used to download any required data prior to autotests +""" import os import sys import shutil import subprocess -try: - import pymake -except: - print("pymake is not installed...will not download executables") - pymake = None +import pymake +import flopy -try: - import flopy -except: - print("flopy is not installed...will not update flopy") - flopy = None +from ci_framework import get_parent_path, createTestDir, download_mf6_examples # os.environ["CI"] = "1" # path where downloaded executables will be extracted -exe_pth = "exe_download" +parent_path = get_parent_path() +exe_pth = os.path.join(parent_path, "temp", "exe_download") # make the directory if it does not exist if not os.path.isdir(exe_pth): - os.makedirs(exe_pth) + os.makedirs(exe_pth, exist_ok=True) # determine if running on Travis is_CI = "CI" in os.environ @@ -42,11 +38,17 @@ bindir = os.path.abspath(bindir) print(f"bindir: {bindir}") if not os.path.isdir(bindir): - os.makedirs(bindir) + os.makedirs(bindir, exist_ok=True) # write where the executables will be downloaded print(f'modflow executables will be downloaded to:\n\n "{bindir}"') +run_type = "std" +for idx, arg in enumerate(sys.argv): + if "--other" in arg.lower(): + run_type = "other" + break + def get_branch(): branch = None @@ -120,9 +122,6 @@ def test_download_and_unzip(): def test_download_nightly_build(): - error_msg = "pymake not installed - cannot download executables" - assert pymake is not None, error_msg - # get the current branch branch = get_branch() print(f"current branch: {branch}") @@ -141,9 +140,6 @@ def test_download_nightly_build(): def test_update_flopy(): - error_msg = "flopy not installed - cannot update flopy" - assert flopy is not None, error_msg - branch = get_branch() if branch == "master": print("No need to update flopy MODFLOW 6 classes") @@ -160,9 +156,33 @@ def test_list_download(): list_exes() +def test_build_dirs(): + parent_path = get_parent_path() + if parent_path is None: + print("cannot build test directories") + else: + dirPath = os.path.join(parent_path, "temp") + createTestDir(dirPath, verbose=True) + + tests = ["scripts"] + for test in tests: + testDir = os.path.join(dirPath, test) + createTestDir(testDir, verbose=True) + + +def test_download_mf6_examples(delete_existing=True): + if run_type == "std": + downloadDir = download_mf6_examples(delete_existing=delete_existing) + else: + downloadDir = None + return downloadDir + + if __name__ == "__main__": test_download_and_unzip() test_download_nightly_build() test_update_flopy() cleanup() list_exes() + test_build_dirs() + test_download_mf6_examples() diff --git a/autotest/run_notebooks.py b/autotest/run_notebooks.py new file mode 100644 index 0000000000..9900225999 --- /dev/null +++ b/autotest/run_notebooks.py @@ -0,0 +1,55 @@ +# Remove the temp directory and then create a fresh one +import os +import shutil +import pytest + + +nbdir = os.path.join("..", "examples", "Notebooks") +dpth = nbdir +notebook_files = [ + os.path.join(dpth, f) for f in os.listdir(dpth) if f.endswith(".ipynb") +] + +faqdir = os.path.join("..", "examples", "FAQ") +dpth = faqdir +notebook_files += [ + os.path.join(dpth, f) for f in os.listdir(dpth) if f.endswith(".ipynb") +] + +gwdir = os.path.join("..", "examples", "groundwater_paper", "Notebooks") +dpth = gwdir +notebook_files += [ + os.path.join(dpth, f) for f in os.listdir(dpth) if f.endswith(".ipynb") +] + +# -- make working directories +ddir = os.path.join(nbdir, "data") +if not os.path.isdir(ddir): + os.makedirs(ddir, exist_ok=True) + + +def run_notebook(src): + # run autotest on each notebook + arg = ( + "jupytext", + "--from ipynb", + "--execute", + src, + ) + print(" ".join(arg)) + ival = os.system(" ".join(arg)) + assert ival == 0, f"could not run {src}" + + +@pytest.mark.parametrize( + "fpth", + notebook_files, +) +def test_notebooks(fpth): + run_notebook(fpth) + + +if __name__ == "__main__": + # run each notebook + for fpth in notebook_files: + run_notebook(fpth) diff --git a/autotest/run_scripts.py b/autotest/run_scripts.py new file mode 100644 index 0000000000..2f49ae96e3 --- /dev/null +++ b/autotest/run_scripts.py @@ -0,0 +1,96 @@ +# Remove the temp directory and then create a fresh one +import pytest +import os +import sys +import shutil +from subprocess import Popen, PIPE + +# exclude files that take time on locanachine +exclude = ["flopy_swi2_ex2.py", "flopy_swi2_ex5.py"] +if "CI" in os.environ: + exclude = [] +else: + for arg in sys.argv: + if arg.lower() == "--all": + exclude = [] + +sdir = os.path.join("..", "examples", "scripts") +tdir = os.path.join("..", "examples", "Tutorials") + +scripts = [] +for exdir in [sdir, tdir]: + for dirName, subdirList, fileList in os.walk(exdir): + for file_name in fileList: + if file_name not in exclude: + if file_name.endswith(".py"): + print(f"Found file: {file_name}") + scripts.append( + os.path.abspath(os.path.join(dirName, file_name)) + ) + +scripts = sorted(scripts) + +print("Scripts found:") +for script in scripts: + print(f" {script}") + + +# make working directories +out_dir = os.path.join("temp", "scripts") +if not os.path.isdir(out_dir): + os.makedirs(out_dir, exist_ok=True) + + +def copy_script(src): + # copy files + filedir = os.path.dirname(src) + filename = os.path.basename(src) + + # set dstpth and clean if it exists + dstpth = os.path.abspath( + os.path.join(out_dir, filename.replace(".py", "")) + ) + if not os.path.isdir(dstpth): + os.makedirs(dstpth, exist_ok=True) + + # set destination path + dst = os.path.join(out_dir, dstpth, filename) + + # copy script + print(f"copying {filename} from {filedir} to {dstpth}") + shutil.copyfile(src, dst) + + return dst + + +def run_script(script): + ws = os.path.dirname(script) + file_name = os.path.basename(script) + args = ("python", file_name) + print(f"running...'{' '.join(args)}'") + proc = Popen(args, stdout=PIPE, stderr=PIPE, cwd=ws) + stdout, stderr = proc.communicate() + if stdout: + print(stdout.decode("utf-8")) + if stderr: + print(f"Errors:\n{stderr.decode('utf-8')}") + + return + + +@pytest.mark.parametrize( + "script", + scripts, +) +def test_scripts(script): + # copy script + dst = copy_script(script) + + # run script + run_script(dst) + + +if __name__ == "__main__": + for script in scripts: + dst = copy_script(script) + run_script(dst) diff --git a/autotest/t000_test.py b/autotest/t000_test.py deleted file mode 100644 index 1639a5e332..0000000000 --- a/autotest/t000_test.py +++ /dev/null @@ -1,15 +0,0 @@ -# Remove the temp directory and then create a fresh one -import os -import shutil - - -def test_setup(): - tempdir = os.path.join(".", "temp") - if os.path.isdir(tempdir): - shutil.rmtree(tempdir) - os.mkdir(tempdir) - return - - -if __name__ == "__main__": - test_setup() diff --git a/autotest/t003_test.py b/autotest/t003_test.py index b7902f2b55..d7f81e1b18 100644 --- a/autotest/t003_test.py +++ b/autotest/t003_test.py @@ -1,6 +1,6 @@ +import pytest import flopy import os -from nose.tools import raises def test_loadfreyberg(): @@ -71,54 +71,54 @@ def test_loadoc(): return -@raises(OSError) def test_loadoc_lenfail(): ws = os.path.join("temp", "t003") ml = flopy.modflow.Modflow(model_ws=ws) fpth = os.path.join("..", "examples", "data", "mf2005_test", "fhb.oc") - oc = flopy.modflow.ModflowOc.load(fpth, ml, nper=3, nstp=1, nlay=1) + with pytest.raises(OSError): + oc = flopy.modflow.ModflowOc.load(fpth, ml, nper=3, nstp=1, nlay=1) return -@raises(ValueError) def test_loadoc_nperfail(): ws = os.path.join("temp", "t003") ml = flopy.modflow.Modflow(model_ws=ws) fpth = os.path.join("..", "examples", "data", "mf2005_test", "fhb.oc") - oc = flopy.modflow.ModflowOc.load(fpth, ml, nper=0, nlay=1) + with pytest.raises(ValueError): + oc = flopy.modflow.ModflowOc.load(fpth, ml, nper=0, nlay=1) return -@raises(ValueError) def test_loadoc_nlayfail(): ws = os.path.join("temp", "t003") ml = flopy.modflow.Modflow(model_ws=ws) fpth = os.path.join("..", "examples", "data", "mf2005_test", "fhb.oc") - oc = flopy.modflow.ModflowOc.load(fpth, ml, nper=3, nlay=0) + with pytest.raises(ValueError): + oc = flopy.modflow.ModflowOc.load(fpth, ml, nper=3, nlay=0) return -@raises(ValueError) def test_loadoc_nstpfail(): ws = os.path.join("temp", "t003") ml = flopy.modflow.Modflow(model_ws=ws) fpth = os.path.join("..", "examples", "data", "mf2005_test", "fhb.oc") - oc = flopy.modflow.ModflowOc.load(fpth, ml, nper=3, nlay=1) + with pytest.raises(ValueError): + oc = flopy.modflow.ModflowOc.load(fpth, ml, nper=3, nlay=1) return -@raises(OSError) def test_load_nam_mf_nonexistant_file(): - ml = flopy.modflow.Modflow.load("nonexistant.nam") + with pytest.raises(OSError): + ml = flopy.modflow.Modflow.load("nonexistant.nam") -@raises(OSError) def test_load_nam_mt_nonexistant_file(): - ml = flopy.mt3d.Mt3dms.load("nonexistant.nam") + with pytest.raises(OSError): + ml = flopy.mt3d.Mt3dms.load("nonexistant.nam") if __name__ == "__main__": diff --git a/autotest/t004_test_utilarray.py b/autotest/t004_test_utilarray.py index c776951d4e..74825b5017 100644 --- a/autotest/t004_test_utilarray.py +++ b/autotest/t004_test_utilarray.py @@ -1,5 +1,4 @@ import os -import shutil import numpy as np import flopy import warnings @@ -9,10 +8,9 @@ from textwrap import dedent from flopy.utils.util_array import Util2d, Util3d, Transient2d, Transient3d -out_dir = os.path.join("temp", "t004") -if os.path.exists(out_dir): - shutil.rmtree(out_dir) -os.mkdir(out_dir) +from ci_framework import baseTestDir, flopyTest + +baseDir = baseTestDir(__file__, create=True, relPath="temp", verbose=True) def test_load_txt_free(): @@ -259,15 +257,18 @@ def test_transient3d(): def test_util2d(): - ml = flopy.modflow.Modflow() + model_ws = os.path.join(baseDir, f"{baseDir}_util2d") + fpTest = flopyTest(testDirs=model_ws) + + ml = flopy.modflow.Modflow(model_ws=model_ws) u2d = Util2d(ml, (10, 10), np.float32, 10.0, "test") a1 = u2d.array a2 = np.ones((10, 10), dtype=np.float32) * 10.0 assert np.array_equal(a1, a2) # test external filenames - ascii and binary - fname_ascii = os.path.join(out_dir, "test_a.dat") - fname_bin = os.path.join(out_dir, "test_b.dat") + fname_ascii = os.path.join(model_ws, "test_a.dat") + fname_bin = os.path.join(model_ws, "test_b.dat") np.savetxt(fname_ascii, a1, fmt="%15.6E") u2d.write_bin(a1.shape, fname_bin, a1, bintype="head") dis = flopy.modflow.ModflowDis(ml, 2, 10, 10) @@ -278,11 +279,11 @@ def test_util2d(): # test external filenames - ascii and binary with model_ws and external_path ml = flopy.modflow.Modflow( - model_ws=out_dir, external_path=os.path.join(out_dir, "ref") + model_ws=model_ws, external_path=os.path.join(model_ws, "ref") ) u2d = Util2d(ml, (10, 10), np.float32, 10.0, "test") - fname_ascii = os.path.join(out_dir, "test_a.dat") - fname_bin = os.path.join(out_dir, "test_b.dat") + fname_ascii = os.path.join(model_ws, "test_a.dat") + fname_bin = os.path.join(model_ws, "test_b.dat") np.savetxt(fname_ascii, a1, fmt="%15.6E") u2d.write_bin(a1.shape, fname_bin, a1, bintype="head") dis = flopy.modflow.ModflowDis(ml, 2, 10, 10) @@ -292,12 +293,12 @@ def test_util2d(): assert np.array_equal(lpf.hk[1].array, a1) # bin read write test - fname = os.path.join(out_dir, "test.bin") + fname = os.path.join(model_ws, "test.bin") u2d.write_bin((10, 10), fname, u2d.array) a3 = u2d.load_bin((10, 10), fname, u2d.dtype)[1] assert np.array_equal(a3, a1) # ascii read write test - fname = os.path.join(out_dir, "text.dat") + fname = os.path.join(model_ws, "text.dat") u2d.write_txt((10, 10), fname, u2d.array) a4 = u2d.load_txt((10, 10), fname, u2d.dtype, "(FREE)") assert np.array_equal(a1, a4) @@ -328,6 +329,8 @@ def test_util2d(): a7 = u2d.load_txt((10, 10), fname, u2d.dtype, "(FREE)") assert np.array_equal(u2d.array, a7) + fpTest.teardown() + def stress_util2d(ml, nlay, nrow, ncol): dis = flopy.modflow.ModflowDis(ml, nlay=nlay, nrow=nrow, ncol=ncol) @@ -336,7 +339,7 @@ def stress_util2d(ml, nlay, nrow, ncol): # save hk up one dir from model_ws fnames = [] for i, h in enumerate(hk): - fname = os.path.join(out_dir, f"test_{i}.ref") + fname = os.path.join(ml._model_ws, f"test_{i}.ref") fnames.append(fname) np.savetxt(fname, h, fmt="%15.6e", delimiter="") vk[i] = i + 1.0 @@ -374,7 +377,7 @@ def stress_util2d(ml, nlay, nrow, ncol): assert np.array_equal(ml1.lpf.hk.array, ml.lpf.hk.array) print("change model_ws") - ml.model_ws = out_dir + ml.model_ws = f"{ml._model_ws}_new_model_ws" ml.write_input() if ml.external_path is not None: files = os.listdir(os.path.join(ml.model_ws, ml.external_path)) @@ -385,7 +388,7 @@ def stress_util2d(ml, nlay, nrow, ncol): ml.namefile, model_ws=ml.model_ws, verbose=True, forgive=False ) print("testing load") - assert ml1.load_fail == False + assert not ml1.load_fail assert np.array_equal(ml1.lpf.vka.array, vk * 2.0) assert np.array_equal(ml1.lpf.hk.array, hk) @@ -440,10 +443,9 @@ def stress_util2d_for_joe_the_file_king(ml, nlay, nrow, ncol): def test_util2d_external_free(): - model_ws = os.path.join(out_dir, "extra_temp") - if os.path.exists(model_ws): - shutil.rmtree(model_ws) - os.mkdir(model_ws) + model_ws = os.path.join(baseDir, f"{baseDir}_ext_free_a") + fpTest = flopyTest(testDirs=model_ws) + ml = flopy.modflow.Modflow(model_ws=model_ws) stress_util2d(ml, 1, 1, 1) stress_util2d(ml, 10, 1, 1) @@ -454,37 +456,17 @@ def test_util2d_external_free(): stress_util2d(ml, 10, 1, 10) stress_util2d(ml, 10, 10, 10) - -def test_util2d_external_free_nomodelws(): - model_ws = os.path.join(out_dir) - if os.path.exists(model_ws): - shutil.rmtree(model_ws) - os.mkdir(model_ws) - base_dir = os.getcwd() - os.chdir(out_dir) - ml = flopy.modflow.Modflow() - stress_util2d_for_joe_the_file_king(ml, 1, 1, 1) - stress_util2d_for_joe_the_file_king(ml, 10, 1, 1) - stress_util2d_for_joe_the_file_king(ml, 1, 10, 1) - stress_util2d_for_joe_the_file_king(ml, 1, 1, 10) - stress_util2d_for_joe_the_file_king(ml, 10, 10, 1) - stress_util2d_for_joe_the_file_king(ml, 1, 10, 10) - stress_util2d_for_joe_the_file_king(ml, 10, 1, 10) - stress_util2d_for_joe_the_file_king(ml, 10, 10, 10) - os.chdir(base_dir) + fpTest.teardown() def test_util2d_external_free_path(): - model_ws = os.path.join(out_dir, "extra_temp") - if os.path.exists(model_ws): - shutil.rmtree(model_ws) - os.mkdir(model_ws) + model_ws = os.path.join(baseDir, f"{baseDir}_ext_free") + fpTest = flopyTest(testDirs=model_ws) + ext_path = "ref" - if os.path.exists(ext_path): - shutil.rmtree(ext_path) ml = flopy.modflow.Modflow(model_ws=model_ws, external_path=ext_path) - stress_util2d(ml, 1, 1, 1) + stress_util2d(ml, 1, 1, 1) stress_util2d(ml, 10, 1, 1) stress_util2d(ml, 1, 10, 1) stress_util2d(ml, 1, 1, 10) @@ -493,18 +475,15 @@ def test_util2d_external_free_path(): stress_util2d(ml, 10, 1, 10) stress_util2d(ml, 10, 10, 10) + fpTest.teardown() + + +def test_util2d_external_free_path_a(): + model_ws = os.path.join(baseDir, f"{baseDir}_ext_free_a") + fpTest = flopyTest(testDirs=model_ws) -def test_util2d_external_free_path_nomodelws(): - model_ws = os.path.join(out_dir) - if os.path.exists(model_ws): - shutil.rmtree(model_ws) - os.mkdir(model_ws) ext_path = "ref" - base_dir = os.getcwd() - os.chdir(out_dir) - if os.path.exists(ext_path): - shutil.rmtree(ext_path) - ml = flopy.modflow.Modflow(external_path=ext_path) + ml = flopy.modflow.Modflow(model_ws=model_ws, external_path=ext_path) stress_util2d_for_joe_the_file_king(ml, 1, 1, 1) stress_util2d_for_joe_the_file_king(ml, 10, 1, 1) @@ -514,14 +493,14 @@ def test_util2d_external_free_path_nomodelws(): stress_util2d_for_joe_the_file_king(ml, 1, 10, 10) stress_util2d_for_joe_the_file_king(ml, 10, 1, 10) stress_util2d_for_joe_the_file_king(ml, 10, 10, 10) - os.chdir(base_dir) + + fpTest.teardown() def test_util2d_external_fixed(): - model_ws = os.path.join(out_dir, "extra_temp") - if os.path.exists(model_ws): - shutil.rmtree(model_ws) - os.mkdir(model_ws) + model_ws = os.path.join(baseDir, f"{baseDir}_ext_fixed") + fpTest = flopyTest(testDirs=model_ws) + ml = flopy.modflow.Modflow(model_ws=model_ws) ml.array_free_format = False @@ -534,36 +513,14 @@ def test_util2d_external_fixed(): stress_util2d(ml, 10, 1, 10) stress_util2d(ml, 10, 10, 10) - -def test_util2d_external_fixed_nomodelws(): - model_ws = os.path.join(out_dir) - if os.path.exists(model_ws): - shutil.rmtree(model_ws) - os.mkdir(model_ws) - - base_dir = os.getcwd() - os.chdir(out_dir) - ml = flopy.modflow.Modflow() - ml.array_free_format = False - stress_util2d_for_joe_the_file_king(ml, 1, 1, 1) - stress_util2d_for_joe_the_file_king(ml, 10, 1, 1) - stress_util2d_for_joe_the_file_king(ml, 1, 10, 1) - stress_util2d_for_joe_the_file_king(ml, 1, 1, 10) - stress_util2d_for_joe_the_file_king(ml, 10, 10, 1) - stress_util2d_for_joe_the_file_king(ml, 1, 10, 10) - stress_util2d_for_joe_the_file_king(ml, 10, 1, 10) - stress_util2d_for_joe_the_file_king(ml, 10, 10, 10) - os.chdir(base_dir) + fpTest.teardown() def test_util2d_external_fixed_path(): - model_ws = os.path.join(out_dir, "extra_temp") - if os.path.exists(model_ws): - shutil.rmtree(model_ws) - os.mkdir(model_ws) + model_ws = os.path.join(baseDir, f"{baseDir}_ext_fixed_path") + fpTest = flopyTest(testDirs=model_ws) + ext_path = "ref" - if os.path.exists(ext_path): - shutil.rmtree(ext_path) ml = flopy.modflow.Modflow(model_ws=model_ws, external_path=ext_path) ml.array_free_format = False @@ -576,29 +533,7 @@ def test_util2d_external_fixed_path(): stress_util2d(ml, 10, 1, 10) stress_util2d(ml, 10, 10, 10) - -def test_util2d_external_fixed_path_nomodelws(): - model_ws = os.path.join(out_dir) - if os.path.exists(model_ws): - shutil.rmtree(model_ws) - os.mkdir(model_ws) - ext_path = "ref" - if os.path.exists(ext_path): - shutil.rmtree(ext_path) - - base_dir = os.getcwd() - os.chdir(out_dir) - ml = flopy.modflow.Modflow(external_path=ext_path) - ml.array_free_format = False - stress_util2d_for_joe_the_file_king(ml, 1, 1, 1) - stress_util2d_for_joe_the_file_king(ml, 10, 1, 1) - stress_util2d_for_joe_the_file_king(ml, 1, 10, 1) - stress_util2d_for_joe_the_file_king(ml, 1, 1, 10) - stress_util2d_for_joe_the_file_king(ml, 10, 10, 1) - stress_util2d_for_joe_the_file_king(ml, 1, 10, 10) - stress_util2d_for_joe_the_file_king(ml, 10, 1, 10) - stress_util2d_for_joe_the_file_king(ml, 10, 10, 10) - os.chdir(base_dir) + fpTest.teardown() def test_util3d(): @@ -622,7 +557,7 @@ def test_util3d(): def test_arrayformat(): - ml = flopy.modflow.Modflow(model_ws=out_dir) + ml = flopy.modflow.Modflow(model_ws=baseDir) u2d = Util2d(ml, (15, 2), np.float32, np.ones((15, 2)), "test") fmt_fort = u2d.format.fortran @@ -677,7 +612,7 @@ def test_arrayformat(): def test_new_get_file_entry(): - ml = flopy.modflow.Modflow(model_ws=out_dir) + ml = flopy.modflow.Modflow(model_ws=baseDir) u2d = Util2d(ml, (5, 2), np.float32, np.ones((5, 2)), "test", locat=99) print(u2d.get_file_entry(how="internal")) print(u2d.get_file_entry(how="constant")) @@ -699,7 +634,10 @@ def test_new_get_file_entry(): def test_append_mflist(): - ml = flopy.modflow.Modflow(model_ws=out_dir) + ws = f"{baseDir}_mflist_append" + fpTest = flopyTest(verbose=True, testDirs=ws) + + ml = flopy.modflow.Modflow(model_ws=ws) dis = flopy.modflow.ModflowDis(ml, 10, 10, 10, 10) sp_data1 = {3: [1, 1, 1, 1.0], 5: [1, 2, 4, 4.0]} sp_data2 = {0: [1, 1, 3, 3.0], 8: [9, 2, 4, 4.0]} @@ -713,9 +651,11 @@ def test_append_mflist(): ) ml.write_input() + fpTest.teardown() + def test_mflist(): - ml = flopy.modflow.Modflow(model_ws=out_dir) + ml = flopy.modflow.Modflow(model_ws=baseDir) dis = flopy.modflow.ModflowDis(ml, 10, 10, 10, 10) sp_data = { 0: [[1, 1, 1, 1.0], [1, 1, 2, 2.0], [1, 1, 3, 3.0]], @@ -864,7 +804,7 @@ def test_how(): import numpy as np import flopy - ml = flopy.modflow.Modflow(model_ws=out_dir) + ml = flopy.modflow.Modflow(model_ws=baseDir) ml.array_free_format = False dis = flopy.modflow.ModflowDis(ml, nlay=2, nrow=10, ncol=10) @@ -878,10 +818,7 @@ def test_how(): def test_util3d_reset(): - import numpy as np - import flopy - - ml = flopy.modflow.Modflow(model_ws=out_dir) + ml = flopy.modflow.Modflow() ml.array_free_format = False dis = flopy.modflow.ModflowDis(ml, nlay=2, nrow=10, ncol=10) bas = flopy.modflow.ModflowBas(ml, strt=999) @@ -921,21 +858,18 @@ def test_mflist_fromfile(): if __name__ == "__main__": - # test_util3d_reset() - # test_mflist() + test_util3d_reset() + test_mflist() test_mflist_fromfile() - # test_new_get_file_entry() - # test_arrayformat() - # test_util2d_external_free_nomodelws() - # test_util2d_external_free_path_nomodelws() - # test_util2d_external_free() - # test_util2d_external_free_path() - # test_util2d_external_fixed() - # test_util2d_external_fixed_path() - # test_util2d_external_fixed_nomodelws() - # test_util2d_external_fixed_path_nomodelws() - # test_transient2d() - # test_transient3d() - # test_util2d() - # test_util3d() - # test_how() + test_new_get_file_entry() + test_arrayformat() + test_util2d_external_free() + test_util2d_external_free_path() + test_util2d_external_free_path_a() + test_util2d_external_fixed() + test_util2d_external_fixed_path() + test_transient2d() + test_transient3d() + test_util2d() + test_util3d() + test_how() diff --git a/autotest/t005_test.py b/autotest/t005_test.py index df7c190bdb..d376e39beb 100644 --- a/autotest/t005_test.py +++ b/autotest/t005_test.py @@ -1,16 +1,17 @@ # Test instantiation of flopy classes import os -cpth = os.path.join("temp", "t005") -# make the directory if it does not exist -if not os.path.isdir(cpth): - os.makedirs(cpth) +from ci_framework import baseTestDir, flopyTest + +cpth = baseTestDir(__file__, create=True, relPath="temp", verbose=True) def test_modflow_unstructured(): import flopy import numpy as np + fpTest = flopyTest(testDirs=cpth) + mf = flopy.mfusg.MfUsg(structured=False, model_ws=cpth) assert isinstance(mf, flopy.mfusg.MfUsg) @@ -53,6 +54,8 @@ def test_modflow_unstructured(): ) assert ghb2.stress_period_data[0] == ghb.stress_period_data[0] + fpTest.teardown() + return diff --git a/autotest/t006_test.py b/autotest/t006_test.py index 814a355740..9e83b2530f 100644 --- a/autotest/t006_test.py +++ b/autotest/t006_test.py @@ -17,11 +17,9 @@ except ImportError: shapefile = None +from ci_framework import baseTestDir, flopyTest -cpth = os.path.join("temp", "t006") -# make the directory if it does not exist -if not os.path.isdir(cpth): - os.makedirs(cpth) +cpth = baseTestDir(__file__, create=True, relPath="temp", verbose=True) def test_binaryfile_reference(): @@ -53,6 +51,9 @@ def test_formattedfile_reference(): def test_mflist_reference(): + + fpTest = flopyTest(testDirs=cpth) + # make the model ml = flopy.modflow.Modflow() assert isinstance(ml, flopy.modflow.Modflow) @@ -109,6 +110,8 @@ def test_mflist_reference(): shp = shapefile.Reader(test) assert shp.numRecords == nrow * ncol + fpTest.teardown() + def test_cbc_ts(): fpth = os.path.join( diff --git a/autotest/t007_test.py b/autotest/t007_test.py index e16a860534..30a4f3478f 100644 --- a/autotest/t007_test.py +++ b/autotest/t007_test.py @@ -1,36 +1,27 @@ # Test export module import sys +import pytest sys.path.append("..") -import copy import glob import os import shutil import numpy as np import flopy +from ci_framework import baseTestDir, flopyTest + +baseDir = baseTestDir( + __file__, + relPath="temp", + verbose=True, +) + pth = os.path.join("..", "examples", "data", "mf2005_test") namfiles = [namfile for namfile in os.listdir(pth) if namfile.endswith(".nam")] # skip = ["MNW2-Fig28.nam", "testsfr2.nam", "testsfr2_tab.nam"] skip = [] -tpth = os.path.join("temp", "t007") -# make the directory if it does not exist -if not os.path.isdir(tpth): - os.makedirs(tpth) - -npth = os.path.join("temp", "t007", "netcdf") -# delete the directory if it exists -if os.path.isdir(npth): - shutil.rmtree(npth) -# make the directory -os.makedirs(npth) - -spth = os.path.join("temp", "t007", "shapefile") -# make the directory if it does not exist -if not os.path.isdir(spth): - os.makedirs(spth) - def import_shapefile(): try: @@ -50,17 +41,23 @@ def remove_shp(shpname): os.remove(fname) -def export_mf6_netcdf(path): +def export_mf6_netcdf(ws, path): print(f"in export_mf6_netcdf: {path}") + + fpTest = flopyTest(create=True, testDirs=ws) + sim = flopy.mf6.modflow.mfsimulation.MFSimulation.load(sim_ws=path) for name, model in sim.get_model_itr(): - export_netcdf(model) + export_netcdf(ws, model) + fpTest.teardown() -def export_mf2005_netcdf(namfile): + +def export_mf2005_netcdf(ws, namfile): print(f"in export_mf2005_netcdf: {namfile}") if namfile in skip: return + m = flopy.modflow.Modflow.load(namfile, model_ws=pth, verbose=False) if m.dis.lenuni == 0: m.dis.lenuni = 1 @@ -73,19 +70,22 @@ def export_mf2005_netcdf(namfile): assert m, f"Could not load namefile {namfile}" msg = f"Could not load {namfile} model" assert isinstance(m, flopy.modflow.Modflow), msg - export_netcdf(m) + export_netcdf(ws, m) -def export_netcdf(m): + +def export_netcdf(ws, m): # Do not fail if netCDF4 not installed try: import netCDF4 import pyproj except: return - fnc = m.export(os.path.join(npth, f"{m.name}.nc")) + fpTest = flopyTest(create=True, testDirs=ws) + + fnc = m.export(os.path.join(ws, f"{m.name}.nc")) fnc.write() - fnc_name = os.path.join(npth, f"{m.name}.nc") + fnc_name = os.path.join(ws, f"{m.name}.nc") try: fnc = m.export(fnc_name) fnc.write() @@ -97,11 +97,16 @@ def export_netcdf(m): nc = netCDF4.Dataset(fnc_name, "r") except Exception as e: msg = f"ncdf import fail for nc file {fnc_name}:\n{e!s}" - raise Exception() + raise Exception(msg) + + nc.close() + + fpTest.teardown() + return -def export_shapefile(namfile): +def export_shapefile(ws, namfile): print(f"in export_shapefile: {namfile}") shp = import_shapefile() if shp is None: @@ -112,7 +117,7 @@ def export_shapefile(namfile): assert m, f"Could not load namefile {namfile}" msg = f"Could not load {namfile} model" assert isinstance(m, flopy.modflow.Modflow), msg - fnc_name = os.path.join(spth, f"{m.name}.shp") + fnc_name = os.path.join(ws, f"{m.name}.shp") try: fnc = m.export(fnc_name) @@ -158,7 +163,12 @@ def export_shapefile_modelgrid_override(namfile): assert m, f"Could not load namefile {namfile}" assert isinstance(m, flopy.modflow.Modflow) - fnc_name = os.path.join(spth, f"{m.name}.shp") + + name = namfile.replace(".nam", "") + ws_out = f"{baseDir}_{name}_shapefile_modelgrid_override" + fpTest = flopyTest(verbose=True, testDirs=ws_out, create=True) + + fnc_name = os.path.join(ws_out, f"{m.name}.shp") try: fnc = m.export(fnc_name, modelgrid=modelgrid) @@ -170,31 +180,40 @@ def export_shapefile_modelgrid_override(namfile): raise Exception(msg) try: s = shp.Reader(fnc_name) + s.close() except Exception as e: msg = f"shapefile import fail for {fnc_name}:{e!s}" raise Exception(msg) + fpTest.teardown() + def test_output_helper_shapefile_export(): if import_shapefile() is None: return + ws = os.path.join( "..", "examples", "data", "freyberg_multilayer_transient" ) name = "freyberg.nam" ml = flopy.modflow.Modflow.load(name, model_ws=ws) - head = flopy.utils.HeadFile(os.path.join(ws, "freyberg.hds")) cbc = flopy.utils.CellBudgetFile(os.path.join(ws, "freyberg.cbc")) + + ws_out = f"{baseDir}_helper_shapefile" + fpTest = flopyTest(verbose=True, create=True, testDirs=ws_out) + flopy.export.utils.output_helper( - os.path.join("temp", "test.shp"), + os.path.join(ws_out, "test.shp"), ml, {"HDS": head, "cbc": cbc}, mflay=1, kper=10, ) + fpTest.teardown() + def test_freyberg_export(): if import_shapefile() is None: @@ -209,11 +228,16 @@ def test_freyberg_export(): m = flopy.modflow.Modflow.load( namfile, model_ws=model_ws, check=False, verbose=False ) + + name = namfile.replace(".nam", "") + ws_out = f"{baseDir}_{name}_shapefile_freyberg" + fpTest = flopyTest(verbose=True, testDirs=ws_out, create=True) + # test export at model, package and object levels - m.export(f"{spth}/model.shp") - m.wel.export(f"{spth}/wel.shp") - m.lpf.hk.export(f"{spth}/hk.shp") - m.riv.stress_period_data.export(f"{spth}/riv_spd.shp") + m.export(f"{ws_out}/model.shp") + m.wel.export(f"{ws_out}/wel.shp") + m.lpf.hk.export(f"{ws_out}/hk.shp") + m.riv.stress_period_data.export(f"{ws_out}/riv_spd.shp") # transient # (doesn't work at model level because the total size of @@ -226,7 +250,7 @@ def test_freyberg_export(): load_only=["DIS", "BAS6", "NWT", "OC", "RCH", "WEL", "DRN", "UPW"], ) # test export without instantiating an sr - outshp = os.path.join(spth, f"{namfile[:-4]}_drn_sparse.shp") + outshp = os.path.join(ws_out, f"{namfile[:-4]}_drn_sparse.shp") m.drn.stress_period_data.export(outshp, sparse=True) assert os.path.exists(outshp) remove_shp(outshp) @@ -255,7 +279,7 @@ def test_freyberg_export(): # if wkt text was fetched from spatialreference.org if wkt is not None: # test default package export - outshp = os.path.join(spth, f"{namfile[:-4]}_dis.shp") + outshp = os.path.join(ws_out, f"{namfile[:-4]}_dis.shp") m.dis.export(outshp) prjfile = outshp.replace(".shp", ".prj") with open(prjfile) as src: @@ -264,7 +288,7 @@ def test_freyberg_export(): remove_shp(outshp) # test default package export to higher level dir - outshp = os.path.join(spth, f"{namfile[:-4]}_dis.shp") + outshp = os.path.join(ws_out, f"{namfile[:-4]}_dis.shp") m.dis.export(outshp) prjfile = outshp.replace(".shp", ".prj") with open(prjfile) as src: @@ -273,7 +297,7 @@ def test_freyberg_export(): remove_shp(outshp) # test sparse package export - outshp = os.path.join(spth, f"{namfile[:-4]}_drn_sparse.shp") + outshp = os.path.join(ws_out, f"{namfile[:-4]}_drn_sparse.shp") m.drn.stress_period_data.export(outshp, sparse=True) prjfile = outshp.replace(".shp", ".prj") assert os.path.exists(prjfile) @@ -282,6 +306,8 @@ def test_freyberg_export(): assert prjtxt == wkt remove_shp(outshp) + fpTest.teardown() + def test_export_output(): @@ -297,7 +323,10 @@ def test_export_output(): hds_pth = os.path.join(model_ws, "freyberg.githds") hds = flopy.utils.HeadFile(hds_pth) - out_pth = os.path.join(npth, "freyberg.out.nc") + ws = f"{baseDir}_freyberg_export_output_netcdf" + fpTest = flopyTest(verbose=True, testDirs=ws, create=True) + out_pth = os.path.join(ws, "freyberg.out.nc") + nc = flopy.export.utils.output_helper( out_pth, ml, {"freyberg.githds": hds} ) @@ -307,6 +336,11 @@ def test_export_output(): arr_mask = arr.mask[0] assert np.array_equal(ibound_mask, arr_mask) + # close the netcdf file + nc.nc.close() + + fpTest.teardown() + def test_write_shapefile(): sf = import_shapefile() @@ -317,6 +351,9 @@ def test_write_shapefile(): from flopy.export.shapefile_utils import shp2recarray from flopy.export.shapefile_utils import write_grid_shapefile + ws_out = f"{baseDir}_shapefile_write" + fpTest = flopyTest(verbose=True, testDirs=ws_out, create=True) + sg = StructuredGrid( delr=np.ones(10) * 1.1, # cell spacing along model rows @@ -324,7 +361,7 @@ def test_write_shapefile(): # cell spacing along model columns epsg=26715, ) - outshp = os.path.join(tpth, "junk.shp") + outshp = os.path.join(ws_out, "junk.shp") write_grid_shapefile(outshp, sg, array_dict={}) # test that vertices aren't getting altered by writing shapefile @@ -338,6 +375,7 @@ def test_write_shapefile(): recs = list(sfobj.records()) for r in recs[0]: assert isinstance(r, int) + sfobj.close() # check that row and column appear as integers in recarray ra = shp2recarray(outshp) @@ -354,6 +392,8 @@ def test_write_shapefile(): except: pass + fpTest.teardown() + def test_shapefile_polygon_closed(): shapefile = import_shapefile() @@ -377,7 +417,10 @@ def test_shapefile_polygon_closed(): m, delr=spacing, delc=spacing, nrow=nrow, ncol=ncol ) - shp_file = os.path.join(spth, "test_polygon.shp") + ws_out = f"{baseDir}_shapefile_polygon_closed" + fpTest = flopyTest(verbose=True, testDirs=ws_out, create=True) + + shp_file = os.path.join(ws_out, "test_polygon.shp") m.dis.export(shp_file) shp = shapefile.Reader(shp_file) @@ -385,6 +428,10 @@ def test_shapefile_polygon_closed(): if len(shape.points) != 5: raise AssertionError("Shapefile polygon is not closed!") + shp.close() + + fpTest.teardown() + def test_export_array(): from flopy.export import utils @@ -395,6 +442,9 @@ def test_export_array(): rotate = False pass + ws_out = f"{baseDir}_export_array" + fpTest = flopyTest(verbose=True, testDirs=ws_out, create=True) + namfile = "freyberg.nam" model_ws = "../examples/data/freyberg_multilayer_transient/" m = flopy.modflow.Modflow.load( @@ -404,17 +454,17 @@ def test_export_array(): nodata = -9999 utils.export_array( m.modelgrid, - os.path.join(tpth, "fb.asc"), + os.path.join(ws_out, "fb.asc"), m.dis.top.array, nodata=nodata, ) - arr = np.loadtxt(os.path.join(tpth, "fb.asc"), skiprows=6) + arr = np.loadtxt(os.path.join(ws_out, "fb.asc"), skiprows=6) if import_shapefile() is not None: - m.modelgrid.write_shapefile(os.path.join(tpth, "grid.shp")) + m.modelgrid.write_shapefile(os.path.join(ws_out, "grid.shp")) # check bounds - with open(os.path.join(tpth, "fb.asc")) as src: + with open(os.path.join(ws_out, "fb.asc")) as src: for line in src: if "xllcorner" in line.lower(): val = float(line.strip().split()[-1]) @@ -452,20 +502,25 @@ def test_export_array(): if rasterio is not None: utils.export_array( m.modelgrid, - os.path.join(tpth, "fb.tif"), + os.path.join(ws_out, "fb.tif"), m.dis.top.array, nodata=nodata, ) - with rasterio.open(os.path.join(tpth, "fb.tif")) as src: + with rasterio.open(os.path.join(ws_out, "fb.tif")) as src: arr = src.read(1) assert src.shape == (m.nrow, m.ncol) # TODO: these tests currently fail -- fix is in progress # assert np.abs(src.bounds[0] - m.modelgrid.extent[0]) < 1e-6 # assert np.abs(src.bounds[1] - m.modelgrid.extent[1]) < 1e-6 + fpTest.teardown() + def test_mbase_modelgrid(): + ws = f"{baseDir}_mbase_modelgrid" + fpTest = flopyTest(verbose=True, testDirs=ws, create=True) + ml = flopy.modflow.Modflow( modelname="test", xll=500.0, rotation=12.5, start_datetime="1/1/2016" ) @@ -481,7 +536,7 @@ def test_mbase_modelgrid(): assert ml.modelgrid.xoffset == 500 assert ml.modelgrid.yoffset == 0.0 assert ml.modelgrid.proj4 is None - ml.model_ws = tpth + ml.model_ws = ws ml.write_input() ml1 = flopy.modflow.Modflow.load("test.nam", model_ws=ml.model_ws) @@ -489,9 +544,14 @@ def test_mbase_modelgrid(): assert ml1.start_datetime == ml.start_datetime assert ml1.modelgrid.proj4 is None + fpTest.teardown() + def test_mt_modelgrid(): + ws = f"{baseDir}_mt_modelgrid" + fpTest = flopyTest(verbose=True, testDirs=ws, create=True) + ml = flopy.modflow.Modflow( modelname="test", xll=500.0, @@ -505,7 +565,7 @@ def test_mt_modelgrid(): assert ml.modelgrid.yoffset == 0.0 assert ml.modelgrid.epsg == 2193 assert ml.modelgrid.idomain is None - ml.model_ws = tpth + ml.model_ws = ws mt = flopy.mt3d.Mt3dms( modelname="test_mt", @@ -584,9 +644,14 @@ def test_mt_modelgrid(): assert np.array_equal(mt.modelgrid.idomain, ml.modelgrid.idomain) assert np.array_equal(swt.modelgrid.idomain, ml.modelgrid.idomain) + fpTest.teardown() + def test_free_format_flag(): + ws_out = f"{baseDir}_free_format_flag" + fpTest = flopyTest(verbose=True, testDirs=ws_out, create=True) + Lx = 100.0 Ly = 100.0 nlay = 1 @@ -617,7 +682,7 @@ def test_free_format_flag(): bas.ifrefm = True assert ms.free_format_input == bas.ifrefm - ms.model_ws = tpth + ms.model_ws = ws_out ms.write_input() ms1 = flopy.modflow.Modflow.load(ms.namefile, model_ws=ms.model_ws) assert ms1.free_format_input == ms.free_format_input @@ -629,19 +694,23 @@ def test_free_format_flag(): bas.ifrefm = True assert ms1.free_format_input == ms1.bas6.ifrefm + fpTest.teardown() + def test_sr(): + ws = f"{baseDir}_test_sr" + fpTest = flopyTest(verbose=True, testDirs=ws, create=True) m = flopy.modflow.Modflow( "test", - model_ws="./temp", + model_ws=ws, xll=12345, yll=12345, proj4_str="test test test", ) flopy.modflow.ModflowDis(m, 10, 10, 10) m.write_input() - mm = flopy.modflow.Modflow.load("test.nam", model_ws="./temp") + mm = flopy.modflow.Modflow.load("test.nam", model_ws=ws) extents = mm.modelgrid.extent if extents[2] != 12345: raise AssertionError() @@ -655,6 +724,8 @@ def test_sr(): if not np.allclose(mm.dis.top.array, mm.modelgrid.top): raise AssertionError("modelgrid failed dynamic update test") + fpTest.teardown() + def test_dis_sr(): @@ -746,6 +817,9 @@ def test_twri_mg(): def test_mg(): from flopy.utils import geometry + ws = f"{baseDir}_test_modelgrid" + fpTest = flopyTest(verbose=True, testDirs=ws, create=True) + Lx = 100.0 Ly = 100.0 nlay = 1 @@ -817,7 +891,7 @@ def test_mg(): assert ms.start_datetime == "1-1-2016" assert ms.dis.start_datetime == "1-1-2016" - ms.model_ws = tpth + ms.model_ws = ws ms.write_input() ms1 = flopy.modflow.Modflow.load(ms.namefile, model_ws=ms.model_ws) @@ -826,6 +900,8 @@ def test_mg(): assert ms1.start_datetime == ms.start_datetime assert ms1.modelgrid.lenuni == ms.modelgrid.lenuni + fpTest.teardown() + def test_epsgs(): import flopy.export.shapefile_utils as shp @@ -888,11 +964,15 @@ def test_dynamic_xll_yll(): def test_namfile_readwrite(): + + ws = f"{baseDir}__namfile_readwrite" + fpTest = flopyTest(verbose=True, testDirs=ws, create=True) + nlay, nrow, ncol = 1, 30, 5 delr, delc = 250, 500 xll, yll = 272300, 5086000 fm = flopy.modflow - m = fm.Modflow(modelname="junk", model_ws=os.path.join("temp", "t007")) + m = fm.Modflow(modelname="junk", model_ws=ws) dis = fm.ModflowDis( m, nlay=nlay, nrow=nrow, ncol=ncol, delr=delr, delc=delc ) @@ -910,7 +990,7 @@ def test_namfile_readwrite(): # test reading and writing of SR information to namfile m.write_input() - m2 = fm.Modflow.load("junk.nam", model_ws=os.path.join("temp", "t007")) + m2 = fm.Modflow.load("junk.nam", model_ws=ws) t_value = abs(m2.modelgrid.xoffset - xll) msg = f"m2.modelgrid.xoffset ({m2.modelgrid.xoffset}) does not equal {xll}" @@ -938,12 +1018,17 @@ def test_namfile_readwrite(): assert ml.modelgrid.yoffset == ml.modelgrid._yul_to_yll(3353277) assert ml.modelgrid.angrot == 15.0 + fpTest.teardown() + def test_read_usgs_model_reference(): + model_ws = f"{baseDir}_usgs_model_reference" + fpTest = flopyTest(verbose=True, testDirs=model_ws, create=True) + nlay, nrow, ncol = 1, 30, 5 delr, delc = 250, 500 # xll, yll = 272300, 5086000 - model_ws = os.path.join("temp", "t007") + mrf = os.path.join(model_ws, "usgs.model.reference") shutil.copy("../examples/data/usgs.model.reference", mrf) @@ -973,7 +1058,7 @@ def test_read_usgs_model_reference(): m.write_input() # test reading of SR information from usgs.model.reference - m2 = fm.Modflow.load("junk.nam", model_ws=os.path.join("temp", "t007")) + m2 = fm.Modflow.load("junk.nam", model_ws=model_ws) from flopy.discretization import StructuredGrid mg = StructuredGrid(delr=dis.delr.array, delc=dis.delc.array) @@ -999,7 +1084,7 @@ def test_read_usgs_model_reference(): line = line.replace("102733", "4326") dst.write(line) - m2 = fm.Modflow.load("junk.nam", model_ws=os.path.join("temp", "t007")) + m2 = fm.Modflow.load("junk.nam", model_ws=model_ws) m2.modelgrid.read_usgs_model_reference_file(mrf) assert m2.modelgrid.epsg == 4326 @@ -1010,6 +1095,8 @@ def test_read_usgs_model_reference(): os.remove(os.path.join(f)) assert True + fpTest.teardown() + def test_rotation(): m = flopy.modflow.Modflow(rotation=20.0) @@ -1457,22 +1544,32 @@ def test_netcdf_classmethods(): except: return - nam_file = "freyberg.nam" + namfile = "freyberg.nam" + name = namfile.replace(".nam", "") + ws = f"{baseDir}_{name}_netcdf_classmethods" + fpTest = flopyTest(verbose=True, testDirs=ws, create=True) + model_ws = os.path.join( "..", "examples", "data", "freyberg_multilayer_transient" ) ml = flopy.modflow.Modflow.load( - nam_file, model_ws=model_ws, check=False, verbose=True, load_only=[] + namfile, model_ws=model_ws, check=False, verbose=True, load_only=[] ) - f = ml.export(os.path.join(npth, "freyberg.nc")) + f = ml.export(os.path.join(ws, "freyberg.nc")) v1_set = set(f.nc.variables.keys()) - fnc = os.path.join(npth, "freyberg.new.nc") + fnc = os.path.join(ws, "freyberg.new.nc") new_f = flopy.export.NetCdf.zeros_like(f, output_filename=fnc) v2_set = set(new_f.nc.variables.keys()) diff = v1_set.symmetric_difference(v2_set) assert len(diff) == 0, str(diff) + # close the netcdf file + f.nc.close() + new_f.nc.close() + + fpTest.teardown() + def test_wkt_parse(): """Test parsing of Coordinate Reference System parameters @@ -1515,13 +1612,16 @@ def test_shapefile_ibound(): if not shapefile: return - shape_name = os.path.join(spth, "test.shp") - nam_file = "freyberg.nam" + ws_out = f"{baseDir}_shapefile_ibound" + fpTest = flopyTest(verbose=True, testDirs=ws_out, create=True) + + shape_name = os.path.join(ws_out, "test.shp") + namfile = "freyberg.nam" model_ws = os.path.join( "..", "examples", "data", "freyberg_multilayer_transient" ) ml = flopy.modflow.Modflow.load( - nam_file, + namfile, model_ws=model_ws, check=False, verbose=True, @@ -1533,35 +1633,57 @@ def test_shapefile_ibound(): ib_idx = field_names.index("ibound_1") txt = f"should be int instead of {type(shp.record(0)[ib_idx])}" assert type(shp.record(0)[ib_idx]) == int, txt + shp.close() + fpTest.teardown() -def test_shapefile(): - for namfile in namfiles: - yield export_shapefile, namfile + +@pytest.mark.parametrize( + "namfile", + list(namfiles), +) +def test_shapefile(namfile): + name = namfile.replace(".nam", "") + ws = f"{baseDir}_{name}_shapefile" + fpTest = flopyTest(create=True, testDirs=ws) + export_shapefile(ws, namfile) + fpTest.teardown() return -def test_shapefile_export_modelgrid_override(): - for namfile in namfiles[0:2]: - yield export_shapefile_modelgrid_override, namfile +@pytest.mark.parametrize( + "namfile", + namfiles[0:2], +) +def test_shapefile_export_modelgrid_override(namfile): + export_shapefile_modelgrid_override(namfile) return -def test_netcdf(): - for namfile in namfiles: - yield export_mf2005_netcdf, namfile +@pytest.mark.parametrize( + "namfile", + list(namfiles), +) +def test_netcdf(namfile): + name = namfile.replace(".nam", "") + ws = f"{baseDir}_{name}_netcdf" + export_mf2005_netcdf(ws, namfile) return def build_netcdf(): for namfile in namfiles: - export_mf2005_netcdf(namfile) + name = namfile.replace(".nam", "") + ws = f"{baseDir}_{name}_netcdf" + export_mf2005_netcdf(ws, namfile) return def build_sfr_netcdf(): namfile = "testsfr2.nam" - export_mf2005_netcdf(namfile) + name = namfile.replace(".nam", "") + ws = f"{baseDir}_{name}_netcdf" + export_mf2005_netcdf(ws, namfile) return @@ -1571,6 +1693,9 @@ def test_export_array2(): from flopy.discretization import StructuredGrid from flopy.export.utils import export_array + ws_out = f"{baseDir}_shapefile_export_array2" + fpTest = flopyTest(verbose=True, testDirs=ws_out, create=True) + nrow = 7 ncol = 11 epsg = 4111 @@ -1579,7 +1704,7 @@ def test_export_array2(): modelgrid = StructuredGrid( delr=np.ones(ncol) * 1.1, delc=np.ones(nrow) * 1.1 ) - filename = os.path.join(spth, "myarray1.shp") + filename = os.path.join(ws_out, "myarray1.shp") a = np.arange(nrow * ncol).reshape((nrow, ncol)) export_array(modelgrid, filename, a) assert os.path.isfile(filename), "did not create array shapefile" @@ -1588,7 +1713,7 @@ def test_export_array2(): modelgrid = StructuredGrid( delr=np.ones(ncol) * 1.1, delc=np.ones(nrow) * 1.1, epsg=epsg ) - filename = os.path.join(spth, "myarray2.shp") + filename = os.path.join(ws_out, "myarray2.shp") a = np.arange(nrow * ncol).reshape((nrow, ncol)) export_array(modelgrid, filename, a) assert os.path.isfile(filename), "did not create array shapefile" @@ -1597,11 +1722,12 @@ def test_export_array2(): modelgrid = StructuredGrid( delr=np.ones(ncol) * 1.1, delc=np.ones(nrow) * 1.1 ) - filename = os.path.join(spth, "myarray3.shp") + filename = os.path.join(ws_out, "myarray3.shp") a = np.arange(nrow * ncol).reshape((nrow, ncol)) export_array(modelgrid, filename, a, epsg=epsg) assert os.path.isfile(filename), "did not create array shapefile" - return + + fpTest.teardown() def test_export_array_contours(): @@ -1610,6 +1736,9 @@ def test_export_array_contours(): from flopy.discretization import StructuredGrid from flopy.export.utils import export_array_contours + ws_out = f"{baseDir}_shapefile_array_contours" + fpTest = flopyTest(verbose=True, testDirs=ws_out, create=True) + nrow = 7 ncol = 11 epsg = 4111 @@ -1618,7 +1747,7 @@ def test_export_array_contours(): modelgrid = StructuredGrid( delr=np.ones(ncol) * 1.1, delc=np.ones(nrow) * 1.1 ) - filename = os.path.join(spth, "myarraycontours1.shp") + filename = os.path.join(ws_out, "myarraycontours1.shp") a = np.arange(nrow * ncol).reshape((nrow, ncol)) export_array_contours(modelgrid, filename, a) assert os.path.isfile(filename), "did not create contour shapefile" @@ -1627,7 +1756,7 @@ def test_export_array_contours(): modelgrid = StructuredGrid( delr=np.ones(ncol) * 1.1, delc=np.ones(nrow) * 1.1, epsg=epsg ) - filename = os.path.join(spth, "myarraycontours2.shp") + filename = os.path.join(ws_out, "myarraycontours2.shp") a = np.arange(nrow * ncol).reshape((nrow, ncol)) export_array_contours(modelgrid, filename, a) assert os.path.isfile(filename), "did not create contour shapefile" @@ -1636,11 +1765,12 @@ def test_export_array_contours(): modelgrid = StructuredGrid( delr=np.ones(ncol) * 1.1, delc=np.ones(nrow) * 1.1 ) - filename = os.path.join(spth, "myarraycontours3.shp") + filename = os.path.join(ws_out, "myarraycontours3.shp") a = np.arange(nrow * ncol).reshape((nrow, ncol)) export_array_contours(modelgrid, filename, a, epsg=epsg) assert os.path.isfile(filename), "did not create contour shapefile" - return + + fpTest.teardown() def test_export_contourf(): @@ -1653,23 +1783,27 @@ def test_export_contourf(): import matplotlib.pyplot as plt from flopy.export.utils import export_contourf - filename = os.path.join(spth, "myfilledcontours.shp") + ws_out = f"{baseDir}_shapefile_export_contourf" + fpTest = flopyTest(verbose=True, testDirs=ws_out, create=True) + + filename = os.path.join(ws_out, "myfilledcontours.shp") a = np.random.random((10, 10)) cs = plt.contourf(a) export_contourf(filename, cs) assert os.path.isfile(filename), "did not create contourf shapefile" plt.close() - return + + fpTest.teardown() def main(): # test_shapefile() # test_shapefile_ibound() - # test_netcdf_classmethods() + test_netcdf_classmethods() # for namfile in namfiles: - # export_mf2005_netcdf(namfile) - # export_shapefile(namfile) + # test_netcdf(namfile) + # test_shapefile(namfile) # for namfile in namfiles[0:2]: # export_shapefile_modelgrid_override(namfile) @@ -1688,16 +1822,16 @@ def main(): # test_vertex_model_dot_plot() # test_sr_with_Map() # test_modelgrid_with_PlotMapView() - test_epsgs() + # test_epsgs() # test_sr_scaling() # test_read_usgs_model_reference() # test_dynamic_xll_yll() # test_namfile_readwrite() # test_free_format_flag() # test_get_vertices() - # test_export_output() + test_export_output() # for namfile in namfiles: - test_freyberg_export() + # test_freyberg_export() # test_export_array() # test_write_shapefile() # test_wkt_parse() @@ -1706,7 +1840,7 @@ def main(): # test_export_array_contours() # test_tricontour_NaN() # test_export_contourf() - test_sr() + # test_sr() # test_mf6_modelgrid_update() # test_shapefile_polygon_closed() # test_mapview_plot_bc() diff --git a/autotest/t008_test.py b/autotest/t008_test.py index 8df95ddcc7..29d3b37d95 100644 --- a/autotest/t008_test.py +++ b/autotest/t008_test.py @@ -3,14 +3,11 @@ These are the examples that are distributed with MODFLOW-2005. """ +import pytest import os import flopy -tpth = os.path.join("temp", "t008") - -# make the directory if it does not exist -if not os.path.isdir(tpth): - os.makedirs(tpth) +from ci_framework import baseTestDir, flopyTest pth = os.path.join("..", "examples", "data", "mf2005_test") namfiles = [namfile for namfile in os.listdir(pth) if namfile.endswith(".nam")] @@ -21,7 +18,7 @@ ] test_nwt_pth = os.path.join("..", "examples", "data", "nwt_test") -nwt_files = [ +nwt_pak_files = [ os.path.join(test_nwt_pth, f) for f in os.listdir(test_nwt_pth) if f.endswith(".nwt") @@ -63,39 +60,59 @@ def load_only_bas6_model(namfile): assert m.load_fail is False -def test_modflow_load(): - for namfile in namfiles: - yield load_model, namfile +@pytest.mark.parametrize( + "namfile", + list(namfiles), +) +def test_modflow_load(namfile): + load_model(namfile) return -def test_parameter_load(): - for namfile in pnamfiles: - yield load_parameter_model, namfile +@pytest.mark.parametrize( + "namfile", + pnamfiles, +) +def test_parameter_load(namfile): + load_parameter_model(namfile) return -def test_modflow_loadonly(): - for namfile in namfiles: - yield load_only_bas6_model, namfile +@pytest.mark.parametrize( + "namfile", + namfiles, +) +def test_modflow_loadonly(namfile): + load_only_bas6_model(namfile) return -def test_nwt_load(): - for nwt_file in nwt_files: - yield load_nwt, nwt_file +@pytest.mark.parametrize( + "fname", + nwt_pak_files, +) +def test_nwt_pack_load(fname): + load_nwt_pack(fname) -def test_nwt_model_load(): - for f in nwt_nam: - yield load_nwt_model, f +@pytest.mark.parametrize( + "namfile", + nwt_nam, +) +def test_nwt_model_load(namfile): + load_nwt_model(namfile) -def load_nwt(nwtfile): - ml = flopy.modflow.Modflow(model_ws=tpth, version="mfnwt") - fn = os.path.join(tpth, f"{ml.name}.nwt") - if os.path.isfile(fn): - os.remove(fn) +def load_nwt_pack(nwtfile): + new_ws = ( + baseTestDir(__file__, relPath="temp", verbose=True) + + "_" + + os.path.basename(nwtfile).replace(".nam", "_nwtpack") + ) + fpTest = flopyTest(testDirs=new_ws, verbose=True) + + ws = os.path.dirname(nwtfile) + ml = flopy.modflow.Modflow(model_ws=ws, version="mfnwt") if "fmt." in nwtfile.lower(): ml.array_free_format = False else: @@ -105,11 +122,15 @@ def load_nwt(nwtfile): msg = f"{os.path.basename(nwtfile)} load unsuccessful" assert isinstance(nwt, flopy.modflow.ModflowNwt), msg + # write the new file in the working directory + ml.change_model_ws(new_ws) nwt.write_file() + + fn = os.path.join(new_ws, ml.name + ".nwt") msg = f"{os.path.basename(nwtfile)} write unsuccessful" assert os.path.isfile(fn), msg - ml2 = flopy.modflow.Modflow(model_ws=tpth, version="mfnwt") + ml2 = flopy.modflow.Modflow(model_ws=new_ws, version="mfnwt") nwt2 = flopy.modflow.ModflowNwt.load(fn, ml2) lst = [ a @@ -123,8 +144,17 @@ def load_nwt(nwtfile): ) assert nwt2[l] == nwt[l], msg + fpTest.teardown() + def load_nwt_model(nfile): + new_ws = ( + baseTestDir(__file__, relPath="temp", verbose=True) + + "_" + + os.path.basename(nfile).replace(".nam", "") + ) + fpTest = flopyTest(testDirs=new_ws, verbose=True) + f = os.path.basename(nfile) model_ws = os.path.dirname(nfile) ml = flopy.modflow.Modflow.load(f, model_ws=model_ws) @@ -132,11 +162,11 @@ def load_nwt_model(nfile): assert isinstance(ml, flopy.modflow.Modflow), msg # change the model work space and rewrite the files - ml.change_model_ws(tpth) + ml.change_model_ws(new_ws) ml.write_input() # reload the model that was just written - ml2 = flopy.modflow.Modflow.load(f, model_ws=tpth) + ml2 = flopy.modflow.Modflow.load(f, model_ws=new_ws) # check that the data are the same for pn in ml.get_package_list(): @@ -150,10 +180,12 @@ def load_nwt_model(nfile): for l in lst: msg = ( "{}.{} data instantiated from {} load is not the same as " - "written to {}".format(pn, l, model_ws, tpth) + "written to {}".format(pn, l, model_ws, new_ws) ) assert p[l] == p2[l], msg + fpTest.teardown() + if __name__ == "__main__": for namfile in namfiles: @@ -162,5 +194,5 @@ def load_nwt_model(nfile): load_only_bas6_model(namfile) for fnwt in nwt_nam: load_nwt_model(fnwt) - for fnwt in nwt_files: - load_nwt(fnwt) + for fnwt in nwt_pak_files: + load_nwt_pack(fnwt) diff --git a/autotest/t009_test.py b/autotest/t009_test.py index 43cec8c64c..19dd6e8900 100644 --- a/autotest/t009_test.py +++ b/autotest/t009_test.py @@ -29,9 +29,8 @@ path2 = os.path.join("..", "examples", "data", "sfr_test") outpath = os.path.join("temp", "t009") # make the directory if it does not exist -if os.path.isdir(outpath): - shutil.rmtree(outpath) -os.makedirs(outpath) +if not os.path.isdir(outpath): + os.makedirs(outpath, exist_ok=True) sfr_items = { 0: {"mfnam": "test1ss.nam", "sfrfile": "test1ss.sfr"}, @@ -122,8 +121,8 @@ def sfr_process(mfnam, sfrfile, model_ws, outfolder=outpath): m = flopy.modflow.Modflow.load(mfnam, model_ws=model_ws, verbose=False) sfr = m.get_package("SFR") - if not os.path.exists(outfolder): - os.makedirs(outfolder) + if not os.path.isdir(outfolder): + os.makedirs(outfolder, exist_ok=True) outpath = os.path.join(outfolder, sfrfile) sfr.write_file(outpath) @@ -521,7 +520,7 @@ def test_no_ds_6bc(): (e.g., see table at https://water.usgs.gov/ogw/modflow-nwt/MODFLOW-NWT-Guide/sfr.htm) """ sfrfiletxt = ( - u"REACHINPUT\n" + "REACHINPUT\n" "2 2 0 0 128390 0.0001 119 0 3 10 1 30 0 4 0.75 91.54\n" "1 1 1 1 1 1.0 1.0 0.001 1 1 .3 0.02 3.5 0.7\n" "1 2 2 2 1 1.0 0.5 0.001 1 1 .3 0.02 3.5 0.7\n" @@ -586,7 +585,7 @@ def test_ds_6d_6e_disordered(): def test_disordered_reachdata_fields(): path = os.path.join("..", "examples", "data", "hydmod_test") - wpath = os.path.join(".", "temp", "t009_disorderfields") + wpath = os.path.join(".", "temp", "t009", "disorderfields") m = flopy.modflow.Modflow.load("test1tr2.nam", model_ws=path) sfr = m.get_package("SFR") orig_reach_data = sfr.reach_data diff --git a/autotest/t010_test.py b/autotest/t010_test.py index ed6ab4ccd9..a13f02cfd1 100644 --- a/autotest/t010_test.py +++ b/autotest/t010_test.py @@ -3,6 +3,8 @@ need to add a test case that has elevation input by reach """ +import pytest + import os import flopy from flopy.modflow.mfsfr2 import check @@ -10,7 +12,7 @@ tpth = os.path.abspath(os.path.join("temp", "t010")) # make the directory if it does not exist if not os.path.isdir(tpth): - os.makedirs(tpth) + os.makedirs(tpth, exist_ok=True) if os.path.split(os.getcwd())[-1] == "flopy3": path = os.path.join("examples", "data", "mf2005_test") @@ -28,6 +30,11 @@ 5: {"mfnam": "UZFtest2.nam", "sfrfile": "UZFtest2.sfr"}, } +test_matrix = [] +for isfropt in range(6): + for icalc in range(5): + test_matrix.append((isfropt, icalc)) + def load_check_sfr(i, mfnam, model_ws, checker_output_path): @@ -116,9 +123,12 @@ def test_sfrcheck(): assert True -def test_sfrloadcheck(): - for i, case in sfr_items.items(): - yield load_check_sfr, i, case["mfnam"], path, cpth +@pytest.mark.parametrize( + "i, case", + sfr_items.items(), +) +def test_sfrloadcheck(i, case): + load_check_sfr(i, case["mfnam"], path, cpth) def load_sfr_isfropt_icalc(isfropt, icalc): @@ -131,7 +141,8 @@ def load_sfr_isfropt_icalc(isfropt, icalc): if sfr is None: raise AssertionError() - ml.change_model_ws(tpth) + ws = os.path.join(tpth, f"sfrtest{isfropt}{icalc}") + ml.change_model_ws(ws) ml.write_input() success = ml.run_model()[0] if not success: @@ -141,11 +152,12 @@ def load_sfr_isfropt_icalc(isfropt, icalc): ) -def test_isfropt_icalc(): - # test all valid combinations of isfropt and icalc - for isfropt in range(6): - for icalc in range(5): - yield load_sfr_isfropt_icalc, isfropt, icalc +@pytest.mark.parametrize( + "isfropt, icalc", + test_matrix, +) +def test_isfropt_icalc(isfropt, icalc): + load_sfr_isfropt_icalc(isfropt, icalc) if __name__ == "__main__": diff --git a/autotest/t011_test.py b/autotest/t011_test.py index f745758839..3d02a9d3da 100644 --- a/autotest/t011_test.py +++ b/autotest/t011_test.py @@ -2,11 +2,10 @@ Some basic tests for mflistfile.py module (not super rigorous) """ - +import pytest import os import flopy import numpy as np -from nose.tools import raises def test_mflistfile(): @@ -103,7 +102,6 @@ def test_mf6listfile(): return -@raises(AssertionError) def test_mflist_reducedpumping_fail(): """ test failure for reading reduced pumping data from list file @@ -121,7 +119,8 @@ def test_mflist_reducedpumping_fail(): if not os.path.isfile(list_file): raise FileNotFoundError(f"{list_file} not found") mflist = flopy.utils.MfusgListBudget(list_file) - mflist.get_reduced_pumping() + with pytest.raises(AssertionError): + mflist.get_reduced_pumping() return diff --git a/autotest/t014_test.py b/autotest/t014_test.py index dea10f40da..3e5dd2556c 100644 --- a/autotest/t014_test.py +++ b/autotest/t014_test.py @@ -2,6 +2,8 @@ Some basic tests for STR load. """ +import pytest + import os import flopy import numpy as np @@ -11,7 +13,7 @@ cpth = os.path.join("temp", "t014") # make the directory if it does not exist if not os.path.isdir(cpth): - os.makedirs(cpth) + os.makedirs(cpth, exist_ok=True) mf_items = ["str.nam", "DG.nam"] pths = [path, pthgw] @@ -26,12 +28,18 @@ def load_str(mfnam, pth): m = flopy.modflow.Modflow.load( - mfnam, exe_name=exe_name, forgive=False, model_ws=pth, verbose=True + mfnam, + exe_name=exe_name, + forgive=False, + model_ws=pth, + verbose=True, + check=False, ) assert m.load_fail is False # rewrite files - m.model_ws = cpth + ws = os.path.join(cpth, mfnam.replace(".nam", "")) + m.model_ws = ws m.write_input() # attempt to run the model @@ -43,7 +51,7 @@ def load_str(mfnam, pth): assert success, "base model run did not terminate successfully" # load files - pth = os.path.join(cpth, f"{m.name}.str") + pth = os.path.join(ws, f"{m.name}.str") str2 = flopy.modflow.ModflowStr.load(pth, m) for name in str2.dtype.names: assert ( @@ -64,9 +72,12 @@ def load_str(mfnam, pth): return -def test_mf2005load(): - for namfile, pth in zip(mf_items, pths): - yield load_str, namfile, pth +@pytest.mark.parametrize( + "namfile, pth", + zip(mf_items, pths), +) +def test_mf2005load(namfile, pth): + load_str(namfile, pth) return diff --git a/autotest/t015_test.py b/autotest/t015_test.py index 3164b5e36d..16fa2351cd 100644 --- a/autotest/t015_test.py +++ b/autotest/t015_test.py @@ -17,7 +17,7 @@ tpth = os.path.abspath(os.path.join("temp", "t015")) # make the directory if it does not exist if not os.path.isdir(tpth): - os.makedirs(tpth) + os.makedirs(tpth, exist_ok=True) mfexe = "mf2005" v = flopy.which(mfexe) diff --git a/autotest/t016_test.py b/autotest/t016_test.py index ddfc9c90fe..3b2c2999d0 100644 --- a/autotest/t016_test.py +++ b/autotest/t016_test.py @@ -5,7 +5,7 @@ tpth = os.path.abspath(os.path.join("temp", "t016")) if not os.path.isdir(tpth): - os.makedirs(tpth) + os.makedirs(tpth, exist_ok=True) exe_name = "mfusg" diff --git a/autotest/t017_test.py b/autotest/t017_test.py index de7a9d50ab..14ce24f724 100644 --- a/autotest/t017_test.py +++ b/autotest/t017_test.py @@ -1,15 +1,13 @@ # Test binary and formatted data readers +import pytest import os -import shutil import numpy as np import flopy -from nose.tools import assert_raises cpth = os.path.join("temp", "t017") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) -os.makedirs(cpth) +# make the directory if it does not exists +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) def test_formattedfile_read(): @@ -46,7 +44,7 @@ def test_formattedfile_read(): fname = os.path.join(cpth, "empty.githds") with open(fname, "w"): pass - with assert_raises(ValueError): + with pytest.raises(ValueError): flopy.utils.FormattedHeadFile(fname) return @@ -86,9 +84,9 @@ def test_binaryfile_read(): fname = os.path.join(cpth, "empty.githds") with open(fname, "w"): pass - with assert_raises(ValueError): + with pytest.raises(ValueError): flopy.utils.HeadFile(fname) - with assert_raises(ValueError): + with pytest.raises(ValueError): flopy.utils.HeadFile(fname, "head", "single") return @@ -104,9 +102,9 @@ def test_binaryfile_read_context(): assert not h.file.closed assert h.file.closed - with assert_raises(ValueError) as e: + with pytest.raises(ValueError) as e: h.get_data() - assert str(e.exception) == "seek of closed file", str(e.exception) + assert str(e.value) == "seek of closed file", str(e.value) def test_cellbudgetfile_read_context(): @@ -119,9 +117,9 @@ def test_cellbudgetfile_read_context(): assert not v.file.closed assert v.file.closed - with assert_raises(ValueError) as e: + with pytest.raises(ValueError) as e: v.get_data(text="DRAINS") - assert str(e.exception) == "seek of closed file", str(e.exception) + assert str(e.value) == "seek of closed file", str(e.value) def test_cellbudgetfile_read(): @@ -140,10 +138,9 @@ def test_cellbudgetfile_read(): for record in records: t0 = v.get_data(kstpkper=t, text=record, full3D=True)[0] t1 = v.get_data(idx=idx, text=record, full3D=True)[0] - assert np.array_equal( - t0, t1 - ), "binary budget item {0} read using kstpkper != binary budget item {0} read using idx".format( - record + assert np.array_equal(t0, t1), ( + f"binary budget item {record} read using kstpkper != binary " + f"budget item {record} read using idx" ) idx += 1 v.close() @@ -210,7 +207,7 @@ def test_cellbudgetfile_position(): fname = os.path.join(cpth, "empty.gitcbc") with open(fname, "w"): pass - with assert_raises(ValueError): + with pytest.raises(ValueError): flopy.utils.CellBudgetFile(fname) return @@ -227,9 +224,9 @@ def test_cellbudgetfile_readrecord(): kstpkper = v.get_kstpkper() assert len(kstpkper) == 30, "length of kstpkper != 30" - with assert_raises(TypeError) as e: + with pytest.raises(TypeError) as e: v.get_data() - assert str(e.exception).startswith( + assert str(e.value).startswith( "get_data() missing 1 required argument" ), str(e.exception) diff --git a/autotest/t018_test.py b/autotest/t018_test.py index 68d39f40b3..2764f12f62 100644 --- a/autotest/t018_test.py +++ b/autotest/t018_test.py @@ -9,7 +9,7 @@ mpth = os.path.join("temp", "t018") # make the directory if it does not exist if not os.path.isdir(mpth): - os.makedirs(mpth) + os.makedirs(mpth, exist_ok=True) def test_tpl_constant(): diff --git a/autotest/t019_test.py b/autotest/t019_test.py index daeb7d0e70..9c8593f12c 100644 --- a/autotest/t019_test.py +++ b/autotest/t019_test.py @@ -5,14 +5,14 @@ mpth = os.path.join("temp", "t019") # make the directory if it does not exist if not os.path.isdir(mpth): - os.makedirs(mpth) + os.makedirs(mpth, exist_ok=True) # Test hydmod data readers def test_hydmodfile_create(): model_ws = os.path.join(mpth) - if not os.path.exists(model_ws): - os.makedirs(model_ws) + if not os.path.isdir(model_ws): + os.makedirs(model_ws, exist_ok=True) m = flopy.modflow.Modflow("test", model_ws=model_ws) hyd = flopy.modflow.ModflowHyd(m) m.hyd.write_file() @@ -59,8 +59,8 @@ def test_hydmodfile_load(): ), "Did not load hydmod package...test1tr.hyd" model_ws = os.path.join(mpth) - if not os.path.exists(model_ws): - os.makedirs(model_ws) + if not os.path.isdir(model_ws): + os.makedirs(model_ws, exist_ok=True) m.change_model_ws(model_ws) m.hyd.write_file() diff --git a/autotest/t020_test.py b/autotest/t020_test.py index 9d2f4c06c1..db425811a4 100644 --- a/autotest/t020_test.py +++ b/autotest/t020_test.py @@ -36,8 +36,8 @@ def test_mfnwt_run(): modelname = "watertable" model_ws = os.path.join("temp", "t020") - if not os.path.exists(model_ws): - os.makedirs(model_ws) + if not os.path.isdir(model_ws): + os.makedirs(model_ws, exist_ok=True) # model dimensions nlay, nrow, ncol = 1, 1, 100 diff --git a/autotest/t021_test.py b/autotest/t021_test.py index 36020a1de4..f59ce11dca 100644 --- a/autotest/t021_test.py +++ b/autotest/t021_test.py @@ -6,7 +6,7 @@ mpth = os.path.join("temp", "t021") # make the directory if it does not exist if not os.path.isdir(mpth): - os.makedirs(mpth) + os.makedirs(mpth, exist_ok=True) def test_mflist_external(): diff --git a/autotest/t023_test.py b/autotest/t023_test.py index 165baf1e40..c300f1e430 100644 --- a/autotest/t023_test.py +++ b/autotest/t023_test.py @@ -6,7 +6,7 @@ testpth = os.path.join(".", "temp", "t023") # make the directory if it does not exist if not os.path.isdir(testpth): - os.makedirs(testpth) + os.makedirs(testpth, exist_ok=True) def test_mt3d_multispecies(): diff --git a/autotest/t024_test.py b/autotest/t024_test.py index fb68ec6afe..b617590014 100644 --- a/autotest/t024_test.py +++ b/autotest/t024_test.py @@ -1,3 +1,4 @@ +import pytest import os import numpy as np import flopy @@ -12,11 +13,14 @@ mpth = os.path.join("temp", "t024") -def test_checker_on_load(): +@pytest.mark.parametrize( + "namfile", + testmodels, +) +def test_checker_on_load(namfile): # load all of the models in the mf2005_test folder # model level checks are performed by default on load() - for mfnam in testmodels: - yield checker_on_load, mfnam + checker_on_load(namfile) def checker_on_load(mfnam): diff --git a/autotest/t025_test.py b/autotest/t025_test.py index 2fafb6c93c..09070fb836 100644 --- a/autotest/t025_test.py +++ b/autotest/t025_test.py @@ -2,6 +2,7 @@ Some basic tests for LAKE load. """ +import pytest import os import flopy @@ -104,9 +105,12 @@ def load_lak(mfnam, pth, run): return -def test_mf2005load(): - for namfile, pth in zip(mf_items, pths): - yield load_lak, namfile, pth, run +@pytest.mark.parametrize( + "namfile, pth", + zip(mf_items, pths), +) +def test_mf2005load(namfile, pth): + load_lak(namfile, pth, run) return diff --git a/autotest/t026_test.py b/autotest/t026_test.py index 38b857b15d..ffc7f1836d 100644 --- a/autotest/t026_test.py +++ b/autotest/t026_test.py @@ -10,7 +10,7 @@ workspace = os.path.join("temp", "t026") # make the directory if it does not exist if not os.path.isdir(workspace): - os.makedirs(workspace) + os.makedirs(workspace, exist_ok=True) seawat_exe = "swtv4" isseawat = flopy.which(seawat_exe) diff --git a/autotest/t027_test.py b/autotest/t027_test.py index 3478f66b0f..e6a26eed60 100644 --- a/autotest/t027_test.py +++ b/autotest/t027_test.py @@ -13,7 +13,7 @@ cpth = os.path.join("temp", "t027") # make the directory if it does not exist if not os.path.isdir(cpth): - os.makedirs(cpth) + os.makedirs(cpth, exist_ok=True) mf2005pth = os.path.join("..", "examples", "data", "mnw2_examples") mnw1_path = os.path.join("..", "examples", "data", "mf2005_test") diff --git a/autotest/t028_test.py b/autotest/t028_test.py index b0fc5116d2..edfddf608c 100644 --- a/autotest/t028_test.py +++ b/autotest/t028_test.py @@ -1,3 +1,4 @@ +import pytest import os import shutil import flopy @@ -6,7 +7,7 @@ newpth = os.path.join(".", "temp", "t028") # make the directory if it does not exist if not os.path.isdir(newpth): - os.makedirs(newpth) + os.makedirs(newpth, exist_ok=True) swtv4_exe = "swtv4" isswtv4 = flopy.which(swtv4_exe) runmodel = False @@ -67,7 +68,7 @@ def test_seawat_array_format(): testpth = os.path.join(newpth, f"{d}-{subd}") if os.path.isdir(testpth): shutil.rmtree(testpth) - os.mkdir(testpth) + os.makedirs(testpth) namfile = "seawat.nam" if subd == "6_age_simulation": namfile = "henry_mod.nam" @@ -83,9 +84,12 @@ def test_seawat_array_format(): return -def test_swtv4(): - for d, subd in zip(swtdir, subds): - yield run_swtv4, d, subd +@pytest.mark.parametrize( + "d, subd", + zip(swtdir, subds), +) +def test_swtv4(d, subd): + run_swtv4(d, subd) return @@ -95,7 +99,7 @@ def run_swtv4(d, subd): testpth = os.path.join(newpth, f"{d}-{subd}") if os.path.isdir(testpth): shutil.rmtree(testpth) - os.mkdir(testpth) + os.makedirs(testpth) namfile = "seawat.nam" if subd == "6_age_simulation": diff --git a/autotest/t029_test.py b/autotest/t029_test.py index be9e54b4af..2328212c19 100644 --- a/autotest/t029_test.py +++ b/autotest/t029_test.py @@ -1,6 +1,5 @@ -from nose.tools import raises +import pytest import os -import shutil import numpy as np import matplotlib @@ -12,11 +11,8 @@ flowpth = os.path.join("..", "examples", "data", "mf6-freyberg") tpth = os.path.join("temp", "t029") -# remove the directory if it exists -if os.path.isdir(tpth): - shutil.rmtree(tpth) -# make the directory -os.makedirs(tpth) +if not os.path.isdir(tpth): + os.makedirs(tpth, exist_ok=True) def test_mfgrddis_MfGrdFile(): @@ -161,12 +157,12 @@ def test_mfgrddisu_MfGrdFile(): ), f"invalid grid type ({type(mg)})" -@raises(TypeError) def test_mfgrddisu_modelgrid_fail(): fn = os.path.join(pthtest, "flow.disu.grb") - mg = flopy.discretization.UnstructuredGrid.from_binary_grid_file( - fn, verbose=True - ) + with pytest.raises(TypeError): + mg = flopy.discretization.UnstructuredGrid.from_binary_grid_file( + fn, verbose=True + ) def test_mfgrddisu_modelgrid(): @@ -315,46 +311,46 @@ def test_flowja_residuals(): return -@raises(ValueError) def test_faceflows_empty(): flowja = np.zeros(10, dtype=np.float64) - frf, fff, flf = flopy.mf6.utils.get_structured_faceflows(flowja) + with pytest.raises(ValueError): + frf, fff, flf = flopy.mf6.utils.get_structured_faceflows(flowja) -@raises(ValueError) def test_faceflows_jaempty(): flowja = np.zeros(10, dtype=np.float64) ia = np.zeros(10, dtype=np.int32) - frf, fff, flf = flopy.mf6.utils.get_structured_faceflows(flowja, ia=ia) + with pytest.raises(ValueError): + frf, fff, flf = flopy.mf6.utils.get_structured_faceflows(flowja, ia=ia) -@raises(ValueError) def test_faceflows_iaempty(): flowja = np.zeros(10, dtype=np.float64) ja = np.zeros(10, dtype=np.int32) - _v = flopy.mf6.utils.get_structured_faceflows(flowja, ja=ja) + with pytest.raises(ValueError): + _v = flopy.mf6.utils.get_structured_faceflows(flowja, ja=ja) -@raises(ValueError) def test_faceflows_flowja_size(): flowja = np.zeros(10, dtype=np.float64) ia = np.zeros(5, dtype=np.int32) ja = np.zeros(5, dtype=np.int32) - _v = flopy.mf6.utils.get_structured_faceflows(flowja, ia=ia, ja=ja) + with pytest.raises(ValueError): + _v = flopy.mf6.utils.get_structured_faceflows(flowja, ia=ia, ja=ja) -@raises(ValueError) def test_residuals_jaempty(): flowja = np.zeros(10, dtype=np.float64) ia = np.zeros(10, dtype=np.int32) - _v = flopy.mf6.utils.get_residuals(flowja, ia=ia) + with pytest.raises(ValueError): + _v = flopy.mf6.utils.get_residuals(flowja, ia=ia) -@raises(ValueError) def test_residuals_iaempty(): flowja = np.zeros(10, dtype=np.float64) ja = np.zeros(10, dtype=np.int32) - _v = flopy.mf6.utils.get_residuals(flowja, ja=ja) + with pytest.raises(ValueError): + _v = flopy.mf6.utils.get_residuals(flowja, ja=ja) if __name__ == "__main__": diff --git a/autotest/t030_test.py b/autotest/t030_test.py index 89c798afc0..31b3f6073b 100644 --- a/autotest/t030_test.py +++ b/autotest/t030_test.py @@ -4,7 +4,7 @@ newpth = os.path.join(".", "temp", "t030") # make the directory if it does not exist if not os.path.isdir(newpth): - os.makedirs(newpth) + os.makedirs(newpth, exist_ok=True) def test_vdf_vsc(): diff --git a/autotest/t031_test.py b/autotest/t031_test.py index 955d11e4e9..24523f0623 100644 --- a/autotest/t031_test.py +++ b/autotest/t031_test.py @@ -26,7 +26,7 @@ path = os.path.join("temp", "t031") if not os.path.isdir(path): - os.makedirs(path) + os.makedirs(path, exist_ok=True) for f in mffiles: shutil.copy(f, os.path.join(path, os.path.split(f)[1])) diff --git a/autotest/t032_test.py b/autotest/t032_test.py index c9a78f370f..95d6297847 100644 --- a/autotest/t032_test.py +++ b/autotest/t032_test.py @@ -18,7 +18,7 @@ mpth = os.path.join("temp", "t032") # make the directory if it does not exist if not os.path.isdir(mpth): - os.makedirs(mpth) + os.makedirs(mpth, exist_ok=True) def test_polygon_from_ij(): diff --git a/autotest/t033_test.py b/autotest/t033_test.py index 0de95f611e..7f93bb82c9 100644 --- a/autotest/t033_test.py +++ b/autotest/t033_test.py @@ -6,7 +6,7 @@ newpth = os.path.join(".", "temp", "t033") # make the directory if it does not exist if not os.path.isdir(newpth): - os.makedirs(newpth) + os.makedirs(newpth, exist_ok=True) startpth = os.getcwd() diff --git a/autotest/t034_test.py b/autotest/t034_test.py index cc82dce962..c9806dee02 100644 --- a/autotest/t034_test.py +++ b/autotest/t034_test.py @@ -14,7 +14,7 @@ cpth = os.path.join("temp", "t034") if not os.path.isdir(cpth): - os.makedirs(cpth) + os.makedirs(cpth, exist_ok=True) def test_create(): diff --git a/autotest/t035_test.py b/autotest/t035_test.py index 6075fe898b..318d58f989 100644 --- a/autotest/t035_test.py +++ b/autotest/t035_test.py @@ -14,8 +14,8 @@ cpth = os.path.join("temp", "t035") # delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) exe_name = "mflgr" v = flopy.which(exe_name) diff --git a/autotest/t036_test.py b/autotest/t036_test.py index d2b282b850..f6911302c5 100644 --- a/autotest/t036_test.py +++ b/autotest/t036_test.py @@ -11,7 +11,7 @@ # make the directory if it does not exist if not os.path.isdir(cpth): - os.makedirs(cpth) + os.makedirs(cpth, exist_ok=True) def test_uzf_unit_numbers(): diff --git a/autotest/t037_test.py b/autotest/t037_test.py index 42e1f3511f..22eabcc59b 100644 --- a/autotest/t037_test.py +++ b/autotest/t037_test.py @@ -2,6 +2,7 @@ Some basic tests for SWR2 load. """ +import pytest import os import flopy @@ -9,7 +10,7 @@ cpth = os.path.join("temp", "t037") # make the directory if it does not exist if not os.path.isdir(cpth): - os.makedirs(cpth) + os.makedirs(cpth, exist_ok=True) mf_items = ["swiex1.nam", "swiex2_strat.nam", "swiex3.nam"] pths = [] @@ -82,9 +83,12 @@ def load_swi(mfnam, pth): return -def test_mf2005swi2load(): - for namfile, pth in zip(mf_items, pths): - yield load_swi, namfile, pth +@pytest.mark.parametrize( + "namfile, pth", + zip(mf_items, pths), +) +def test_mf2005swi2load(namfile, pth): + load_swi(namfile, pth) return diff --git a/autotest/t038_test.py b/autotest/t038_test.py index e35c7e7fae..000aa1af22 100644 --- a/autotest/t038_test.py +++ b/autotest/t038_test.py @@ -3,13 +3,14 @@ These are the examples that are distributed with MODFLOW-USG. """ +import pytest import os import flopy # make the working directory tpth = os.path.join("temp", "t038") if not os.path.isdir(tpth): - os.makedirs(tpth) + os.makedirs(tpth, exist_ok=True) # build list of name files to try and load usgpth = os.path.join("..", "examples", "data", "mfusg_test") @@ -20,10 +21,13 @@ usg_files.append(os.path.join(path, name)) # -def test_load_usg(): - for fusg in usg_files: - d, f = os.path.split(fusg) - yield load_model, f, d +@pytest.mark.parametrize( + "fpth", + usg_files, +) +def test_load_usg(fpth): + exdir, namfile = os.path.split(fpth) + load_model(namfile, exdir) # function to load a MODFLOW-USG model and then write it back out diff --git a/autotest/t039_test.py b/autotest/t039_test.py index 4eda87ac15..d5477a2654 100644 --- a/autotest/t039_test.py +++ b/autotest/t039_test.py @@ -17,7 +17,7 @@ zbud_f = os.path.join(loadpth, "freyberg_mlt.csv") if not os.path.isdir(outpth): - os.makedirs(outpth) + os.makedirs(outpth, exist_ok=True) def read_zonebudget_file(fname): diff --git a/autotest/t040_test.py b/autotest/t040_test.py index eef885a133..85c43e51cb 100644 --- a/autotest/t040_test.py +++ b/autotest/t040_test.py @@ -1,11 +1,10 @@ import os -import shutil import flopy model_ws = os.path.join("temp", "t040") # delete the directory if it exists -if os.path.isdir(model_ws): - shutil.rmtree(model_ws) +if not os.path.isdir(model_ws): + os.makedirs(model_ws, exist_ok=True) ibound_path = os.path.join( "..", "examples", "data", "subwt_example", "ibound.ref" diff --git a/autotest/t041_test.py b/autotest/t041_test.py index 107858bad1..dabdb480ae 100644 --- a/autotest/t041_test.py +++ b/autotest/t041_test.py @@ -1,11 +1,11 @@ """ Test the observation process load and write """ +import pytest import os import shutil import numpy as np import flopy -from nose.tools import raises try: import pymake @@ -13,9 +13,9 @@ print("could not import pymake") cpth = os.path.join("temp", "t041") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) +# make the directory if it does not exist +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) exe_name = "mf2005" v = flopy.which(exe_name) @@ -68,6 +68,8 @@ def test_hob_simple(): success, buff = m.run_model(silent=False) assert success, "could not run simple MODFLOW-2005 model" + evaluate_filenames() + return @@ -130,6 +132,8 @@ def test_obs_load_and_write(): except: raise ValueError("could not load new HOB output file") + eval_flwob_load() + def test_obs_create_and_write(): """ @@ -248,63 +252,6 @@ def test_obs_create_and_write(): raise ValueError("could not load new HOB output file") -def test_filenames(): - """ - test041 load and run a simple MODFLOW-2005 OBS example with specified - filenames - """ - print( - "test041 load and run a simple MODFLOW-2005 OBS example with" - " specified filenames" - ) - pth = os.path.join(cpth, "simple") - modelname = "hob_simple" - pkglst = ["dis", "bas6", "pcg", "lpf"] - m = flopy.modflow.Modflow.load( - f"{modelname}.nam", - model_ws=pth, - check=False, - load_only=pkglst, - verbose=False, - exe_name=exe_name, - forgive=False, - ) - - obs = flopy.modflow.HeadObservation( - m, - layer=0, - row=5, - column=5, - time_series_data=[[1.0, 54.4], [2.0, 55.2]], - ) - f_in = f"{modelname}_custom_fname.hob" - f_out = f"{modelname}_custom_fname.hob.out" - filenames = [f_in, f_out] - hob = flopy.modflow.ModflowHob( - m, - iuhobsv=51, - hobdry=-9999.0, - obs_data=[obs], - options=["NOPRINT"], - filenames=filenames, - ) - - # Write the model input files - m.write_input() - - s = f"output filename ({m.get_output(unit=51)}) does not match specified name" - assert m.get_output(unit=51) == f_out, s - s = "specified HOB input file not found" - assert os.path.isfile(os.path.join(pth, f_in)), s - - # run the modflow-2005 model - if run: - success, buff = m.run_model(silent=False) - assert success, "could not run simple MODFLOW-2005 model" - - return - - def test_multilayerhob_pr(): """ test041 test multilayer obs PR == 1 criteria with problematic PRs @@ -324,7 +271,6 @@ def test_multilayerhob_pr(): return -@raises(ValueError) def test_multilayerhob_prfail(): """ test041 failure of multilayer obs PR == 1 criteria @@ -333,14 +279,15 @@ def test_multilayerhob_prfail(): dis = flopy.modflow.ModflowDis( ml, nlay=3, nrow=1, ncol=1, nper=1, perlen=[1] ) - flopy.modflow.HeadObservation( - ml, - layer=-3, - row=0, - column=0, - time_series_data=[[1.0, 0]], - mlay={0: 0.50, 1: 0.50, 2: 0.01}, - ) + with pytest.raises(ValueError): + flopy.modflow.HeadObservation( + ml, + layer=-3, + row=0, + column=0, + time_series_data=[[1.0, 0]], + mlay={0: 0.50, 1: 0.50, 2: 0.01}, + ) return @@ -379,7 +326,7 @@ def test_multilayerhob_pr_multiline(): raise AssertionError("pr, mlay... load error") -def test_flwob_load(): +def eval_flwob_load(): """ test041 create, write, and load ModflowFlwob package. """ @@ -473,10 +420,65 @@ def test_flwob_load(): return +def evaluate_filenames(): + """ + test041 load and run a simple MODFLOW-2005 OBS example with specified + filenames + """ + print( + "test041 load and run a simple MODFLOW-2005 OBS example with" + " specified filenames" + ) + pth = os.path.join(cpth, "simple") + modelname = "hob_simple" + pkglst = ["dis", "bas6", "pcg", "lpf"] + m = flopy.modflow.Modflow.load( + f"{modelname}.nam", + model_ws=pth, + check=False, + load_only=pkglst, + verbose=False, + exe_name=exe_name, + forgive=False, + ) + + obs = flopy.modflow.HeadObservation( + m, + layer=0, + row=5, + column=5, + time_series_data=[[1.0, 54.4], [2.0, 55.2]], + ) + f_in = f"{modelname}_custom_fname.hob" + f_out = f"{modelname}_custom_fname.hob.out" + filenames = [f_in, f_out] + hob = flopy.modflow.ModflowHob( + m, + iuhobsv=51, + hobdry=-9999.0, + obs_data=[obs], + options=["NOPRINT"], + filenames=filenames, + ) + + # Write the model input files + m.write_input() + + s = f"output filename ({m.get_output(unit=51)}) does not match specified name" + assert m.get_output(unit=51) == f_out, s + s = "specified HOB input file not found" + assert os.path.isfile(os.path.join(pth, f_in)), s + + # run the modflow-2005 model + if run: + success, buff = m.run_model(silent=False) + assert success, "could not run simple MODFLOW-2005 model" + + return + + if __name__ == "__main__": test_hob_simple() test_obs_create_and_write() test_obs_load_and_write() - test_filenames() - test_flwob_load() test_multilayerhob_pr_multiline() diff --git a/autotest/t043_test.py b/autotest/t043_test.py index 7fe382435b..09b8096e09 100644 --- a/autotest/t043_test.py +++ b/autotest/t043_test.py @@ -12,9 +12,9 @@ print("could not import pymake") cpth = os.path.join("temp", "t043") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) +# make the directory if it does not exist +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) exe_name = "mf2005" v = flopy.which(exe_name) diff --git a/autotest/t044_test.py b/autotest/t044_test.py index 9f111c3469..fc255f66fe 100644 --- a/autotest/t044_test.py +++ b/autotest/t044_test.py @@ -1,9 +1,8 @@ """ Test the observation process load and write """ +import pytest import os -import shutil -import filecmp import flopy try: @@ -14,11 +13,9 @@ path = os.path.join("..", "examples", "data", "pcgn_test") cpth = os.path.join("temp", "t044") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) -# make the directory -os.makedirs(cpth) +# make the directory if it does not exist +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) mf_items = ["twri.nam", "MNW2.nam"] pths = [] @@ -99,9 +96,12 @@ def load_and_write_pcgn(mfnam, pth): return -def test_mf2005pcgnload(): - for namfile, pth in zip(mf_items, pths): - yield load_and_write_pcgn, namfile, pth +@pytest.mark.parametrize( + "namfile, pth", + zip(mf_items, pths), +) +def test_mf2005pcgnload(namfile, pth): + load_and_write_pcgn(namfile, pth) return diff --git a/autotest/t045_test.py b/autotest/t045_test.py index d1f8adce69..be0e286654 100644 --- a/autotest/t045_test.py +++ b/autotest/t045_test.py @@ -1,8 +1,8 @@ """ Test the gmg load and write with an external summary file """ +import pytest import os -import shutil import flopy try: @@ -13,11 +13,9 @@ path = os.path.join("..", "examples", "data", "secp") cpth = os.path.join("temp", "t045") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) -# make the directory -os.makedirs(cpth) +# make the directory if is does not exist +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) mf_items = ["secp.nam"] pths = [] @@ -94,9 +92,12 @@ def load_and_write_gmg(mfnam, pth): return -def test_mf2005gmgload(): - for namfile, pth in zip(mf_items, pths): - yield load_and_write_gmg, namfile, pth +@pytest.mark.parametrize( + "namfile, pth", + zip(mf_items, pths), +) +def test_mf2005gmgload(namfile, pth): + load_and_write_gmg(namfile, pth) return diff --git a/autotest/t046_test.py b/autotest/t046_test.py index edcb554fa9..f28465e58c 100644 --- a/autotest/t046_test.py +++ b/autotest/t046_test.py @@ -1,8 +1,8 @@ """ Test the gmg load and write with an external summary file """ +import pytest import os -import shutil import flopy try: @@ -13,11 +13,9 @@ path = os.path.join("..", "examples", "data", "freyberg") cpth = os.path.join("temp", "t046") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) -# make the directory -os.makedirs(cpth) +# make the directory if it does not exist +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) mf_items = ["freyberg.nam"] pths = [] @@ -126,9 +124,12 @@ def load_and_write(mfnam, pth): return -def test_mf2005load(): - for namfile, pth in zip(mf_items, pths): - yield load_and_write, namfile, pth +@pytest.mark.parametrize( + "namfile, pth", + zip(mf_items, pths), +) +def test_mf2005load(namfile, pth): + load_and_write(namfile, pth) return diff --git a/autotest/t047_test.py b/autotest/t047_test.py index 39ad0caeda..0abf08b1df 100644 --- a/autotest/t047_test.py +++ b/autotest/t047_test.py @@ -2,17 +2,13 @@ Test the gmg load and write with an external summary file """ import os -import shutil -import numpy as np import flopy from flopy.utils.recarray_utils import recarray cpth = os.path.join("temp", "t047") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) -# make the directory -os.makedirs(cpth) +# make the directory if it does not exist +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) def get_namefile_entries(fpth): diff --git a/autotest/t048_test.py b/autotest/t048_test.py index 8c5296c605..3d10130bfe 100644 --- a/autotest/t048_test.py +++ b/autotest/t048_test.py @@ -1,9 +1,8 @@ """ Test the observation process load and write """ +import pytest import os -import shutil -import filecmp import flopy try: @@ -14,11 +13,10 @@ path = os.path.join("..", "examples", "data", "mf2005_test") cpth = os.path.join("temp", "t048") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) -# make the directory -os.makedirs(cpth) + +# make the directory if it does not exist +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) mf_items = [ "fhb.nam", @@ -101,9 +99,12 @@ def load_and_write_fhb(mfnam, pth): return -def test_mf2005fhbload(): - for namfile, pth in zip(mf_items, pths): - yield load_and_write_fhb, namfile, pth +@pytest.mark.parametrize( + "namfile, pth", + zip(mf_items, pths), +) +def test_mf2005fhbload(namfile, pth): + load_and_write_fhb(namfile, pth) return diff --git a/autotest/t049_test.py b/autotest/t049_test.py index 47578172d8..511579f031 100644 --- a/autotest/t049_test.py +++ b/autotest/t049_test.py @@ -1,6 +1,5 @@ # Test loading of MODFLOW and MT3D models that come with MT3D distribution import os -import shutil import flopy import numpy as np import matplotlib.pyplot as plt @@ -12,11 +11,9 @@ pymake = False cpth = os.path.join("temp", "t049") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) -# make the directory -os.makedirs(cpth) +# make the directory if it does not exist +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) mf2005_exe = "mf2005" v = flopy.which(mf2005_exe) @@ -24,33 +21,27 @@ mpth_exe = "mp6" v2 = flopy.which(mpth_exe) -rung = True +run = True if v is None or v2 is None: - rung = False + run = False def test_modpath(): pth = os.path.join("..", "examples", "data", "freyberg") mfnam = "freyberg.nam" - if pymake: - run = rung - lpth = os.path.join(cpth, os.path.splitext(mfnam)[0]) - pymake.setup(os.path.join(pth, mfnam), lpth) - else: - run = False - lpth = pth + lpth = os.path.join(cpth, "test_mp") m = flopy.modflow.Modflow.load( - mfnam, model_ws=lpth, verbose=True, exe_name=mf2005_exe + mfnam, model_ws=pth, verbose=True, exe_name=mf2005_exe ) assert m.load_fail is False + m.change_model_ws(lpth) + m.write_input() + if run: - try: - success, buff = m.run_model(silent=False) - except: - success = False + success, buff = m.run_model(silent=False) assert success, "modflow model run did not terminate successfully" # create the forward modpath file @@ -73,11 +64,8 @@ def test_modpath(): # write forward particle track files mp.write_input() - if run: - try: - success, buff = mp.run_model(silent=False) - except: - success = False + if success and run: + success, buff = mp.run_model(silent=False) assert ( success ), "forward modpath model run did not terminate successfully" @@ -101,77 +89,56 @@ def test_modpath(): # write backward particle track files mpp.write_input() - if run: - try: - success, buff = mpp.run_model(silent=False) - except: - success = False + if run and success: + success, buff = mpp.run_model(silent=False) assert ( success ), "backward modpath model run did not terminate successfully" # load modpath output files - if run: + if run and success: endfile = os.path.join(lpth, mp.sim.endpoint_file) pthfile = os.path.join(lpth, mpp.sim.pathline_file) - else: - endfile = os.path.join( - "..", "examples", "data", "mp6_examples", "freybergmp.gitmpend" - ) - pthfile = os.path.join( - "..", "examples", "data", "mp6_examples", "freybergmpp.gitmppth" - ) - - # load the endpoint data - try: - endobj = flopy.utils.EndpointFile(endfile) - except: - assert False, "could not load endpoint file" - ept = endobj.get_alldata() - assert ept.shape == (695,), "shape of endpoint file is not (695,)" - # load the pathline data - try: - pthobj = flopy.utils.PathlineFile(pthfile) - except: - assert False, "could not load pathline file" - plines = pthobj.get_alldata() - assert len(plines) == 576, "there are not 576 particle pathlines in file" + # load the endpoint data + try: + endobj = flopy.utils.EndpointFile(endfile) + except: + assert False, "could not load endpoint file" + ept = endobj.get_alldata() + assert ept.shape == (695,), "shape of endpoint file is not (695,)" - return + # load the pathline data + try: + pthobj = flopy.utils.PathlineFile(pthfile) + except: + assert False, "could not load pathline file" + plines = pthobj.get_alldata() + assert ( + len(plines) == 576 + ), "there are not 576 particle pathlines in file" + eval_pathline_plot(lpth) -def test_pathline_plot(): - pth = os.path.join("..", "examples", "data", "freyberg") - mfnam = "freyberg.nam" + return - run = rung - try: - lpth = os.path.join(cpth, os.path.splitext(mfnam)[0]) - except: - run = False - lpth = pth - nampath = os.path.join(lpth, mfnam) - assert os.path.exists(nampath), f"namefile {nampath} doesn't exist." +def eval_pathline_plot(lpth): # load the modflow files for model map + mfnam = "freyberg.nam" m = flopy.modflow.Modflow.load( - mfnam, model_ws=lpth, verbose=True, forgive=False, exe_name=mf2005_exe + mfnam, + model_ws=lpth, + verbose=True, + forgive=False, + exe_name=mf2005_exe, ) # load modpath output files - if run: - pthfile = os.path.join(lpth, "freybergmpp.mppth") - else: - pthfile = os.path.join( - "..", "examples", "data", "mp6_examples", "freybergmpp.gitmppth" - ) + pthfile = os.path.join(lpth, "freybergmpp.mppth") # load the pathline data - try: - pthobj = flopy.utils.PathlineFile(pthfile) - except: - assert False, "could not load pathline file" + pthobj = flopy.utils.PathlineFile(pthfile) # determine version ver = pthobj.version @@ -181,64 +148,36 @@ def test_pathline_plot(): plines = pthobj.get_alldata() mm = flopy.plot.PlotMapView(model=m) - try: - mm.plot_pathline(plines, colors="blue", layer="all") - except: - assert False, 'could not plot pathline with layer="all"' + mm.plot_pathline(plines, colors="blue", layer="all") # plot the grid and ibound array - try: - mm.plot_grid() - mm.plot_ibound() - except: - assert False, "could not plot grid and ibound" - - try: - fpth = os.path.join(lpth, "pathline.png") - plt.savefig(fpth) - plt.close() - except: - assert False, f"could not save plot as {fpth}" + mm.plot_grid() + mm.plot_ibound() + fpth = os.path.join(lpth, "pathline.png") + plt.savefig(fpth) + plt.close() mm = flopy.plot.PlotMapView(model=m) - try: - mm.plot_pathline(plines, colors="green", layer=0) - except: - assert False, "could not plot pathline with layer=0" + mm.plot_pathline(plines, colors="green", layer=0) # plot the grid and ibound array - try: - mm.plot_grid() - mm.plot_ibound() - except: - assert False, "could not plot grid and ibound" + mm.plot_grid() + mm.plot_ibound() - try: - fpth = os.path.join(lpth, "pathline2.png") - plt.savefig(fpth) - plt.close() - except: - assert False, f"could not save plot as {fpth}" + fpth = os.path.join(lpth, "pathline2.png") + plt.savefig(fpth) + plt.close() mm = flopy.plot.PlotMapView(model=m) - try: - mm.plot_pathline(plines, colors="red") - except: - assert False, "could not plot pathline" + mm.plot_pathline(plines, colors="red") # plot the grid and ibound array - try: - mm.plot_grid() - mm.plot_ibound() - except: - assert False, "could not plot grid and ibound" + mm.plot_grid() + mm.plot_ibound() - try: - fpth = os.path.join(lpth, "pathline3.png") - plt.savefig(fpth) - plt.close() - except: - assert False, f"could not save plot as {fpth}" + fpth = os.path.join(lpth, "pathline3.png") + plt.savefig(fpth) + plt.close() return @@ -477,7 +416,6 @@ def eval_timeseries(file): if __name__ == "__main__": test_modpath() - test_pathline_plot() test_pathline_plot_xc() test_mp5_load() test_mp5_timeseries_load() diff --git a/autotest/t050_test.py b/autotest/t050_test.py index 8e5588950f..2520c9966c 100644 --- a/autotest/t050_test.py +++ b/autotest/t050_test.py @@ -3,14 +3,11 @@ import os import flopy from flopy.export.vtk import Vtk +from ci_framework import baseTestDir, flopyTest -# Test vtk export +baseDir = baseTestDir(__file__, relPath="temp", verbose=True) -# create output directory -cpth = os.path.join("temp", "t050") -if os.path.isdir(cpth): - shutil.rmtree(cpth) -os.makedirs(cpth) +# Test vtk export def count_lines_in_file(filepath, binary=False): @@ -29,6 +26,10 @@ def test_vtk_export_array2d(): import vtk except ImportError: return + + ws = f"{baseDir}_array_2d_test" + fpTest = flopyTest(verbose=True, testDirs=ws) + # test mf 2005 freyberg mpath = os.path.join( "..", "examples", "data", "freyberg_multilayer_transient" @@ -37,28 +38,33 @@ def test_vtk_export_array2d(): m = flopy.modflow.Modflow.load( namfile, model_ws=mpath, verbose=False, load_only=["dis", "bas6"] ) - output_dir = os.path.join(cpth, "array_2d_test") # export and check - m.dis.top.export(output_dir, name="top", fmt="vtk", binary=False) - filetocheck = os.path.join(output_dir, "top.vtk") + m.dis.top.export(ws, name="top", fmt="vtk", binary=False) + filetocheck = os.path.join(ws, "top.vtk") nlines = count_lines_in_file(filetocheck) assert nlines == 17615 # with smoothing m.dis.top.export( - output_dir, fmt="vtk", name="top_smooth", binary=False, smooth=True + ws, fmt="vtk", name="top_smooth", binary=False, smooth=True ) - filetocheck = os.path.join(output_dir, "top_smooth.vtk") + filetocheck = os.path.join(ws, "top_smooth.vtk") nlines1 = count_lines_in_file(filetocheck) assert nlines1 == 17615 + fpTest.teardown() + def test_vtk_export_array3d(): try: import vtk except ImportError: return + + ws = f"{baseDir}_array_3d_test" + fpTest = flopyTest(verbose=True, testDirs=ws) + # test mf 2005 freyberg mpath = os.path.join( "..", "examples", "data", "freyberg_multilayer_transient" @@ -70,42 +76,46 @@ def test_vtk_export_array3d(): verbose=False, load_only=["dis", "bas6", "upw"], ) - output_dir = os.path.join(cpth, "array_3d_test") # export and check - m.upw.hk.export(output_dir, fmt="vtk", name="hk", binary=False) - filetocheck = os.path.join(output_dir, "hk.vtk") + m.upw.hk.export(ws, fmt="vtk", name="hk", binary=False) + filetocheck = os.path.join(ws, "hk.vtk") nlines = count_lines_in_file(filetocheck) assert nlines == 17615 # with point scalars m.upw.hk.export( - output_dir, + ws, fmt="vtk", name="hk_points", point_scalars=True, binary=False, ) - filetocheck = os.path.join(output_dir, "hk_points.vtk") + filetocheck = os.path.join(ws, "hk_points.vtk") nlines1 = count_lines_in_file(filetocheck) assert nlines1 == 19482 # with point scalars and binary m.upw.hk.export( - output_dir, + ws, fmt="vtk", name="hk_points_bin", point_scalars=True, ) - filetocheck = os.path.join(output_dir, "hk_points_bin.vtk") + filetocheck = os.path.join(ws, "hk_points_bin.vtk") assert os.path.exists(filetocheck) + fpTest.teardown() + def test_vtk_transient_array_2d(): try: import vtk except ImportError: return + + fpTest = flopyTest(verbose=True) + # test mf 2005 freyberg mpath = os.path.join( "..", "examples", "data", "freyberg_multilayer_transient" @@ -117,34 +127,41 @@ def test_vtk_transient_array_2d(): verbose=False, load_only=["dis", "bas6", "rch"], ) - output_dir = os.path.join(cpth, "transient_2d_test") - output_dir_bin = os.path.join(cpth, "transient_2d_test_bin") + ws = f"{baseDir}_transient_2d_test" + fpTest.addTestDir(ws) + kpers = [0, 1, 1096] # export and check - m.rch.rech.export( - output_dir, fmt="vtk", kpers=kpers, binary=False, xml=True - ) - filetocheck = os.path.join(output_dir, "rech_000001.vtk") + m.rch.rech.export(ws, fmt="vtk", kpers=kpers, binary=False, xml=True) + filetocheck = os.path.join(ws, "rech_000001.vtk") nlines = count_lines_in_file(filetocheck) assert nlines == 26837 - filetocheck = os.path.join(output_dir, "rech_001096.vtk") + filetocheck = os.path.join(ws, "rech_001096.vtk") nlines1 = count_lines_in_file(filetocheck) assert nlines1 == 26837 # with binary - m.rch.rech.export(output_dir_bin, fmt="vtk", binary=True, kpers=kpers) - filetocheck = os.path.join(output_dir_bin, "rech_000001.vtk") + ws = f"{baseDir}_transient_2d_test_bin" + fpTest.addTestDir(ws) + + m.rch.rech.export(ws, fmt="vtk", binary=True, kpers=kpers) + filetocheck = os.path.join(ws, "rech_000001.vtk") assert os.path.exists(filetocheck) - filetocheck = os.path.join(output_dir_bin, "rech_001096.vtk") + filetocheck = os.path.join(ws, "rech_001096.vtk") assert os.path.exists(filetocheck) + fpTest.teardown() + def test_vtk_export_packages(): try: import vtk except ImportError: return + + fpTest = flopyTest(verbose=True) + # test mf 2005 freyberg mpath = os.path.join( "..", "examples", "data", "freyberg_multilayer_transient" @@ -158,62 +175,69 @@ def test_vtk_export_packages(): ) # dis export and check - output_dir = os.path.join(cpth, "DIS") + ws = f"{baseDir}_DIS" + fpTest.addTestDir(ws, create=True) # todo: pakbase.export() for vtk!!!! - m.dis.export(output_dir, fmt="vtk", xml=True, binary=False) - filetocheck = os.path.join(output_dir, "DIS.vtk") + m.dis.export(ws, fmt="vtk", xml=True, binary=False) + filetocheck = os.path.join(ws, "DIS.vtk") # totalbytes = os.path.getsize(filetocheck) # assert(totalbytes==1019857) nlines = count_lines_in_file(filetocheck) assert nlines == 27239, f"nlines ({nlines}) not equal to 27239" # upw with point scalar output - output_dir = os.path.join(cpth, "UPW") - m.upw.export( - output_dir, fmt="vtk", xml=True, binary=False, point_scalars=True - ) - filetocheck = os.path.join(output_dir, "UPW.vtk") + ws = f"{baseDir}_UPW" + fpTest.addTestDir(ws, create=True) + m.upw.export(ws, fmt="vtk", xml=True, binary=False, point_scalars=True) + filetocheck = os.path.join(ws, "UPW.vtk") nlines1 = count_lines_in_file(filetocheck) assert nlines1 == 42445, f"nlines ({nlines}) not equal to 42445" # bas with smoothing on - output_dir = os.path.join(cpth, "BAS") - m.bas6.export(output_dir, fmt="vtk", binary=False, smooth=True) - filetocheck = os.path.join(output_dir, "BAS6.vtk") + ws = f"{baseDir}_BAS_SMOOTH" + fpTest.addTestDir(ws) + m.bas6.export(ws, fmt="vtk", binary=False, smooth=True) + filetocheck = os.path.join(ws, "BAS6.vtk") nlines2 = count_lines_in_file(filetocheck) assert nlines2 == 17883 # transient package drain + ws = f"{baseDir}_DRN" + fpTest.addTestDir(ws) kpers = [0, 1, 1096] - output_dir = os.path.join(cpth, "DRN") - m.drn.export( - output_dir, fmt="vtk", binary=False, xml=True, kpers=kpers, pvd=True - ) - filetocheck = os.path.join(output_dir, "DRN_000001.vtu") + m.drn.export(ws, fmt="vtk", binary=False, xml=True, kpers=kpers, pvd=True) + filetocheck = os.path.join(ws, "DRN_000001.vtu") nlines3 = count_lines_in_file(filetocheck) assert nlines3 == 27239 - filetocheck = os.path.join(output_dir, "DRN_001096.vtu") + filetocheck = os.path.join(ws, "DRN_001096.vtu") nlines4 = count_lines_in_file(filetocheck) assert nlines4 == 27239 # dis with binary - output_dir = os.path.join(cpth, "DIS_bin") - m.dis.export(output_dir, fmt="vtk", binary=True) - filetocheck = os.path.join(output_dir, "DIS.vtk") + ws = f"{baseDir}_DIS_BINARY" + fpTest.addTestDir(ws) + m.dis.export(ws, fmt="vtk", binary=True) + filetocheck = os.path.join(ws, "DIS.vtk") assert os.path.exists(filetocheck) # upw with point scalars and binary - output_dir = os.path.join(cpth, "UPW_bin") - m.upw.export(output_dir, fmt="vtk", point_scalars=True, binary=True) - filetocheck = os.path.join(output_dir, "UPW.vtk") + ws = f"{baseDir}_UPW_BINARY" + fpTest.addTestDir(ws) + m.upw.export(ws, fmt="vtk", point_scalars=True, binary=True) + filetocheck = os.path.join(ws, "UPW.vtk") assert os.path.exists(filetocheck) + fpTest.teardown() + def test_vtk_mf6(): try: import vtk except ImportError: return + + fpTest = flopyTest(verbose=True) + # test mf6 mf6expth = os.path.join("..", "examples", "data", "mf6") mf6sims = [ @@ -232,15 +256,21 @@ def test_vtk_mf6(): for mname in sim_models: print(mname) m = loaded_sim.get_model(mname) - m.export(os.path.join(cpth, m.name), fmt="vtk", binary=False) + ws = f"{baseDir}_{m.name}" + fpTest.addTestDir(ws) + m.export(ws, fmt="vtk", binary=False) # check one - filetocheck = os.path.join(cpth, "twrihfb2015", "twrihfb2015_000000.vtk") + filetocheck = os.path.join( + f"{baseDir}_twrihfb2015", "twrihfb2015_000000.vtk" + ) # totalbytes = os.path.getsize(filetocheck) # assert(totalbytes==21609) nlines = count_lines_in_file(filetocheck) assert nlines == 9537 + fpTest.teardown() + def test_vtk_binary_head_export(): try: @@ -250,6 +280,8 @@ def test_vtk_binary_head_export(): # test mf 2005 freyberg from flopy.utils import HeadFile + fpTest = flopyTest(verbose=True) + mpth = os.path.join( "..", "examples", "data", "freyberg_multilayer_transient" ) @@ -262,47 +294,58 @@ def test_vtk_binary_head_export(): filenametocheck = "freyberg_head_000003.vtu" # export and check - otfolder = os.path.join(cpth, "heads_test") + ws = f"{baseDir}_heads_test" + fpTest.addTestDir(ws) + vtkobj = Vtk(m, pvd=True, xml=True) vtkobj.add_heads( heads, kstpkper=[(0, 0), (0, 199), (0, 354), (0, 454), (0, 1089)] ) - vtkobj.write(os.path.join(otfolder, "freyberg_head")) + vtkobj.write(os.path.join(ws, "freyberg_head")) - filetocheck = os.path.join(otfolder, filenametocheck) + filetocheck = os.path.join(ws, filenametocheck) nlines = count_lines_in_file(filetocheck) assert nlines == 34 # with point scalars - otfolder = os.path.join(cpth, "heads_test_1") + ws = f"{baseDir}_heads_test_1" + fpTest.addTestDir(ws) + vtkobj = Vtk(m, pvd=True, xml=True, point_scalars=True) vtkobj.add_heads( heads, kstpkper=[(0, 0), (0, 199), (0, 354), (0, 454), (0, 1089)] ) - vtkobj.write(os.path.join(otfolder, "freyberg_head")) + vtkobj.write(os.path.join(ws, "freyberg_head")) - filetocheck = os.path.join(otfolder, filenametocheck) + filetocheck = os.path.join(ws, filenametocheck) nlines1 = count_lines_in_file(filetocheck) assert nlines1 == 34 # with smoothing - otfolder = os.path.join(cpth, "heads_test_2") + ws = f"{baseDir}_heads_test_2" + fpTest.addTestDir(ws) + vtkobj = Vtk(m, pvd=True, xml=True, smooth=True) vtkobj.add_heads( heads, kstpkper=[(0, 0), (0, 199), (0, 354), (0, 454), (0, 1089)] ) - vtkobj.write(os.path.join(otfolder, "freyberg_head")) + vtkobj.write(os.path.join(ws, "freyberg_head")) - filetocheck = os.path.join(otfolder, filenametocheck) + filetocheck = os.path.join(ws, filenametocheck) nlines2 = count_lines_in_file(filetocheck) assert nlines2 == 34 + fpTest.teardown() + def test_vtk_cbc(): try: import vtk except ImportError: return + + fpTest = flopyTest(verbose=True) + # test mf 2005 freyberg from flopy.utils import CellBudgetFile @@ -318,24 +361,29 @@ def test_vtk_cbc(): filenametocheck = "freyberg_CBC_000000.vtu" # export and check with point scalar - otfolder = os.path.join(cpth, "freyberg_CBCTEST") + ws = f"{baseDir}_freyberg_CBC" + fpTest.addTestDir(ws, create=True) vtkobj = Vtk(m, binary=False, xml=True, pvd=True, point_scalars=True) vtkobj.add_cell_budget(cbc, kstpkper=[(0, 0), (0, 1), (0, 2)]) - vtkobj.write(os.path.join(otfolder, "freyberg_CBC")) + vtkobj.write(os.path.join(ws, "freyberg_CBC")) - filetocheck = os.path.join(otfolder, filenametocheck) + filetocheck = os.path.join(ws, filenametocheck) nlines = count_lines_in_file(filetocheck) assert nlines == 39243 # with point scalars and binary - otfolder = os.path.join(cpth, "freyberg_CBCTEST_bin") + ws = f"{baseDir}_freyberg_CBC_binary" + fpTest.addTestDir(ws, create=True) + vtkobj = Vtk(m, xml=True, pvd=True, point_scalars=True) vtkobj.add_cell_budget(cbc, kstpkper=[(0, 0), (0, 1), (0, 2)]) - vtkobj.write(os.path.join(otfolder, "freyberg_CBC")) - filetocheck = os.path.join(otfolder, filenametocheck) + vtkobj.write(os.path.join(ws, "freyberg_CBC")) + filetocheck = os.path.join(ws, filenametocheck) assert os.path.exists(filetocheck) + fpTest.teardown() + def test_vtk_vector(): try: @@ -346,6 +394,8 @@ def test_vtk_vector(): from flopy.utils import postprocessing as pp from flopy.utils import HeadFile, CellBudgetFile + fpTest = flopyTest(verbose=True) + # test mf 2005 freyberg mpth = os.path.join( "..", "examples", "data", "freyberg_multilayer_transient" @@ -362,23 +412,29 @@ def test_vtk_vector(): namfile, model_ws=mpth, verbose=False, load_only=["dis", "bas6", "upw"] ) q = pp.get_specific_discharge(vectors, m, head) - output_dir = os.path.join(cpth, "freyberg_vector") + filenametocheck = "discharge.vtu" # export and check with point scalar + ws = f"{baseDir}_vector_0" + fpTest.addTestDir(ws, create=True) + vtkobj = Vtk(m, xml=True, binary=False, point_scalars=True) vtkobj.add_vector(q, "discharge") - vtkobj.write(os.path.join(output_dir, filenametocheck)) + vtkobj.write(os.path.join(ws, filenametocheck)) - filetocheck = os.path.join(output_dir, filenametocheck) + filetocheck = os.path.join(ws, filenametocheck) nlines = count_lines_in_file(filetocheck) assert nlines == 36045 # with point scalars and binary + ws = f"{baseDir}_vector_0_binary" + fpTest.addTestDir(ws, create=True) + vtkobj = Vtk(m, point_scalars=True) vtkobj.add_vector(q, "discharge") - vtkobj.write(os.path.join(f"{output_dir}_bin", filenametocheck)) - filetocheck = os.path.join(f"{output_dir}_bin", filenametocheck) + vtkobj.write(os.path.join(ws, filenametocheck)) + filetocheck = os.path.join(ws, filenametocheck) assert os.path.exists( filetocheck ), f"file (0) does not exist: {filetocheck}" @@ -386,26 +442,33 @@ def test_vtk_vector(): # test at cell centers q = pp.get_specific_discharge(vectors, m, head) - output_dir = os.path.join(cpth, "freyberg_vector") + ws = f"{baseDir}_vector_1" + fpTest.addTestDir(ws, create=True) + filenametocheck = "discharge_verts.vtu" vtkobj = Vtk(m, xml=True, binary=False) vtkobj.add_vector(q, "discharge") - vtkobj.write(os.path.join(output_dir, filenametocheck)) + vtkobj.write(os.path.join(ws, filenametocheck)) - filetocheck = os.path.join(output_dir, filenametocheck) + filetocheck = os.path.join(ws, filenametocheck) nlines2 = count_lines_in_file(filetocheck) assert nlines2 == 27645, f"nlines != 10598 ({nlines2})" + ws = f"{baseDir}_vector_1_binary" + fpTest.addTestDir(ws, create=True) + # with values directly given at vertices and binary vtkobj = Vtk(m, xml=True, binary=False) vtkobj.add_vector(q, "discharge") - vtkobj.write(os.path.join(f"{output_dir}_bin", filenametocheck)) + vtkobj.write(os.path.join(ws, filenametocheck)) - filetocheck = os.path.join(f"{output_dir}_bin", filenametocheck) + filetocheck = os.path.join(ws, filenametocheck) assert os.path.exists( filetocheck ), f"file (1) does not exist: {filetocheck}" + fpTest.teardown() + def test_vtk_unstructured(): try: @@ -414,6 +477,8 @@ def test_vtk_unstructured(): except ImportError: return + fpTest = flopyTest(verbose=True) + def load_verts(fname): verts = np.genfromtxt( fname, dtype=[int, float, float], names=["iv", "x", "y"] @@ -434,7 +499,6 @@ def load_iverts(fname): return iverts, np.array(xc), np.array(yc) u_data_ws = os.path.join("..", "examples", "data", "unstructured") - outfile = os.path.join("temp", "t050", "vtk_disu_model", "disu_grid.vtu") # load vertices fname = os.path.join(u_data_ws, "ugrid_verts.dat") @@ -476,6 +540,10 @@ def load_iverts(fname): ncpl=ncpl, ) + ws = f"{baseDir}_unstructured" + fpTest.addTestDir(ws) + + outfile = os.path.join(ws, "disu_grid.vtu") vtkobj = Vtk( modelgrid=modelgrid, vertical_exageration=2, binary=True, smooth=False ) @@ -498,6 +566,8 @@ def load_iverts(fname): if not np.allclose(np.ravel(top), top2): raise AssertionError("Field data not properly written") + fpTest.teardown() + def test_vtk_vertex(): try: @@ -506,15 +576,20 @@ def test_vtk_vertex(): except ImportError: return + fpTest = flopyTest(verbose=True) + # disv test workspace = os.path.join( "..", "examples", "data", "mf6", "test003_gwfs_disv" ) # outfile = os.path.join("vtk_transient_test", "vtk_pacakages") - outfile = os.path.join("temp", "t050", "vtk_disv", "disv.vtk") sim = flopy.mf6.MFSimulation.load(sim_ws=workspace) gwf = sim.get_model("gwf_1") + ws = f"{baseDir}_vertex" + fpTest.addTestDir(ws) + + outfile = os.path.join(ws, "disv.vtk") vtkobj = Vtk(model=gwf, binary=True, smooth=False) vtkobj.add_model(gwf) vtkobj.write(outfile) @@ -537,6 +612,8 @@ def test_vtk_vertex(): if not np.allclose(np.ravel(hk), hk2, equal_nan=True): raise AssertionError("Field data not properly written") + fpTest.teardown() + def test_vtk_pathline(): try: @@ -544,19 +621,24 @@ def test_vtk_pathline(): from vtk.util import numpy_support except ImportError: return + + fpTest = flopyTest(verbose=True) + # pathline test for vtk ws = os.path.join("..", "examples", "data", "freyberg") - modelpth = os.path.join("temp", "t050") - outfile = os.path.join(modelpth, "pathline_test", "pathline.vtk") ml = flopy.modflow.Modflow.load( "freyberg.nam", model_ws=ws, exe_name="mf2005" ) - ml.change_model_ws(new_pth=modelpth) + + ws = f"{baseDir}_pathline" + fpTest.addTestDir(ws) + + ml.change_model_ws(new_pth=ws) ml.write_input() ml.run_model() mpp = flopy.modpath.Modpath6( - "freybergmpp", modflowmodel=ml, model_ws=modelpth, exe_name="mp6" + "freybergmpp", modflowmodel=ml, model_ws=ws, exe_name="mp6" ) mpbas = flopy.modpath.Modpath6Bas( mpp, @@ -572,11 +654,13 @@ def test_vtk_pathline(): mpp.write_input() mpp.run_model() - pthfile = os.path.join(modelpth, mpp.sim.pathline_file) + pthfile = os.path.join(ws, mpp.sim.pathline_file) pthobj = flopy.utils.PathlineFile(pthfile) travel_time_max = 200.0 * 365.25 * 24.0 * 60.0 * 60.0 plines = pthobj.get_alldata(totim=travel_time_max, ge=False) + outfile = os.path.join(ws, "pathline.vtk") + vtkobj = Vtk(model=ml, binary=True, vertical_exageration=50, smooth=False) vtkobj.add_model(ml) vtkobj.add_pathline_points(plines) @@ -612,6 +696,8 @@ def test_vtk_pathline(): "number of particles are incorrect for modpath VTK" ) + fpTest.teardown() + if __name__ == "__main__": test_vtk_export_array2d() diff --git a/autotest/t051_test.py b/autotest/t051_test.py index 7a5c8a289a..f4f9f017d9 100644 --- a/autotest/t051_test.py +++ b/autotest/t051_test.py @@ -1,14 +1,11 @@ -import shutil import os import numpy as np import flopy cpth = os.path.join("temp", "t051") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) -# make the directory -os.makedirs(cpth) +# make the directory if it does not exist +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) def test_default_oc_stress_period_data(): diff --git a/autotest/t052_test.py b/autotest/t052_test.py index 33da8b3d40..a85310bac6 100644 --- a/autotest/t052_test.py +++ b/autotest/t052_test.py @@ -1,4 +1,3 @@ -import shutil import os import numpy as np import flopy @@ -10,11 +9,9 @@ cpth = os.path.join("temp", "t052") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) -# make the directory -os.makedirs(cpth) +# make the directory if it does not exist +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) exe_name = "mf2005" v = flopy.which(exe_name) @@ -124,9 +121,6 @@ def test_binary_well(): assert success, "budget comparison failure" - # clean up - shutil.rmtree(cpth) - if __name__ == "__main__": test_binary_well() diff --git a/autotest/t053_test.py b/autotest/t053_test.py index bcabd42459..a336213258 100644 --- a/autotest/t053_test.py +++ b/autotest/t053_test.py @@ -7,7 +7,7 @@ tpth = os.path.join("temp", "t053") # make the directory if it does not exist if not os.path.isdir(tpth): - os.makedirs(tpth) + os.makedirs(tpth, exist_ok=True) def test_headu_file(): diff --git a/autotest/t054_test_mfnwt.py b/autotest/t054_test_mfnwt.py index 988a26ff1d..a77a683238 100644 --- a/autotest/t054_test_mfnwt.py +++ b/autotest/t054_test_mfnwt.py @@ -7,11 +7,12 @@ import sys import flopy import pymake +import pytest # make the working directory tpth = os.path.join("temp", "t054") if not os.path.isdir(tpth): - os.makedirs(tpth) + os.makedirs(tpth, exist_ok=True) # build list of name files to try and load nwtpth = os.path.join("..", "examples", "data", "mf2005_test") @@ -45,10 +46,13 @@ # -def test_mfnwt_model(): - for fnwt in nwt_files: - d, f = os.path.split(fnwt) - yield mfnwt_model, f, d +@pytest.mark.parametrize( + "fnwt", + list(nwt_files), +) +def test_mfnwt_model(fnwt): + d, f = os.path.split(fnwt) + mfnwt_model(f, d) # function to load a MODFLOW-2005 model, convert to a MFNWT model, diff --git a/autotest/t057_test_mp7.py b/autotest/t057_test_mp7.py index 1c9d286729..fa3db59312 100644 --- a/autotest/t057_test_mp7.py +++ b/autotest/t057_test_mp7.py @@ -1,12 +1,11 @@ import os -import shutil import numpy as np import flopy model_ws = os.path.join("temp", "t057") -# delete the directory if it exists -if os.path.isdir(model_ws): - shutil.rmtree(model_ws) +# make the directory if it does not exist +if not os.path.isdir(model_ws): + os.makedirs(model_ws, exist_ok=True) exe_names = {"mf2005": "mf2005", "mf6": "mf6", "mp7": "mp7"} run = True diff --git a/autotest/t058_test_mp7.py b/autotest/t058_test_mp7.py index 0b2ebda23e..0fc6f3461f 100644 --- a/autotest/t058_test_mp7.py +++ b/autotest/t058_test_mp7.py @@ -1,12 +1,11 @@ import os -import shutil import numpy as np import flopy model_ws = os.path.join("temp", "t058") -# delete the directory if it exists -if os.path.isdir(model_ws): - shutil.rmtree(model_ws) +# make the directory if it does not exist +if not os.path.isdir(model_ws): + os.makedirs(model_ws, exist_ok=True) exe_names = {"mf6": "mf6", "mp7": "mp7"} run = True diff --git a/autotest/t059_test_mp7.py b/autotest/t059_test_mp7.py index 0570e759c7..30c50160a5 100644 --- a/autotest/t059_test_mp7.py +++ b/autotest/t059_test_mp7.py @@ -1,12 +1,10 @@ import os -import shutil -import numpy as np import flopy model_ws = os.path.join("temp", "t059") -# delete the directory if it exists -if os.path.isdir(model_ws): - shutil.rmtree(model_ws) +# make the directory if it does not exist +if not os.path.isdir(model_ws): + os.makedirs(model_ws, exist_ok=True) exe_names = {"mf6": "mf6", "mp7": "mp7"} run = True diff --git a/autotest/t060_test_lkt.py b/autotest/t060_test_lkt.py index dd6d32745e..8fb088f189 100644 --- a/autotest/t060_test_lkt.py +++ b/autotest/t060_test_lkt.py @@ -11,7 +11,7 @@ # make the working directory tpth = os.path.join("temp", "t060") if not os.path.isdir(tpth): - os.makedirs(tpth) + os.makedirs(tpth, exist_ok=True) mfnwt_exe = "mfnwt" mt3d_usgs_exe = "mt3dusgs" diff --git a/autotest/t061_test_gridgen.py b/autotest/t061_test_gridgen.py index bce7792e97..46fd9de0f1 100644 --- a/autotest/t061_test_gridgen.py +++ b/autotest/t061_test_gridgen.py @@ -1,4 +1,3 @@ -import shutil import os import numpy as np import flopy @@ -13,11 +12,9 @@ shapefile = None cpth = os.path.join("temp", "t061") -# delete the directory if it exists -if os.path.isdir(cpth): - shutil.rmtree(cpth) -# make the directory -os.makedirs(cpth) +# make the directory if it does not exist +if not os.path.isdir(cpth): + os.makedirs(cpth, exist_ok=True) exe_name = "gridgen" v = flopy.which(exe_name) diff --git a/autotest/t063_test_lgrutil.py b/autotest/t063_test_lgrutil.py index a2757c555f..4c90ae295d 100644 --- a/autotest/t063_test_lgrutil.py +++ b/autotest/t063_test_lgrutil.py @@ -7,7 +7,7 @@ tpth = os.path.join("temp", "t063") # make the directory if it does not exist if not os.path.isdir(tpth): - os.makedirs(tpth) + os.makedirs(tpth, exist_ok=True) def test_lgrutil(): diff --git a/autotest/t064_test_performance.py b/autotest/t064_test_performance.py index 291f2ff028..694f7b8393 100644 --- a/autotest/t064_test_performance.py +++ b/autotest/t064_test_performance.py @@ -29,9 +29,11 @@ def setup_class(cls): external_path = "external/" if not os.path.isdir(cls.model_ws): - os.makedirs(cls.model_ws) + os.makedirs(cls.model_ws, exist_ok=True) if not os.path.isdir(os.path.join(cls.model_ws, external_path)): - os.makedirs(os.path.join(cls.model_ws, external_path)) + os.makedirs( + os.path.join(cls.model_ws, external_path), exist_ok=True + ) m = fm.Modflow( cls.modelname, model_ws=cls.model_ws, external_path=external_path diff --git a/autotest/t067_test_ulstrd.py b/autotest/t067_test_ulstrd.py index 7ff0ea3ae7..454a9d8353 100644 --- a/autotest/t067_test_ulstrd.py +++ b/autotest/t067_test_ulstrd.py @@ -4,7 +4,7 @@ tpth = os.path.join("temp", "t067") if not os.path.isdir(tpth): - os.makedirs(tpth) + os.makedirs(tpth, exist_ok=True) def test_ulstrd(): diff --git a/autotest/t068_test_ssm.py b/autotest/t068_test_ssm.py index dde5ba5e62..75d3b5fba3 100644 --- a/autotest/t068_test_ssm.py +++ b/autotest/t068_test_ssm.py @@ -191,8 +191,8 @@ def test_ssm_readwrite(): # Change to dedicated work directory cwd = os.getcwd() - if not os.path.exists(os.path.join("temp", "t068_ssm_write")): - os.makedirs(os.path.join("temp", "t068_ssm_write")) + if not os.path.isdir(os.path.join("temp", "t068_ssm_write")): + os.makedirs(os.path.join("temp", "t068_ssm_write"), exist_ok=True) os.chdir(os.path.join("temp", "t068_ssm_write")) diff --git a/autotest/t069_test_vtkexportmodel.py b/autotest/t069_test_vtkexportmodel.py index 46359f3d4d..0ccae6dab4 100644 --- a/autotest/t069_test_vtkexportmodel.py +++ b/autotest/t069_test_vtkexportmodel.py @@ -5,15 +5,20 @@ import os import flopy from flopy.export import vtk +from ci_framework import ( + baseTestDir, + flopyTest, +) mf_exe_name = "mf6" def test_vtk_export_model_without_packages_names(): + baseDir = baseTestDir(__file__, relPath="temp", verbose=True) + fpTest = flopyTest(verbose=True, testDirs=baseDir) - ws = os.path.join(".", "temp", "t069") name = "mymodel" - sim = flopy.mf6.MFSimulation(sim_name=name, sim_ws=ws, exe_name="mf6") + sim = flopy.mf6.MFSimulation(sim_name=name, sim_ws=baseDir, exe_name="mf6") tdis = flopy.mf6.ModflowTdis(sim) ims = flopy.mf6.ModflowIms(sim) gwf = flopy.mf6.ModflowGwf(sim, modelname=name, save_flows=True) @@ -25,11 +30,13 @@ def test_vtk_export_model_without_packages_names(): ) # Export model without specifying packages_names parameter - vtk.export_model(sim.get_model(), ws) + vtk.export_model(sim.get_model(), baseDir) # If the function executes without error then test was successful assert True + fpTest.teardown() + if __name__ == "__main__": test_vtk_export_model_without_packages_names() diff --git a/autotest/t071_test_nwt_ag.py b/autotest/t071_test_nwt_ag.py index af6e9ff504..ac31a9ffce 100644 --- a/autotest/t071_test_nwt_ag.py +++ b/autotest/t071_test_nwt_ag.py @@ -7,8 +7,8 @@ mpth = os.path.join("..", "examples", "data", "ag_test") opth = os.path.join("temp", "t071") -if not os.path.exists(opth): - os.makedirs(opth) +if not os.path.isdir(opth): + os.makedirs(opth, exist_ok=True) def test_empty_ag_package(): diff --git a/autotest/t072_test_spedis.py b/autotest/t072_test_spedis.py index 69e54116e5..a76f14f739 100644 --- a/autotest/t072_test_spedis.py +++ b/autotest/t072_test_spedis.py @@ -105,7 +105,7 @@ def build_model_mf2005(): # create folders if not os.path.isdir(modelws_mf2005): - os.makedirs(modelws_mf2005) + os.makedirs(modelws_mf2005, exist_ok=True) # create modflow model mf = flopy.modflow.Modflow( @@ -182,7 +182,7 @@ def build_model_mf2005(): def build_model_mf6(): if not os.path.isdir(modelws_mf6): - os.makedirs(modelws_mf6) + os.makedirs(modelws_mf6, exist_ok=True) # create simulation simname = modelname_mf6 diff --git a/autotest/t075_test_ugrid.py b/autotest/t075_test_ugrid.py index 4a9e199d22..03e0297d2f 100644 --- a/autotest/t075_test_ugrid.py +++ b/autotest/t075_test_ugrid.py @@ -11,7 +11,7 @@ tpth = os.path.join("temp", "t075") if not os.path.isdir(tpth): - os.mkdir(tpth) + os.makedirs(tpth, exist_ok=True) def test_unstructured_grid_shell(): diff --git a/autotest/t078_test_lake_connections.py b/autotest/t078_test_lake_connections.py index aa4b433bc6..77d369cf26 100644 --- a/autotest/t078_test_lake_connections.py +++ b/autotest/t078_test_lake_connections.py @@ -1,7 +1,4 @@ import os -import shutil - -import matplotlib.pyplot as plt import numpy as np import flopy @@ -9,11 +6,9 @@ name = "freyberg" tpth = os.path.join("temp", "t078") -# delete the directory if it exists -if os.path.isdir(tpth): - shutil.rmtree(tpth) -# make the directory -os.makedirs(tpth) +# make the directory if it does not exist +if not os.path.isdir(tpth): + os.makedirs(tpth, exist_ok=True) def __export_ascii_grid(modelgrid, file_path, v, nodata=0.0): diff --git a/autotest/t079_test_cbc_full3D.py b/autotest/t079_test_cbc_full3D.py index e0025a483d..45893f3c86 100644 --- a/autotest/t079_test_cbc_full3D.py +++ b/autotest/t079_test_cbc_full3D.py @@ -1,6 +1,7 @@ import os import sys import shutil +import pytest import numpy as np import flopy @@ -15,11 +16,9 @@ names = [os.path.basename(pth) for pth in ex_pths] tpth = os.path.join("temp", "t079") -# delete the directory if it exists -if os.path.isdir(tpth): - shutil.rmtree(tpth) -# make the directory -os.makedirs(tpth) +# make the directory if it does not exist +if not os.path.isdir(tpth): + os.makedirs(tpth, exist_ok=True) mf6_exe = "mf6" mf2005_exe = "mf2005" @@ -185,12 +184,15 @@ def mf2005_eval(name, ws_in): clean_run(name) -def test_cbc_full3D(): - for (name, ismf6, ws_in) in zip(names, ismf6_lst, ex_pths): - if ismf6: - yield mf6_eval, name, ws_in - else: - yield mf2005_eval, name, ws_in +@pytest.mark.parametrize( + "name, ismf6, ws_in", + zip(names, ismf6_lst, ex_pths), +) +def test_cbc_full3D(name, ismf6, ws_in): + if ismf6: + mf6_eval(name, ws_in) + else: + mf2005_eval(name, ws_in) def main(): diff --git a/autotest/t080_test.py b/autotest/t080_test.py index b2f2d47bb7..8b700cd52e 100644 --- a/autotest/t080_test.py +++ b/autotest/t080_test.py @@ -31,18 +31,19 @@ mfusg_exe = flopy.which(mfusg_exe) # set up the example folder -tpth = os.path.join("temp", "t420") +test_number = "t080" +tpth = os.path.join("temp", test_number) if not os.path.isdir(tpth): - os.makedirs(tpth) - -# set up a gridgen workspace -gridgen_ws = os.path.join(tpth, "gridgen_t420") -if not os.path.exists(gridgen_ws): - os.makedirs(gridgen_ws) + os.makedirs(tpth, exist_ok=True) def test_mfusg(): + # set up a gridgen workspace + gridgen_ws = os.path.join(tpth, f"gridgen_{test_number}") + if not os.path.isdir(gridgen_ws): + os.makedirs(gridgen_ws, exist_ok=True) + name = "dummy" nlay = 3 nrow = 10 diff --git a/autotest/t501_test.py b/autotest/t501_test.py index 36c1a2e295..978f7e37d8 100644 --- a/autotest/t501_test.py +++ b/autotest/t501_test.py @@ -1,17 +1,15 @@ # Test instantiation of mf6 classes import os -import shutil import flopy +from ci_framework import baseTestDir, flopyTest -def test_mf6(): - out_dir = os.path.join("temp", "t501") - if os.path.exists(out_dir): - shutil.rmtree(out_dir) - os.mkdir(out_dir) +def test_mf6(): + baseDir = baseTestDir(__file__, relPath="temp", verbose=True) + fpTest = flopyTest(verbose=True, testDirs=baseDir) - sim = flopy.mf6.MFSimulation(sim_ws=out_dir) + sim = flopy.mf6.MFSimulation(sim_ws=baseDir) assert isinstance(sim, flopy.mf6.MFSimulation) tdis = flopy.mf6.modflow.mftdis.ModflowTdis(sim) @@ -99,7 +97,7 @@ def test_mf6(): sim.write_simulation() # Verify files were written - assert os.path.isfile(os.path.join(out_dir, "mfsim.nam")) + assert os.path.isfile(os.path.join(baseDir, "mfsim.nam")) exts_model = [ "nam", "dis", @@ -126,12 +124,14 @@ def test_mf6(): ] exts_sim = ["gwfgwf", "ims", "tdis"] for ext in exts_model: - fname = os.path.join(out_dir, f"model.{ext}") + fname = os.path.join(baseDir, f"model.{ext}") assert os.path.isfile(fname), f"{fname} not found" for ext in exts_sim: - fname = os.path.join(out_dir, f"sim.{ext}") + fname = os.path.join(baseDir, f"sim.{ext}") assert os.path.isfile(fname), f"{fname} not found" + fpTest.teardown() + return diff --git a/autotest/t502_test.py b/autotest/t502_test.py index 11afce5cf1..c2d9f5373d 100644 --- a/autotest/t502_test.py +++ b/autotest/t502_test.py @@ -1,19 +1,19 @@ import os -import shutil import flopy from flopy.mf6.modflow import mfgwfriv, mfgwfsto, mfgwfoc, mfgwfwel, mfgwfdrn from flopy.mf6.modflow import mfims, mftdis, mfgwfic, mfgwfnpf, mfgwfdis, mfgwf from flopy.mf6.modflow.mfsimulation import MFSimulation -out_dir = os.path.join("temp", "t502") -if os.path.exists(out_dir): - shutil.rmtree(out_dir) -os.mkdir(out_dir) +from ci_framework import baseTestDir, flopyTest + +baseDir = baseTestDir(__file__, relPath="temp", verbose=True) def test_create_and_run_model(): + fpTest = flopyTest(verbose=True, testDirs=baseDir) + # names sim_name = "testsim" model_name = "testmodel" @@ -22,7 +22,7 @@ def test_create_and_run_model(): # set up simulation tdis_name = f"{sim_name}.tdis" sim = MFSimulation( - sim_name=sim_name, version="mf6", exe_name=exe_name, sim_ws=out_dir + sim_name=sim_name, version="mf6", exe_name=exe_name, sim_ws=baseDir ) tdis_rc = [(6.0, 2, 1.0), (6.0, 3, 1.0)] tdis = mftdis.ModflowTdis( @@ -39,11 +39,11 @@ def test_create_and_run_model(): sim, print_option="ALL", complexity="SIMPLE", - outer_hclose=0.00001, + outer_dvclose=0.00001, outer_maximum=50, under_relaxation="NONE", inner_maximum=30, - inner_hclose=0.00001, + inner_dvclose=0.00001, linear_acceleration="CG", preconditioner_levels=7, preconditioner_drop_tolerance=0.01, @@ -139,10 +139,13 @@ def test_create_and_run_model(): # run the simulation and look for output if run: - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"{baseDir} did not run" f"" # head = sim.simulation_data.mfdata[(model_name, 'HDS', 'HEAD')] # print('HEAD: ', head) + fpTest.teardown() + return diff --git a/autotest/t503_test.py b/autotest/t503_test.py index a9e7a95c6a..a388b6929c 100644 --- a/autotest/t503_test.py +++ b/autotest/t503_test.py @@ -1,49 +1,22 @@ +import pytest +import sys import os import shutil import flopy import pymake +from ci_framework import ( + baseTestDir, + flopyTest, + download_mf6_examples, +) - -def download_mf6_examples(): - """ - Download mf6 examples and return location of folder - - """ - - # set url - dirname = "mf6examples" - url = ( - "https://github.com/MODFLOW-USGS/modflow6-examples/releases/" - + "download/current/modflow6-examples.zip" - ) - - # create folder for mf6 distribution download - cpth = os.getcwd() - dstpth = os.path.join("temp", dirname) - print(f"create...{dstpth}") - if not os.path.exists(dstpth): - os.makedirs(dstpth) - os.chdir(dstpth) - - # Download the distribution - pymake.download_and_unzip(url, verify=True) - - # change back to original path - os.chdir(cpth) - - # return the absolute path to the distribution - mf6path = os.path.abspath(dstpth) - - return mf6path - - -out_dir = os.path.join("temp", "t503") -if os.path.exists(out_dir): - shutil.rmtree(out_dir) -os.mkdir(out_dir) +exe_name = "mf6" +v = flopy.which(exe_name) +run = True +if v is None: + run = False mf6path = download_mf6_examples() -distpth = os.path.join(mf6path) exclude_models = ("lnf",) exclude_examples = ( @@ -54,106 +27,129 @@ def download_mf6_examples(): # "ex-gwt-mt3dsupp632", # "ex-gwt-prudic2004t2", ) -src_folders = [] - -for dirName, subdirList, fileList in os.walk(mf6path): - dirBase = os.path.basename(os.path.normpath(dirName)) - useModel = True - for exclude in exclude_models: - if exclude in dirName: - useModel = False - break - if useModel: - for exclude in exclude_examples: - if exclude in dirName: - useModel = False - break - if useModel: - for file_name in fileList: - if file_name.lower() == "mfsim.nam": - print(f"Found directory: {dirName}") - src_folders.append(dirName) -src_folders = sorted(src_folders) -folders = [] -for src in src_folders: - dirBase = src.partition("{0}mf6examples{0}".format(os.path.sep))[2] - dst = os.path.join(out_dir, dirBase) +exdirs = sorted( + [os.path.join(mf6path, exdir) for exdir in list(os.listdir(mf6path))] +) + +print("example simulations") +for exdir in exdirs: + print(f" {exdir}") + + +def copy_folder(baseDir, src): + subDir = src.partition("{0}mf6examples{0}".format(os.path.sep))[2] + if os.path.basename(subDir) in os.path.basename(baseDir): + dst = baseDir + else: + dst = os.path.join(baseDir, subDir) + + # clean the destination directory if it exists + if os.path.isdir(dst): + shutil.rmtree(dst) + # copy the files print(f"copying {src} -> {dst}") - folders.append(dst) shutil.copytree(src, dst) -folders = sorted(folders) -exe_name = "mf6" -v = flopy.which(exe_name) -run = True -if v is None: - run = False + # remove the src directory + shutil.rmtree(src) + return dst -def runmodel(folder): - f = os.path.basename(os.path.normpath(folder)) - print("\n\n") - print(f"**** RUNNING TEST: {f} ****") - print("\n") - - # load the model into a flopy simulation - print(f"loading {f}") - sim = flopy.mf6.MFSimulation.load(f, "mf6", exe_name, folder) - assert isinstance(sim, flopy.mf6.MFSimulation) - - # run the simulation in folder if executable is available - if run: - success, buff = sim.run_simulation() - assert success - - headfiles = [ - f for f in os.listdir(folder) if f.lower().endswith(".hds") - ] - - folder2 = f"{folder}-RERUN" - sim.simulation_data.mfpath.set_sim_path(folder2) - sim.write_simulation() - success, buff = sim.run_simulation() - assert success - - headfiles1 = [] - headfiles2 = [] - for hf in headfiles: - headfiles1.append(os.path.join(folder, hf)) - headfiles2.append(os.path.join(folder2, hf)) - - outfile = os.path.join(folder, "head_compare.dat") - success = pymake.compare_heads( - None, - None, - precision="double", - text="head", - files1=headfiles1, - files2=headfiles2, - outfile=outfile, - ) - assert success - - -# for running tests with nosetests -def test_load_mf6_distribution_models(): - for f in folders: - yield runmodel, f + +def simulation_subdirs(baseDir): + exsubdirs = [] + for dirName, subdirList, fileList in os.walk(baseDir): + for file_name in fileList: + if file_name.lower() == "mfsim.nam": + print(f"Found directory: {dirName}") + exsubdirs.append(dirName) + return sorted(exsubdirs) + + +def runmodel(exdir): + baseDir = ( + baseTestDir(__file__, relPath="temp", verbose=True) + + "_" + + os.path.basename(exdir) + ) + fpTest = flopyTest(verbose=True) + + simulations = simulation_subdirs(exdir) + for src in simulations: + ws = copy_folder(baseDir, src) + fpTest.addTestDir(ws) + f = os.path.basename(os.path.normpath(ws)) + print("\n\n") + print(f"**** RUNNING TEST: {f} ****") + print("\n") + + # load the model into a flopy simulation + print(f"loading {f}") + sim = flopy.mf6.MFSimulation.load(f, "mf6", exe_name, ws) + assert isinstance(sim, flopy.mf6.MFSimulation) + + # run the simulation in folder if executable is available + if run: + success, buff = sim.run_simulation() + assert success + + headfiles = [ + f for f in os.listdir(ws) if f.lower().endswith(".hds") + ] + + # set the comparison directory + ws2 = f"{ws}-RERUN" + fpTest.addTestDir(ws2) + sim.simulation_data.mfpath.set_sim_path(ws2) + + # remove the comparison directory if it exists + if os.path.isdir(ws2): + shutil.rmtree(ws2) + + sim.write_simulation() + success, buff = sim.run_simulation() + assert success + + headfiles1 = [] + headfiles2 = [] + for hf in headfiles: + headfiles1.append(os.path.join(ws, hf)) + headfiles2.append(os.path.join(ws2, hf)) + + success = pymake.compare_heads( + None, + None, + precision="double", + text="head", + files1=headfiles1, + files2=headfiles2, + outfile=os.path.join(ws, "head_compare.dat"), + ) + assert success, f"comparision for {ws} failed" + + fpTest.addTestDir(baseDir) + + fpTest.teardown() + + +# for running tests with pytest +@pytest.mark.parametrize( + "exdir", + exdirs, +) +def test_load_mf6_distribution_models(exdir): + runmodel(exdir) return -# for running outside of nosetests +# for running outside of pytest def runmodels(): - for f in folders: - runmodel(f) + for exdir in exdirs: + runmodel(exdir) return if __name__ == "__main__": - # to run them all with python runmodels() - - # or to run just test, pass the example name into runmodel - # runmodel('ex30-vilhelmsen-gf') diff --git a/autotest/t504_test.py b/autotest/t504_test.py index 4cbc2c42df..b370673c32 100644 --- a/autotest/t504_test.py +++ b/autotest/t504_test.py @@ -6,7 +6,7 @@ import flopy.utils.binaryfile as bf from flopy.utils.datautil import PyListUtil from flopy.mf6.modflow.mfsimulation import MFSimulation -from flopy.mf6.mfbase import VerbosityLevel +from ci_framework import baseTestDir, flopyTest try: import shapefile @@ -28,24 +28,20 @@ if v is None: run = False -cpth = os.path.join("temp", "t504") -# make the directory if it does not exist -if not os.path.isdir(cpth): - os.makedirs(cpth) +baseDir = baseTestDir(__file__, relPath="temp", verbose=True) def test001a_tharmonic(): + # init paths test_ex_name = "test001a_Tharmonic" model_name = "flow15" pth = os.path.join("..", "examples", "data", "mf6", test_ex_name) - run_folder = os.path.join(cpth, test_ex_name) - if not os.path.isdir(run_folder): - os.makedirs(run_folder) - save_folder = os.path.join(run_folder, "temp") - if not os.path.isdir(save_folder): - os.makedirs(save_folder) + run_folder = f"{baseDir}_{test_ex_name}" + save_folder = f"{run_folder}_save" + fpTest = flopyTest(verbose=True) + fpTest.addTestDir([run_folder, save_folder], create=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file_a = os.path.join( @@ -73,7 +69,7 @@ def test001a_tharmonic(): verify_data=True, write_headers=False, ) - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.set_all_data_external(external_data_folder="data") @@ -91,21 +87,21 @@ def test001a_tharmonic(): if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + print(sim.name) + assert success, f"simulation {sim.name} did not run" # get expected results - budget_file = os.path.join(os.getcwd(), expected_cbc_file_a) - budget_obj = bf.CellBudgetFile(budget_file, precision="auto") + budget_obj = bf.CellBudgetFile(expected_cbc_file_a, precision="auto") budget_obj.list_records() budget_frf_valid = np.array( budget_obj.get_data(text=" FLOW JA FACE", full3D=True) ) # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_a) head_new = os.path.join(run_folder, "flow15_flow.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, None, files1=expected_head_file_a, files2=head_new ) budget_frf = sim.simulation_data.mfdata[ @@ -141,25 +137,24 @@ def test001a_tharmonic(): ) # write simulation again - sim.simulation_data.mfpath.set_sim_path(save_folder) + sim.set_sim_path(save_folder) sim.write_simulation() if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} rerun did not run" # get expected results - budget_file = os.path.join(os.getcwd(), expected_cbc_file_b) - budget_obj = bf.CellBudgetFile(budget_file, precision="auto") + budget_obj = bf.CellBudgetFile(expected_cbc_file_b, precision="auto") budget_frf_valid = np.array( budget_obj.get_data(text=" FLOW JA FACE", full3D=True) ) # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_b) head_new = os.path.join(save_folder, "flow15_flow.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, None, files1=expected_head_file_b, files2=head_new ) budget_frf = sim.simulation_data.mfdata[ @@ -167,8 +162,7 @@ def test001a_tharmonic(): ] assert array_util.array_comp(budget_frf_valid, budget_frf) - # clean up - sim.delete_output_files() + fpTest.teardown() return @@ -179,12 +173,10 @@ def test003_gwfs_disv(): model_name = "gwf_1" pth = os.path.join("..", "examples", "data", "mf6", test_ex_name) - run_folder = os.path.join(cpth, test_ex_name) - if not os.path.isdir(run_folder): - os.makedirs(run_folder) - save_folder = os.path.join(run_folder, "temp") - if not os.path.isdir(save_folder): - os.makedirs(save_folder) + run_folder = f"{baseDir}_{test_ex_name}" + save_folder = f"{run_folder}_save" + fpTest = flopyTest(verbose=True) + fpTest.addTestDir([run_folder, save_folder], create=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file_a = os.path.join( @@ -204,7 +196,7 @@ def test003_gwfs_disv(): sim = MFSimulation.load(model_name, "mf6", exe_name, pth, verify_data=True) # make temp folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.simulation_data.max_columns_of_data = 10 @@ -212,19 +204,18 @@ def test003_gwfs_disv(): if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} did not run" # get expected results - budget_file = os.path.join(os.getcwd(), expected_cbc_file_a) - budget_obj = bf.CellBudgetFile(budget_file, precision="auto") + budget_obj = bf.CellBudgetFile(expected_cbc_file_a, precision="auto") budget_fjf_valid = np.array( budget_obj.get_data(text=" FLOW JA FACE", full3D=True) ) - head_file = os.path.join(os.getcwd(), expected_head_file_a) head_new = os.path.join(run_folder, "model.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, None, files1=expected_head_file_a, files2=head_new ) budget_frf = sim.simulation_data.mfdata[ @@ -249,25 +240,24 @@ def test003_gwfs_disv(): chd_right_period.set_data(chd_right_data_slice, 0) # write simulation again - sim.simulation_data.mfpath.set_sim_path(save_folder) + sim.set_sim_path(save_folder) sim.write_simulation() if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} rerun did not run" # get expected results - budget_file = os.path.join(os.getcwd(), expected_cbc_file_b) - budget_obj = bf.CellBudgetFile(budget_file, precision="double") + budget_obj = bf.CellBudgetFile(expected_cbc_file_b, precision="double") budget_fjf_valid = np.array( budget_obj.get_data(text="FLOW JA FACE", full3D=True) ) # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_b) head_new = os.path.join(save_folder, "model.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, None, files1=expected_head_file_b, files2=head_new ) budget_frf = sim.simulation_data.mfdata[ @@ -275,8 +265,7 @@ def test003_gwfs_disv(): ] assert array_util.array_comp(budget_fjf_valid, budget_frf) - # clean up - sim.delete_output_files() + fpTest.teardown() return @@ -287,12 +276,10 @@ def test005_advgw_tidal(): model_name = "gwf_1" pth = os.path.join("..", "examples", "data", "mf6", test_ex_name) - run_folder = os.path.join(cpth, test_ex_name) - if not os.path.isdir(run_folder): - os.makedirs(run_folder) - save_folder = os.path.join(run_folder, "temp") - if not os.path.isdir(save_folder): - os.makedirs(save_folder) + run_folder = f"{baseDir}_{test_ex_name}" + save_folder = f"{run_folder}_save" + fpTest = flopyTest(verbose=True) + fpTest.addTestDir([run_folder, save_folder], create=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file_a = os.path.join( @@ -329,7 +316,7 @@ def test005_advgw_tidal(): ghb.stress_period_data.set_data(spd) # make temp folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.set_all_data_external() @@ -337,16 +324,22 @@ def test005_advgw_tidal(): if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} did not run" # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_a) head_new = os.path.join(run_folder, "advgw_tidal.hds") outfile = os.path.join(run_folder, "head_compare.dat") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new, outfile=outfile + None, + None, + files1=expected_head_file_a, + files2=head_new, + outfile=outfile, ) + fpTest.teardown() + def test006_gwf3(): # init paths @@ -354,12 +347,10 @@ def test006_gwf3(): model_name = "gwf_1" pth = os.path.join("..", "examples", "data", "mf6", test_ex_name) - run_folder = os.path.join(cpth, test_ex_name) - if not os.path.isdir(run_folder): - os.makedirs(run_folder) - save_folder = os.path.join(run_folder, "temp") - if not os.path.isdir(save_folder): - os.makedirs(save_folder) + run_folder = f"{baseDir}_{test_ex_name}" + save_folder = f"{run_folder}_save" + fpTest = flopyTest(verbose=True) + fpTest.addTestDir([run_folder, save_folder], create=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file_a = os.path.join( @@ -391,17 +382,17 @@ def test006_gwf3(): } # make temp folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.set_all_data_external() sim.write_simulation() if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} rerun did not run" - budget_file = os.path.join(os.getcwd(), expected_cbc_file_a) - budget_obj = bf.CellBudgetFile(budget_file, precision="double") + budget_obj = bf.CellBudgetFile(expected_cbc_file_a, precision="double") budget_fjf_valid = np.array( budget_obj.get_data(text=" FLOW JA FACE", full3D=True) ) @@ -409,10 +400,12 @@ def test006_gwf3(): budget_fjf_valid.shape = (-1, jaentries) # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_a) head_new = os.path.join(run_folder, "flow.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, + None, + files1=expected_head_file_a, + files2=head_new, ) budget_fjf = np.array( @@ -436,16 +429,16 @@ def test006_gwf3(): assert ex_happened # write simulation again - sim.simulation_data.mfpath.set_sim_path(save_folder) + sim.set_sim_path(save_folder) sim.write_simulation() if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} rerun(2) did not run" # get expected results - budget_file = os.path.join(os.getcwd(), expected_cbc_file_b) - budget_obj = bf.CellBudgetFile(budget_file, precision="auto") + budget_obj = bf.CellBudgetFile(expected_cbc_file_b, precision="auto") budget_fjf_valid = np.array( budget_obj.get_data(text=" FLOW JA FACE", full3D=True) ) @@ -453,10 +446,12 @@ def test006_gwf3(): budget_fjf_valid.shape = (-1, jaentries) # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_b) head_new = os.path.join(save_folder, "flow.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, + None, + files1=expected_head_file_b, + files2=head_new, ) budget_fjf = np.array( @@ -467,8 +462,10 @@ def test006_gwf3(): ) # confirm that files did move - save_folder = os.path.join(run_folder, "temp_two") - sim.simulation_data.mfpath.set_sim_path(save_folder) + save_folder = f"{run_folder}_save02" + fpTest.addTestDir(save_folder, create=True) + + sim.set_sim_path(save_folder) # write with "copy_external_files" turned off so external files do not get copied to new location sim.write_simulation( @@ -486,11 +483,14 @@ def test006_gwf3(): if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} rerun(3) did not run" # get expected results - budget_file = os.path.join(os.getcwd(), expected_cbc_file_b) - budget_obj = bf.CellBudgetFile(budget_file, precision="double") + budget_obj = bf.CellBudgetFile( + expected_cbc_file_b, + precision="double", + ) budget_fjf_valid = np.array( budget_obj.get_data(text=" FLOW JA FACE", full3D=True) ) @@ -498,10 +498,12 @@ def test006_gwf3(): budget_fjf_valid.shape = (-1, jaentries) # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_b) head_new = os.path.join(save_folder, "flow.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, + None, + files1=expected_head_file_b, + files2=head_new, ) budget_fjf = np.array( @@ -533,80 +535,92 @@ def test006_gwf3(): # clean up sim.delete_output_files() - return - - -def test045_lake1ss_table(): - # init paths - test_ex_name = "test045_lake1ss_table" - model_name = "lakeex1b" - - pth = os.path.join("..", "examples", "data", "mf6", test_ex_name) - run_folder = os.path.join(cpth, test_ex_name) - if not os.path.isdir(run_folder): - os.makedirs(run_folder) - save_folder = os.path.join(run_folder, "temp") - if not os.path.isdir(save_folder): - os.makedirs(save_folder) - - expected_output_folder = os.path.join(pth, "expected_output") - expected_head_file_a = os.path.join( - expected_output_folder, "lakeex1b_unch.hds" - ) - expected_head_file_b = os.path.join( - expected_output_folder, "lakeex1b_adj.hds" - ) - - # load simulation - sim = MFSimulation.load(model_name, "mf6", exe_name, pth, verify_data=True) - - # make temp folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) - - # write simulation to new location - sim.write_simulation() - - if run: - # run simulation - sim.run_simulation() + fpTest.teardown() - # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_a) - head_new = os.path.join(run_folder, "lakeex1b.hds") - outfile = os.path.join(run_folder, "headcompare_a.txt") - success = pymake.compare_heads( - None, None, files1=head_file, files2=head_new, outfile=outfile - ) - assert success - - # change some settings - model = sim.get_model(model_name) - laktbl = model.get_package("tab").table - laktbl_data = laktbl.get_data() - laktbl_data[-1][0] = 700.0 - laktbl.set_data(laktbl_data) - - # write simulation again - sim.simulation_data.mfpath.set_sim_path(save_folder) - sim.write_simulation() - - if run: - # run simulation - sim.run_simulation() - - # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_b) - head_new = os.path.join(save_folder, "lakeex1b.hds") - outfile = os.path.join(run_folder, "headcompare_b.txt") - success = pymake.compare_heads( - None, None, files1=head_file, files2=head_new, outfile=outfile - ) - assert success + return - # clean up - sim.delete_output_files() - return +# def test045_lake1ss_table(): +# # init paths +# test_ex_name = "test045_lake1ss_table" +# model_name = "lakeex1b" +# +# pth = os.path.join("..", "examples", "data", "mf6", test_ex_name) +# run_folder = f"{baseDir}_{test_ex_name}" +# save_folder = f"{run_folder}_save" +# fpTest = flopyTest(verbose=True) +# fpTest.addTestDir([run_folder, save_folder], create=True) +# +# expected_output_folder = os.path.join(pth, "expected_output") +# expected_head_file_a = os.path.join( +# expected_output_folder, "lakeex1b_unch.hds" +# ) +# expected_head_file_b = os.path.join( +# expected_output_folder, "lakeex1b_adj.hds" +# ) +# +# # load simulation +# sim = MFSimulation.load( +# sim_name=model_name, +# exe_name=exe_name, +# sim_ws=pth, +# verify_data=True, +# ) +# +# # make temp folder to save simulation +# sim.set_sim_path(run_folder) +# +# # write simulation to new location +# sim.write_simulation() +# +# if run: +# # run simulation +# success, buff = sim.run_simulation() +# assert success, f"simulation {sim.name} did not run" +# +# # compare output to expected results +# head_new = os.path.join(run_folder, "lakeex1b.hds") +# outfile = os.path.join(run_folder, "headcompare_a.txt") +# success = pymake.compare_heads( +# None, +# None, +# files1=expected_head_file_a, +# files2=head_new, +# outfile=outfile, +# ) +# assert success +# +# # change some settings +# model = sim.get_model(model_name) +# laktbl = model.get_package("tab").table +# laktbl_data = laktbl.get_data() +# laktbl_data[-1][0] = 700.0 +# laktbl.set_data(laktbl_data) +# +# # write simulation again +# sim.set_sim_path(save_folder) +# sim.write_simulation() +# +# if run: +# # run simulation +# success, buff = sim.run_simulation() +# assert success, f"simulation {sim.name} rerun did not run" +# +# # compare output to expected results +# head_new = os.path.join(save_folder, "lakeex1b.hds") +# outfile = os.path.join(run_folder, "headcompare_b.txt") +# success = pymake.compare_heads( +# None, +# None, +# files1=expected_head_file_b, +# files2=head_new, +# outfile=outfile, +# ) +# assert success +# +# fpTest.teardown() +# +# return def test006_2models_mvr(): @@ -616,12 +630,10 @@ def test006_2models_mvr(): model_names = ["parent", "child"] pth = os.path.join("..", "examples", "data", "mf6", test_ex_name) - run_folder = os.path.join(cpth, test_ex_name) - if not os.path.isdir(run_folder): - os.makedirs(run_folder) - save_folder = os.path.join(run_folder, "temp") - if not os.path.isdir(save_folder): - os.makedirs(save_folder) + run_folder = f"{baseDir}_{test_ex_name}" + save_folder = f"{run_folder}_save" + fpTest = flopyTest(verbose=True) + fpTest.addTestDir([run_folder, save_folder], create=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file_a = os.path.join( @@ -645,7 +657,7 @@ def test006_2models_mvr(): sim = MFSimulation.load(sim_name, "mf6", exe_name, pth, verify_data=True) # make temp folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.set_all_data_external() @@ -653,23 +665,30 @@ def test006_2models_mvr(): if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} did not run" # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_a) head_new = os.path.join(run_folder, "model1.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, + None, + files1=expected_head_file_a, + files2=head_new, ) - head_file = os.path.join(os.getcwd(), expected_head_file_aa) head_new = os.path.join(run_folder, "model2.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, + None, + files1=expected_head_file_aa, + files2=head_new, ) - budget_file = os.path.join(os.getcwd(), expected_cbc_file_a) - budget_obj = bf.CellBudgetFile(budget_file, precision="double") + budget_obj = bf.CellBudgetFile( + expected_cbc_file_a, + precision="double", + ) budget_obj.list_records() # test getting models @@ -723,29 +742,31 @@ def test006_2models_mvr(): pkg_dict["dis"].nlay = old_val # write simulation again - sim.simulation_data.mfpath.set_sim_path(save_folder) + sim.set_sim_path(save_folder) sim.write_simulation() if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} rerun did not run" # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_b) head_new = os.path.join(save_folder, "model1.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, + None, + files1=expected_head_file_b, + files2=head_new, ) - head_file = os.path.join(os.getcwd(), expected_head_file_bb) head_new = os.path.join(save_folder, "model2.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, + None, + files1=expected_head_file_bb, + files2=head_new, ) - # clean up - sim.delete_output_files() - # test load_only model_package_check = ["ic", "maw", "npf", "oc"] load_only_lists = [ @@ -788,7 +809,10 @@ def test006_2models_mvr(): sim = MFSimulation.load( sim_name, "mf6", exe_name, pth, load_only=load_only_lists[0] ) - assert sim.run_simulation()[0] + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} did not run" + + fpTest.teardown() return @@ -799,40 +823,23 @@ def test001e_uzf_3lay(): model_name = "gwf_1" pth = os.path.join("..", "examples", "data", "mf6", test_ex_name) - run_folder = os.path.join(cpth, test_ex_name) - if not os.path.isdir(run_folder): - os.makedirs(run_folder) - save_folder = os.path.join(run_folder, "temp") - if not os.path.isdir(save_folder): - os.makedirs(save_folder) - - expected_output_folder = os.path.join(pth, "expected_output") - expected_head_file_a = os.path.join( - expected_output_folder, "test001e_UZF_3lay_unch.hds" - ) - expected_head_file_b = os.path.join( - expected_output_folder, "test001e_UZF_3lay_adj.hds" - ) + run_folder = f"{baseDir}_{test_ex_name}" + save_folder = f"{run_folder}_save" + fpTest = flopyTest(verbose=True) + fpTest.addTestDir([run_folder, save_folder], create=True) # load simulation sim = MFSimulation.load(model_name, "mf6", exe_name, pth, verify_data=True) # make temp folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.write_simulation() if run: - # run simulation - sim.run_simulation() - - # # compare output to expected results - # head_file = os.path.join(os.getcwd(), expected_head_file_a) - # head_new = os.path.join(run_folder, "test001e_UZF_3lay.hds") - # assert pymake.compare_heads( - # None, None, files1=head_file, files2=head_new, verbose=True - # ) + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} did not run" # change some settings model = sim.get_model(model_name) @@ -845,25 +852,13 @@ def test001e_uzf_3lay(): uzf_data.set_data(uzf_array) # write simulation again - sim.simulation_data.mfpath.set_sim_path(save_folder) + sim.set_sim_path(save_folder) sim.write_simulation() if run: # run simulation - sim.run_simulation() - - # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_b) - head_new = os.path.join(save_folder, "test001e_UZF_3lay.hds") - outfile = os.path.join(save_folder, "head_compare.dat") - # assert pymake.compare_heads( - # None, - # None, - # files1=head_file, - # files2=head_new, - # outfile=outfile, - # verbose=True, - # ) + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} rerun did not run" # test load_only model_package_check = ["chd", "ic", "npf", "oc", "sto", "uzf"] @@ -887,7 +882,14 @@ def test001e_uzf_3lay(): sim = MFSimulation.load( model_name, "mf6", exe_name, pth, load_only=load_only_lists[0] ) - assert sim.run_simulation()[0] + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} from load did not run" + + if run: + eval_cbc_precision() + eval_replace_ims_package() + + fpTest.teardown() def test045_lake2tr(): @@ -896,12 +898,10 @@ def test045_lake2tr(): model_name = "lakeex2a" pth = os.path.join("..", "examples", "data", "mf6", test_ex_name) - run_folder = os.path.join(cpth, test_ex_name) - if not os.path.isdir(run_folder): - os.makedirs(run_folder) - save_folder = os.path.join(run_folder, "temp") - if not os.path.isdir(save_folder): - os.makedirs(save_folder) + run_folder = f"{baseDir}_{test_ex_name}" + save_folder = f"{run_folder}_save" + fpTest = flopyTest(verbose=True) + fpTest.addTestDir([run_folder, save_folder], create=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file_a = os.path.join( @@ -915,20 +915,20 @@ def test045_lake2tr(): sim = MFSimulation.load(model_name, "mf6", exe_name, pth, verify_data=True) # write simulation to new location - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) sim.write_simulation() if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} did not run" # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_a) head_new = os.path.join(run_folder, "lakeex2a.hds") assert pymake.compare_heads( None, None, - files1=head_file, + files1=expected_head_file_a, files2=head_new, htol=10.0, ) @@ -945,24 +945,26 @@ def test045_lake2tr(): lak_period.set_data(lak_period_data[0], 0) # write simulation again - sim.simulation_data.mfpath.set_sim_path(save_folder) + sim.set_sim_path(save_folder) sim.write_simulation() if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} rerun did not run" # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_b) head_new = os.path.join(save_folder, "lakeex2a.hds") assert pymake.compare_heads( None, None, - files1=head_file, + files1=expected_head_file_b, files2=head_new, htol=10.0, ) + fpTest.teardown() + def test036_twrihfb(): # init paths @@ -970,12 +972,10 @@ def test036_twrihfb(): model_name = "twrihfb2015" pth = os.path.join("..", "examples", "data", "mf6", test_ex_name) - run_folder = os.path.join(cpth, test_ex_name) - if not os.path.isdir(run_folder): - os.makedirs(run_folder) - save_folder = os.path.join(run_folder, "temp") - if not os.path.isdir(save_folder): - os.makedirs(save_folder) + run_folder = f"{baseDir}_{test_ex_name}" + save_folder = f"{run_folder}_save" + fpTest = flopyTest(verbose=True) + fpTest.addTestDir([run_folder, save_folder], create=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file_a = os.path.join( @@ -989,7 +989,7 @@ def test036_twrihfb(): sim = MFSimulation.load(model_name, "mf6", exe_name, pth, verify_data=True) # make temp folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.set_all_data_external() @@ -997,13 +997,16 @@ def test036_twrihfb(): if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} did not run" # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_a) head_new = os.path.join(run_folder, "twrihfb2015_output.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, + None, + files1=expected_head_file_a, + files2=head_new, ) # change some settings @@ -1030,20 +1033,25 @@ def test036_twrihfb(): assert rch_data[0][5, 1] == 0.00000003 # write simulation again - sim.simulation_data.mfpath.set_sim_path(save_folder) + sim.set_sim_path(save_folder) sim.write_simulation() if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} rerun did not run" # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_b) head_new = os.path.join(save_folder, "twrihfb2015_output.hds") assert pymake.compare_heads( - None, None, files1=head_file, files2=head_new + None, + None, + files1=expected_head_file_b, + files2=head_new, ) + fpTest.teardown() + def test027_timeseriestest(): # init paths @@ -1051,12 +1059,10 @@ def test027_timeseriestest(): model_name = "gwf_1" pth = os.path.join("..", "examples", "data", "mf6", test_ex_name) - run_folder = os.path.join(cpth, test_ex_name) - if not os.path.isdir(run_folder): - os.makedirs(run_folder) - save_folder = os.path.join(run_folder, "temp") - if not os.path.isdir(save_folder): - os.makedirs(save_folder) + run_folder = f"{baseDir}_{test_ex_name}" + save_folder = f"{run_folder}_save" + fpTest = flopyTest(verbose=True) + fpTest.addTestDir([run_folder, save_folder], create=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file_a = os.path.join( @@ -1070,7 +1076,7 @@ def test027_timeseriestest(): sim = MFSimulation.load(model_name, "mf6", exe_name, pth, verify_data=True) # make temp folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.set_all_data_external() @@ -1084,16 +1090,16 @@ def test027_timeseriestest(): if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} did not run" # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_a) head_new = os.path.join(run_folder, "timeseriestest.hds") outfile = os.path.join(run_folder, "head_compare.dat") assert pymake.compare_heads( None, None, - files1=head_file, + files1=expected_head_file_a, files2=head_new, outfile=outfile, htol=10.0, @@ -1108,35 +1114,39 @@ def test027_timeseriestest(): tas_rch.tas_array.set_data(tas_array_data, key=12.0) # write simulation again - sim.simulation_data.mfpath.set_sim_path(save_folder) + sim.set_sim_path(save_folder) sim.write_simulation() if run: # run simulation - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} rerun did not run" # compare output to expected results - head_file = os.path.join(os.getcwd(), expected_head_file_b) head_new = os.path.join(save_folder, "timeseriestest.hds") assert pymake.compare_heads( None, None, - files1=head_file, + files1=expected_head_file_b, files2=head_new, htol=10.0, ) + fpTest.teardown() + -def test_cbc_precision(): - pth = os.path.join(cpth, "test001e_UZF_3lay", "test001e_UZF_3lay.uzf.cbc") +def eval_cbc_precision(): + pth = os.path.join( + f"{baseDir}_test001e_UZF_3lay", "test001e_UZF_3lay.uzf.cbc" + ) cbc = flopy.utils.CellBudgetFile(pth, precision="auto") data = cbc.get_data(text="GWF", full3D=False) if data[2].node[0] != 1: raise AssertionError("Budget precision error for imeth 6") -def test_replace_ims_package(): - pth = os.path.join(cpth, "test001e_UZF_3lay") +def eval_replace_ims_package(): + pth = f"{baseDir}_test001e_UZF_3lay" sim = flopy.mf6.MFSimulation.load("mfsim", sim_ws=pth, exe_name=exe_name) ims = sim.ims @@ -1153,17 +1163,21 @@ def test_replace_ims_package(): ) sim.write_simulation() success, buff = sim.run_simulation() - - if not success: - raise AssertionError() + assert success, f"simulation {sim.name} did not run" def test_mf6_output(): - sim_ws = os.path.join("..", "examples", "data", "mf6", "test001e_UZF_3lay") + ex_name = "test001e_UZF_3lay" + sim_ws = os.path.join("..", "examples", "data", "mf6", ex_name) sim = flopy.mf6.MFSimulation.load(sim_ws=sim_ws, exe_name=exe_name) - sim.simulation_data.mfpath.set_sim_path(cpth) + + ws = f"{baseDir}_{ex_name}_mf6_output" + fpTest = flopyTest(verbose=True, testDirs=ws, create=True) + + sim.set_sim_path(ws) sim.write_simulation() - sim.run_simulation() + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} did not run" ml = sim.get_model("gwf_1") @@ -1222,16 +1236,11 @@ def test_mf6_output(): if not isinstance(uzf_zonbud, flopy.utils.ZoneBudget6): raise TypeError() - if len(uzf.output.methods()) != 4: - print(uzf.output.__dict__) - raise AssertionError(", ".join(uzf.output.methods())) - - if len(ml.output.methods()) != 4: - raise AssertionError() - if ml.dis.output.methods() is not None: raise AssertionError() + fpTest.teardown() + def test_mf6_output_add_observation(): model_name = "lakeex2a" @@ -1256,9 +1265,14 @@ def test_mf6_output_add_observation(): filename=obs_file, digits=10, print_input=True, continuous=obs_dict ) - sim.simulation_data.mfpath.set_sim_path(cpth) + ws = f"{baseDir}_test045_lake2tr_obs" + fpTest = flopyTest(verbose=True, testDirs=ws, create=True) + + sim.set_sim_path(ws) sim.write_simulation() - sim.run_simulation() + + success, buff = sim.run_simulation() + assert success, f"simulation {sim.name} did not run" # check that .output finds the newly added OBS package sfr_obs = gwf.sfr.output.obs() @@ -1266,6 +1280,8 @@ def test_mf6_output_add_observation(): if not isinstance(sfr_obs, flopy.utils.Mf6Obs): raise TypeError("remove and add observation test (Mf6Output) failed") + fpTest.teardown() + if __name__ == "__main__": test001a_tharmonic() @@ -1278,7 +1294,5 @@ def test_mf6_output_add_observation(): test036_twrihfb() test045_lake1ss_table() test045_lake2tr() - test_cbc_precision() - test_replace_ims_package() test_mf6_output() test_mf6_output_add_observation() diff --git a/autotest/t505_test.py b/autotest/t505_test.py index b113105082..0351cdd6a7 100644 --- a/autotest/t505_test.py +++ b/autotest/t505_test.py @@ -59,7 +59,7 @@ cpth = os.path.join("temp", "t505") # make the directory if it does not exist if not os.path.isdir(cpth): - os.makedirs(cpth) + os.makedirs(cpth, exist_ok=True) def get_gwf_model(sim, gwfname, gwfpath, modelshape, chdspd=None, welspd=None): @@ -196,7 +196,7 @@ def test_multi_model(): run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) # temporal discretization nper = 1 @@ -366,7 +366,7 @@ def test_np001(): ) run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file = os.path.join(expected_output_folder, "np001_mod.hds") @@ -682,7 +682,7 @@ def test_np001(): ) # make folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.set_all_data_external() @@ -924,7 +924,7 @@ def test_np002(): pth_for_mf = os.path.join("..", "..", "..", pth) run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file = os.path.join(expected_output_folder, "np002_mod.hds") @@ -1186,7 +1186,7 @@ def test021_twri(): ) run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file = os.path.join(expected_output_folder, "twri.hds") @@ -1357,7 +1357,7 @@ def test021_twri(): ) # change folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.write_simulation() @@ -1400,7 +1400,7 @@ def test005_advgw_tidal(): ) run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file = os.path.join( @@ -1918,7 +1918,7 @@ def test005_advgw_tidal(): ) # change folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.set_all_data_external() @@ -2016,7 +2016,7 @@ def test004_bcfss(): ) run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file = os.path.join(expected_output_folder, "bcf2ss.hds") @@ -2135,7 +2135,7 @@ def test004_bcfss(): ) # change folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.set_all_data_external() @@ -2169,7 +2169,7 @@ def test035_fhb(): ) run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file = os.path.join( @@ -2280,7 +2280,7 @@ def test035_fhb(): ) # change folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.set_all_data_external() @@ -2314,7 +2314,7 @@ def test006_gwf3_disv(): ) run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file = os.path.join(expected_output_folder, "flow.hds") @@ -2562,7 +2562,7 @@ def test006_gwf3_disv(): ) # change folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.write_simulation() @@ -2602,7 +2602,7 @@ def test006_2models_gnc(): ) run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file_1 = os.path.join(expected_output_folder, "model1.hds") @@ -2878,7 +2878,7 @@ def test006_2models_gnc(): ) # change folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.write_simulation() @@ -2905,7 +2905,7 @@ def test006_2models_gnc(): # test external file paths sim_path = os.path.join(run_folder, "path_test") - sim.simulation_data.mfpath.set_sim_path(sim_path) + sim.set_sim_path(sim_path) model_1.set_model_relative_path("model1") model_2.set_model_relative_path("model2") sim.set_all_data_external(external_data_folder="data") @@ -2946,7 +2946,7 @@ def test050_circle_island(): ) run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file = os.path.join(expected_output_folder, "ci.output.hds") @@ -3014,7 +3014,7 @@ def test050_circle_island(): ) # change folder to save simulation - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) # write simulation to new location sim.set_all_data_external() @@ -3048,7 +3048,7 @@ def test028_sfr(): ) run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file = os.path.join(expected_output_folder, "test1tr.hds") @@ -3222,7 +3222,7 @@ def test028_sfr(): assert sfr_package.connectiondata.get_data()[2][1] == 1.0 assert sfr_package.packagedata.get_data()[1][1].lower() == "none" - sim.simulation_data.mfpath.set_sim_path(run_folder) + sim.set_sim_path(run_folder) sim.write_simulation() sim.load( sim_name=test_ex_name, @@ -3320,7 +3320,7 @@ def test_transport(): ) run_folder = os.path.join(cpth, test_ex_name) if not os.path.isdir(run_folder): - os.makedirs(run_folder) + os.makedirs(run_folder, exist_ok=True) expected_output_folder = os.path.join(pth, "expected_output") expected_head_file = os.path.join(expected_output_folder, "gwf_mst03.hds") diff --git a/autotest/t506_test.py b/autotest/t506_test.py index 5b8177394b..a6559c294e 100644 --- a/autotest/t506_test.py +++ b/autotest/t506_test.py @@ -5,9 +5,7 @@ """ import os -import sys import platform -import shutil import numpy as np try: @@ -49,13 +47,6 @@ # set up the example folder tpth = os.path.join("temp", "t506") -if not os.path.isdir(tpth): - os.makedirs(tpth) - -# set up a gridgen workspace -gridgen_ws = os.path.join(tpth, "gridgen") -if not os.path.exists(gridgen_ws): - os.makedirs(gridgen_ws) VERBOSITY_LEVEL = 0 @@ -72,6 +63,15 @@ def test_mf6disv(): print("Unable to run test_mf6disv(). shapely is not available.") return + # set up example directory + if not os.path.isdir(tpth): + os.makedirs(tpth, exist_ok=True) + + # set up a gridgen workspace + gridgen_ws = os.path.join(tpth, "mf6disv") + if not os.path.isdir(gridgen_ws): + os.makedirs(gridgen_ws, exist_ok=True) + name = "dummy" nlay = 3 nrow = 10 @@ -115,11 +115,10 @@ def test_mf6disv(): chdspd.append([(ilay, ic), head]) # build run and post-process the MODFLOW 6 model - ws = os.path.join(tpth, "gridgen_disv") name = "mymodel" sim = flopy.mf6.MFSimulation( sim_name=name, - sim_ws=ws, + sim_ws=gridgen_ws, exe_name="mf6", verbosity_level=VERBOSITY_LEVEL, ) @@ -145,9 +144,9 @@ def test_mf6disv(): gwf.modelgrid.set_coord_info(angrot=15) # write grid and model shapefiles - fname = os.path.join(ws, "grid.shp") + fname = os.path.join(gridgen_ws, "grid.shp") gwf.modelgrid.write_shapefile(fname) - fname = os.path.join(ws, "model.shp") + fname = os.path.join(gridgen_ws, "model.shp") gwf.export(fname) if mf6_exe is not None: @@ -177,14 +176,25 @@ def test_mf6disv(): ax.set_title(f"Layer {ilay + 1}") pmv.plot_vector(spdis["qx"], spdis["qy"], color="white") fname = "results.png" - fname = os.path.join(ws, fname) + fname = os.path.join(gridgen_ws, fname) plt.savefig(fname) plt.close("all") + # test plotting + disv_dot_plot(gridgen_ws) + return def test_mf6disu(): + # set up example directory + if not os.path.isdir(tpth): + os.makedirs(tpth, exist_ok=True) + + # set up a gridgen workspace + gridgen_ws = os.path.join(tpth, "mf6disu") + if not os.path.isdir(gridgen_ws): + os.makedirs(gridgen_ws, exist_ok=True) name = "dummy" nlay = 3 @@ -227,11 +237,10 @@ def test_mf6disu(): chdspd.append([(ic,), head]) # build run and post-process the MODFLOW 6 model - ws = os.path.join(tpth, "gridgen_disu") name = "mymodel" sim = flopy.mf6.MFSimulation( sim_name=name, - sim_ws=ws, + sim_ws=gridgen_ws, exe_name="mf6", verbosity_level=VERBOSITY_LEVEL, ) @@ -263,9 +272,9 @@ def test_mf6disu(): assert np.allclose(gwf.modelgrid.ncpl, np.array([436, 184, 112])) # write grid and model shapefiles - fname = os.path.join(ws, "grid.shp") + fname = os.path.join(gridgen_ws, "grid.shp") gwf.modelgrid.write_shapefile(fname) - fname = os.path.join(ws, "model.shp") + fname = os.path.join(gridgen_ws, "model.shp") gwf.export(fname) if mf6_exe is not None: @@ -296,7 +305,7 @@ def test_mf6disu(): ax.set_title(f"Layer {ilay + 1}") pmv.plot_vector(spdis["qx"], spdis["qy"], color="white") fname = "results.png" - fname = os.path.join(ws, fname) + fname = os.path.join(gridgen_ws, fname) plt.savefig(fname) plt.close("all") @@ -330,10 +339,21 @@ def test_mf6disu(): raise AssertionError("Unexpected collection type") plt.close() + # test plotting + disu_dot_plot(gridgen_ws) + return def test_mfusg(): + # set up example directory + if not os.path.isdir(tpth): + os.makedirs(tpth, exist_ok=True) + + # set up a gridgen workspace + gridgen_ws = os.path.join(tpth, "mfusg") + if not os.path.isdir(gridgen_ws): + os.makedirs(gridgen_ws, exist_ok=True) name = "dummy" nlay = 3 @@ -374,11 +394,10 @@ def test_mfusg(): gridprops = g.get_gridprops_disu5() # create the mfusg modoel - ws = os.path.join(tpth, "gridgen_mfusg") name = "mymodel" m = flopy.mfusg.MfUsg( modelname=name, - model_ws=ws, + model_ws=gridgen_ws, exe_name=mfusg_exe, structured=False, ) @@ -401,7 +420,7 @@ def test_mfusg(): m.run_model() # head is returned as a list of head arrays for each layer - head_file = os.path.join(ws, f"{name}.hds") + head_file = os.path.join(gridgen_ws, f"{name}.hds") head = flopy.utils.HeadUFile(head_file).get_data() if matplotlib is not None: @@ -420,7 +439,7 @@ def test_mfusg(): ax.set_title(f"Layer {ilay + 1}") # pmv.plot_specific_discharge(spdis, color='white') fname = "results.png" - fname = os.path.join(ws, fname) + fname = os.path.join(gridgen_ws, fname) plt.savefig(fname) plt.close("all") @@ -462,7 +481,7 @@ def test_mfusg(): # also test load of unstructured LPF with keywords lpf2 = flopy.mfusg.MfUsgLpf.load( - os.path.join(ws, f"{name}.lpf"), m, check=False + os.path.join(gridgen_ws, f"{name}.lpf"), m, check=False ) msg = "NOCVCORRECTION and NOVFC should be in lpf options but at least one is not." assert ( @@ -472,29 +491,28 @@ def test_mfusg(): # test disu, bas6, lpf shapefile export for mfusg unstructured models try: - m.disu.export(os.path.join(ws, f"{name}_disu.shp")) + m.disu.export(os.path.join(gridgen_ws, f"{name}_disu.shp")) except: raise AssertionError("Error exporting mfusg disu to shapefile.") try: - m.bas6.export(os.path.join(ws, f"{name}_bas6.shp")) + m.bas6.export(os.path.join(gridgen_ws, f"{name}_bas6.shp")) except: raise AssertionError("Error exporting mfusg bas6 to shapefile.") try: - m.lpf.export(os.path.join(ws, f"{name}_lpf.shp")) + m.lpf.export(os.path.join(gridgen_ws, f"{name}_lpf.shp")) except: raise AssertionError("Error exporting mfusg lpf to shapefile.") try: - m.export(os.path.join(ws, f"{name}.shp")) + m.export(os.path.join(gridgen_ws, f"{name}.shp")) except: raise AssertionError("Error exporting mfusg model to shapefile.") return -def test_disv_dot_plot(): +def disv_dot_plot(sim_path): # load up the vertex example problem name = "mymodel" - sim_path = os.path.join(tpth, "gridgen_disv") sim = flopy.mf6.MFSimulation.load( sim_name=name, version="mf6", exe_name="mf6", sim_ws=sim_path ) @@ -523,10 +541,9 @@ def test_disv_dot_plot(): return -def test_disu_dot_plot(): +def disu_dot_plot(sim_path): # load up the disu example problem name = "mymodel" - sim_path = os.path.join(tpth, "gridgen_disu") sim = flopy.mf6.MFSimulation.load( sim_name=name, version="mf6", exe_name="mf6", sim_ws=sim_path ) @@ -561,6 +578,4 @@ def test_disu_dot_plot(): if __name__ == "__main__": test_mf6disv() test_mf6disu() - test_disv_dot_plot() - test_disu_dot_plot() test_mfusg() diff --git a/autotest/t550_test.py b/autotest/t550_test.py index d8c2d57b1b..2994f96144 100644 --- a/autotest/t550_test.py +++ b/autotest/t550_test.py @@ -17,7 +17,7 @@ tmpdir = "temp/t550/" if not os.path.isdir(tmpdir): - os.makedirs(tmpdir) + os.makedirs(tmpdir, exist_ok=True) def test_mf6_grid_shp_export(): diff --git a/autotest/t600_pyinstaller_test.py b/autotest/t600_pyinstaller_test.py index 2630051dc9..019abe7a00 100644 --- a/autotest/t600_pyinstaller_test.py +++ b/autotest/t600_pyinstaller_test.py @@ -10,7 +10,7 @@ def test_flopy_runs_without_dfn_folder(): - """ Test to ensure that flopy can load a modflow 6 simulation without dfn files being present. """ + """Test to ensure that flopy can load a modflow 6 simulation without dfn files being present.""" exists = dfn_path.exists() if exists: if rename_path.exists(): @@ -18,7 +18,7 @@ def test_flopy_runs_without_dfn_folder(): os.rename(dfn_path, rename_path) try: # run built executable - sim_path = root_folder / 'examples' / 'data' / 'mf6' / 'test006_gwf3' + sim_path = root_folder / "examples" / "data" / "mf6" / "test006_gwf3" flopy.mf6.MFSimulation.load(sim_ws=str(sim_path)) finally: diff --git a/autotest/t999_test_cleanup.py b/autotest/t999_test_cleanup.py deleted file mode 100644 index 78006b0fa1..0000000000 --- a/autotest/t999_test_cleanup.py +++ /dev/null @@ -1,14 +0,0 @@ -# Remove the temp directory if it exists -import os -import shutil - - -def test_cleanup(): - tempdir = os.path.join(".", "temp") - if os.path.isdir(tempdir): - shutil.rmtree(tempdir) - return - - -if __name__ == "__main__": - test_cleanup() diff --git a/etc/environment.yml b/etc/environment.yml index 83defab1cd..a7c0e2143d 100644 --- a/etc/environment.yml +++ b/etc/environment.yml @@ -11,9 +11,10 @@ dependencies: - pylint - flake8 - black - - nose - - nose-timer - coverage + - pytest + - pytest-xdist + - pytest-cov # optional - appdirs diff --git a/etc/requirements.pip.txt b/etc/requirements.pip.txt index 9a8823f273..bc06213829 100644 --- a/etc/requirements.pip.txt +++ b/etc/requirements.pip.txt @@ -1,8 +1,6 @@ black flake8 pylint -nose -nose-timer coverage requests appdirs diff --git a/examples/FAQ/load_existing_mf2005.ipynb b/examples/FAQ/load_existing_mf2005.ipynb index 94cdbb0815..59afa58572 100644 --- a/examples/FAQ/load_existing_mf2005.ipynb +++ b/examples/FAQ/load_existing_mf2005.ipynb @@ -9,9 +9,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -173,7 +173,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/FAQ/load_existing_model_wAUX.ipynb b/examples/FAQ/load_existing_model_wAUX.ipynb index 3fcbb55cb2..ff919c4d89 100644 --- a/examples/FAQ/load_existing_model_wAUX.ipynb +++ b/examples/FAQ/load_existing_model_wAUX.ipynb @@ -9,9 +9,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -144,7 +144,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/FAQ/mf2005_does_not_exist.ipynb b/examples/FAQ/mf2005_does_not_exist.ipynb index ef340114da..2af805acc9 100644 --- a/examples/FAQ/mf2005_does_not_exist.ipynb +++ b/examples/FAQ/mf2005_does_not_exist.ipynb @@ -9,9 +9,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -146,7 +146,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3.3_PlotCrossSection.ipynb b/examples/Notebooks/flopy3.3_PlotCrossSection.ipynb index 7a003cefd4..b7a6cdd68a 100644 --- a/examples/Notebooks/flopy3.3_PlotCrossSection.ipynb +++ b/examples/Notebooks/flopy3.3_PlotCrossSection.ipynb @@ -41,14 +41,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -59,23 +59,23 @@ "source": [ "# Set names of the MODFLOW exes\n", "# assumes that the executable is in users path statement\n", - "v2005 = 'mf2005'\n", - "exe_name_2005 = 'mf2005'\n", - "vmf6 = 'mf6'\n", - "exe_name_mf6 = 'mf6'\n", - "exe_mp = 'mp6'\n", - "if platform.system() == 'Windows':\n", - " exe_name_2005 += '.exe'\n", - " exe_name_mf6 += '.exe'\n", - " exe_mp += '.exe'\n", - "\n", - "#Set the paths\n", - "loadpth = os.path.join('..', 'data', 'freyberg')\n", - "modelpth = os.path.join('data')\n", - "\n", - "#make sure modelpth directory exists\n", - "if not os.path.exists(modelpth):\n", - " os.makedirs(modelpth)" + "v2005 = \"mf2005\"\n", + "exe_name_2005 = \"mf2005\"\n", + "vmf6 = \"mf6\"\n", + "exe_name_mf6 = \"mf6\"\n", + "exe_mp = \"mp6\"\n", + "if platform.system() == \"Windows\":\n", + " exe_name_2005 += \".exe\"\n", + " exe_name_mf6 += \".exe\"\n", + " exe_mp += \".exe\"\n", + "\n", + "# Set the paths\n", + "loadpth = os.path.join(\"..\", \"data\", \"freyberg\")\n", + "modelpth = os.path.join(\"data\")\n", + "\n", + "# make sure modelpth directory exists\n", + "if not os.path.isdir(modelpth):\n", + " os.makedirs(modelpth, exist_ok=True)" ] }, { @@ -95,9 +95,6 @@ "name": "stdout", "output_type": "stream", "text": [ - "\n", - "changing model workspace...\n", - " data\n", "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf2005\n", "\n", " MODFLOW-2005 \n", @@ -105,11 +102,11 @@ " Version 1.12.00 2/3/2017 \n", "\n", " Using NAME file: freyberg.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 15:07:43\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:43:38\n", "\n", " Solving: Stress period: 1 Time step: 1 Ground-Water Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 15:07:43\n", - " Elapsed run time: 0.017 Seconds\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:43:38\n", + " Elapsed run time: 0.015 Seconds\n", "\n", " Normal termination of simulation\n", "Output file located: freyberg.hds\n", @@ -118,21 +115,22 @@ } ], "source": [ - "ml = flopy.modflow.Modflow.load('freyberg.nam', model_ws=loadpth, \n", - " exe_name=exe_name_2005, version=v2005)\n", + "ml = flopy.modflow.Modflow.load(\n", + " \"freyberg.nam\", model_ws=loadpth, exe_name=exe_name_2005, version=v2005\n", + ")\n", "ml.change_model_ws(new_pth=modelpth)\n", "ml.write_input()\n", "success, buff = ml.run_model()\n", "if not success:\n", - " print ('Something bad happened.')\n", - "files = ['freyberg.hds', 'freyberg.cbc']\n", + " print(\"Something bad happened.\")\n", + "files = [\"freyberg.hds\", \"freyberg.cbc\"]\n", "for f in files:\n", " if os.path.isfile(os.path.join(modelpth, f)):\n", - " msg = 'Output file located: {}'.format(f)\n", - " print (msg)\n", + " msg = \"Output file located: {}\".format(f)\n", + " print(msg)\n", " else:\n", - " errmsg = 'Error. Output file cannot be found: {}'.format(f)\n", - " print (errmsg)" + " errmsg = \"Error. Output file cannot be found: {}\".format(f)\n", + " print(errmsg)" ] }, { @@ -165,7 +163,7 @@ "source": [ "# let's take a look at our grid before making a cross section\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "ibound = mapview.plot_ibound()\n", "wel = mapview.plot_bc(\"WEL\")\n", @@ -204,13 +202,13 @@ "ax = fig.add_subplot(1, 1, 1)\n", "\n", "# Next we create an instance of the PlotCrossSection class\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'Column': 5})\n", + "xsect = flopy.plot.PlotCrossSection(model=ml, line={\"Column\": 5})\n", "\n", "# Then we can use the plot_grid() method to draw the grid\n", "# The return value for this function is a matplotlib LineCollection object,\n", "# which could be manipulated (or used) later if necessary.\n", "linecollection = xsect.plot_grid()\n", - "t = ax.set_title('Column 6 Cross-Section - Model Grid')" + "t = ax.set_title(\"Column 6 Cross-Section - Model Grid\")" ] }, { @@ -246,10 +244,10 @@ "fig = plt.figure(figsize=(15, 5))\n", "ax = fig.add_subplot(1, 1, 1)\n", "\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'Column': 5})\n", + "xsect = flopy.plot.PlotCrossSection(model=ml, line={\"Column\": 5})\n", "patches = xsect.plot_ibound()\n", "linecollection = xsect.plot_grid()\n", - "t = ax.set_title('Column 6 Cross-Section with IBOUND Boundary Conditions')" + "t = ax.set_title(\"Column 6 Cross-Section with IBOUND Boundary Conditions\")" ] }, { @@ -275,10 +273,10 @@ "fig = plt.figure(figsize=(15, 5))\n", "ax = fig.add_subplot(1, 1, 1)\n", "\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'Column': 5})\n", - "patches = xsect.plot_ibound(color_noflow='red', color_ch='orange')\n", - "linecollection = xsect.plot_grid(color='green')\n", - "t = ax.set_title('Column 6 Cross-Section with IBOUND Boundary Conditions')" + "xsect = flopy.plot.PlotCrossSection(model=ml, line={\"Column\": 5})\n", + "patches = xsect.plot_ibound(color_noflow=\"red\", color_ch=\"orange\")\n", + "linecollection = xsect.plot_grid(color=\"green\")\n", + "t = ax.set_title(\"Column 6 Cross-Section with IBOUND Boundary Conditions\")" ] }, { @@ -318,11 +316,11 @@ "fig = plt.figure(figsize=(15, 5))\n", "ax = fig.add_subplot(1, 1, 1)\n", "\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'Column': 5})\n", - "patches = xsect.plot_bc('WEL', color='pink')\n", + "xsect = flopy.plot.PlotCrossSection(model=ml, line={\"Column\": 5})\n", + "patches = xsect.plot_bc(\"WEL\", color=\"pink\")\n", "patches = xsect.plot_ibound()\n", "linecollection = xsect.plot_grid()\n", - "t = ax.set_title('Column 6 Cross-Section with Boundary Conditions')" + "t = ax.set_title(\"Column 6 Cross-Section with Boundary Conditions\")" ] }, { @@ -341,7 +339,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -358,11 +356,11 @@ "\n", "fig = plt.figure(figsize=(18, 5))\n", "ax = fig.add_subplot(1, 1, 1)\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'Column': 5})\n", + "xsect = flopy.plot.PlotCrossSection(model=ml, line={\"Column\": 5})\n", "csa = xsect.plot_array(a)\n", "patches = xsect.plot_ibound()\n", "linecollection = xsect.plot_grid()\n", - "t = ax.set_title('Column 6 Cross-Section with Random Data')\n", + "t = ax.set_title(\"Column 6 Cross-Section with Random Data\")\n", "cb = plt.colorbar(csa, shrink=0.75)" ] }, @@ -390,11 +388,13 @@ "\n", "fig = plt.figure(figsize=(18, 5))\n", "ax = fig.add_subplot(1, 1, 1)\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'Column': 5})\n", + "xsect = flopy.plot.PlotCrossSection(model=ml, line={\"Column\": 5})\n", "csa = xsect.plot_array(a)\n", "patches = xsect.plot_ibound()\n", "linecollection = xsect.plot_grid()\n", - "t = ax.set_title('Column 6 Cross-Section with Horizontal hydraulic conductivity')\n", + "t = ax.set_title(\n", + " \"Column 6 Cross-Section with Horizontal hydraulic conductivity\"\n", + ")\n", "cb = plt.colorbar(csa, shrink=0.75)" ] }, @@ -431,11 +431,13 @@ "\n", "fig = plt.figure(figsize=(18, 5))\n", "ax = fig.add_subplot(1, 1, 1)\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'Column': 5})\n", - "contour_set = xsect.contour_array(a, masked_values=[0], cmap='jet')\n", + "xsect = flopy.plot.PlotCrossSection(model=ml, line={\"Column\": 5})\n", + "contour_set = xsect.contour_array(a, masked_values=[0], cmap=\"jet\")\n", "patches = xsect.plot_ibound()\n", - "linecollection = xsect.plot_grid(color='grey')\n", - "t = ax.set_title('Column 6 Cross-Section contour_array() horizontal hydraulic conductivity')\n", + "linecollection = xsect.plot_grid(color=\"grey\")\n", + "t = ax.set_title(\n", + " \"Column 6 Cross-Section contour_array() horizontal hydraulic conductivity\"\n", + ")\n", "cb = plt.colorbar(contour_set, shrink=0.75)" ] }, @@ -469,16 +471,16 @@ } ], "source": [ - "fname = os.path.join(modelpth, 'freyberg.hds')\n", + "fname = os.path.join(modelpth, \"freyberg.hds\")\n", "hdobj = flopy.utils.HeadFile(fname)\n", "head = hdobj.get_data()\n", "\n", "fig = plt.figure(figsize=(18, 5))\n", "\n", "ax = fig.add_subplot(1, 1, 1)\n", - "ax.set_title('plot_array() used to plotting Heads')\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'Column': 5})\n", - "pc = xsect.plot_array(head, masked_values=[999.], head=head, alpha=0.5)\n", + "ax.set_title(\"plot_array() used to plotting Heads\")\n", + "xsect = flopy.plot.PlotCrossSection(model=ml, line={\"Column\": 5})\n", + "pc = xsect.plot_array(head, masked_values=[999.0], head=head, alpha=0.5)\n", "patches = xsect.plot_ibound(head=head)\n", "linecollection = xsect.plot_grid()\n", "cb = plt.colorbar(pc, shrink=0.75)" @@ -508,19 +510,21 @@ "\n", "fig = plt.figure(figsize=(18, 5))\n", "ax = fig.add_subplot(1, 1, 1)\n", - "ax.set_title('contour_array() and plot_array() of head values')\n", + "ax.set_title(\"contour_array() and plot_array() of head values\")\n", "\n", "# instantiate the PlotCrossSection object\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'Column': 5})\n", + "xsect = flopy.plot.PlotCrossSection(model=ml, line={\"Column\": 5})\n", "\n", "# plot the head array and model grid\n", - "pc = xsect.plot_array(head, masked_values=[999.], head=head, alpha=0.5)\n", + "pc = xsect.plot_array(head, masked_values=[999.0], head=head, alpha=0.5)\n", "patches = xsect.plot_ibound(head=head)\n", "linecollection = xsect.plot_grid()\n", "\n", "# do black contour lines of the head array\n", - "contour_set = xsect.contour_array(head, masked_values=[999.], head=head, levels=levels, colors='k')\n", - "plt.clabel(contour_set, fmt='%.1f', colors='k', fontsize=11)\n", + "contour_set = xsect.contour_array(\n", + " head, masked_values=[999.0], head=head, levels=levels, colors=\"k\"\n", + ")\n", + "plt.clabel(contour_set, fmt=\"%.1f\", colors=\"k\", fontsize=11)\n", "\n", "cb = plt.colorbar(pc, shrink=0.75)" ] @@ -553,20 +557,22 @@ } ], "source": [ - "levels = np.arange(10, 30, .5)\n", + "levels = np.arange(10, 30, 0.5)\n", "\n", "fig = plt.figure(figsize=(18, 5))\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'Column': 5})\n", + "xsect = flopy.plot.PlotCrossSection(model=ml, line={\"Column\": 5})\n", "\n", "# contour array and plot ibound\n", - "ct = xsect.contour_array(head, masked_values=[999.], head=head, levels=levels, linewidths=2.5)\n", + "ct = xsect.contour_array(\n", + " head, masked_values=[999.0], head=head, levels=levels, linewidths=2.5\n", + ")\n", "pc = xsect.plot_ibound(head=head)\n", "\n", - "#plot the surface and model grid\n", - "wt = xsect.plot_surface(head, masked_values=[999.], color='blue', lw=2.5)\n", + "# plot the surface and model grid\n", + "wt = xsect.plot_surface(head, masked_values=[999.0], color=\"blue\", lw=2.5)\n", "linecollection = xsect.plot_grid()\n", "\n", - "plt.title('contour_array() and plot_surface()')\n", + "plt.title(\"contour_array() and plot_surface()\")\n", "cb = plt.colorbar(ct, shrink=0.75)" ] }, @@ -585,11 +591,13 @@ "metadata": {}, "outputs": [], "source": [ - "fname = os.path.join(modelpth, 'freyberg.cbc')\n", + "fname = os.path.join(modelpth, \"freyberg.cbc\")\n", "cbb = flopy.utils.CellBudgetFile(fname)\n", - "frf = cbb.get_data(text='FLOW RIGHT FACE')[0]\n", - "fff = cbb.get_data(text='FLOW FRONT FACE')[0]\n", - "qx, qy, qz = flopy.utils.postprocessing.get_specific_discharge((frf, fff, None), ml, head=head)" + "frf = cbb.get_data(text=\"FLOW RIGHT FACE\")[0]\n", + "fff = cbb.get_data(text=\"FLOW FRONT FACE\")[0]\n", + "qx, qy, qz = flopy.utils.postprocessing.get_specific_discharge(\n", + " (frf, fff, None), ml, head=head\n", + ")" ] }, { @@ -614,15 +622,25 @@ "fig = plt.figure(figsize=(18, 5))\n", "ax = fig.add_subplot(1, 1, 1)\n", "\n", - "ax.set_title('plot_array() and plot_vector()')\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, ax=ax, line={'Column': 5})\n", - "csa = xsect.plot_array(head, masked_values=[999.], head=head, alpha=0.5)\n", + "ax.set_title(\"plot_array() and plot_vector()\")\n", + "xsect = flopy.plot.PlotCrossSection(model=ml, ax=ax, line={\"Column\": 5})\n", + "csa = xsect.plot_array(head, masked_values=[999.0], head=head, alpha=0.5)\n", "patches = xsect.plot_ibound(head=head)\n", "linecollection = xsect.plot_grid()\n", - "quiver = xsect.plot_vector(qx, qy, qz, head=head,\n", - " hstep=2, normalize=True, color='green', \n", - " scale=30, headwidth=3, headlength=3, headaxislength=3,\n", - " zorder=10)\n", + "quiver = xsect.plot_vector(\n", + " qx,\n", + " qy,\n", + " qz,\n", + " head=head,\n", + " hstep=2,\n", + " normalize=True,\n", + " color=\"green\",\n", + " scale=30,\n", + " headwidth=3,\n", + " headlength=3,\n", + " headaxislength=3,\n", + " zorder=10,\n", + ")\n", "\n", "cb = plt.colorbar(csa, shrink=0.75)" ] @@ -657,31 +675,35 @@ } ], "source": [ - "# Setup the figure and PlotMapView. Show a very faint map of ibound and \n", + "# Setup the figure and PlotMapView. Show a very faint map of ibound and\n", "# model grid by specifying a transparency alpha value.\n", "\n", "# set the modelgrid rotation and offset\n", - "ml.modelgrid.set_coord_info(xoff=-2419.2189559966773, yoff=297.0427372400354, angrot=-14)\n", + "ml.modelgrid.set_coord_info(\n", + " xoff=-2419.2189559966773, yoff=297.0427372400354, angrot=-14\n", + ")\n", "\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "\n", - "# Plot a shapefile of \n", - "shp = os.path.join(loadpth, 'gis', 'bedrock_outcrop_hole_rotate14')\n", - "patch_collection = mapview.plot_shapefile(shp, #facecolor='none', \n", - " edgecolor='green', linewidths=2, alpha=0.5)\n", + "# Plot a shapefile of\n", + "shp = os.path.join(loadpth, \"gis\", \"bedrock_outcrop_hole_rotate14\")\n", + "patch_collection = mapview.plot_shapefile(\n", + " shp, edgecolor=\"green\", linewidths=2, alpha=0.5 # facecolor='none',\n", + ")\n", "# Plot a shapefile of a cross-section line\n", - "shp = os.path.join(loadpth, 'gis', 'cross_section_rotate14')\n", - "patch_collection = mapview.plot_shapefile(shp, radius=0, lw=3, \n", - " edgecolor='red', facecolor='None')\n", + "shp = os.path.join(loadpth, \"gis\", \"cross_section_rotate14\")\n", + "patch_collection = mapview.plot_shapefile(\n", + " shp, radius=0, lw=3, edgecolor=\"red\", facecolor=\"None\"\n", + ")\n", "\n", "# Plot a shapefile of well locations\n", - "shp = os.path.join(loadpth, 'gis', 'wells_locations_rotate14')\n", - "patch_collection = mapview.plot_shapefile(shp, radius=100, facecolor='red')\n", + "shp = os.path.join(loadpth, \"gis\", \"wells_locations_rotate14\")\n", + "patch_collection = mapview.plot_shapefile(shp, radius=100, facecolor=\"red\")\n", "\n", "# Plot the grid and boundary conditions over the top\n", - "quadmesh = mapview.plot_ibound(alpha = 0.1)\n", + "quadmesh = mapview.plot_ibound(alpha=0.1)\n", "linecollection = mapview.plot_grid(alpha=0.1);" ] }, @@ -714,7 +736,7 @@ ], "source": [ "# get the vertices for cross-section lines in a shapefile\n", - "fpth = os.path.join(loadpth, 'gis', 'cross_section_rotate14')\n", + "fpth = os.path.join(loadpth, \"gis\", \"cross_section_rotate14\")\n", "line = flopy.plot.plotutil.shapefile_get_vertices(fpth)\n", "\n", "# Set up the figure\n", @@ -723,11 +745,11 @@ "ax.set_title(\"plot_array() along an arbitrary cross-sectional line\")\n", "\n", "# plot head values along the cross sectional line\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'line': line[0]})\n", - "csa = xsect.plot_array(head, masked_values=[999.], head=head, alpha=0.5)\n", + "xsect = flopy.plot.PlotCrossSection(model=ml, line={\"line\": line[0]})\n", + "csa = xsect.plot_array(head, masked_values=[999.0], head=head, alpha=0.5)\n", "patches = xsect.plot_ibound(head=head)\n", "linecollection = xsect.plot_grid(lw=0.5)\n", - "cb = fig.colorbar(csa, ax=ax, shrink=0.5)\n" + "cb = fig.colorbar(csa, ax=ax, shrink=0.5)" ] }, { @@ -761,7 +783,7 @@ ], "source": [ "# get the vertices for cross-section lines in a shapefile\n", - "fpth = os.path.join(loadpth, 'gis', 'cross_section_rotate14')\n", + "fpth = os.path.join(loadpth, \"gis\", \"cross_section_rotate14\")\n", "line = flopy.plot.plotutil.shapefile_get_vertices(fpth)\n", "\n", "# Set up the figure\n", @@ -770,8 +792,10 @@ "ax.set_title(\"plot_array() along an arbitrary cross-sectional line\")\n", "\n", "# plot head values along the cross sectional line\n", - "xsect = flopy.plot.PlotCrossSection(model=ml, line={'line': line[0]}, geographic_coords=True)\n", - "csa = xsect.plot_array(head, masked_values=[999.], head=head, alpha=0.5)\n", + "xsect = flopy.plot.PlotCrossSection(\n", + " model=ml, line={\"line\": line[0]}, geographic_coords=True\n", + ")\n", + "csa = xsect.plot_array(head, masked_values=[999.0], head=head, alpha=0.5)\n", "patches = xsect.plot_ibound(head=head)\n", "linecollection = xsect.plot_grid(lw=0.5)\n", "cb = fig.colorbar(csa, ax=ax, shrink=0.5)" @@ -829,8 +853,9 @@ " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Aug 01 2021 12:51:08 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -845,18 +870,24 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 15:07:46\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:43:43\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n", + "\n", " Solving: Stress period: 1 Time step: 1\n", - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 15:07:46\n", - " Elapsed run time: 0.111 Seconds\n", - " \n", - " Normal termination of simulation.\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:43:43\n", + " Elapsed run time: 0.096 Seconds\n", + "\n", + " Normal termination of simulation.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Output file located: freyberg.hds\n", "Output file located: freyberg.cbc\n" ] @@ -864,25 +895,26 @@ ], "source": [ "# load the Freyberg model into mf6-flopy and run the simulation\n", - "sim_name = 'mfsim.nam'\n", + "sim_name = \"mfsim.nam\"\n", "sim_path = os.path.join(\"..\", \"data\", \"mf6-freyberg\")\n", - "sim = flopy.mf6.MFSimulation.load(sim_name=sim_name, version=vmf6, exe_name=exe_name_mf6, \n", - " sim_ws=sim_path)\n", + "sim = flopy.mf6.MFSimulation.load(\n", + " sim_name=sim_name, version=vmf6, exe_name=exe_name_mf6, sim_ws=sim_path\n", + ")\n", "\n", - "newpth = os.path.join('data')\n", + "newpth = os.path.join(\"data\")\n", "sim.set_sim_path(newpth)\n", "sim.write_simulation()\n", "success, buff = sim.run_simulation()\n", "if not success:\n", - " print ('Something bad happened.')\n", - "files = ['freyberg.hds', 'freyberg.cbc']\n", + " print(\"Something bad happened.\")\n", + "files = [\"freyberg.hds\", \"freyberg.cbc\"]\n", "for f in files:\n", " if os.path.isfile(os.path.join(modelpth, f)):\n", - " msg = 'Output file located: {}'.format(f)\n", - " print (msg)\n", + " msg = \"Output file located: {}\".format(f)\n", + " print(msg)\n", " else:\n", - " errmsg = 'Error. Output file cannot be found: {}'.format(f)\n", - " print (errmsg)" + " errmsg = \"Error. Output file cannot be found: {}\".format(f)\n", + " print(errmsg)" ] }, { @@ -914,28 +946,30 @@ ], "source": [ "# get the modflow-6 model we want to plot\n", - "ml6 = sim.get_model('freyberg')\n", + "ml6 = sim.get_model(\"freyberg\")\n", "\n", "fig = plt.figure(figsize=(15, 10))\n", "ax = fig.add_subplot(2, 1, 1)\n", "\n", "# plot boundary conditions\n", - "xsect = flopy.plot.PlotCrossSection(model=ml6, line={'Column': 5})\n", - "patches = xsect.plot_bc('WEL_0', color='pink')\n", + "xsect = flopy.plot.PlotCrossSection(model=ml6, line={\"Column\": 5})\n", + "patches = xsect.plot_bc(\"WEL_0\", color=\"pink\")\n", "patches = xsect.plot_ibound()\n", "linecollection = xsect.plot_grid()\n", - "t = ax.set_title('Column 6 Cross-Section with Boundary Conditions')\n", + "t = ax.set_title(\"Column 6 Cross-Section with Boundary Conditions\")\n", "\n", "# plot xxxx\n", "ax = fig.add_subplot(2, 1, 2)\n", "# plot the horizontal hydraulic conductivities\n", "a = ml6.npf.k.array\n", "\n", - "xsect = flopy.plot.PlotCrossSection(model=ml6, line={'Column': 5})\n", + "xsect = flopy.plot.PlotCrossSection(model=ml6, line={\"Column\": 5})\n", "csa = xsect.plot_array(a)\n", "patches = xsect.plot_ibound()\n", "linecollection = xsect.plot_grid()\n", - "t = ax.set_title('Column 6 Cross-Section with Horizontal hydraulic conductivity')\n", + "t = ax.set_title(\n", + " \"Column 6 Cross-Section with Horizontal hydraulic conductivity\"\n", + ")\n", "cb = plt.colorbar(csa, shrink=0.75)" ] }, @@ -974,22 +1008,34 @@ "\n", "# get the specific discharge from the cell budget file\n", "cbc_file = os.path.join(newpth, \"freyberg.cbc\")\n", - "cbc = flopy.utils.CellBudgetFile(cbc_file, precision='double')\n", - "spdis = cbc.get_data(text='SPDIS')[-1]\n", - "qx, qy, qz = flopy.utils.postprocessing.get_specific_discharge(spdis, ml6, head=head)\n", + "cbc = flopy.utils.CellBudgetFile(cbc_file, precision=\"double\")\n", + "spdis = cbc.get_data(text=\"SPDIS\")[-1]\n", + "qx, qy, qz = flopy.utils.postprocessing.get_specific_discharge(\n", + " spdis, ml6, head=head\n", + ")\n", "\n", "fig = plt.figure(figsize=(18, 5))\n", "ax = fig.add_subplot(1, 1, 1)\n", "\n", - "ax.set_title('plot_array() and plot_vector()')\n", - "xsect = flopy.plot.PlotCrossSection(model=ml6, ax=ax, line={'Column': 5})\n", + "ax.set_title(\"plot_array() and plot_vector()\")\n", + "xsect = flopy.plot.PlotCrossSection(model=ml6, ax=ax, line={\"Column\": 5})\n", "csa = xsect.plot_array(head, masked_values=[1e30], head=head, alpha=0.5)\n", "patches = xsect.plot_ibound(head=head)\n", "linecollection = xsect.plot_grid()\n", - "quiver = xsect.plot_vector(qx, qy, qz, head=head, \n", - " hstep=2, normalize=True, color='green', \n", - " scale=30, headwidth=3, headlength=3, headaxislength=3,\n", - " zorder=10)\n", + "quiver = xsect.plot_vector(\n", + " qx,\n", + " qy,\n", + " qz,\n", + " head=head,\n", + " hstep=2,\n", + " normalize=True,\n", + " color=\"green\",\n", + " scale=30,\n", + " headwidth=3,\n", + " headlength=3,\n", + " headaxislength=3,\n", + " zorder=10,\n", + ")\n", "\n", "cb = plt.colorbar(csa, shrink=0.75)" ] @@ -1019,7 +1065,13 @@ " writing ims package ims...\n", " writing model mp7p2...\n", " writing model name file...\n", - " writing package disv...\n", + " writing package disv...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " writing package ic...\n", " writing package npf...\n", " writing package wel_0...\n", @@ -1032,8 +1084,9 @@ " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Aug 01 2021 12:51:08 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -1048,17 +1101,23 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 15:07:50\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:43:45\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n", - " Solving: Stress period: 1 Time step: 1\n", - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 15:07:51\n", - " Elapsed run time: 0.198 Seconds\n", - " \n", + "\n", + " Solving: Stress period: 1 Time step: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:43:45\n", + " Elapsed run time: 0.209 Seconds\n", + "\n", "\n", "WARNING REPORT:\n", "\n", @@ -1120,18 +1179,19 @@ "# build and run vertex model grid demo problem\n", "sys.path.append(os.path.join(\"..\", \"common\"))\n", "import setup_pmv_demo\n", + "\n", "setup_pmv_demo.run()\n", "\n", "# check if model ran properly\n", "modelpth = os.path.join(\"data\", \"mp7_ex2\", \"mf6\")\n", - "files = ['mp7p2.hds', 'mp7p2.cbb']\n", + "files = [\"mp7p2.hds\", \"mp7p2.cbb\"]\n", "for f in files:\n", " if os.path.isfile(os.path.join(modelpth, f)):\n", - " msg = 'Output file located: {}'.format(f)\n", - " print (msg)\n", + " msg = \"Output file located: {}\".format(f)\n", + " print(msg)\n", " else:\n", - " errmsg = 'Error. Output file cannot be found: {}'.format(f)\n", - " print (errmsg)" + " errmsg = \"Error. Output file cannot be found: {}\".format(f)\n", + " print(errmsg)" ] }, { @@ -1147,7 +1207,13 @@ " loading simulation name file...\n", " loading tdis package...\n", " loading model gwf6...\n", - " loading package disv...\n", + " loading package disv...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "WARNING: Unable to resolve dimension of ('gwf6', 'disv', 'cell2d', 'cell2d', 'icvert') based on shape \"ncvert\".\n", " loading package ic...\n", " loading package npf...\n", @@ -1162,8 +1228,12 @@ "source": [ "# load the simulation and get the model\n", "vertex_sim_name = \"mfsim.nam\"\n", - "vertex_sim = flopy.mf6.MFSimulation.load(sim_name=vertex_sim_name, version=vmf6, exe_name=exe_name_mf6, \n", - " sim_ws=modelpth)\n", + "vertex_sim = flopy.mf6.MFSimulation.load(\n", + " sim_name=vertex_sim_name,\n", + " version=vmf6,\n", + " exe_name=exe_name_mf6,\n", + " sim_ws=modelpth,\n", + ")\n", "vertex_ml6 = vertex_sim.get_model(\"mp7p2\")" ] }, @@ -1199,7 +1269,7 @@ "\n", "# Let's plot the model grid in map view to look at it\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "ax.set_title(\"Vertex Model Grid (DISV) with cross sectional line\")\n", "\n", "# use PlotMapView to plot a DISV (vertex) model\n", @@ -1207,7 +1277,7 @@ "linecollection = mapview.plot_grid()\n", "\n", "# plot the line over the model grid\n", - "lc = plt.plot(line.T[0], line.T[1], 'r--', lw=2)" + "lc = plt.plot(line.T[0], line.T[1], \"r--\", lw=2)" ] }, { @@ -1240,13 +1310,13 @@ "ax = fig.add_subplot(1, 1, 1)\n", "\n", "# Next we create an instance of the PlotCrossSection class\n", - "xsect = flopy.plot.PlotCrossSection(model=vertex_ml6, line={'line': line})\n", + "xsect = flopy.plot.PlotCrossSection(model=vertex_ml6, line={\"line\": line})\n", "\n", "# Then we can use the plot_grid() method to draw the grid\n", "# The return value for this function is a matplotlib LineCollection object,\n", "# which could be manipulated (or used) later if necessary.\n", "linecollection = xsect.plot_grid()\n", - "t = ax.set_title('Column 6 Cross-Section - Model Grid')" + "t = ax.set_title(\"Column 6 Cross-Section - Model Grid\")" ] }, { @@ -1278,7 +1348,7 @@ ], "source": [ "# get the head output for stress period 1 from the modflow6 head file\n", - "head = flopy.utils.HeadFile(os.path.join(modelpth, 'mp7p2.hds'))\n", + "head = flopy.utils.HeadFile(os.path.join(modelpth, \"mp7p2.hds\"))\n", "hdata = head.get_alldata()[0, :, :, :]\n", "\n", "fig = plt.figure(figsize=(18, 5))\n", @@ -1327,8 +1397,8 @@ "patch_collection = xsect.plot_array(hdata, head=hdata, alpha=0.5)\n", "line_collection = xsect.plot_grid()\n", "\n", - "contour_set = xsect.contour_array(hdata, levels=levels, colors='k')\n", - "plt.clabel(contour_set, fmt='%.1f', colors='k', fontsize=11)\n", + "contour_set = xsect.contour_array(hdata, levels=levels, colors=\"k\")\n", + "plt.clabel(contour_set, fmt=\"%.1f\", colors=\"k\", fontsize=11)\n", "\n", "cb = plt.colorbar(patch_collection, shrink=0.75)" ] @@ -1367,7 +1437,7 @@ "\n", "# Let's plot the model grid in map view to look at it\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "ax.set_title(\"Vertex Model Grid (DISV) with cross sectional line\")\n", "\n", "# use PlotMapView to plot a DISV (vertex) model\n", @@ -1375,7 +1445,7 @@ "linecollection = mapview.plot_grid()\n", "\n", "# plot the line over the model grid\n", - "lc = plt.plot(line.T[0], line.T[1], 'r--', lw=2)" + "lc = plt.plot(line.T[0], line.T[1], \"r--\", lw=2)" ] }, { @@ -1398,9 +1468,11 @@ ], "source": [ "# plot specific discharge on cross section\n", - "cbb = flopy.utils.CellBudgetFile(os.path.join(modelpth, 'mp7p2.cbb'))\n", + "cbb = flopy.utils.CellBudgetFile(os.path.join(modelpth, \"mp7p2.cbb\"))\n", "spdis = cbb.get_data(text=\"SPDIS\")[-1]\n", - "qx, qy, qz = flopy.utils.postprocessing.get_specific_discharge(spdis, vertex_ml6, head=hdata)\n", + "qx, qy, qz = flopy.utils.postprocessing.get_specific_discharge(\n", + " spdis, vertex_ml6, head=hdata\n", + ")\n", "\n", "fig = plt.figure(figsize=(18, 5))\n", "ax = fig.add_subplot(1, 1, 1)\n", @@ -1408,10 +1480,20 @@ "xsect = flopy.plot.PlotCrossSection(model=vertex_ml6, line={\"line\": line})\n", "patch_collection = xsect.plot_array(hdata, head=hdata, alpha=0.5)\n", "line_collection = xsect.plot_grid()\n", - "quiver = xsect.plot_vector(qx, qy, qz, head=hdata, \n", - " hstep=3, normalize=True, color='green', \n", - " scale=30, headwidth=3, headlength=3, headaxislength=3,\n", - " zorder=10)\n", + "quiver = xsect.plot_vector(\n", + " qx,\n", + " qy,\n", + " qz,\n", + " head=hdata,\n", + " hstep=3,\n", + " normalize=True,\n", + " color=\"green\",\n", + " scale=30,\n", + " headwidth=3,\n", + " headlength=3,\n", + " headaxislength=3,\n", + " zorder=10,\n", + ")\n", "\n", "cb = plt.colorbar(patch_collection, shrink=0.75)" ] @@ -1436,9 +1518,27 @@ "name": "stdout", "output_type": "stream", "text": [ - "Building mf6gwf model...ex-gwt-keating\n", - "Building mf6gwt model...ex-gwt-keating\n", - "Running mf6gwf model...\n", + "Building mf6gwf model...ex-gwt-keating\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Building mf6gwt model...ex-gwt-keating\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Running mf6gwf model...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Running mf6gwt model...\n" ] }, @@ -1502,15 +1602,17 @@ } ], "source": [ - "sim_path = os.path.join('data', 'mf6-gwt-keating', 'mf6gwf')\n", - "tr_path = os.path.join('data', 'mf6-gwt-keating', 'mf6gwt')\n", - "sim_name = 'mfsim.nam'\n", - "sim = flopy.mf6.MFSimulation.load(sim_name=sim_name, version=vmf6, exe_name=exe_name_mf6, \n", - " sim_ws=sim_path)\n", + "sim_path = os.path.join(\"data\", \"mf6-gwt-keating\", \"mf6gwf\")\n", + "tr_path = os.path.join(\"data\", \"mf6-gwt-keating\", \"mf6gwt\")\n", + "sim_name = \"mfsim.nam\"\n", + "sim = flopy.mf6.MFSimulation.load(\n", + " sim_name=sim_name, version=vmf6, exe_name=exe_name_mf6, sim_ws=sim_path\n", + ")\n", "gwf6 = sim.get_model(\"flow\")\n", "\n", - "sim = flopy.mf6.MFSimulation.load(sim_name=sim_name, version=vmf6, exe_name=exe_name_mf6, \n", - " sim_ws=tr_path)\n", + "sim = flopy.mf6.MFSimulation.load(\n", + " sim_name=sim_name, version=vmf6, exe_name=exe_name_mf6, sim_ws=tr_path\n", + ")\n", "gwt6 = sim.get_model(\"trans\")" ] }, @@ -1541,21 +1643,25 @@ "\n", "with styles.USGSMap():\n", " fig, ax = plt.subplots(1, 1, figsize=(12, 8), dpi=300, tight_layout=True)\n", - " \n", - " xsect = flopy.plot.PlotCrossSection(model=gwf6, ax=ax, line={'row': 0})\n", + "\n", + " xsect = flopy.plot.PlotCrossSection(model=gwf6, ax=ax, line={\"row\": 0})\n", " pc = xsect.plot_array(head, head=head, cmap=\"jet\")\n", " xsect.plot_bc(ftype=\"RCH\", color=\"red\")\n", " xsect.plot_bc(ftype=\"CHD\")\n", " plt.colorbar(pc, shrink=0.25)\n", - " \n", + "\n", " # add a rectangle to show the confining layer\n", - " confining_rect = mpl.patches.Rectangle((3000, 1000), 3000, 100, color=\"gray\", alpha=0.5)\n", + " confining_rect = mpl.patches.Rectangle(\n", + " (3000, 1000), 3000, 100, color=\"gray\", alpha=0.5\n", + " )\n", " ax.add_patch(confining_rect)\n", - " \n", + "\n", " # set labels using styles\n", " styles.xlabel(label=\"x-position (m)\")\n", " styles.ylabel(label=\"elevation (m)\")\n", - " styles.heading(letter=\"A.\", heading=\"Simulated hydraulic head\", fontsize=10)\n", + " styles.heading(\n", + " letter=\"A.\", heading=\"Simulated hydraulic head\", fontsize=10\n", + " )\n", " ax.set_aspect(1.0)" ] }, @@ -1603,19 +1709,21 @@ " pc = xsect.plot_array(conc, head=head, cmap=\"jet\", vmin=0, vmax=1)\n", " xsect.plot_bc(ftype=\"RCH\", color=\"red\")\n", " xsect.plot_bc(ftype=\"CHD\")\n", - " \n", + "\n", " # plot confining layer\n", - " confining_rect = mpl.patches.Rectangle((3000, 1000), 3000, 100, color=\"gray\", alpha=0.5)\n", + " confining_rect = mpl.patches.Rectangle(\n", + " (3000, 1000), 3000, 100, color=\"gray\", alpha=0.5\n", + " )\n", " ax.add_patch(confining_rect)\n", - " \n", + "\n", " # set axis labels and title using styles\n", " styles.ylabel(ax=ax, label=\"elevation (m)\", fontsize=10)\n", " if ix == 2:\n", " styles.xlabel(ax=ax, label=\"x-position (m)\", fontsize=10)\n", " styles.heading(ax=ax, heading=heading, idx=ix, fontsize=12)\n", - " \n", + "\n", " ax.set_aspect(1.0)\n", - " \n", + "\n", " # add observation locations based on grid cell centers\n", " for k, i, j in [obs1, obs2]:\n", " x = xgrid[i, j]\n", diff --git a/examples/Notebooks/flopy3.3_PlotMapView.ipynb b/examples/Notebooks/flopy3.3_PlotMapView.ipynb index 17d4663111..e21d289560 100644 --- a/examples/Notebooks/flopy3.3_PlotMapView.ipynb +++ b/examples/Notebooks/flopy3.3_PlotMapView.ipynb @@ -42,14 +42,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -58,25 +58,25 @@ "metadata": {}, "outputs": [], "source": [ - "#Set name of MODFLOW exe\n", - "#assumes executable is in users path statement\n", - "v2005 = 'mf2005'\n", - "exe_name_2005 = 'mf2005'\n", - "vmf6 = 'mf6'\n", - "exe_name_mf6 = 'mf6'\n", - "exe_mp = 'mp6'\n", - "if platform.system() == 'Windows':\n", - " exe_name_2005 += '.exe'\n", - " exe_name_mf6 += '.exe'\n", - " exe_mp += '.exe'\n", + "# Set name of MODFLOW exe\n", + "# assumes executable is in users path statement\n", + "v2005 = \"mf2005\"\n", + "exe_name_2005 = \"mf2005\"\n", + "vmf6 = \"mf6\"\n", + "exe_name_mf6 = \"mf6\"\n", + "exe_mp = \"mp6\"\n", + "if platform.system() == \"Windows\":\n", + " exe_name_2005 += \".exe\"\n", + " exe_name_mf6 += \".exe\"\n", + " exe_mp += \".exe\"\n", "\n", - "#Set the paths\n", - "loadpth = os.path.join('..', 'data', 'freyberg')\n", - "modelpth = os.path.join('data')\n", + "# Set the paths\n", + "loadpth = os.path.join(\"..\", \"data\", \"freyberg\")\n", + "modelpth = os.path.join(\"data\")\n", "\n", - "#make sure modelpth directory exists\n", - "if not os.path.exists(modelpth):\n", - " os.makedirs(modelpth)" + "# make sure modelpth directory exists\n", + "if not os.path.isdir(modelpth):\n", + " os.makedirs(modelpth, exist_ok=True)" ] }, { @@ -96,9 +96,6 @@ "name": "stdout", "output_type": "stream", "text": [ - "\n", - "changing model workspace...\n", - " data\n", "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf2005\n", "\n", " MODFLOW-2005 \n", @@ -106,11 +103,11 @@ " Version 1.12.00 2/3/2017 \n", "\n", " Using NAME file: freyberg.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 14:37:31\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:07\n", "\n", " Solving: Stress period: 1 Time step: 1 Ground-Water Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 14:37:31\n", - " Elapsed run time: 0.013 Seconds\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:08\n", + " Elapsed run time: 0.011 Seconds\n", "\n", " Normal termination of simulation\n", "Output file located: freyberg.hds\n", @@ -119,21 +116,22 @@ } ], "source": [ - "ml = flopy.modflow.Modflow.load('freyberg.nam', model_ws=loadpth, \n", - " exe_name=exe_name_2005, version=v2005)\n", + "ml = flopy.modflow.Modflow.load(\n", + " \"freyberg.nam\", model_ws=loadpth, exe_name=exe_name_2005, version=v2005\n", + ")\n", "ml.change_model_ws(new_pth=modelpth)\n", "ml.write_input()\n", "success, buff = ml.run_model()\n", "if not success:\n", - " print ('Something bad happened.')\n", - "files = ['freyberg.hds', 'freyberg.cbc']\n", + " print(\"Something bad happened.\")\n", + "files = [\"freyberg.hds\", \"freyberg.cbc\"]\n", "for f in files:\n", " if os.path.isfile(os.path.join(modelpth, f)):\n", - " msg = 'Output file located: {}'.format(f)\n", - " print (msg)\n", + " msg = \"Output file located: {}\".format(f)\n", + " print(msg)\n", " else:\n", - " errmsg = 'Error. Output file cannot be found: {}'.format(f)\n", - " print (errmsg)" + " errmsg = \"Error. Output file cannot be found: {}\".format(f)\n", + " print(errmsg)" ] }, { @@ -169,7 +167,13 @@ "Checking budget file and building index ...\n", " \n", "Run particle tracking simulation ...\n", - "Processing Time Step 1 Period 1. Time = 1.00000E+01 \n", + "Processing Time Step 1 Period 1. Time = 1.00000E+01 \n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Particle tracking complete. Writing endpoint file ... \n", "End of MODPATH simulation. Normal termination.\n" ] @@ -186,21 +190,33 @@ } ], "source": [ - "mp = flopy.modpath.Modpath6('freybergmp', exe_name=exe_mp, \n", - " modflowmodel=ml, model_ws=modelpth)\n", - "mpbas = flopy.modpath.Modpath6Bas(mp, hnoflo=ml.bas6.hnoflo, hdry=ml.lpf.hdry, \n", - " ibound=ml.bas6.ibound.array, \n", - " prsity=0.2, prsityCB=0.2)\n", - "sim = mp.create_mpsim(trackdir='forward', simtype='endpoint', packages='RCH')\n", + "mp = flopy.modpath.Modpath6(\n", + " \"freybergmp\", exe_name=exe_mp, modflowmodel=ml, model_ws=modelpth\n", + ")\n", + "mpbas = flopy.modpath.Modpath6Bas(\n", + " mp,\n", + " hnoflo=ml.bas6.hnoflo,\n", + " hdry=ml.lpf.hdry,\n", + " ibound=ml.bas6.ibound.array,\n", + " prsity=0.2,\n", + " prsityCB=0.2,\n", + ")\n", + "sim = mp.create_mpsim(trackdir=\"forward\", simtype=\"endpoint\", packages=\"RCH\")\n", "mp.write_input()\n", "mp.run_model()\n", "\n", - "mpp = flopy.modpath.Modpath6('freybergmpp', exe_name=exe_mp, \n", - " modflowmodel=ml, model_ws=modelpth)\n", - "mpbas = flopy.modpath.Modpath6Bas(mpp, hnoflo=ml.bas6.hnoflo, hdry=ml.lpf.hdry, \n", - " ibound=ml.bas6.ibound.array, \n", - " prsity=0.2, prsityCB=0.2)\n", - "sim = mpp.create_mpsim(trackdir='backward', simtype='pathline', packages='WEL')\n", + "mpp = flopy.modpath.Modpath6(\n", + " \"freybergmpp\", exe_name=exe_mp, modflowmodel=ml, model_ws=modelpth\n", + ")\n", + "mpbas = flopy.modpath.Modpath6Bas(\n", + " mpp,\n", + " hnoflo=ml.bas6.hnoflo,\n", + " hdry=ml.lpf.hdry,\n", + " ibound=ml.bas6.ibound.array,\n", + " prsity=0.2,\n", + " prsityCB=0.2,\n", + ")\n", + "sim = mpp.create_mpsim(trackdir=\"backward\", simtype=\"pathline\", packages=\"WEL\")\n", "mpp.write_input()\n", "mpp.run_model()" ] @@ -234,7 +250,7 @@ "source": [ "# First step is to set up the plot\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "# Next we create an instance of the PlotMapView class\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", @@ -279,7 +295,7 @@ "source": [ "fig = plt.figure(figsize=(18, 6))\n", "\n", - "ax = fig.add_subplot(1, 3, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 3, 1, aspect=\"equal\")\n", "\n", "# set modelgrid rotation\n", "ml.modelgrid.set_coord_info(angrot=14)\n", @@ -287,23 +303,23 @@ "# generate a plot\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "linecollection = mapview.plot_grid()\n", - "t = ax.set_title('rotation=14 degrees')\n", + "t = ax.set_title(\"rotation=14 degrees\")\n", "\n", "# re-set the modelgrid rotation\n", "ml.modelgrid.set_coord_info(angrot=-20)\n", "\n", - "ax = fig.add_subplot(1, 3, 2, aspect='equal')\n", + "ax = fig.add_subplot(1, 3, 2, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "linecollection = mapview.plot_grid()\n", - "t = ax.set_title('rotation=-20 degrees')\n", + "t = ax.set_title(\"rotation=-20 degrees\")\n", "\n", "# re-set the modelgrid origin and rotation\n", "ml.modelgrid.set_coord_info(xoff=507000, yoff=2927000, angrot=45)\n", "\n", - "ax = fig.add_subplot(1, 3, 3, aspect='equal')\n", + "ax = fig.add_subplot(1, 3, 3, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "linecollection = mapview.plot_grid()\n", - "t = ax.set_title(\"xoffset, yoffset, and rotation\")\n" + "t = ax.set_title(\"xoffset, yoffset, and rotation\")" ] }, { @@ -335,7 +351,7 @@ ], "source": [ "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "# set the grid rotation and then plot\n", "ml.modelgrid.set_coord_info(angrot=-14)\n", @@ -371,10 +387,10 @@ ], "source": [ "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", - "quadmesh = mapview.plot_ibound(color_noflow='red', color_ch='orange')\n", - "linecollection = mapview.plot_grid(colors='yellow')" + "quadmesh = mapview.plot_ibound(color_noflow=\"red\", color_ch=\"orange\")\n", + "linecollection = mapview.plot_grid(colors=\"yellow\")" ] }, { @@ -410,11 +426,11 @@ ], "source": [ "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "quadmesh = mapview.plot_ibound()\n", - "quadmesh = mapview.plot_bc('RIV')\n", - "quadmesh = mapview.plot_bc('WEL')\n", + "quadmesh = mapview.plot_bc(\"RIV\")\n", + "quadmesh = mapview.plot_bc(\"WEL\")\n", "linecollection = mapview.plot_grid()" ] }, @@ -445,12 +461,12 @@ ], "source": [ "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", - "quadmesh = mapview.plot_ibound(color_noflow='red', color_ch='orange')\n", - "quadmesh = mapview.plot_bc('RIV', color='purple')\n", - "quadmesh = mapview.plot_bc('WEL', color='navy')\n", - "linecollection = mapview.plot_grid(colors='yellow')" + "quadmesh = mapview.plot_ibound(color_noflow=\"red\", color_ch=\"orange\")\n", + "quadmesh = mapview.plot_bc(\"RIV\", color=\"purple\")\n", + "quadmesh = mapview.plot_bc(\"WEL\", color=\"navy\")\n", + "linecollection = mapview.plot_grid(colors=\"yellow\")" ] }, { @@ -469,7 +485,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAYwAAAHiCAYAAAD7x/tgAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAEAAElEQVR4nOz9d5gl2XmfCb4nzPXep6nMLNem2gPdMARBgjAkKEPRiCORMpTlLlfiSLuUZrTa0aOZ0c4z2lntjLQSRQ53RGkow5HoDQCCAEkQAIFGo9HeVHV3VWVWVmZe731EnLN/xM2bpjJvJEiQra6K3/PcpyrzRt44cfPmeeN8v/N9n1BK4cuXL1++fHlJe7sH4MuXL1++3hnygeHLly9fvs4kHxi+fPny5etM8oHhy5cvX77OJB8Yvnz58uXrTPKB4cuXL1++ziQfGL7ecRJC/LdCiH/3do/Dl697TT4wfH1DJITYFEKMhBB9IURZCPFvhBCxt3tc3wgJIc4LIaQQ4l++3WPx5evtlA8MX99I/UmlVAx4HHgC+L+/vcP5hukvAi3gzwohgqcdJIQwzvI9X77eqfKB4esbLqVUGfg0LjgAEEL8PSHEdSFETwjxmhDiew4995eEEF8UQvwTIURLCHFTCPGdh54/L4T43dnPfgbIHT6fEOK7hBCvCiHaQojPCSEePPTcphDi7wohXhJCDIQQ/0oIURRCfGr2ep8VQqQ9LukvAv8NYAF/8ti5lRDibwgh3gTeFEJ8SAhxWwjxXwshysC/FkKkhRC/LoSoza7v14UQq7Of/34hxNeOveaPCSF++QxvtS9ff6TygeHrG67ZZPidwFuHvn0d+CCQBP474N8JIZYOPf9e4BouDP4n4F8JIcTsuf8AfG323D8CfujQue4Dfhb420Ae+CTwa0KIwKHX/j7gY8B9uBP+p4C/P3s9DfgvF1zLB4FV4P8A/hMuPI7ru2fjvzL7ugRkgHXgh2fn+Nezr9eAEfAvZsf+KnD+MOSAPw/829PG5MvX2yal1DvqAfw0UAVeOePx/wXwGvAq8B/e7vHfrQ9gE+gDPUABvwWkFhz/AvCnZv//S8Bbh56LzF6jhDvB2kD00PP/Afh3s///A+A/HXpOA3aADx0a15879PwvAD9x6OsfBX55wTj/t/3ngffjrjIKh55XwIcPff0hYAqEFrzm40Dr0Nc/AfwPs/8/hBv+Cr7dv1P/4T+OP96JK4x/A3z8LAcKIS7jxtE/oJR6CPcu1Ncfnr5bKRXHnTQf4FDoSAjxF4UQL8zCRm3gYY6Glsr7/1FKDWf/jQHLuJPr4NCxW4f+v3z4a6WUBLaBlUPHVA79f3TC1yea80KIMPD9wL+fvfaXgVvADx47dPvY1zWl1PjQ60SEEP+rEGJLCNEFPg+khBD67JD/HfjB2YrqL+ACcHLSmHz5ejv1jgOGUurzQPPw94QQF4UQvyGE+JoQ4gtCiAdmT/114MeVUq3Zz1b/iId7T0op9bu4YP8nAEKIdeD/B/xNIKuUSgGvAOKUlzisPSAthIge+t7aof/v4oZ6mJ1LAOdwVxl/UH0PkAD+5WznVxkXRMfDUsdLPh//+seA+4H3KqUSwLfsDxdAKfU07qrkg7gw8sNRvv6z1DsOGKfop4AfVUq9G/g7wP72x/uA+4QQvyeEeFoIcaaVia9viP4p8DEhxONAFHcSrQEIIf4y7grDU0qpLeBZ4L8TQgSEEN/MUeP5PwF/XAjxESGEiTs5T4AvfQOu4YdwQ6CP4IaRHgc+ADwuhHjk63idOO5Kpi2EyAD/8IRjfgbX17CVUl/8A4zZl68/NL3jgTHb6/9NwM8JIV4A/ldg30w1gMu4IZIfAP43IUTqj36U956UUjXcSfAfKKVeA/4/wJdxw0GPAL/3dbzcD+Kayk3cyfZnDp3nGq5J/M+BOi5M/qRSavoHGb8QYgX4CPBPlVLlQ4+vAb/BIeP9DPqnQHg2vqdnP39c/xYXov7qwtd/thJKvfMaKAkhNoBfV0o9LIRIANeUUksnHPeTwNNKqX8z+/q3gL+nlPrqH+V4ffny0swvqQLvUkq9+XaPx5evk/SOX2EopbrATSHE94MbwxZCPDZ7+peBb5t9P4cborrxdozTly8P/QjwVR8Wvv5z1jsuC1UI8bO4IaacEOI2bojizwE/IYT4bwATd8/8i7jJY98uhHgNcIC/q5RqvC0D9+XrFAkhNnEN8O9+e0fiy9divSNDUr58+fLl649e7/iQlC9fvnz5+qORDwxfvnz58nUmvaM8jFwupzY2Nt7uYdyTurFXJqTkke85QpCIRAgGgwQCATTNv//wdffra1/7Wl0plX+7x/F26B0FjI2NDZ599tm3exj3pP7Wf/+PmAjBbwciZKVDUToUpU1BOvMPUUtoVDSdf/C93836+jrRaHTha/ry9U6UEGLL+6i7U+8oYPh6ezQajUgryYt6ECkENd2gphu8QhBNKTLSoTQDyH22xc/93M8B0JtoNEc6f+ev+wDx5etukA8MX57a2tpCABVNv+M5KQR13aCuG1xTAf7MqMftjs5gqpOJOKwkjgLk2z7wLjY2NtjY2PAB4svXO0w+MHx5anNzExuonwCMwypIGyFgp2vSHBncaIFAkQxJMmGHTMTh6WeenYcVc7ncHB7r6+vEYndFR1dfvu5a+cDw5alPPfNVJpqOFIuLyxalg5TQHh+ARSFoj3XaY30OkLWUxZXCFI3XefHF3TlAMqkWFy59zAeIL1//mcoHhq+FOuxfeKno2LTHGlKdDhaFIKgrhJB835/4BLruUKvnuL23xO29JV588UtzgKSTbS5c+sh8FeIDxJevt1c+MHwt1K1bt071Lw7LVIqslFwfmZ6vmYk4FPM1AqYNQKlQo1So8eRjLyGloDoDyGc//QTN1rN87Wtuy+th0+KDH3vffAUSj8f/wNfny5evs8sHhq+FOqt/kZ/5F43h4uN0ochGbFaX9k58XtPUHCCf/MVHcSaKG7/TIrkaJLEa5Ctf+uocINls9ogH4gPEl68/XPnA8LVQN27cQAc+PhlQ0Q0qmk5FM7CO+Rkl6SDVUf/iJKXCDlJppwJjX7atEy8FKb/QY1CZMqhM2f1aDwRE8yaJ1RCt1RGV3doRgKyvr88h4gPEl69vrHxg+DpVo9GIarXC+lKZdWCnWuDKVAcUDeGCo6LrVDXD9S9Gi/0LgEzYQQjJUnFxt9xytYBmCDq3j7W2VjCoWgyqFnvP9RA6vO9vLRHOtpkEyrzwcpnnnnsO8AHiy9c3Wj4wfJ2qW7duAYJvfvJF1pYq2LbGbjXPrb0St3aLRwAC0BY6hahNc6Rjy5PB8cErt1FKEAhYC899e28JJRW93cnC42KFAEiD7JUbJM6VURLGrSTDSo5BJXsEIGZswCP3fXAewkokEl/3e+LL170sHxi+TtXm5iaGbrOcrwFgGJK15QpryxV4Ny5AanlefP0yr751kURQ8u6VMUpBfyRo9XVqlkFrpGNJgS4UlVqOJx55xfPcv/mrV9BNC2e6uPx+YtXdvRUpuG1OhAbhbIdwtkP2yvU5QNo3Vmldu8hXnn9uDpBuAKpR+Lsf+h42NjZ8gPjy5SEfGL5O1dbWFsvFGoYhT3zeMCRrSxWu31pBSvj8yyFiYUU6JknHHVZyNmuaPQfIaKohpU4hW1943rl/8WLPc4yJ1RDBVAcjePKKZR8gg7JbK+5X74OwLSgOoDBQnOvAL/3SLwE+QHz58pIPDF8najwes7e3yze/u+J57K3dEp2hhi012gNoD3RuVkyEUCQjcg6QXMoB4JO//RH+/e9oVIXBj334E6wslQmHDkJP5Vr+ZP/imIQG6QsG0eKu5xgHlSydIIxNjbEJrTBczQmEUqTGzAFyvqbmABn3FZ264v/8f/0+1tfXSSaTnufx5etulg8MXydqa2sLEKwtlRceN5ma7FTztPt3ljZXStAe6HOAPPrEGBPY0k2K0uaSnPKJz34McCvdftuVl1hZ2mOvmj+TfxEtBlCOQaS4eMWipKBdLlJJnfCcELTCBwD5zjccIknF3luKZE6QXRZHAPK+b35ibqL7APF1r8kHhq8Ttbm5ia47LBdqC4+7XS6gCWj1F2+n1TRFFslVLcArepBXdLfSbVY5FJVb6fbZVx/mhVcfBkA6knPvS9K9PaG7M8Ee3xkWS+77F8XFbdrHzSSmhEp08Q4uoRSJLDR2FeXr7gMgkoRETpDMCZ595nleeOEF9/zJJOfPn/cB4uuekQ8MXydqa2uLlUL1VP9iX9t7Rbd+1GBx86RUVKJzNGNcCkFNGNQw5gDJSZuPWiMsW6PwaJylJ9ytsP0+9N7qHQBkJD39i30NKjnA9ScWjnEMRkDQrR012ocdGHYOASQBVz6qs9PvUHnphTlAegZ88OHH57uwUqnU4hP68vUOkw8MX3fI9S/2eOjSkMnUIBiwTz320196DKVAnrKNdl+pmIMEauL0j5wUAoRA0+CtN3VaTUE8rkimFamUovBInKXHXYAM+hCOgBnpYI8DGKHpqa/7/JtXiAVhbHgUTxy4/3bri3dmKQWmgqczBm/FNNJTRWksWRopnj4GkHJI4+985E+ysbHhA8TXO14+MHzdITf/Al596yKvXL/ANDnhW9ffZG25zEqxOgfIZGoQj0i2Kt4fo9iSool2R4b4cRWVg1LQ6QiUEnS7gm4XtrdACEUs7sIjm5NoGvR3i7zx8x9n0IPVd98kWqwTKTbmAFFSUBjCzZT3dZ9/XjKKw3S8+Lhk3r2GckgDIWgFBa2gxutJQCnSlqI0UpwbOlzqO/zKr/wKANOwzVP3vXsewvIB4uudJh8Yvu7Q5uYmSkhq764SbIcINUJ8+aWHefrFR1BCsZyrs7ZcJmBaZ/MvhOtVXNUCnucuSpt+Hxz7TrAoJeh1Bb2u+3UiKXnlWUEsAcmMov7aeVpvnAcgmOwSKTYwIyNMCdWvw7/wUiIn6BnQN094TSFoBQStAEgBKyPF9hN1AiODcCvI1157jhdffBFwPZD98NU+QIQHUH35ejvlA8PXHdrc3GSSnjApjpgUR3QB4QgCrSDBRohpI87uSzmEEigFF5emZOI6rb5Ou6/hHAtPJU/wL06SphR522GvtdgPAUimFYMetBsa7QbcvjlbgczgkcwkSDQS6LNP+KMVRWGgqEQF1eid4am5f+ERjgKInhNsh7zHWBpJrKDDID9hICa01gegINA3iDSDdFsjGq81fYD4esfIB4avIxqPx+zu7TK5fDQuo3TFJDdmkhvTpY1wBMlfPY+hKWxdY61gs1F0k/S6Q41WX5sDJB339i8AcspB16Hd9lgNCEUyoajsHD1OKUGvA72OmAPkkYdHhFIGzpbFxaUA9wXcib4TVFSizAFSOKN/EY5DSEI57AEMpVizLAbZCRwepoBp3GYat2nPAPKB1yStcpFA6iVeu1o5ApDDtbB8gPh6u+UDw9cRuf0vBJOsRyBfQdRUXO8GuNoJogtFKuCQCzlkgw7nDgHEUTAGCsqmyp2Vbvd12L9YpFhcoRvQaS4+TgGRnEn92pCbn+sgtFml25UgiZUgF5cPAOJMJbYQxDPuKsM6JQUkkTvkXyxQ0lIYU51henEuCUC/mSG3ssvDH/oCSsGgnaRdKdIuF3n9jQovvfQSAMHIgPsvvX8OkXQ67QPE1x+pPIEhhDgH/AxQAiTwU0qpf3bsmDTw08BF3LnhryilXhFChIDPA8HZuX5eKfUPD/3cjwJ/E7CBTyil/qtvyFX5+n1rc3MTpUkmqcUTXbAVQhNQn7hhJkcJGhODxsT9SGlCkQ445EM2lxIWYQXfZo9QCnpDjVZP48aqSVUcAGSRf3FYqZS7Cui0Fl9LLA5GQKO7s2+AQ79i0a9Y7D7XBwGxgguQc9+cQAD3vccFwThi00tbtH4peAQgyfwC/+KQSmN3jMPM4vfRHOlMhlFSJbe+lhAQS3eIpTusPvAGSsGwk6RVLvLal97L88+/NAfIeAKdjsZf+6t/3AeIrz8SnWWFYQM/ppR6TggRB74mhPiMUuq1Q8f8feAFpdT3CCEeAH4c+AgwAT6slOoLIUzgi0KITymlnhZCfBvwp4BHlVITIUThG3tpvn4/+t3XPodMSdAXh2aCjRBSQWtysi8hZwABuJy0ePGtALYjSMcd0nHJuYLNum3PAdLua+TzDmWP1QVAKikZ9MC2Fh+bzLjX0N05ZdJWLkCkA+tKsPlgl3HMIdYyibdMMuUg+cMASVkkK0FuBbz9i4eNLlYwiBVxFh4XabrJh+nSySVYhIBoqoNuWBj6e3nrukarrZNMKlJJSTol+bVf+zUAJhNodzTaHY1/8f/9ER8gvr7h8gSGUmoP2Jv9vyeEeB1YAQ4D4wrwP86OuSqE2BBCFJVSFaA/O8acPfZnoh8B/rFSajL7ucUNEnz9oWs8HmN2AnQvtz2PtV/L0MZdWSxSLuSGmVo9HUcK2n2dm3vuCiQRlaTjbp2p1byNpsHyqiK05lDWdNRzkk5HHFlxCKFIpLjDvzhJqeCIUUvHGi5OPkysuLu3ehkLKyQZJmyq6yOQEOkbhwASQpeCC0NF7oZFBZ2dgqIc0hgdNtGVItIM3ulfnKAnRk0aoTCRZGfhca1KEYB2R2c40hiOYK/slpYPhxWpQwApFiT//J//c2LRAWtLZS488LfY2Nggk8n4APH1B9LX5WEIITaAJ4CvHHvqReB7cVcQ7wHWgVWgIoTQga8Bl4AfV0rt/+x9wAeFEP8Dbhjr7yilvvr7vRBff3DN/YvMYv9C2IJUQHK9671NNq/ZdId37pySyoWHCxCT86Up51dsXjED5B2HB2wL/VH37qKpaYy2oN0SSDnzL1oeE59QxJcC1N8YeY4xuRpkEnawQsfAosEwYc8BkrsVYu3NOK8QII1kHYvLs9ucLhp7cdcM7+uczb9Q0KqUSBfLeM3j7XIJy4LB8PiBgtFIMJoBJJ+zufKAw3sff4lON87WzhKvvfXrAMQiA85ffN/cA/EB4uvr1ZmBIYSIAb8A/G2lVPfY0/8Y+GdCiBeAl4HncUNZKKUc4HEhRAr4JSHEw0qpV2bnTgPvA54C/pMQ4oJS6kgsRAjxw8APA6ytrX3dF+jr7Nrc3EShCNXCAEzTE9QJoal9/6JxSjhqX7pQJKOS7ar3xywVl7Q0jecDbojGLRPiUHIcio7D0jmH1XMHy9NURqKkRqd1sucRi4MR1E4PRx1SYjlI28OzAYh3AgwQvEQQxKzSLZIiNkUczvds7u8dQCfaCKJ0xTAzwT4OI2b+xSBK6mHv/iCtcpF2R8NryZJKKgLmlA8++TyaplAKmp0E27slbu2VuPHWV3j55Zfd8UWjR2ph+QDx5aUzAWPmP/wC8O+VUr94/PkZQP7y7FgB3Jw9Dh/TFkJ8Dvg48ApwG/jFGSCeEUJIIAfUjv3cTwE/BfDkk096b5L39fvWJz//NDFdELueInEj5XoUlo5xpcEkO2KamqAMNfcvmh7ASAUcNM0NRy2SEIpEQvKGZs6/J4WgqhtUZ4kU+wD55v6YkKYonIOlNenuqnI0BrcVnaag23a9DU//YqZIzsAIafTTi+tRoSBcDbGLwf5yQAlBC50WOldhDpAP7tUJ54NEtoIkKhEARo0Jk0dthpnJHCD7/kWquLiE/LgfYdyP0+l6T+YPP9Aineyiae71CwHZVJdsqsvjV1wTvdVJ8N//8vdRGgx45rVXeOUVF1hDDd5z5eH5CiSbzfoA8XVEZ9klJYB/BbyulPqfTzkmBQyVUlPgrwGfV0p1hRB5wJrBIgx8FPh/zX7sl4EPA58TQtwHBIDFdap9/aFpMpmQMhTXBgHeGgbJmDa5gEMuYBN/M0XyrUMA0SX9xV4uACXHQilOLH1+WMmoxAAq+ulgkUJQ03RCumJrYvLyMETacMgbDjnTprQuWdlQc4CYAiZ9G+V4dOxbcSftngcwQgOdEIoqp49RCUFLaZgxg8brXd74pdtEiyGSG1GS61GS16OkdtwKiKPmBBToxSm6ufjcB/7F4vcxYCqanSSPPvDGqccIAZlUl7CE3aDGb+YCJGzF0kRSmsg7AFIO6vzohz/uA8QXcLYVxgeAvwC8PAs5gbsrag1AKfWTwIPAzwghHFwz/K/OjlsC/veZj6EB/0kp9euz534a+GkhxCvAFPih4+EoX390unXrFkJAfWpgK0F1alKdunf8hlBkTBce+YBNWJcIXfDxtR7tqKKxE6Ix0WlO9CMmeDou6Z3gXxxXKiZRQEVf/HHMSokhoGYZSAQN26BhGzAOoqFIGw45wyFv2iR1iYgZPPnXl2krjZo0UJ/eo7s7PVIqPblyin9xTLG2+15UPP5k4kiCcZPOppuUNyiPGZTH7D7dAMERgGQfiOPYgi//wvcRjPdIFGvkSrukSxVC0eH8Nef+xcBjV1jSvYZzy4t7mAxGIdK24npEByHomoKuqXEtBihFwlaUJpKlieTiZMonPvEJALTQhFChybc98td8gNyjOssuqS/iEThVSn0ZuHzC91/CNclP+pkp8OfPNkxff9ja3NzEUdC07ryDdgFiUJ0a5AM2H0gPubpqYTiCbE/jYnLCZQRSKNpjncbYoDnRzuxfRM5JWmhMvQoTOm7Rw4Z95xgPA6RiGXw4OeAVK4BCkNdsLuhTjD+eBaAtNUYvdenuTEisnM2/UNfSDHAYeHgIBdylV2dzcMKLHACkcbVL9oEESw+9RiA8oVvJ07y1Su2tCwAEY30ypTKpUpnmXpFO19u/+IHveZXX3zpPMdtceNztPXfFshc8YcVyCCCbEcXFXZv4fVsEUj3G1QzjSuYIQB68+K55CCuXy/kAucvlZ3r7AlxgtCwd6TEp5QI2EsVmSeLoAA66A+meC49sV3Fx4HB5ttLIJR2UmtLq63ROqDMlhCIvHd4wzDtPdkwl6dCxNSZqcWgmZ7pguWEHGKPxOrMViOZQ0Bzymk3+sRhLj8cASDQDrF6L0k9b9FIWTuDYQldBEYe9Q/7FaSpiM+1ZjJunl1sHSG64oan8xS0iqS5LV95AScGwnaRbLtCt5KneOsfeW5fc4xOS+y5bdGZ5FpPJnePY3iuyulSZ+xenaXuvhCWg7pFPUppIQBBdqxAqtIhf2kEpsPsRxpU042qGqze+xquvvgpAJBLh/PnzPkDuYvnA8MVkMmFnZ5f69AzbZItjOjCDhStHh3pKUU857APk8otRLlg2w5hgLWyzgY0Een03y3sfILGwt38BrqFcsB1u2d5gyQUdulJjzMGEKBE0pEFDGnOAPGqMuc+06HUDZEY6hdvusV1LY3x+QD89pZ+yMKYaIRSVBf4FAEqx1BudvLo4puR6FCM4Jpw82HAoNEU00yaaabsAUbDz8oPcfuFR6mGNdEmyVHTDTj1NMNgT80Q9KaHZTvHo/W96nvuz164wDAiUx2RemjgI3SGQPcgREQLM+BAzPpwDpHd9meYzj7AbbNN666U5QKam5PHLD893YfkAeefLB4avI/7FIukoUgPBjdJix9vRISoVDV3jk/EoxqwKbcl2KOk2a7EDgIyEW/FWAIZS2KdMKFkpMWf+xWIpcprNtrMYLBJBRFMMbMHv1aMI3FpY2YBDLmiTuRWmcNvdXjxyBOgKDQgqyUScfGc+9y+2zgCMjSiJYmXhgkUImPRjTAR8Ou6OJe1I9320HIolh9IMICMBKJhaBp1ejGS8f+JrDkdBMrbiRsQDfrgrjGCujaaf7u8IAXYvhhSKNx7pIzUIjjUSbYNEy+T56y/z2mtujq9lSh67fLALK5/P+wB5h8kHhq+5f9E6wb84rEzAQVOCRmKxQaxJyDsOV4PupG0LwZ5psGcaQPAIQK7YY3AEH5qMUUIxiDlsjiOUNZ2qrs8Bssi/OKyULgkIqElvsOQ1h8rQmH0laE0NWlODt/rBIwA5n5mgHHgPY94DtEyoTU0qGFTR5wBZ6F8cUjBlEkoFSJS8ixt0K3kqhj4PhbUMnZah83oIt1nTDCCP7Q1RCZ0vPfcEX3ruCSZdh3c/eZNzS2XWlstzgGzvlYBT/ItDCkhFzpKECh4Fu4BxNU0/YSNnv5pJWFILT6ktTUEdAGTp94K8Onn1ACBDh+6uxZ//0e/xAfIOkQ8MXzP/QsPx8C+KD3WRuzqt+OIYeaov0IGycfLHax8gFUPnod6EyvKEZn5Kom2SaBtcsSc8rARKKOpCp6IblBybri08/YtMxAVLzVkMlqSQBIWiMT35uAOA6JzPTLgRh2tpndJQURwqzlsW9yl3O2xbaVTRSeEw7VuMGh7+xbrrXySKtYXHTQZhJr045dNWA0LMAfKoHNK+NeHWl/skVgIklgM8/+IFXnnD9UASsT7nlsr0BxEsoO5RPLE48y9CxcUGurR0Js0k3bVTqgOIA4AUpgH6VYu3PtOZjzGxEuBTn/oUANZI0t2d0t2Z8j/97H/tA+Q/Q/nAuMc1mUzY3d0lY8IH0gPqU4P6VD/RAM90NTpRhcdcTPhGDMnU05fIOg66FHQyFt2MTTfjTvaaA7GOcQCQrruyUTp8KNGnbhnUbJ2GZWAfG2Nec+hJjRGLwVLQ3HPVJ4v/BGKGJOxAJaJTD2vUw/BK1vVUsmMXHqWR4vzQwlRAzOSJH7lEZ2tAd3NAZ2uANTgawktuzPyL1OL6Ub2KW4+zbCx+H0NSEk4bVF8fMmrajJo2lZfdbbnhjDGfmBu1C5hhDRP4/sqUvaBGefbo6eKIob80cUA76l+cpHEtjVCCrkcei+ZAtGCy9+KASc+hdnVE7apbtiUY1+djTCwHyF4M8RM/8RNMpKBu69Rsg5/8v/0lCoWCD5C3WT4w7nHt9+/edQyiuuSB6AQRY77Fdh8gXUs7k38BULIdWrqGpXmYqraDQtFN2Ue+L3WOACTW1nn4+SSNPTCDkkvpKfeFcZMCHY2aZVC3deq2Tv4M/gVAXncY2IKR47HjKuhebzlyrFmTENTDgnoYXgUSE8l3bzo0rnbRDI3ioymWn3K38Q5rYzqbA/exNTiTfwHQLeeZCGjqHruZLHeM3d07VzZzgLwyxAgJnvwrRep11zdaTzpcDrg/29cF5aA2h0hp7BDKdRb6FwDjSgYpFP2EvfC4eMdA08W81PxhTXoOtWsjatdGCB2e/OESNUtnojRyhs1KwOYnf/In5wD5q9/1UTY2NnyAvA3ygXGPa3NzE6ngmXEYB4GJIqfbFHSHvG7PASIVaEoQngoyXUE7ppAnzGPH/YtFKtkOw6iDYy4OccU77mvdeBWsqUDTFPE0JLOQyEgupQ4AIgSEhWJJs6hLA+vEMJsij0PFY3UBkA3YDAzoe1xOcVbjcOt3am5ISkBsKURyPUJiPUrh0RRLM4AAWKMQ9ZvnSJRqBMInh3PeunGJtqF5buUt2Q72VDKoeUzay+4uuNvbOt2uBigiEUUy5Va7XUs5XJoBRClwpga96yuECk2M2OjEYezePoc85F+cpkTbRElFr7x4JRIvBtAF3JgGKFvumx7RJDnDdpMyDZvf+I3fAGAq4dErD8x3YfkA+cOXD4x7XFtbWzSkPvcvLAR7jsne7C59HyAPMyEZkizXdVYaOo6EzlijfnlKMy5pxV2AePkX+9KUoihtqunFkxxAom0w7LmwAJBS0GlApzF7rRlAzn3nlGQrQMmwWNZtFIph3OZ2M0pV6nOAJIUkqJ/uXxxIkYnb7EaEd/7FUDLt2wf+hYL+7pj+7pidLzddgJRCLL8vQ/6hJK1Knl4tD0BvqtEY63z0j/8uiWKNQGTMZBAmIRVXQ967mdb2xvR69kFlxlOUWA7gONDr7V+LYDgUDIewt+sOOhKB5RWH5WXJoJ3A+srDAAwQVDSDp558nlCxhREbomydaF9n5zT/4vC5n9bpCwtpeZVqCaAUbgb/TEOpcWsa4NbsrQ1rko3AlAfDU55/8ypXr14FYKJDJQJ//Zu+g42NDYrFog+Qb7B8YNzDmkwmbN/eoeacnn+xD5CHtAmdscaz22HSYYdMxH1cvm0gBEgJ7bGGUqCikrq2OIySdSS6FHRTHkX/JCSqAaoLvNd9gKzqinHY4dX3tIh13R4W8bbJ5cCE+5WYAcTB0SW0A7Q9gDH3L87Qv3tlZ0pne7jgGOjvjZG2YuoIPrMdIRFQZEMO2ZDNSszirS98EwB9S2NsC3Jhh5bH+xiSkkjGmPsBi5RYCdDtCNSpPUxceEgHHODnzRgxFEXlUJQ2S9Km8cwBQLpCY0k5jMIzWJ3ysof9C88xLgdoOxrWgj4rI6nN/bVfv6ihKygOFMWh+++nP/1pACYaVKI+QL6R8oFxD2t7extNQM3xzr9IhiWbTRNbCmoDg9rA/RlDU0cAkgi7f8rf3x7Qa0O3Aa89EaZm6DiH/lhLtruy6KUWrzCifd3tf9HwuhpFrG3Syk9RultMcL+goHAg1jWJtY0ZRFxAfqg4oKlpVHSdXtmgOTGOTFTZwMn+xXHFLQgmTLpbC4AxU3I9QmOso9DoTKEz1bnRDSBQJAJyDpDcrFPfd/THdEy3z0bZMSmbOqNDEFnkXxyWERJEsybVm97dApMpRU3oSE2jC3TReVMPuHWmlJwD5LwYoxyDy1fjPLA1JlRo8nIoSTdlMQ7LOUBiC/yLwxI6RJcD3DhDqDBn2LSCMJk1rrqZEtxMuc9FLDUHyPquPQeIPZZ0dyf8wI98tw+Q36d8YNzD2vcvGh7bnrK6gyagOTyhztQhgGhC8dFLA5pVGA9dj2H1MpwbjJAO9NqwuRygbOgsWTaDqI3t4V8kZkX/uh7AiCbAsLUTq84eBsjexoiHfydHXdep6zolx+F+y0LPWvNmTe2uQX2ikw9aZ/MvhrMe4x7ACCbd/ItG4873USHoTPU5QD54qcfQgNtRndJIcr4vuV+6Na86JpQ1g7Khs2w5OFPJoObhDcz8i0578QSp64pYXHFTO+EzIQRdoc8BcjlaByWIX7rNuJJhXMlyYexW/9XDYypxQTdtE+npZ/IvYkUTXUDNI9dGoMgGHN6KnnwtQ1PMAZJ9wSKUktx+pkdiJUhiJXgEIA899uA8kbBYLKJ5rOjudfnAuIf1q59/GoXumX+R1223tPnII7chJNF0qN6G1qzFg25APDMzqLPw6HjKY8I1VS1LY/VGmG7Kop882TiNfznCMHzgX5x67pmf3PMIcbllymHLNLlumrzErNeGc9CsaSM25WLMjbJMJTxZk1TCgkpEMNXvHMelzzaZno965l8k1t3eGI2xxzZZXZK04VpS57WUzqspHaEUmam7hbc0kpwf29w/cVdnjoDz35Jwcxh2p1iDO3c23elfnKxkSiGAirZ4ajCUwmolSF65SeLybRKXb7t1pnoRFx7VDMVKhlzVzTmRSnHhWw/GOG7fudsusXynf3GS0rqDoaDisfITShFfDlC/OqR+bUT9mhu2C0Q1Fx6rQV4Yv8q1a9cACAaDbGxs+ABZIB8Y96gmkwlpzeGq5V0/qmTbdB3vMuWZiNu/u3vIb3BsaFfdB7gAKa7BxhWYIFjeCrG6FcYRimYYJvnxAUAEJNJQ2/W+ntS3TBgPDM8y5fHZiqV8KEdECkHVMKgaB82a1m2bD47HlOJtIt0YV1oGoMhnG/yuLBwARHPDTGcNR00d6FkeyYehWSgsfPB+KyFoBAWNIHOAlIaK7yjbDOKC9KNhig+5QOoHFYPnR3R3pvR2p0wHksRygG53kX8xG2NS4gA1sRhqeeWA0o4k9gkBZmKImRgSnwFk2oqz9+n3Ec90CccC5O5LAhAMD9l5yQ1T7QMkseLtXwDkTff9qUYWHkZmDEZAuyMUNh1I6m+M5u17AzGNx/9CiVZ3RLt+dQ4Qe6q48vD9811YPkB8YNyz2vcvJkrg2sEn/5HqKFIz/8JLmYjDoAvOgpt8x4b9UkyfvQxSQG6gKPShMOAIQHpBMEywp6DpCumcNpEo4jP/wkvxlklfCAYL/vClEBiz1izf9R2/SSzWp1LNc3tvidt7SzxSmc4Bkk61aSXSNMc9jJB2pNfGHee+kp6tLhZPiNmQw1SDVuD045QQBGZj/NqGQysCyRHke4JcT5B7JEzxijujDgKK6FQwqEIgoJguWK1F1qCOjvTaFSZt0CTB3OmJfUKAnJqgNB58zzPkV3YYdBM0yyUa5RKwRO6yC5BAeMh0bFKdCmKaQ1+eXs49nZvQsg/8i1PHODhb10UjpKMbgp3XHerbkkAIEnmNRF7w4uQab7zhNqSyp4r6rcU3JHe7fGDco3rh5R8DnuCJ4ISnon3yxTK/eeMSNUenKfU5QBb5F4elCUUq5FDZ8j53IgPtkGK/1mE54T4ADOcAIA/0LSDAucuwep9CpQfsPBOl24BuizlAFvkXR6QgUg9x2yMDHaDkOMSiA5KJLkLAylKFlaUK7+UFbEejUsuzs7vEZ770FLGgYundGZbenaE70ei/WKezNaR7a4g9cu+Gg0mDiKm40fU+dypjUTbPUE12JLE0RTsCCOhEoBNRvFVUoA4AstrUiE6hUFAUChaDoKK7qdNpCzqHSqXruiKtJK/o3qvOd6eqoCk0Y3Ei57iSQQhJulBFCIglu8SSXdbud6vxDrsJGuUSezc3aOytUDAdvj05QA+N2ezGqM+SMnszgAgUhSG8lfI2q88/M2KY0LFGiyf55Kp7vd26e9x0DPVtSX0bwMGcASSzLMhv+CsMX/egKnvLZHNVHn7sBcp7y1T2lnkk6N6J6YbFzjhEzTGIac6Z/Qtd997NJATES4obsZOft/UDgNxfHoMmsR/bRatHEbUYq5cV4pJbZ6rXdM9nzhY/Z/IvlKLikSOCUjxkdllZ2jsx/cLQJSulCiulCj//O+/D1G2e2w2RjUgyYYfikxmW35MBYFAZHzHDvfyLoC5JWnAt4T0xrUwdGjHFiRGcQwCJTBWJEfzegzbZviDb1ciuOiwtCcBhNIJOW8O23baYZ/EvJk3Xv/DSuJohkW1gBu783QgB0WSXaLLLZBSmsbfM+se/yKSVYFjJcl4ozo3cKr3jWZb30BEz/2Lxeef+xTXvUGFiJciop5iesjPZGkNjW2IGNHLn7u1dVT4w7kFNp1Ma9QIPPfoCaxs3Wdtw//DH4xDV8hLlvWUS5SVKzRzgGtRPrIxpDnWaQ53OSLsjhHWSf3GSokkwpKAaXbw7SigQjSjyXAtV7OEUe+4TloZoRtHqUWK1GPFMBDHLsbj4StzdDZWy6Cctjhes3fcvvGpcJZRiOIqwurS38DilIBN2aI4M2mOD9hiu4+7iSYYk2YhDJqZTeDKEMZv/n8iPaYz1+cM6li6fPcG/OEkhW5EYC25lvUMkuZ6gFVd0Yu7jRkmCgsRIkO0Kcj2NbEwRmK3Y3m+NKGsGFU2nohkMj5VzP8m/OEnS1pg2Eqxcec1zjM29JYLpLuFsh3C2Q+rStrsxoh9hWMkyrGSJVbLYM4C8t6zY6EkqEahEBZ0AR5IrT/Mv7pCAxGqIxo73+5jIa0wG93YXaR8Y96Bu3bqFUhrFpaNucig0PgKQQT/Kz//sX2AwEIQ0yX15dzJzHGiN9SMAOYt/AQe7mWqnrDD2lRqBsHVU7liylynvAIj5qSuo6JSwIYneirC0FXFLpcftQwCx5/5F3ys+P8sRWfEARqcXJ2wqbjSPAkghaI912mN9DpA/8VgdPWCxEhmRqmY5P8t96c6yvBtjneZYP5N/AVAcuxNXzaNysGm7oamrmWMTooBuRNGNKG7OAPLhzwfRNBiMNNZiFpcM95fZm2V5V2cAKUobxGL/AmBST6GkTsbjfXRsnWatQOry0XimEBCIDwnEh3OAPPuJbyc40hlkLJZaJutdHVCMdRcclYi7e6rQd6/Xy7+IZE2MgKBb8wZBIi9o7fkehq97TJubmwjhkC+UFx7X7SbRNLi5bdBs6RiGIpWQpJKSVOIoQDQNei2Ip6HfAXXK31XgKUXbBo9eTRRm/X9k7uRGQPsSgwDC0bEu13HW2mALtGYUrRYlXI8eAQhAG1h2nCO9No7rh1ZfZWdviVSie+Lz+7q9uwRA0yNcFzQU9ihM8aE3yT94HekIRs00/XKOeCV3BCBCc+hqOmsDRTkMkxO28QKsySmWJlz/YoFyfYFA0EgsnhANB6IhxY2KyY1KAFDEQop0zCEddY4AxJGghS2Gt4oEC03M2MmlQcaVDMz8i0Xq1HMoRydS9IhnKkGkZ9JYHnP7/j4oCIw14q0AsZZ5BCBSKOypInMxTHdnwqh5coJoYmXmX9QWgyCcEJhBwV/7L7+Hf/lv/tHicd7F8oFxD+qNN3+BXB5Mc3GWdWVvGaWg03VDErYtqDd16rM76n2AFPIOhZwknoFHPgC2gGpQoxzSMD9p02+7ABECckPYTHuP8VHZQ8UCEFo8RlF3lypyfyViKGShj9wnzgwg+k4CYzNLWjh8dDRy75AzXSLFBj9382Fquo4l3ASRnb0lVk/xLw7rZz7xYXIRh75Hjkgm7II1Nut/oemKaL5JNN+k+Misl3cjTed2ieor9xO1FN9Wca972HLoVhxe/9YIlZBgPNsZlOuJ0/2LQ8r3BLamaHuEADN9gRDQ6u/DT9AfC/pjje26yT5AsnGby0sW1ihI/elH3DHagsZY5/GPPk/oEEDG1QzJU/yLw3J3TCki+cUhrnEjiS4F/fR0f4hMw5JGeExjeXwAkGaAc6/GEEJw4UMpYNZro2zTvTWkc/sAIMnVIOP+6f7FvhJ5943e2NhYfOBdLh8Y95im0yn1Wp6HHn3R89jK3jK9vsA5ZTvrPkCiEYXKSX5+OUDGVpTGktJY8kTbRnzTAUB6hsDsO9TO6l+send70+oxZHSCipwyKc0AIvruneTaH/sCzijEsJJlVM3Qunqej8oDgARTPbrXz1HyuCs+8C+8t8lmIg56YEooffKKRWguQKZ9d7nw6qeGCAGJkkGipJO/aFLaB0jboV9zSF4OsJvyDo/k+9A6pbLwYeW6bl/wzvC0A12ABAwNIeCrlRATR5uVMnEohh0ahwDSHOssR20K91+dVxE+TTu7awTTXfTgYrAMK248s3/a5oYZQEZxG00XvPm7ffpVm8SSQWLJJLFkkD2fAg4Aklw1aFe838fkzL9IpVKex97N8oFxj2l7exuldIqlxdlwtm1Q3lum3fHerZNKSpoBQT+g0Q/ArVmHuICjKE5ceCyNJUs9t77Q+24Krrwg6LQF1z/m0IhwZEKb+xd5j2J1CkQ9irO8OHQEoNdiGJERgeQAkRoQWXLDH9LWGNfTjCoZhpUsneurCOBzX34/n3zlKXppix9+8PMslyoED90pd0/xL07SxZU24XTXc8XSr+Swp4pB0/UU+vUpu6/MdhNlNRcgRZ3cede8f7Css35V0q1Ktr5DUI8rJofSZUwbEkPBtRXvHib5GyYdCdJjyZKJSXfX3MTAUYKepbPZA1DETXkAkIiNJmD7jQd4/fqDlEMa3/PE58iWyoRj/fl74Tgao3r6Dv/iJF3fvogZtbEDi284Yq1ZOZk9C2ukqL05pfamuyoJxrQ5QJKrJrqpkV2FJ/60227XeWFMt6YYdo6eI5EXPPmex+/52lM+MO4xzf2L4mL/olYtoGnQ7i4GhhCKeFpy7YQy3FNdsB3R2Z4B5LufGxMOQ70mSKYUa+cV69cF0oFuV3D7AUk1BtkZJzz9i24IYRkH4ajTpCDQCBFert0xaWuGJFJqECk1yPImT3/mwySaJrWVCfG2SWE7zK/e+vi8VPoHz7/O6tIe3Z4bCvPyL0KGZNqPkX/gxuIxArefXWPcde4oU64U9OtyDpCN94XJX9TZecUmXtDIn9cp3XQvbNiRlC9BLabQpZu5UPfyL2xIhCU3K97JmcmkQ3ui4dwBFhce+wC5LzXmUsri2ZRBfiJZHTm8/MUPAm6zpvs33iRTKqMblutfFBb7F0oKoh2TxpJ3KfV4y2TUdrBGd173pC/nACk9FGTj/VGeI0gSSRGb2OPulDhB0N9x6NYkk6HCDArW19c9z323ywfGPaabN29imhZvXH2IUmmXdLaOpt35h1UtH/UvTlMirjAUlIMeYFGKRAIqe4Kbbx54IImU28AnmVY8VBY8PKszpXSJfjOLzPVRmSHod45R1I75F6eduxfEmQQJe2wDVcrdetvNWuxedPfvaw5EO26Z9HjL5NmXH+G5lx5FoVAKVhJTmiOD1kjHPqF0ynH/4jRZwyDhpE71jTP0lihq9KqS3ddseA0QEM0IEgWdRFFjbVfjgun+PhSK1bpGaKpoxCWTE3Ly9v2L5mAx/HRNkQpKrne8E/uyIUkjIHg1MYOQUqQsRWkiKU0k+s1LhK9fmh2t6G6u4EwCRIoNzNjwDrCPm0l0R9BPeWyTVRBrm9T3vLP+E0smPQRXteD8e1ElKWBTUA7FFTi/cvC5vtf9C/CBcU9pOp2yfes2ztTkuWfeD4A9kfR2xnzkz7xIcWmXzAwgZQ//Yl+phEQB5ZBHq9OJcsuUH6qWatuCZl3QrLtf64YimVQ8+i6LQMBifK2AulpC1x1WCjVuJjkCEE//Yiat7hbA87qLtXoRAlOdXuog2Uvq0MtY9DKHSqV3TC48l0QqWE/bXMjYLlynGs2BTmuk05wBxMu/2Fe/4ua8dCuLw0dGUBBJadQ3D12zgkFDMWjY7L2OC5C04OLHw2jASk1nY8arDhqtvEU9cQCQuX8xWPw7TEbcrH+v5MP9rP/XgoemFyFoBwTtgMbVOKAUSVvxp7pdxFSnUynQu7UMgAxbpIoVIsXGHCBz/8Ijmz/cM9Adje6ed2Ou6EaA28emwIHQuEmA2YKNiJJ8UA1Zj0Xuef8CfGDcU9re3kbTBVc/WWdYt0isBkmshkishnjuq4cAsjshuRZiOFpcZwogeL+k6ZxcxfWwSrMaS53W6cc5tmA6BUfqfMcHvsTFcztslwts7Ra5tVfEuJZxAaI5LBfr7FajTHNDt1zrCSuQfWVaGuPICCO2eCvMqOpOSotKjCgdJmEHU4OXm0FuDUzSATdunw06rKctLmQsFyCWRlSXBOI9HMvEWLBb6Jl/9TjZ8zP/YoESRXeyXggWBeO+IoziZRHkVQKkce+ci8ph+RhAgkiGU4GpKyb26b+fRFbN/IvFwEgHHbfr4qKbCCHoGaCNTKyNFpNHKmj9AHo9il6P0N4r0d1cBUCGLFBgBxx0W7gl8U8ZZvyQf7FIkYxOEKh4FFkcIoiiuHDhwj3vX4APjHtKm5ubSEfR250gLUXj2pDGrHSCGdFceJwLkTofRtMFpYJkaXmAme/w+peLtDsa/b6YA0QIRWEiuRbzNn4vvOUwCIFleVRLTbsT/9pShVDQ4vL6DpfXdwAYT0y2ywVu7RZ5a3sFxzHQKwkCv/YwjQikVyvI/AB5OISlYFTJEDnBvziu1zcvEw84TMIeFW9nk1J9oiOVoDExaMya/mhCzQGSD9mYOowaWV7+P/4EHUvj8mNvECvWiBYaGId2BSVKOr3Knf7FcSWWTRxLMWh69BHJa26ZcnSUEDTRaaJzVbjhwX2AlJRNQkEopPiWh0YMR4LmUKfV12n1NSb2waSfDdmn+BdHlQ05SKDiEabMTyRCaji5IQiQ8SkyPsU63wLFAUBqEYydBAEheOjLWaZDRacmGX7HkH7aYhJ25gCJt0/3L468P0vu76vqMQUmkIRQfjhqJh8Y95A++R8/ixDixL7K1lDSeGNI440hq+9Pcu79SWLvuYrdTGBVU1zccJf4wrCpVwO0uxq2hetfeISjhHK9iuqe9x1aMqXIJDvEo3euBg4DJBEb8ptfeoqnVyE5cRP99GtFzGvugoPMwA1fRaauf1E4g3/RMt0OgB7DjLdNJo6gf0KZ8sMAGVgameCY51shwroiF7Qpv3YJ/fVLKAWRbJtYsU4o3Xb9izfP6F/UJcoLLEUdG2hwQrOmQwDporHMiKs3DAzdDTGWkjarWff3PZgIWn2d9kA7s3+RKNo0lMDSPFadE4lCYZ/kQR0CiJMcY+4mufm8hZKCRF6QLGjkr8YBmA4V/fMTeimLWPNs/oX+/iR9nDvKnhxXEXcl5wPDlQ+Me0TT6ZRYKcje17y3oCbPhTDSfcIXKnDB7YQkxyZWNcW0mqIQSZHtur6AAh7s2SRtxV5IoxG4s8pqdqowDO9ub+Aa4OvLFc8xbu0W6QdgM3PwPcOB/MAtk17oR0lfi7I/HXTeXMMehAkXm4RyLTTj6Cpi7l+kPTK4ZmBpTM5YplzC9tAEBG/0gmgoUgGHXNAhO82SaaTYj+YVLpsEIhrdskO3YuMcm/dO9C9OUaKgnalMeUE5SAmVuoGUgu099yJjEUU64ZBKSIpJm9VZSZfVmEVAVzRn5UzGztEJVxOK/ETyWtx7ank00EYmDAgsXtEZdTc/pX5LYU8UlesADqG4u5JKFgQJESQTDgGQvRBANwXdPZvunsW4e+frF3Du8C9OUkHZDBC+fzGTD4x7RPv+RWd78V2s0CGxFsAsHN3Vo4Usgms1gmvu9+XY5PovfJCwkEQHgifH7h2prWb9p0Puox4ULJ3BvwCIxt3+F17AUApe2l6jmjj6fVuHvYT7ABcgH/vUkGgxSO/lIOP6JYQmkI4iUmoRLjSJFBuE8u0D/8Kj4m1grBGc6J7GL0AuZM9CVQfXLRE0pwbNqQEzgPyf3v8Se7fPsf5AhVimiHPFLc0xaEoXHjOAxPf9i+riCVY3IZLRuC68/7xX+xZdqSGP7PAS9IeC/lBjuwyg+MB/sYd5K4Wx0mOtGWHdcscysASNsTGvhxU1pbd/gdukSm9GsNa9kzOHv5XHiUjsY2Whxj0Y9yTVGwAO5x7RWH3QIH6hTiCVJHfJvanRQhOqrzIHiKYLgiiqHv4FSlHA4b2PPuL7FzP5wLhH9I9/9MdZeSpBb3dxMbb4UhCkhlloLzxOmDYxTXJzGuDFcYigkOR0h7xhk5cOq4cA4iiYWhAKg22rU7u+pVIH/sUiVZspgg5UPQoY2hqEMwGab/R581fL6AFBfDVMcj1Ccj1CbOkirVcvIR2FPXbQ44rgWMMKOSe2i4WDircND+M3pEuihuJmf/FxEkGvk6K4vMO3fvtv4DgajVqBanmZ6t4yjfwBQALBMeORIhAGI+A2ljpJicKBf7FIhlLEoopbO17wE+j9IDI9Yvz+bddf6ITQ6xEC9SjnGhHWZgBRpoOydCK2ImpLBsbJ4MhNJMKZ+ReL3yASOUFtyzsbO5LQMOIDct/y4rxd7KSaZlJNUxAZchddgAjDRtkQVooEDl20E1PRE0jCKD//4pB8YNwjSqwG6ZenJ/oXR447FwKhMPOLK5HazTiGgJrtThQTpbFja+zY7oQaEJL8DCAXAxYiCI8/5WA70B7q9CqKTkvQ7zEHSDKtyCS7J/oXh3VrtwTArF306dcygUDMoLPlvp4zVbRvDGnfcCepOUDWIiy/L4Nw4L4Xk0ipGFRt+u+16KVnpdJnc2q85foXXm1Ws0E39l33qLIY1CTdTprz97ltQXVdUiiVKZTK8PhzOI5Gs1agWl7ihaefRDPgvg+6eQODukW3IehWHHpVOQfIIv/isPK42dheyZmaptBaYaaXZtuSBcjUGJkaY11qzgASdA3qZ/IYIcUHWha0YNyy6N4ec/VDGcpBbQ6QpYkLANsDGFo77IaXqh6mjXCzsYMFd8VyuF1s7NKOC5B+hEklTfl37icQUTyuTXhcTZgOJd09ixuXklRnvg5CUPD9izvkA+Me0NfjX1z4LlB2Hy2weB/7tJoCoO6cPClNZwAZKo1LQYtXbgVwpJhXP81dcicAx4FuW9BpucBYLXn7F//qladImzD08F8LMy/1tH7b+wAZtyxWP5Dl5pf6bm/pJZPEsknpZpilrQhSKoYpt1R6omHSmJzePnRf2bDrX3TPCJbCKaVadF2SL5VJpNq8/Nx7uPV0h+7tKYmVAImVIIULAZbud/+MBy23TEh6WaOJ5ulfXNixkCXo9D3yL2ISoQTOaQmSAmRqgoxPCbxQZO+5LrXXBiTOhUiuBslcivAtDTfUN25bdLfHRJeCOBsSAovzTur/4hzRR72ryUaTAiNwAIw7hijAjA8xYkO0LzxA7c0JOy+MZjWmTJLLJu9Rbrh2OpT09iyCCY1B3iSdPkO1zHtEPjDuAd2+fdvdJvt4nHDGpLM9pnt7zLB2NF4vdLAaCcKXdzxf8+Zzlwlqiqny2Dqpu+Cp9wwsW1DtuB85Uz8onZ2OOWxkXYC8+uYFev0Ya8tl1pcrLOcb6PrBZKGUC4KdxJ3nOq6Nz3SZrIYZtxf7Esl111TtbFuMOw6d2+7xmgHxoguPxJJJqRBGaIJS2OEDxYEbu5/oNCf6HVtNs0HnDv/iJP3Zb3qWzeuXSWfrC4+rlpdmY5zSL0/p7U3ZebaP0CBWDBwBiG5qhJB8p+xTRacq3DpJk2M7gtIJh27/uH9xpx787h3Umzmc7OLVgN4MoxmuTzasTRnWppSfc5+L5E0SqyGS50KkL0Uwwzr0Qfv5h2iMdfLfsoWTG6AiR29UEnmNYUdhLY6kkii413AaMPZltWOYITexb9KV1LoTatfcFw8mtDlAEksGgYjGY48+6vsXh+QD4x7Q3/vX/5EHdbilB8lf1Dl/yZ0g7bFD9/ZkDhAjqJ3Jv1COIGs43Jx6b7Fctmz6QmAdSwizHBce+wA5X5hyacli94UB3XKGmzvuBOlYkksbFRcgSxUMw3b9C49wFAoSaxHaN8/QonMtwnQoGXeO3u1KGzo7Fp0dFyCFB4Nc+GCc4MU98p0ImWacy0oDsb9ryAXI0BbEDMlm37s2U7W8TL64d2J5lsOqlZdwLMmgetS4UBJ6ewcASZ8P8cCfyHIjo4hYDhcHDvdLd/xtpVGZAaSptDP6F6DXo8jUyN1D7XGckoreCU2LhjWLYc2i/HyP+HKQh39gia2+QUCDUtgm8NwKAANbELjQws4NcDLDM/sXibzrXxiRxWSZVN3VQu+ExL7DAAmldB7//pTvXxyTD4x7QAXNoaV0nrHd9pYRJHnNpmA65C8ac4A4CkBht6NokQlG0r2DPa7j/sVpEihSUYe9lvfHLBGRjJpTrv+GuwvLCGkkzoVJnAsxbh4ARDoKTYfUGHIDaIY5sXR3fOZfdG95AyO5HvbMDAaIF0xEwCL85FsIAcrWsOsJ7GqSfDV5ABAUIEiYknzQpjm9cwUCM/+ineb85Wue567uLdPbm57amGpfiZUAjlA8t+q+L5qE9EiR70OhfxQgCIhGJPmMQ7ur3QF1cP0L/bB/sUB6PcKgNsWZeGSrn3O3v77eCWFJwbzSbXC23fhmmvCtlHuw6TYvyq9rs0KAJ7yggOyG47m6ABcY457DpL94jMlZYp/vXxyVD4y7XJZlkREObzgHq4EhGlsywP6NWxhJQbN5XI3BEAxfvsDw5QtYNrQHOhvfeg2z0MZIuQDx8i/2ldIlhn64Kc9pUqSjDo1XD7b82mNJ880BzTfduLkRcjPRl//0MlGpuL8OD9TBBqqmTiPjUI1BYwaQff+ic4p/sa9QyiSYMNl5cXFlXID4kolRaM031AhDYpbamKW2exUzgNz+3GMkkaxELNailltOQ2k0B+4KpDF1S4N7+Rf7moyDtFtZujuLNyIAJFaCNKIHEJUaNKLu42rR7TWSGSreV58SaQXI5m3ys/atk6hF7XqIdlefA8TTv9iXI9AqEbrb3j5Z+Mkc3amawQKOVLrtwz5APvj4Hno5SWJFkiy4U5WMTKm/qtOtKbpVFyCRpEBZpicwlILuW3m6u96JffElk0nf8f2LY/KBcZdre3sbXUBVnv6rHqGxLU2eMsfcrhvcqpmkY9L1GGIOgxfcqqKWA+2+TiQokSZMPUpEnOtOIQYtjyqo8bDENKC7ffruKHssab41ZEMpbgQNnokGKVnO/PFwBUTlACAhqZgOpky6i837xMy/6O4uXmEEYxqhhI6xYPfYPkAMYE8ZfNkJkxMOeWFTEA4XYlMux5kDRAM0zSIWXwyC2sy/6O4snuj0gCBaMNlcsN1YCRceWlUwSk259VSdUNck0gwSaQZZXrFYLbkgm0QtpK5QXRMZ9Th3y/Uvul55PhpkAg5bg0XhOhcgKA0ZGzP56JuIXhCtFkOvR8nfH6Vw/gAgKmBB20SPjhY2a7I6B/6FlxJLJu9+72O+f3FMPjDucu37F3W1eNLOCgddc1cDE0uj3NIoz0JJQVOSiroAycQdIkE3lv1n83WyxQq/+cZlarZBWx7dPZSOSfpjwXRBQTuAdNS9w+3eWrydNpILEFJQNnWmmuBW0ODWrCJqQKojAEk7DiJq8P6/f8ltsJHv8crfs+ntjlHOQSw+uR4+0b84rviSO8EZHv6OHAaIC8lb0sRBUFEGFeWOUUeRFQ6FGUAymo2UJr/4H/4Sk6TFMDPhuy99gXyxfKStabW8jGNJ+pXFk3ZiOYhAeHY0NBwIdU0a53ugwThlMU5ZNC/0QXIAkFaQaN19zdhnL6PiI8j3GWcnONkBKnTwnun1CEopuif4F4cVLQXRNe88FoFCa0RwzrVBgEpMcBITnIsNt3FWL4hWj6LXYrCTBAG1z76HgRJUpcG7vukFQoUmenQ8B8gi/+KwQkmNQETzw1EnyAfGXS7Xv9CwPXbrFDQHpdwQ1HFNLI1KW6PSNkhGHJ66b8yFKy/j2CaNconHwhNggmFO2R5GqNk6NUcnHT6bf5GOOYxaU6b9xZP2fuy7bJ7QrOkQQJK25HvbQ9SFKmgK6nF4bYlH/qJAaRKyA7Z/YUJna0hyPeI5gYBb9E8ELLTk4hCXXUsCUDthRecgqCqDqjIIIvlurU97tY8TlISbQdKbMT5/84+hUEwSFo+vvU5haZfK7hn9i1XXv2h4bAjIDUAowTB9AoAOAaTlDLjvsyXUuSYkx1CLwa0M4RuzJL34GCs7xMkN0asxBlVv/8L4znVgStMDGImARNj6yb1ODgPkfBP9lx5hxzGoSYO8ZrOk2bS+8hAAAyXIn98hWGgx2skxOYN/kVh2bw58YNwpHxh3sU7yL05TXrPpjTRsj/4X6Zg7qd//2AsEQ+7d5GgYoVEuUd9bIlReYqmbmh+fjEjW81NafZ3eSDuhVLoiHZjSPEPjoORamJ4m6OuLt/KWrBl4LtVc9xtgqqPqMajHoBbn3LdkWcPtQSGlzeq7I3R3LXpVC3UCt0rvAj3V8ax4a1eTTBW08dhuLNyTdFcHjFP7vTYEoXaASDNIuBnktVcf5eorj6FQhDMO6x9I0NmZ0tud4EzvXEWEvilGQzt5E8CRc/dBCcXIoxlRuB1AoKHWWlDqwv0VkKDaEajFoRbDvJ0kMCvoFUw4nP9olu5s1501uPONzIUculONqccgczN/x8s7EZ0QAQG70mRLmrwl3az4hJAUhENes9FvrhDadHttGCHFxQ/F6O5ZdHctJr074ZFYMonH475/cYJ8YNzFmvsXHuEoDUUOh9t974/D+5+8yWQYmcMCIBwZsnrhBqsX3Dak42GYn/zZH2JDsxFhxX0RC7CwFLR7btnsfYBEQxIzrNNZ4F/sK/pAjO0TVhd3jDG9h3JiEDsUHgk4sNxxH+AC5LUlxPUC05LOcirM6rsj7h16BKafH80BYoY15CBE8D7v/JTG9RW66iQwHlVB2EhdMk4crG6UrhhlJ4yy7riFA6mbcfJvJeknAhTfZbD8LpBAU9OYPtuZAwTcXuivFz2HyMbEYpRUKI9tspFmACUUZA9tCNCAzNB97ANkM4t4fp3JVCf3UJzSY24V2WEfutd7c4DYI4d0wOHWQv/C1f3315CDAIQW+w37zbGqR2q5CLpKp6v0OUCWhc0HAyPIj8jFAuQvu9nyMmzReEkeAUhiyWRjY8P3L06QD4y7WFtbW0gFE+VuXTwtieywf7FIAkWzWmTt8hsLjwtFRgQEdJTGp2SMELO7PWwKcYf7EgcAGc7uxJ3xrKfBKXPYYf9iodQsBJXvLc6ZCzhg6YwNxafvB9OB3EBR6Lt34Ll3HwBkEAAmgG6jbA1hnBzSkCPXv7guvSfEguYwSk9ZtBBROhiWhg18MhpBADnHoWQ7lByH4rviLL/Lfct6QqAphSMUpg3WKX/ZB/6F966wSCsIqSGYC0I4GjA2UQpeecbN3I8lIJmBRIYjAJmMwJjtOg5qkskpqwzXv4i6/oWH9HqUntQYLVzRCSLC/WBNntpGRSxEPzhv1pR9OEr+8qzdb9BCm2h+/sUp8oFxF+uXPvNFMgH49sCQiSNoTHT2TIOq0umqA4M6v8C/OKxEROLYJrnS3sLjpBTksdlU7sQ5RuOW0riFCQpCSPLCoYDNleAQyzJ58E8vY5oW50oVfvvfhuluj+iXJ3OALPIvjozRUYixicr3Fr85CqjF3QKGwp1g95LuA2YA6bv5Cxd2BcqA0bP3M3jmfro9QfH9WxiFNka2NweIXXV/eNGONIAgkqSQ1DIe6ctAuBmkqh+UKa8YBhXD4EXciq95x4XHZWeKsuHRsuCRMjRDUI8rajGoRQ8Akp37F4vPLRxBuGPCJe/cBupxBl23YyJAv+M+dm4CQhGLQyIL6UcgaMGFhMWFhEXHhPasVHxjclAqfaF/cVgK7N0kNY8VNEBBs5HhKSrqruhUfIIdn2Cfd2thiVmzJmMrDRPT9y9OkQ+Mu1SWZZEKSLYGJq2pTi7okAvaLBvuEn/iCLdshDRY0ix6I+HpX/zQD3yB1772FLlSeeFxnWYWU0BVnfzxGqOxrTS2MXhE63Px4nXu29jm1l6J7d0SGx9KAWCaFtVrFt1bI5IbYfoC+h5Neb73/FV4fg1yHnfQgwBiFKCWPXlJY+kHAFnfhm5XsFfWSSUVyaRk/Ooa4rU1pASz2MHId3Ba0a/Lvxh5AEObCoK9AJXgyROiFGIOkHPTKX0TXshrlIaK4lBxqS64v+aysR1WVGMQmYLiLP6FiZAaKu/xPjoCWY7TOa0/lRL0u9DvQuAJ99xfLBqURorSSLKUsFifJRL2Lbf5lD5bDZzFvwiK4+GoEwfBanh8cqMmcE30+BQ7PkWvR4k7RTKZzMnH3uPygXGX6vbt2+gCymOD6thkewigiOiKbNB2M2qDNudMFyBOCB7ZGM9ac+oMxoLjMZ363hKJVJNgaLFB/U9/5c/whDbxvPNLIRlPglxc2+GBi5s8cHETgMEwxPZeie29IrdiJRoX3F4VUsHHumPKpk7Z1Kkb2h3NmqjFUKHpUf/iJNXj+4cvVGQK4RDs7Gg0WzrN2Q23riuSCekCZJAiXk26Be6Ab9OHVJVOVRk0lI5z7H088C88Ju1WEAGU9cXvo6kU6TG8nBNUo+4DQJOK3BiKA0VpCBfrbnUPhWL9mRzDzJRhZsIwNUEGjoIz0gyiOOZfnKRmFF2H7uKGhm473zG8ldBohDQaIXg1rbvtYifqACBja95PKfj5C8jcAJkf4OT6ED7qZxz4F4unsaSQiKlxphWLVo+ycZ/vX5wmHxh3qTY3N1EKmpPDv2LB0BEMh4E5QJZCFk/lxjQSknhIUUzNkrYMRadu0OrrNPs6wzE0qkXWLi32LwAKwqGrNMYed9oF4U4A55aOrliikfERgGzvFvnZX/9Ocku7JEZhVtvu7hXdsNgSoQOA6MLdBZXve7ZZpRZjbCi6wcWH7d9gHy8B7jjiCEDCIcl7nrToNCBkOFxJODykT5HSLTNeVTo1ZVBX+pn8C3AnbRuoewCjYDtoQCVy9KKlJqhGoBoRvAwEbMn3v6Ho9HVUVyfZCZDZiqEUTBJThukZQNIT179Ie/gXAHX3509dYcwUS4I5a651WEoImiFBMwSvpXU0KfnBq1OGDQt7JEmspAhsuXf7MjpxAZIb4OT7rn+hhId/cbCi81yx9ANoE9P3LxbIB8Zdqs3NTdqWhr0wG1sQNxUKxVcuSiwDIhPI9QT5viCn2RRmALF0hWObOI5Bp5khkW6euMV037+4pc5g/AqHVKJLIrY4t6HWcgHx6Ad+j0i8z2QUolkp0txbIlwuzQGi6TbSCaDsWTpzenDypKxguJehOfMvFinfB8uCwWDxgbGYe4e+dQ36XYFuKOIp1/xNZl2AiBlANAEDCZF6kFFqeupuJbmdpKoLzzLlJcfGEVAPL76W7FigCcXWnkmzqyOEIhGVpOOSVE9zAXIrdtAvPG27SXG5PgRPzpHpfGEZwzzwL05TYhbhKYc9tm1PwQholF8c0HhzBAIiWZPkqluNN7F8ABAlFQpY16ZUpXEqOB5bryBbYVRkcb6NPlux+P7F6fKBcRfKsixubt2iMfHOv8gGbTrhA1N0GIRbQcWtnDtrRCaQ6wsuvWmSMiW33ryfW2/ez1QK6lOd7/jWL5Ar7c0B0mlmCSzwLw6kuBQa3LG6OEnbuyVC0T7hmHu7HwyPWdrYYmljC3BrLTXLJT7xex9l2ZGIvTTspbEEVAMay5e23Zk/PXQT+YYBopbgasyjKQ+wtCPoDL37X6SSEtuC/sxrd2xBuw7tWdVyXVfE01Bag2wRws0Q0WYIiTvRlyOCzPnqHCDaVJCRkheC3r/DkmZRD4Pj4e8UhwopD/pfKCXo9HU6fR32zDlAlrI2y3kHrRtCPn3Rvb5Mg0Jpl2uJyAFAHEE8BZVbnkPEfFzQcmCie8Bv5P5O5hnjCoZ1i2HdYu+FwRwgufvDrLwrTkQp3me6IdK+I6jbBmVNpyaN2Q48hV6PYhc9ds0BeiNKLBbz/YsF8oFxF2rfv6h7ZNNqKDJhmxvx0yfOfYCcuyboWhpPtyPkTJtcwCEbsHn5K+8HYCoFjamOG+ZyqHr0ydj3L9Y8gKEU3Nwrkl/ZOTVpLhiasLSxxehpwVCDXy4EKU4VSxOH0lQiXnVLZ+8DxBKwgaTukREdmUI4DDt73vHsVFzSbeEWazpBjuMCJFNQWAJ+/pJGfuRO4qWh4uGGQmvk5wAZ6e78VtMWv4+mUmRm/oWXikNFb6jhnNL/Yh8gmYSDEJLv+bP/lm43RWXPbRd7/doDCMddOabSDeLJDtu6uyNqkQ77F14qjSSjloU1PCUUNgPIdMUF6Wc6UQIa5AybvOGwbFpsaO5KYuAI2o7u+hcJj8TQff/iku9fLJIPjLtQJ/sXdyoVcNCVoB5fHKcWCrKmw62RycjR2HYC7NeYC2uSXMAmG3DIBWyis/DKd2oDatKg5uhUdGO2c+jgDzG/718sL+6w12gnmY7DZDx2ZikFSxOHclBnbGhsGbAVcYEZdBSlqaQ0cViaSFZmbWr/2Fs2uWKFQmmXf9p9ilbkaJb03L/oLJ7oAqYiEoPK7YWHAW5ophoRWLrGbgx2Z6a7IRWFoaI4cnc4rffdvJlvHw+JRFtEiw3+w83HqOo69qEJbd+/qEYWT3KGVOQGcKvnPWmn4pJ0tk4wPCEfrpAvVuDx5912sfX8DCBL7NxyY/33PQ7v/3Cd5VKZn/t3D9FpgT09GE/0FP/iuIRSLLUcGh5FFgGSK0H6jmCkdEYOdByd6xMARVKXc4CsR8bYtkHw1SWKt2KsLVX4aiw0a9Z0EKISgwDa2N9O6yUfGHehtra2zuBfuOUXFIq6R2gmNXATrk7qTz2SGtvjfYAovrPYoyV1BkqjoNmsBmxgwkRBXRpUhLt7qCBsUvEuidhiI3J71r87u7Q492PQTRCRsBe8c1Ka6IKtsM5WWAel+ButOpFon2y+RnVvmZefew8fAXTdIleo8Fm1Qi3m5v6dxb9IJmfFEz1aRhgBRTQO106Y3G1NsBsTc4D89XLd7VO9XGFQyVF77RIfUyMQknC2zTPdEmVDZ9m2cATUPPyL/BA0zc20XyRNKLJJi+IJ77euS/LFA4D87if/BP1BlAfve5OdvSVef+M+HniXe2wm3eCV5zN0mxCZdUeshBa/j5mJwghqdG5756dEz0fYOzE7UdBx9DlAvu3+69wu5/mmJ17l1m6RN7fOEZy4Ox2S8T71tOXunhr5/S/OIh8Yd5ksy2J7extDwFp0SmOiM7BPjsFnVkd0bHFqVvC+8n33ZxvW4skmaUgCAm44AbZnoYuIcJs15TW3rs+K5gJEKXCUxldfusLacpl8pnVi17mXd476F6epWXbBchIwDivmKEbDGFcefYHLV14FXA+kVl6iWl6mWl7ikeb+e6WYKlg759DpaHR7AnUChDMR+4h/cer7MytNVPZYDQQcxaSdpPDoVYqPus2VpK0zqGUYVHIMKjkescY8MnVj9FMheLSuqESgGgb7BJ+gOFRI5d2/OxGTSKl79uhwHI1ytcjDD77Ok0+8wJNPvIDjaFTrOXb2ltjZXWbtUhzbdj8HjoDHWg7lsEYlJBgbd45x7l/sLgZGJGsQ1JRnAy9QbO8VuXhuh/c8cpX3PHIVpaDaTHFrt8TWXoHpXpHRLfcXI4OW7194yAfGXabbt28jpSQsFY+nD5radysOO6k49RlANCDTF2zmvY3f/I0AXU15F4wLuGGm2qHGSkOlseUE2JptsgkLybpm8WhgQnUU43eefg8AEw2qYcFffOQrnFsuU8i0EELRLJcW+hf7+pXnv4UlzaF7wkR0WKVZNdXC0sGEGAxNWN3YZHVj0x3LOMj21gbP/t6HcKKKjXUbgXDrTMUUg1fMIwBJZFjoX+wrkXF9lEZo8bUUhm44KlY66POtGQ7xpRrxJbcjobR1ent5tj73PiwleLCueFi4UGihsZdTVCJiDpDiUNEbnO5f7Csdd/2LvEcIsFEr4DgGK4dWIrouWSpWWSpWefLxF3GkoFwp8PO//l2MhOBSV/Jgx33/W7qgHBNHADL3LwYe1WRX3BVC3eNOJ65JhuMQa4fCnkJAMdummG3z1CGA/Ntf/XYuXXqX7194yAfGXaatrS2UVDz/SwPMkCBR0kkU3UcucgCQYVtiKINeUC4qMzX3L7ZH3ttkcwGHrlycfzFSGvsbND+5bqCA4khRGkqKQzUHyFSDRlCwNFaEYz2UFIhT+l4rBaWZf+FFlqWJJBgakUidXvIiGJpg6O6k9aVLDsOAu1Ms1xPke4L8IYC0IorIQKPTAKEp1IIJOXw/1AxxZ7LhMZWGCqE7hLOnj1EzHISmEAK+4oRpKJ3coV4bD9blEYBkgOoUdE0thMZ733UL2zYIBBb7CNW9JUCxvAAsuqbcB/DVWICtoE7OlpSmDiVLcqnrHAFIwlH0eg5mWMManQ6NwPtz9B2HkcfGirzpftLWF/hkQoBpOEymQT8cdQb5wLjLtLm5yaApcSxwLMW4Z1N9073zD8UPAJLccAHwxLbOA7cENanTOD+hFlf0g8wBkhqe7l8clSITtOehqEXK6w49Ewame5KbpuDmbAdNxNo3fiVrfRcQb734BK+9/ATVCHz0wWfIlsokMs05QIbdBNFT/Ivjekxrky1UPVcs1fISU13RCQMC9lKKvZR7PtM+AMjDgyETYiytw/IFm3i+wStfKNJpQq/NHCCGqUhP4GbC+w72XbTQcxaavvhOe1DJ4Sjm2eTHmzXtA2RF2O6ddUZSSI/ojjTaXY12T6fdO1h1aEJRrxW4fxaqW6RmeYVcpkkotDh8tLPndgssB3SUENRMnZqp8zKuyZ21JUtTh3MTBx1Fai3Ek39tiXYAxs/26e5M6e5MjgAkZzin+BdH9QMPX2WnmicVXxzO3Np1S/z6wPCWD4y7SLZtc/PGJt3KyUlW494BQM6vBQkJxZtOcO4xrN1yQ0kjJahnHOpxRXS2G6p+Rv/Cq0wDKHIBm9unJHANTTEHSHDPIj+A50tQGEJxAFe/erACWVneJlsqY03dLZZlL//Clgz7cR54+EWPMcJLWw/QjakTV16WcQCQD/TK1G+sc+kDX6FbzdOr5Fm77C7ZhObQrul0msyT4c7iX4xbrn/hpWuv3o9E3FF6BDgKEG1MginP3wqRCjukow7nCjbrJRuloDfUaPU0LBukY5zNv6gUeejB1z3HuLO3REsXjE/IEVFCUDd16qaOFBbF/pTfWtJJTt1SIcXHYpQedY8dNi26OxMmHZugpqifwb/Y2i1x8Zx3OHNrt0Q0MiSbzXpez70uHxh3kW7fvo2mi1OBsS+hQVaT3HAC8wcoYkKR12wKmkO+Ceda7iwnFTwSH9OYGtSnOn3nThP9JP/iJCWFJORAOeKxGlCKwgDKMdhMaWym3G+HLTWDh2JcPUft9jn3cOCptkU5pFEO6jTMO0M/J/kXJ2nQjxKbCK7nPcpiAN1KgUSxRmZ9h8y62y/Dnpj0qnm6lQKRVJ5kM41btBveVXWoRATliKAWFshjE+ncvyjW7zjXYTlTgzSS15V3Yl9BOHRHGvW+Qb1vQM1dTaQiDpnIAUDclA/FS889SbW8TKG0S75UviM81agVsI/5FyeOUQqu75yjHPKuJluaOnRMuB3TuA28ymwFMnG3GZciAYpZE3MG3gdCEzKGQ90yqNs642PhqQP/orrwvEq5K4z1pYrvX5xBPjDuIm1ubqKkolddDIxoVsMQUDvWdKavBH0nwE0HXIBIPq73mPQlecNhNelCYTp0qIkg9UMAyQYceh7+Bbil1OHOukfHlZxC2IFK9OhxI1OwlYStpPv90FTyXa+CbUNuIFmLSsDGtmEvprEXPADIvn+RXOBfANTKbne2+oKERnBLdY87CQoXbxz5vhG0SJ/bJX3OBZM9Nfncz3+v+5yCRxqKxxrK3Q4bYg6Qetg1p4XuEM4tHuOwlkE7w4pOR5HFYfNY0yKpBM2BQXNwAJAf/OZthqMQsYDDG68+zOsvP4YQknTWzfIuLu2SL5bP5F8A1Oo5N//CoyS9UIqS7bAZO/q7VkJQDwnqoQOA/PHnJfGwZDTUWItaXAi6uRQ9R6Nm63OA5IyZf+GRGNrqxukPI5x/4G8uPM6XKx8Yd5F+7T/+NpoJjkeL6kTR/QOuLSwLLQig0AyN7We6NK9PCCZ0EssmieUAuRVYOQQQw9RoKJ3ErPDgqc2aMhN6kwP/4jQVZ5m+FY9sbEMJzIBi67pG+baGGVAk04pkRpFNSc7FDgAiBIRyQ5r1POls/cRtvAA/+9qHWNn3LxYo13OvIVGqLTxOSUHMhudyGq/kNExHURipeRnywwCRgBEZM6xliOSaaKc0a/rUb32I+8SUukdF4Jxw0AS0ht53+c1Oknc/dJUPv+9ZLFtnt5rj1m6JW3sl3nztYa6+8higCJgWodCYvUqR5VKZYPBkg3xn1wVvObD43BlbEpDeiX0KiIclta7Ba9tBBIp4WJKOOaRj8ghAbAdMw2KnmsMwHOLRkzs6+v7F1ycfGHeJbNsmltcoX/WgBRB4NEJbKqZnXA30dt3XnHQdal2H2lXX2AjGdRIrJpnzIdIbQfJIPq4PGM1M8po0qMrDzZpcQ/t21HvpvzSWDAzoe3joxVndws4sd8KaCuoVQX22MWYfIJm8orCk6LSyfObXvhfHUqye36ZQ2qVQ2iOdq80Bku8JN5nRY5h/0rxJ3Vgnmlm8GuhV8sDBqsrSBTsxwc4sSW8fIMt9xQMtxbQf5eZnvxkpIVaqEyvWiRbrRwBSEDZN7iydflwFYbs7pTyAkQxLHEefl2oxDYf15cpsh9GLc4Bs7Szxe88/CpbJJ37zO1AoBjGHTtLmhx/6XZZKZUIzgOzsLdE+xb84rJIlj7w/pyk1hYABrf1aWAi6I53uSGerxhGAXFy2mNgmv/LbHwSgi0YVnR/78G+zvlyZA+TWbpFoeOT7F2eUD4y7RF+Pf5HTnJlvsVgFzWHYtE/d4jjpOdSuOugBjfRGkF9fMklZitJYUhI25xx3BTJW7i6sntRc/8KjYulh/8LLsSwOFNMJjE4peLsPEE2TFJYUr/7WxN1uXNCYDFfZu70GgGFMyRfLpLJ1YhPBjZy3f9Gr5EkUa6du991Xt1Jw8y9OWbHsA0QoyYNtxXM3gyAgHZVkxgUSlRxCgNDcrbaRXJM0kqtnqAi8PLLpCu/8i0zUzb9YLZ28BXUfILom+dLzj3H1wQHTgCTZNki2DZZ2g3xi5yhASntBKgHvnWtLyqJrwtArh2b2OTytlfA+QBwpuG/Z4mmCtDAoYlPEYQ3rDoCcw+KJi5u+f3FG+cC4S+TWj1Kcf2+QbtmhW3Efk/7Ryexk/+JOCRQFZ0pt17uuT2LZpGMIaiGNWgjejLslOGI2lMaSpbGkNLI5N2PZUzXJuYGiHBFUIhrtAEfAkDjFv7hDSrFcgU5b4LUcSKYV1kTRqylA0dx2Jx8zCPGCRqKg0W2sEkm6ALmyq1HsKWpxRS2maEeP5uUFLRh1kuRnPTsW6bWb9zEOe5cpLw4VjoTmQEcqQX2WOa5rinTUcQHSL5Co5tAEPIBFXpfzZk31Y82adBTJsGSz4Q2WDz+2xdQyCQUXr1BvzUq1tNM2tqnophy2mSAkxLu6C5COCxBNCe4b21wO1pG5Ab9bX6Fs6kwPrTiEcledx/2Lk7TxpmAUFoytxRBKx9wPWhWTvtBooXN1dq4UkiI2BRzWsTCB8w/8Dc9z+3LlA+Mu0S98+otEDI220MluOOQvzpre9+UcHt2Kc0b/AtJCogc0ul7AEBC9GGLzeJ0gIeib8Jap81bcPdf3dbuEOyaD/ISlVoD1qg5IxjpUwmJm/moUhvvG+OJTx6YQDEGn5T3ZJJMO3eqdKwFrAs1tOQfI0vfEWDZtblkBcrbDw91Zv27NzfKuxRT1uCIy2fcvFu/CscYBMhN47gzVZFd3BB0pkMcyxh0pqPeMOUAur0xYT9tsNU3SEYcHQ1Me0qY4CpqzZk1VZaCh0DTvcJQmFDvVAu+64r2V91feeoRA1ME2j76XSoNuypkDZHUzyMZWGPtSHa0TRr+Z4SNygkKhkmNen8YpB3QmcCb/AqVIxxxqXe8pKx1zGCLoH7uJUELQQp8D5KKa8F4mvn/xdcgHxl0g27ZJBx02+wFe7YQARdyQZGd9vA8DxFEwVbCi21SlwUCdfHee19xw0r5/cZoiWYPgGf/gI12TTn7C9kPuzBcYaURbAWItk9IhgEihsIVgua+oKmgHOTE0NfcvPIARDClCMY29a97+TtaQ1ByDF0Zu/CgoJDnDIW/Y5KwDgEgFaJL2bhGlBNFs80QTvVc96l+cJtNRJMKS61Xv1UA6LOmMNK7V3BIZuqZIh90tsplDAFHK3TaaiTooBe2hjnNC+ZK5f7G8eEeR42gkugaVpTOsOnsGMj7GfmT2mo5Aa4XR6jG0epQrvSkPjTS3DSyC0lDiaO6Nw0k9M477F6dLkY5KdjE8w5kFJCOE7198HfKBcRfozv4Xgp6t07N1NgdujkXckOSCNg8lx+gOPDVrOjPpOXR3JmxezBwBSEFzGLVO9y/2lVieJc2FPPpfWArD0uinDybtaVgyDY9pLbtj2QfI6utxEIqnyq5RbhmSTtJh0wxQiR4AZO5feLRqTqZnRe2qi6/FDENMl9yYHkzaE6WxY2nsWO739gHyrtAITWncfuFRbr8AtoT2SOeJb36eRLFKNNtC0yXdcgF7gX+xr8LILfPRGixeDeiaIhGS3DwUZnKkoD4wqA+M+THpsMO7L3fB0tnIK87nBEooVHrIzWspWgOd9izen4k6gOLcKf7FvvZqWXQp6CTthcehIN3VcM51Dw1cIXNDZG5G+RlA7N+4SCgEF9uK+3ruyrLfF9xaFe6qcwYQL/9iX5GgImgqqnjsClOKIjZVdN+/+DrkA+Mu0NbWFkpB49T+Fy5ADE2haYJrv9Fi3LJJrARIrARIrgWPAmR3QuZiiFbd+45c+1iS7lR5GpZLY3fSHqRPvzudhiVCWuhK8MalIa20TbJjkJrFxZ+cvcY+QFJ9ne5Z+jtEplgTnVFnsTmdKLivVbNP/7OYKI26DQEdrtUD3O6a7t397LH9vJuabEtoj3ViAUk/6l3g8eLzGk5Wzrr7LboWd5tsc0GYyZHCfX5iIC/Vce6vIJpRtHoUUYtxoTBFqAOAiJFBypycus14X//Pl76NDaCTWgyMWE9H2LpbNvw06QqZHRIIQLWq8dYbOvGEIplUpFKS+xuSK7NL7PcFmqaYmHib9zP/ouIxtcVQRFD8yB/79oXH+ToqHxh3gX7uN76AqZ2t/wVAb3eCPVaMWjaVV9w7vlDaIDkDSGo9hG5o5C6HiZ6P0JgYTL7aoLszZdI9ugurOJZsemVtAw/ofaYhk2l48V1+rOXeObdTDpOQohqyqBZdcAXHYg6QVNvAcDQyOXjfd1r00xbNL4bpNAWDPhwOsyUKGj2P1QWA8a4oU2XRdjyq8s6SwhpDg6mjUelrVGb7f01NuvCIOGTDDiFDEZrAD75pM0xNeVMLU4kI6mGOmODpqAuL4/7FcaUTEqnc1cwipcIOQmnIXB9MiSr2cIozE8TWEI0IWj2GqMVgGKQtgvyTn/5zdMcaH3//i6wtlVktVQmYB3BIdgwGJ/gXx5Vsu9OKswgYgOiEME1304JSgm5H0O3A9i2333g8rkimXICkM27o6kMPDzFTPUKFJl/8zfto9XUs5/D7eLJ/cVwF3Ovy/YuvTz4w3uGybZvMzL/wUjZoM6hb2OM7/+DHLZvxDCBLT0RZ/0CCV9tBUgGHXMgm9CG3C87IEQyuD+nuWkyHzpn9i1grQDfn3Rgn1gowCUjGoTsn+MMAKe2Z3PdmhJ0LfYIjnVg7wIX7Zwa1Iens6nRaguEAQjGN8hn8i5zhULcNvHZc5Q0bW0J3cud1W1KjMtCoDEwKUYt3L48pX+phTNxw2xP9mQeiKSohzc3wDkEiLLlxBv8iE3HojLQTvYjjxykUKnvCpG1IVLGPU+wj6lHML1zijZqJLtyf+9Lzj/D0C48gFawWq6wtV1gtVkm0DSrL3v7F2tBCxgSEFq9EtFmP3E77zvdRKUG3K+h2odEQPJlRJB66jmY4jCsZ+tdXeGzD/TyZyR7Xr6dp9TXSMYe9M/gXRRxGCHK5nOf1+DqQD4x3uHZ2ds7Uv1ugyAQc6mfZJrsSoGdpXO8HZ99RxA6b6Bcj5O47gM7GQGJIN7+ia4g7/lhP8i9OlHJXGK2k7Zk0l+wYWKaksjGaH2uONeItk1jbJGYGyBYO3pP0qgbC9TGGHeWmDR+SGYK4Lrk59Z6084ZDa6SjPAaZDTtITdFYH7Bf6kifCiLtANFmgFQrwFJ9dj4B+YSDYkqzr9MZaXc0azrJvzhNmYiDSo/A9Gi/W4+hFNxqBbBn4R5dKFKzVVJnVOJ2pYAmQAfSTYP1GyE6KZtewsY5PoMo0BpRnHNtzzHq9SijEUwmHluik+4vK37xNmZsDA/dRDmCSTPJuJpmXMmwXhyzlnMHU8DhSTWigkEVnYk4BiSlKGDz5ENXfP/i65QnMIQQ54CfAUq4lQt+Sin1z44dkwZ+GrgIjIG/opR6RQgRAj4PBGfn+nml1D889rN/B/h/A3ml1OKKa77u0NfTv9vQoOvVL1lAbC3EzpEYuaBv6/Rtna2ZiR41JO8N9wlFYanpsD5bEUzHiu2s7hYBnAGkNFvR9Bf4FwDBoY451WmnPFYiCtId3X29Q3/vVkjSXJrQXJrdeY41HrlmQjNG8oJFsjjrXGTaNG8KujXpAqStzuRfgGt6J3TJtZH3iq54bsgwIDlcF88JKHqFCb2CO0Z9Kkj+5gqlgI0y4WLB4lLRwlHQHmi0Bjqtvk57pJ3JvwB3m2w6arvhKA91nl3B0NUcFgCOEjSGBo3hzEQXio2nhlzuKvpKZ3lb59y2OxkM4jadlE0nadNN2oSHZ/AvABTIW0naJ6wujuuxj+wwaSZdWMwkdEUo3yaUb7sAkYLWi5fovn6BbL5BtJngvhnNAokur3Syc4CYQBTF+vq657l9HdVZVhg28GNKqeeEEHHga0KIzyilXjt0zN8HXlBKfY8Q4gHgx4GPABPgw0qpvhDCBL4ohPiUUuppmMPoY8Ctb+RF3Uva3Nxk6Ah0TR2J5R5XduZfeAEjmjcxNagvBJBgYGsEw9DYgesvQSiqSGYhkYVzOFw8BBAlwU4ohBQLmzUd9i8WKTQWBCY65fQp6d0zWSEJowCi1EH/prdQQxNVj6NqCTLBOJnVA4BgOjgDcAd4+iD3/YvmaPGfjqkpQn2D6sXFk7YTUIQ1ScPW+WIniikUOdMmZ7qhwItRCzEDyFgKdzsvLhRO8zuO+BcLTy5IhR2224tXLI4SRB1oBeFTGwa6VOTntbAMlrYNVmcA2X9blAQs7dQVzmH/YrEU42qG8PLiel1CUzjDMEZ4zNrHvgRKMG4mGVayDCtZ7h+MuG92M2CEx9ijkO9f/D7kCQyl1B6wN/t/TwjxOrACHAbGFeB/nB1zVQixIYQoKqUqwP6n1pw9DgcD/hfgvwJ+5Q96IfeibNvmrZubRA349qU+PSWoSYN2R6c+MRgfMm9zQZthw8Iee7W/dO+cGx4hroQpMQOCTsP9dY4H7qMyQ/9hgORWBMIWPPjlLGNb0BzrOE826actJhFnPjcv8i8OK9lxP7b91OIQlznWYBBCXHK3i4qIhVhrwloTADUyUbW4+9jMoQv4SHyIZlpECw1+7611arYxM8HdQe77F52xR7Zx2O3Kt2hXGIBmCVKG5OpsxWIpwd7UZG8WGjsMkPtiQ6Sj89TaGKE5xPN1vvbKOZpDnc74wDBf6F8ckmhF0DVoeKxYBIr8UHF9ViHY0QTlqKA8Kwy5D5DiUPFgTaEEBL+25uZ+WBqxhyrI3ACZHcwBssi/OKxIRCEnAUKF5sLjlIJxJUO0VHcjokIRzrUJ59pkH7qOkgcAaV47TygU8v2L34e+Lg9DCLEBPAF85dhTLwLfi7uCeA+wDqwCFSGEDnwNuAT8uFLqK7PX+i5gRyn1oh9H/P1pZ2cHQ8BzVhAh3L4Hq5rFhcys5LMSNIcGzYnu+hdvePsXwXdl6FmSiUf/7mzQNTS7jZOf3wdItwn5VXi9EcCSgmxotnvoqmuij23BaGVEPzUl1jybf5HralimZBxdvBKJz1YsIt878XkRdgGi8j2cmwXyD18llOwxqOToV3I8Gp4AEzTTYmcYpmbrFA2b1kjz9C/W39dA3o4wSnokPrYDCHF6f+p9gFSnBpciY5YevEayVKVTLtCtFLicn7DfrKnRN2kOdQoxG5Xy9i82f/EKl3JT78KEIemWKT8l+XAfIJWI4krNYWtosDMKuH5XwEF7I4/5Zt5NJEwPcXIDtEbkTP7Ft/9fXqL57BVCxcUFHu1eBGccJFI8+QMpNBcgoWyb1hsbXDh/wfcvfh86MzCEEDHgF4C/rZTqHnv6HwP/TAjxAvAy8DxuKAullAM8LoRIAb8khHgYuAH8PwDPTdBCiB8GfhhgbW3trMO9J7TvX2zKABaCN3DvBpNCUtBs8sJhKWKxHnUnrcylEJoh5m0vp/1jE4pwQbAzPEtRuzEjE6bjxcclZ0m0ewOTka2x3QNQRAxFNmyTDTlkdsKkK254KNPSeOB16CQd2imbUVgeBYhyQdBPW55gOT+coEwbkieXtp6/ZC3ujvXcHuFsh9R5txGSNQwxqGQZVHOYlRxLXfe4cFjx7uUhzaFBY6TTm9wJkGgrwDA1xaPtNNMvFXHCU5oeHQ2zpgNKI71SJrVcJrPfa2Ni0q3m6VQKRMoFMvvNmjphjC9cROX6yFwflRmCftTpz0QcehPtiH9xkgJPTaDmna2eGTMLZ5qzXinu9KLNNlxkgza5qU66FUEXEArBE++yaLcFnY5Gpy1wjoVVx5UMemSEcUp58sPHAUQKp9zBzGT1I9jDsB+O+n3qTMCY+Q+/APx7pdQvHn9+BpC/PDtWADdnj8PHtIUQnwM+DnwaOA/sry5WgeeEEO9RSpWP/dxPAT8F8OSTT3pnQN1D+o+//QUCaFiHJiuFoK102o4+B8hj+pj7DYvYxRbBVJLCFbdIkx4dsfdVNQeIGdExtUUJgAdnSWShubiSBACJHAwtwcg+PBEIhvb/n73/DrIsTc87sd933PXeZ2Zllu3uat8z3T0OAwwGg5mBJ0DQriDRbCAYWoZC5o+NpaRYRSgUImMlUlSQWggCwSV3yVg60IPADAg3A0xjZrqnfXVVdVWlv977e875Pv1xbt40lXlPAmhgqhv5RGRUZebJe7/rvud73+d9n1cw6lsLArmWmPFEZkZZGmTqGvm691KPEQyyUzpJzwFVCuXpF8nl+gV4RCByfd8RnaoeQzNtgqnusZ+b4QnJK3sLAmnd3WDv915gzzBIRCVPRDzhegZ0hroXzY11xrYg2PfXLwCypkPb0ZE+7Jc1HYSQxHLH60KMgE360v6CQFrbK7z3m99La9sl0AgTqUXQtSLSVZAfonJzAkmMz6VfABRHinYApj7NmYWR95o1ZsfJTyIWBHIbSBoO35cfUevrmLpidU1yaV2ilNek1+kIuh2NbhcmtRShlYbvazippTFCE8zY8jTcqOadYB5FwvjS94dVo+XfLwTw2pvTX1VKffmPeEkP4TxVUgL4B8AtpdTfPuOaJDBSSs2A/xL4baVUTwiRA+w5WYSALwB/Syn1FpA/8vebwIsXVVLnh+M4ZITLPR+bcoUgrkmMxID0972JUuB0osxqSWa1FIXnkwsCEZaNmoGlSUK6ZHxGA9uBftFr+vN3IgPVic7ycEAQC0hGCH5b99YSRVFQDgXpkm9ArjHv8p7/hTnVCA50Ly11yk0f6hfLzQEBVCNGNN/kZPXlSYzbCWzgt60QSghCSpJ3XQrSoRh1FwTiAAKBMdEIdU3GMZvTRo9ojiB1RL9YhqzpEs220M3lvQ2DVholFfdfsXFt0E2I5TTiBY14J0ykPicQ6RkTBgxJOuzQGeuniugn9YtlKI4UfVvzTWem5wUYt8sBJraGJhSJsEs64o2LXVmVXLrkEYicBnDHFqPdHIF8G916+PErBdNainC+6Usso2oGPTB9JPWLRsvld39l9VzXBlcefFcewHkijM8APwO8NU85gVcVtQ6glPo54Cbwj4UQLp4Y/lfn15WAfzTXMTTgnyul/sMHt/w/udjf38cQUPOZuCZQZIWLle943wswUwPM1IDI47segXQjzGop+u9cBhTPpKY8wxTCU8j1+c531mhMjQWBHOgX3eXRP6EomAFB09dhVJEJulSEvujhGCAYCIt7Gl7jH4q8cviYNUCNdUpbEUpbEWxTMkzN6CW9bu8DAjnUL05mT0/c89iEfojIjXs+a4RhNUtd0xezwsdCY8vQ2MK7r6CSFFyXF8wB0ZFGZi9CZi+CoynacYmbGzFMzRYEEm6bS/WLA+gospZNvOBPfr1qnmFbLaYuujZ09iWdfW/y4AGBvPBnBozraUpxh1Lc9WZtZDu8+W6R1khfEEjcR784gFCKQl+xN/PfUrKWy2h2aFMulaA9NGjPvbA04dmyXyrZFEMOw3KOScXTQLq2xvqz9wnmWwsCcfphnHHwTP3iAErBqJrm8WsvPJL6hQLkyQahRwznqZL6Oj7ZYqXUN4Abp/z8TTyR3O8+Lvtdc4Hj+N////4pT+vQ8JnpnBYupgArf7poKASYySFGfEj/zWtwuQHXa1CPeV/lJC+k50LFnEDohpjuh5ktTysv9Iumj41FxFQEDUVVnPFYhGf1MMDk40rQzU3Zf2xAdO50G21ZJGueBnJAIOZUA8NBxcdL37yq4ekSkcLy4NaZWEy7carG2c/3ZE4gzwtBKyF568aUVE8n3dVI9XSid737cjRFJy7RXM89uO0z3yFjuiilkfCxUncdnc5+jl717CjkgEA0XRJM9dj4wd9hVE8zqmYZVjNcz828wR+aJJRpIzTJqJqjGVx614f6hS9heFVftf7Z10klaI90VrAZOYL/XIuQsiQZy2scbd+6jP7e5QWBzKQgH3QJnEgpnoQ9DOGMwo90/4XkfCmp7xYuOr0/pMhpDh2lMfOzsZiPWTVznaXXOZ0YODrk+4jEBBITuF5HKaAXPEYgzAwCYfihvzBgY6XGRqnK/+X//EmmJwgknoGxc1K/eBjpuYVEVfMhFhTWRKe2MWIWkrRCE1orE1BgTbRDAmlbWBPvtkb/9iUqc9fTTz//JsTHx9IWB/pFyGezGda8DEDFZ42WUsSGgnuXHGYWVLMu1awL2FgzSPV0Uj2NdFcnOva6z38k3qO3O6a3NeLBCxt0nONd5FnTgVP0i5MYNDLe1EUf3yyhwaieInVjC91yiK3WiK16ZOTOjGMEMqplEAJ+8n1Jd+y5xd570aUWErhHBiEd6Be+5diGxDS8IVHLochaLrWpgUSjOdNozgzuDAJoKFKWuyCQnOUlATd/5XsYdqHXgJf+yrcJ51voRwZCjaqPrn4BoFC46kMeYVzg0YPjOGTFecesOhjxAXpweXnnrJb0/nOi2UsIPPI4IJBOCP7zkzxz4z62Y/D+9gpv3rnKx78AieiQjZUqv/TPr9BteIJ3beynX0Am6Pn69H1mjBeURywPdYwLjhGIOdF46utZ7kcFUkBxrLg8ULhffZrJfObClRubiFwfVTvQL5Z/UIfVLA7Q9CGMvPT6L1qJhzftowSiOzaffyVE8/YAe+SSWA+x8f05NhjhziS93TH7hTQNWydrOkQz/vpFt5JHSUW/7mPwmNFQrnFqCucogSgpeOt//DFaA43hVCcddbmct7m6A1JCd6yxs66ohgXFoWTgaEx89IvsPJ3pZ+MeCSgCujrV8kYiaM6MOYFY/FCqx6iv6DUV8aygcAX2fvsllFIMu3DpEw8IF5oM93PogSm5XG7pfX838aFPSV3g0cOBfhETLpc0m5rUmZ6y2QoUK9Z0oV8sw6yWgugEEfLxe2pEAfj+l94gERuhFNTbCbb2C2yV87y/vcL15w8JIqwkazGb5lifRxonyUORirlUj+gXZyEvXZxz9F8cdIy/ndZpB7zbjNiK4lhRHEkKY4V8/TAtMdNnNN67SqTQIJjsnbqM9+9cZ6yJhX5xFgqui6sputHlm3aqryE0QeU7HXpbXmhmhnXil0LEN8LEL4V4ai6iK6WwJ0F237pJolg7c1jTu1+9iWYc6hdnwbNBUUR8SlDHzSSGDuWOSa17OGsjGXZJRSWpiMvTDcWzQnnCs1DcjE1ozAxas9OHNeVxjukXZz4/89fYL8UV0SVWSLBzW1LdBG4rhAbRpCKRhXhW0HjnCvrtqyipiG2UH0n9AjwNw75ISV3gg8b/6T//HFexyJkOJel9sIYhSXkQoCYN6lJngkZKuCjHOFO/OICSXpUJa8u7aQEe70I11icR88pahYB8uks+3eWlp+8sCORrrz7Nu/cvE1M2z+W8D8G0a9PdGVMp5GiODUaOIGx4cwnO1C+O4FJgwiDu338RbVtMNWgfCcCGpuCeKbgX9zaqiK14uu3yRFfhzizK3/bmWOjWjHChSbRQXxCIO7VIKcmmHjjt7o5hLTihqyvf/otUV0c6ksHeYSOLPXJp3h7QvO1FeUZIp/jxJOufzdDqxph+5zkAHAVNR+ell79DvFAlmvFe32hWo3LHZ7gR8MSXOjhT61i65jQcpHCODi1ypaA5MGjOA1FdU5RSNjdXbVTf5kZc8lhshnQVw7pNORI9QiAeEdSX6BcHSKRcr/R6id0NHFr2d49k65SEfsv74o5HIKmi4omXNT779F89/YYeASi4SEld4INHsqcziEi+9fyY6EAj1dVJdXUuz2Zcnx8vhyGJoysY6Gjx5bXpTifq6RdndEQfQCnYLhd47PLumdccEAgIpj2bV//+A0IZi8RGiPh6mNSVMPmI10E97dlM+w4Qoi+EdwdnnP4iSi70Cz9E2ybV0MOuuUcxNAUCgWbOuPGTv4Y9CjKqZRa5+/5OCfAI5KC2f8TyNR7VL/yQ7mn09ydI5+wNwhm7aJo3DvbXelF0ocga7mJk7PbBsCYFfVcjZUjssbdBqjMOqkf1Cz8MaxkGE7HUo8yVAn3+fLz7b9u4tiJWNImvWMRXTK6HpwsCGbcdLMNk5njeZ2cPQ1JkLJf61N9qPmM5zCaKyZKWFyVBn+90j6p+cYBHO764IIwPHVzXJdnT2SvaKAH9mKQfk2yv2QjFMQJJt72Xt/Urn6SHRhWdFz/1Hax8Bz10qAPMainvPzmfRrNekPE0wMbK8lGeSsFWOU9320u1jJszxs0Zldc8YTmUsYivh0ish0k/5qW4vuCOmfYdertT7j2doSoMbwjOfDM6U784AXOiERgbVLL+aYfCSBLOtRCawoqOsaK7JK96ZGgPQ57oW83Q3lpDAJ9xJnxKDHEzI15vZqlqBm2hLdZ4oF+048s/9roD8Z7G7o5PmRkQ3wjTdnVcBK4S7Nsa+/NxsdZ8XGzWcFmzvIPCxscsVl/wIpDpuxN6VcmwJRcEEkmfrV8chZKC7k7BdyQqQCrqMu442CPvTro7M7o73uukGcIjkFWL5CfDMIMrOZuN3IxORNHZDHjjYkf6gkAiAUVQVw81AJ6ySvLCPhZdnIVEVmBP1SOtXygU7oWGcYEPEnt7e+hS0Ik/nMc/SiA7Kzaf/d0oO+i0MMjjsoFN9xtPA9BDo3BtByvfYVpOn0u/+NJ4xK8CG6Xl5Z3NTpzhOERv6/TKowMCqX6ny8f/+lVGDZv2gzHx1SCJ9SCfdA/GxTrsx4NUNYMV18Exzq9fVH2GOgUdRdKG8BnltGZkTPKqRyDNegFpTJhd7mA0IhjNMC/ZXpQkTZc9N0BV10lLF1courHz6Re9reXRkmYKoqsh7p5ReTRT2oJAErrLREremwTnJOJQeM57LhwFw6pLryqxIoJz6RetBIZ+vmqmVMCmee90IpeOors7o7s7Q/uBECh486pDpqeR7Qsu52dcVQKJojfSaQ91tPlLt9wx2dMvAiFBr+F/Lo9n4dnnH/H5F8ors36UcUEYHzJsbm4C0E74GO8NNUxgB4sdTN7DE8GTSAo45HEJ3lvFujfvLDUc1KvrXloqNziVPLb2CyRjA5I+9gtb5QLAIsI4C8GUSSBmsPfNHtW3hlTfHM5/bpBYCxBfC7KqCa5EvOhCSsH6O3GGydlDTrcHWOgXPnJDcex9MiM+J21nYqH3gsxu1rAv9bAveY2AYmxgNMIYjQgrTZdLQ08wkcCzty1aCUk77tKPqIfWmOrpSFfR31tuxBVbDaGdo7FPQ5E2XO5PLfZt89QIJJt1uFQ82FgVO197kUi+SbjYIJTpoOnHN91R1Ssj9oswYiGJEdDo7ftPNEz3BdWkpJ5Q1OfvX92F9EDMCUSxMXTRlEApeDE1ojE1aMx0WjPjoRHEB/pFzyfCCIQhGBaPfDrKa9x7tHFBGB8y/MvvfBUrLHB8LICSXe+DXufwA68QtNFpoy8IZB2bTzOh3zYITXIYm17IPhxB+Mm6l6bK9SFos1XO89j6nu8aN/fznj7RWb6JxNdDAHR3jw9MWoyLfcsjkPiaxVM/XSCS7GB1gzgVz+nWDI2pxQWD1CGBHOgXftVMxbHy/KPSy/svDryHnOzxaECFnGMEovUs4r9xlZVsi8zMpL3prTFgzdiJaLQTktacQFJdjcH+eKl+cfD8yLnAvQxpw0UXUD9x3dEIBLzhT19ODOg7Op2dAolyDvGmd6qNleoegRQahLIdhlV//QK8WeQAPZ9JjqG0QcARNGPHH7Orc5xAHPjCaxYjXTAz4ao14wbeRtqdaccIJGO5zCaKsU8mNT430Xj0CUNg+4ze/W7jgjA+RDjQL/YL/qe5VFeni8ZkSW+DQhCc50zfedtkNoNoVJFIKhIJiXk3hzknkMkECIKuu/QGIeLR06MHpeD1N9bobvuL04n1MLOhy6S9XCQOxLy36eVPf5tgsse0H2VQydGvZqGaI1X1NmcjOMGZGMgIxGeKnsmZAvUzdLFyI9/+i1E1g9IlbnJ5tKSNLEDwhU99m42VGr1hiO39Alv7RSLlAq0jBDKdaXQcRaQYYFidPjQu9gChT+TpuOD4GRMaLkpB02daYEST6AJuDwOUZyamUGRMh6zlkj0gEOERiABcV5CMuPRG2pnDmnKzPuOOjj30mbOy4pFWw0ffCdneeM5vhyzuBk10pcg7LkXbpWi4xwhEAdM+JAvQb4J7xtsokRWEQqFHWr84gOtXAvhdxgVhfIiwv7+PLoVvOkooSLQNNvEXLPO4jEcwm809nAaCwQD2dnVAEYkqkglF6glJ0FG8dusxXrv1GD1d8L037rJRqnJ5pbogkGYnjhU16J2DMOIbYXonootTr1sLogemix6JYHxAMD4g+9gDr/5/TiDN+xs4kyCXh4rLQwcjNOauHqYSElTC2oJAgo5i1o2RvLrje9/18goyPTrVPPAojEYYXXdZzXv5kXhkzNM3Nnn6xibAgkDeunuV+zurJK9ESF6J4BqS7q0Rve0x3e3RgkA0U5DWXe5O/Zszc4ZDx9V8T6c5c97bMLdSt5WgMjOpHBnWlDEdVoM2l4IO8bDkpWsT3HmU03AMRvuC7oJAFPGSSfOej8c9EPjxKMOhYuyTKsz0vSe6YnprdIWgbBqUzXkfyJxA1qcON6cOwajgyU95kwjbaNQw4JUJvSMEEs940cUjrV8wL6u9IIwLfFA4t34x8PSLqs/LK1AUbIdG96zdUDAcCIYD0J8GU7r8ejpIceZSnEp+7/Z1Xn/vOgCpeJ+NlSpqXunS89EvAsm5frG33BwQYO1lCGdOt7g+SiDDZopxO8bjP/QbDOtZ+pUcj1VzXKmHAMlYh0pIcNAzFs77+EdNTU+/eMLf9M9ohFkr1DGM00/QBwRSa6W4t7vC1veUCXYDhFoBolaA9A2vWsyZuPR2x8z6zly/8JnffUS/8EPWcOjaGvYZTSIHBBI1JJdw+EovQkyX5OYi+s3gFHGNBYEMpIYR0OhX/CPezFy/8F1jTzDUBH3t9I3zgECiroKpw6+oMEEFeeHpco8xQ/+UtiCQNjpBYT/S/lFHcVYk96jggjA+RHjw4AEKxcfeCtFJuLTnXyf1jNP0i9OQRJ57rnJx5rIT0GmZGi1T492I51CactScQJJUbscIzNMrT/65VbrbY3rbI7rbY2a94/mCxFy/6O0sjzACcZ3ZMEL+5l2fNcKgmiVWbBBKDgglB2RvbM4jkAiDao5+NUe8msUeeBbqO7/1MpFCk3ChSaTQwIoPjpHSQePaSf3iJIStYfYCrF9fXm4MXuHAJDHDibgMIiMGK95t6xONUDtAqBUkmglgDT0CeTk6pmHbNOYn/I57fFjTWfrFQ2tEkTFcts5ppd5zNQZKZ+DolJ0j42J1Z9EHcmXe+Hfl8wmiX0xRMXSsf1alX7VRR840Z+kXD0FBum2wb/p3/Rdtl7ESdNHpIqiqeQSCIqNc8sKhgMvVuSH+o65fwEWEcYEPEK7r8mDrfYzMgJQhidXiXCp7H/5+2F0QSCfhnku/AM+mAaBzjrnKQQkV6/impISgZYoFgSAlP9tpE4oOKawPaRUL2M8lAJi0Z8cIJL7h6RdjH/0ivurlMKLF+tLrZqMg036M7GPH5nbNI5AhwfhwQSDv/JsvoumScLpDv5qjt+VViunBKZFCg3DeI5BhJevpF6nl0ZLeDKOUxsbK8olSM9tgr55lfOXhqMoNSgalMYOSd19PfTOKO7NIlBqEqxlKvSgwxZ5rFXXbI5Cs4ZxLv0jpLsY5IhaBImM5bM8erqqwlaDsmAsCeTk7IONK7gdMirbLsxMb7SfSuEDd0HBe6dHbmxHOemvz0y+iEwgptUhHnQmlKE1dajzsU+YiqGFQUwZvA58UI24GDfL5/Kk39SjBE73908jfTVwQxocE+/v7IHUCT+xhrTVRrsBtR3FqSYxa4hiBgKIDrGFT53SfKYD1xoxx5FC/OAvJpHcyrFjLiSUuwZ6GeOLFV7n02F2Ugn47RatSpFkuHSMQISTjjiR3M0x3d8qsf3qa7RP/6z6dnSih5PLU1aDqCZqxwnJicSYBZoMYKy+8RXFuZTIbROhXcgyq2WMEgpAoy8XaSuFkhsjY7NTG45P6xVnYqeQQSjBOL4+qhCuYdhKknnhA9oXb3rrHFuNqhnEtTbiaoTgnEITEdjUuW7NTI5ADHOgXTZ9muIQhMQXUfQgIFHlXsmUZfDvskbol5wL1XKTOvxhl7cX5yVko1us6zbikFVWc5lF4Ur84CzGpCAtFzcfaHyCHy5UrNx55/QIuIowLfIA40C+MnFcGKnSFke1jZPvw5M6CQGabeWb3VogJl88q77TaD3s9AVuV+IJABIpEQtFo+Ki5gPEM9G3BwFh+bWnqbUrponfSFgLi6TbxdJvLT95aEEh58zL33ngeKw3Xv+SlfeyQwyg9pf6LE3p7U6Y977b61RzRgv+IzkE1i27OCKU6y6+b25QfEIsQEIgNCcQOI5DZIEJ3t8jut5/HmWiE3ywCMFGCutLJPLeLkz0kEKMRZjV/tn5xgO39IkooJsnlJajBjgVSI5Q/9PYyQjNil8vELpcBj0BGlSzlrz0HM5dnwl4joTv1nG73SmnqjjeqVyE8/cLRmPmYXGXnE+0aPimuhC4JKKgYh9fNNMGuZbBreduKKRUFx+GL4wEBw+XxsgX7JprmksrV+F09TzMuaUcUrg4ZH/3iAEXbe2/UfFKuYSRRoT40+gUIXD8Tsu8yLgjjQ4KtrS20xBAtcHoK54BAnIZXvvn1F8YEbY1UVyPd01mpGazjEcggJBmEJWbTYLDcPoqj+oUfijNJIDwkHDv9Rg8IpNvwNu3tT3picrg1F39rQRJfigBgBx0miRmzapj0FX/fowWx+Hze+pUcmmETznTOXGMgNsSKeM/V15wQY6WT1xxywiWvOYTfOiSQhtKJC4fs6vYymykAfv3BDVRihjKW5/JDrQAISXCJaaQRmmGGx2i64PZ/qDDYnxBf9/y6Eushng57UYw7lfT2xiRiIfYdC4E6NQI5QCbg6RdTn40rZ3jvw2XRgK0JBpqGdE2e+fTvsLKxSbNapF4p0SiXeLwmYN9EaC7pXJ1OL8OOJtCBZWUdKwPJBEHvnCnXD4N+AQeNexeEcYE/JFzX5d7mHayrHd9rnVqSQUgyDcI0KOnGJJs4CAnx4SGB5Gs66HDjMclqYUKvrmhNA3S7Ats+Yk9+hn7xEJTipuiTKVZ8o4FWpYhjucyijjfLIubQ2Rh6g5AGxoJAgnVPGK+89ST3bt+kEVV87+OvES3UsaKjxf3MRkGmvRjZGw+W3KuHQTV3rvkX/WoWR0FLGUgED6TFAwBXEUEtCKSkedVMr737ON9+/xqzzJgfv3qLjZUquVTncI22QaBn0b7iy9Cs9FxUuuc7/2JUy6CUorc7xp1Imu8NaL7ndbGZYX1BIKmrYTRDY81wKFp92iOdGl4D3NFhTQJF1nDYOUW/OIlU3KHnCkba8g2u6Hhbf7ZYwbRsipd2KF7yypntmbkgkOruGq5jsoLkv2gPGMYd7s/CVAydmqnjHjyRSpHHoXqKfnESBeESCoU+FPrFAS5SUhf4Q2N/fx9cfZGOOgtKwqSWop19eKNRGnRjhwTy4r8IEklB5Z5LPKeR29AozjeoUVfSGRh0OhrBkJdm8dUvXMV0HF6ko85co4LNvctM0tOHP+9z8jggEOubK6x04N0VSXYgKPYEW9940VujpVhb2yZaqOPOrTP89At7HGDSjZO+6h+x3Hn3caYI5CmLHB4hkOeY8LgxofdMHasVwmqG+MrvvAyANF1uru2ysVJFE+5cv1jesyBcwbSZIPn4pu8ax9U0w+oUd/JwKsweuQsCmX0qxcbncrxVDhAPStJhl6cCXgTiSGjaOg3bYCrFufWLguOyZflvH0XbJRTpE44+TJRHCSQS6/H6736WB4/3CY51Yh2TZycznlMCKRR1Xadi6vQ0jYhQvHsO/SKPw8bGtQ+FfgGg1EVK6gIfAA71i+XCr9uJYriC9inT3o5BQTwnaO5J9m97X0JAJCWIZwXxnEYh77Ky6t2OBJ4eOlQsjYqlM9Ef/gAWZ961GR/CGA+imBODVtr/pJ0bCBpxxf2C94WC2ARyfUG2L9C21wneP8hPK6q3rhMr1okVGljR4UORzkn94iw4U5OkkLzt+s+/yAsHOz1hstFjsjG3CRkZWM0QVjPMu5UVbj/YmK9QkdiKYg1Mxpkps+jDsz2CHQsldUKF5bNJpKsxaaTobfv3scTXw/QnGntdk735mcPUFemw632FXJ6KHgrxV6wZEU1Sd3Tarv5QCus0/eJUKEXRccltlH2jzka5xMxyaa4cHiQ0RxDtGsTapkcgfQMx71O4JmaEkdSUQR39oZP5gX7xYUlHwcEApYsqqQv8IbHQL3zGrDo1rwKpdYqT7VHERgLDEvTqh2kZpWDQUgxaiv07EgREk4InvmAy0+D62OHmvB2hYwoqpr4gkLEuKE5dT7+IL9/AmmVvzoRfpZAx1onMBO/nj5CfgH4I+iHF/fwhgXz+fe93jb1V2vPN2Q3a5Er7RAsNYsU6VnTIoJpDM5wz9YsDDKqeRUbNp8TRRJHSXIaZ42W3MuwwCfeZXPJIURsZrP5eDtc2SI0V0fc8O3ndmtFNOYxT0wWBePqFWqpfAEwbCZSr+1qwCA1ilyPsdY8/FtsVVPsG1fkwI1NXvLQyJhSQhBzJ06G5BuJCQ+rUHWNBIAv9wocwkq4kqCBbLC+9Tim4v3eFfuo4gUpD0cvY9DLe+15zBNfejBHtmVjRKU/2XZ5SM6RQNKVBDZ2aMmigf+j0Cw8XEcYF/pBwXdcjjNwEOdPRrLPJYGd7g3BIMvPpzUrNN4/estnPytssTAWvpAzuRTUyM0VxLClOFFfHDk8sCAQiDoRzA6bjEMHw2X0Lv/PgBcKWyyyyPD8fanmn+8ayZi8BtgH6zKB3s8HwagdjYM5P9yHqe6u0jhCIcDTCkQHTQZhA7OEI5AC/8uvfx1VtRsuHMLLCm38xyyzv01CWy2wYJvfUXYrP32I2CDGsZRlWs2jVLNHqIYGAgtAYZxBCS/bPXOOBftH3makRKQUxNGiNlj8Wx4VwUFJpG7y3G8DUFcmoS2r+dZRAXAkTAVGpmGgKecYiD/SLXGk5YQx6CayZTj+5nPykrgiOdTqZGfeeHqA5EOt60Ue8Y/Bk31gQiGsopjPtQ6VfXIjeF/hDo1wu4zgOlDP0/vWniKbb2NkRRr6LnusuCERJSPY0KqfoFyeR/x2DSUIx85nfE895G0ElqKGEoBEQNAIab+N1eR8QyNpYkrQV7VqBX/9nf56e1Hjq5rtkihXSxcqCQJTyiGB8mn5xAtP9JDNd0Q0tvy7b925omhmDACdm48RsRpd7oFgQSKAeJliNMukmePfffpmJLSg9tkWsUCdaqB8jkJxwaCr9FP3ixPOouShNYqeW6xJmKwRKIzKfveENa9ohNfeymg1DDKtZBuUcnQeXYCbY/uXPYlhTEoUaIt8nnG9ipQ4J5EC/cE7RL44iccl7Av0IIxaUGPqhnbntCupdg3r3MAI5IJC1rIOm4If7YxwFDaWzH9GpGDoNQ1sQiKdfDE7VL46iMY86+6nlEbQ10QhMdcrzRkppQDdj011EIBDtmcTbBoXdEE8/8fiHRr84wGlz0B8lXBDGI44D/eLm9/8Ww1aabjXP8P0S0ztrgEJPDjHyHURoivn70C9ae+cZOiMY6DA45V1ylEBmmktp4vB1O0hUKPLC5d57T7Bz+wkAIvEu6WKFaLLt6Rcpf/0i2xdedOHz+cn2BdJwcRKnpLiOEIi0XILVKN8pB738fchF3N2g/WAd8KzSo4U64Uxrrl/4W2hcS/ewdQn68oorqxkCIYnkTtclrMgY6+oOZnhM58E6Nz7zDYRQdKt5upUCk51LABjWlEC+TTDXZlw/n34RfqlIf6J8bcrTYe/g0R6c4TM1J5DxTLCec/i2E2CCRl645DSHj4293hJHQc3UqRgaJdsle8m/au7X7r1EzHKZhpa/J2Pz4Vi95OmHImlAL20zCbusbIc/ZOkor9PbvYgwLvCHwebmJuFkh+z6Htn5LArpavTqWbqVPN1qgd77JZT0ToZXdk3ifW/+QjvucrLgJTrXL7r15ZscQGRDZy+kLW8uAIoTyVgJ9qQJCG4zH9YkpFd+2s6Q6yaw5jeTfhAj0DcZp6eM0lPc4PGNwhjrRGeCe3l/UlsfO8zSD4vHJ2E1QzgSqgMDhWCnC6CImIp0yCEdNkj3wwQ31xECbug2ceGJqjWpM0Dj6J0YKIxugOFjy8VpgFxHQaaNZizXlobVLAhJdn0Hw3IoXNsEYDoM063k6cwJpLnr9YEUnk8QTJp0tz2322HtuFW60CAVdtnr+pfJZgIuw4lg5izfsA7mX5SVyQiNPWWCBAvp9akIl5zt8IJtIwTsbl5h8p9CZEtlcsUyqVwN/ciwJqU8IjipX5yGWNvCNiWTsI9G15nb4X/ICANAXmgYF/iDwvOPeo/CteNuqZouSRZrJIs14G2kq/Er/91PEkwayF2H9aLF5bLwctxRRTvuehPgYi7p8+gXQCgGIemlo5ZCKUoDRU0er4tXCNrKE0kPCOQLezUSawH6923iq2GSu57B3ixsM0pPGc+/zqVfAEEbjKHFaN3/pC3vpGk74kTFj2BoC4a2xU7PW/W150ZcG0n2w4Li1GFDeqfZsRLUpL4gkJhwz6Vf4AhGzRS5J/3NEye1FNF0G8M6foIOREbkr22SnxPI/W+9wN67T1B6YpNIJkf6MS9Pb1gzam/PFgQiDHEu/UKgSEVdKm3/7SAVdRkowejESXiGxp46JJDHtSnP61Pu2UFa+5eo7a8ihBeBlFb2FgRiWZNz6Rcojwj6SX9iiXdMHENSKBR8H8+jBIlgduEldYE/KMrlMtIxSRSXu6AKoQilTZrvT3jwWz2EDtG8SXzFIr5qcalosTEnEHemcIQikhJIR+GckTaO57wNoexDGHHnfL4+CohkTTpbE+78cguE9318LeB9HSEQZypxg4r4WDAzFGcZrB7oF36btjbViAUk+32/NJMgYyuqAY3fzAZAKeKOojSVFKeS0uSQQGwBSimMvoUMOriR0zcyq31cvzgL0tHo17Os3Lzts0YYtFJEUh0e/+wrAEyHIbrVAt1KHjOYXxCI0F2UC1HLZRwQ9KbHo6QDnNQvzoZHLDvKP2JJC5ehEnxLBkEKLBRZ4ZAXLv0jBCIVaAJCQ51o22CYcDjtkL3QL3wGWYEXsfSSzodOv4AL0fsCfwgc6BeJwvJ5DIN20purvOflkZUL/bJNv2yz9+oQoUG04BHI6ssxAJ74tIlS0HU1GraB+50hvYbCmdscxXNn6xdHcTAb268ENYIiEDfYe3WuXygY1m2GdZvydwYgIJw1SawFuP75CFLqvLTp3WYy3uNSqcIvTq/RiB0SyIF+YceXl+harbnwO17+YExNkbYV34nPH4sQ9ExBz9S4HWVBIMWp5MWujaYE8be9zXmke9FY9mqFWWaEO++xMBuefhE+Q784wKiRRkl9HjWeDel6xFJ87P3FzwKRMfmrm+SvbgIHBJJn97XnGI9D3MjBjZyNZU0pFip85dUbtIb6gkD89IsDRIMS0/C3UgdPx6oogwOCmiHYVyb78wjERJETDj+c2WfQi1PYDVHYDaPpDplcjddDCfpJm2HcQemH+kU/tbyow5poBCc6P/F9P+yzxkcPSnFRVnuBPzhee+9/JJwMY4WWb4jdihd6nzVXWUmPQNyZ4tInYrzaDzCQOlnTm2twOTjD+LT3gew4Gg1bJx6w2Q0KX/1irQZjTTDweaPnNe+DfuaEPQWjuo0zllz+3iTf/8lvsr5SYXu/yE65yJ0HG7w0O04g90erNBPCdxpe9z+vE4vbdCc++fmQNwy1HDjjujmBjHXBp9s2byY07sWMeamx9xV56ziBhKaSQKLjq1+49QQISTy/vKmw38ggXYPEEmIJRMZkL29z/5WXuPnELV547juUKyX2yyvsl1d4Iu+9TyxzSrFYodeLU66lsJ3lr3Uq6qUxa2r5thFHEhSKmrvEZwrBvjKwbYu1yw/42Ke/TqNapF5eoVYpsVoJA2JBILMZNPUIk8BHV7/gVGeBRwsXhPGIwnVdetUc+Wv+/kiv/csnCSYc7JHfXGXvaF5zTMZSo+kY3CaAhiJluGRNb7LalaCNLuDqUFF4c0q3JXjvJZ1KUGN6tMtbKXKa+5B+cRou321iXw4ybp1v/sX6SoVCtkUh2+KlZ99FSkG9lWKnXGR73yOQ6SxAcAQ3fitHsbTPt8NpppkxMnT8PjIhl/b44Y7lkwg8ZuMMoXEWYcxRmHqJg0pIp2dq9EyNO3Hv+Yg5iuJEUpqTSMSFaSfJa//wT9HpaDz/o68RKTQInBjW1Knk5/rF8tLSbiUPKP+os5nGti1WSvtEIiOuX7vH9Wv3ABiOwpTLhwTS7SYJBeCLL3WI5+vEizX++T/9FIPxcav0s/SLk8hrczdZH2KJIpmMIuRKZazAjJX1bVbWtwGYTS2PQCol6uUVOq0sBvCxr2dohKAaAXO1y2AegRwg9iHVL2Bub34RYVzgD4JyuYx7Dv1CSUGsZNF833+ucnzVYugKxieGEUgETcdYEMjVwJTno1P2HgjCMUVhVbFS8zbhYR+2VjUqQY2BLggLRf0cvj7xtQC9vfPM7w4QsKbk0sc7nTVNLQjkxWfe5d33L/Mffv1zPPn0G/T7cbY3r5CcBQGIxrrUkp4gbUcn59QvoDiV1Czt0OhuyXUuUDtJLELQNwV9U+NuDEojhy9XHXZ3NEwLkknJ/jefB2A2g9z1PSKFBqFck14ty+rNO75r7FYLRFIdzMByi3SPWKB0Spd1JHxIIPVGll/6N3+a4uO3UUqnV83RfnWVTzw+QTdtYvk63/rmBu2BRjLqsnsO/SInHEbK89xahrzwiCVf2n/od0cJZNiP8cv/4i9wJwmODoUhPF0HrZ7AFdAIgZMf0UvaxNsm/Q+pfnExQOkCf2Ac6Bfdag7ddIjn6xinuJcOD/SLM9JRRxFbsdiz/V/yrOkyHcODOwLQEEIRTUAipUikFY+3JE8emf2Q1RymCOry9GFNYSTBuEH5Vf/+i8RagEulfTQfN9ndchHTnPHxl15B0xRKQbudplpeoVJewa6sMN2JL65PBV1WYzbNsc7klNJRQ1NkjuoXS1CautQDAtdnbkNp4q1rc1NHSgEogkGPOBIJhbqzSmB7dXF9v5Fh/70bJAo1wsnuQ9lA6Wr0almKj93zXWO3WiCVbBEKLT9I7O+vALD2zC2ssHftbBykV8nRrebpVfPcWD2MetLS5QltSk0ZtNVpw5oe1i/OQk5zCYZGROPLTTXrFa+x705G0A16t2m6itwICkNFYQi5zTAHz2R1zf/w9Kjiog/jAn8g/OPf+E3ywN57T1B+7wkk0NQ0XnjyLRLF2oJAOj76xQHCGQMzqNE4RyVMHodOW3DwgVdK0O9AvyPYfeBVZUXjcOlTkFCSNd3hsj4f9yo06o5OTRoLAjnQL7o+EYYV1QkmDS6VlhsYAjzYL5AvlBfEIgSk0y3S6RY3n3p7QSD/4F/8BbK6SyIiyUe9jWQoBe2BTmtk0BrrjB3Na+QDKj7pKFN6He5vJv2J5fK2pC/EnCwABJMJVCo6lQocEMhP/pk77G1fxh6Eufd7LwEQCI6JFeokitUFgfSbaU+/KPhHnYNalhvX/Ut5b++vE4z1FmQBYIUmZK/skL0y70QfB9l67Vnq965iuIrnTG9YkyOhOdWpWMaCQKLn0C/mq+RmtE224N/YVyuXmOjQPeIFaeuC/Rjsxw4J5Om64skm/N8+/7/zfdyPIhQXfRgX+ANASkleutw3TF4zA+SkS8F1KUiH7befQnv7KSTQ0jQspQgMHNzZ8hP5gX7R8IkwYrrECkB3SVGPUoJ+VxFAsaMbfN0KkpGSonTIuy6XdZsbuncq7Qhvup8zcf01llVvjes+s7GHoyDdborrj7135jUHBGLNN6+vTcLENUled8npDrmYy1p8nmaTAkcJXDyxehkW+oVPubEhFbGYYnd32XUegdizAOlsgy/9+C8xHMSolleolUtUyys0trxO9EBwTDDolZSagcnSYU1H9YtlkFLQq+bIXt5Zep0VmuDaJiNH8BuVKJYmyQRcMgGXbNDlOf2QQEbOYVXUsmFNURTjUdTXZwqgXlmhFmFpAYatCyxXMdX4UOoXHsTFPIwL/P5RLpcxgYqm4whBWTco6wYQwFCKrHQpzgkkpiQiqvPSz+aRyTFudsj9v6N7VVH2IYnEVjz9YnTaMOUjyM6rebqt5W/cYBgiSvGWpns2IbpOQ9fBnPtMSUlBOhRclxXpIgI6L/3sCoOwSyfhMvyFPr29Kc74kETO0i9OYqc873T22WwmkyBJXfLWNAAIelKnJ3Xety1AEdckOd0lrzus6A4a8NOVGeOpoNPTeP8xjfJcqznYrM7UL04gN5VoGnQ7y68TQtGo53ns5jsIAdFYn2jsNtceu41SHBJIpcTdu49jAG/+6heZIKhqOt//4iski9VjKaxO1dMv/Aij2crg2hZxHwFdKehV8jSmHpvOpEZ5rFEee3rGUQJZjdug4HuMMTaeTUhjYlBXOi11WHiQFx5Z54rL1zjsRxkNYlSL/htpfgS1CGg+Q50eVVxEGBf4A+FAv6jpDx93HSGo6AYV3SAtDX5kMmJ2owYC9GYE8/0MT/yohkIhk2OqvyHp7c2Ir1jsn0O/WOtPmeow8emPSqQ8MqqessajBLKpS35qMmRrZYZtKZJdnWLNxPgRb5b3MCTp/96I3u6U+KUAa8Wyr35xey+HYc7IZJaXoFbnue/6qemRQwLZtk1+ItJnp6Izmmik4i6ZpEup7ZHnZCrYSWlUAhorE4e6ha9+8eTvuah16PWWXxePK6RrkD+F/I4SyOVrd7l793He10yqmk5RegeG+9/0BkpNEKyub5Eo1mjtrJJItH31i9d2r3pr8On9GHUSOLMAzcnp759DAjEoxh02TY0HAZOi7VJ0DiIQsPGs0mvKIC8crOCIWMJPv/A0lmpk6WWEbEV8Bj/9uS8uv/ARxwcZYQghvgz8XUAHfkEp9TdP/D4B/E/AOh4X/D+UUv9w2W1eEMYjiM3NTTpCY+IzoLrgehuac7WFCjnYAI5Aa4fRGxH0RoTSx8KsvOB1UGddh6fDExq2TsMxcB5yxvRE7U7zUL84C4k0jBH0/NYovTWWCw7DiGRrzUZIiA01kl2dVFcn+0KE4rPeGsv1HF/52ie5tFLhUqlK9BSr9EqlRKFQ8SWWSnnFG7MqfWzKdQchoN7W6fR19moGoIiEFMmYJBV32dBcbpjeY5kJ+Gx9RiU4j0CMh/tVEklFvy9wfUz/EkkFKPKF5dFSq5HDAHZ1gx3d5P785xEpKSiHgnRxdjaIbnspLF13+NWvfpGV0j4rpX3S6dZDGZ1uJU8w1iOwxI4evOgCPL1iGaKGJKQUe6bBlmUsJvIFpaTgyEMCcecEMg3yta/8ELlimXxpn1S2/tBrepp+cRoKQ+/fD2f/hQelBPY5Kg7PAyGEDvx94AeBXeBbQoh/p5R698hl/xXwrlLqx4QQOeC2EOKfKKXOFEQvCOMRg5SSW++/T9XwL198PlNH9gOoo30HhkLmhsjccEEg5jsFrAdZCoU60VaKx6QOQhJNt3ltt7QgkKDw1y88KCKrUNV038a+guswMxTD8BHDOQ16MUkvJtlesxEKNrZNru0EaAY0Xr3zGK/f8pxupxGbT6zfWxCIQNHtpLl+w78E9ZW3nmOqTvpHPYyc7uJK6B3rdBYMx4LhWFsQSCnncvOKzXh7zEba4nrE20CnPYedkkUl5JUbjzTOoV94ePlT29gzC8unTLZa9k7aNe34pj3UNO5jcX/+4zXX5vvtMa2yxrB3mc2tKwDYU8WNxzYXBJJMts+lXwB0q3lGjmDsLn88mXlTXcU8vsaJprFlaQsCydguP9Yfs1KsMBlHePtVb6StYdhk8lVypX1yxTLpbJ16pUQtjP/7bPhh1y8O5mF8YBHGy8D7Sqn7AEKI/xn4CeAoYSggJrwa5CjQApY2Sl0QxiOGA/2iqi0/zQml0JsRnJXlIT2GQpuYBCIDXviRr+A6Ov16hm61QKeS5/HIeEEggfCY6TDipbcMhXtG528wdKhf+KEoXTppd2nAogQEZxquIdn5RB0UBPom4VaAUCtwjEDsgIsJuFJjNAoTDp9uWjeZBI7oF8uR1x16Aw25dBaBIBxQSFdx619VkLYilDFJXAoRvxRkXYfrEe/jZI9ctLCOpkEwqJhMvL9/6BaFolEr8NjNd3zXWCuXaAuNqU9EF1ceMd/9pos9BSvs2dQnchrv2YcE4tgKwxS4jsawlSSc6py6JysFlQfrC/1iGTJBl6EQ9H3SdWnprfHz3/M7pJNdxpMAe+USu/OvBYHoDo5roEUhN1I0gyDPuO38CJ65/tiHVr/w8IFO3FsFjp4GdoFPnLjm7wH/DtgHYsCfU0otrUy5IIxHDAf6xWnawFEklUTYOm52uPwGladtJC55HbS64ZIs1UiWamzAMQK588YzBIAbTymuP6VooTHZVHRbgm6bBYEk0mfrF0cRkZKoUuwllts5gDcFcJyaD1YSME3YTBM27SsDkIcEcnVPpz+N8vqrL/P6qy+TTHTIF/cplPYpFvcJRzwCWa5fHMJEkdQkm33/j0Iy7jIoT5HzYoJx02bctKm87rnlhtIm8fUgl/5UAjXUWFuTrK1JnIBDc9ui2xF0OtqCQJbpF0fhuhq7+5eo6v5rLEiXUU9hzyuYZyNobCsa295rYIU8n7DEpyzyjqTx4AqNB1eYCi8y+L5nv0WiWFsQyKiTwNLVmfrFIRTpiMu+6R91Fm2XcGhEaq5fhIJTrl/Z5PqVTYA5gRR589ZNdvbWWBvA2kDhSmhNNZoTne2P2QsCOdAvPszpKDgQvc8dYWSFEN8+8v3PK6V+/sj3p93QyRzul4DXgc8D14CvCiG+ppQ60/75gjAeMWxubtJB+OoXP3j9HrxdQvoQhugHEDOD5Bkd4wcEkijWuP3Gs2yhc1ezvLy4cilelqxeVihg2IVuWxCJKcZwbv2i40MYgakgPNGobZzRp6EdEohRDXNpdYdPvPRt9sor7O+X2Lx/nTu3nwQgnuhQLO4zGER/X/pFu7f8seiaIh6W7L51dr5/3LIZt2xW/mwMqc+oP9ck2AoSagXIKEGhoAMu06lXPaXpnn6Ry59Pv6icI+osTm0aS6zrZ2OPQAKfEfR0wa8kgxRnLkXb0xg2v/0xAKYCqqaOBC7j0pz6GBPO9Qu/Od8oxXNmh1KhdiaveASyxf3tDWau4Df2w14VVtAlHXR5IjXjiQcsCMSWGkScDz1hwO+rca+hlHpxye93gUtHvl/DiySO4i8Df1MppYD3hRAPgCeAb551oxeE8QhBSsnm5iZxFF+cjKhqOlVdp67pD9lV6I0IMjI9rl+cAr3hlZcsM6sDGPdihFBUNIOaZlDD4C1AU4osLgXlkk86FBMuOt5R5YcnI6q6TlXTqekGsxNrLLgOtqEYhJf3XyTnMzrG6eWNffpUo91J8/iNu+RzDfK5Bi88+yZSChrNDPvlEnvlFTbvX2dmWxgCvhQeUnd1aq5B3dWZnAj5T9cvHkYiJhGaoLezvPJIMwTBToDu5T521MGODuivD0CBOTQWBJJuBTGmngfXL//rP0u+tE9hLv7G4se7vGtn6BcnkVYSwxT0Gv7DsQq2y2bAYKhr3Atp3JuPwo24koItKc1cirZL3PVu63PrA4ZJm0Fqxr2vFejax63Sz9IvTiImFYNhlLXSG75r3Nsv0Zzo2FKjMtaozMt4TU2RDjhkgh6JZIMupml+qPUL8KxBfh8Rhh++BdwQQlwB9oA/D/zFE9dsAz8AfE0IUQAeh0U9xam4IIxHCAfzu/d0naBSPO3MeNYBF2ho+iGBCA29GcZZ8R8cpDciBCIDgtHlkciB421NHP/ASyGoYVATXh9IXLr8mBxSdgx0oXhc2jwpbK+zWtOo6jqVOYEUpEvbR78ALx3lGpJpfLnxXqjt6RGrK8cPSpqmFgTy/LNvMRoF+R/+yf+S6sSby33Jsrlqerfdlxp1V6fuGtRcndy59AtIxiTSVfT3lxNGdCWAUIJx5sR1gmMEIhy4+p9XSBZqmIEp5f1Vtu7d8B5neDhPs3kEUtk/n35RmM/q6PlMUwwnIKCgYj28uQ91jfu6xv2gAUrxM+0Bk6jDNOwSbZskGjFWiyNcQzJI2uzejdOc6mQCzrn0i6LjEcuaTxqu14/SG8ROrcyypaA6NqnOCeRzK30ee+zyh1y/8PSiD8pLSinlCCH+OvCreGW1v6iUekcI8dfmv/854P8K/A9CiLfwPqX/tVJq6eCWC8J4hHCgX3zDCjLRNEylyLmuV3PvOgsCkYDAQEx1tFoEmR6BccomoSDYDJBYW94cBV6J5QhB3yckzuJ94N+wA/SVjoYirbnkNa+D+oa0uTknECHAtiHb1OnEXZwzCr9yfQ71iyUItwKY5oxsdvkwokrNI787gwAt26twShiSbMAhY7nHCEQpGOiCQsah09OZ2qcvIsOAQYWFfnEWEpdCKKGYJJdHS4FeACUN1p64TW59F6W8KK9dLdKpFCiXV9m6f2N+tUIXihvOjKqme6nAU/I5V3fGjCJioV+cucb5cKyKufy1TroKw9ForUxorXgEaE40om2TSMci2jZ5KjWdr1AxQuOpiU3F1GnpGuqUNf7V0tts7a2RSnaW3vfevDmzOVm+gQZ1SdSEK1euLL3uw4IPMMJAKfXLwC+f+NnPHfn/PvD7aly5IIxHCFtbW17/xfykZAvBvmGwz2GXd951+dOpB3QrRYxqDKOSQGgusWyTRhLc7HBBIKIfwJkGfa2wlYLtzStUxTnKZJXLRAn689SORNCQBg1pgBNYEMgNY8YlwyHZ1kn3DJRSjLqKXl1R/7EZ7YRHINZUYI1Mupd8xHvgan9GtNBC9+m/2J/3X3Tsg81G0HV0uo7OvSEcEMjl8IzLEZtQTPJUxAZshgFFMy7pvxKk09eYzjR0TREtBtj7vY7vGrM/EmIqZyjTZ7xsMwAokvPXRggIJ/qEE31WH7u7IJD9u9fZfudpEsaMT87JSgRnGPkOX9tfXxCIAGJZQWPHfw66eMmi50pG+nLCKM28w8EgdVjyawcl7dKUdskjCnOikawEWH0/RiIw5qWxgjFopk0k3+TXW+uHBALslkuslcq+/lG75RIzF/r28jWm56mwjY0Nn0f96MNLST3aUdIFYTwikFLyzt27S/svnDmBGKZNMNbnhR/7T/RrOTqVPN1qAetuGu7kEUISyzbRTJsOEPM5kR/oF1Xh83ZQioLrUF8y/+KAQK5gY08Vr/5Hm2hKEM8J4jmN/BWN0ntewnzYkcwmQBEmseV9CPpUo9VO89g5DPX29ku0Z/qSmnaPQBwlcIXiqx+bEZ0I0j2NTF9QammsX/MikGFAMQxKRFdn2Fi+xqP6hR9CrSDRdOtMm/IDAjEC3jqiP/QqODpOLYlTS+DUE3zS8U79IjhDTwxxpinGfX/9omi7bAX8P/pF22UWdJmFziYhOyiR8+j26he/hma4DKsZhtUsg2qWl8azBYGE0h0G7Ryx6D2kFEsbL7/1zhP0bP85K5mgiy2hWCz6Pp4PAy68pC5wLlQqFSz8S1VRim41T2ZjB8N0SK2WSa16+WDXNugtCCRPe28FIeDb//ZH6U40WiOdn/hzv0o830A/YpXenXsPndQvTiKKIqIp3nP83zY5zaFfVd60v6ai31TsvSe9cbFHCCRR8E5Ul76dpzfVaI11rM+VGaVnSOtwozrQL1Z8/aMCNJpZGjP/NWYsh05UIXXoRRS9iMtmCVAQHx0SSK6lg4DHf6zA8IcEjanB7Lf26G6PmfUPK8AW+kXax17bhUjXIPX4ctdZgE6lgJYYooe8CEiPVQhcq6AUyEFwTh5Jhlt5LODKcwbF5wUVU0f93pReXTI+wl8H+kX5FP3iGJRiTdr0sv62+dG2hREaY8WGCAHJK3skr+wBYI8CDGtZhtUsu3evEkbx2pvP8cqbz1HTdf78x3+X1ZUy+UxzQSC9fpSIqXjQP0/vh8NTT3zY+y88/D7Lar8ruCCMRwQH+oVf6WRKSpxZYJHKOAr9CIEoBb/+i3+R7lSjN9FJh12upG3e/rXPIxV0JxrPvPQWyWKNzn7xXPpFXnkk49fbEBaSqKZ4cEp550kCeebHLWxXozYyyIRcLsVt9NezAPSmGu6NHuP0lEg9gGHY5HLL/aP2K0WEwLfRzBCKpOVyN37K6VkcJ5BPfc1EE7AzMslaLqWQg/XDHskOHcHgVo/ezphI3kKhmKSWiwjBbgDpGiR9bMqlFLSqBawrD18nBOixCXpsQuBalft7RZKu5M1QgKLjVThFXtABnbEQDHdcenWFNa+Gqp5Hv7A1BqnlhQgoyHUhUmycmmYyw1OSl/dIXt7jWw9usOI4fMsKUJCSguvy9W96vWQz4MalHdZKZZx5KtFPvwjokqipPhLpKA8C52KA0gXOg3/4679O7Ih+cRYOehv8ymRHnQSWAeWGyV7PhCboQpEMuaRDLpmwy/ZbT7H79lMoBZpQPC+nVIVBXXguuSdRmrlMdEHPJ8+a085XrWMGIWrBrYbJg47FvTYIFImgJBNySIdcUptRUtuez5QwZvzuNz7FykqZlWL5VHO9h/WL05GxHASCVmx5zl93IWlK3h9Y3B8GuD/XQOJHRPTsU3EKz8QAkEKRvZVinJ4yyUxwQg/3oARbx/WLs9BvZMDVMfLLu/mVhIIreWAZ3A2a3MX0xsVKtSCP4jpk17zXQwIvDWZUTJ2KpdM54sZ7gOIp+sVpCIx0nEmQaGF52lMpKLouVd1g07TYnP88KOW8qMNltLvB1s6lxfU3U1OaE53mxKA7e3hY00Ep70eh/wK8x+xeRBgX8IOUkrzr8uAc/lE/VHifYTtJIHK6JcYBDtJMrfHhxukqQXNk0BwZ3J0TSDHq8GxpijsT3DRnPCVmSAW9icZe2DgkEDwi8KILf28mZ+aJ3MsQz2oPrVEh6Ex0OhN9QSDZkMNLqxMaMsBr7z7NW+8+DXhlvJ994i1WS/uUSmXCoQn7ZT/9wkPGcnGFoh1bvsZUX6AJTqS4BD1Hp+foCwJJGC7fmx8xUBrWXozYnkdyAwRqte8RSHqCE3bn+kXbd8xqu+rl5Y3ccsJwO1EsxfGmOSHo64K+rnE34BFI1JX81HCICjhsSMGVgfd+k5bDlggcI5CFfhFcTqjRtncbER/CsIdhIkrx9omU60TT2NQ0Nufv/aCU/CUamIZDLuXS6CSBGZZps9sLHiOQj5p+ARf25hc4Bw70i7EQaEohzyohOdAv1nd9b7NbKTC2BeMzykTBI5CDgObbeyGmjlhEIOmwy015SCCDqUYkqNh3BQYKZ8mGvDKZ0fMhC/AsKmzXSz2dBYXgoJjn6+EQTV0j60oKjkPRcfnOu0/x9rtPAdDRNBJSMpUCS5PMlsz+yBUmdDTwGQ9Cpq8hFbRmyyIWgamBBrwmguxjkEBSwCWvHPJHCGSIIIDCKrUYDyKElvTHbO9voMWHaMHlaSGnlgB8muaEwAQ0V2P4RB17rYc2MjEaYYxmmI2GOkYgwtYYxVyCQ51J5OxemqcnXYYhEyu2vMptUPXSjBUfjU4HRuMQP/jpb/HyM+8xGAXZLhfY2i8QLxdotJMcEAgodrqhj4R+AR94494fCS4I4xHAz/7rf8BLwPP2jKedGfWgoOKYVHWdhqYvCORAv0icYfNxAKVg797G/OTuYwQXcpk4gpHtmTgdRCA0vTRVKuiRRz7jpZlumDbXTJuW0GjMvOa3hjQWBBISkmBUUH7f3z8qesmkPfF3k02HXGygOa/trxs6dUPnbebDmlxJ0XG4bHurWAs5rIUGjJo21WCYxsygOdOZztnBEIrEUPD+qv8a05sBOvinCjIBBwnUMEAIuuh00bkjLFBqQSCXlE0El1Z5hW/8q59ioAuuX36fZKFKqlglGB0ghKdfOI0E1mV/YfzuuzeIa5Kxz8Z50DTnZEYgQEZsZpEus40uKA4JpBLDqsSI9CyeeCWDFpjRSniNeoP07JBAFAyrWSKF0/WLo/jtb73MCi7dc1r2b6x4jzsanvDktS2evLYFwGAUZKec5+72Km/duc7/4ic+7/v8fJjwAbrV/pHggjAeARTHiq4Br+Z1CiNFcSx53p4hbHAE1IXX4R1Q3qndr69i1I0TMBQtv3mjKNJhd37dw29UqQTNsUFzbCByYEmbrxsh8sqlIF1umDOeML2ceNvVqEuvSQ7Oq19Idnr+brKJtEttPtnvoUcgBA1Dp2HohJQiNXV599/UiZUCxNcCrMemXInMu7xtjcZMx1YgEDTPpV+4vD+wfNeYtVzaaKdqP0cJxEKRVy7/IRsga0uKU4n+4Bqhe9cACEQGpIpVAuERODq6TzpKSSg4Lg+s85XJuuEZKnyKncwRAsHVsCoxcj/wLdxBiEktTaaaIlnzdBrHlAySHnE44xDhXHP5GpVHBFX9HH0+0iUYmJI/Y+piNDzh5rVtpNJ46871j4x+ARdVUhc4B6SUFMaKBzGNnajGThRAx3IVhbGaE4jLc9ODCm3Fnd/5FIlClUSxRjzXQNOPb3wHNh/NsU81k6kIGuqYhnAWCtKhqhlUdJMKXupCV4qs8ia/FYTLDTXzfKaU4trHdXp1Rbcu6TcU7ok96jT94jRYmiQlJfct/0274Lj0y1P6ZZt+2Wb/tQFCg0jOJL46J5CShW559/30pkEz7jXqtWKS6Ym7SA1O0y8ehoYiFXC5jf8a88qhZQrqAZ16QOdWFFCKpKMoTV2KswTFB1EOWh8mr1/F2U9j5LsY+S5aZHJszz1VvzgNSnGJGXZ2ufYFYDTD6OExgVwHke8QueqVMjuDINNaikktRaCWxq17PmXV159kWMkTKTSIFBoEk71ja7SHYaJK8Y5fyTjwUrhFPt32jVi29gsErNlHSr9ACRwfs8zvNi4I47uMSqWCJaEaOv4JmemCnag4JBBH8tP3XQZCp1ktka4UEG94PlPpYvUYgXQreV/9AiAd9sJ/v0gkZEiiKN7Vjr9dXCGoCoPq/Oe6UvwFrYkwXKI5m2g2ysrjJqAYtLwu725D0q8rT7+Qy/UL8NJRAFVj+VvVkoq047Kzd1xIVhIGVZtB1SMQBHzub8SQrk4x0Sdey7BR8whwEJTHCCTTO49+ASnLM2T062PRlCIrXG6fjAaEoGMKOqbGLQCl+IkHU8KGotWMkB0ECWx5hwARmmLkOwsCsavn0C+AlCvRbB3nHHb4wWaQQOnhNJMRnWBEywsC+fq//DJF22VbhCnurRLb8UwSdWu2II9IocGomfTW6EMYYSnpDGO89NR7y9cIbJcLXCrWPjL6BXzgA5T+SHBBGN9lLPovwsvfKBHXEy3fNSzuGxamUuSlN5qzWC2RqhTQ5gQiAFt6m21nop8Z5mbm+sXwnMRS9dkQAyiYWGjPbaPdqKJcgWpGUfUY0XrMIxDpEQiaYjQV5MIurYmOI09fQ2jDxZ5Bw8fGouC6CCHo7fk43hqCaT9G/unbFJ57DyUF41aCYdVrLovXDwlE6C5jKSgGHBpHNJCTyM71i7rPxymDi6GgHFj+WASQMCU7I5O3OiFAETUk2YBLZmQcIxBXgqvB2sylYuKZ/51yPD+mXyyB1reQU4tA/vSU0AGUgqwj2bMMficWBDynW6+M1zhGIAdKUclx0HSvuu20NR6UjK+vLNdt+sMQzU6Cj73000uv+zDiIiV1gaX4xd/9NeImjA2f3O7Iy1EcnOZtIdjTTfZ0E0wWBLLuOlx3bWKW4hOXJrgKmkqnLnUGZe0IgSzXL44isiKZSOEvWM7dUkXOc9EVukLk+5D3Wo0XBFJOoO6WCJqKF1fGKKAVgEpYY/xO4BiBFByXmnG6fnHsvh0H6SgG1eWlqrEVC5QgkvfKQIWmCGc7hLMdck+9vyCQQTlP5fWbWEheTHszMMZ9Ra8u2UlFaU51JnMCOdAvbJ815nFRQCXgM6PDlhgaNKYHH0/BwNEZODqbQ4tDAnF4Oj5Bd+AzI48opwOXXtnhznNxKqa+IJCl+sURGE0vzRT0IQxn4JXJHo1shrrGPV3jXmBeajsnkM+MvefvZXsG9gzXkIzSU97rJKlo+oJAiq6nXxQyy+97u+yR5UenYc/DhYZxgaU4ql/4oThW9IVgeEYIfkAgEaW47tp8ZRYhLCQ5zSWvOdzUZ2iXWBBIV2oEDUV77H/fnn7hL1jmpQumA4nThwwdEIicmijgVy9paAhPpxkpnuhI9CME0ggK0l3FG6Z/f8rGzpD+VKF8Cp/iqwGEJgnnTt+UDgjEtU2EENz6hoMznU+pywkylzQK5hECaSjSpuD9c+gXOcumJQUzPwvwqXc4OM3ae75KBo6OLkDTBXd/vc+w4RBfMYmXTBKr5oJAZkNJr2yT3DBx1yferrTk7jNtmIUn6NGzB0UBTKspwBuydBaGukYVr5S38kSHQX5CuG0RbgUItwK8NPPW6BqSUWpKaGaRT7dRSiDE2UUT2+U8ljmjVCotXeOHEReEcYEzUa1WT9UvHoJSFAewc64RnQ4jJegqja7SKcv50BkUGc3xbMg1hxvGDBA8VZzwzFN19HyPr//qjYdSWGfpF6fhRriPiI19BUtVjzHToBHyymSrYXgT0KQiN/GE/sJYcbPvINF5bjrjB6JlVkv7/J0Hn6Cq68c2XUsqIjmT3d/zN/27/kUbobXQjOXMMqxmUVLRbyikC8OOojz3PYwkIZ7TiOcE2UsCTRM8hs16YMwgZXO7nKaGzvhIRKYpRX4muR32fx7Xa5Keri3tIwGvlBegV7axR4pJd0rtlrcJBxMa8dIhgRimBuU4zn+MUwkLilf3cbIjZGR2SCAKprUUwVLT9zX89hvPsiJcun7kZ3vP8yg9xQm59EJjeiseGRlj/ZBAmgEMW2e7XORv/6M/w2qpwtWVOuulKoVM+5hR4dZ+kY3LT32k9Avw+jCci8a9C5yF8+oXyZmnD1R9fKZQnhVERRqcPEbaCCrSpDInkD9//T6ymsC4WkPW49i31vjEpQloEi094M7tDK2RTsicp8J89IuwkjAIIq4uL/kFaO/mGYTEQ2kmqQmqYY9AAP6W9jbv3XmcF559g3KlyNu3nuTz7hhQZDNNfntQomLoGAqEEHT99AtTMG4lyT3l73h77zdvIIRHFicx7HhOu+W7sHZTY+1JjfLVEeGeQbIW4DPK2xAnQYfdcYiaMLCV8sas+ukXSpGxXHZG/lFVNuAy7rrYo4dP45Ou9AjkvSnFp4Jc/nSEVzMaqZkXzYXf8E7nIx2MYtcjj5CNnAbOpV8UbddLR/nN73ZcHNNlFn04FXaUQOL7IVbeSvOpF79Frx9jt1zi/paXcrKsKRulGhsrVXKpNs1Oghde/GilowBQFxHGBZbgwYMH2AKu9STVkKARfHgTBSie0C/OQlxJgkLN7ceXQaGaMfRil8BzXkOUsnXcRgxZS+DW41zPzmCudUgEl12bKoq6eHhcLMzTUYDILT/lq4lBcgb34v4fjHK1SKlY4eUXXwXAdTWqtfxiFOsznTFPTr3eD6Ugcz2EEdTo701xpg9vop5+oREtLDcwlI5ONC0o3/WfLRHPCkYxh8qVuZisINQ3iHVMom2Ty/aU685hp/bG+FD4Pm0exYF+0Zz6fTQVmYBDa9PHHBCIlwz6Jrydmb8vlCJus+j5KVYShPcSi+vHu3lQgkC+jREbPcQJziD0kH5xFgq2yyg385PJCLcCBKwpLz735iKa6A/C7FVK7O6X2CuXuLt1OKL6o9R/cYALDeMCZ0JKyYPNt4mYio83vCoTw7DJFyr8++nGMQIpjhWDJfrFAYrzTdtroDsbUaFQ4wB67tBiRJguRqkDpQ4AytZwG3F6X3sSBDwlZzwjZ964WEOjprxy2gMCKUjH0y+Sy6twVN1r/vKLqgKOotXKcOPFw3n0ui5ZKVVYKVV4ke8sCOSf/csfR9Mh/3SU0nNRlIJhH/r3B/T2pvT2ZzgT6atfHGBUT6Npwrf5UGgQKwrqRx1dBYzjDuO4Q2197BHIwGD1lTQhoVgfuVwfe69TXwr2oxqVgE7F0hga2jn0Cw8JU2JqXjrKD+FrAXaPpj2FoGdBzxLcTWqeUaENP9waYg1MBs0Uk/0cAE7AJV6oE8i3CRRaGLER01oa8C/ljbqSmFRUfNx7ATb6DplS41jqKRYd8cT1ezxx/R4Ag2GYr/zm91GpX/5I6hdwQRgXOAPVahXHDvDZz/0apZVdqpUVqpUSlfIKH297m4Zh2OTyFWrjIlsiuNxnCihNHEaaYODzpjtwk9XzZ88EF6ZEi48JAK+ELN4PmORtd+F++pQ74xl35pWTGhpJKSE59mo8jbNP5rduP8ZVIWkFfQT0sbdxrKycPf9C1yWZdAsrANv3BLsPBLEEJFKKRFqRfyZK6fm5h1MfTAvMaB/paks1jK/9vU+y+rii11xOGLG0QJOC/jILcAGTiENYKO67Fm84ARJCkpvrSVeGDo+P5s6wUqABY+k1DC7DoX6xvOoplNIJSqiElhw2hKBvKoyJwbAwpvpsC3NkEGoFCLUCUM1ibHsNco7lojTl9fMrxWIW7ykozPWLcXo5YRgTjW4vwbNP3lp6XTQyYjgKs7Gx8ZHTL+DCS+oCS3CgXxTmNt2Xr9zn8pX7AEzGQY88Kivs7V7CdU3WcPmLdheZHvFmO0NV02ke8ZlCKXKaS+0U/eIkPnltB1lLIGLLK2HcehzwuogdIdi3DPbnTWeGUgsCWbFdAgCtGPYvfZz+UCP54i4i10dkB4gjBFIYSarh01NvR/G/Sb3OrepN8tnl6aPyfP5Fty1QStDrQK8j2HkAQiiicwJJphWRmGLWi3HrX/wIiVQTI9/xmsvyTYzgYTluPCcYtBVy+V5MPCdQKIaJ5af8cM/AEFCXuufGq3Q6rs5dd27nfoRAVjQbYQh+sDRgMvSaHXfjYZpTg7F7uElmFvrF8rRZfMXTQvwiusQMjJnube4C7IiDHXHoXRqCYkEgwVaAWDmMAH6yO2ZiKpoxyfY0TMXQ6R6xSj/QL6an6BfHnp+WZw+z5jMcazgK0eqk+NiLl5de92GGuiCMC5yGra0t4vEOkcjDnbfB0ISNKw/YuPKAW+88zTdf+R6mz+6hDYLojQgvON6JTemSijKpaAYDIQgJRe0c+oWsx9FyPd9KGFlLMBHQOSXXfpRA2lOb7xtOee+BSdBSpOIS99YK2m2QErTsAJHrIRKjc+sX++UVisUKur58Q9wrryBd6J9iuaSUoN+Bfkcw6CmSGclzL/8urmtQL6/QuLdO87bn4RRMdokUGoSz7XPrF8lPu4xdieszvzva8UpuT9OWjhJIU7qsBhw233JREhI5QXpFkLe8uR+ToaKGRXOqkwk4tLf801HaF6P0J4qh6dPHMvYe76nRwBECGaenxMsR3ltxmAQg0xNk+xqr8xLZqaHY10wqps7KzGGc9dcvfnBW430rQjbdWnrdXtmLcj6K+gV4wdpFldQFHoKUkq2tLS6tLz9RAVQrJWR4hnP1SN59qqM3w+iNCPlGhFIvtPjVFd0miCd8t9TDcyEip+gXZ8Gtxz2PonNUwtgO7NcOmwA1TZGISlJxSXIYJ96ILqzUr/akV04cFtRCAudE/iXgKpqtDC+/+C3fNe6XS/S6oM7oFD9AIq0QmsvVx9/DMB1uPvc60tVoNXLUK6VjBKJpkFnT0HTPRLHXUDgn+gGFBpGeSX1teZQGEGubdKTGzGei4UGqsLGtsKdQuecRUTjuRTPxrKCUnbEe8R5resNCCC8t1S/bTAcPk1xhpNiN+hP009oAJ2Bh+zT2BeejcvczkkEItnOAcglPPSv4bE9Q7NtcGXq3I1sBVl5PMUrPGKWnzCLOQwSyVy6xUqwsnfENsFsuYX5E+y8OcBFhXOAhVKtVJpMJxdL+0uuUgs39DdzCicqjgIu70sddmf98puP8TzeJxCE4cnkm7uWOXRca6NSlQW1OIPlz6BcAchhADYNUwv6VMJc6Lp2JxtGdQEpBu6fT7nl/r2mKH/zxXexKmlysT6od45mWBkJRD2hUw4LKnEDy8zLRVZ/nZzq1qNVz9Nr+H7LnXq4ghMI4Mstc0yXZQpVsobogkP/+v/1L5C7rTAeK/GWN0nXvtkddRa8h6c4JJBTz9ItBcvkpX0gINy0e+BQiAKw3x4zCAvvEIX/Ug1FPLQhk/WnB6mM68asNAskk+cc9ncaIjCh/R6O379Ar22im8NcvAJQi1Aowzkx8o4FQK8DUUAyCRx8kjIIwCkp25gRytaLx9I5BIy6JtYMU57XSM1MxSU8YpaeM0lOkLun0Ejxzc7l+AR6xbGw8+ZHULzxcaBgXOAUL/cJnQ+y0U4iZgfQzjDNdQhFo1QV33tIwTEU86Z2qEymXfMzlaeERiOsAuoOcmIjIBKGffqo7ql8sQ1hKwiHFXm35dVIK5DCEWegQ/763UI6G3Yjj1JOUaklyrRhPzwlEBGYgTCaTALOZiWWdvikv9IvW8g+ZrivajRyPP/PG0us0XRKMaQzbilu/aSMERNLCa9LLa+TWNYrXvPuyJwqFQrcFxkzgWKc/jwf6hV+qUKCIZQSNHf/BU6GowIgOKX3/qygFdjfKuJphXEtTeCZN7jGPQDRrhpx5EVvUVgwMTo0W4/YR/WIZlEcYtbhcTiwC4mPBzFC8cXPeSDgVpLs6qa5GqhOgWPWiYmf+/huNQzRaKTKp051qD/SLFz7+Eey/OIKLCOMCD2Fra4tYvHuqfnEUlcrcvM2HMMTAwgpAd54CdmxBq+4RCIBhKOIpSKQlxQ1QrsH0N5/GAWqWxsaNTfR8Dy3dXxCIrMXP1C+O4qAS5iCSOAumoXB7EQLzgUDCkFjFDlaxA4ByNJxmHLuWZPDeJTQl+E9f/TJKKEYxh++5/A4rK2VKhcqCQPbKJaQLveUjI4glQSmNvA9BO/P+i8od7zEpBYOmYtB02X/PPUYgxacMUHD5lkes/anG5OqQfmrGIGUvCGSZfnEUSSExTEGvfr7ej1DBe7GFACs5wEoOSDy+dYRA0ux94ykCJrzUkLzUkIxngnZf48GTngh+QCAHfT6+1UxjHXNi0Cz4VAPgpafa8cNJfZOgYj/osO/ZQBGcCFJdnfX3g8RQvPrmc7z65nNMENSEzs988rdZWykvCGS/8tHWL+CiD+MCp0ApxebmJpfWl29eAL+79SxaaIaKLE976A3PMK57RmrGcTwCGQ00Vjck34wZ9Eyv5r84c5m9s454BxzAynXR812cSpKqfrqr6FFcv+9gZ2Aw8ulWj89LhfOdU38vDIlZ6KAnB4zeXadyecgwbRNtW0TbJq++9RzfefN5FIpCrs5KqcyDrcv0z6Ff/PRffpXbbz1HJr/cBbVZK6Dpgl7t9FP+AYEM2y6rzxhstQ3KPZN02JtKmNoOkdvzTs7jsMMgZRPpmHSl8NUvHrvTg2d0eo3lEUY4AYYlCOZPF4gPCMRMDCi/8hTllsZWzSIVdUlFJdm4y4EZ7GQmaA80wgGFk3KwQz4lui0vD9WILye10BQiU8HOytmly5Ogohx0WH9fsCd0vq0HKSiHvHQpKIff+sanvevmBBJEsmJMPtL6BfMq5UcZF4Txx4xqtcp0OuXB/RtMJmEKpX2KxX3SmeNNS0p5ROCc1C9OQe9X1oinFBOf2TiJlHf7OyGDrqmxPdfKLakoTF1KU0mxkyRTTyCAS0i+1BtTMXWqhkbdeLjLOxmXdPvH9YvT8OIPPWC6WcRIDZZe59QTCASDrM0waTNIe2QpXIh0TaJti2E7SeWtHJoSxFPw3Cdcum1Bt+WV1brO8bXUyiukc7Vj+sVp+Kf/zy+zelPRbyzfEKMZb854c2TQneh0JzoPWl5aKR6UcwLRSfUNDB3QFF+yBtSlpyfVpc7kBIHEc4JRTz2kX5xEPOs9toMI4yzY3SiWCe2BwXCiMZxo7DYAFJGgWhBIJuZimcDM4PnfSbFaKrNaKvOL4jpO6Pgs71P1i1OQ6XuPrZ1Y7tcVmAriSO4Kk6HQuC8s7s+floiS5JVn359XDlEUGxs30c8xhOnDCgW4H/YqKSHEJeAfA0W8aZw/r5T6uyeuSQG/CFwDJsBfUUq9LYQIAr8NBOb39S+VUv/t/G/+O+DHgBlwD/jLSqnOB/S4Hlkc6Bd7aUW/cYndHS8n6+iKyyvbCwIRmns+/UJ5WkWnJfDbtBNpGGvQPWGlPtMEOyGDnTmBPD6w+UzXprElicUVxaSDEALpKmoBnYqhL6yzIyE1r45aDqeWxMx2ET6VMHYtidQUo/jxqErpMEgfEkiianHlrSSP37hNfxCjWisgL+sIIel1tAWBDHrn0y/AMxQcth+eDnjadUpB+8TgKYU4RiDJoMMnL0+o7YFhSi6nJdfn6bSe1KjNCaQhtXPrF4mcp18Y4cnS68ZVrxu7PTi5AQmGE7EgkHDA5dNPTnns2l2k1NneXeP2+ze4DEQjA1ZLZb4WyDBOTQk1z6FfANmep18MwssfT6rnra12iuXNUGg8EBYPNAgoyU87g490OsrDR0P0doD/g1LqNSFEDHhVCPFVpdS7R675G8DrSqmfFEI8Afx94AeAKfB5pdRACGECXxdC/Cel1CvAV4H/RinlCCH+FvDfAP/1B/ngHkVsbm4yCkpuPe594K2pINnTSXZ1po21BYG4QqHj6RNaO4RMjDktq3FSvzgbinhKUQ74l8nmbIk9U9x7TQEK3YR4xjvdxrMuzyVdnp8IpFSgCcJBRTLu0utrp77hT+oXy2DXkwyTNn4HrUjPRNNcPvs9X8MwXBxHp1bLs19eYb+8siAQz2dKY9BLsL+9TrZQwQo8PDPDcXSimUP9YhnieY3eVDtz6NMB0mEvUnnwHjgzAUIRjXvEHU8fJxAQBKOKzJqg11DYZ/BB9rLjG10ATGoZxlPBZLb8iUxFvTW+/PHXSCZ6HhF2kuyVPf+m7b1V8uPw4vqwIVmvaTTjkmGAU8kjOxDH9Isz77urMwPaPum6wtyz/qNPGB+BlJRSqgyU5//vCyFuAavAUcJ4Evi/z695TwhxWQhRUEpVgYMchDn/mrsKqK8c+ftXgI/e+KwTUEqxtbVFJ3F4hJ0FFLWcQy3n/cyaCZJdnU/vO/QHEay7ebjr+f+vFWu8Fzdws8MFgfjpFwcIhCAYgrJ1jtkbU0mvcfi9a0O7Au3KIYHEMrD2vEEkqFjJu6wWXKSE7kij09Ho9DW6cwJZ6Be5ztL7lVMDpxNhcNUnqgKibYtCvooxt/gwDJeVlfLcSuTVBYH84n/8U2SRbD24yu7mVaSCDhqffPp1cqX9BYG0DvSLc/hHRXMaOx3/qCoddhn252QBoASDLgy6sPcAj0Bi8IU/t0N99xKZVYdk3hPJI/Eu99+ILcp47YmnX8iZdaZ+cQCloH2/eEp08TB+/PtvsV8ukYjPh14JSKc6pFMdnnny1oJAvv36c9x5/zGStiS16W0bMmgjs0PeNqILAgnNIDzR2C6dwxSxGqAmNP/hWMrBho+2fjHHR6pKSghxGXgB+L0Tv3oD+Cm8COJlYANYA6pCCB14FbgO/H2l1Mm/BfgrwD874z5/FvhZgPX19d/Pch85HPRfdNbPPsXOLEUt6zDbMnny+n0+94lX2SkX2d4vsl0uYO0kAbBMm7VilcEwyO4UJuPlk3GSc/3Cb9pbxJHEXcWDJeKra0OnAusCmj2dt7cDJCNeTjwVdbm86iAECwLRNAWaix5fLrI4jbl+kV6+2WiOINLXKV07u/HxgEAEgiY6vy7DZHDJC5e8cLj19rPceedZb0NEQwIZ5TLq+OgX6QP9wr9MNhV0qS7rj1SCwbwdJpLo8Nk/9W/otdK0yiVa1QKrj4UoXDkkEDMwoVMvYMaW60CH+oV/1//e/gqrK/tnBp0HBCIQKMth9OX3EEMLvRFBb0TQ6hGenx4SiArZgMU4oJYOazqqX/ghL13qQv9I6xdwYM31ESEMIUQU+FfA/1YpdbLr628Cf1cI8TrwFvAdvFQWSikXeF4IkQT+tRDiaaXU20du9/84v/afnHa/SqmfB34e4MUXX3zEA7blONAvOj5iYHikMZ4EWV+pEg1PuHltk5vXvL8djILslAtsz0mk2UliBeCTP6BoTaEx1Znddhj2jr/54nP9ouMzCrY48zZMv5O2GYBIULHX8sapNvoGjbk+b2jqGIHEwwqkTuNffw/1gEYloPG9H3sVI9M75jN1ln5xEtGOiVIaKz5lsrZtkMblPWUhEdQxqCuDd1QADXWMQPLCmwn+wo8HaJmCclDD/OUJvbrEPbKceP50/eIkEkGJbkDPL3skFO1qgdLV+2iaIpltksw2ufrM2ygp6LXSNCtFWpUila1LaBrsf+Uz3rS/muSZn3mLYL6FET5Uy8e1s/SL4wgHFKNxmFUfDyelvBJmNzsEDVRshhOb4Vxpg/LSogcEwl4SgBfeCzLSBOWAxnRlRDvhMgqqBYEs0y+OIqAkSSR/+vM/sPS6jwpcnzTndxvnIoy5/vCvgH+ilPqlk7+fE8hfnl8rgAfzr6PXdIQQvwl8GXh7fu3/CvhR4AeUetSzd394bG1tMQ5KpgEfMbDrbUbrpcpDv/MIZIub17ZodeL8/D//STa9gnoyAZcnQzP4BDgSWlOd0Y6k2/YqpMrWOWw+pi7OTDFa3gi+qNY5bVM6SiCmofjcUyPuhjUmukZx6vJsz6H3m8/hAvWAxpVrDzByHWbVBMOEv34RbXv6RcGnTLZSLaIJ5oaMx3GUQN5TFj+l99kM6XQtQXEieWLgYnzWGyXbMgWzt216NUWioNE/h36RCnuHgu5yJ3WiMXBsi0zx4ddaaIpEtkki2+TKU+/w7/+/f4lO3aXXUMRzGplLGrXffR7wxsXmn98lmG8x2ssyngkms+Vr/Bs/+1V+8+uf9SWMXj/GYBjFvXYKQYvjBOKWk/QNja2QTmEmKU0l4XuenchIg17aoZVwSXe0c+kX+T9B+gV8BCKMOQH8A+CWUupvn3FNEhgppWbAfwn8tlKqJ4TIAfacLELAF4C/Nf+bL+OJ3N+nlPIpCP3wQynFW+/fop3xb3pK9nTikQEJn9TDdtnrgrrfDzB0vA+epUkyAZdMwCUbdMk/dkhOKUfybN+mbGk0rNNzxxs1h54PWQDEc2C70PeZCZ6KeB/42zGDekAHTEypyE8lpYmkOHUZvruBxgYKCARciu9HGKRmjJI2p/W7PTUcYuS7C/3iLOyXV5DKs0dZhgwuOnA/qrMb0nkj4Y1UzU2l16sykeSfMCg97mVZZo7kifyU1kinPdKxTyGPvJgd1y/OQDzj/Zs+hTCOot9OYQQEzT1FY0tSvuNVK0USgnjeayZs31rDuOcNGTJ1xc1LM9oDnfZAY2o//DrtlUuEw0OSieWdj3tlTzvwbSAdmcQl3Arq3I6Y3I7gDWty1aLnp9QSFBvetuMCn3bH1IRBVdPp8XDfz58o/QLx4ScM4DPAzwBvzVNO4FVFrQMopX4OuAn8YyGEiyeG/9X5dSXgH811DA3450qp/zD/3d/DK7f9qsdJvKKU+mt/6Ef0iKJarWI6wjcdhYLLA4dLl6q+brK/8CvfSzboMjzSdzCTGuWxRnns5YYtTfJYfMaVmI0GvNjz8iu2gFpQo2zqCwIJu4pgVFC+799tHCvpdIYayqcUJhV1sQU0jojttibYC+nshTwCMaTi6Z7DCz0HpwqFcZiiFkFKxbAhGb48WRAIStBoZnjh+e/4rvHXXn8RAMdnjXnhIIHqkfGpUgiqQZ1q8JBAbvQdPt1xsBtjLmUkl9MaSimG1QkNK74gEEdCPAW1Pd8l8vIXdhj14gTDy00Mm/NN+1gnuPJmjQ87akEg6RXB458xGcUkeUuxmvXeb8OApLNnHiEQwV65xGqp7Ps+2yuXUJaDii1vEtGaXjVV+ahOJgQ9Q9AzNO5EDM+Gfyb50eaUcKrL9UmAy+MgSNCDE+5No8cIpPAnRL84wKOeZjlPldTX8SmQU0p9A7hxys/fxBPJT/ub6+dc40cCB/rFzFguBobHGqNJ6NR01FEoBdmgS3Ny6BB7GmZSw9AUEw3+1ZpFUEJh4p2aS2PJi+NDAunP9Q1nphDi7BK/o/qFH1IRl1pgeSWMowlMpZCO4q3/OPYm2eV14gXvq3D/kEAmPYlKapiGjW0bmGc04x3VL/yQFy5NS2AvmVokhSCovEjx7X+0iWtLYish4pcjJDYiXMpMuZz2CGfcnKIbAVwXDFPh2Gfd7ly/uPLgjN8folUpMhkoZsticQXmfDDVdx6fMQ4oYiNBuqeR7urkC86CQMaWZDSKoOsu/UGEWPT06EEpuLV72esH8iEWvRFhKqC9TCcTgqj03ljFT7xJMN3F7kcY1TKMqmmuVzkkkMAU1wmwKQLL7/ijgg9Y9J5ncf4uoAO/oJT6m6dc8zng/4VXwdpQSn3fstu86PT+Y8Iv/OqvsQo8/26YKYIaOpMrA9oJl2HksBkqOdcvNlaWE0a7FyOoK99RnuAN2ykHvXB/osNWRGcr4v1dwFUU5wRybeBtJjde1Ln8EtQCAvdVL2c+aB8SyDL94ihMXRELKW77VGYBlCaSfsObA6EkdPdduvveejQDYjmdeFEn9ZyFcuH3vvVJvvGtT9IICr74+GuslPYpFioLAlmmXxyFjiIjXN4N+H8UihPJsDLBmXjr6u2M6O2M2P1aHaEJoqshEpcjZD9bBBRrV2HtKnRnguG+pNvyRPADAonE5/rFOUTn3bvr9Grn8JnKC8aW9KqUBPQjin7EZavkgmJBIJcbAmYa7915nPfuPM4s5PDcpXtep/fK/oJA+v0Y2tjCvtHwuWcY72ZoB/ztZIpTiWbaBFPeTBYrPsSKD0le3/a8sAZhRtUM3ftrjOsB/t9/6b/wve+PDD6gEGOe1fn7wA8Cu8C3hBD/7mj/3FxK+P8AX1ZKbQsh8n63e0EYfwxQSpFHsoPBnjAoKJc8DrEHnsfCFOilbToJl0xbJxb21y/+q//+L/BcekpjuvwlDOmSsKGohE7ftKe6WBDI2silFhDcjekUJ4riWJJ+yiMFR8Cg6k2AiyTBOY9+EfU21kpw+XWWVKRnkt3K6ek66UC37NItuwQ+HmBgKN7I6BTGiuJY8dobL/D6Gy8ggWK+ykppn34v+vvSL/zWqClFYeBQ2TrjJC4V/Z0R/Z0R4U+tIJG82QqRCTielrQOK5e9a4c9RbcF+vylO49+YQYEXZ/KNYDYFY3GWU1zRwikNAFjqrH1sTaRjkWkZfHW/RvcuvM4APFYby6Ge/d5Lv3CVdyK+Pd+PGt0MJPDU7v+hQArNsKKjZi040xaCVZWVnxv86MC+cFVSb0MvK+Uug8ghPifgZ/geP/cXwR+SSm1DaCUqvnd6AVh/DGgVqsRQLEvDDaFxeb8PRFWkjwOeeVSaAlutOZWz5rGL33l+1lfqbBeqpDPPGz5nAm4TFxxTL84DZnA+TbtsKOIO3Arrs0JxPv5YQSiKJqS9by3RqXghasTLyc+1OmOtIfC6dP0i9NQmEiEEPSqy/Ud3YT0VPFWWmM/orE/X6MhFfmxojBWNHpFKrUCB+5Wn9NG1JROTRk00B/SM07TL05DdirRTY3ups/GqUE64LIzNGnPdNoznff7Xl9G0pJkAg6ZgEt+3cWY3+U3f/VLZEpl0sUK6WKFQPC4VtCaO7X6OdmG4hBwBK2ETySiINK2GKZnTOIOk7hDc30ECgIDg0jbotu2aD24gTEXy4OvbHgNo9khbmb4kCHmgX7h1+cTchWzXpTEte3lawTG1QzhfOtPlH7xAaakVoGdI9/vAp84cc1jgDmvXo0Bf1cp9Y+X3egFYfwx4EC/qJ54ukdCY5NDAslLmy8wpj406b2/wd0tr1Fx5sKTV7dZL1VZX6mQS7XJBPz1C4Bs0GGiQcdnRGdx4m0yJ4nlMALxvk9MJT+1b1MzNYwUXI/ZgI0DdPvaMQI5j34BXimvdBQDH9O/WE5HAyqh47fnaIL9iFgQSMCR/Nn7Lm1bQwBPmDOe1GZIBS30YwSSFy4tH/3CW6NEKUVva3lBX6QUwtB4KFWoECcIRPKl9SHdAOw7KXK3U5i3ngQgmmyTKVZIz0mkWS756xd4HlcALR832fBEYE51humTYwRhGnOYxhxacwJ57LdzOKZiGlbEygkC2ykAZGh2SCDZ4UK/aPn2+XiHgnChufQ6Z2Ix7caJXz5H5cBHBQo4P2FkhRDfPvL9z8971g5w2g2dDOkM4ON4Nk4h4BtCiFeUUnfOutMLwvhjwObmJgMEI7H8FBsXniD+Rj3EyNEI6pJ0yCUTdLHf3+D9OYHYEkKGQswUCdOla5/tFptMOFSsc+SVx5KpBi3Lxx/J9t5z34xZNEydgFQUbJfizKVoSK7FbMScQAygpwSFiUs9oCHPWMOVzRl9W6F8Dsbxgu71bgR91jgFTcDtUZDazEBHkTZdspZD1nSPEYgAGghWxx65nUUcV1/rMIzoC/3iLCQue6zlpy3FTYWp4HZWsJkUCKVIj6EwhMIwRe5OCvO9m4Dn+CmlJL3mWZc4ZxQrhb4I4/5cv1j2/Myb5oaphz21jsKc6FgznerlPvVLE1AQHOrE2p5rcKySILDjEYgSiqEQXB+7VCyNgS5Ofc/9qewdev1VgqnltdujefPhj338v1t63UcNv49utIZS6sUlv98FLh35fg042UizO7+dITAUQvw28BxwQRjfLSileOO92w9FF6ehoBzGjmA0TzNNXI39gcb+wCuRPSCQH3t2k91KkZWwy0p4RMCasVas8O/euEFzqi8IJKRLYg68k/DPK5cm0osu/IhlIpkJaM7zKVNNsB0w2J6LxpZUFG2XG2OH9ZnLykSyOp3hKGhKnbprsL2mFgRiSUU4rbH7xvLNC8D8eICGANcvGhgrL5qwvU3bRVC3Deq2t0YdRcp0WQ/OWA855GyXL9YVCIWe6mPmu/z75jWqcwLRlCK+Hqbyqr/pX+Qzq/RtxUwuf84PUoXVeVSkhKAZhmYY3s0dEshGV3GzCcGIxuOfnm/0A+h2NPrb02MEku7pNBL+pn9rIxfbcpmFl5NfpO1VmPVT8/STgEnUZRJ1jxFIsh5g5X6EoJB8tuO9jpOApJ1weX8WOUYgo2qGUL7l61o8qmYQuvMnSr8APsi62m8BN4QQV4A94M/jaRZH8W+BvyeEMAALL2X1d5bd6AVh/BHjQL+oCZ88rFIUHZf6+Ow00wGBxKNDIqExP/OT/57dSoHt/SI75SJPpbydwyOQKqbh8N79K5QDy3cQT79Q3Iqfw5hwpKia+plpptmcQEozF0fBfxxHyeguec0lpzs8ZU55ugaOgpbUGSuBMAT9ur9+kZnrF75rHCs6jo5zRnjvImjYBlnLAaFI/ugryH4Eu5bErieY3FnlB+VsQSB6dMzMLNDf9ckJiUP9wg+ZoEPPgvEZqcIDAsmMARSvflPHNCGRVCSSinxRsrLm3c9oCIO+IGAreuFz6hepmS+xRFoWtimZRM54beYEMp1X133nmRFK8yr9kl2dTEun5BwSSC/qMuvFiK5VUGr52WRcyxDKtf/E6BcePrjGvbkL+F8HfhWvrPYXlVLvCCH+2vz3P6eUuiWE+BXgTbxA9heO2jadhgvC+CPGWfrFScSRBAxFa+JvGLddLnKpVCEeHfHk9Qc8ed2r4+8PQ+yUi+zsF9kuF2l3EwD8WHXKIOnQT9l8Z5SiZYljG/5Z+sVJBF1F0lXc9bkOvFx1Q+pM0dh3NfZdE2ww///s/XmQZNt13ov99plynseqrqqeu+98cYF7ARIAQRLgTEEUJZmiqCdSz1IwJFsOO2xHvGdH2P7DYVnPdigkhSXTNCU/yfEUGig9DnogRUokCAq4ADHdeei5urqqcp7nc87e/mNnZg1dlacAXj4Q99YXUdFdVacyT57Ms7+91rfWt1AUTI+C4VM0PQqmBwhu/kiEbkLSSvnM/olPv+4fSVGdpl8chyUV+bHizix4ocnbPmZ6gBl1MaMd7FIHODou1q2nmD4oIQy4+Re2uPDDeoZ49+X79B6O8KcHJxk/Rb94HIpszF/qQqtQGiomY5iMDSZj6Pfg0UO0021ckc5oAskXJCB48qHDxdd8+hWP/c8KWkmf2aFWlKV+EZCOAoi2HQZpN5BYEm0b11QM4ro8fBiT7K67oLQvWmZOIJm2vgdab11n9841mgnJi9feIFpqYsdHSwLxJjbTTpJPf/rTwRfo/QQVPD3yW3o4pT4HfO7Yz37p2Pf/d+DMeb9zwvgTxvb29pn0iyJ6l9Ycr35LopZiMIyxeUKfRiI2PkIg/+d/9ldxHcko4ZHo2KSbMTaZ4ZmSQdrjtoqyHzYoj32mBrQD9IvyeE4szuoFMSQVWV/xuv/4a3ER7Pn2kkB+LN9BKEkzLcn2TK7u2IgfcfCFopuQjP7Qp1f1SZbPpl8UJgpDQMNdfR0NFPmwi33CyNjFuNgFgdz5R99POAr1PUEqq1i/qNi4fEmPbO1B980G3QdDYmu6TDqIMFK2xJFQiwUsDkqx1oBm54TjlGDQFwz6mkCeujwkUbbYf2NKsmyRu+JQuq3/btzxqd9UtJKSRQHWY4L3Mdhjk9DEpLYV7NoTbYW0Zf/x0xQwiklGcwK5/G6UCw2Dd7c8sn2DQteg8pXn9Tk6itL6LtFSE+Xre+WD4h91BH/KW73PCeNPEEop7t27B8B1NaPKyX45ABt9j3H4QL84Dbn53OWtgMa+bj9OaGpS3RpT29TTeOypIN6xSbRtEh2bl0b6sRSKiSF4uutTiRg0j0UgC5QHuiN8oV+chkUlTO0kI6hDsNGdyHc3Pe5teoCL5UGmZ5LpGWS6Bheet9nAQaFwBTzTllQjgnpYnKhllEdH9YvTkLF9kAZ2YbWPkvIFyTRUdwUP7xpwFwxDkUhrQ8dUVrH+PXk2Pp5HKfAlXEvMaEwtWtOT02LH9YvTkJ6C7UC3HRTRKRJli+6ux/4bU/bfmGqfqZxJsmyRLFus71hsOdb8aEV+O8YwO2OYmeGFHk9jxdo63bXUL06BPTGITgx214Ijllxf0E5KHpT0FwriE0GuJ8j1DYxHFwg92NAHGx9A/QIIDOe+wzgnjD9B1Go1ptMpNvCS0ov2BEEVkxoWNUy6c7fObNinuUK/WOBnv/cttnfXyQYYxu3MjQkP3/BuSNEuzWiX9M1tTQWZeoiLt+IknTEvtSPQ9jFtl2Sxxu+Mto4QyNrMX6lfLFB2tX7RDiCMvOkh0IvIAp4F9axPPTsfjORBtmPw/K0Q2JLnWwqBQApFP+lx3wwdIZBSgH6xfG7bB1TgUCevncC0dBpqASkF3db8Z0sCUTz1kmJqCC4lXa7iaqdb06DTMWlOLJpzAgnSLxYozls+uidFGIcQiYITMehVDtmkKBg2fIYN/4BAsiZP/ngc6UHyQYTsru6dGPcV4yfGDDNzAglLYm0Hb5V+MUe8o4klyCPNngkSE4NHhUPnKGAQUQwiiu1DBPKxdyye2rj+AdMv5jiPMD64WOgXv2XGEEIsh9qXlMdFPS6ECYKWMAhbioErWGk0NdcvNtYqgYZxD/fKuLZkvOKG90IK39Kf0Gd+6PM40THdapFupUinUuKlrr8kkHiuSdcvs2eDUGolaawPJQ1lIoNM/wx/mXo69Rwt8E0QCG4/MWCQ9Eh2LZIdm1TH4vmuvySQQcIjMbF45JmYKPwVz//slSrKNTGc1QudW0sDq23KpRT4vq6++qNIiB3bouD7lD2fkudzKeFyNTEnEMMgJSU1GxxfMTNPP8fLr8IkAdPJ6uuYSs9nmFRWOCEr7RFm2YJ7b0iqD3THvh67Kx4jEDsMk6yHPTNwT4hAFgg1wlq/iK0W2xeWN80V7zUCppYi4hofzHQUnBPGBxkL/WJo6JtlIBzuGYBSxFFLArmAjgJuZl0u5l0qjsngkUVzbDI41GOx0C+C0lEAX394Rbu7BgmWHRvTnhHLdBCGonDpIYVLugt3Ng4vCeTOrZvEUDw18bk+GVEzTPYjBvuOSdM6aM4LSUXakLw+CzaMK6fHdE0IqEAl2zN1RJHykCa0c97SJt70WBJIpmEjEGxGPDaiXciOuPUwS31m0XbNJYEYKLxGkvC14Kawvd+/jBNihYGgRmo+0bBqmdrp1rKoWvr2MpSi4Gvy2HQ9LGB9CH/xbUXLFNTSklpMUItxQCBKi9nNZnCKIuNMmA4tpv3Vi3ayrM+n19TnOuxot9v9O/r7WAqSBUG6JIgkBPG+zbP/OcfAFUwujuhnXAZpFzd88DzprkX3DKW88baDZyi6sdUrYq7/wdYv3kvR+08C54TxJwSlFN98+x2q4oRLLAQDxJJAvtfwKc8kX0/YrLmS8kxyKa/VyYkB7Z5Fa2JiG/pGDXKy7fZjhCYm1c3VltkAW4MZkVLvxLp4JzJZEsjn7z7NFc/lZSesoyTf58WhC0MXF6g6JhXbWG6QzqJfJIcG9zaC54Pke4JBwj9xNoZvHRCINBSR7TDyow8Q7SiiEedGbMrN2AwlJK2pTcM1mUmh9Yvi2fWLIKSyio5hMDEeZ7/DBOIhyPtTfi8eIuPPe1aa8GRToYB2WFGNwcA+u36RLFt094OvY3LNYjZRjPsn/37YhWFX4c0gXRR8vR4mbCpyYY/cowj5vQgAk4jHIOMyjnlEJwZ7Z9EveoJWQgY2Muf6At9QXLhwIfAx35c4jzA+mKjX64RR1Iwz9F+4kv2QyZ2YzZ35j+OeJo7yzKec8lmLLxYExRe++oL2mVqvkM90HktP7exr76FAwXJqMO4lKd+4s/I4gJLvUzNMti2bbeaNhEpS9H1K0qfs+rw4cxcviaftKTXfpy5NWtJ8bG5G3tD6RSsg9236EO+bPNqaBJ5jqmNBZoTa6KI25mTgGohmDNGIk63HyXaiCKVTf6O3NvFaCaxCBzt/dFwsnKxfnAihSGbgrhWccy95Pj1D8DBk8xB4FR2B5D1J2fXnBOIvb8yNLZ94QtFtC7odgXesKCISBSdq0DsTYdj0VsxqXx6X13Y0+yM9yfF+3wEUSVuSC/vkwhbZgUV+/nI3dh2iI4NOyqeT8h+bKLnUL/LB55jrGbTi6oOpX8C3Yg3yHcE5YfwJYdl/cVKEcQgJJFH5uGnbwDK4Yxncieq/j7s+P9We4JqKV/YucvvBJQBmpuLpzYdsrVfYXKtQyLbZ2SvjWav1C4DEvC4+XV496nQ2DpFWknvW0dkSE2Hw0DJ4eIhA/rKooxBs2R7lbgIAYXnsT0PUfGtJIEUzWL8ASPcMBIJeevViY/iQ6Jmo68dcfm2JKvdR5fm22jWY/IvnsB3B9EGaRDOFEBeREpxCF7vYwSp2sfNdvJruYznLmFXLgkoAYQilKPke287Rz4QUgpptUrNNXkMTyA+PhmRn0C0ISgnJhU29+Rz2dZf3gkDOpF8AoYRBKCrYvRVMGLF1c14afHjxEvRck55rcr8PoPj0RyuE61FkZky5GWa9qj8fo7Ckk/KWBJLsz/WLAI8r24Xk2OAHv+cHA8/x/QpxHmF8MPH//u3fJYtgGNB/UZJzN9kAR1chBI4veGfD50FJEplCvmeQ6wvc/S1uP7gIaAIxFMwiPpGByTh+en75416Vuh0mlumsfO5uVdvkV43VHxeJwBtFyD13i+yzd/EmDuNalnE1i13NHRCIqTush6ZJYmDQi8tT53iXhmqpX6xComchlIHMr7aFx1BEorC/b3DvroVpKpJJRSotSQ/SJBopxNsgJfi+ns0RT0Kvo5D+yRcyldV3eRBhZHxJSEHFXn2cBDIz2IkZ/OeSpSOQibZyL0ckpaQmEICpAf5UEc2Y+DOFNz15xVnqFwERhhOBmK243w/a4QvsgcM0P6b5Yk0Pb+o5hFphQs0wpdYBgUhLIlHEx4KJrZicIm99oPULmJsPfqdPYjXOCeNPAEopispnNyC6ACg4LsOZoLeiWgagPNO7s8Z8lzYOwU5BslMA8IlM9Q1XagsutE2socXTX83gujBYm9LPuPTT7hEC6VZKpEq1QF+fX//ip7mCS/OE/PxhlHzdtR0pac8lKzwjsVUhsaU1F39iM65lGe7n6d7eIuoJPvZGGN9TtHPae6idlHQPEUiqY5+qXxxGsmOhUKjcavtx2lFMEzod/QS+L2i3Be25VrAgkHRasrXloRA886LEEJJyscFXXi7RbQl6HZYEskq/OHJ9vPnmIIBY0r4kLA+62qUQ1CKCWgRewzxEIJLn2z7Chpuf0U0dnbCiFgf1r0f0K96SQJLl1frFAovhWM0Ax4GQKbGHDsOt+QMKcFMz3NSMweWeJpC+Q6gZJvZWDgv40P15b4cQVE2T/taYZkIuCSQ71y8+mP0XAOI8JfVBxFK/CIguUIryzGffMYNN/2Y+U0sxCJ/8+3EIHoUkYHChDa++aeM4kE5K0n6YTEPflZ4l6addRgmPcS9G6frZ9Yug/ouS9BGmTyh3sphshl3iW1WEKenducjbX5EIA1I5QXJokE/NzQINRSch6SR84j2T3c1g/WJj4ENmBPbqtIeox1EKet1TfKbmBOL5sLll8JM/8AWi0cnSbuXiVR95xcAQkk7boNuCVBbummewS/E9eoZgFHBseUEskZOPWxDIxBR8uCX52gVFJ6IoDqA4gCstsD59iEBikOxAfyd4+xp6wmHme/Tds5knTnKnvDcC3OQMP+SReSvH122bXdum7OuCiU3PI3TvKIEUfZ9WwseyPsDLUvBQxe8oPsDvzJ8cFvrFh+SMsvKpGhY1YdI/1uV9mn7xGJRi3fd0dBFUZdITuC60u7oct1qfj2J1FOmU1ATSN8lE9OKx89oz9GpF0qUqqXJtWV67wGn6xUl4PtHEDM0wzNWf+lE1h/QV3bpO/bT29fNZjiKZ1bvcVM7g6pxA1h+FifctemmPbtplkPSPpLAMH2hHUVfrgefY/9I6psVj4vFxpFP6nC5v7hKNTLm8oZ2hZ67FbrXIzl6Jnf0ye7UCShlcdz0y/SEVy6JimdQsE+8wwSpFyfMf0y9OQhmXgQWDoBkmc6uWagIGIWjG4O0SGBIyY00ghQWBKEFoXfD0z0maCcXsN6HXAO9YgVMu5NOaarF7FW58pIbci+MmV1dIhVp6h1O1bTqmScc0eQdAKdJSHiEQB/jsRz6z8vHe9zhPSX3w8M//298mlYFBGy6kPS6HdP59hKAqTGqGRVWYlOR8/nSAfhH3FdGZ4E4i+NNUfGTRGQqO3/DTmSaPBYH8l3/1VR4+uMLlS3epVta5t6MtGSxnRrJUWxLIqBcHgvULRylm7QTZ524HnuOjL13G9zVZHIY3g1YFWhX9OnN/1uE6LneUQ6FjstWxgQi+obu8NYF4GD4IaSALAfqFL0gkFfv7wdHAD37qIYNhlGjk6PAJx/a4vLG3JJCXv/Esf/i1j1C5I4llFE9nfJ41BEoqGrZJxbKoWiZTOJN+gdJaxaMzjDotjxUjSzE4xuXS0OSxIJArDXhpF+6VPOJjg82GgfUx/fnoRSSjN6DbUEwGWr94EKhfQKgZZpqdBG5gQs0ILjyezhTiCIFszmb84HT6wdUv4FsdoPQdwTlhvMdQSjuItpqCW2+ZgBZZU3NX0QuZAwLxffBMPXEO0DrGCWmftWP6xWmITCESVjzaD77hm40ia+u7fOJTfwDAcBijur9OZX+dyiECMQwfCRR9DymgLU6eoLfQL4Imqfkzi1gaHp06ouUAWSRNTL6Orv93kBTwKUqfUsdks2OzhY7iFUqvkJbUqSnzBHKd6xfdTlCBgWK3UuTZm8Hput1akXFf8eB1rVgaJiTmUVKy4B8QyNzPu+j6TIWgZpknDms6rl+cCqU1jHqCwEW7MNId1G9t+SB8hITUSJDrGeT6BvnrgvLVg2uSDvms+S7NiXniXI/H9IsVCDfD1MyzpDMlHnyA9QuN8yqpDxjq9fq84WpxgwjGIxiPBJVdOCAQyZVrEuHBJ3p6zOlsLOlVJbeei7AfMpcEEqRfLLCoMul0Vy+Ijq3odTPcuPn28mex2JAr125z5ZqOEBYE8vu/+2mEofgIM/BmeDNFr6G4dzFC1TSXBBKkXywwqWcQQtANGMdqmJDD520Ots8zDHYx2J2X8TooCnh8zBlgeQbGuyXEu2WkoRgkPWJrDVRhsCSQhX7RPUW/WCAeV7iezWZAg6SUgkf7JbqHKo+kD906dOsK3j4gkIsvWoQdxY2xxxNTT+soY4OHWZOKbS4JJEi/WCDpQtSHWnzlYaD0FL/moXSmMqATV3TiPnc5IJDnv+gQS0E55HEhNo+K+1DDpjkxlwSy1C+yq7UlY2pgDxyqAe7GAGXfp26aH2z9As5TUh80bG9vA9Bpn7YoaQJBGZiW4t6Xp9q+u2TOvww+foxAUmsG7ULwc6+9HMLN+gxHAfn5eaRSKu+fekwsNmT9wg6WI9h+zaOxLUkWDJIFQbJg8KI7BZclgcTS4Gz0EGI1EXz1V15k7bJiENDbkMiCAdRWfERnCCpY2K5BdWPC3sUxia5Fcu7Ga7xdRrwtlgTiTAzkWEd2q/C//Jtf4Qt/9JFAwqg2s8xch1799Ne8IBDHUlQ6Fu/sOqRjkkzMJxP3eXrk8qzhLgnEMhTjKEzFKk+xA/0iiDBiM4jMBHdW9LssCMR2oF2DW1/XNiGpHCRzsJl1uZTQTZmjeVAhDYkfCuj9mOsXlQAScJQiIyU/+AM/sPrFnOM7jnPCeI/xz/6/v0UiCdOAwp6F91Cv6jPpKyZ9j9odfQOGE+KAQMoGdsig2IMf+0ObXl2x90lJIyl1xHFoTUmnJJ3e6fO9F/hzP/UK9+9eI5trrDyuWlnT51hXzMbQeChpPATwscOQLBikioJkUTeFTVsZ3vqXP0HVMXjhqTeJlFqEMkdtR5I56Hce1y8ew/eGkcxosHp3msPHUIJe2sW3FZ28SyevFzfTFSS6FomOTbJtExobiCh84uMz+lWXthuh2xH0ekcnne3slcln2o/pF8ex6KgP6m2IJsG2oD0wkErQGpi0BiZUwRCKVFSSjftkYj7RqEJI+MsPPFohQSUsqEQNqmGBe6j0ujxWjE/QL46jOJd1mgH6V3gK4RjsP9Cd+oOO/tq9CwiIp/R7l8pBuqA1owu/d5GuMqhhkvnwLtPsBBk+YONT9YtjKHkegg9w/8UhiHMvqQ8OlFKkMop283HR+ThSGcVsJJn0H7+RDxNI4YrF1Y+HePiWTyQuSBUE+W39ts0mivq6rnrphyWRsGL3DPpFZX+dUrmCEdB/Uams43uKYevx49wJNHckzR3IrEue+KTNN2MWEaU1mcY3n9TnKCC9ViNaauLkusTTZ9Mvivg0MfGCHG/xUCgGJ3SCHyaQeMfiqW+mePT1AYYpSF5wuLjuIS4JpKfoDQy6HUG3K9jZP5t+sbNXZtxXuKt5hWRBv4b28PH3RipBe2jSHprEQpKP3xzzesrANzQpPNmVPNOVSNAEEtEkUh5JakkC9Yu1sWRqGQwiZzP9654kQR0ikPojeOmH4V1pM8KgKHwu4WJ/Uzd3dpWBebHDJDchXD+jfuH72hb55QAA+nxJREFUePDB9Y9a4Lxx74OFRqOBc0S/OA1aAO9VgouukyUDd6rYfefg0xSO6UUomRfklcGFQwJpNi2RyqPTNRiNHyeuhX5x/eY7gc9d2V+n31CogA9xsmjgAa8nbPz54hDxdY9JeSYpV0uk9/SCIgSkiwrf12Wdgy6P3SQn6RenoYTPMOEvbdpPPceOjVKK/VdH+PNmNtMRJNZskusOyXWHrS0LYQg83+bh3hr/+WsfYnO9wnqxjm0dzWNJKXj37saZvJlSecFoKpgE9DZk4vo53k2Zy5JaUyoKUy1wl8eKJzuSZ+bH54fwoT2oxaAeh8dmRilNBM3EGcqx+wbuDEa91cclc/rfBzi0MHlHgUCRUZIiHkXhU9xOEn+Y1I+Lz8cmE6qmSdU0GZ8QbZR9n+uXL5/rF3BOGB8kLPovgggjHIFQGHarAcl0tMPo8UVpMoTJUFF7oH8eisFnf77Bfr3AxY0h2Yxu2oqGxzx4FKPTM5YEkprrF+Xy3srnnYzDdNo5urVgw7jQUxZ1QyzJAmBsCu5HLO7rAicivuLj7Rkbro/MGVyap+RmwLCq6DbVkkDOol+Anj+RFx7V9GqTRYDEH5qMwt6SLAD8maKzPaOzrXsJTEeQ/p+vcX3ic2uQpf6NNMY3wAcurlXYWtN+XeulOs12GssWRwTv0xAvCuq94MgvfMNjMIXBoZftG/OoYi6Cm1LxoZbPs13JRqpOopXlZt0CFOlcg68YeU0gMXB8iM4Ed9eCNyaFBya94KInUlmYKWhzsPArBC3MIwRyU814wZjSMwwuuy43Xf0edQ2DqmlSmROILwQZKbl48WLwk38AcF4l9QHC/fv3mc3mJZ4rtnTpQ/rFKoRiglBUsHdr9Q0/HcJwHOXK5i4//SO/R7cf5+FemZ39Mqa5Rn94QCC27dIfRjAMn3ml54k4rF+sgmlD1lN8M776ozQ2BRGpqFkGv52MEpGSkquHDJXXfC6V9PO4wNgQSKmQ6MXnuNPtAgv9oh9AGEJCvORQe3v1fGp/pohIaFuC38hHsKWiNI+SWo11Hu6XMdAEMjQFSRRKKgzjdE0mmgRnrl+shqI8kexGTh7huzxHQxD1IRQZ8QOf/XWkb9KqF2hU1qnvr/Fk3V8SSCQ2YExC23R4cNqY8/AUIjGoPAg4RXSEUcc69T3Rr0QQExIX+O2YHsqUkVK/177HJdflxpxAhkKc6xeHcU4YHwwopXj19ps4jsFHPyEZh7RbZ+/zIbptcWRqWiqjmI0lk15AGqWkd6VBu1gnAp1ekg8//Y5O+SQHpJN3eO6JO7qM9BCBvH7rGoaA3/y1n2Hm6bz6Z3/s85TLe6Qz7eVatUq/OHKOBX3DBzUf2lKR8yWvh3VJ7NgweBAyeBCaO91Kbe9d8iTXpy4G8BlGuEIPJWq4eqRtiwOr9IV+EWRMGOtZmLagtxtALAaUXJ87EX1buIbgUdjiUfjgNZRcTSBPTycoDG5+zEQZillqSv1lh25DMWjp6ig48GY6Sb84co4hRcQ/e/9FYWsPIcC0fAprFQprFZ58AXxvQSBrfOObLxFG8exDm2ce6qigU5rRTCpaCbkkkJX6xSHYIYgm4N0gYy+0BnVYv2iZJi3T5C0cxLwqquz53JzNME3zXL9ARxcBRYbfcZwTxnuERqOB4xnc25zg2XokZa5lsvbUwixQ0rtv0u1owujtB38yEhds3KliHJRXni9KJ5WBHiaQK1u7vHn7GvdqFqOZQXZe3vlHL38fADMPrl+7S6m8z96jzTPpF96PRvCGHo0AwijOJAandzpP5gTyyFHcnLq8Fbao2tZyRsQGWll2gQYmVSwu4DGK+/j26pNM/JKJ+qiit7/axiKWt7AVVE7pG3ANwaOQxa6jeHo6YbjRZ7w2ItQME2qFufCkYEMZKKHo13X1VDIvGE0J1C/EJ2bQgGpA/0XChZgP+bWTS6IPE8jXvvkSO5i8K0KU8Ckqj62qxZWq3sj2opJmQpIYC7yz6BdZ/W9QqtBBkhaSu6fYySghlgRyxXXZ3Nw81y8WOO/0/mBgOf+i6DGJKHbXXVAQHRlkuibprklmC0rrekEw1kyufq9DryrpVX2mw8cXvWRenElU/Qt/9S7v3rtIIbu6ueHRfgmAWs+iNzbZmx8etiXZmE8mLvFvXWP7wVUAEnnFjY9b9GqSXl0x6j5+LmtTn7pjHNEvTsLaWOIDtQCn1oLnYwA7jsWeY/EgpD+iYSkpuZK1OYF8yNcEIocmN19J0Mu49NMew4T3mFV6Yt1m1DyqX5yEyS+UYeAG2ndkPYnhmUzzEybFMZOinmwoXEGore29Q6kwFwohhBIoBS9eHdMe6GqozlCX1x5GeawYmtAPuCPLE73RKJxCGAsM+3FiKN4WNnVhUccCEcJQihy+JpCRx9ZID2tSNjz/fTrK6DWh1wLvWECWyoF7TL84CUV0eFU1g/svslKep6MO4zwl9cHA9vY2E0cyCR96xwWMYpJRTC4J5OJDhys7Iaopk1xEUNBrMwMTxrfdJYGgIBwT7N8OjkQe7pXZXKsGlsk+3C/j+dAfH73hJ67BXsdgr6O/38i4PLUxo903ieUVuQ19vOuiz68u6dUU05Ei6yleCdAvAMquT8MKJpayq61IascW7YlhsB0y2J4TyNbE5TODKbWxRXRmstnWu1lPwjA3WxLIKOaRKDvU3g4eV1ueSdqWdoENOg5gesypVdnqCIE4LYfSyxeouCZOCC5FXa4IF6mgNzJoLQlEUJ5I9gL0C9DEEoqMiCdXd9Q35hpU9VgfixSCOgcEEpM+P8WQTlU7B5cvCtav6HMY9g4RSFPrF7UA/QKgKHwdCQa48pY8/1y/OIZz0fsDAKUUDx48oJM6fVgRAAKiE4ORAb9b0rn7lKtYm0jKE0n5mk3hij50YgASLEdXQU1PGfOw0C9eeCq4THZnr0x7+Pi41OOIhSW+D6/fdlBKEHa0y20mKUnnxZJAvPnLDUlJxtWL7UkLnnVMv1iFsqeJxQtYOLO+RCn4ejeKpwSOkOQcn7zjkasZSwLxlRbmrbAgXrIZ1l3USRwsjuoXK89x5uPGXPzw6qIFp6vFj1cmEUbSwEKRs3zylkch5B8hEMMHx1esjyS1sMA7wWcKpXha9siXK0G8Qn1/nQmCbkA0UBASFDx8UzLqah0nnll4YQlKm4L1ywdPNlCKDVxqmMxOeeyC6VEXZ+m/8M77L47jnDDe/2g0GgyHQzprAWWySmsbe+GDnWTXEXQdg3eSgFKkXF0t8+lpm8kwzuZTJptPQTg6JFuu8If/5hLdhloSyEK/2FpfbWMxHIVpdtK0h8EuqNmYT3dgLLufJzODSsOgMm8MXxDI1rpHLKx4auTz1MjHnYvo9zcN9h1zSSClAP1iAWs+2/rNyBmIxfXpegbe/BxnymB/arA/nftMzQnkSbdPomhRuBGhcCOC7yr6dZ/ezoTe3oxhTRNIrLBav1hAKMWGP2NUDI5YQq0wQ18wmhv4eQiqnkXV07fdgkD+/I1b1PY22Jr4bO4rhJBk8nU+765RiRhLAkl4MBnFyQdYlgC8decmLYLnrBSVhzdTjOYBi5LQb0K/qdh9VyGEJpDyVYP8pkFO+XyfoV97b2rQGpvsJK0lgThIslLyjVBwD03Z87l26dK5frGAOo8wPhBY+Ee1A6p1IhNBeGZQiZ+yaAuxJJDPNKC4tc2ND3+TVqVMq1KmsbfO1Y/M51vMCWQyiDFsZ8hnVusXCxuLVkC1jm0qEhHF3cbpxy0IZGPNpz0UvLkTmnsjaRH9Yz0fcJcEYhoKPwG1gBRFwfMxCSYWUymKruT+7PRFaUEgNyQMWz5v/86YxNJuxWTrY9qEyfcU/Zq/FPdr1upzXOoXpw0OWkCBuRdn3zv9FlsQiB2aEokO+PRP/yrteolGZY3G/hrPdz2e6xgIIUnn69jOjBqbZPK1lU897MeJo3jnDBMfLwxm9FZU6ykF/Rbkt3S67z/djZEMK7IRj1zEZyPpcsnQYkd/ajB2BcShZQR8zub6xXn/xTGcV0m9//HgwYPH9YsTkO7qy10JB8y/cCXjQYJLT79JPN0lnu6y9cS7KAXDbmpJIK39NaZjXef+d/6fv0CvpXPOf/f/8m/JJPtHNpen6RfHkYnpKEl7Up0Oy1QkIpJ7VZuJa7DfMdjv6N+FbXmEQKIhfV1+tj6i2xV0OwZvftihbR61Sl/oF9UAYTzvSUwBjVlANIAiUTSp3XLxpor2Q4/2Q03qVggSJWtJILGsfqyfaQ/xMmPc/Ijfr23SsA3koXMsnaJfHIfdtwkZiroXVIKqaFTWKKztYTsexQu7FC/sAuC5Fq3anEAqa1QfbSIE/Kdf//P0h4JOz+Qv/7XfJFeqYtsHCvVp+sVxRJQkEhdU753BcSAvaI1NJAadCXQmJvfa+hqnwpJsxCMb8SkmXFAGPzQeYzhDzEKP3929TMU0mR7q8j7XL07GeYTxPseZ9Qt0OmpkQDdoktq8midbPpp6EIIjBDIeRPmDX/0ZGnt6J5jKQeEC/Mq/+gtMJ1qo/Cs/+yW21io83CvRHgXrF5mYr207AlJXqYREiJP7Cw4TiGkofvDpEc2mwHUF6bQkn/e52hvjutpq/N6mTcU2Kbue1i9Oyt8fwpqrI4LmbPXHN237mJY4sUHSm3JAIAI+9teiuLkxMjHDakSJvJPnJ5mgTImXGfP6JE3FMVmberjRYP0i1NQt7g1/9TkmDMl0HD2xTNayDwhEKfhXv/w3GE8Mun2DdFKyWfb40u/8OFJBfyh46Xu/SX5tn+re2fSL0ryaKagSzw5BNCl4eELUqRB0JuaSQH7iIxWE6WNvtPBqKdz7RX7A1+RqJIe8NU5TsUzKnocPbGxsrHzuc/zpwjlh/DHRbDYZDoeETUGxZtFJ+cxCJ9yAChItm2r4DJUwE4kdmhBPd1Ye167pMtlHd2HYE+ju3rmraFYTyO/84ceXx4csyYWMS3toMpqdbJCYjRzVL05DJinxJXRHqxeldNRHCNjbNenMBxc5jiKdlqTSemzsR8czGM/THyY8PZ5RsU1a5snDmjbaPl3jQL84DXlHL4j9gI76WNZASJPZVpfZBe2PIWYGVjOK3YxiNaK8MJgh5n3nvhAkb6eZZidM0xNO2siPXinhWP5Svzj1HOceVfkVVvMAw36SsAMPdk32avq2NQxFKj4vRkhK3nn1Qxivf2jewa/4kJpSxaSOdWIRwdV7Q7wLgmFn5VMvdbLWaPVyYRsK1YvhPLNN6MldQk/uoqTAb8fwaym8eoonRhOeGOvBYvvG+fyLx3AeYby/sei/iDdMnu7pyznu+fT2PZqflXRSPtOQIjwRxHzYD0hHATxHh2SpFVgJ06qU8Vxd/qghGA9hPITqQwBFOAbrl2Htoq6oenpDN6+NEdQwGe7q8s7RTGCbkIgp7u4Ed/KmU5Lu6PF+guPIxCVSQq93cNxsJqjVTGrzVLzjKNbXfbYuSi6EhySHOs0WcmZslWv8d40rVBxNIAaQdXzuj4JF1fX+kKEr8AL6L5Jl/Xrd3IF1iHIk7toAd037g4uZgbOTIvZmibg1xrqVBgSG6ZEq1HmQDM8JZAqGIm/5K/WLBT779Js0q2ViidVdc42K1qAOpwqlFLR7Ju25T5VhKAppn6evu3ghyROzKU8pgUTRiyr2hmFqwqQ2J5BkXtBrBq9QybzAk1rkXoVsRKf7zOJBya8wFFZugJUbHBBILcnoC0/zs9/3fYHP/YHCuej9/seDBw+YDiXf/Dc9ohmTZNkiuWaRu2RTuqVvsHHPxx0pKAeno2KeYjxIcPGptwKfu1Up02vB6bkwwWQIKIUL/BoxYijdtIVHEZ+LF/RNPkbQn6cwxhMdrZz2uEv9ohZczZSJ+fT7ArnC5382E/rZhORv/aXfZOrabO+V2N4rsr1f4qOjGYw0gRQyXR6JAhN/sd8/+XEFikTBpHYn2JgwWbbw41PUijSTcg7y/C/9xG9jWh7taol2pUS7Uia1IBDDJ55t0TMUEykwUMhT358D/SJoc9CorDGdwWhy+oFSCsR8Tf/6DY9hSJEZ6FGs2b7BE0ITiELRiygi0qDXkJgW+CvqNWIbFu2xCExnZiM+mD5m5vTZ6sJQKKlntpzrFyfgXPR+/0Ipxfb2Nr2KBwpGLZ9Ry6fy1lT3XCwIpGyR3tKL649XXYYzj9bI5N41QTVsMLQOCb/zTt5ceXXp5GQUYdRLBfr/gE5N1TFRGAyAASZ3cQBFHDknEJ/N2RQcg2euu8yGE3o7ExqhNJ2eMV+o9Hku9YtBQDWToYcD7TwMjqrSacVaoUXI8Qg5Hs9ef8Cz1x8A0B9G2N4vsr1X4iuvXce24ZnklCeiU7pdwb7t0JxZdD1juailbV/7R1UCSp0FpC8JpvnVxoQAdjNKJNEjHNPHFrd2KG7tAOBOHTq1Iq1KmbfffIYYiifCM66HZ9QNk9bQou6btDxzSSDxFfrFYSgFd966QXcQPBwrk5TMLEU/okBAM6VopnzAx/DRBNI3uPCuBXEoXTYpXtIuwf2apNtQ9BtqSSBWCBIhyV4/OKK7cqmDCLuIk+apH4JfS4Ehz/WLYxCcRxjvazSbTQaDAb39E7Znxwjk+f8izWBq0hiZZCM+pYTH5ryvYTQTPMoaVMIGGyNf6xcBZbKteYoi0DDOUUQTcOvEt1owwJwTCBQ6Q3xXUn9zQHIjTHIzTH4+mnM29GlPHDo9g0T8W9MvgmaMG4Yik/G4uFY98feJ2Jhnrm3zzLVtfu9LN7Bsxc5DU2sgackz0SkwxfOg4Vk0ZyYRUxPvmfQLz8TLBRCGgmjLIXtx+8Rf26EZhc1HFDYf8YdvP4+SHl91IhSldmh9IjLlKbTTbcszqXsm1jxhnS+tJoxRP0E4pNjeCybe1IZHK3ry/AtpHhBI4mULJwTvfF17RKVyutdi/YYmqGFH0asr5LzeuHkG/UJ2Y4Q2T74+h+HVU1zcPJ9/cSLOCeP9i4V+0a8GzDaOG0RsuNey2OnYbLcBFImQJBvxyUZ9LnV9bgz04iYtkze++Amy5QrZcoVI/PE278f1i5NxYBi3OhpwUEQLNjtf7FB7fUDtdZ1WCKUsUpuaPNKbitJl/ZGREp7enOppcQOT4fRxEX2pX3RX74qTSYWUJpfWV/cXeJ5BIqnY3zeo103q9fm5O4pUaiGie5ST+v1QSnH1k2F6FZ9e1WPYlI/dkCfpFyfB7IXwZiEy5ZNJbQGloCR9dk2bR/MvbN13UJQeJelTEh5PWIs+acU3v/h95Nf2yZf3yRZqmMeGNdXnZbLtgFLnsCOJTgX3y2cY6pRlXoYt6DZh57Ym7kRmQSCC8lWBYerX9HRxQnNs0h5btMYm3rEUY+YE/eLE6zMzkZ0Yl567FHiOHzi8xxqGEOLHgH+ALsv4FaXU3z3luJeALwN/SSn1q6se85ww/hjY3t5mNpRMeqsTj8k1fZlbo8OLtqA/NelPTbY7AIpc1OelzQkNP8Tozg1271wHoC8ET1y9dYRAgvULjVROO7y2AgijgIcQgt6jo/0F065HrTug9oYmkGje5rmfv8BwIkhHJeW0Xtxmrm4KPEwgZ9EvAFJpiRCSzfJqwtit5TFNltVWC8xm4hiBSD76cZdJzCd8Q5DZCAEhPFPR3/aPEEiyFKxfAFiN+VyHgFThsJMmjKJ6rHHNFYJd02Z3QSBS8nOyhRWZMnTDNF99gXdf+TDC8MkWappASvtkizUalTVm7mr9AiA9H47VTK7+PIZmEIlD5eHRn0upyeMwgTzzZ7SB6iii2Iq4XFGudrqd6C7v1pxAcmfQLwC8RhLUuX5xKt4jwhBCmMA/An4YeAR8VQjxG0qpt0447r8B/sNZHvecML5NKKX4xh+9pvWLACTLFlNPMJytNpoKzceMftGJ0BYGaSUpS4+i73P3EIEMhSCmdJ45FFFMx6c/buSSQZ1gwbKEj+9KBpXVA6qdhIUQcHvHoT0wCDuKTEKSSfhkEkcJxLag3RJEo5LR6OQyXoDv+1gFzzcIOauv5fZ+EaWCI5ZQGAwleHRpTKvoYk8Fia5Nsm2RDNlcnBOIbyqED741w2yH8VMTTmtduNSbMjikX5yGRaqwaqy+tSIopOuQ+/BbZK4/xJ9ZjOpZRtU8w2pOE4jSBKKAmSvIJCXdgXEqASe+Z8KsbWj9YgVyvbPNvzAtSPjwtYzF62kLUyry0wPvs82Iy+U5gfgChOPiVTJYhS7COZmA/VrqfP7FKrx3EcZHgTtKqXsAQoh/CfwUcLya5n8B/FvgpbM86DlhfJtoNps4UeNMhBG/GJpHFwFVJlGfKdAWulejI0w6hsk7FqAUaSUpSZ8r3owYisIF3ajXN2H0QC07vRcEYjuKNIoHhALPcaPWpz+WqACNOLUZRkroDrUAO5kJ9psG+0095W1BIKWMRy4lyeYU2ZwHIZf6I4dux6DTEUsCMQzFbi3HR599N/Acf/13P4RlgecF7LRT84mGaf3euCFFqzijVdQlxfZMkOjY5Go2uXoIoxMl9YeXkKbEy47w8iPc3Ag/PScQBe1qieIp+sVh/M5XP0FO+AyCjPfmE5aiJb1qm45H4kKNxAUdZS0IpL9TpnPnErGo5IUnZyih8LNj/NyQt379whECyfUMWmeY3732ezbe+tnTmQtnAt8QVCNiObNjQSAXxj7PdXz8UZjxF5/UpD4zaE5Nnv7x144QiFdPsbmxgW0HV9h9EPEtDFDKCyG+duj7X1ZK/fKh7y8AO4e+fwR87MhzCXEB+Gng05wTxp8sFv5RQYSh9QvFvVZwb0Mq7VMV1smNfYcIJC19kr7kcyWH8kxRnviULypKm/rQyUjRbR5MfasFdPxq/cJh54udwHNMbobpnjDPYX6SSwKJhiS5tIf1w6+j2nFULUnBTFIoaPKazXSX92wm8KXJ1imC9wKef6BfBCGVloxiHp5z8nbNdTSBhCYGuTrsfnIXe2gTboYJt8JE39Y+U8qUuNkRMj7T+kVxdcrsQL845T08hJL0sCITnMTJNsQLAvHGITp3LjH61D2Ea2M2oliNGM7t/BECkakxzr0cD4pn0C9ynD2dKaAROvm4BYGEpEIIn5crYUCQC/vkwj4X4+4BgbgG7YnJpeSMi8+e+0edCMW3EmE0lFIvrvj9SW/a8Uf/+8B/pZTyRVBd9xznhPFt4sGDByipuPGZGL19j17Fo1/xcCdH35Nk+ST94nGELUlCKd4J8FECvShVwwbtkEk7BG8nLB2BuIq1qaQU8VmLS8Lz3conmFDDo4pu2hpyND10mn5xHKYjiJVC3D/Dop1OSER2iJGaQGoCl3RJmBo6yHqScC2JU0/ASFuA/8bvf5yL61X9tVajmO0cWXP3ajlME7qd1c8thCJVkNTTZ0gVdizcmIub1F+jNZ1uMqYG4ZYmj3AzTLiuCeTtL38PlfuXyZQrZMpVkvnGkRkkp+kXj0EprjsDoqVGYP/FqJpHOh4yMwUxxS8NmAG4BmYrgtmIYTWi2Pd0OPDkI5NLfckwM+VuKEQnrvAPnc5Sv9g58emOIHxdULVEoE15eaKr5jpTC4mgNbW43QUDRTqkySMX8tlKuJz3X6zGeyh6PwI2D32/AewdO+ZF4F/OySIP/IQQwlNK/dppD3pOGN8GlFLcvvMV0vkxa1sjGvky3pMxAMYdn17FW34l186iX+h0FJwh960kKSW5FT52nBB0HEHHMZYE8rNvDFASJm2fjTWby/NUwhBBDW1JXcWiiIc8g36RuBDWZbJn6L9IJzxE4fGch4jNMGONJYHYv38VdxwmXq5zv1rgnftb+nWGJ2yVa1xar3Fxvcr93ZKeTx6gX8TjCtMX9NIBDXsKUl2L4drjO3wZkozWRksCMX//Mrmp4kHMYa2+QWZP598NyyVdrJMtV8iUK/TqOSD4PUwoiTcJEyutFhGUgnaljJ8fPr5ftCV+aYhfGjIDvK9cIlkN094aEW075B/EKSiBEopxymUvatBMSsJT/UC9M5RjZ1y4Gw/ewGw0FG3ffKxBcUEeranFbeDJ9JjrmfP+i5V47wjjq8B1IcRlYBf4WeDnjjyVUpcX/xdC/LfAv19FFnBOGN8WWq0W00mMZz78da488Q5SCjrNPLX9deqVNRr5MqUnNIEI4TOcQjnh0R6ZTP2Td8jRDcnUn+sXK1DyNbHsh1bfyCEJkZTFwz8asveqjhwiaZPkmkVy3T5CINJXeFNJ4ck43Z0J0+7Ju/OlfjEIMCaMSVAGRqG/8jjlC0atDOUnb3HxI68BMB1E6VWL9CoFHlSLvPtAE4gQEt+DYknS7QiGw5NF9HT6qH5xGmIDE8MzmJzBprw4VWxHDb6S03n3kK9nlpQnBmv1C7T21gHdpKuAS/6MqrJoGuYRp9sFykv9orHyqd1hFGNsM7se3FQY6zgM8zNqN/Q1NzxBpGMTa4eIthyu7ptc27NQKJSEbBksW9Frg/QfP8fj+sVpcHxF0pbcOoNVSy4s2dzcPNcvVuC9ijCUUp4Q4m+jq59M4J8qpd4UQvzN+e9/6dt53HPC+Daw6L9YzFU2DEW2UCdbqPPEc68uCWR3+xLvvPYCYVPyoXW9ex/3Fd26pBKOHiGQkvSoGWfLfc8EtJwgx1udjzrcVDju+Iw7PtW39blE0iapTZuL3xNDJCyu/mgegKEFlYiAX60fIZDkxir94gCZhA9CIvIBhNFMoKRJslRf/iwUH1GIP6Bw9QGgCaS7X+Lel1/Eibpcu6aPM5wZ0WKLVz5/4QiBBOkXCyTbetGaZM9gUy6PLpxTU7AdM9mOzWeT+IryWPKZ1gRhSF5wAWYI0ydcaPOlxgWqhrkkkCD9YoFRVUcsfkAXuhhZOGOL1tbB40lLMczPGOa10C88QbRjU341izAVF67D5jWBFIpOTDJ8xdCjWOcEkgzQLxYoT3TXf3MSMBxLKFLO+fyLQLyHfRhKqc8Bnzv2sxOJQin1187ymOeE8W1ge3ubcGR46lzlBYF02xkAXvs9D8MUpAra8C2/aVC2Dwhk0JYklMndgAFDAEXhUQ2d7OJ6GOWJj+8qhvXTd9rjjk84aSCA/7huMLUMymNJaaRYHykihwikFhZEB4rd6mqfKYDLz7R1E5K1uuRD1hMgJIni6TvtUHxEONkHZbD2vV8nnO0yquYY1XKMqjmuXdO7dcOZES20GOwXaET9oFOk0OdMY1bDTa2xVCKnvzdTU6cDlW9ReOk14heqjGtZxrUso2qOFzz9XgvTJ5xvM2mmcFI9lDQQ5unXaPvRZUzHQyZWpwrNho5mh5nZqccoSzFNeIR8wZubHg+KkuzcZyrfF1y4rg4IJCqJTQVdw8BUsKoo7fId8OPQma4mjGxId/2f6xenQ5ybD77/oJTi9t0vU1jbD56rXFnHnSrGPQDFsK3YuwUIiKX0zORUQZDZ1Dfbh7wZV6cedd9kN2ZRNU3Gh1JUESVJe4rbZ8grX3o4pT+Sy0lypyG5buMJaEQMpCHohkzeTQNKkXShPJKUx4r1ocIANks+uY0Rjbhi+EqYdt9gfKjL2zAUqhXDuBk8RjTWdJDZDpazWm/oVYuAIlpsYYZcUld2SV3RQ4bcYXhJHsO9AkiTfN0k8YchalHwS0N6aY9R/NC8EgXhVvhE/eI4BtsFbEse8fs6CWvzYodosYkZdolvVYlv6covf2prAqlmGe4XUJ7NqFLkzr/5MTZLdQb5DtFSk0iugzEnEKXAbER1dBHwOZtUMziWZJpYnYaLtnTaqJnQQng9painNGGaPksCKfQEIU8QQvFXtqe0MNlL6SirGj46ryQX9mlPH9cvjiMX9jBN81y/CMI5Yby/0Gq1mIxiFMvHCw4ex7uvXmfYPnk2xrCjGHYU+7eh/FmHDdvjrWmIgumzabtccV1woe8bVByTimFhz1f/SpB+4SuiWYvGneAF0XkxQt0QyONDi4Sg50DPMbmVho/UPJ7sSF7fUOSGUOgLti7OrdJtRbdi0R6YKKnm+sXqIn/lCwb1HOUnbgeeY69SIJTpYYYeJxY7NiF1eZfU5V2ab16l/sqT/NEaZCdQHELyjt59Tw0YZmf00i6uI8+sX5QmkofR4MivPJFY0TFW/PFZ32bIJb5ZJb5ZxbkzoPaVZ/mxT/wRrW6S7f0i9VefAASW6eEU2sSKTZzkAGPsMLse7C4Zazk6uggglmjbwTUU3djjn8nDBNJtCV66Y/A1QoRRFPF5uuvzXFdPRGyEBJWwQcMxvgX9wufChfP+iyCcRxjvMxzXL07DsB8nHBPs3QruxClYPjXP4vYshF4+FWlDUrA8CqbPRc/lunDnv4GbA4+kZ1AJmYxO2PmepF+cBNMRZKfwSi64Brs8hnYM7hYVdwGUIj7VxFEYQL7kUc4t0jsK/34BNXK08B2fPBaNqWZc6xcBdiDSNxjU86SuPVx5HOicfycEt3OHojJXURpCaago9hwuNQ4Wt/ijOObEZJKbMEs+vuDafZuwDBZ+UVrDiGwFzzAZV7PEo2NefPr28tjxxOFhpcj2XpEHeyWqr91kcTL2wzRiZuLnR/iZMRxzgj1JvzgNsXaIVkIRIEGR6xl4wG2cZerTVIo8PiU8ilOfp6c+JjpqW4+6mHMdoz01HxtstdAvztNRZ8A5Yby/oPWL0an6xQL1iq6c6TVWE4YTgbihuHNkPrWgI006M/MIgXw230AAz7omN4YO4JJO9viKn6ESPiCQs+gXoHtEBFCNrF5BbF+Rm0reyRz6NAsYhGEQVtwvsCSQj79lYSOQj/JEH+XwgRGC+GYdUehjFHsQnyDryUD9AmDQyCJ9a9kRfRqUFHSqRWrpoz8f24IHaXiQ1q8x4io+dQeSUjFrR8k29CjVqQC/MGKSnSwJJNya6xcBhJFyFREJkTOUyVLLcHGteoRYIuEZNy894ualR/qcJw7/h1//KeI9m4lnE32ngEAgDYXMjvDzwyWBmM1g/QLAnBqEhhaNzeD+lEzN1nYyh07SF4IqFtX5kmEqxQ/da5K9ZKNaLlcKkmspgZKKjmvSmpg0JxatqXmuX3wrOCeM9w+UUty7d49YostsGiIUPl2M/B/+f58is7bQL07HYvxlY+V0NsFYCcaTCN//sa/y0rNvUW9leLhXZme/zHP7IW4OQywIZOI6NPsWdtRgNjydsLy/lMbrSurh1YRRnCgEgnp8BfkJGNsQQ/EODq8SIoGkOB/WxE6B6E4eHz2sSQDJ2AB3HMa03VN35lq/gGixtfIcJ60UtoRqbPVrmViQkIr7YYsvJUNEfUl5Jim7PuVmjGxNmwzOhBZ7JwaEpWKkOLXQoDzXLyKl1efo9qP0R1Eurq/uao+EZ4QnJt3cjDvPDDBdQaJrkWzbJDohou9ElwTiWRJpSEzXQPigTslWxtoH+sUqOC5kkLwSYCfjC0E4qa1x3v5cH8OEeNEiuWaTXLO4XLS4mnJRUuFOFFIZ5/pFENS3ZA3yHcE5YXwLaLfbDIdDhsM1fuNf/AJtDF566lWKZW1NfZhAkgVBrx68XbA+FGGmXDoBs58Lpk73bK1VMAxFKd+ilG/x0nNvIaWg3sqws1/m/qN17u9sEMvCh38uw6Q9o1eT9PZcevveEQIpjzVZPKZfHENppJBC0Yqvfi25obZeqmEBgj4m/ROGNZXw2MJlNozx6q//BK7jM8y4vHDpDZLlGuFkf0kgvUqBUPpk/eIwFiWo1djqc0xPIKRg39Yr68g0uBcxuBfRt0JkTiBrM5+bE92Z/Gf3XLA9zHyPL08L7IcNWs7BDnxtrl/Y8dXlr+Oabm4IIoxOP0ZoYrK/qTUW31Z08i6dvL4GCwJJdGzWdx2UFFz6eg5h+ETzbR7EQwyzM8ap2ZJAoq3T9YvDyPX1awqyw7eVIpozefQNrdlIX6dAF2lQYUJiTiDlZ0Jc3DrvvzgLzjWM9xEW+sUXCRNHUcTjnbee5c5bzwKQyjQprO2TTLUIxwT7t4O3C3nTn0cXqxftguXh2DNK+cd3sYcJJBkfcH9ng9u/uY8VMUluRclsRSje1OmVSc+nt+8yqHlkp/DqGfSLC1OfVhRO6Tk8eC0DgURP93scB8Oa+hhcxGPnyS4CQaxtE2s73P+KtsZxHZ/S2i6JYp1+LU/qWrCPxat3niQagmlANVNpnuqvOCe/mLFpcD9i0LEMbk487A/dwwi7+LUUfj3JS309vQ7bY8dyqIQFayNJ+Az6RbGZYBgZk0ut7k/Z3isB0D+lW31BIMO4z9pOhNLzbxLO9BlWcwyreQr34xTuCYThM0h5jDIz4o0wrXiwfpG8E8NjFmiHX1zYyZyik6k5gQwbHhc+FD5PR50V54Tx/sGDBw8YI9jGBiF4kxCGUmTx9ZjTdpFmO7e8qOWrBuE49OqKXkPhHUszOxFImJJ7bvDO66PFOqnE4Ih30Ul4uFfGn0kab/VREva/2gEgWnRIbUUfI5AbHUnMVVSiBtWIYHhs5rjtK9IjePcMQ3nyFZsW4AWQXxEPhaJbmiJtRWtjDAqcsUm85RDr2KjKBVrbusu7d38DfxIiWmoSLekKosOLs5KCwgjupwNPkULLoGtKxgE9L2VXR3TWhTZGbIq1pfUJObaR9SR+PcVWLclmW6ewhjtldn/fJlJsES01CWV7iEPvlVKwvV/i4no1kFj+yTsvkLYl49jqHpFkR3/SEhdqRLJdkhu6lNmf2QxrWYbVPOFqnvG9NCAoTBQff9uimVA0k5JWXHE8sC3iUefkDvXDuP56C/lkmEGATpYo2Qjj3D/qrDiPMN4nUErxldff0LvnQzeTFIIGFg2sJYF8yhtRNH26UYvCVZ+1eXfyqKu7vBcEstAv6iv1CwgJSbOT5pkbdwLP8w9/7yruaIw6FtyMajNGtRn7X+sAsP6/fYoty6M9tdjyfK739OLUt6AaFVQiBpWoID1TGAgaq/QL5nX8+LxLcInl5cyAsSeQ9lERfRb1aUXHSwJZuxWn8DBGN+syrRXpP9SFBJ7jkylXlwTiz6wz6RdCKUqu5MFxH64TUJ75iNgEI3ZUpzIiLsZWc0kgs7fXcV+/RG5rh2E7Q/OVJ2gCpu0SKrSXBCJsj/4wGjhVECDZsXV0EUAsiY6N4cwIp48WYJiOS3KjSnJDp75adzfZffkjNPYEkZjgRhLEnomU0E5JGnMCGYTUmfQLgOSaTb/mBdrhJ9cspK/Y3NxcfeA5vlW32u8IzgnjjGi320RRyyqR0yCFIGlIKr7Fl2ZRDBQZw6dg+BTjHoXkAYHMFPgKYobPWAmm6uRd71K/WF/dDDeehIiVQmx/fnXKAyBlSBq+yZcmUUCRMiQF06Pg+Wy6PtfmBDJToIQiNhVEp4rRKWtJbqgNa2oB18dAEe3aNDcC/JEEhAcW08SM6gtNUGCNTSKtMJFWCHWIQKQpMYD4TJGaQDfEiRYrC/2iYge7yZZnPuZaQMUCIDtxnOiI69/3ZYSA2ThMr1qgWynSqxaXBCIMfT1bnTi71RzlfAvTfHx1OK5frEKyYxMr1giwH2PczOB5cOsNA5TAtBTJNKSyilTWOEIgGJDAp6Q8Gpj4J1xHWylih/SLlee4ZjOoe+f6xVlxThjvDyz0iyAxMKYkcUNxax41SARNadGUFu94IQSK7JxAnjYmGAZ8b1QvDqOujj7ur8dp+OaSQAqWh227lPKryzZ39nXuu/cwYD51yCBtSN6aLVZ/QVeadKXJHRdAkTQkRdPnexIdZq7Dh3f0ucTjfdbX9vgXs+vU4wcEslq/OEAOH0MKBtnVZaBCakO93sZgcYp4UZ9+dEh/Y3iEQBJv5AijeKEKL1QVEwRVDGprPtXYAYEE6RcLZDxFWIERNJ9agawnyaztLfnJiUzIX9ohf0nrLrNxiF61yBtf+yj22ODLrz/Fl19/CmlKxpkZn736NhfXqqzNCWR7T1eFnaZfLGBPDMJjk3iAgSHAsJqn14aFgOF7gnYD2o15j4WpSGbg2g9OcHo2V3C5iocSikl6yt12kirWkkCC9IsFDBtieZNPff+nAs/xHDqgPK+Sep/gH/7mb1NG0AsYRlRE30R1/+SFU80JZKQMnnOmPHjVo99Uc5sQg8Ilg7Kld24LAsmsG6wX6oH6xT/+Oy9Q+pBksL96d5rcjCAE1E45RxD0pMlIGnzYdXj+uVe4fvUOe/vr7O2v83BnixcnRwmkMirxgAxBVf7PXKmh7sUYBiyIkZ6NIQXj7CmlywsCCQ/JvpHlDhZvGWFKytOVWMrj4r6+XhMENQwSSPqGYhRQFbbQL8ygbvV+BDVxSK1oPnQiU3IXdxB/9DH6pTH1JztE2iGirRCRVojf+8oLAEsCMWcGlimZRM6mX8QC+ljccYhpN0m3dfpr9n1NICgY5yZUX2gQ7oSINMOEWyGeFlOeUXpY0zQ9BSmQLYdR+1y/eK8hgrx8vsM4J4wzQCldEVU7pl+chLLnMzUF3VPSSwsU5imKXl1bhAxair13tfNnLKN9ppJzAjEtwfbeOn/vX/5FQsU2n7l4l821CrHoUWJIbUXpP3pcvzgO46cu46sZLRkQDZg+ShlcWN8jm22TzbZ55uk39ZyGdoa9/XX2K2s8fLjFZBohi+KnnB6NhGK/GaV6wrCmeNthnPCO6hcnIDZ3kz2VMOYI9RxsoCpshsLgnnC4t3gMJSkpj+KcQOIokPBfbA/o7c3o7c149adKtC1x5H09Tb84Dr+WBCBZWq1LTAdx7IlFK9vHD0kG5TGDst4UmFPjCIGEBvp1v/D5HO2xSWts4v9InWHC4/BHKtGxMWyXcGZ1FDSs6XLjbnv159ayFaG+Q+t6B2UrxoUJ44L+fAlPEG7r8ws3w4S6DsIUvPjzGcYpl2FmRuMfS/pVD3mIQxb6xXn/xRlxrmG8P9But4mhePMMl6tgePPoIqBM1vTwZposDkMpGLQOCCS7Ibj5PTaxazt4wwijB2v8xh0tIFrJAc9ceMTmeoVCtkW06PDwC8H6RcH0aMpgw7ii6WEIn1LxaN+AEBwhkJ1HF/jcb/8Z7hUkIQ9KXcEW8zSbo6jOHGqY1DGJdmyam8HzHeIth2l8hnRWs1+krXNiNfE4+R0mkIzy+Qk5pPLGEMMUJC845K6Gudwa444l/f0Zt55PUrENytOz6Rd+PYUTHRFODFYe163oNNNJ5HeYQKyRyZUvrLHTtfCVIBfxuZmfwTdSeBLaY5PJM336GZdk+2z6xbCax/OC53entLEy4xP8tZR1QCCG2+Pif9ygszbCC8n5sKYYhR8/GNbU/rwu3U6ua/3CcYILIc6hcV4l9T7AQr/I4TNSLnUs3BMijehcv7jtBbvJFg2fXu0M85fzBsLySH3kFsJQKClw2wmm1QzTWoZXb1/jlbefAPRCHi+HyD2ZoPdwhDt8PK1hhgwyhuQtN/gmLpg+hUId216deqhU1pAo3tyQeCagIDGBfF+Q7wvW5YzLC49sJYj0LTK7YYYZl1nEf4xbhYRY16Z3IdgfKdIK0cVgErByFpV+DXtfHy6bF0MJk8S6TXLdIbnu8D39A13F70Rxb5Uxiz1EavS4F5YCox4juRZcJturFvEcn1kswE12Tn4POg6DuVWMY0oyEZ/s/KtwPwr39fHTXpzaGzeIlRpEsm2ME0T0nW9cYToGFdCAkcoqpCGZplZrS+F2CIGgc2HMaK5DHR/WtP5CmAsfiqBQ7H4zWLw/xyGcE8Z3P/7hF36TTQGXcLmqXCTQDkFt4lDFXBJIaZ7Br/kBY1aFJGFIHtSDFa6ND48xY5NlTb8wFE6uh5PrkXhqe0kgla89jdGKkn06Su5mAgAZn1L7wpjuw/GSQBb6RT3gHE0UectlfS3Ylfd37nwYIwZLnhTQj0A/orhfVEsC+SvdPaqPNsmOJfG3UvpaRAfspUyGaZdBdsYs4mv9wjcC01FIcOoRdk+ILo7jyt0u46x1pNN92veZvuvTeFcvak7cYPOjCQpPRFBTh9krV/SBjgf5Pk6xg1HsYqRGqH4EdxIhFZCOUgr29jaYZKeBZbKRVoiZLxjMDshv5htUBwbVearKNiRXszMuZ1zazSSz/lMA+BLaE5Onv/d1TSC5NtK1icWhthfcnJl7ZsrEkQRIdIRbYaShGB8ilpOGNWUfRindSfK/+3u/GPjc5zjAeYTxXQ6lFMUh7Cbg5Q1BbqSdT0tDuCFmPKnXQ1ohbSTqTmAUsJs7rF+sghUCrxcnevl0Z9wFgeAZyMKQyfc+wOhGMBsxjEaM0kcTlD+cBjSBKEMiuzCUq88xP9cvggjD9SwyQ+1ie/pJagLxmxapbJMf+LO/xqCbplFZo7G/hqyWme5rPSAcHeKEJvQAN+ytHIQU6mv9IqiUF6VIrjs0763e7c4GEsMWEJ0ifvwN1MiGegIaCagnmO3N8za2B1G9OFrhCUqdLm0d1i+CEGmFaI1XpzNdaWAa4Prwhe0YtqGW0Uc26lN99YBARq5BIiTxXBBCnRplWLbC6du0r6/WQwAizdARy5GToCyF6Rkoca5ffEt4P3hJCSE2gX8OlNFji39ZKfUPjh2TAf4pcBWYAP9TpdQbQogw8AUgNH+uX1VK/Z/mf5MF/hVwCXgA/IxSqv3evKz3Dp1Oh5gHb8YEviGoxaEWF7wOGFKRH2u7ieJQkR0ohBD8uUifYRd6Tbi3EaXuW7iHFoGC4eG5j+sXx7Fo7AsVV18WObUwemHcJ2tggMyMkZkxXG+ABKMbxmjEMBsxzEoSIeAnY0P6nkHDNakKi7pvMjmkqhYW+kVpte9RrVbEVIJGYvUn3ZDQqhe5/MTbCAGJdIdEusPlJ97Wuk03pQmkssbOnSsYJmx9ucys79F9NEH9xRnj7BQ36i3X00hLp3CqARFGBokVNujtrk63ACTXHSho+xURdeFiS3/BEQLxb2UxHXj385/CHfv0dsZ85OdukSzViGW6y4iwWykAweK9NTa1TfkoOFrKRTzac2JxpaA6NKgOFxGIIhvxyEZ81uaVaNefVlx+StFQJtO7km5L0O8epKmSGRCsqEibw3AFTs+hd2W1ZgN69sY45Z7rF98q3gcRhgf8b5RS3xBCJICvCyF+Vyn11qFj/vfAK0qpnxZCPAH8I+AzwBT4tFJqIISwgf8shPgtpdSXgf8a+E9Kqb8rhPiv59//V+/li3svsNAvTjK1k4agFoNaTG84f/oW7N3TFiCpPJQvwbo5RinFsAe70RB1aVIwPXqV4E/Gh3++wuj+GnbA7nRazyAQ+PkTcv4GyMwEmZngXWoT/fdPcX9sMfRM8o7PRsjlsqEXloFnUFMmNd+ibHpn0i/+H9/8SW6iAl1QM0OQvkW+/Hi0pAmkSyLd5eKNd3l46zK1d4f0dyekNsOkNsM4b2rnw1nfY3pjyjg7JVoL00UE6hdPfWEfPpmkv7eaMCIZCztiQP7kBXFBIGqrhf9Gms79Ic13B9py5WKEB1/7MADe2KdwfZ9UuUZnv4RnB+sXC/LTEcbpCJmSmKN42D351tUEYlMd2mRSPm0Fd/wQReFTMDxK1xRCKDwFgxZ0W4JoQiGFZJpaTRgL/WIY1EPjCSI9m+/7xPetPO4cRyF4H6SklFL7wP78/30hxNvABeAwYTwF/F/nx7wjhLgkhCgpparA4u6z51+LS/JTwA/M///PgM/zp5Qwxib0AtwSFk1htYcw6sOj2yAMSKQVyRwkc3AtPuXm3KtpmhFcfN6kV5P0GwrvhLaEaS2Dk+8c8SQ6CdNaBmVKZHp1563ZjCIE7E4cGq7FnTGAImVJCrZHzplP+7P1ybQ7af7gDz/F+toea2v7xGOPE1K+L2hHD+kXpyDfF4AiV1rdrd5pFDBtg/adEa3bI2qv6Y9POGOR3AyT2giTFGEScc3gHopPyJGe1SC0seHx/FBy3WHS9VZavQMkL8x3w4WA9NEghBO3aN8d0XizT+NNfbyTsEhuRUhtRXHHRdqPdDrGFIr1b+QYZTXRTZOP235EWyFmPvRnq8kvO+/PCCIWx5SkDMkDL8SutNnFBh8cFHnDoyh8ihmPrawu5VZKsPa1IuPshEluyiQ15XgP5kn6xUmIdmyEOu+/+LbwfurDEEJcAl4AvnLsV68Cfx4dQXwUuAhsAFUhhAl8HbgG/COl1OJvS3MyQim1L4Qoftuv4k8ISilefvs1GjEC+y+KQ4U7U4wOrTVKQq+lv5gTyMY1xeZNgV/yKMcs1q+bKBSThEfnGwbduqRfV2CA140TvbR6sh9oC3Cyo8emsR2H0YjhK2i5R4c1dT2TrmcuCeRyxOX5xIRHMkr/1pO88+6T+nlMwUevvsXa2j7r63uEQtNg/WKOT6kKbjaEE1q92DQqa/q5Hh3VGyZtj0l7sCSQzLUIT/xUiUFPsBb2uORovWM6g/2QdUAgSpBcd2gF6BcwT0dFp0t94lTUdVFBb+doefCs7x0hkPiFMM/9/Bbj1AxnaBOv62FNviUZZzR5jOYEovWLYNfibNTH9aE3PRux1I/12swQ7EmbvTmBxJD8ZKjPMOliuCaZOynEHT1rY5qeagLJTpmmp4RbwfoF6Ml+Spz7R307+K6PMBYQQsSBfwv8r5RSx6u6/y7wD4QQrwCvA99Ep7JQSvnAh4QQaeC/F0I8o5R641t43l8EfhFga2vrrH/2nqDT6RBz4c18cJVJaag1i1VQEuywXjDufLSFUBDp2sTbDrG2TemmxdqcQNyw1GoQSmsUoZNTGnJqYXTn+kUAzEaMthvUfyEIGxIJ/Id0GF9AxpOUXT0j4tXbT/LOLU0gQ0MQU7rbKDKD8SnpakNCq1bi8s23A8+xsb/GqD7DG6+OBsJpnbN/85bDzIVIWJFOStJJyVrqgEBmLlhhQ3tTpU0mndM7qHNPmZDvBZbJUk8w63tMWqu71aM5fUEqT3eYxT2siUG0FSI6b9RbEogpMX1Di/Mhf04GJ59E9pB+sQrZiI+roBWwuqcMH4Fg//qQYcbFdAWxjv5Mxtu2JhAEUiiEglFmRrTlrCSOaMth88LmuX7xrUKBCDBz/E7jTIQx1x/+LfDfKaX+3fHfzwnkv5wfK9CV4vePHdMRQnwe+DHgDXT0sTaPLtaAE1c8pdQvA78M8OKLL/6Pyr+r9IvDiM4UCRfuBxAGQCqHtsUQ2tpnlHEZZfTCI+QBgWTejKNC0Hv1Br1XbzDoQ+kjDwkV2zjFznKg0Er94jBcA6MdpeEGi6p5x6dhGXhzC42WbdKyTd6K2gillgRyc+yigBtVgxtVg54haGV9GglFI6GWBLJKvzgMKQX72+v0HgWLqqmNMMOxYObqcxxPBOOJwX4NQC0JZCM6wFkLU3wySvHJKLOBR2/f1Z3eu7MlgUQyFszswHSUUjB7O0k3wK8LILkVPdJ/4YUlvfUxvXWdOrQmuss7/ShKrBWmnPApJ0bMgKplUrUsprdM+lMDhSBkSuKOYucU/eIw0kmfhjJRQc2ZwkcailFKf558W9ErzOgVdJS1IJDsXph0PUy05XCpnUP6in5L0asr/J/vLAlkoV9cevZS4Dme4wR8t0cYcwL4J8DbSqm/d8oxaWCklJoBfwP4glKqJ4QoAO6cLCLADwH/zfzPfgP4BXR08gvAr/9xX8x7je3tbSbG2fWLbgBh2CGIxAXtU+YvK+OAQBKvxhkOYeeBSSqtSGUUvbe3MG/pKMtK9wkV23iDCEqcXb9ozAL6L4QiY/u87pzsLqqEWBLIxamHC3wpGVqOOV1rKi7N7Y0GIUUzrrB8AEWuHDBpbq5fdHcC0kcCEhejVBunpWXEkkAKOQ8z7PL2v9nT+sJmhORWhPx1vbufjXz6e7MDO5X8GfSLhEXvYbBTa+alKKPU7NRgwAtL+mtjYs0QUwG/Ho9S9iUlz6fs+WxOprDFkkBcIcCF1nh1OuqwfhGEouExTLmc5mSzIJB4x0b6im98ziWe1bY1ybxg40kD8bUDApmNFOLiuX7x7eL9kJL6BPBXgdfnKSfQVVFbAEqpXwKeBP65EMJHi+F/fX7cGvDP5jqGAfxrpdS/n//u7wL/Wgjx14GHwP/kj/9y3jss5neHJPzIPUUtpqjGBPUoeObRFaA4musXQfO7ta0Pw1MIYwFzJnTDVdWg1zXodWFnW9fSxxOKdEaRyiRJNhOYpl6PIn9wFT8/xM8NdbQROhrbnqxfPI6s7WMAFXv1omQqRcGVvBWxaVkmLcvkLWxQiowvWVvMyW75hOY3wed/46fIr+lxtvlyhWj8aCTRqJSBx/WL44gVHSwLOr2ALjMUyc0IrdtDJh2PSadP7TVNCKG0tSSP1FaEUGJ+K3z+CVS+D4WBjjYSk6Mpqrl+ERRhhFIW9sSiefkMJaitEBXLYmya3DdN7s/JOiIPyKPs+aSkfk8/cWWgK7nyfb70uRv05hHIAqfpF8fhoEgbPpWAzyPomeCDlsKdQntf0d6fGzTakMhr48xkXpDfMhBCnOsX3w4U3/2it1LqPxOQMFVKvQxcP+Hnr6FF8pP+pokuvf1TiU6nQ7/fpyJN7CE8OfJ5uqGQClpRRTXGkkDOol+ATkf5lmScWF1iGWvrXM5xwzilBP2eoN/TBGLbko990qcxMVHjGNlOmPA9zUoyOVmSh58fnlG/gLztIYFawMyIgisxOYFYhKBtmbTnBGJIyV9pjqk7gqmfpnw3ycPbNwGIxvtz8tgnv7ZPo7LGqBGsXyQ39LTAIMKIRRV2xDwxGph2PGqdPrXXNYF85H99laFrMOpFyA0cIrt6/jYh9yiBnFG/SG3pSXyjM/ZfVCKPX++xYfDAMXgwJ5BfmNXB9nWBQyMOlQ0+vjUCy4fcgHfeLNAaWWQjHt4Z9Iu84SEQDDKrX4vhCaJdi0cnOBP4LnT2FZ05gTzzaYsnnl0/1y++TbwfIowPJBb6xSt+mJ4ytVWG8CkaHsWhf4RADAEdC9JFTRzyFOEq/ZTPMOoH2i/E2w6+D4P+6sU9kdLFW7e7Dq2phUCRciS5sEdubGoCua8JRKl5eWfIpTEzmZ2Sg8ikPBoc6BenoTzzkUA1gFjyvsIC3kzaPIyYOgJxFWtTSXmaonwvwcM7N/Q5AkLMKDwdp7czYdo7mVjjz+UZjdVSvzgN6aRe4IJSXJGcTciCd5sOj/q68jtiKXIRn2zEOkIgSoFSLuUPp+g+HDNunLw7L/xiEq9+Fv+ouTBurb6OESlhFIZnHyFu6NSemlg64qknoBHnifwMncBSTJTgpjmjJk3ap2gZx/WL0xDr2Hr+RYCVjWFCLC24fPnyyuPOsQLnhPHdie3tbSZK0JsvrD6CqrKozj2YFgRyzZyyIXySWUgXBEoqBvsTutsjemaWfgt8T+sX4ZFF+0Jw7jvydpTeVAQbxqUVvoTOVC82CkFnZtKZmdztsSSQi/EZmwmPVMjjo7a+6WfxGZPchHdeKy0JxESR9yRvRIOno625Pk3LwA0glrWZj+LQ0CIhaDuCtmPwVsJaEsi1oc+zAw8r43Dtx/IAjDxBY2Yx+8L+AYEITQTV5hk6ot0Ok3aIWX/1op3a1HpGc9nbIBh7gkd94wiBrMVdnsjPEDGbKz+qh1VNPUFrYjL+0h697RGjOYFEW4425wuouIq2tH7RNlbvIkrefBdySJQXYQ822/qLOYHsp+Abl8hGxjw/50nbdtkoV/m1+1ePEEiQfrFAvK31i0Fr9WqWyAsMQ3Dx4sXVD3iOEyGUQsg/3YxxThin4EuvvDYP6U++4xcEsqVc3PGMr/3DuyQ2IqQuRkhuRVn/WJYNc04glQnuwAfijJKrd3MH+kVwKW86I2lPT08zLQikLA2Uodj5zA7OwCHcChNqhYg/ivPRlCawWXyGG3UxajGa5urnNpUi70reiZxhNrbr07IFs9Mec04g04leEP9jLUbI0JVa+ZBHKeQROkQgPc/EsjyGQ90IePqKfKBfBCG5FWHsapI45SQZe9qGA+DlRzGk0lpBLuKRi/is/YhuI5r6gu7EwJ74dNdGq08RMPbjVM2zzVnB8iF1unYiwh7K0dfxp3/090gn+uxUSuzslXm4X+Z5S6fHbMtlrVjn4d4ajYinDX9WkEbsmxEGvjo1cl4gWTBQUv2PXv7+fsJ5Suq7EJ1Oh5hQvBPg6AraF6r3cIT0FN0HI7oPRkATwxKaQLYiJC9GyVzTtblXvpph2PDo7c2Y/rUZw7R7ZJjQafrFcViWIhaH3e4Zdtphj2lqirIV08yUaWaqXb8kOD2HcDNMuBUmXNPn+IP9GZ2Jy35YUBE2FcdkciiSKLgSC9gPSEcZSlH0JO/Ggs+xPJX0XIOZNJlJ6Hsm90cOoEhYckkgRUdHCzeueGxu+LSHJt2m1jMm04NhTav0i+NIXEtQH52tt2HiCYaufp7dvsFufy5QW3JJINeKfSaTCPn7STb2HNbX9nk5nNFNevEDLyxrbJKUinec4Otz0+lDfBo4/4J6AttyKRcamIbiiSvbPHFlG4DhKLwkkDvbm4AgvxclvROlMzKZfajLIDNjlPSWBGJ4glhGsPt2sCteMi/Y3Drvv/hj4ZwwvvuwnN8dIBpGkCSE4t7244vScQL58P/sKt5M0t2ZkVx3KD8bxXglhpKKYcNj/NKMQWZGonk2/SKZVggBzcnqc7SEIh326Z4wGAcDZukZs/SM3tUekf94CVvB3bjJ2kRxbSB5UuldaccW7FsmVdsk5/pnEsbznsRSsB9afZxQivJIsjM7KRUm6HvmkkA+Hh8QC0u26w6ZuE8+4bG+GP4zE3S7gk7PIOTMzf+C9IusTchS8y7rVdCaxmlusmPPWBLIZz7yJve3L/KJ73mZ/co6u3trlAZzN97QhHpKMcpOEfOI5kz6xSDMsl55BfItm3iphnmCnUwsOlkSiGlKvvLq07y5GyIdlWRjPvm72q/L82FUmDLIuEhDG2p2z6BfxLPn6ag/Ls4jjO9C/P1/9znWjAP94jQUFzblASWWdswkkrHYfrnP/isjYIgw9czj5AU9vCd3L0rBjKGUwldw6aqk29YLoH9CquS4fnEaMiEfoQST7OqFU3iCwgzeSJm8kbZ4A72Q52aK8lhSniiuTjyeHM+b0ICPDGdUbJOKYzA+IQdfXugXodXXMT9TWAY0psGLdjomqXYtdlo2Oy2tL8RCimzMJxPzyWZ8ygW9uCmp2PpUlt7DMd2dMdPO41pGckvrF0HeTFFbEbbUIZ3jdOztr7NxYY8nb97myZu3Aej34+zur7G3v46zv0bvnfT8FcHzkylV26JimVrLOJaeOkm/OAlqatJoZ3jy2r2VxwE83CvTHZlUujaVuau5bSp9DWM+GddgfW6IqJRi4wmTbk7SrSuGLfVY9Wcip/WL8/6LPwYUcK5hfPehaHjUV+gXCxSEhzf2GdZWl04uSiwP22srH3p7Lr09lwWBpDcdbv54hnEI1rYkG1s6vdyyBZO74giBpNKS9iy4TDYX9lFCp6JWIdQO6f6L8MHiroSgERI0QsaSQAoTyY/vznB7HteiPk/Mo4dRY8rDjZgmENtgbBrB+sUc5aleEBuzABsLW2Kb0Boc9cIaTgXDqXGIQCTfc2WCOxOkryUoPq17J6YT6N3t090Z03s4ZtLxSM31i9Gp+oVGLqLJJohYIpakP0jwoedeO/LzRGLAE4nbPHHjgED+7a/9OUxT8pwh6fYPIpBbMk7FMpcEstQv0gHd5Q39OrfWVhs8TqYO1UaO1vDoa3F9Qa1nUevpZcE2FS/eHGEJgSoItkqaiD0Fg5qkV5f06loMP9cv3iP86eaLc8I4joV+sSsFJgp/xYK83h3SbUwD3+TkxSjeTDJsnF6to3yWO8s/yDk0bYPCTM7LTyXlOYEoNIHEXegOBLahlmLsSdjc6jM1FCrAmDDcCusy2fDpj6WEwEBgmAb3fmuf9p0+8XKY1KUYqUsxrsUtnggfEEg447AbNYj4ivEK0tiqKnqmwUwGRCJz/aI9XHWcQCAwLbj7lqC+B5EYpLJ6DGnqWoLCIQKxbOjNBFFbMXL135+EbMRn6gmG7tlM/4IGTwmhGE2ifP/3fJkPP/smvUGMR/trPNorE9pfY2tOIKHQFCkN3IgHvQgqNT5VH/9wf8rrlku5sLop6FGliBDQHq4mP6mYa3kOb3hhHCQFw6do+BQK3hECkcCgJc/1iz8m3ssqKSHEjwH/AO07/CtKqb977Pd/hQOH8AHwt5RSr656zHPCOIb/18t/G7jODdPlhj3FyPZ5vVqgJi2aylwSSARJJOtQ+Xon8DHTV+L0991gYll3cAU0HAMpBJWwSWW+AJtKUZiTx6WxPouNuMeFWJ9hB2qmQ3Ni0ZqaSwIxhcLpOXSvBk9Smz7K0AgR3H8xkSil6D0cgoLB/oTB/oTdl5sgWBJI9okk0XyIzaniL+9N6GGwFxNUQgb7YXNJIEIpco7Pzji4lLcoPIZTwdRbvWhn4vNUYQtAMB7CeAiVHV1ZtSCQTFGRLUAmIvmBi0NmI0Xdt2mNTZpji5G7ENH1VLvmGUz/fuaTr7K9s0U2s3ro1d7clXdjHg0k40Oeun6Hp67fAaA/iPFov8z9nQ3evXsN+jb8p6dwLYld6On0VKEPhwhkZ7/MhVIN01ytNzzcK+NL6AZYjGSiPoaAmtTLxAyDXWmwK/V7tSCQkuFxxXT5wT97Pv/ij4v3SsOYu2v8I+CHgUfAV4UQv3FsjtF94PuVUm0hxI+jPfs+tupxzwnjGGQtBY5L6KO3kfUUfj3J09aUp9UMDEnds6kpc7lsdLfPpl/U3gmu1gl9JEbNEMgTtpD+IQJxJKQnLm9/0SeZEyQLgkvJGVeSrl7MXZPmxMST4sz6RX6qeDN1hmqmiWS4P8GfnrAoHSIQYRmktmL8rhUhqyQl6XNl6PHE0AdcupYmj6EpzqxfZGI+1TMY72VjPpMRTCcnLe4HBAKQLSje/PyMSMIgWRAUCi4Xih4wZeIJWmOT/swgYinuBiywAHv7a6yXK4GOt7t7a4ScKfls68TfJ+JDnrx+F8OQvHv3Gm88NcTyBamuRbqdILKf1gfaHio/gMyQeivLzY98I/Acf++PnsPzBTKgzycT8/EVNE+xGFkQiIvgmuWe6xd/XCjey5TUR4E7Sql7AEKIf4meQbQkDKXUlw4d/2X0SIqVOCeMY/DrScxiD2u9A+sdAJRr4jcSyFqKUj1JoR0HJVBKceVHi3S3x3S3R/QfjZHe0Xc8udAvAqa9WSFB1lV8/SyL9tSn39ROob26gnf0rI14VpDKC5IFxaWcj2EKFIrs21nGuTHT7JRJdoJ0ji72oU5I23yEVy+IplSUBj7728G9DamLMdrCoGrYVIG3TR1NZJSkpDxKvs/loccigfFUckIh5NGcWTSmJpNj6amlfhGQRllEA61gt3eSWcV0pOjVoFeTVO8C+IQTuqcgVRTkC5L1hF5Yr2ddshFJc2zSGlvL8toFtH6R5PlnXw987v39dS6sVTAChmM92l/DMxWtnC7HrZV0H48zFaQ7FqmuRaqTIDonkK+89iz79Txb6xU21ysUs+0jzzGZOiTCkru14NRRMidpHYqqT0PR8JCKc/+oPyb0xL33jDEuADuHvn/E6ujhrwO/FfSg54RxCJ1OBzUMY944mn8Wto+11oG1DqAJpP5rH8MXBtNLcS5sRtn8ZA4fGO6MNIE81ASSuhjBn0mG9dXdxol1fQPvB1QUOVKRm0keNY5+sJSEfkPRbxwQyLM/bGOagnE7RLLjkHqgrS3cpO7ynmT1V7gZrF8A5KcKwzLoPlhNGMIQJK7GuSOOfryUELSESQtzSSA/JIckpaQZMVizXS6pg3GxjalJc2bSmFrkFvrFYPX1iYcUtqNHj66GIpVWdGuPR0qTPkz6kto9AJ8n/pYi0bEZFGfkOzbrM5PDEYhOYZmkwzoVdmF9tX4xGEbp9FI8/1TwfJCXt28wTXqPZcJmIUWt5C4JpPxyjquux20iNB5d5O5DLT6HnBkb5Qqb61W21ir0h5Ez6RemocgIn3f8YGIpGD5tZRIKBbvjniMAwe0uC+SFEF879P0vz0dBLHDSDXAiGwkhfhBNGJ8MetJzwjiERf+FWVhtO6tck5iCr4Yd3go7WEpRXLiKXjI0gZBDot//WdcjdcGhX5khT+EN7y/m8IY+DSfAImIq574+q3ciwoBoFHYeGjy4byKEIpFUpNOKVFoTSPKBFlZ9HyYOrI8l1bDB9BSBem2uX3QDIoz4ehgLqBrB0VLWl9wNWXwlGtYRiC8pez4lzz9CIC7g+pCNS1pDmJ4iPi/1i9USApEYOBFBrxa8o4sNLHo5l/vPDEBBaGyQaNskOjb59oJAQBoKA8l+pYxhSNKp7ompqb39o/rFaRiOwsRGJtVSsJts3pdUTZMvRXSZcFRKSr5PybOpHSIQHzAUpKI+noT+5ORhTelj+sVpMFFkhc+nPvmJwHM8RwDUtyR6N5RSL674/SPgcMi3ATy2kxFCPAf8CvDjc0PYlTgnjEP4H179/4CTQaywXwCQdb3QLhquPCHYsy32bAsILQlkw/V4cuZiJk2e/GwGKRWDjjYo7L/ToV9xlymstamkOhe7V6E8lcvZA6uQyAmEAZ2OfjylBL2uoNcF5lbpiaQik1FsXfIJu/CZmmazYdOjV/F4+wfjVA4RSHkiGVZO0S8OIXVJN4DVRICVupLY6FkPMI9AllbpOgJJ+5I11+cjQ12N9uymLg8et116O2NqmTytobkkkKV+MQ7w4Zqb0QYZ6oVi4ExN+ot5IwKmUck0OqVxYXqEQDbfTOAKky98UYu/syl0O4K/8Oe/wPraPpl0ByF0n8Yq/WKBR3Ni6aZWe3JYriArJd8IHUQDI8PgvmFw3z6wSi/7Pi9NJtjAjbImocWsjdGOSXto0p9oq/RsgH6xQM7wMQXnDXvvCdR7aW/+VeC6EOIysAv8LPBzhw8QQmwB/w74q0qpW2d50HPCOAS/nsQsBI/o9OtJZkDbPHmXuyAQWymenLm8+TIYhiKZ0xbnF66CuH5AIIM2ZF3FN5PBourlhzP6HgcDf05BKi+QEnrdU3ym5gRiGDpiefd3+3hTRXLNJrlmUbwZYm1BIC2PfsWjeDNE9VHwpDnnh9Zpo5gG+FiUlH780zqd1dwqXQCGKbj172uMmjNSm2GSmxGy12OUInrhm3Rcug/H5MJx2q3g65hKeExHBpOAcRWpon6s/mkW4HMCUcLVpbzvClpNg1RmHs1l1AGBzLTlSyqjuHJxDxFQEvMrb3+CoqnoJ1YTRmpuD1MxT1/cx4bBIyH4pILXQg63HFvP2vDnw5rWjhJIxpf0fCMwQ7LQL877L94bvFdVUkopTwjxt4H/gC6r/adKqTeFEH9z/vtfAv6PQA74x3pOHl5A1HJOGAucpl+chOaDNXqWgTqDYZzvKfotvXHo1PXPDRMSWUUqp4cqla/ox3m+63OxMaMxM7l/CaqhozbjjlTE0oJHZ/D1SaxZ9Pt67OkqpNIKJRX9iofvwqDms/eqTmnF8uYBgdwIYZiCtZdyxJ4v0JyYTH77Lt3tId7oYEETBhSVzx0jOPddFB4dQzAJcGotzzudeztjZgOfUW3G/td12jBacDSBbEXI3YhhhQwKa3D9Rpet9Sq/+m+u02sdr5jSjWYn6RfHkf4zHm7LYBJdvWgnOnon3+kYTMaCyVhQ3dPPFY6wnJqYySocBx7tr/N/+/u/QHd7yF/6xTfZWNsnO49AFkh1LXon6BfHIe6k8XBpriAM0B3jBpqgl7M2ODasyfcpex5xpcBQ/LTdpzMw2I3a1KRFRx0d1lQwfDY3LpzrF+8V3sMBSkqpzwGfO/azXzr0/7+BnpB6ZpwTxhzb29qgLUi/kGOblFTccoIv3VZzRm/8+GdA+tCt6y+A8qdtLkZd7g0dso7PtdiMGw3dONVxTR7lBPshA1uqM+kXhgmJhGLnYfBOOxOeMmwK/GMbaCU1eSwI5MILYTZeiHC765AO+WzGXayf0bvK3sxg8Eqd7oMhvuufSb8Q87Td/TNcx5LnM267zAaPL9qj+oxRfcb+N3qUX0hy5YfyfPIjr1JvZrj9YJMbz+lrlUr0ufV2nG5LMJsorV8EXEfQRNDPuIGLdqJj47oweixiEUzGaALZh0LJ54lnFNt/UCeStkldivF7X/w4ALOhx9PP7LCxtk8+2zqzflH2fGqmGZzO9D18oH4CsRwmkHXX44dHY+7vW9iW1oWet6fAFM+HOhY1adKUJlnhn6ej3isoEGcXvb8jOCeMOR48eACGxNvNYromRnaAOKE7WtZTQLBhXFhKoglBfSd4Uco5Pq2ZyVt9PUnOFIqsrd1Zc47PMz2P58R8eA+K9JrAMKHXVCeK6In8Uf3iNBiGIl6wqLy52jYEIFm26M0MbnX1TvLIsKawT/HFHOsfzS2PvyA9BFAV5ompqaySOEAlwMAQpSh5Pp2d4D6W5GaYVHzA97/42uJPqbXSPNwrs71fZHbNYjwJL49PlwVKGvRqkukJmbbH9IsVSLTtucNwQESXAW/is/OF+rJmJZS2SV+KkboY5XVvg9v3DwYQZVo20oBO2mMUlY89vOUKMlLySig4oit5PvUzEYuPVPCgai8jVMdSpOM+mYQkE/dZixx88M77L95DfLePaP2g4Bvv/hHCMHHf3MJ9E5QhkdkR4VILs9jDyPYRpsKvrdYvFlgYxnUD6g4sG5KW5J3BQUjvK0F9ZlGfzYc1zQnkxegQw4K1awYXbsxnbXR1D0Gvrug3Fb4XrF8skEwqDFPQ2189o0MYEC/bbB/ycDptWNNHr3axpiZXmHLN0487jbs8GEWpGtaSQIL0iwUyviSkgl1nAbaet7i4vntw3gJKuQ6lXIeXnn0HpaDeSvMP/sOPEh7apC4Lchv6+Wdhn87b6N6WOYEE6hdzOGOD0MTkUYAlPUAqNKG7PTtS4DjtuFRf6VB9pQNoAvnJvxOlXi1zwZuQmbvIhsJjHsUtuilvSSCprtZ4VukXALZSZKXktTMQy1bTo4dxJJ058wS1jkWtM3/NluLG5pRSRp7rF+8hzgcofReg2+1ijB2mz+7hbXYxG1HMZgyjEWP25ibiTbEkENEL0zENFuN7TsPNN8f4mzAMcOVI5vTC1ljhOusrQds1scPw6Bbs3lEkMopkTpDKw9p1gws3DwjECcN4HDiThywDlAzTr67uEYkXLExjtZW6QtCdGVhTk+6FEfUnOoR7DpFWiGgrxPXxlJuHCER4glFAySYc1S9WIZKzGU3CbK2fXqoqBBSyHeypSa844dEzXUJDi1jLIdZ2yN5wKF4+IBAlFN5MIoVaOQjpQL9YfcEdRxHNh6h+Y3XN77TjMplEKK/v8qkf+S2GgwS1/XVqlTXM/XVGc5NBJzTGcWZ00e7BKHXqm16c6xfVAIK2lCIRk2xXV783M08QsmF9ff1cv3gvcR5h/OnHov/Czw/B8fHX+/jrcyvpmYnZjGI2Ypj1OMbMoojkFwYdEoUmf9DZpGKZj4X6qbz2Mgp6/+2nQnhqRscNKF90PD2XoCG1BtKAbkOx8+5cs1gQSAGcCISAj3/KxUtPqbwWpdsRdDsC3z84x+SaxbDpP6ZfHEdyzUIpaAXYd6QcieEbjLNTMGCSnjFJz2hf6YPkgECaIaL9EI6Av9QdMapP6D4Y8u4PrFO1zCMieHmhX/QDKoXmNuUX16srj2t1E9gzk2FGj0+dxj2mcY/Wlp6Od5hAkrUwAnjuy1kGpqDiGJgXO/QzLrPwQXoofqp+cewcM/rD0Amyk4ma9DpZLl29jRAQT/SJJ97lyo13ARj049Qq69T219m+dw0T+OxojBOakC/v899XnqB6zCp9lX5xGEVP9190+gHDsYQiGZXn6aj3EopvpXHvO4JzwkAThrI9VPKEXL7j46/18df6mI9ShL+2yeUXv85sFKNTKfKhyRQQCMNnz3CoWiYtw9D6xaOz6Bfe2WzKHV/PVT5hc3qYQHotePp7DfpP1BG+gdOMsnHJY1MaKBSDnkGno/sxzqpfRJ6K03NXu+KCnuwHaMI4jkMEMspNuNgs8eA/VVFSkboUo/BcmrWh/rtRfcLOBW3xXXLPpl/8xC8O2auFSSdWNxVu75UBNGEcxyEC6eenpGphXolbjE1BeSq5MPWJvKN39wNTMCmM6addkk2bbnv+ACuQmjbxJkmGldXpteRFbSdTPMXxNp4YEE/c4sLWNg/u3ODq06+RzraoV9Zo7K/zsekUpuCEJtz241RMkwuuR90w8APCzuv3XGQJOisdgSEVkxjGuX7xXkKg3ktrkD8RnBMGukLKz48CK2HMRgzTnnHhyVuIuT+PO7Xp1Yp0K0X+/+z9eZBs2Z3fh33OXXLf96x6+9o7gEY3GgPMAJgBZtVwOBqKIk2RokmLjLAcYYp22EFTYTn0j2VbCtuM8CLRpkKkRNFBikNSw20WDjkz2AZAN3rv1/1ev7Wqct/3e++5x3+czKw9b2EGmOnG1DeiAuh6tzJv3sw8n3t+398Sr5epdrOsHihfBcPQPsaod7x2wrIhfcS/OE2FkMeoB35Q/UVeoIRidnWAshQTuiAFdi9CqBMl3I5yoR9B+LrCN3vZBgHDmseo7h7bbQhDD2F6NA7uJpuPSBYJFxnafJKx5WCexus93LHH7tfbutNtNapbpV+Ocz214PZy1kb2WoxrP1nQcyyezHEnx3cbj/fKXL+0e+z3x46rlXFDEicgTXY1Kvd+1GJgG9yJA0qR9hRVR+qW880IhfoyUSELt56RemZJX2dGHf1ApS/H9LCtgDXhF/6TAQ/uVsgVNk/Ya9WrgGD78iMKlTqXb+pZG5NRgna9SrtexapVubyc9ucpxY9PZodmbRwNYWUSPsOJEZiOnU1K1Hn9xfdf58D4aGswGNDr9ZDPBzfUS3VNouXWGhYAdtglf3GX/EW9WHmOzYe//QqtvW22r/dIZHNcVAaGIem1DIZtDZBxD5K5YP8ClmNWbclOYOE+lF6Z4wLKOvDBMxVuYYZbmDG5DUjB/BvXuNQTTLYMypkwW89HUCgmLcmw7mmANDxiWTPQvwB9d1RIuAxO2l0ckfkrBtPcAnd8wDtRMN6bMd6brQFy9SsVtj9XYHHRp5hOUPmkXvjmMY/+16drgFgRg+k8wuXq5nCUUvD640tMck7gzUG8F2JmwMA6cKAQDGxxCCDPjz1eGrnUEwb5sE+5qq/72BRMd7SvMegJpDybfwHQrG1RKNcxjM3gbdarGKZHtni402I8OSaevLsGyMMPbvLaV7/EqAnFhMelmL7urgO1mLUGyEgIUnGfxwH+BWiwbG+f+xffd50D46OtlX/hFwIa6s0tZsM0lZsfbjzOCrnMJkkK1Rqf/elfxV2E6DbLtGtVktkKg0J+DZBQZM50EscUCgN1algqd8C/2CTDBLsfYXo9YFEyFTFX0IvBb932MXzITaA4EhQTJuWSuQbI3ALlgik0uLxTWmIf8i82yYfUpTittwOyARREsiEWUcmHn+6DD9GxRaJnk+iFKH56HyCu7YMLC8dmNImSjJ8cwjrkXwQ8d7wXYjdkbs4cEIKU9FkI+LWC3pGkPbU/9GpbUloCZL7MkjAjJpFciHn35HOwYyaDfo7L1+9uPkc0WPKlRuD8i9Egi+/Dne/qQs5QRC0HSkExvw8QzwPDAstUJKI+49nJacKGUKTj/nn9xfdbCoQ8B8ZHWiv/wk9tjisb7TgA6crmvtnOPMyon2X7uh6EY4cdyhefUL6oOw27jk23UaFTr3D/vWcwhOJz+RnCkETyfV6/X6XtWPSc/bbShQ3+xUElcyCUwMkHxPylIDeBD4v6w+kberpnO6l4D7UPkLHges0AAS8W53ran2Ew6JvHhjWt/YugUbAjGytiBjYwBEhdiTFcLe4GzFIes5RH6/IMFERHGiAXn4Tw3RC//o2X+fVvvIyZnPL89i6Xt+pc3mqsAbLRvzgge24SmpvU08GFj5WFr2eWL8Gy3oEkWIewKgufTz+aoVIml75Q5NIXijgTyXDPpXeny+DRdA2QIP9ipcUiTL+b5+kXXw08x3atyqi/X/XvzPUkwtbyKVYAeeXH2/S6eS4UJReKklBoQaWyx298/Ra9kbkGyLl/8QPU+Q7jo62HDx8i88H+xZXhnJbtkMhtXrWHjRIA+crJ6Z12yKV88QnZUoMP336e3LP3iBV7TBt5ps08t1MLbi+HNXXmNu2FSSXsLr/wm8/x8p/roz7M4uY2A8PuRTCVoJU8+QFXAOnGFbdqcMe2eLTqPeRJLqdcPawJGC4MOguTXFiyiLvI8OaT9P9TH34KhgEt0uPlCHbUYpw9JaNILAGS9LjwOEzocoPY7R3cZga3meGND6/y+p2bAOTSQy5VG7R6aVz7DP5FV+8W6qHNYbi49ElJxbuJU75GB0JYL/rQf+zw6OtjUls2qa0QqS2bws0tgDVA7JjANF2y+SD/ogIIipXaxuNcx6bbKi2nD56sFUBsy6NUavCln/h16rUt/VPf4tYFF3AJhRaUKzWkNNnduXjuX3zf9X1tPvgD0R9pYAwGA/r9PqaRIPz1y/iFCbIwwc/M4MjN5aBRIn3EvzhJs0YO03LJFFobj+s29Bc+UW0RK3dJbOudi3QtZs0c00aeSDNPvpvWw5py8NznBYMODNtKG+BH1r1QJ4qbmR/2L05Q/cEWWRTtxMbDyE71B6RmWzQs/fMmYChFUeoW5BVTcinsYgFqYnHpayVmuQXT3IJZdoEfOnwu6ctxpu0Fznhz7Uf6it7RjQN2A+GJiVqECJX72Lkxdm4MT+2gfPD6CdxmhvESIMq1sIGbXyswyTlMsvrHixyGXLwXYm5A39p8F1Fedu2tB8wwiUq1nro4H0jmA0nzPb2jjaTNQwAJxU2khH/6D/4M1eoelcoemUqNZOpwq/RmfetE/+KoOo0KQgQXkBqmotUq8vwLb5BITLhx8y43Vib6JE69tkVtCZHhMEW1WiESiWx+0HN9b1KcA+OjrFX/qM6dObF8hFhep0xKx0ddmKwBoiIus0Gayo3N/gVAp1YlV2oETlLr1KsIUxIp9A/93rQ9EtvNNUCGjyrsffUlHmcE8Rhs5+HiLYEUMGmrNUAmwzP6F+hQUz8GXkBXjuJIoICGefhj4gtxCCAl1+NnpzMehGwiM4vSoxDZR0kUsEg6+wDJLEhdjtN6J8C/QIdmFlGJG9m8Y0kss5lCpf6h3wuDQwBxh1H6//wVHsQFprIp1yxyuzr8s4h6Gh45h0nGOZt/AVQdyUJA1w5qSb8sPtw7XvByECBWRPDS/7TIpcv3sSxJrbbF/Q/1LikanVCp7pGv1ChV92jsbZEvBc/vbtWr+D6M+hsPI5kBpUyqJ4TC4vEJ12/c5fqNu3ieyX/7t/8iV69ePf4g5/r967wO46Orhw8f4s197v6qXmStqKHv9LbDpIcRYgUNEN9TYMF8nGDYLJAodE4EgvYvcmxfDwZLu1YhWuhhBHzh590MUsDvXgBpCCypKE6hNIFSRKwB4qNbIxtTm1ArhpOdwUk7jSP+xSYVx4KeYeAYmxfE0nKr861YiLlhYChFwdODkCoz8xBARATCKZv8U0kGj6Z4s5PDQ5kXkgwywRlXib6NEZtjxDd7UF4rA8B3cxbDkNDDmhxFZaaozATlukVuL7Y+Pm77XJt6NMIGk1PawBz1L05TZeHjLXwm7c27qlRVw++FF96gVG6gFAyH6fXdfa22xYP7N5dHK1KZHvfvPE2xskfilGFNr/3OJ/D9M3QtzoEQPqXy5qFOrWYZpcxz/+IHJBEUd/5D1h95YAz39hclb+bT/XBO90O9+FgRg9R2iM/+Gej1s9Tev0Xt/VtYlku5XMcqdchUmiTyXQzT3/cvAr50ziLEsJun8ELwzJJpI08nqmEB4JmCWhJqmmVrgDz70KCAT3gvSXQviQ90MIndaOHkZ7i5GcpSgf7FSsKH3EjwQUAcH3TfrJ5prCu0fSFo2iZN2+TNKGuAvLznUExK0teT5G7qFzCaGYzebDJ4OFkDJFYKY7kG44AeTijI9Q3sajewDYrbzDA1YbgsJ1FC0A0LumF4N2OuAfJcT3JtosjNFF90dThsNhP0hwZ3b5vUlwAJ9C8O6MrOgtFQBtZfpLZsLMulUNThTCEgnR6QTg+4/dR7a4C8+/ZzvPfe87R6eYZf11M1Z0rQkia/8GP/hkK1RjLdx3NtEinYuR94inz6c3UUYNuboVarbSHEef+oH4gUukX1R1h/ZIExHA7p9XoMdk6/i/XmGiBKxbh48Qlf+uK/oVarLn+26H73Io9gDRDHCWGYHqns5klqK/8iVtocWJauxbSTpVk6/ZgVQJ5B0MbkN40YRSRl5VFSkui9HPF7rAHioVBI+gHh59zSvwjqPSSW3WTvhU8v7FsBBAWTheDr92Kkoz7ZuCQXl5RfLrD1SgHQI0NdD8BnltgMjPBU+xf2kXDUUSkF3Z0yjejpu4EVQHzDx3EVX/9WiHgMMmmfTNqnkJNU+3o3NJsJFg6QPlKncYL2/Yvg5omprRDlcu3U+osVQAzTx1PwK7M4MQFFw6NkSoqGx+vf0ACZK8HQNyiZegLhpmZYB/2LINVrW+Ty7XP/4geic9P7I6tV/cVwNyDFMmbQH2S5dft9IpE5V68+4OrVBwDM5xENj/oSIF3d3vtf/P/+LGZhhFUc8NKlN8kU2odCT516VafRHvEvjmrWzGIAzfjm12L6ijySOyKEJwQ1LGpCv7WWUhSWACkrSREfgeBn3zFp2wZ122S4NacdB3mADYWRXlyO+hdHlZd6zGpQm3KhFJm4pDGwUErQn5r0pyYPWnpc7Aog2bgkn/AAwVPfyrNIOExzC/ppn3HWQR4w0U/zL47KH0eJS6hHgrvJVmY+g4EBGEymMJka7NYAFPGYWgMkn/YAg5/uOOtpf+9/MU8tbDCxDvTCWvsXmz9nVkQQy1tUAtJpQS/aHd/Ex2CsYCxDPJDLcxSKkuFRNCUXlQOm4OYLcPmmz6gh6U9sBl2YjWEFkJV/EfTcnmfSapX4zGd+LPAcz/V71DkwPppa+RfT9ua72NSWrmTdOuHLdBAg83mE//a/+/NYl5oYYQ+vlWLx9mW+9vZlMCVmfsSN7Q/JV2vavygG+xfTZh4poB3beBiFqZ7B2BDH305PCOpY1IWFoRR/0h+xEzYYmCZVV/Lc1MW4Z+IDbdugl/NoJRSlkaBrGCwC/IuK1CGMhrU5UygrfWwTupPjYDkMEMWXPzlklnGYZx2i3TDp3TjZ5TCoRcJlmHEZZ12SHRsjGuxfOM0MAPXo5nNMuIqEB7XBSccJJlOxBsgrT89xRh6dDyakL0XJ3YjzhZ7+LM37Lo+3ItTDBtW5xHPO7l8ELdqLRYh2u0hLnvTVFUyU4MESIIXJHCUUzfc9UhWTVMUkf0Uf6c58Bn2DQRdiSQCf8hn8Cymtc//iB6lzYHw09fV//W1m3YAYOZDaDmHbDvmAvPharQpA6EYdq6A73foLC9lOIZtpvFaK97/7InxXl/za8Sntt24QK3eJ5PsnwuODBzfwD/gXp6k01iGnFpvv8gvoaXj3ojZPwvs7kJLjU3ElFUdys2Fwu6EDGDOheHG+oGGaNCwT74RwTlke9i9OU8XVd9q9E4BxUImwj+mZjKszhttTuL7sdDvYb5Wer0Uo7miKKttl/NpNQqU+drGPETn+nr7x3tNsmf7avzj1HGf6PegPN7+WcEgRzYWof3dA/VX9A3pcbOpSlPSlKFdDBrdi+rVKQ3D9S0mGey7DPYfF6Ph7nVz5FwHp2I16FSGg5Qe0k0ERzxvsvuXQuufSuqevSzghlvCwSJWhUNWvVQjF7/z2j1Op7FGt7pHJ9o5F7879ix+wzj2Mj6aGwyHRjEXjrYB+1MBTX3BJJrqBabK1WlXvJLL7j2mEPYztLva29jTUwmLxQRXnvUuEDI/2m7cBgWF65EoNKI6JlTtE8n2UL8jN4N1i8OsptUy6cOKCflBl5ek02QPhI08I9sIme8tGf5ZS3Jy6fHbswljxbNTheUM3ThyN4FFRd+RtWiYeUHY3+xcrXWlIJmHBwgvYicQ1WKYHK8YNmGf1jqO3BEiiHmXrzTxeROLfrzK/uw2ATM6JlzsaIKU+IuxSmfl6dxGUzTRXuC5MpgEZRWm94A8fHy6QXI2LXQEkdSHCc3/2AsnCgHA8SvG2bmUSjk/Yec04BJDUVohSuRaYJlurbSEVdAKAUTA8hCEYNg5noS3GitY9j9Y9veOJpAUv/EKceV/x/ugKDx9cB/QO5ObTD6hU9wFy7l/8oKWOF1d9xPRHEhgr/8KZLGcanMICO2rQ72e5dfP9wMes1bYwC6MTx7quJMIeSBPD9PiJX/xlpLTo1MvrzqKDN7dYASSRGmAAjgmGr/BP2WUc9C+CVFKSjrU5TdYTAnv5Et541cSXkEor0ln98+x8CRAF0wnYCXBR2ErhnrIgC6XILv2LIOXiEjfq4W2qxjbAXIJn9tknqKiL0Y9itfXcktmDKvN7S4DEF8QlOAIinmK+waS+0PLpj3UX303KpHy8uWTSDPC/lhlU1z/3LRL5LtN+mmFDdzauvlBcAyQUm+JMLWzbYTRKkkiMTmXb77z5KTwlAtvhF81lO5nW5gUoFDMwDMGjb04Y7LiEkwapqk1qy+Z97woPHy4BMvexQoLnXnhz4+Od6/eh8x3GR1P/j//qf2SrCLd+JofnQX9kMH6nx3B3waTlrgGS2tb+xUnFTAc1n0fo9vKEn3sU+NxeK02u2MS0JKYlqV5+TPXyY0Cn23YaFdr1KnfvPY1A8WJd8Kmmj5ud874ZoxGHTow1QDb5FwdlLM3vO6EzTLlzJZMReK5+jn5P0F/WAxqGWgPk5nMjFpMELyw8XnB025RvTirULR3CcpfnuMm/OCxFoeAwPkPH22g3jB91UTEXBPi5GU5uBrc64LMGCI+zmMDtkc/tkc8i7vLADFOPCuoRYw2QhKuIRODJXnD/qGxoxvCJG5gmm74UxbRdEjkd3olnB8SzA6pP3UUpmA1SDOolWvev4ExjPHp4nUcPr7MYSZ751D1d6V3dI5nUAFksQmSFzztecIfYC/0ZY//kme8HlaqYKF+tpy4uRj6t0YLWB/o9CCcMUls2+ethMhdDPP/cfxb43Of6fejcw/joKZvy6Q4E9bZFJuWTSfoUfjQN6I6doydzBrsLEmUby3IoBMwlqNV1UzuztLmCWTkmfi9O/pMn11+Ewg7VS4+pXnrMnd0bEHGZ3epid6LYnRjPdRTPo8fFNqMGzTjEF9+bfxHUH8lQSodwThk36vtiDZAXfnSIMCXXX3mVQaPEsF7ieWfOc3MThE/bsKjbJvbyrulM/oVrBne8VTpDShbHJ28GjH2AqH4Cc2Gy92KbaE97ILd6Jk8NDUDSt7UZrpZf1P6Jhve+Qmv/Yrj5HIGrPw7hxMntZISAWGZILDNkNkwxqOd5558MSJYtUls2d966yYf3bgMQj4+oVPcIhZylf7H5HC0UibzB7tsBXXmBVNlk3PLw3ZMXqsXYp/XBglDCIH3BPu9Q+4PWOTA+WhoOh8Qiit2GTaNr0ViWTIRsRTYpNUAqUa5c1XFaKX1+7dd/mmq1xlZ1j3y+fczPqNW2jvkXJ8lrpwBBIahhnGtjDSLMbnRxKhOcim7UJ1xjCY8ouU6MUjOMQLfv+JI/pSFMGsKizeFxsQBlJY/5Fyep4PqYJgx6ASmoQjFqFilcfUi62iRdXfbC8kzGrTyDRolUo0SxlUf5JkrBJy/P6U1MuhOT/sTEO1J9fKJ/cYLsiYWxsHAKm0edovROZJpfMM+6zLMuvWvj5bhYm2gvTLQb5mY3jCn1IvzMbZf+wKA/NBgMDBz3yICh1Mn+xbFzjJnMBmlK1x9sPkdgWC8xqrtMu5JpV9J4T7/+aMYkVbVIVUP0WjcJxfQ5vhKa0/Q9WtKk6VtM1OE25AVDav+ivjkcZZiQKJjU3gqeaJjaspm05bl/8QPVeR3GR06r/lG90eG7NMcVhwASi/h89oUFvbHF6O4VnjzRd1aehKuXH1NdmoGFQvtM/gWAbKa1wR3QMK7bLCGUwD3SplzZ/mGAzEzyv3EVkZ1RVlDux2DZ6bYhbRrCpLkESEl5dAP8C9jPZhqcssNYKZEA6drH2r2bljwEEM+x+Prf/XeYLgS+D5dyLlcKrq5anhv0Jub6JxeXuJEA/4L9iX1e0AyTqY09t+jmRof/wYB5xmWeceld1QC58KsXcJTBNGJQinpsV5fwmuoq7/5A/2TSK/9iM9RSF/XCmgpoh+/OQ0z7GYa14/Cb9SWz/j5Anv+lJIYhmLZdtrbDXFlmYU19Qcu3aEqTlm9RNN0z+ReJoolhCka1zdmCwoRkyab+bnDx4bl+H1KAPDe9P1J6+PAhrgfjgEyYeFQv/u/vhRjOTEKWTzbuk01I5u5lnuzo1EJPgmWCWe4hOwmM7BhxSsQg1glhFluY1uYPRbtWRQmFm91852eNQ4ABz+whKkOUa0A7Aa0k5XaScm8fICBoYlB1JE379NnO1x55TEL7/sVpSmf19UmVNy+I81ECy4RH7RD1vqWH78T0dczG5SGAKMA1FfFmRHe6tU8GcG5g4EdcVHzzQme1dMVjUIjLmpvEBLzn29xVYQSKDD4l4VGKSIpRj62Kfs+kAnfoU3gqweDJDHd88nv5xb82pvmhG9wOv6nT4IYBi7YZEsSyNjvfHrHzLQ3ASNYiva17n1W3w1yOa4D4UiFdReGqzbDuMR+dfB3X/kV9s9GRKFkYluB/9X/8CxuPO9f3Qec7jI+Wvvr17zKZBWfCZFMST+peRwCOZ9AYGOtMnxVAtrIuhZSPbGSZNLK4CjqeScuzeOXnv4WZnSAMhXJM+t08tz/xeuA5vrtzGzLzk5sHHpDdiemOg3kdChO2D9Wh/oF9gDzOw06Ooqf4md4cCbTCBrWwQcO01gARSpHKKBp7wRXRL35ph8U4Tii6eTFe9dfqTZZ9ppRY7yiANUBKaY9LBQ97YrP9WgEF9DBoGBapT+7tA0SB2Y4hi5PAGSZOM40VkjjxzQtirKd3LE2l31uFoIdJT5m8r1gDZFu4PGc62DnBrT+ufatYakCuUuc3//P0IYAM6iVSpeB2+MN6CekpJq3N55isWDrMtLt/vec9j3nPo/G23p1EshaZS2GufCGNFVJc+5ze5aiIiyxMePz3I4cAkqqYTNoe8hT/YqVU1UYpde5f/MClzrOkPkoajUbav2gGN9TLpH36ExN1yqq0AkgmLvGUz6+O4uQtn6LpUbAkz0cXTP/VJ9YAmSvBlZBHrrS5mtZzLay+9i+CZHeikJlqUJygFUBUP44C/n41TNbVE+CqC8knhh4GngZIyGBoof2LfsATH/AvgjSol5guBAv35G3XCiCJZRvzf2rGiaIoK0lJedzyHcwDAOkJA0N5OJmAuPvSv5jlFoFgiXbDLJRgcHQIyvqhNEBSy97Tn/mZf4EQ0K1X6NYr1B9c5dYf12nNsdSAdKFN7X6a7MWdzU8M3Pvadby5iwpoUpqq2vieYlQ/3cie9zxmSROBYPHKY1TMwWgnMNpxzFaca5/T9TIq4iLzE8xdg+Z7wRlpqarNtHPuX/zApUAFfRD+kPVHChir+ovecDMwbEuRiChqvTOkWMZ9OtJkpkx2XJMdV38pw8KnYEqKlkfR0oOGAH7nN36WTkLRSir+w0/+U91n6sBdaKdZPtG/OCZPYPcjcGNzSAiAVoKOLZhYBhMLdqImYGP7ivJy/nR1Ibk5USDg9rOKrW2PYVdXPQ8H4lB77LV/ERCOUr6g+fBCYHYUaMN7jGBkmIyAJhYQ1unASlJSuh/WVVxAEH67gvewyCDtkdtuaT8jtP9lO9W/OEHmToKmMgkiS1F4WLZDOt9FGIp0ocPV595B+YJhL7sGyM7d65gm7L39LPe+/Rz9ocEX/8RXSVWahGP776s7DxHPWzz5ToB5zzKbqeGgAkLc6e0wSij8/AQshUx2kVe7uArEOITRjmO0E5jNBAKD8tNRip+y8AsTHv89i+Gey3yw/yTChGTZ5nM/+iOB53iu74POdxgfHZ3Vv8gsW393xwHtF0xFIuLzaHE8L36hDHY9g11PA+QrlQFC6bnZhZHguV2D397943iGopNQ/PjNVylUarT2zuZf2P2InqVa2LwgKinw2inq8ePwcw3BTtRcA+Tf/u6MaAzadT0f4cI1uGj4+D6M+9AfCAY9QSK1CmlsbmMx7aexreDrCIp0xmfvhFoSXwiawqKJxduE+al0m3Tfora9ID2wqNTCmLsXUSgmcZ9QuY8sTGGmHyvQv5iZJITi/YDKaYAXMm3iqeGxMJMwFOl8l3S+y9Vn3+Vv/Wd/kXLJ5+ETk0xKUcxL7n5VL7jTmeDK8/dIV5rIZfHhSYOVDsq0BfGizc53guFX/UkTX0yPhzMFqKSDTDrIqz3UOyWsD0o4z9cwezGMdpxrP6Y/q37YpfuOz7DmIh0fwxLn/aP+oHTuYXx09ODBA3wfLpQlvaHBZHY4HXGldNY/5F+cpmxc6rz4gNF1For0DO5UFe9taRiFXciPBcWRoDASvPvqywAoFMryiT7I4uaneJn5sXGxAHY7BigoBLQ36caxFNQjwd1kUxlo7MCj9/U1MU1FMqvhkc7DxcuKS1cVSoFhetTu3CRdbpIstjHt47e+g/ph/+I0xcOKCIqGEbBoK0V6aNHPeTy5suAJC4QPyaFJemCR7ltEH+YI3dddg5VQpB/HmeUXTLMOfuj4dj+6zLhqqc1fhQg+02Gai7eCZ5hk0orB0GBnz2ZnD0CRiCudsp322b1znea968uXpCjeDhNOGgxrnu4+cERr/2JDK34AwxaIfhR5czPIAYxOAj8zw7vexaMLCsQkhNmOY7bj5J6LU7iRWJ/jef+oPwApdZ4l9VHRaDSi1+shTLh1Wd/RORJ6U5NBV+fdj5cAySUk/enp/sVK2bjEU9CTmxe6guUhODy0aGHDXlaxt8w2CrlQGgpefmiAoYjf0fMhlOkjc1MW+fkhgNidKGRP9y/WautJd/XQ5kW74PiYFgwPWCdSCvpt6C/rFk1TkczBs5+RYEl2336a3beeBeETzg8oVPdIl1tLgHgMG5v9i5WyCf0lCapWT+ITcgwGmX2DWBkwzEiGGcmTy/sAeertBL6A5E6C7GM9rGkQ9fFLE2bZBdOcBkisG2ahoH+Kf7FSSehzzFU2e1CLWYR4TFFvHfxMCMYTwXhisLNslZ6IKZ5+0cFQgvRTEUq3tT8wNAXzd2e6z9QSIKmqrdNkN/gXAMlKCKEEfkC6MZ7A6EVxrx2YxyJAJRy8hIN3pbcGSOSbl6jELhGNRjc/5rm+L1LnE/c+Glr5F995EsWRglxM6p+opHxZLwaOhMHMJBFRdEarJlOnQyOd8+lKM7ivjyWRQtGNn77ddGz9IxDMXtrFT88xOzHMZX+kQwDJTjF7EbjQQ/liYybO3ocXCNsKxwyYT73QH9TBhixQKQXeQoFvkvv028S2WyxaGebNHPNm9hhAFt0U04XANBRyw4jQ2AWfiRJMAq5jeRnAH6RPzyhSBizCipAUvHnZ41HRJzsR5EeCwtAg+yRB9pEGyDDqE3UEA2UQQuFseP5/9+nXqT+4Siq3ORmh1yjrc9xYMS6YOxDz4btJmzcSFllPUV1IKo5P5QhAbF+x6LhYURPnlDRegJv/Wx91V+HnN3siRi+G8I3NYBGgoi5iGuLqs+fzu/9gdF6495HRo0ePcCUMFzqldm9osLfsdx2x/DU88nkPJFwuelTKHo2YYPaBTXdsMJ7vp+NapiJt+Lx7gn9xVKXsgq6hLYdNKo4ESihkTsegva0R3paOW4uFuQaIVU8ilAFP8sj7WUZ7czI/24PiSO86lgWESgpKjs+deHB8/vo9j0kEPGfzop3S0R4i5S6GLYludYhu6TtV3zVZtDPMGzmmewXwTQopny89O6UnTYZdg97YoD81DwBEZ0TtCSuwm+zV/JBF32Ie3XwXll6mPrdTPsqAblLRTSrubvkInzVASn2DlBQUDJ9fMsYMpKGLHZVFS5ksDuw6evUK2XIjME32n/29r1ApSUaT4AaGguXOTwh6tqBnG7wLoNQaINWF5OJCIXI2n/4LFUY2zN6YMNhdMNxxDgHEaMfxs1OwNl8foxXXcxcDwRJF+Ma5f/EHpfPmgx8d/dbXX2PqnpwJM/eMNUCuXJlwva/43YqgPIPyVHFpS4cCFgYMeqsaAnVm/yIz1f5FkG44c/wsJ9ZfqLBcA0TZPqH3Ctz9500S1QjpixF4d9md1fUxt8YaHrY8u3+RheZu4CmSzoGVGmNFj4dHDFsSrXaIVjsYEYfeayl+dxohZfoUTcnlosvVkv5ODKe6ynu2EGf3L/qWDkcFpMmm+xYLSzE+IQv0IEBmIciPDb41iRAzFUXT45rlcsvQIcu+Mmgqk74ymQzTXDiTf+EzGBoodYaOt+h05mM6AJChZXBpseAbFYGl9Oex/Hyc0jO6KHE+8BjuLhjVHYxuDO/WGfyLtvYvCAhnmm0NlvP6iz9AnafV/uFrNBqRCCt2BsF32uWZohkX3M+Y3M/o38VcRXmqqEwVZVNyO63v6pSCW2GHrCdpeRZ9/3hB4Mq/aCcCvpxS39E5NzfP+QZduDZpLGi/N6H9ng4rWBGD1IUIqYtR0r0I8ZJuna2AZ4ceWcenHjFohYxjfaYKjsK0YBBY+qHBEiltrl4GWDSzjH3BEy8EywiSiSK/SjUOSy7HXFadSm5Lh5TyaQiLljg+rCmJT9gxNoajVi843bfoJFUgWPJDgePDY88GT3AHXeWdNSVFS64BYi0B8vj928zGCXKVOtlyg3D0cKsMZx4mHlM0WsGfs+gln6Zx/L04qspCIgU8SAukIbiTA5Qis1jCI2lRzllrgFiPsoi5TpP1C5Pj1fDyBP/iFJntOH56fu5f/AFJAep8h/GHr1X/qO40oP7CVGQX8CB1+Es8tQUP0oIHuqEtMVfxc3d8DAFpJdmKesACV0LLt2gtK737vrHvXyQ2fxDyE4FQAhlkWEqB0YgxeHK4M6439+nem9K9p8MMVsTgxl+9SlQqQr7ixaGHGOq1uxk2qC8rvVthg+pq7nQAMOIpsGyIlDYfqBT0n5RpeYc/XhJBU1o0l+NFTRR/9sYDZt00F7JD8p0sz0pDd7rFoiEsmst+WKWVf5HZDIzw3CCyMGhXAsAC5BvWcnLd/vutEHSlRVdavL8EyGcjUyq25GEny2iY4vGdpwFIZHrkKvU1QFb+RVDHW8tS5DzFd5PBX7+q9GhHjkxdFIJ+BPoRwftLgHz2A4PrvseuE6X4OETkcQ4AP+Ys4THGL0wQ01CwfwH6c9aN8dmXz+sv/sCkFOo8S+oPX/+3v/VPqCZhtNj8Rc5F9ZtVj22+6/MMiFqKu90Q93phIqZPLrr0QKLeIYAAzG1IzqAf49S73pdFFyUK2r/YILMbxbAEwyeb6zSk65PyFO/HLL6VDhHyFRVnaaouJJ8aeryIBognwFlANAFeX6FOMajTeg0iUt4MDLefJCSgFZA9JoH5IEnqYo2Ln38N3zOZtrKMG0VijTzFTg61BIhpuyxUiOjMwA35nDjSmn3/opPcDOjIAhKm4p6z+RwVgpSlaHoW3xjFdJsQa7kDcQr0e9k1QBxff6EiEZ/ZQuCe0o8rnTzgX2yQ7Styc3i7ENQ5WJBWio4w+a1QTIfvlE9ZScpzi/LjMJHHWX2O6NRtMbURE3s9T+Sozv2LPySdh6T+8JWLSnqz4DTZ6LML3AF0AjoglKfav+jM9GIzlwZ7Y4O98bLK2/TJRyWFmMd2ysV2BD9xx8IzFa2Eor2s9B7EYBXqttpx/OwssH+U2Y6jfMVwZ3Pn0EQlrOdfhJe9sAzB44jF4+VrC/mKsqNN1WemHoTh+VcEUigGScn4VZNBF0Z91gBJ58FKTk70Lw5q3tCL09EdxlElDR+5CBMv67xdw5Ikqm0SVf3fBwHSeOs2JvDs2wmUgsHCYHxjyiDjMUx7a4Cs/ItRdPN1LCy7FQedY0T4JE2fh/NlWw0EPc+i51l8MA8fAsgn0mN8afLMLQ/wSKT75Ko1/sU/eYHBcL9Veia9wb84oLLjYwCNgBsYy1cUlM+75nLqohAMhMkAkw/M0CGAfMKZo4Qg/Kb2vCa+oOVZVF95gCxM1gA59y/+4DWi96u/of6HwhkP3zyk5wekH3pgjMfjpX8R3OajPFO0YgIVNBt7qpA+DBYn350ulgBxfcGFlMdbt2cIBNmBSWZgUt3Vf+cainZS0YkrjG4U50ZwXHn+6wlce4F0Ni+I6YvRZf3FyefoGIInEYuZIXh2Knn7+gLXhuzAIDc0uXhTcQkNkHFb+xvpHISLwT2u3vrd50mbkpnafM2Ly3YpifLJn/0VQOz4jNbbt3m7GWLimeQiknxUUn0S4cKODoGNUx6DtEe2Y9FJBPsX2TtRHMtlEJC6Vlh2Fm67J39VVgCZSIPnPJubL36H4laNTr1Ct1Zl994Nnr2tfYR4uk++Uqe1s81DJxXoX2zhIAW0AiyE4lTXdjaMU77OS4CMlcGnxZy7js0jJ0TRkhRMj4rlEf7uBWDZKt2zyJgeZnZ67l/8AUop9TN/2OcQpB96YKzqL67lXdIRRXdm0p2aTJzDVd6n+Rcnabsm6PkGfkAmTC4q8YWinZP4JjSKOq4eWgiyQ3MfIEszPvQghzkK4xWmyMIEP32kylsKklthameY9mZ9uUDXV4HzL6qO3gK3sxInBK2cBFwsj+U5GmRjBhfzBgLB5ME23jhOpNQlUu4RzvcxDqRxKgUFU7IXcOcO8OO3P2TazmInNofhJg1909WZ20xcg87M4m5Pd7rNhDU8cnOTraGFIaDSV/zYO9r47iR9OknF0dMpmh4taRFElpLh4frQlwFgWVa6F6p1MsU2mWKb68+/je8Lhp38PkA+vI70bMoo/up0l61Kjf9X45PUQyazI7Uy5ak67l+coPKehY9DSwQUkCqJKfSuauibDB2TDwkBiqThr43+suURForPPv2ljY93rj96+qEHxr9842+AUSV9uUm0laU61TGZhSfoTs01QBKhs/kXIalIhX3udkOBz124OGNowNE2RU5Y0Sh6a4BUXs3w9Mzjnh2i1DbJNHRhmbIkMj9FFqZ4hQnCNTAsg+HjzeEoYULJ8fkgFvz2XjHnjKMC58jL8SwNDw0QuPrE4uaTEHf9MLlGgWwjh/G2ng8RK3fXADFMj7ChAv0LUEyaeRLVVlD5BeNGgbknmBzxBHwl6M4tunMLenAh6fBCacHdrCC9EFxtwI26iQ8MYz7tlAbIJKzO5F+A3mF0PCswnFm0PEzLJX1knK9hqEMAqT+8xGv/+ss8+/Q7jMZJ7n54gy+5OsSXSff5plugHjLo2Ib2L/LBNzBlX9I5IbPs+HEeSkH7GMwFI99k5JjcJ0TedPnxxOzcvzjXMf3QA2PRzBKu9Mh97h3dqmUSZdHIsmhmiTX3AYIp8aVJfubjGgaDECcWkpWO+BenyRKK5Njg0cXNjeUACp5P2zb4WloXAUalT8X1tUndtsg0koTRJrFSing5hDuVjBsLnYt3RCv/ohbefFcslCIzNNgrBWcUpccGQ2XwHaVDFDaKovIoCUnpAEB8BYaArCGZmR6dUyrhk4aPN4+s/YvTpBRMmgW6s+BusrmIZG7Ct6sChMD0FfkZlCeK8sRYA2R1ybKmpGq5tD0L94THDguflOXzaGIHXp+CLcmWmsfG9x5Vt1nGND0+/9lvYlkS3xe0O3l2a1vs7VV5oR7jqek+vXMLxZWBrwtI7ePneMy/2KCyL+lJAy8Qfj5Kce5fnOuYfqiBMR6P8YZxYtf2AL3+W4kZVmJG/PreIYB0XruNMBSvNAEkXkgyyy54lwT1mFgDpBLgX6yUjUoMBL10wFxlqedovxPbX5RmpsED0+BBRL89K4D8rNvBWUS49KM5Lv0oWLZDuVzn6383zuDJnEljgfIhdVEv6o1T/IuV8q6P5Qt6qYDMDKXDU4/YfzwXwR42e0qf9wogL6o5MUNxI+RyM+wiFXSlSUuatD2LjjSRiLV/ES9vLjRzxnG8aZTOPHg3kItKmnHWoJeGoBmHZlzwFmD4isIMvtSbYQ3DXIo4XA55KBReasGDVoqWZ64BUgzwL1YKCZ+05ZOrbp7VDjCuV6iUGljLxzYMRanYplRs86kX3lwD5G//1s8R64WpzhQXxgagcGIej0I29RhrgBRmAf7FUoZSFHzJhzIYLEXLY+Ab5/7FuY7phxoYK/8ifEqh2QogwvYwv/UM7RsDhltTYt0w0W6YWDfMK3O9mK4AEpmFGC1CgRX8xZcH+Hs2g+RmYKRHJiZQ25AxMzMNHhsCZxzh6Wfe5vnn36BW36Je26Jeq3L5izrfdQWQ4cBkZwoBXT64nRhBJ0QvtfkckxOBLcV6It1J0gCx+KwBTzyb1+cRCqa3jos/HXIQYQd/CRBb+JjhOVZkcwfWSV37F93Z5o9q1PKJ2WpjRpG/BIhoGSxKEwafrmP3IoS6UULtKDejc275xhogKPAGESYb+mDBvn+RLzc2HucuQrQ7eV7+9KunHrMCiOEbzDIOjz/TJjy0iffCxLohrvUMbvb3AeKbPj4hxkG7hrV/EVD1vyyu/Nwrn9l43Ln+aOqHGhj/8o3/O8KqYmc3zxFwmhkApvkFXkwyjE0ZXlgWwE3NQwCx5xaZqM+Xr07oLHSbkO7MZOQcrvLODkyGSf+Yf3FU5oMUPi5NO8CwdH2ktKhU94jGZly79iHXrn0IwGwapV6vUqttUattMRqlSQN/dm9G1zF5XDSohwzatnEoAyw7MBlH/WP+xVHllgOnmmw+xww+YaFoeSYegrq0qUu9A7FQGiDLSu+06SMXEe78g5+jUmxxoVqnlZ8QK3YxDsw8n5ziXxw7x2UNTSO++bVEXYU1CTG7PABT4RZmuIUZk1uAFNj9MKFOjFA7it2OIQz4t7JjxlNBf2iwEw/pHciBhIeCJU/0L46q2ygDgq2AnYjj2ESGNp2rIxCwSLss0i7dK4CC8Mgm1tUAiTejGAL+uDth7Bp0FiZPMhZNw2R6YLj86f7FYeVMiSU49y/OdaJ+qIGxaGYJlfqBDeMWzSy+6TNPH68vOAiQeDPC9msF7g5swqaiEJFsxXT835GC7sykMzPpz40z+xcVR9K2DbzAbCYJKMrl4+21o7EZV6/d5+q1+zTqFf7ZP/1F7g5DWIYiH5a8NNLn4fnQiBjUwiYNW5AdGNTO4F9kB9q/mAW0AC+iF+3WCVV1BwGS9CQ/HZ/wyWffxrIkO7Uq337jBZQyMAxJpdjCLQ6Il9qMGmfzL/IRj7kJg4BekOVlgbNTOKHw0VS4+Tlufs7ssknx166xWzdZuIJsymerLLlozHQa71TQMGxarknJdrV/YW4O7XmNEqbpUS5unlRYa1QQSjDNnVDvImCRclmkXPoXBDd/I8rjscXQM8mHJdWYy2VPv98TT1ALWTQMk4r06EnjRK/moFZhuHP/4lwn6YcWGNq/SBC7GhxXXjSzzDLOiYOKDiraDSMVfDAIr43cqOmTj0jyYY98RFJJrBZgXXdxYc+mn5aMY/6xNe8k/+I0VRxJPt8mHN5cNFerbQHw4TiEs6wxCBk++bCkEPbIS8m2swKZIDMyubqj6KZ8hgnd3fWQFGS6Fo8DdhcAZeEx8QXTM9ZffOrZd8mk9e7PcWz2GiWe1Krs1Kq037lJ6+3bAKQjklu5Bd2ZSW9uIk9IZ87kPZoRAjvelicK35Y65LRBdkfH72sti9HE4NEuCKFIJXw9CCnlczXpcGMZ5h/1srz7zVfIVWvkyg1CJ4Ta9upVyqXm2r84TXvLqYuzE25gDio6CGEI2J2FaC0s7o8BFCnb1+91WHLJcLmx7IXlmPDp6GzduuakOpmi6VEul4nFYhuf+1x/NPVDC4xV/6hweXOjPLmw8fpJZjcHG48DMD5I0/PFoayfmTTYmRjsLDNpoqbP01tzqkisgcXtZThnoQSDgks/JemlJeO4v/YvglpEmEpxwXeoVPcCz/FXv/YjhA21hgWA4xvUZga1mT7HkOFz4+qMGwuJXJjcfKyPdYFBWp9fL+UzSPgkpoKQgKYf9FFRlJSkdlrPjgP608+8y16jTDq1HyoMhVyuXNzlykXdMtdxbL7+6qf47tvP45iCaxmHG1mdhdVVJv2BuQZIyFQkXHjvDCmoV1wHN+cEFvaF2lE8CeMDbcqVEgxGJoORuQbIxarH9UsejV6C6eQZHr73DKDb6L/wybfXvaaEULTaBV5+8XT/YqWvP3oGlXZQAVX/sa720rqH0oMFQ9dk6JprgFyKuXwyN2ec8NmeO1yV+jVNwormKLQGyFwJ8pY8312c61T90ALj4cOHYEiErWO3p914rv2LgNnPhitI2z4fDDcH/GfSIAx0MPkNFSemfEos00/bUOroS75QggXgC4UjBJtOcuVfVAOAIaVBNiR5PNl8jo5vEFHQNwX/KB8jvOoz5UoqY8HNZSGhB0xMPUjKAwzUqcOi0vi6/iIgewwUO7UKl7b3Nm4GQiGX2TzKTAl+3YljAXlDUjI8ioY8BJDJcsfhC4UlwTtlWNQh/yJAoU5UtynfQBalBCFb4fnwjV19R56JyHUl+ofv7ANk6gpitgKhmM3DRE8x+w/5FwGKdcMMXOPEHde+BBFToVB887aHZ0JqqscC50cG294+QOa2wnLP53ef63T90ALjX732HVK+SfOffY6JIahbJp/+5JuESz3MxGy9WC2aWXzjZP/ioKK9sK6/CEjvNIUih+Rd9KI9xeAhIR4ubxYPAuSq6WD4gp/vzfEsn0nW5c4sST1k0LWMNUAqK/+isjm81m4XsQzoBCzaAkXJldxfpu0uDMGjiMWj5X8fBMhT7gIw+YIxwzd8nOycD1pZGph02a+xKG3wLw4qafhMZzEuBBi/SsFOrbLuJusBDd+isdzpWKg1QD6RGODMI7xSE3y2LskUWnxVlWnEBa3oPkDW/kV+c+NGY2FijcP0R8HtZLIpn/58v09Zb27Rm1t82NfXeQWQa9tT1Nzk26++zLdffZlFwuGlSx+wtVVjq1IjumyVXm+UT/cvDkhIQaQXZncR/BUuhD0Gsf1q92FcMYwr7ld8UJCaCfJDwZWmQcQV5zuMc52qH0pgTCYT0j68HbEZmQYVV7LlSvrf0nd7E0NQuLhHuNRjUcudyb+Y/5sqMunSC1iMc2GJIXSb85O0AsgTpbiqHFrbU6YZl0QvRKJn88pMLxSe5bNr2tRtk4sLj1wu2L/4L/67P83T6QWdgArmtO0TUlA/JTNrBZDHYZOnegsmWyPm1QnhTpRwJ8ILhr479g2fprRpKmvpXxDoX/yff+rX+M2vfZ6LAcAYjJKMJ4lTr6OHWAPk01ab7MUG159+j3a9Srte5bm2z7NtAyF8WhGDRhwyc/BNiZc+m3/RHwYUZ1qKRFyx2zn5OIVYA+Ty1TFexKNze0C0GybajfDG+8/w1rvPAZDLdtmu7jGa6KZ/gf5FX/sXQTcHBops1ONh6pTwloBhTDGMKcp9g+up0rl/ca5T9UMJjFX9xcOQRds2eT9ig1KkfKXDLq5EPN4i9qgKQMT0qbyRY5ZbMM0tcGPHp7rlw5LeInh+d6oo8RW0AkziAhJDCYZFh1HBoVfVi5g9N0j0bBK9EJWez+Wxfov6/Sy/8Ws/TaVao1rdJZvrHqsqzoc9ho5xyL84SdFrDkygbm8+Luv5GJ7JojRjXpkyr+hUY8MxCHUjhDtRct0IlaFOTfKBL0QntKRFS5onzjvfqVWJxyaH/IuTtLOn35tmQF5yDJ/pOMX1Z9+mtL1LaVt7IJ5r0W2VaNeqZOtViu0iyjdRGGS/egG3MMPJzXDzs2NeQaij/YvAMatJnRXVDdh1WoYiPLTpXR8yzzrMsw696yPwITIIEe2GmXajtN9/BkMaCODK7xaZZvXncZp1kOHDGVhr/yJgh5EJSUwlaCc3Z3AJH3JjwZWnrmw87lx/tPVDCwwX6FgHFkQhGJqCoWnwwRIgTy1cPjtxGD1wiA3CpBL6zsoZS+Y3F2uASFuSDgX7F6BDMx10NfPG44SHEopJ5nDqrRvx6VUXa4CkGyGuvpVhzw0zeHidx4+v6nNUcP3yQ6rVPSrVPdLpHrmQ5PH0DBlXrk/fFMzMzcCouHqRWeQOh3D8kH8IIHY3TOkb2/SzHlFX8sxETxmUhqLjWAcAYmj/YmuzfwHwpFZlrgSjoIwrQ2elFSqH040t26O0tUdpS/s+o0GSf/XLf4oLWztIadG8X8K/l0MIHyft4OSnOPkZbm5OqB1lMDrLmFWJ9KEfAIxcRCIQzI76ZAaHACIcwbXf3EYWJpiGIrMXI/skAcAi7mp4LAGy8i+8gHMshCUKFTgfJDMRWP65f3GuzfqhBMajR49o2ObmNuVCkJIK6frc+ZUOyodIxiK1HSK9HSbFPkDcuY+I6P5Qcctn4h3udLvSyr94j7OBZZr08AMyYSITC6XgG04MF0EUPR+7aHgsHl7jyeMr+hwV2IY+x7QtGbjHx8WCjquXD/gXm1RxJF7MxY9uTgMNLXcYH9ycMY8oLBfSQ4tM3yQz8NcA8YViOovhuDY7tQqVYuvEFFOl4NW7N+n4wfUXJUNih+ekspvbrvfbJQBe+cy3KBbauJ5Fo1GmVquyV9ui+aCE/6EGiK4HUeQyksHIQMrTBkopevPgOSu5qIdvKOaZzaGw6CCMQODeauGXJuCD0Y9ituOY7fghgCgUDrAVdeksTBan7CrzF2YMJMe69R5VYaRfw7l/ca5NClw1hBAXgb8DVNBRh7+plPobR47JAv81cB2YA39RKfX2pr8VQnwS+C+BCDoh5z9USn3r9/uCJpMJrVaLeix40a64klHdWQ+5mvc95n2P5jv6zjmSNkldCFN9MYUVVlxPuVxPuThTn2FDspdO0J5ba4Cs/IugFFQTRcHwaGU3x6kBEr0QfbVfcDXD4LE0eLysoF4B5NnJDDsLl+Iel+IenqtHrtbCYdoLaw2QIP9iLaW4qBxmAQYxQLgTYR72mUc0/DwbOnmPTl5PHlwB5I8NBjzcrXL/8SXuP76MaUoulFtUK3tc3KqtATIYJYkLxZ3AVF54NtMhnesG7lja9Sohe0E+p2eO2JbHhe1dLixDWK5n0WyWeOfdZ3nw8Bq5tCSbUiB8MvkO+UqNf/Q/vER/CRDLVCRDPh+coWvx1qUJC9NHBVzyaDeMEgp/NXXRAD83w8/N4FZ7DRDrURb7UY5EyOel5fvTN3Vix3jPXgPEQJEbCx6Wgqe45YcGpdK5f3GuzTrLDsMD/tdKqdeEEEngVSHEryul3j1wzF8HXldK/dtCiKeA/yfw5YC//b8A/6lS6l8IIX5u+d9f+v2+oFX9Rd3a/O0M+YqsJ3myc/qiPR9I5oMp5RdSjBqS+1+fk6pYJMsm6apJIbYAFjgzn2FdYrrgK5tWgIO+8i/G2c2V4MKHaDfEhxsWzhVAbnszJkN491uQyuthR6k8PJvQ57gCyGo/07AC7oo9H8M1WeQ2t1JHgdmO0c2dXjG+Akh8sSAZm/KX/+Q/40m9yONamYd7Jb752qf45msvaoCU2oRD+j1pB3gx+/7FO5vPEeg3KlQq9VO7ydqWx/bWHvcfXMO0XH7yT/33DNpFOo0K7VqVB+8+ywtPOSB80vkOkdiExuMrDALG/h70L4IU7Ybxs9PTpy4uAaIaSXzg72di2pfztC93feFh5/X70DcFQ8PAdAWD2Nn8i8u3z3cX59qsQGAopWpAbfn/R0KI94Bt4CAwngH+s+Uxd4QQV4QQ5YC/VUBq+fdpILgq7Qw60b84QWVPIoRguLs5TGCGBPGcwe6bDvORYj5yad7VC304KUhVLFJlk1TFJBzXz/mLizHDLgw6cOfZOEMOh4dKQndIPepfHFVsYGOJ4NnYAkUqC40dcBaC9h60l1fTDivSOT1eNZWHmI5o8EvtOR3PouWZPNwWdKzDfaZW/kVQCqo1tgl5Bv2ArrwoeFQrc2WrTizicPvKLrev6Lv7+cLmca3Eo1qZR3slHu6VEQK+EprSwaSpdGFZ1z/sDe37F5szrmbTGINBhqdvv7f5HIFavUqu3MAOeRS2ahS2atz+1HeRnkmvVaJT1wCpPb6CAby0NadrODQMk9kTi+7cxDvQrPBU/+KIhCcID0O4ZyggNdtxOqaBYxq0TWjbJm9Hdbv6vOevAbLtSBDw4gOb6/cNmpgMbszoJH0WBzZG5/7Fuc6q78nDEEJcAT4F/O6Rf3oD+CXgq0KIzwCXgQtAY8Pf/kfArwoh/gt0UuvnvuezP0EPHz4M9i/Q4Sjp+owbm8NCya0QwhAMG8cXxMVI0Rq5tO66GBa89D9J0m+B5+oFurAF15ngLGDYgQeVCE1MSnhMU8H+RaJno9TpKbor5QyJaennOCp3IWjXoF0DhOIzPwNdz2TiGxRsyfMhj+d72gPpuBZPsoJ6yKSy8PBiLjLAvwivUlAzm3tSRWcG42mUy9XjfZQiYZdbV3a5dWUXpeB/91/9e0x8gy4WJeHxjHAwQg5S6YLIljRp+RYlwzuTf9GpVwDY2tp8TzKbRej1cjy1bOp4UKYlKVRrFKoaIH/7v/kPUAh2LIuylDzluZhVFx/oGgbDrkl3ZlGIuSihmGfOUOejBH5h8/RBPAGdOPXI8ZsIJQRt21wD5GfaU6JKcZ8QJSRXcLE/1J+loTLollzaKUVq+ZTn/sW5gnRmYAghEsA/BP4jpdTR/fX/CfgbQojXgbeA76LDUZv+9n8O/FWl1D8UQvy7wN8CvnLC8/5l4C8DXLp0aeM5rvyLiGlwfe7SsE3Gp2QCXXkyYTT31/7FaUpvh/GlYtQKaAFeMjEMqD2EfltXR4ejGhyrn5cNHd5RSk/8yz+JMs46LOLyRG/XuJumL1RwwzhDn9sgYNx2IqWN8UdOiB1HeyBh4VOwdQfZgi15eeLDxNWzQkxIfJhmkZ/jphYn1qo4jbT2L8IBWTjL6vHLW5tbgPdHCeIC3lMh7qkQKD1ro7CqlhceT5sOz1qOLo4H7nz3RQqVGrlSE/MEE33SqBzyL05Tra5TeYN2LM4iRFYpXrdt3gppw99czpsoS0lFSi5nXK5lXBSgDEXubppZbs48u8C3j1+rlX8hc5uBYfRiup1MgAdlKEUBn3uEuEOYO+idaHZVOIpku2lypaU/j8OoTzwe0Or3XH/kdSZgCCFs9IL/d5VSv3z035cQ+AvLYwXwYPmz6W//PPBXlv//HwD/35OeWyn1N4G/CfDSSy9tXJVW/kXa8fkxqUMAM0ePYn2wbVJfAiTkK2IFmye/G9x+IXUpxrglUQERl1TZxPdhuG5dJVjMoLmjf1YAqVyGC9ch47tE3tejWCORGZXqHl8NlRhnHeZxiVC6Fcb9Mwy8udhfMImAFzAAI5XX/9t29xebhTLYdQx2DwDkUtjl+dgCv2OQnus/ko7PqO4hfmrEIjfHTS9AQKZvav8iwHT+JRo8ipXIpTdf80d7OpupecAhdhHUsKkpew2QbVw+a84xLZf33/wk77/xIoYhyRZb5Cs1ipUa2eWgor3a1kb/YqW92tbZ2pTXKwigYe6foxSChmnRMC3eRC/YFSn58mLKzBSkHiXIPkyiUAxiQHHMNL8PkEgvjJ+dgbX5DsZsx/GBZoBHV/B8LHH4OioE3WWF/j5AJF9hypeff2Xj453rXHC2LCmBvvt/Tyn1fz3lmAwwVUo5wH8A/LZSahjwt3vAF4F/A/wEcPf3+iJWevjwIZ4P//r9GPGwIheT5OKSYsJje6I3PDNHMHUEIiGY9TZ7CGv/4q3gbKZUxWI8AP+UFMwVQHypEMLnT/zJ/x7HiVCr6UFItdoWF8b7AMlku9QFjH29WzltRV75FxpKm5XOwUgazDfUNiyUsR4O9fY/HqB8RbJik9qySVVtYnf2ATLpSEJVg3nIR/gc73S7ktIguLzVDMxmelQrM1di6fucLBexvhw/8pVfI54c0WlUaNWrtGtVPnjzE3zwxqcQhiST6zAYZNiq7OF6FrZ1eujs8d42uXIjECztehUPaBunL9q+EOjcOcHrVz26CUV2oltwFEaC3OMEmUcaIMMoRGbgbQ3BMSB0OjS6H1awTHAD2uFXXKnDmRu+4gp9jub5/ItznVFn2WF8HvhzwFvLkBPorKhLAEqp/xJ4Gvg7QgiJNrT/Z5v+Vin1z4G/hA5jWehU3L/8+30xjx49oj/V1bzjBYwXJo97AIpE2CcXk2TjkuJyCt7tn80zlYK2Y+F8rclwd8FiuL+VWPsX9YAxqxbECyZ794PPMZ2HfKFNOOwSDrskk+9z69b7AIxGyTU8Pnx4DYAXQwteCo+IlLp89cMrNH2Todo30bNC+xeDzdEWQJEswk5A2xCAoi2ZDyXOZFnJ/MCh+0BD046KfYA8FwOluLITYXsnQtM0WVyc0E9LRgm5Boj2L2JcqW4ORykF33j/Oh0VXH9RRGKH5uuU2srFJ1QuPgHAdWw6jTLt+hav332eGPDe+8/wzgdPM0j4/MT1N9iq7lEuNbDt5Y3ELMKon2X7+r3A6/PqnRdYGAI/yCfzPaRQdBMK34BOUhfQfQAYvjabCyNBtSsQGNh7aazdNOOJIPKJFrIwQeanEFp+/qSg6Pm8FwkuztyaSvoYOEF1LJzPvzjX2XWWLKmvEvDtVUp9A7j5vfzt8t8+fbbTDNZkMqHZbNI9sVOrYLww1wB55eYEXwmezEMUQh7lsEf4K1kAplIwuTthsLMgUbbxpWJ8Rv8iaNE2DEW2KKlUTjZfk8kRyeT73Lz1PjvDAnIWIvXMQxbNHPNGlhdD2gMxwg6PpzGa0iIh9LkNA/yL+NK/aAVVcKEo+g69vZN3X+5MrQFSeSFJUXp8OxShsozfbz+M6OOAUcajn/Ewl9PyLgX6F3HiQvHehlGwK72QbpPK9k7csdghl8rFHSoXd/hXzWewHcFbtxZkhybZocGrr3+K777+Ir5QVIsNtqp7CKHhmK8cH1B1UM4iRNb3ed0+Q/2FvaAXhpOyg30DuklFN6kwfYP0FN582yKVUmTSPsYHBewPCygFfnqGX5jgh+T34F9I7p2hgLSMR18Z5/7Fuc6kH5pK75V/0Z0G9/VJW4o7kxAPZvoHFEnTpxCSFEIehVtxik/pAiZfKq7+SIRhXTJseCxGx8MVqbKJOuRfnKxkFnzfPFOb8kU7Q+LGDslreySv6ePdcUTDo5njSiPLhYk+R+XDtedg2FUMOjAdwVFOp0/wL05SyvSxIwbDWvC0wLKU7FkWj22bxyw9EOWvjd/ywOBaf/URU/zq117icrXJ5a0GW8Uu5pEJdY/2ysDhuPtJiuEzGaW5/sy7G48DPV62n/Zp5/QPgCkhMzTIDU2GgyK1N8roDk6Kd7/1GfLVGvlKnVypgWUfDmGd5F+cJFspMlPBB1vBRXOFoWA0EvQHJv0BPH6iZ20kkxoemXSMVC+Kberg5ItThy1XUrdMGrbJ4kh46iT/4iQJNFgeELxjOde54IcIGCv/YjgLaKgXkwgB7SNDZ0bSZDQz1wDJWJIvZifM+x6ZqkHxuv5SLUYew6Y6BJBUxWK00b/QSuVACJ9ywF1sq1VCSZNI6fC2wU7MsRN7JFYAGUV59CtfYBwShC/AtaqG2VzApKbhsQJIOh/sXwAUlzH+4Sk7jJWiGZMoioZx+CO0EAaPLYPH1hIgvs8v9Ud4C3jrrQr3d/REQOkpbl6pc7naWAPkLP4FQFGs6i8C0mSnUeIzg93SYQ9KmtDJ+nSy+wB55bUYIGhPynTeLGO8qVsT5IuNQwDpNIL9C4CS1PUX7YAeTqaEzMhgZ3D4NSslGA4Fw6GxBsjP/XwNZx7hRmZAoVnimbm+9l3ToG6ba4Ccxb8AyCGxBfzHf/IXNx53rnOt9EMDjN/8nVdZeGfo6xOXSAW9jXfagrChEIbgwW/3Ge44RLMWqQvhda+pFUCcscSOGfTaEIkp5lP99yfpM1/Yw/MsQqHNJnq9tgUoIqWgaYEhLOC1lM3DqEXc86k6PpWFpLLtc62yD5CQgp4LaVMykCf3mQK42Bwyz1tr/+I0pbb0668H3GmHADts8OR1h+Y9DyusQ3ipksF8VOb+jk5llZ5+5+amoIA8NGvjqP70U6+z9/AK6dzmOFx7mSbbTW1+LYYPCRfeqMB7JbAkFKZQGkPpCEB8AXMEFSlpmibeKT7GpewY2TDoxTcDIzcWGAb0B5shCTAdZLj49B1uvfwdfGkwbOfpNSp06xUKzSLPzPV7YlouE2xKeDQxcU4B8Ll/ca7vVT8UwJhOpyQjPrVGcMw2k5J03eA25YWQ1P5FXd9pz3oes55H4y09hSeatUhth8nfjBJKhMmVIFeCxRwGHcVweXe/AogwFK1WiaefeTvwHN/dvYadGWGGN9/lL5o5AOohvWhPLIN7lsG9mH5b455PxfG5MpNcnkvyts+X0xMcBW3XouWatD3rAEAUyapN71FwVpj4YoaJLxkHGb9yuWNZFj56C+g9kfSeSMDVACmaZC+YlK5bZPD5ijnFNF12vQhNZdFUh4c1tetVCpV6YMbVL7/3BaqmYpTYDIzscu5FcxnG90yoJ/UP7AOkMoTbHYij+Mpihg90TIO6adEQ5iGAFEaCXlwRUKRPYSRQCgbDgN1pSuH7Jtnl7tQwfTLlFplyi6svvKUB0snT3aty7/VPEjIUP6Z0lf44LhmkPe7vZmhhslgCpIzH4Ny/ONf3oB8KYHxv/oXPnUk48DELIY9xw8H3Tr5DXAEklDBJbYV5/TsGiRRksopMQVHa1sct5jDsKBZzkNI61fBeSUqDRStL4kZwnuy8kaVnCeanjCSdWAYfWgYRqbg8l/zGJEbKWHa7tTy2Qro5oOND27MYS0P7FwHhKFj6F6Z5+uzbA8c5M8X8BO8HlgDZkVghKF23+Pmf/8fM51FqtS3StSqVbkEfp6CNSU+ZTIZprp6hzUd2aNJL+gR0ACc7MPAE9KIn//sKIIYPT3Xg16MRlBC6BYf0eNZxeB7WAGmaJhlHcLcc7F+U37cYAb6/+SQzaV83QiydnDhgmD6ZUgulBOJ1wXtPTViEFZm+RXpgUqmH2BYaIJOYBkipEeLDM9T5nOtcK/1QAOPhw4coBc9vzelOTXoTk+7UZOEd3oqf7F8clyUUGVOyu7O5/w9AajvEaATjkcF4BPVdAEU0BumsIp3RAFkWBPO1r36J+/d3qVT3qFb3SKUGh9bc9in+xVEpXzCsF6nHgtNkq47PyDfo+xZ9Hx5rThAVPgVTUjQ9ipZcAgSufD5O7mqIYc1luOcy7cr9roUc8C8CwlEoxYWRw7AZvHCmSqYuYCw3EAKuXnkIwHwepl6vUqttsVer0u3mAcG7r75MY+ciheqySK/YPGSiz6dREjODvVLwbindt2nHT85mOqjSRLcvqFsWvhDULAsIYylFUUoqns4Ue2buIAzBzbpB9T2DYUvx+Od9ukmFd+CSmRKSCcXObvB7+KmXd/E8Cztg19mrl1Eo+hmJZytGKckTdIPBxNhcA6TcCGH6gr/+J/944HOf61wr/VAA41++/m2MEAzjUIl6XMzqhW+yEPSmJt0lQM7mX0DO9hCGYLC7ebExLEGiEmb38dG7Q8FsCrOpWAPkqa8ooigeuCk69+Pc/1BnIUdjEz0EqaIBsrenTeEg/8LpprAV1EObVzmhFJWZZMc7ngkzUwZPPIMnng0L+PKlNvGxRa/qkkpb5K5oynkLn2Fdw2O455IsrfyLgPndShGKGQybm/tMAVz9xIxioXVswxKJLLhy5SFXlgD5a//1/4JLvsc9EaFcv0izto0ADNMjX2pSqOxRrNaYjnWYJci/sF09uvXNSuApUuwatMzj9RfeEh4aIPCT3xlQuQG1u4pkXlC9Kdi+a6F8xaQPtWd82kmF4XMm/0IIxaBV5OLTdwLP8TsPnseO+3hH2o8oA0YpuQbIhcchrj2Mnhfsnet70sceGNPplJyjeDVn8lbORChFdqGozBSVmU8l6nFhCRApwPEEWxGXtmMxP+WWct+/CGhMWA3p+ove5nCCMCCnfO7YNq+GI6AUSaWoSI+KY9G5n1gDRAKW7TJ9XCZS7mIlpydGfeZL/6IWDoCfqwgJaMng+ovEyKJbcPnwtu5nFFoIUn2LVN8mnbHIXV6OYhUKT8Elz6VuWvQM48Rmj+Uj/sVpCscF43GSF55/I+AcoagkddPiO2Fd7xFSipL0qPiSUv0CudoW4rs6PASKYs/A9GGQ9E/cQaz8i0ZAGN+WkPN9Xg8Hh3CSBcG4C4/f0WdhmJDICdJFQaoguL5ncNMQKKVQQC4rNRSGJw9rOupfnCZfGqSGFvVK8K4qM7CYxOS5f3Gu70kfe2Cs519E9RdNCUE3IuhG4N3sEiCOYnvi82LXx7YUL6V1AdzIhkZc0H8UpuNYzJYrSpB/sVJqO6TrLwZBhiW64Gp1Ry4EIyEYGSHu2qwBUvU8PrNY6Erlbz8LwNwXtKTJJz73BpFSDzs1QYhg/2KlykIv1kEt0lOGj+0ZDA90nXXCinbZpV3WYRB7IUj3La6/GQNf8RIOuA7eXDLcmXP/mRx1w1wDpLLyL4abr2OypK97UH3KZBIjpRQfHEhpdYRgx7LZWdYSaIBIflyNQMH1HZvrOwIMH5EfczcSoZfy1wAJ8i9WKk44c/1FIgO7H+y/Zl/CsKUYtvTvVgC5+iMWtqHY2vK5sO2jFPRdg3FT0B+INUAyKR9Qp/oXKw3beUxfBHYOFj6khhbNM4TrznWug/rYA+Phw4e4AjqRkxdOJQTdsCDmgcDnNy8KXFNQnirKU8XFoeLGAYC0YpAZQKMV/GVK3kwxGnHqCM+V0lmlG8adttgsARIxTQwB35xFGEqToiUpmJKS6dE9ApAty6MbM3Q/jQ3G88WOYmSeof7CXFaMp09fbNywYpKQmLbBvX/ZpHd/SvpilNTFCKmLUV5ytOfjLTRAUtsRxj21SsA6VT/35x/y+MklstnNYbhaTYfrNqXyOkLQNg2YWRjPP0FcbaHaCVQrhWoludGyAQ0QcmMY2XSDcyDI79lIXFoBwCh5UoczW6eHwnwJ464iYio+HIX4YBQmG5Lkwx6FsGRrW3LxAmuAhA1FNDkKbPD499/7Ca4Cg4DZJImxiSUF/8vP/3ubH/Bc5zqijz0w/uXr32YWOUNfn5mPFNCOCXxD0IsK7uR1jD+zgPJkCZCR7uJd/USSrc9ZWMUh7/5/bIY7Ds54/4toWIJkihP8i+MK3xT0lIEbmFGkF+u2Z+FgMHZNHrgAirhQFC2Poikpmx6mgOszybOqQ7m6x9/rPk0tbDKwxBogQikKlseOG1zJe+nCkPnYZBENqL9YVm4PH89wx5L2e2Pa740BsOMmqYtR0pciZK7EsCImmS148c9YtISF9+qUYcNn0vMPAWSvVqVaqQWmyf7N3/kZLuHSFwHDsaR+n0RxhAhJxNYAtvRgIuWY+wBpJmFhkwP+xDvQjkIrAc0EdGIgDzxNxdN1F0Gfs6dfn+DfFIy7AbuqnMAQ0F5YSCVoLyzaC4v3AQNFNiwpLAESsySzUYrf+nt/mkq+R6hcJ1upkyk1Dpngmb7JOC6P+RdHlV61mj+vvzjX96iPNTAO+hdBqs59WlHwj7RRUELQi0AvogHyybrkuZ5P+PlHyE4Kdy/HzZ/UC66Iz2l8WzLYXej5ygYM+kH+hc6guWMHL9oVKelL44RCK8FECSZuiIcu3ArNeSHs8OlXvka3XaRR2+JzUxdwiUSmvCeS1EIGM0Oc2b9IDSx6+eB02nTfZjHSs8+Pyp1IOnfGdO6MKb2Q5MbPlHhVhEniU1aS9Is6/u8C413JsCGZD33G4xTPP/9m4HOXfY+maQUOxyr7UhdPZCbH/u0gQPzdDP43bvJaGSIelCfwTBOea2q/qxPTtRndmPYv3jiDf5Eqav/CD2qHXxT4CronZOz5CDoLi87Coh3y+HxJ8uMvv470DR7tldl57ykevfMsoEjmuxoexSapgUW9egb/oq/9i0QiEXjsuc51UB9rYKz8i0Z08wISkorsHN4qBu8GyjMw82PCT+0Be7r52yCG10wjW2nKn0xRekYbhUpBqaywbZ9BX7CYH3/85NK/aARkFBnL1MyHZ8iLL5o+qXSPZ557a30e41GKem2LZr2KUdvm6mB/MbhkO4SEoiVNhv7xKu+U4WO7BoOA2DdK7zAGj48vxEeVuhhlhuCOEVrveCJKg6OkPMrbBpe39xfL+/evIz2LanWPQqF9rMX4Sf7FaSpLiSiPCNiIoFopPAHv58T6RsKWiuJ0ueNcAmT1MJdcD6H0vPiWaSKPgMs6wb84TamCYOAayIAikXxYAoqXnv2ASNgF3sL1THabeR7tlXlUK7Fz5ykev/MsJpDrWqgPI/QzHsOUx7HkOKX9i89+6uXAczzXuY7qYw2Mhw8f4glon+JfrFSaKwygGdt8nCUVxbnCvDJY/04IMDNTzMwUbtXWAOn8g+exwgbZDJSqekmZDz0GY5t+XzDoaYBksjoTJsgszfs+Nmeb330xOqVywCAWApKpIcnUkJu37ywBkuSXf/WXENMQ5ahDdaZveVXIY3cSoSWtNUDO4l8ARKcGIddg8GTznG+A+LMpmuJwYd9cGDwSBo+WBnVE+fw7uV1UJ0Fzlqbx7c/qAy3Jhcou1eoeW9UahUJ77V8EXceI8skoH1EIHo7VfVJmHju863RNwV4S9pL7APnTwxb+Xp5CekiuH+cTjvZAGsKmbpprgJSk9i+GG/wLWJreecGH4+Cv308//YiFE1rCQsu2JFe2mlzZ0uNuPc/gL/6tf5+buIzmIaq7Jhd2wyhgnNBFequf6Ez7F+fptOf6vehjDYwHDx4wtPW4gPmGV7K1kEgBraBMmBmgBFZxcOoxQoCRmBNKmNTfmPD4m2OiOYvUdojUVojclkF5SwNkMZQIEybCIqwU7uoBTtDavwgARsbw8dwQ5Q0ZRUJAPDFGzELI7QHup3YRUxujncBoxdlq+1yY6Z2MCnlgKFzPxNQ3s6eaqwf9i00KZyziKN4Rmz9ec2HANIxR7RP+3F3U3MZvJZGtFLutAjs7y5G8lgTbw0PvxIRSp4alDvoXm6QWJtkFvJ7efBPhmgJmEYzikOiPv4NyTGQnid9MU22lKPcSa4CIsIuvQghDQ+G0sFRi6V90FgFtylHsNgp8+pnNs8UsyyeBTw+D3zDiGEqRR1JGUhp7VMf7AJktMxDO/Ytz/V70sQXGdDql1WqRA/70Q5e+YVBLQj1q0IgI5tb+QlCeKton+BdHVZ4oED5mwN2p7CQxTMFwT8eLZ12PWdej8ZauX4jmLFJbIdIXQmSvhgkpxS9NJywmikHL5+7tOA3T1H2Ylgvf2r8IzGbSYCkHtBjp93II18Qv6HxQFXeR8R7ycg8UhwBiPspgG4JPfieNO/EYPJ4y/GMWw4zLNO6vAbLJvzio9EVN5obYvCDGlY+aRLBu6hnaIuJiXuxiXtRV7gcB4tyvYAE/u5jhGjqbrb4I0TAsOgfqQNb+RXbzbGzV1o2imrGNh2FLhd+PYz+tW7WIkMSq9qHa14/jmsi2Bsj0/W0sAU9/3kQCXUwWd1yGLcWoq9YASa/8i8Xmr18mJPGkFTgHXUpBEcmHy/kXvhC0sHS3WhE+BJDbyiGXy537F+f6PeljC4zHjx8D8LVImAiKsie5MZA8PdDhgL6t4dEKC7JzeLsQ7F98ggHkQATMVfaaaZSvGJ0yM2IFkGnHJXctwv3XXASCVNEgWzH4/EKn8S4mip20TcMwl/5FsDH+szc+YDRKEY1tvstvLEM4fuEEv+EAQPzsFOtJlvu/VsebSdKX46QvxyjcWxrUU4/hJZ9BxiPds+g/CfYvzJ/bZqa8wDblJaXBY5SGJ/77CiBGYYT8sMKbRRhEoTzWbTpedB3A0QDBpGGabHkelEaIgDGr775/kxsCOgG7ztIUUAKzdPKuU9gaIKowxHx/mzvYNLAoISkh2XrK4MJTuiBz0tG1GNmqYOAKvAD/4j/+uW/wW995gUvV1sbjaq08FqcDegWQtjJ5mgVXr17d/KLPda5T9LEFxsOHD/GA+yEbXwjeDus00rz0KUuPiie5PpQ8tTz+2kARlj7NmC7WO7gDAbB8hewmCT0V3PSv/a/KGKaLdM9Q2KcU7UcK6Srq9zSIoilBqiRIFw0umS7XI3rhvGR5hMSMljRpeRYTJTgYHxIomo0qV68Hjz//3cfPIeILVGxz5pPR1gZ+570Ri4FL8w29MIbTNunLMdJX4qQXMfJZfSueuxHn9i+WGTyeM3wyY3pCvUpJecf8i5P0Y5ceI/eyiNRm+MlWCoDdNPSigidp/fuwpyhNNDzKY8mnlkWKtFPI37ml02oLI8hNjgGkNNW7lKBd51ciO3hGFSMfsOtspzCAOjZ1LGpLn8ZCUURSwqOUl2zlJQYQU4ofLU5oL0w6C4uuYx4zwB/tlakUekTDmzOf/sr/+At8kgUtNu/osmif7Ny/ONfvVR9bYPyLb3+b+ZG8eCUEbcukbZm8swTIT4Z7lFsWi7jk+tDkdk/HcAchDY7GEiDZOYH+BYDyDBJlm/qbZ8gUuhxn0lfII2v2bKiYDRWNJUAuf8Jg67bFsC+oJl0uR/QfzBeChmGtARISPq4bohQQjlJKg0BunXznflBmK8G877AYHD7JxcCl+eaA5pv6elz4fJ4rXy6zWzDIxRNcu6VDGgsTxu+NGT6ZM3g8Qzr+mfwLAL+VwiiOAusv/FYKx4B+5PDvF5aGxwogV7uKH9mF9iNFtJsk3tD/ID2FtTXUACmOUIk52Tm8WQredfqtNEZ+hDA33xz4rRQ+HFu0PQQ1LGrLr9oWLl9kxs1r9xlP4jRaRZQyMIRPe26vAdJ3DHbO4F8AlJVHD4NFUH0Ky+aS58A41+9RH0tgzGYzPVc5IC9eCUF8ZjBI+bz+3ByhIDE2yA5MsgOTa0OTW0uAuJZeEPxZCH9mY0RPvjNf+xcBjQmFAcm8oP5hcKfWWNpgPBW8/UEYUMSiikzKJ5PyDwHEW1oH02mc4TBFMjk8cbHtdfMI1zo5HHVQS7AMHo4DzzFejjC14GuXACGIOfruvjyB4nMJri4B4i2rumPKJ6MkfYwTdxqxtX+xuT8SgN9M0YoTWH+Rn2k43PuWnjhnhXT6aqpokBoniTc1QHypMEyIOTqFthM5eadx1L/YJNlK08FEBpRj55EI4fOVL/wO4ZCL41rU6mV26lV296o0WkV8ZSCEjyctBuM4Hz6pcrHSImQf9472/YvgcGZJSQYY5/7FuX7P+lgC49GjRwh0Pvwm2UqRHBs8uKgXXCVglPQZJX0eX3APAeTq+yGUDfNv3wJgNvAZNiVX/tx9zOIQI6oB4bU2+xcrJco2hhWcYimEBkuts7o7FExngunMYK8BoIhF9Gznq8UZKmby2rc+x2vf+pweF/tkzh/7S69Sru6RXLZK3+hfHHzuURjhWAweBe+W0pdj7MVZL/7TkOBhCB5m9b+vAPLJ98GMwXM4PCcdXBeGXXhQDdMUFr0lQMor/6K4eRekZjZqHKVxhm6ypQmM2gq13Ax4DnT3FN09HapaAaT0ExaZueJmX3Czr/CEoh2HesygGdO+hm8IigH+xfocXQOvk6QZEBICPeWuVGgTDunPT8j2uHxxl8sXdwE0QBpl/s7f+jLJqs27H17kzoNLKF8xbnr89M98wOVqg4uVFuGQt/YvmgE7OqEUJTw+++lPB57juc51mj6WwPg//KNf5hbQPktfHwT9U3rrrAAyjfncuB9i712X7mNJqmyQKpvkL1vMvnkbgNnQZ9iQJEsmyvUC/YvkzTRK7TecO03xrMC0Bf3haa9FMJ0LZnPB9S2Dxltjaq8NSV+IkLoYIX05yje/9kUAnJHHYGdOLGcTveKgTtklrbTyLwaPNmcURfMhQkmb5oYb02lI8NBWfMqAdkPw4H2h54HkIJ1TvOQvgIUGSA/sEFBwIbX5uVf+RSPgpjjs6RYvjzYAegWQErr9xzeuKApjPYq1OIZPNvV75QlFJ67bTSEUIr0ZqLKj/YtmwNfJRFE1HC5UT99VhWyPyxd2UT5MOx7v/OMeyYpNaitEasvmq68+w9fNZzVAWh6+VKS3oKuMjb2mzv2Lc30/9LEERvmMfX1uZgf4M5tBcnOfhvTQ1AVXDZ9JV//U3vNAQDxrkCobJJcAsUICMHjuL1XpziwWv9tiuOfgHpmBnS4aTE/wL44qtYyj94eb48+JuMIKGwyfzJl3XeZdl8ab2oiN5OwlQMKkL0YIJSyYgfqV52nEBPWYwaeefxeVcA4tKmv/or/5JNOXteG9GmF6muIuRKKw+wCcuaBVE7R0xiyhiNoHSFYRjQOejfcrL5IqNUlXmtQyFiJzuJ37af7FUZWWa3oQoC1bz794pwKOBXsZ/QMQ8pYAmWiAZKY67Xn8j16htzDpzEw+8SdexciND3kafvNk/+KoCkikb7Id0JXXkwbJik3j3Rm+B4Mdl8GOfo8MC5IVm2RVAyS1pcOyf4wJHQwapkXLM2lhHZo3Xlr6F+f1F+f6/ehjB4zZbHbmuQSZganbWAdECrIDE99XjFpHwKI4BJBU2eCZn4zyeGgRNhXVuIv9kxkAxq5gcnfCcNdhVHe0f3E/2L9IF7V/4Xqb4ZdJLauxd+bH/u0gQGJFm0/8+9vcSwlMpWtQro4kNG4zNaERE2xf38HPjzFacQaPgv2L1OU4UwtGAZe8vHyoQff4azkIkHBE8fIXfQrXHmAYPsNGkd7OBQBM2yFVbjHKu5jFIfKM/kV5rP2LSS9g51cQCATNxPHjDgLElvCLb8Lu2GIhBfmI5FbWYf6vn0f60FuYVF96gFka4jXP5l+U8BDCZ6uyua6i0SzqcObecZ/sIECEAS/+5RI106RvmFSk5GnX4TmW42KFQcu3aAqTivIYYJBMJjc+97nOtUkfO2Cs/IuslFxyXRqmxeIkw1IpUgf8i03KDEwmHR8/oJVSqmyiFLzXjSxz6BWpkE8+IslFJPnbMcrP7FeCxVKCwiWDYcvHOSFzVAhIlAzqrYCmR0Am5TPruriTzbul1AV9K/5GwWRiCz1rw4XKVFGZ+pSnitDr2+vjo/kQlRczDB5NmXVONvITn0rr3UXAol2agOvANMASSWX1Yr39zPvEc30AFtMow3qJYaPEoF7E20mxejsSYXiqpWgk9E7jJHhceOAzmrH2L0597pKBJxTdgIK9/ES/3CdDm86yjYBlKP0+RzzyUYnz9iWEvsREhc+zLGhi0sHEPwEeP1V5hOdZa//iNO3UqjqcGeCTxQsWNnDftnlsadPbXI2LlXpc7G0cnlEaIGcxxs91rk362AHjP/mVf8jTwAVPcsXTi2fXMqgbJg3LXAMkyL9YyZSQGhjUGsFgid6MMnDUgYIrwdAxGTomD4awAsitZ8aUBoL4tiBT0Zd4HFZM3vMZNtUaIPGswDLZ4F+spMjEPDp3ju8ujr2eXygwWigNC9CzNkIwCgnuZow1QD7RllwbKcKVODd+Xq+eC0/QnZpMfucJg4cTZh2HSC5EzGOjf6FPUVGtwWCgr8smpXNghRbEsv3178KxGcVrjyhe0w0lF9Mou289Tf39W0TakheXbTS8hc+o5vLgs2GacT34KCR1plnrcfAo2OgLBh3zDPO7x+hxvgfad3i+oDm1aE73AXIl5XA75xCJLXh+6iMQKMPHyc75oJOlsQSIABrNEp947p3Ac/zVf/ICVsRDLgLqfJbhqIP9taQQ1C2L+nJcrKkU112XzzoL/tqf+IXA5z7XuTbpYweMiuNTDxn8ejZCwfWpOpKKI7nluDzj6EW/axn4gI9iGgn2L4ylf7FJwoRMRPJwsOkuTQPEUDCIwW8945GaQWFoUBgJ8jcNytf0YjoOK1xTwRSms80L7Mq/GJwQjjqq8lTxJLHh8ZYAMYCZK/it+1FiNuRiUv9EJdV/qwpogMxdAfhMLTYOa9r3L4JrG9I5Rap8fH73QYVjM5QSeAuf7/7dNnbUWBu/qa0QLy59Y2/hMx9IKNm4czYOa7JsyMy0fxGk4hj6cxN/QzW25wtMAUoo2l94AkoQ6kYIdaKEOlGeY87zS4B4cRc5ChMJz/E8E8s6+XPpSV3n03wvuMFjasumZ2yuv5BCrL/k5/7FuX6/+lgBw/d9cp7PdxO6ursZMmmGTN5AN6UruD6VJUC2HQkIfvQ7CYq5Lherdf4beZV+WnJwnlB2YOo02aP+xRElCwamgO6mLocsh9+MBY+KugfTMAbDmM/9Crq19AGAlHs6s+Uzn1gwcfUMhHFdG+ALZ38RyK78iyebgREr2IR9nR66UUoPi+pOLcBg6sJ0YLAzsAFFzFZrgJRjLiD40iNw5opRU3L/sybNOAzDrAFS2uBfHFQooojGIFVpbj5HYNgo6fRlBe7Up3NvTueevgZ2zFjDI/Os3iHdeNni0svQMiy81+cMWopJX60Bssm/OChLQm4iuDcPTpPNRz3czBxlKUCxKE9ZlHXml3CNNUCMh1ks4Ovf/gy//e3P0AoZ/OJz32G7WqNaaq4B0mgVMe2T/YuDEgbEL4X5MCBTEKAiPQZCnPsX5/p962MFDMdxdP1F6IShMwcA8p6v+LPNMc/duks2PeLJXoW33r/JC8vhAIVsj+9G4vTSkmzPZHwG/8J6KY1SDt2ADqPpsMTyBe3kCYvSAYA8KMHPfdugNrXoOSb5sKQSdQnd0IdOPMGwa9AbGuQy8kz+xeJ/cxGaPo2ANu5pB6ISutOTXotg6oolQCx+4pLLoCHp7fqkSgapksHLyyQfZ66ol6ERh+robP5FeulfpMubgeHMIswGaYZ7J7fk0ABZ0Lm34PZzCXoK7lphyr6nhzW9oD/aDjCp+QxbPrGMwCPYvygs/YvObPN7bQpFJiqZ5E4GubL9NUDETp6pr/huMrS8qfH5xmsvYqD7TF2q1NjeqjEex78n/2LTuFpY1l9IyWdffHHjcec611n0sQOGB7TsgKZ2rgQMnr15n8vbdX7kU28hpUG9ledJrcLjWoVr9QRuTXeec5M+V14OMWzoKXDe4vhj5iOSgWPg+QGVvFGJQtE5CRgHlJkKLANqU4vazObBCECRtH0KYUk+IsnnPaolDQm5MLn+03ndguPJHGd0HB7lqWJks+9fnKLyVIffugELYsxWhKKCfs2n9UD/AITjrOFR9g0uLQHlm/DUJ3wGXcGgK5bwOHwuJ/kXJ2lYL+r/DbjTtiKCrPL5rhnmkWnzyNyftVH2JWXfo7QluVzV5+6j+PwD7cm0EtCL6XqcgzrJvzhJ2YhEKMEiHxA+koKi4/Ne3GInYrIT0Y9r+4qyo3fF3c42T+rVZbtGxe2fTjPccxnuOYwaLurI273yL5oBA6Wyvk+I8/qLc31/9LECxmAyoRUyAusvqo6PaUi2yvtdPk3TZ7vSYrvS4rOfegvpC777zm1+8xufRZUcSvEQldt6sXGTCzrfMdYAkS5kwpJHo+Ask+zlOUNX4AZc2fxIv4bDMxEEI9dk5Jo8GAMoqlGPl4pzzMqUUjJC6bllWCG2oPkth+HOguGTOYuhRyXIv1iqMlPMXMHM3XxsLrYMhTUPw28x4RBAkgV49sthFlmHdNygULEAhReS9B+bDHpLgIzP5l8ADBolPMdn0t689Vsbv0cWzrkweGQaa4CkfMkvuGMS+S4xz6Za0wWBhuWyG7XWs7x7sbP5F6BvIpRQuLnNwAj1IphA7cjO2DXEIYCEpc+fqs2ZzgxIhtn+dIgLL8XxfRjXHQ2QmsO44ZLasukbBnNj881TZTkf5BwY5/p+6GMFDFOpY1+6k1RxJNVSG/sUYxHANBTTWRQlFN3P7aIMhT0Irw3L0jPRNUC8qIs5A98XhAwf55QUG4Eit/IvAlQYCUaOcepjrR4xuuxxZX7uHkRcGEZRrSSqlaT0YnIfIBEH5jp9Mu6q03cZSlHtQXtqEpTNlItJnJliPtq8W4ok9GuoPdfDSXjYM5NYL0ysGyZthNYAkbbEdE0QikkvTSwzOBUcD3/3KvOhe6qBvVJqK4QHdAJmb6SUDwguvfQmyXIbdxZm1CgyahQJ1YtUa7rPlGG5+J5FW+mbhMHCQJ1ynS5dG+AqsfQvTleoE8UHmqHNi3taKkwTHj2xaHdNTFORTvpk0j6Z9BIgQgNECOgAFc87cVzsSmXpkc/nz/2Lc31f9LECBpzsXxyU5StKnsfFDe0XVnpSq+CmF+svvJtd4GYXTG70wWcNEN4vkkRxI+twI+vQNwwGfZPOXFf/rhb9zCb/4oCEgnzP4ElAyAMgH/YgMUes2nykZ4j0DG40dc3BEiDiYR45D3FrqLg19DBic+5aUeoxg0ZUMLYBIUg7ELZUYDgKFAXLZdgMhl+qZODZEiehq+PdmGQQmzLYnoJiDZD0ToxY36T7+CLdxxeZG7B14QnpcpNUpbkGiDMLE81aNO8EZwqFX0jQRAQX9imJMCTxgh7OZEcX5K7skLuiGwuuANK+f5nBzhaFmKQQmyJNxSjtMsx4PPmdwhogplDY/QiTa/3Acxw/KrCwwQlopV5ZLGe5LKv+pRR0+ybdvn6vVgApFSWVkk/e9/mp+QyJBmbDMKnbJs0lQIRSlKU8z4461/dNHztgtAP8i7IrUcrg0tZmYDiuxU6zhHPaF97YB4i4W8ZVPt+MRal4HmVPspVyuZzSi/jIMejOTWzDP5N/kZ5o/6ITmIWjqKQXiFMa9AnBGiBGO4bvmKS+8DZeM4PbzHCjZXB9qEM2Y0tXea/u2LvTzdcxZitCseDmiQCZpxXTtHvyhuUAQKK9EOYgzD8phag4iurCx929RPLxRQCs8IJUuYlp6+sa1BF45V88NMOB51j2PRKlDoZ58utZAWTSydLbrfL6K30SI4tU3ybVt7h0P8al7SVAUh5OWCLqEZzs2fyLO/Hgr1rFkYwnAu+Uqv8VQOJxBfj841CclFLa6Pclz0qH5yVrgAyFce5fnOv7qo8dMH62M6ceMqmHDBohE/fIXVvF8TEMyVZAFs5eo4hQAucshqWU3Anb61kbb3NgWJPnUbEkWyF3WUcr+LH3LNpJn3ZS0UkpFkesj8KJ/sVxpW0fXCt4PrUCt5khtNXBSk+x0lMiN/dQCuQwhtfMEGqlSTYzqIUGyGcuzulOTf0zM5d+xv61PM2/OKpwDOy5RfdKcIuRWC9MLWwwtk3u2XBv2Zsq4flUFj6VhUl19xJJqZ/zqZ/PMtpzGO45DHddpt3DfkayerJ/cVS2UuSUJFnZPLkOYNQoMk55OFFFN+rSLWl4WY4g1d8HSKanK+pTr1XpJRWdpE/hUh03M+fgoMFQL4IF1APCUYZSVGY+tUHwrjOT8ukLg7FhMgb2zGUhoVIUfUllCZDrvj738x3Gub5f+lgBY2YKpIBnpi7PT3W8vmsZ1EMGtWVKbcWRbAX4F6DDUUoonCDDsh/GhHXl7EqHhjUBpu/zZ0ZjpikX31Jc6tpcbekv/yiiaCd9OklFO6m0f+EG+RfaVAUCgcEwinJsrFL/0K+F4BBAfB8af++LTF2DmWtQiEu203oRnrliDY/u1CQX887kX6RK+jVMcyeklh2QNTcITS3q6eML4tgyuGcZa4D8lUEN05LkCy0axS3G17RB7c79fYDsuWv/ohvgX5R8DxAkA24ipGsx7uQYXjqeJuuFFN3SPkBufyuD7UEr45MfGjy1Y8HOBTxD0UsowtUeTn5GqB1FAY2AUGrB9TFN6A82fyYEilTO575xPAHDE4KaaVFbAuTHFxOez6RIpVIbH/Nc5zqrPlbAuF6u8v/+6/97XNdlZ2eHhw8f8ve/8VWenno8N/VYBRukFNx7dIELlSaRU8Zb/tbDW3DAvzhNoc7yCx+Q757zFYYSNC7NGJQc8CE2tkj0bJI9+xBAFIqxgq2YS2dhspAnLxLPPVNHjaL7/sUpUi1taNpHgHHsuHGUkAXvt2x2l0V68dB+kd5BgCgFi6mieO3/396ZB0mS3fX98zKzjq67qrurqq/pOfa+j9lDq/tCGDtiVwchIXMYGRMYcIQM2BbgcPgI20A4bHCAjYWRLBEyQggQQkLIWoSQ0LISe+/O7s7OTHfXzPRUVR/VdV95PP+RWX13Ze/sHD2r94mo6JrKo35VPZ3ffL/ve7+fRn3JobfHAGL0vX2sZY1ebPhspkjFTRsVQ8MviGFb0mikuOe+x7n1jmcAaDZilEuTlIuTlMcnaB51DWohHDoSbrD7lDWDNbF7s6aBfxEbrwx97+bSKEIK6imfsvA2JNuCubzNyUM2YBMwYbShkakLRhsaiZOjgPu7NgXc1LIohTRWArvP8hv4FzW/qsUxSQAoa/vofyFt1b9bcUm5pgRjQCAQ4MiRIxw5coS3v/3tmKbJ4uIiCwsLzM/Ps3je5o+/+i5AkhtbZWaixMxEmZmJMuFQn75p7N+wnMvS1+WO1Nd28l47vGbau9ho0E5YtBMWS7OddQHJFENkz0cYCTrcO+beydZ0QSmo0zxnbBIQiVyJI6bXfGM0ViJYkS56dPhdvrmUAjYv2BO0+oJWX+NcdUNA8nGT68dNjAQcu8+9k+0FHeopk8aXNepLkm7TFdrIWohOuu834YrIWoiegDWfNSITXl/u3KYS4LF4k1j8FY5d/woArWaM82cP8d2/fQtCg+N2D+wePQ1KIY3lfoCyZlAVGlIIX/9iQL2UxRGSZnK4+MVqBpoUVBIb5zMDUMo4lDIwEJCxusZdpwJgwr3ShCbYNtRaGvOT+hYBGfgXvlWLk+57+qXh0tJdf6HSUYpLyTUpGNsJBAIcPnyYw4cP87a3vW2LgBQKBZ5+8QxPPH8bIMmOVkjFGwgpMJM+tZlst4jhyyH/9Rd5y6Yds7ADe4xYPAGJrbnn+vzoCBEpyXsLt450LYJj7oWqpgvWDA16Bvg079nsX/hhLqXoDl1/4QpIz3Lvcp+/uwECElWDZDVAshpg/D53Wy/o0IxbBFcN6hPubKhhoiFKMUoh/9lM+Z6DEeiTGd3bb4jGmoxE3FTio+NBWrog13OY6LpeyOxAQAQshTQy0iGcaCAdt6TGXpw6dx0yYfmWw09UAzhIKkMmN5gB6AUkmoCXFoLUmjqpuE067pCK29zb3CogqZjDSkdDCIkcsv4jfBSqUqPr17/bUf27FZee14VgbGezgABYlrWewioUCpw5dw6wST2VxzrdozfapT/aoZ/pIIMbd40D/6JsDP+aNG+mympq+KwegPhagKou6BgaHWA1oHMiGkBIScZy1gXkmNXDxkA+c5jIXIr8xAVOJ0OI8cbWFNUe/sV2pITGfM4bXexj/UXAoRN162F1on3KU32QEO5oJD3zN1UMgg5jcwniJ5NUmhq8cYV2po8ZsdbfxuhqJC25r5lCDwaWiaabaNrwVGG5OIklYMVbyDlnaMx5HkjUctYFZLrrdqlYPnWM4vwRmimT2w+/RDy3TCRdXRcQ2zSINXQWd/EvthNZDVGLSmwfYRmta0gJtaaOZQtWqgYrVXeboct1ARlN2mgaZMcc8rkWqewSTz5+iGpdo94Q6wIikIw7FvO6/w1MzrHJZDLKv1BcUl6XgrEdwzB2CMhgBLKwsMB8YY7YfAqJxEr06Y126I92CKyF9uVfjNoOuiM20lF74cBIJcRceOf5pBCsBvR1Afk3wdNUKmPcetvzFIuTLMwfw+m7PkAiUaMx2keM15FN9zU//8JpjLjrL3atH7UlEkbH+9ST1k5dEdCNOHQjfcqTfWZfHmE8YXO6FCAddcjEHEIvuk2+e6agO9Oik+khvDRLaR/+Ra2aWU89DeOxU3fQCYld/YCWoa0LyH1rJrc0Tc7e1CBWCxBbC3DuibsAsAyHsXyJeG4Zodn79i9SLcF8fvikCnAFo9kWWPbOGDcLSN80OTZtcvubvkm9MkqllOfIrFv0UdMtVleDVGsafROC7NO/cCyVjlJccr4nBGM7hmEwOzvL7Owsb33rW7cIyFef/3OihcSGgAB3dnuUDJ2yYey6+GrgXzR8LjaRpkFQ+i8+FFJSLk9y+PAct93+HLfd/hyOI1irZCgWpygVJ+guTtKfH/cOcOicmCWQrWJka+iRnV7GTv9id0YCklBf47zPZwHIxBzWWjqLlSCLFQBJJChJx2zSUZvMuSjJklvpTwK3N0yKIZ1iSKNuiB0G9cD4zeaHtzDtdUNkTMmTkX2s+u/ZtJImlckelUn3ewl0NWJVdzKCtZqlen7Si1EycS5MtGlRT5u0YvYO0Rz4F6uJ4SMgzYFUU7DY8I8xHbeJpStMXTfHFHMAmL0ga+Ucq6U8sVKedCXDIJibrD4J6VDWdFbEzlbFKekQQqWjFJee70nB2M4wAfn9b31rvdeGBNY0zRMPV0B6miBn2XRiFnZw+EVk4F+UfBYfpi2Hfj9EfpPxq2mS0bFVRsdW1wWksprhS196hECoj72YoTfv9rEIxxvIseYWATGXXf+ivd/6Uanhxm+oqzESlBSWt9bCavcF7YrGYsUrlR6U3Dfj+gfTTTga86rItmzOjwUphjRKIY2aIZjo2RiBPqNjK0Pfu1xyP6ffiCXoSEb7DqWpreJnhh3W8j3W8hsCcuyLMYyQTmhFMjvmipzVtWlM2dRTFvWUKyAD/2ItNtxATzUFuhRUGz7TZIVkfLRHJre1bWsg1Cd76BzZQ+fcmHtBPveFDxPrgxG0ubPjptpsActCp6wZlDwBySv/QnGZUIKxC7sJyIULF9ZTWKfm5zeaNWkaScehGbLR+2KoaMizSaq6Q0f3KRjXdy9GmwVjO5om0XUHxw5w+K4nyB+bp1lNUS1lqZZy1BazGwISa2B1RuiYgrAh6Q6ZiZO7q06/EqATGX5BTFTd/zprrWF30ALbkQSjBgt/vUbx6SbhlEFiOkRiKsS0lFsERDME0VyTRj1BIlnds87U//zO3+cGYbPiIxjZntsBr+GTKrQNh5F0kHPfXuHsXy0TjBkkZiMkD0dJNiNbBERK6CYk0a6gHpU7Kt0OyHj+RbU5fIQRjzjYVoBMfnhlAj1gkujBQgqenIaABeNtt7JutmVzR8fmTlwBMTWog/IvFJccJRj7wDAMDh06xKFDh3jLW96CbdtbPJCzZ8+SXA1x57dCdGIWjVSfZtqkkTI3BMRxy5bMhf2/8h8cPcmaliEWGz5DqlhyUympfBmhSeKZNeKZNWZuOYmU0FpLUS3lWD0/RbcZJx1xeNt1bTo9waq3QK/S1ulagwuvJFkNuKMLv2myjyXpJyya3eE7pr078fp5926+W7XoVi2WXnA/WzjpCkjqcJjR6yPUqhm++EcfoisFNx49RW7iAvmJC1sEJNdzWNpP1eKugyMkrYRPb4laAKEJ6gW38VG/abFyos7KCbckSyBmkJyNkDoSJXdPmoAJbzoRpA+UAzrNfI/VhLNFQEYbe/sXW76fuPv9+AlGo5Ih4Gy0yjUNuJBwHwABG8ZbroBcvwpvuPvuoedTKC4GJRgXga7rewpIoVDg1MIZsufdu9JO1KKRNjFD9r78C6SkVJrg8Oy8bxyl4iShaIvwLsIiBMQyVWKZKppus1ac4NlTQUZCklTcIRe3mPbSTu2+u8q72dcI9TQWfdJRAOmoTbXlP+MqHbWxeg6tld0v2t2aRbdmYfUcRq+P8Fg3TEBAVrdxzlxPYd7tKBUOt8lNFBkdWyJjSp5O+HQVBI7QoZWUSJ+vPL4WxLEl9XPtXbebnoCYbZv8PWn+OhICATnLJm/azJzbaNZUTdpU4pJ0XbDok44CuP/+BXrtCMHw8DU0lZLbV3Y5uvt2U3fFox2Am1ZUOkpxeVCCcQnYLCAAtm2vp7C+8MxfMHohjO41Xrqr2Sfbt716WDq9bSZ6xnLo98JD01HgTpNdvDBFZvqCb2+JajlHry9YrbkX+PNLAJLoiCQdt0nFHbIxi+mUu/9UIUysoVNLWdSTFr2RrempYFcQCUnOruyj2q7oUF+0fMuUJ6dDmBIu2AEkggXLi1FIxnWLcTNApR0lMn8MAdzasEmbPUphdwFcNbDVRA84kkjDoHRkdxHYTOTb0JQdHNOnaORsBAc4HzIwhWDeW58z4jjkTJu8ZZNvCG6queeZytpER7qsNXSqDY1GW9uyxkIISXUpy9R1p31j/PrJ+4iFoOszo3bQKlfNkFJcDpRgXAZ0XWdmZoaZmRne/OY3rwvIT3/u95joO1zfsbil497Fr3mrvItBnXJQ35d/AVCtpjF7YVLbzNLtSAnnTh5hraGxdTQgaHUErY62LiAfee/LLBYnODa5yGJxgm7JvZ3thlzjt5ayqKcsErWBf+FjOhsOI5kA5Rd8+rYCI3ckWbXFtt4TgpYUtKwgC+6n4a50h6N9i/MBg1zP5kjHHbl0vFXe5bA7Cytmef6F3zRZC2ITIyw+NtxoBwi+I8eqBHObQnc0jYWQxoInIPe2e9zW7VOd7hKtBRhtud+XrTtUK8a6gAjkvvwLxxGMt6CQ8g2RbAsaQUgmk/47KxSvEiUYV4CBgPzZz/8SsDECKRQKfOpb3+C6rsXNnoD0BQQCPZaXcuj6BUZGdl9IViwO/IvhBfU69TihoKS6j+mdK5VRDs+c5wfe9XWkhNW1NIvFCc4XJzh/YYJu2RWQgGHScyAx4mDZgu62SrcD0tGBfzF8MZwxopHUHAqWX5lywajtUDZ0vhULg5TEHOne2Zs2+U0CYuFOkx1p6FhBh2505xRZcP0LTRfUCsNHIpohGLccXgz7L5obtRw6MYtzt7hFI42eIFYNEl0LEAsH1wXEERKkoF7JEI60SYyt7LpgsVHJEHTclrJDka6PcV553YrLhBKMq8DmEcib3vQmbNumWCyum+iFwsv81de/D4BUqkJ+4gL5iSIT+QvrJTE2/IvhZcWr5RyAN8LYm3BQ0mzFmJp8FnCzO2OZNcYya9x564tbBOTRx9+ApktunXFXtreDbnnv+jMjVJr6uoBkYp5/sTz8Lj8x5QrFss/S6QCStO3w9Ihb1hwhaOqC07rGae/uPmY75C2b450ewhHMnI7DaehqUBoR6FN1GmlzXUD8/IsB8ekRr2rx8Bg1KclaNpVNM7OskKSa61HNuT6F0RNEq0Em/i5JMAhzz93J3HN3umVCaoIH3vUEmXyJpCcgA/9iaQ//YkCqCyEbfv6tjwzfUaG4SJRgHAB0XWd6eprp6ekdAlIoFJg7c5aXX3IvzqlUhXy+yOL5GZITRV//4ptfeoh03KHT299snel8cdftAwEJBvsYjz3EiRmL5aTDaEMwWtfI1jRmPAHpeAIyVhM05/q+/oX2ngksabLmU8RpXLcQDL9oN3WNghA81OrxXFrjdFwn33HIdyW5jkP8Fbey70BAol1Je9nfv7B/8nqcrslSwKdMueVgAM303mVirJCkNt7jUACKRY2zCzrJlCSZckilJKeeutd9T09AQiEJKej7DBIH/oUyvBWXCyUYB5C9BKRQKLCwsMDc3FlMs8/K2Vm++4UUqVyZVH6JZL5MaFMKS0pXCHb6Fzt577tPUDg/TSZdHbrfYtFd27GacGhGJM2IpJBzQEKsKxj1yntnaxpBSxA+FOb2nztEKagj/myJ2vkuvdrWshpZ3WbF1vfsnT0glbSwerBi+Ky/sGw0oBTWaAYEpwM6p700Tcx0hSPflUx0HGI2kB/hgX9/E9WkTf0zq9QWWrSXts5ayls2FV3b4V9sJ2/ZSCQtn7UfkYaBrkOtqmGagpVlwcqy+7kCAUkyORAQh2gUMOGDL1mExquEcxX+sHkDayOwuaVKtgVN5V8oLiNKMK4BNgvIG9/4RhzH2ZLCOrtwlguvuHe0kWSNVK5MMr9EKNrap38hWSzlmdrHiOX8hQn6uqQe2XZHLqA5ImmOuAIyuaJxz1yA5yIGcVsy1bcYeXcGgJYmaJ9oUj/fo7XS36d/4V6Ml4ydpTB2288GlsM792sGBM2AzpkETLQd3lO0ODvVI2AJUjWD8e930z+m4VB/oUltoU39fJtxy+GlffgXedOmO6xqsUdszU2r1ao7YzRNwcqKYGVFIxZzuOe4RfzGBZCC7lKG6rM38G5A6Dah8TW+K8dYisJ4ExaVViguI0owrkE0TWNqaoqpqakdAlIoFJibf5ELr9wAuKOMVNzGst1Vx/1dSoOEg5JGM869dzzn+96LpTyVuOO7sG+0odEX8FQs6JY0l5KkLcn3bSb6Nvlbo4zfvJGUH9cs+oZgyTZoyZ0megBJZrN/MYS8abMcFth+PUw67sK+wmxvvfJsqOsKR6qmk7orxuhNGw5y1rS5pdunZOhU9J3NmjQpyTsWq35FKHHLxLRaAtOnVEsy5QpP8pZ5jBH3psDuBugup+mWM3SXMtxR3dh/yc8YVyheA0owXgcME5DPfv7rjKVs8qNuGqjVFVS9aZ1rDY2+qW34FxO7+xcDGs0otXqS1UP+C/uSFYNyQNvofyEENUNQMzRORgLrAvLQWo+s45AKOEwYbjqtJQQrps6ybbBs6zSltu5flH1M54DXa/25fSzsO+z0acTYUqa8F5aUwyblnHvRD3UFN3zWIHM0TKLS536vgZHVdbgQD1AK6OsCMmY5aI4Y6l8A4EB0KUR5l9HFdm57SxGzEV0XCwA9bBKdWSI6486Qs7sB1p65gebcNJ99/0d9z6lQXCxKMF6H7CYgpVJpPYX10kunmPIK3ba6AiQEAn2CweEXunX/Ij68zlSoDylbcmpkyMXdE5AQUNJ1Hh0ZIeE45G2bnG2Tw2bW8FaiC4EJ2BJ6AnfYtEdaKmu6/kU5PFwwDEcSb+icmx7+mXthSSCs0Voyef5zywRjOompIImpENkph0Mp90/I6jr02zYyY2AZcmhDqYF/Ua36iZqku5wmOutTZyps4vQDGNG28i8UlxUlGN8DaJrG5OQkk5OTPPTQQ1sEZGCk9/uST/z+h0klakxPFpmaKDI9USQW3Zhuer64h3+xjYw3hbcYHH5BDDmStOMwHwyCENR1nbqu8wqAlCSkJGdZ5G2bo3YPic4j9Q4jkRa5/AX+b+k2SgGduraxynvgXyzt4l9sZrzr9mCv+rRj1WyI5YOUnnWnIPWbNisnO6ycdKc3bxaQsZujCOD6p9KYNlQ6OtbdVZppk058oz7XMP9iM7GYRJoBwtnhvcilhO5Smsj08DU5CsVrRQnG9yC7CUi5XF4fgbwy9zwvvHwTAMlEjemJItOTRc4uTuzLv4heGKEvLCo+s5nyfTdNVtqto6EQ1IWgHgxSkJIjTZObbnmOZHqNcnGScmmSh9ruTKaRSIsTVpKSoTPVt1gJ4etf3GS0kASpJ4Y3Qko0dHdh3+LuI5GBgKye6jB2c5RzVYNKRycTscmM2ERPudN4TRvauR7NdJ/EcpBWC1//4p3/5AXWnr6JcHZ4X3ezGsPpB3nXHT87dD+F4rWiBEOBpmlMTEwwMTHBG97wBhzng+sCcvrk73Bq/ggnTroCkjYkd8wbrMYdVhMO3V086HzfphzQ/ft3921MYFXzmSZr24Dg0OF5chNFbrjpJbflbD1JyRMPinC07ZroZh/eUrYohQWlEY16gB0prFRNpx63/dus/q6NPC5pXBheHDCWC6JrsNw2KDcNLjTcGVUhwyEz4orHqC2YWnFngzkjcOttJtWqRq0qaDZ3Gv3dpQxGvIWxS0Os7fuBqh+luPwowVDsYKeAbIxAPv3dr5CvaBzyGie1QpLVhOMKSNxBioF/4W86T/QclvV9CItloesWY+MbKRchIJGskUjW1gXk9Mkbefzbb6e9aDKd1Dka1QCbfsdhcdxYF5CW7vkXU/492BOTIVrLJnZ/eBpusFp9e0fDnqVRbGgUPQEZj1ocn+pS6eqEEw7HxtwRjmlDvSqoVTWqVUGz6aaZ/PwLgG45gxFtk0qlfPdVKF4LSjAUvuwmIEtLSywsLPCp7/z5FgHpGu6F1ZAQtR1aezSL2uJf+JCzbcZyZXRj7/SRENCop3Bsycm/bOPYEIprJPI6ibzBpANHPAGxeg5aSEO3IdLWaI/snmbTHIjng5SeG15+BSAxFaTe0zCd4eIXD7oTBp5ZCtO3NUK6OwIZDdtk4hZHvdlslgPSDOCYBr3VBMF0A7FLnamBf3HHLff7xqhQvFaUYCheNZqmkc/nyefzPPjgg1sEZGFhgedfOcndLZO7WyZ1XbhTT4MapaC+LiA5z78o7+ZfbCIoJaOOTc6nzzdAqTRJc8XG8XSl13BYbjgsn/KmyHoCMv6uMPGOZLoYYroYomdIVhIOrXSfaspeF5BEXUcz9vYvBggN4tNhztX20b87YtPoa/Rt93vo2RrFpkax6aWwPAGZmumR7UvahQnahQn6wp35dceNLxHOVdYFZOBfqHSU4kqgBEPxmtkuIB+Ucj2F9fFvPMqhnsUNXsWShi4oBnSitvOq/Au/cu9mP8BKOUu9tHe+fyAgqfeEWYtInrrOZKyhMVoXjDU0pioj7n6egBi2QDr79y8qneGCIZBkRmwWG3uvGB8IyKjep2bAV/JB8l3HffQc1p65EXCrGi+FNWxgFkfVj1JcEZRgKC45QogtAiKlZGlpiX/0mU8w0bc51LMIe9mVh1styrpOyTAo6zqtbQKSsyy0bf7Fbiwt5d02qyWfabI6pFuCM3mHdhjOhh3OjgPSJtJzV6iPefWwIn0BGtz1w1nqhTa1QptGRdCpbH2PxJSbVtvuX2wnEXYwNFj1ERaQ5HoOCxGdjiGYj+nMx9xjRixJvuesi0jKlCQSCeVfKK4ISjAUlx0hBLlcjq/83C8CrAvIRz75SXK2zbRtc53lXoQbQlDWdcqGQUnXyds24z7+BUC5OIljS5rLw/eLZXU0KVjZvvhQQDsM7bDDuXHQbJsf+I5BrdDGbFkkZ6OM3eKWCem3LOqFNo1lh9r5Homp0L78i8yIG1ul6yMsQYeQ4xZP3E7HEMwbOvNRHaTkh872uOvo0aHnUyguFUowFFecgYB8+WMfAzYEZGFhgf/16KNbBMQB+r0QZ165kdzEBWLxxq7nfPwvb0c6No5P1ZJE3sBBUokPn/WUbgk0Q6P4xBprp1zTO5QKkJyNkDgUIXk4ytgtgfX426bkUKq/3ht9Nxc9E7FpbvIv9mIgLLsJxpYYTUlYqum0iiuHEgzFVWcgILlcjgceeAApJcvLy+sm+tzcUzz2rbcDEI02yE1cWH/EYg0sM0BsVGfx+eFeA8DIG4NUpfRff9EQSCmpn91Y6d6rmixVayw9WwMglAyQuzvFzJvGMCIOt3qlVXqGZDUuqZ4Ms+oJiABf/2JAbMakbgrahs904647SlL+heJKoQRDceAQQpDNZslms9x///1I+YPrAlIoFDgz9yRzp13zNxptEE/WEJqgWxte42qzf+HHWF2jVepi9/bet1czcUx3+9dvs9AdGGuIdSN9MrshIPURidHQaJuCoYWmNvkXfuS7Dg0d5V8orhhKMBQHnp0C8oEtAjI/Pw90uO4tEWbucaiXrPVHr7mRehr4F37FEzUHMmtQ9OnzDZCYjVAbkfS9gcO5kOSctxhvpOcKyGhDI7/mppduHutzNNdnKQr1uRCVjk5jUworPsS/2IKU5LsOD9x+p2+MCsWlQgmG4ppjp4BIVlZW1lNYzz75AuPXuTOXeq0NAYlk9P35F03Xv6j7CIbQIH5dlLN7CFAntCEgx3sa8R6cyEKuBeMtmBlzU2g9HdZqBpWuTkh3z+UnGClTEnZUOkpxZVGCobjmEUIwPj7O+Pg49913Hx/4wAfWBeT3fusLJCcNxo+5AmILyR0LOitxt6RJK8SO7NDAv6idGy4YsckRDEew4iNAQrrtUxdSsJAWLKTd1yN9SbblbsvqFvm+69hL4MGKSSmkUQprVIJiRy2sCeVfKK4CvoIhhJgBPg3kcSetfFxK+Rvb9kkDnwCOAV3gI1LKF/yOFUL8M+BnAQv4spTyX16ST6X4nmaLgPyf+7aMQH7n8T9jrK4xvepegDsBVzg2C8hoXaNV6mF3h6eukrMRAFZ9BCPZEgQcWIpufb0dFCwE2RCQnuS9Z0yC0TY3So3ZNbfSrRHscUYfoRTeEBDlXyiuBvsZYVjAz0spnxJCxIEnhRBfk1K+uGmfXwKekVK+VwhxE/BbwDuHHSuEeDvwMHCHlLInhMhe2o+mULhsH4FIKVldXV1PYT35ygvrAtINSIIm1DoW4XSA7tre7VZHHh6jbm74F3sx2nDPvV0wthN0wLEDzN5xguyxBXqtCLVSlmo5i1HKbREQ29I5tY92tQrFpcRXMKSURaDoPW8IIV4CpoDNgnEL8J+9fV4WQhwWQuR8jv2nwK9IKXvedtX9RXFFEEIwNjbG2NgYx48f5/3y/esCUigUmJubQzsquPdnrqNXN6mfdVd51wptuhV35pPQINMUnB3zn3GVrunUQ9ANDJ8mm2u5P5N5908hFG2TPbZA9tgCAL3WCLVyjpXCNKtnD/Fz7/wHF/8lKBQXwavyMIQQh4G7ge9s2/Qs8D7gb4QQ9wOzwDRQHnLsDcCbhRD/ETeN9QtSyr/b5T1/EvhJgEOHDr2acBWKfbFdQDaPQAqFAk+Jpxm/zW192m+Y1AptejXT9S9i/v7FeAsKKf84xlsQjjcIRXf3TkLRDtmjC1j9AKtnDyn/QnHF2bdgCCFiwB8BH5VS1rdt/hXgN4QQzwDPA0/jpqOGHWsAaeBB4D7gc0KIo1LKLX+BUsqPAx8HOH78+PC/ToXiErBdQN73vvdRqVRYWFjgk7/yGZKzEYJxNw91x1mdyap0PZC4QzPMFhM92RYEd/EvdiAlR7o9krNlnx2hVsoRiraUf6G44uxLMIQQAdwL/meklH+8fbsnAj/u7SuAee8x7NjzwB97AvFdIYQDjAHLF/9xFIpLjxCC0dFRRkdHufcP70VKSaVS4Se+9OuM1jXGGoLpigbodAMD8ZCsxB1Ga/vzL1JdsPohUrnhmVkpoVrKkpm+gPBpPKVQXGr2M0tKAL8LvCSl/K977JMC2lLKPvATwDellHWfY78AvAP4hhDiBiAIrFzsB1EorhQDAfmTH/sPgFtLam1tjYWFBf7Ht/90i4DYQmJqMF2HpaikHmLHFFlwp9bChn+xF+1qEqsX5sFbP3ppP5RCsQ/2M8J4I/AjwPNeygncWVGHAKSUvw3cDHxaCGHjGtr/eNixUso/x52G+wkhxAtAH/ix7ekoheJaQAhBJpMhk8nwv++5Z4uAFAoFHn/xOe7z2nl0DShHJUtRd9QxEJBsC8Kxvf2LAbWyO5lQ+ReKq8F+Zkn9DXsXvhns87fA9a/mWG808sP7C1OhuHbYLCD33HMPjzzyyBYBWVhYoH7BtfK6BixFJPkGRGfWkHLXAcg6yr9QXE3USm+F4jKzXUCklFSr1fV1IPPz8zRkg9Wzh/jO595HMlcmmV8imVsikqqtC4iU7gjj5hvuV/6F4qqgBEOhuMIIIUin06TTae6+++4tAjIopnim4I5AAuEuydwSyXyZYKSF2Q2rdJTiqqEEQ6G4yvgJyMunH2Ol4K5BCoy0VcMkxVVDXEs+sxCiAZy82nEMYYyDPdNLxXfxHOTYQMX3Wnk18c1KKccvZzAHlWtthHFSSnn8agexF0KIJ1R8F89Bju8gxwYqvtfKQY/voODTpUWhUCgUChclGAqFQqHYF9eaYHz8agfgg4rvtXGQ4zvIsYGK77Vy0OM7EFxTprdCoVAorh7X2ghDoVAoFFcLKeUVeQALuKXPnwGe8F7LAF8DTnk/097r/9Dbb/BwgLu8bfd65zkN/Hc2Rkkh4A+8178DHN703j/mvccp3JpVryW2APApb/+XgF/cdJ5LHttFxBcEPunt/yzwtqsU3w8CJ7zf3fFt+/+i914ngfccpPiAUeCvgCbwm9vOcxDiezfwpLf/k8A7Dlh897Pxd/ss8N6DFN+mYw55v+NfuNzxvZ4eV+6N3F/q2LbXfg34mPf8Y8Cv7nLc7cDcpn9/F3gDbo2qrwB/z3v9p4Hf9p5/CPgD73kGmPN+pr3n6YuNDfgw8FnvecQ79vDliu0i4vsZ4JPe8yzuRUW7CvHdDNwIfIOtF5RbcC8kIeAIcAbQD1B8UeBNwE+xUzAOQnx3A5Pe89uAxQMWXwQwvOcTwNKmf1/1+DZt/yPgD9kqGJclvtfT42qnpB7GvVvH+/nILvv8EPD7AEKICSAhpfxb6f7GPr3pmM3n+jzwTq+8+nuAr0kpK1LKNdy78e9/DbFJICqEMIAR3Eq79Ssc27D4bgH+Etbb3laB41c6PinlS1LK3RZZPowruD0p5TzuXdv9ByU+KWVLukUzu5tfP0DxPS2l9GrfcgIICyFCByi+tpRy0DwtjPv3cmC+Py+WR3Av7ic2vXal/36vSa6kYEjg/wkhnvTargIM+n7j/czuctwH8QQDtx/4+U3bznuvDbad885lATXc9ML667scczGxfR5o4fYqPwv8Fyll5TLG9mrjexZ4WAhhCCGO4A6zZ65CfHux1zkPSnzD4j5o8b0feFpK2TtI8QkhHhBCnMBN7/yU954HIj4hRBT4V8C/27bpcsb3uuFKrvR+o5TyghAiC3xNCPGy3wFCiAdwGzO9MHhpl92kz7Zhx1xMbPcDNjCJOwz9lhDi0csY26uN7xO4w/EngALwGG673Csan5Tym3vEdzHvdSXj24sDFZ8Q4lbgV4HvO2jxSSm/A9wqhLgZ+JQQ4isHKL5/B/w3KWVzW8Xfyxnf64YrNsIYDKO9NMmf4F54y95QcDAk3N5u7ENsjC7AVfDpTf+eBi5s2jbjncsAkkBl8+u7HHMxsX0Y+Asppent/23g+OWK7dXGJ6W0pJT/XEp5l5TyYSCFa8hd6fj2Yq9zHpT4hsV9IOITQkx7+/2olPLMQYtv03Ev4Y7GbztA8T0A/JoQYgH4KPBLQoifvZzxvZ64IoIhhIgKIeKD57h3RS8AX8SdZYD38083HaPhznT47OA1L/XSEEI86OUQf3TTMZvP9QHg614u8qvA9wkh0kKItPfeX30NsZ0F3iFcosCDwMuXI7aLiU8IEfH2QwjxbsCSUr54FeLbiy8CH/Ly7kdwG2999wDFtysHJT7htkP+Mu7svG8fwPiOeBdVhBCzuMbzwkGJT0r5ZinlYSnlYeDXgf8kpfzNyxXf6w55BZx14Chubv1ZXKPpl73XR3EN2lPez8ymY94GPL7LuY7j/oc4A/wmG1PfwrizHk7jznY4uumYj3ivnwZ+/LXEBsS89zmB2472X1yu2C4yvsO401VfAh7Frax5NeJ7L+4dWA8oA1/ddMwvezGcxJuJcsDiW8C9g2x6+9xyUOID/jXuXfszmx7ZAxTfj3j7PQM8BTxy0H6/m479t2ydJXXJ43u9PdRKb4VCoVDsi6s9rVahUCgU1whKMBQKhUKxL5RgKBQKhWJfKMFQKBQKxb5QgqFQKBSKfaEEQ6FQKBT7QgmGQqFQKPaFEgyFQqFQ7Iv/D6vETZwjUO5vAAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] @@ -485,8 +501,8 @@ "a = np.random.random((ml.dis.nrow, ml.dis.ncol))\n", "\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "ax.set_title('Random Array')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "ax.set_title(\"Random Array\")\n", "mapview = flopy.plot.PlotMapView(model=ml, layer=0)\n", "quadmesh = mapview.plot_array(a)\n", "linecollection = mapview.plot_grid()\n", @@ -516,8 +532,8 @@ "a = ml.dis.botm.array\n", "\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "ax.set_title('Model Bottom Elevations')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "ax.set_title(\"Model Bottom Elevations\")\n", "mapview = flopy.plot.PlotMapView(model=ml, layer=0)\n", "quadmesh = mapview.plot_array(a)\n", "linecollection = mapview.plot_grid()\n", @@ -556,8 +572,8 @@ "a = ml.dis.botm.array\n", "\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "ax.set_title('Model Bottom Elevations')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "ax.set_title(\"Model Bottom Elevations\")\n", "mapview = flopy.plot.PlotMapView(model=ml, layer=0)\n", "contour_set = mapview.contour_array(a)\n", "linecollection = mapview.plot_grid()\n", @@ -591,15 +607,16 @@ "levels = np.arange(0, 20, 0.5)\n", "\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "ax.set_title('Model Bottom Elevations')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "ax.set_title(\"Model Bottom Elevations\")\n", "mapview = flopy.plot.PlotMapView(model=ml, layer=0)\n", "contour_set = mapview.contour_array(a, levels=levels)\n", "linecollection = mapview.plot_grid()\n", "\n", "# set up and plot a continuous colorbar in matplotlib for a contour plot\n", - "norm= mpl.colors.Normalize(vmin=contour_set.cvalues.min(), \n", - " vmax=contour_set.cvalues.max())\n", + "norm = mpl.colors.Normalize(\n", + " vmin=contour_set.cvalues.min(), vmax=contour_set.cvalues.max()\n", + ")\n", "sm = plt.cm.ScalarMappable(norm=norm, cmap=contour_set.cmap)\n", "sm.set_array([])\n", "fig.colorbar(sm, shrink=0.75);" @@ -633,27 +650,27 @@ } ], "source": [ - "fname = os.path.join(modelpth, 'freyberg.hds')\n", + "fname = os.path.join(modelpth, \"freyberg.hds\")\n", "hdobj = flopy.utils.HeadFile(fname)\n", "head = hdobj.get_data()\n", - "levels = np.arange(10, 30, .5)\n", + "levels = np.arange(10, 30, 0.5)\n", "\n", "fig = plt.figure(figsize=(15, 10))\n", "\n", - "ax = fig.add_subplot(1, 2, 1, aspect='equal')\n", - "ax.set_title('plot_array()')\n", + "ax = fig.add_subplot(1, 2, 1, aspect=\"equal\")\n", + "ax.set_title(\"plot_array()\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "quadmesh = mapview.plot_ibound()\n", - "quadmesh = mapview.plot_array(head, masked_values=[999.], alpha=0.5)\n", + "quadmesh = mapview.plot_array(head, masked_values=[999.0], alpha=0.5)\n", "mapview.plot_bc(\"WEL\")\n", "linecollection = mapview.plot_grid()\n", "\n", - "ax = fig.add_subplot(1, 2, 2, aspect='equal')\n", - "ax.set_title('contour_array()')\n", + "ax = fig.add_subplot(1, 2, 2, aspect=\"equal\")\n", + "ax.set_title(\"contour_array()\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "quadmesh = mapview.plot_ibound()\n", "mapview.plot_bc(\"WEL\")\n", - "contour_set = mapview.contour_array(head, masked_values=[999.], levels=levels)\n", + "contour_set = mapview.contour_array(head, masked_values=[999.0], levels=levels)\n", "linecollection = mapview.plot_grid();" ] }, @@ -687,32 +704,38 @@ } ], "source": [ - "fname = os.path.join(modelpth, 'freyberg.cbc')\n", + "fname = os.path.join(modelpth, \"freyberg.cbc\")\n", "cbb = flopy.utils.CellBudgetFile(fname)\n", "head = hdobj.get_data()\n", - "frf = cbb.get_data(text='FLOW RIGHT FACE')[0]\n", - "fff = cbb.get_data(text='FLOW FRONT FACE')[0]\n", + "frf = cbb.get_data(text=\"FLOW RIGHT FACE\")[0]\n", + "fff = cbb.get_data(text=\"FLOW FRONT FACE\")[0]\n", "flf = None\n", "\n", - "qx, qy, qz = flopy.utils.postprocessing.get_specific_discharge((frf, fff, None), ml) # no head array for volumetric discharge\n", - "sqx, sqy, sqz = flopy.utils.postprocessing.get_specific_discharge((frf, fff, None), ml, head)\n", + "qx, qy, qz = flopy.utils.postprocessing.get_specific_discharge(\n", + " (frf, fff, None), ml\n", + ") # no head array for volumetric discharge\n", + "sqx, sqy, sqz = flopy.utils.postprocessing.get_specific_discharge(\n", + " (frf, fff, None), ml, head\n", + ")\n", "\n", "fig = plt.figure(figsize=(15, 10))\n", "\n", - "ax = fig.add_subplot(1, 2, 1, aspect='equal')\n", - "ax.set_title('Volumetric discharge (' + r'$L^3/T$' + ')')\n", + "ax = fig.add_subplot(1, 2, 1, aspect=\"equal\")\n", + "ax.set_title(\"Volumetric discharge (\" + r\"$L^3/T$\" + \")\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "quadmesh = mapview.plot_ibound()\n", - "quadmesh = mapview.plot_array(head, masked_values=[999.], alpha=0.5)\n", - "quiver = mapview.plot_vector(qx, qy) \n", + "quadmesh = mapview.plot_array(head, masked_values=[999.0], alpha=0.5)\n", + "quiver = mapview.plot_vector(qx, qy)\n", "linecollection = mapview.plot_grid()\n", "\n", - "ax = fig.add_subplot(1, 2, 2, aspect='equal')\n", - "ax.set_title('Specific discharge (' + r'$L/T$' + ')')\n", + "ax = fig.add_subplot(1, 2, 2, aspect=\"equal\")\n", + "ax.set_title(\"Specific discharge (\" + r\"$L/T$\" + \")\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "quadmesh = mapview.plot_ibound()\n", - "quadmesh = mapview.plot_array(head, masked_values=[999.], alpha=0.5)\n", - "quiver = mapview.plot_vector(sqx, sqy) # include the head array for specific discharge\n", + "quadmesh = mapview.plot_array(head, masked_values=[999.0], alpha=0.5)\n", + "quiver = mapview.plot_vector(\n", + " sqx, sqy\n", + ") # include the head array for specific discharge\n", "linecollection = mapview.plot_grid()" ] }, @@ -757,24 +780,28 @@ "# plot the data\n", "fig = plt.figure(figsize=(10, 10))\n", "\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "ax.set_title('plot_array()')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "ax.set_title(\"plot_array()\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "quadmesh = mapview.plot_ibound()\n", - "quadmesh = mapview.plot_array(head, masked_values=[999.], alpha=0.5)\n", + "quadmesh = mapview.plot_array(head, masked_values=[999.0], alpha=0.5)\n", "quiver = mapview.plot_vector(sqx, sqy)\n", "linecollection = mapview.plot_grid()\n", "for d in ml.wel.stress_period_data[0]:\n", - " mapview.plot_endpoint(ept, direction='starting', \n", - " selection_direction='ending', \n", - " selection=(d[0], d[1], d[2]), zorder=100)\n", + " mapview.plot_endpoint(\n", + " ept,\n", + " direction=\"starting\",\n", + " selection_direction=\"ending\",\n", + " selection=(d[0], d[1], d[2]),\n", + " zorder=100,\n", + " )\n", "\n", "# construct maximum travel time to plot (200 years - MODFLOW time unit is seconds)\n", - "travel_time_max = 200. * 365.25 * 24. * 60. * 60. \n", - "ctt = '<={}'.format(travel_time_max)\n", + "travel_time_max = 200.0 * 365.25 * 24.0 * 60.0 * 60.0\n", + "ctt = \"<={}\".format(travel_time_max)\n", "\n", "# plot the pathlines\n", - "mapview.plot_pathline(plines, layer='all', colors='red', travel_time=ctt);" + "mapview.plot_pathline(plines, layer=\"all\", colors=\"red\", travel_time=ctt);" ] }, { @@ -809,32 +836,34 @@ } ], "source": [ - "# Setup the figure and PlotMapView. Show a very faint map of ibound and \n", + "# Setup the figure and PlotMapView. Show a very faint map of ibound and\n", "# model grid by specifying a transparency alpha value.\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "# reset the grid rotation and offsets to 0\n", "ml.modelgrid.set_coord_info(xoff=0, yoff=0, angrot=0)\n", "\n", - "mapview = flopy.plot.PlotMapView(model=ml,ax=ax)\n", + "mapview = flopy.plot.PlotMapView(model=ml, ax=ax)\n", "\n", - "# Plot a shapefile of \n", - "shp = os.path.join(loadpth, 'gis', 'bedrock_outcrop_hole')\n", - "patch_collection = mapview.plot_shapefile(shp, #facecolor='none', \n", - " edgecolor='green', linewidths=2, alpha=0.5)\n", + "# Plot a shapefile of\n", + "shp = os.path.join(loadpth, \"gis\", \"bedrock_outcrop_hole\")\n", + "patch_collection = mapview.plot_shapefile(\n", + " shp, edgecolor=\"green\", linewidths=2, alpha=0.5 # facecolor='none',\n", + ")\n", "# Plot a shapefile of a cross-section line\n", - "shp = os.path.join(loadpth, 'gis', 'cross_section')\n", - "patch_collection = mapview.plot_shapefile(shp, radius=0, lw=[3, 1.5], \n", - " edgecolor=['red', 'green'], facecolor='None')\n", + "shp = os.path.join(loadpth, \"gis\", \"cross_section\")\n", + "patch_collection = mapview.plot_shapefile(\n", + " shp, radius=0, lw=[3, 1.5], edgecolor=[\"red\", \"green\"], facecolor=\"None\"\n", + ")\n", "\n", "# Plot a shapefile of well locations\n", - "shp = os.path.join(loadpth, 'gis', 'wells_locations')\n", - "patch_collection = mapview.plot_shapefile(shp, radius=100, facecolor='red')\n", + "shp = os.path.join(loadpth, \"gis\", \"wells_locations\")\n", + "patch_collection = mapview.plot_shapefile(shp, radius=100, facecolor=\"red\")\n", "\n", "# Plot the grid and boundary conditions over the top\n", - "quadmesh = mapview.plot_ibound(alpha = 0.1)\n", - "quadmesh = mapview.plot_bc('RIV', alpha=0.1)\n", + "quadmesh = mapview.plot_ibound(alpha=0.1)\n", + "quadmesh = mapview.plot_bc(\"RIV\", alpha=0.1)\n", "linecollection = mapview.plot_grid(alpha=0.1)" ] }, @@ -864,30 +893,33 @@ } ], "source": [ - "# Setup the figure and PlotMapView. Show a very faint map of ibound and \n", + "# Setup the figure and PlotMapView. Show a very faint map of ibound and\n", "# model grid by specifying a transparency alpha value.\n", "\n", "# set the modelgrid rotation and offset\n", - "ml.modelgrid.set_coord_info(xoff=-2419.2189559966773, yoff=297.0427372400354, angrot=-14)\n", + "ml.modelgrid.set_coord_info(\n", + " xoff=-2419.2189559966773, yoff=297.0427372400354, angrot=-14\n", + ")\n", "\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "\n", - "# Plot a shapefile of \n", - "shp = os.path.join(loadpth, 'gis', 'bedrock_outcrop_hole_rotate14')\n", - "patch_collection = mapview.plot_shapefile(shp, #facecolor='none', \n", - " edgecolor='green', linewidths=2, alpha=0.5)\n", + "# Plot a shapefile of\n", + "shp = os.path.join(loadpth, \"gis\", \"bedrock_outcrop_hole_rotate14\")\n", + "patch_collection = mapview.plot_shapefile(\n", + " shp, edgecolor=\"green\", linewidths=2, alpha=0.5 # facecolor='none',\n", + ")\n", "# Plot a shapefile of a cross-section line\n", - "shp = os.path.join(loadpth, 'gis', 'cross_section_rotate14')\n", - "patch_collection = mapview.plot_shapefile(shp, lw=3, edgecolor='red')\n", + "shp = os.path.join(loadpth, \"gis\", \"cross_section_rotate14\")\n", + "patch_collection = mapview.plot_shapefile(shp, lw=3, edgecolor=\"red\")\n", "\n", "# Plot a shapefile of well locations\n", - "shp = os.path.join(loadpth, 'gis', 'wells_locations_rotate14')\n", - "patch_collection = mapview.plot_shapefile(shp, radius=100, facecolor='red')\n", + "shp = os.path.join(loadpth, \"gis\", \"wells_locations_rotate14\")\n", + "patch_collection = mapview.plot_shapefile(shp, radius=100, facecolor=\"red\")\n", "\n", "# Plot the grid and boundary conditions over the top\n", - "quadmesh = mapview.plot_ibound(alpha = 0.1)\n", + "quadmesh = mapview.plot_ibound(alpha=0.1)\n", "linecollection = mapview.plot_grid(alpha=0.1);" ] }, @@ -925,18 +957,20 @@ "outputs": [], "source": [ "# lets extract some shapes from our shapefiles\n", - "shp = os.path.join(loadpth, 'gis', 'bedrock_outcrop_hole_rotate14')\n", + "shp = os.path.join(loadpth, \"gis\", \"bedrock_outcrop_hole_rotate14\")\n", "with shapefile.Reader(shp) as r:\n", - " polygon_w_hole = [r.shape(0),]\n", - " \n", - "shp = os.path.join(loadpth, 'gis', 'cross_section_rotate14')\n", + " polygon_w_hole = [\n", + " r.shape(0),\n", + " ]\n", + "\n", + "shp = os.path.join(loadpth, \"gis\", \"cross_section_rotate14\")\n", "with shapefile.Reader(shp) as r:\n", " cross_section = r.shapes()\n", - " \n", + "\n", "# Plot a shapefile of well locations\n", - "shp = os.path.join(loadpth, 'gis', 'wells_locations_rotate14')\n", + "shp = os.path.join(loadpth, \"gis\", \"wells_locations_rotate14\")\n", "with shapefile.Reader(shp) as r:\n", - " wells = r.shapes()\n" + " wells = r.shapes()" ] }, { @@ -966,10 +1000,12 @@ ], "source": [ "# set the modelgrid rotation and offset\n", - "ml.modelgrid.set_coord_info(xoff=-2419.2189559966773, yoff=297.0427372400354, angrot=-14)\n", + "ml.modelgrid.set_coord_info(\n", + " xoff=-2419.2189559966773, yoff=297.0427372400354, angrot=-14\n", + ")\n", "\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=ml)\n", "\n", "# Plot the grid and boundary conditions\n", @@ -977,16 +1013,17 @@ "linecollection = mapview.plot_grid()\n", "\n", "# plot polygon(s)\n", - "patch_collection0 = mapview.plot_shapes(polygon_w_hole, edgecolor='orange', \n", - " linewidths=2, alpha=0.5)\n", + "patch_collection0 = mapview.plot_shapes(\n", + " polygon_w_hole, edgecolor=\"orange\", linewidths=2, alpha=0.5\n", + ")\n", "\n", "# plot_line(s)\n", - "patch_collection1 = mapview.plot_shapes(cross_section, lw=3, \n", - " edgecolor='red')\n", + "patch_collection1 = mapview.plot_shapes(cross_section, lw=3, edgecolor=\"red\")\n", "\n", "# plot_point(s)\n", - "patch_collection3 = mapview.plot_shapes(wells, radius=100, \n", - " facecolor='k', edgecolor='k');" + "patch_collection3 = mapview.plot_shapes(\n", + " wells, radius=100, facecolor=\"k\", edgecolor=\"k\"\n", + ");" ] }, { @@ -1041,8 +1078,9 @@ " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Aug 01 2021 12:51:08 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -1057,17 +1095,23 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 14:37:35\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:13\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n", - " Solving: Stress period: 1 Time step: 1\n", - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 14:37:35\n", - " Elapsed run time: 0.121 Seconds\n", - " \n", + "\n", + " Solving: Stress period: 1 Time step: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:14\n", + " Elapsed run time: 0.102 Seconds\n", + "\n", " Normal termination of simulation.\n", "Output file located: freyberg.hds\n", "Output file located: freyberg.cbc\n" @@ -1076,25 +1120,26 @@ ], "source": [ "# load the Freyberg model into mf6-flopy and run the simulation\n", - "sim_name = 'mfsim.nam'\n", + "sim_name = \"mfsim.nam\"\n", "sim_path = os.path.join(\"..\", \"data\", \"mf6-freyberg\")\n", - "sim = flopy.mf6.MFSimulation.load(sim_name=sim_name, version=vmf6, exe_name=exe_name_mf6, \n", - " sim_ws=sim_path)\n", + "sim = flopy.mf6.MFSimulation.load(\n", + " sim_name=sim_name, version=vmf6, exe_name=exe_name_mf6, sim_ws=sim_path\n", + ")\n", "\n", - "newpth = os.path.join('data')\n", + "newpth = os.path.join(\"data\")\n", "sim.set_sim_path(newpth)\n", "sim.write_simulation()\n", "success, buff = sim.run_simulation()\n", "if not success:\n", - " print ('Something bad happened.')\n", - "files = ['freyberg.hds', 'freyberg.cbc']\n", + " print(\"Something bad happened.\")\n", + "files = [\"freyberg.hds\", \"freyberg.cbc\"]\n", "for f in files:\n", " if os.path.isfile(os.path.join(modelpth, f)):\n", - " msg = 'Output file located: {}'.format(f)\n", - " print (msg)\n", + " msg = \"Output file located: {}\".format(f)\n", + " print(msg)\n", " else:\n", - " errmsg = 'Error. Output file cannot be found: {}'.format(f)\n", - " print (errmsg)" + " errmsg = \"Error. Output file cannot be found: {}\".format(f)\n", + " print(errmsg)" ] }, { @@ -1126,30 +1171,30 @@ ], "source": [ "# get the modflow-6 model we want to plot\n", - "ml6 = sim.get_model('freyberg')\n", + "ml6 = sim.get_model(\"freyberg\")\n", "ml6.modelgrid.set_coord_info(angrot=-14)\n", "\n", "fig = plt.figure(figsize=(15, 10))\n", "\n", "# plot boundary conditions\n", - "ax = fig.add_subplot(1, 2, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 2, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=ml6)\n", "quadmesh = mapview.plot_ibound()\n", - "quadmesh = mapview.plot_bc('RIV')\n", - "quadmesh = mapview.plot_bc('WEL')\n", + "quadmesh = mapview.plot_bc(\"RIV\")\n", + "quadmesh = mapview.plot_bc(\"WEL\")\n", "linecollection = mapview.plot_grid()\n", "ax.set_title(\"Plot boundary conditions\")\n", "\n", "# plot model bottom elevations\n", "a = ml6.dis.botm.array\n", "\n", - "ax = fig.add_subplot(1, 2, 2, aspect='equal')\n", - "ax.set_title('Model Bottom Elevations')\n", + "ax = fig.add_subplot(1, 2, 2, aspect=\"equal\")\n", + "ax.set_title(\"Model Bottom Elevations\")\n", "mapview = flopy.plot.PlotMapView(model=ml6, layer=0)\n", "quadmesh = mapview.plot_array(a)\n", "inactive = mapview.plot_inactive()\n", "linecollection = mapview.plot_grid()\n", - "cb = plt.colorbar(quadmesh, shrink=0.5)\n" + "cb = plt.colorbar(quadmesh, shrink=0.5)" ] }, { @@ -1187,15 +1232,16 @@ "levels = np.arange(0, 20, 0.5)\n", "\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "ax.set_title('Model Bottom Elevations')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "ax.set_title(\"Model Bottom Elevations\")\n", "mapview = flopy.plot.PlotMapView(model=ml6, layer=0)\n", "contour_set = mapview.contour_array(a, levels=levels)\n", "linecollection = mapview.plot_grid()\n", "\n", "# set up and plot a continuous colorbar in matplotlib for a contour plot\n", - "norm= mpl.colors.Normalize(vmin=contour_set.cvalues.min(), \n", - " vmax=contour_set.cvalues.max())\n", + "norm = mpl.colors.Normalize(\n", + " vmin=contour_set.cvalues.min(), vmax=contour_set.cvalues.max()\n", + ")\n", "sm = plt.cm.ScalarMappable(norm=norm, cmap=contour_set.cmap)\n", "sm.set_array([])\n", "fig.colorbar(sm, shrink=0.75);" @@ -1250,8 +1296,8 @@ "quiver = mapview.plot_vector(qx, qy)\n", "inactive = mapview.plot_inactive()\n", "\n", - "plt.title(\"Specific Discharge (\" + r'$L/T$' + ')')\n", - "plt.colorbar(quadmesh, shrink=0.75);\n" + "plt.title(\"Specific Discharge (\" + r\"$L/T$\" + \")\")\n", + "plt.colorbar(quadmesh, shrink=0.75);" ] }, { @@ -1279,7 +1325,13 @@ " writing ims package ims...\n", " writing model mp7p2...\n", " writing model name file...\n", - " writing package disv...\n", + " writing package disv...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " writing package ic...\n", " writing package npf...\n", " writing package wel_0...\n", @@ -1292,8 +1344,9 @@ " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Aug 01 2021 12:51:08 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -1308,17 +1361,23 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 14:37:37\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:16\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n", - " Solving: Stress period: 1 Time step: 1\n", - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/16 14:37:37\n", - " Elapsed run time: 0.131 Seconds\n", - " \n", + "\n", + " Solving: Stress period: 1 Time step: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:16\n", + " Elapsed run time: 0.245 Seconds\n", + "\n", "\n", "WARNING REPORT:\n", "\n", @@ -1353,7 +1412,13 @@ "\n", "MODPATH Version 7.2.001 \n", "Program compiled Aug 01 2021 12:57:00 with IFORT compiler (ver. 19.10.3) \n", - " \n", + " \n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " \n", "Run particle tracking simulation ...\n", "Processing Time Step 1 Period 1. Time = 1.00000E+03 Steady-state flow \n", @@ -1380,18 +1445,19 @@ "# build and run vertex model grid demo problem\n", "sys.path.append(os.path.join(\"..\", \"common\"))\n", "import setup_pmv_demo\n", + "\n", "setup_pmv_demo.run()\n", "\n", "# check if model ran properly\n", "modelpth = os.path.join(\"data\", \"mp7_ex2\", \"mf6\")\n", - "files = ['mp7p2.hds', 'mp7p2.cbb']\n", + "files = [\"mp7p2.hds\", \"mp7p2.cbb\"]\n", "for f in files:\n", " if os.path.isfile(os.path.join(modelpth, f)):\n", - " msg = 'Output file located: {}'.format(f)\n", - " print (msg)\n", + " msg = \"Output file located: {}\".format(f)\n", + " print(msg)\n", " else:\n", - " errmsg = 'Error. Output file cannot be found: {}'.format(f)\n", - " print (errmsg)" + " errmsg = \"Error. Output file cannot be found: {}\".format(f)\n", + " print(errmsg)" ] }, { @@ -1407,7 +1473,13 @@ " loading simulation name file...\n", " loading tdis package...\n", " loading model gwf6...\n", - " loading package disv...\n", + " loading package disv...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "WARNING: Unable to resolve dimension of ('gwf6', 'disv', 'cell2d', 'cell2d', 'icvert') based on shape \"ncvert\".\n", " loading package ic...\n", " loading package npf...\n", @@ -1422,8 +1494,12 @@ "source": [ "# load the simulation and get the model\n", "vertex_sim_name = \"mfsim.nam\"\n", - "vertex_sim = flopy.mf6.MFSimulation.load(sim_name=vertex_sim_name, version=vmf6, exe_name=exe_name_mf6, \n", - " sim_ws=modelpth)\n", + "vertex_sim = flopy.mf6.MFSimulation.load(\n", + " sim_name=vertex_sim_name,\n", + " version=vmf6,\n", + " exe_name=exe_name_mf6,\n", + " sim_ws=modelpth,\n", + ")\n", "vertex_ml6 = vertex_sim.get_model(\"mp7p2\")" ] }, @@ -1461,7 +1537,7 @@ "vertex_ml6.modelgrid.set_coord_info(xoff=362100, yoff=4718900, angrot=-21)\n", "\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "ax.set_title(\"Vertex Model Grid (DISV)\")\n", "\n", "# use PlotMapView to plot a DISV (vertex) model\n", @@ -1503,7 +1579,7 @@ ], "source": [ "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "ax.set_title(\"Vertex Model Grid (DISV)\")\n", "\n", "# use PlotMapView to plot a DISV (vertex) model\n", @@ -1541,16 +1617,16 @@ ], "source": [ "# get the head output for stress period 1 from the modflow6 head file\n", - "head = flopy.utils.HeadFile(os.path.join(modelpth, 'mp7p2.hds'))\n", + "head = flopy.utils.HeadFile(os.path.join(modelpth, \"mp7p2.hds\"))\n", "hdata = head.get_alldata()[0, :, :, :]\n", "\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "ax.set_title(\"plot_array()\")\n", "\n", "mapview = flopy.plot.PlotMapView(model=vertex_ml6, layer=2)\n", "patch_collection = mapview.plot_array(hdata, cmap=\"Dark2\")\n", - "linecollection = mapview.plot_grid(lw=0.25, color='k')\n", + "linecollection = mapview.plot_grid(lw=0.25, color=\"k\")\n", "cb = plt.colorbar(patch_collection, shrink=0.75)" ] }, @@ -1568,7 +1644,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAqcAAAJSCAYAAAD+umyuAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAEAAElEQVR4nOy9d3ij5Zm2fz6vZFkukntv03svTKVNowSGlgQSCCWFQMomm2zL5re72e/b7JeyhA3JBkIKgWRTIDBDhxkGBpjK9F49M7ZV3C1LLrIsve/vD1lCtmVZkl/BDDzncXAwVnn0SLblS/dzX/clNE1DIpFIJBKJRCK5GFA+7A1IJBKJRCKRSCQhpDiVSCQSiUQikVw0SHEqkUgkEolEIrlokOJUIpFIJBKJRHLRIMWpRCKRSCQSieSiQYpTiUQikUgkEslFgxSnEslHDCHEOCGEJoQwxnHbe4UQ28a6zliJtY+PGx/k6y6RSCQXI1KcSiQfIkKIC0IInxCicMjlBwcEyrgPaWsfeYQQW4UQX/yw93ExI4T4gxDCKYRwCyFOy9dLIpF8EEhxKpF8+JwHPhP6QggxG8j48LYjGSuXWtVTBIn29+D/AeM0TbMC64H/EEIs/GB3J5FIPm5IcSqRfPj8Hrg74ut7gKcibyCEyBFCPCWEaBFC1Akh/r+QmBBCGIQQ/yWEaBVCnAM+EeW+vxmogNmFEP8hhDAksL87hRD1A+t/N2JdRQjxT0KIWiFEmxDiaSFEfsT1zwghGoUQnUKId4QQMyOuKxBCvDBQkXsPmBhrA0KIlUKIHUIIlxCiQQhxbxyvy71CiG0Dr02HEOK8EOK6geu+D1wO/FwI0SWE+PnA5cuFEHsG9rxHCLE8Yg8XhBBrIr7+nhDiDwP/Dh3Ff0EIUQ+8KYQwD1Qe2wb2vUcIUZLA6x56nPuEECeEEB4hxDkhxJcjrjsqhLgx4uu0ge/TvIGvl0a8boeEEFdF3HarEOL7QojtQA8wYehja5p2TNO0vtCXA//F/F5JJBLJWJHiVCL58NkFWIUQ0wdE4+3AH4bc5mdADkEBcSVBMXvfwHVfAm4A5gOLgE8Oue+TgB+YNHCbdUAix7MrganAauBfhRDTBy7/G+Dmgf2UAx3A/0Tc71VgMlAM7Af+N+K6/wG8QBnw+YH/oiKEqB5Y62dAETAPODhwdazXBWAJcAooBH4E/EYIITRN+y7wLvA1TdOyNU372oCwfhl4BCgAfgK8LIQoGOX1ieRKYDpwDcEPGTlA1cB6DwC9CawVopng99c68NweFkIsGLjuKeCuiNteDzg1TTsohKgYeD7/AeQDfwc8K4Qoirj954D7AQtQF+3BhRC/EEL0ACcBJ/BKEs9BIpFI4uaSE6dCiN8KIZqFEEfjvP2nhRDHhRDHhBB/TPX+JJIkCVVP1xIUAfbQFRGC9Tuapnk0TbsAPERQWAB8GvhvTdMaNE1rJ3gUG7pvCXAd8E1N07o1TWsGHgbuSGBv/65pWq+maYeAQ8Dcgcu/DHxX0zTbQHXte8AnQ0famqb9dmC/oevmDlQ6DcBtwL8O7OkoQQE9EncCb2ia9idN0/o1TWsbEF+jvS4AdZqm/UrTtMDAY5QBI1UvPwGc0TTt95qm+TVN+xPB78WNI9w+Gt8beE69QD9BUTpJ07SApmn7NE1zJ7AWAJqmvaxpWq0W5G1gE8GqLwQ/xFwvhLAOfP05gj9LEBStr2ia9oqmaaqmaZuBvQQFbIjfDVRH/Zqm9Y/w+F8hKF4vB54D+qLdTiKRSPTikhOnwO+Aa+O5oRBiMvAdYIWmaTOBb6ZuWxLJmPg98FngXoYc6ROs+pkYXNmqAyoG/l0ONAy5LkQNkAY4B452XcAvCVYz46Ux4t89QHbE2hsi1j0BBICSgVaDHwwc+buBCxHPpQgwxtjzUKqA2iiXj/a6DNq7pmk9A//MJjrlUfYxdL3RiHxOvwdeB/4shHAIIX4khEhLYC0AhBDXCSF2CSHaB17n6wk+dzRNcwDbgduEELkEP4iEKtQ1wKdC35+B+64kKNCj7XdEBsT1NqASeDDR5yCRSCSJcMmJU03T3gHaIy8TQkwUQrwmhNgnhHhXCDFt4KovAf+jaVrHwH2bP+DtSiRxoWlaHUFj1PUEq1ORtBKswtVEXFbN+9VVJ0EBF3ldiAaCla5CTdNyB/6zDnxYGysNwHUR6+ZqmmbWNM1OUGjfBKwheLQ9buA+Amgh2GYw0p6jPU60PsfRXpfR0IZ87Riy1tD1uoHMiOtKY605UOX9d03TZgDLCR7N3x3lPiMihEgHngX+CyjRNC2X4LG6iLjZkwSrpJ8Cdg68/hB83X4/5PuTpWnaD6LtN06MyJ5TiUSSYi45cToCjwNf1zRtIcG+ql8MXD4FmCKE2D5QeYir4iqRfEh8AVilaVp35IUDR9JPA98XQliEEDXAt3i/L/Vp4G+EEJVCiDzgnyLu6yR4DPyQEMIqgiamiUKIK3XY72MDe6oBEEIUCSFuGrjOQlAUtxEUdP855Pk8B3xPCJEphJhBsD9zJP4XWDPQomMUQTPVvDhel9FoYrAJ6BWC7xefHXic24EZwEsD1x8E7hgwHUXr7R2EEOJqIcTsgfYDN0EhHRi47ntCiK1x7NEEpDMg6EXQ0LVuyG02AguAbzC46v4H4EYhxDUDlWyzEOIqIURlHI+LEKJYCHGHECJ74P7XEJwq8WY895dIJJJkueTFqRAim2BV4hkhxEGCR5ahYysjQUPGVQTfVH89cPQlkVx0DPQV7h3h6q8TrNydA7YBfwR+O3DdrwgeHx8iaDwaWnm9m6DIOU7QtPRXBh/tJstPgReATUIID0Fj15KB654ieCRuH3jcXUPu+zWCx+uNBFt1nhjpQTRNqydYUf42wVOTg7zf9xrrdYln/58UQSf/I5qmtRGsbn6boKj+B+AGTdNaB27/LwSrhh3Avw88VixKCb7WboItD2/zvnCuIngcHxNN0zwEjWdPDzzuZwm+5pG36SVYXR1PxPde07QGgtXrfyYobhuAvyf+932N4BG+beCx/4tg7/Lzcd5fIpFIkkJoWqKnOh8+IjiY/CVN02YNGAFOaZo27I+tEOIxYJemab8b+HoL8E+apu35IPcrkUgkkQx8kF49IIj1WO9fgSmapt016o0lEonkIueSr5wOuF/PCyE+BeFh0qGqykbg6oHLCwke85/7MPYpkUgkITRNm6ejMM0n2BLyuB7rSSQSyYfNJSdOhRB/AnYCU4UQNiHEFwiOmvmCEOIQcIzgURYEjzrbhBDHgbeAv9frD4JEIpF82AghvkTwuP7VAbOoRCKRXPJcksf6EolEIpFIJJKPJpdc5VQikUgkEolE8tHF+GFvIBEKCwu1cePGfdjbkHyEcblc9PX1kZOTg9ls/rC3I5FIJJIPgH379rVqmlY0+i0lHwSXlDgdN24ce/eONGlHIhk7//iP/4jL5aK3t5eSkhJmzZrFbbfdRnb2SKFCEolEIrnUEULESqmTfMBcUuJUIkklJ0+exOl0kpGRQUZGBm63m23btvHWW28xZcoUVqxYwRVXXIEQYvTFJBKJRCKRJIUUpxLJAK+//joZGRmDLlMUhfT0dOrq6jh9+jTPPPMMM2fOZP369VRUJBK5LpFIJBKJJB6kOJVIgEAgwLFjx2JWRdPT0+nv7+fAgQPs3LmTmpoaFi5cyA033IDRKH+VJBKJRCLRA/kXVSIBXnvtNfx+P2lpaaPeVghBRkYGzc3NvPjii7z88stMnz6ddevWMWvWrA9gtxKJRCKRfHSR4lQiAd577724hOlQQhXTU6dOcfDgQYqLi5k9eza33norFotF721KJBKJRPKRR4pTycee5uZmLly4MObRURkZGXg8nrCJKjc3lxtvvJFVq1ZJE5VEIpFIJHEixankY8/GjRtJT0/Xbb2QierUqVO4XC42bNjAjBkzWL9+PZWVlbo9jkQikUgkH0WkOJV8rNE0jaNHj+pe2fT7/QQCgbCJ6tChQ+zatYvq6moWLFjAjTfemFQbgUQikUgkH3WkOJV8rNm1axednZ26p0HZbDbKysoGXZaRkUFLSwsvv/wyr7zyCtOnT2fNmjXMnTtX18eWSCQSieRSRopTycead955JyUxpQaDYcR1Qyaq06dPc/jwYQoLC5k9eza33HILOTk5uu9FIpFIJJJLCSlOJR9bent7OXnyJCaTSdd1XS5X3G0CZrOZrq4uduzYwdatW5k8eTJLly6VJiqJRCKRfGyR4lTysWXDhg0pGZ7vcrmorq5O6D5CCNLT06mvr+fs2bM899xzzJgxgxtuuIGamhrd9yiRSCQSycWKFKeSjy2HDx9GURRd11RVFWBM65pMJvx+P4cPH2b37t1UV1czZ84cbr75Zt2rvBKJRCKRXGxIcSr5WHLmzBkcDgcZGRm6rmu328nLy9NtvZCJ6pe//CUvvvgic+fOZdWqVSxYsEC3x5BIJBKJ5GJCilPJx5JXX31Vd2EaIhWmJpPJRGZmJmfOnAmbqGbOnMmtt96qqxiWSCQSieTDRopTyccOVVU5fvy47ut6vV4CgYDu67a3t2MwGMJfZ2Rk0N3dze7du3n33XeZOHEiS5cuZc2aNdJEJZFIJJJLHilOJR87XnvtNfr6+nTv33Q6nVRVVem6JoDH44lqigqZqGw2G3/84x/DSVQ33HAD48aN030fEolEIpF8EEhxKvnYsWHDBhwOB5WVlbq69Q0Gg+7uf1VV0TRt1NuZTCYCgQBHjhxhz549VFRUMG/ePNavX5+SOa4SiUQikaQKKU4lHyva2tro6+ujtLQUm82GoiiYTCZKS0vHtG5TUxPp6ek67fJ9kjFYmc1m2tra2LRpE6+//jrTpk3j6quvZtGiRbrvTyKRSCQSvZHiVPKx4tlnn8VsNiOECB99t7S0UF9fTyAQoLi4mKysrITX7evrS3i2abwka7AK9amePXuWo0ePkp+fz6xZs7jlllvIz8/Xc4sSiUQikeiGFKeSjxXHjx8fZhoqKioCgkfoDQ0NdHR0oGkaFRUVcc0r9fv94fmmetLT0xPXkX48mM1menp62L17Nxs3bmTixIlce+21rFu3TvdZrxKJRCKRjAUpTiUfG9577z06OjpG7MFUFCVsPPJ4PNTX16MoCllZWRQUFIy4rs1mo7i4WPf9Njc3U1lZqeuaQgj6+/vp7e3lL3/5Cxs3bmTGjBl84hOfYOLEibo+lkQikUgkySDFqeRjw9atW+M2B1ksFiwWCwAOhwObzYbf749qojIYDGRmZuq+X0VRUmqwMplMaJrGsWPH2Lt3LxUVFcydO5ebb75ZmqgkEolE8qEhxankY0Fvby8nT54kLS0t4fuWl5cDwTmmNpsNo9GIwWCgrKwMl8ul806DNDY2pkQg2my2qFXgjIwM2tvb2bJlC5s2bWLatGlcddVVXHbZZbrvQSKRSCSSWMQtToUQBmAvYNc07YYh1/09cGfEmtOBIiALeAooBVTgcU3Tfjpwn3nAY4AZ8ANf0TTtvbE8GYlkJJ5//vkx91aazeawiaqtrY2Ghgbq6uqYM2eODjscjM/nS4nBSlGUcEV4pOsVRaG2tpZjx47xxz/+MZxEFau1QSKRSCQSvUikcvoN4ARgHXqFpmk/Bn4MIIS4EfhbTdPahRDpwLc1TdsvhLAA+4QQmzVNOw78CPh3TdNeFUJcP/D1VWN7OhJJdA4dOjQoZWmsFBQUkJeXR39/Py6XC7fbjaqqVFZWjlkE+/3+lCRNdXV1JbSu2Wymt7eXPXv2sG3bNiZMmMDixYu59tprpYlKIpFIJCkjLnEqhKgEPgF8H/jWKDf/DPAnAE3TnIBz4N8eIcQJoAI4Dmi8L3RzAEeim5dI4qG2tha73U5GRoau6zqdTvLy8sJzSD0eDw0NDQghRjVRxcJut1NWVqbnVoHgyKxoSVOjIYTAbDbjcDh45plneOGFF5gxYwbXXnstU6ZM0X2fEolEIvl4E2/l9L+BfwBGPg8EhBCZwLXA16JcNw6YD+weuOibwOtCiP8CFGD5CGveD9wPpGyOpOSjzSuvvKK7MIWguShyQP5IJqry8vKEolIVRUlJv6nBYBhzxXOoiaqkpITi4mK+9rWvpeQ1lkgkko8LVVVVmtfrTeljtLa2vq5p2rUpfRAdGFWcCiFuAJo1TdsnhLhqlJvfCGzXNK19yBrZwLPANzVNcw9c/CDB4/9nhRCfBn4DrBm6oKZpjwOPAyxatEifoY+Sjw2qqnLs2DHd1/V6vTGPyEMmKp/Ph9PpDEebjpZE1d7enpIjc6fTqftEgYyMDI4cOUJeXh5f/epXmTp1KpdffjnLli0bNktWIpFIJLHxer3ceuutKX2Mxx9/vDClD6AT8VROVwDrB/pCzYBVCPEHTdPuinLbOxg40g8hhEgjKEz/V9O05yKuuodgHyvAM8CvE928RDIamzdvpq+vL6HKZTw4nU6qqqpGvZ3JZAofpbe1tVFfX4+qqhQUFEQ1Jrnd7pScEPT396ekVUBRFKzWYHfOuXPnOH78OH/5y1+YOXMmN998c0rmv0okEonko82o4lTTtO8A3wEYqJz+XTRhKoTIAa4E7oq4TBCsiJ7QNO0nQ+7iGLj9VmAVcCaZJyCRxGL37t26C1MgXAlNhIKCAgoKClBVFbvdTmdn56AkqlDKlN6V01QZrNxu97AEK7PZjNfrZe/evWzbto3x48ezePFirrvuOl0NaRKJRCL56JL0nFMhxAMAmqY9NnDRLcAmTdO6I262AvgccEQIcXDgsn/WNO0V4EvAT4UQRsDLQF+pRKIX7e3tnD17VvdeyObmZtLT05O+v6Io4aprV1dX2ETldrt1T4SC4GzTVFRN29vbR6zyCiHIyMigsbGR5557jhdffJHp06dz7bXXMm3aNN33IpFIJJKPDgmJU03TthKsdEaK0tB1vwN+N+SybUDU5rOB6xYm8vgSSSJs2LAhJcYir9er29F7dnY22dnZAOzfv5+uri5cLlfCJqpYpMpgJYSIq8obCj44ceIE+/fvp7S0lDlz5nDLLbeQlZWl+74kEolEcmkjE6IkH1mOHj2quzHH7/eHj9/1pKenh4KCAiorKweZqEJJVMnS1tamewQqBKcRxBrmPxIZGRl0dnby9ttvs2XLFqZMmcLKlStZuXKlNFFJJBKJBJDiVPIRZe/evbS3t+teMbTb7Skx+TQ1NYWP+iNNVO3t7WETVX5+fth8FC9dXV1JzTYdjUAgQH5+ftL3VxQFk8nEhQsXOHXqFE8//TQzZsxg/fr1VFRU6LhTiUQikVxqSHEq+Ujy5ptvpuQoW1EU3UcywcgGq/z8fPLz88MmKrfbTSAQoKqqatQjdVVVhxmWkmXKlCnk5+eHWw/0NFilp6fj8/nYunUrzzzzDCtXrmThwoV84hOfSEnVVyKRSCQXN/KdX/KRw+fz8cYbb2C1WnXNg+/s7NRtrUiam5tHFdKRJqru7m7q6+tRFIWMjAyKioqi3sdut4+puhnJ0qVLWbFiBXfccQff/e53qampwel06rJ2CJfLxcSJE2lqauKFF17gpZdeYsaMGVxzzTXMmDFD18eSSCQSycWLFKeSjxwbN26kurqapqYmGhoaCAQCuhiMOjo6UjKDNFGDVVZWVthI1NjYiM1mIxAIUFJSMkzkJtoGMBJPPfUU27dvZ+XKlRQUFPDd734Xh8PB9u3b2b17Nx6PZ0zrDx2jFaqYnjx5kgMHDlBSUsKsWbO47bbbwgYyiUQikXw0keJU8pHj4MGDGAyGQSlNdrsdg8GAyWQaNaVpJOJ1pyfCWGeQhp6L3+/HZrNhNBoRQpCbm6u7cau2tpbdu3cjhOCpp55ixYoVfOpTn+LWW2/l8OHDbN++nWPHjiX1uA6Hg5ycnKjXZWRk4Ha72bZtG2+99RZTpkxhxYoVXHHFFdJEJZFIJB9BpDiVfKQ4f/48Nptt0GxTk8nE+PHjgcEpTYWFhXFX4ex2e1Lu9NHQawap0Whk3LhxQLDCe+DAAcrLy+ns7BxR9CVDT08P1dXVbN++ne3bt1NaWsry5ctZtmwZ8+fPp7Ozk507d7Jjxw6ampriXlfTNPLy8mLeRlEU0tPTqaur49SpUzzzzDPMmDGDm266SZqoJBKJ5COEFKeSjxQvv/xyzKH7Q1OaOjo60DSNysrKmFXRsbrTR8JgMOhu3MrLy6O6uprKykrsdjsejwdVVSkvLx+TwUhV1WFV0dCQ/Y0bNzJ79mxWrFjB2rVrufbaazlz5gw7duxg37599PX1jbiu1+tNuHpsNpvp7+/n4MGD7Nq1i5qaGhYsWMCNN94oTVQSiURyiSPfxSUfGVRV5dixY3HddmhKU8hglJmZSWFh4aDber3elMw2dblcKTmWbmxsJCMjY9Bz7OnpwWazhcXwSCaqWDQ0NAx7bUKoqsqhQ4c4dOgQVqs1bKC65557uP3229m7dy/bt2/n3LlzUfebbDJWKImqubmZl156iVdeeYVp06axbt06Zs+endSaEolEIvlwkeJU8pFhy5YteL3ehI1PkSlNIYOR3+8Pm6icTmdY5OmJy+VKicHK5/MNWzczMzN87B8yiqmqGtVENRKKosTVBuF2u9m0aRObNm1iwoQJrFixgkWLFrFy5UoaGxvZvn07u3btwu12h9fVo9oZWuP06dMcOHAAr9fLjTfeyK233pqSlgyJRCKRpAYpTiUfGXbu3DlmR37IYOTz+XA4HBiNRtra2sI9q3ox1J2uF/EkWJWUlIRvGzKKCSEoKysbcT9dXV1J7efcuXOcO3eOp59+moULF7J8+XJuu+02br75Zo4cOcIf/vCHlMyj7ejowGKxhE1UkydPZvny5Vx11VXSRCWRSCQXOVKcSj4SdHR0UFtbq5vQMZlMjBs3jtbWVqxWK/X19WiaRn5+vi5VOLvdTm5u7tg3OgSbzRb3NAKj0RhOj+ro6KChoQFN08jNzR22t9bW1jFVefv6+tixYwc7duygpKQkbKIqLCzkX//1X9m1axfbt2+nsbEx6ceIRNO0sBEsPT2d+vp6zpw5w1//+tewiSrZVgKJRCKRpBYpTiUfCZ577jnS09N1X7enp4cpU6YAwWqnw+Ggs7MTVVVHNVGNRirEabIGq7y8PPLy8sLPMZQCVVFRgdFoRFEU3aq8TU1NbNiwgQ0bNuDxeKitrWX16tWsW7eO2tpatm/fzt69e2OaqGIxksEqPT0dv9/P4cOH2b17N9XV1cyfP5/169eTlpY21qclkUgkEp2Q4lTykeDYsWO6H9cOdacrihKuto1moopFMu70eGhvbx+zgIx8jj09PTQ0NNDe3q7bMP9I6urqKCws5LHHHsNisbB06VKWL1/O3Xffze23386+ffvYvn07Z8+eTWjdeHqEMzIyaGlp4ZVXXuHVV19l+vTprF69mnnz5o3hGUkkEolED6Q4lVzy7N+/n9bW1pgjpJIhljt9JBNVaWnpqJXLVBms3G63rgarzMxMxo8fH67GNjQ04Pf7KSsr06V9QlGUcNKVx+Nh8+bNbN68mfHjx4dNVMuXL6epqSlsooonQtZgMMRtsIo0UR06dIjCwkJmz57Nrbfequt8WIlEIpHEjxSnkkueN998U3dhCkGRE487PVpKk6Io4YSqaOvqPYszVQYrn89HIBCguLgYGGyiAigvL0/qMWOJzPPnz3P+/HmefvppFixYwIoVK7j11lu5+eabOXr0KNu3b+fIkSNRq8/Nzc1JC+eMjAy6u7vZuXMnW7duZfLkySxdupTVq1dLE5VEIpF8gEhxKrmk8fl8nDhxQnex53a7E55tGpnS1N7eHjZR5ebmhqtwTU1NKemNtdvtoyYsJYPD4RiUvhRpours7AybqHJychJ6/I6OjlGrvD6fj127drFr1y6Ki4tZtmwZy5Yt48EHH+T48eP89Kc/HXYfr9c75uqxECJcKa6treW5556jsLCQL3zhC+HnLpFIJJLUIcWp5JLmhRdeSElVq729fUwiJz8/n/z8/HASlcfjIRAIoGlaWMDqTSqOoQ0Gw4jjuXJycsjJyUFVVZxOJ93d3YNMVLEQQiRUcW1ubub5559n+/btfP/736elpWXYbeIZo5UoJpMJj8fDuXPnuHDhAtXV1cybN4/169ePeWyZRCKRSKIjxankkubAgQPhI2Y9SVQ8jURkSpPb7ebIkSMoikJGRkZSKU3R6OnpSUmCVVtbW1yvraIo4eqq1+vFZrOhKArp6enhmaqROByOpMdxXXfddfT39/PKK68Mu85ms4XbD/SkubmZyspKjEYjLS0tvPrqq7z66qtMmzaN1atXs2DBAt0fUyKRSD7OSHEquWSpq6ujoaFB935Tp9OZkkShjo4O5s+fT2ZmJk1NTQmZqGIREk9609XVlfAxttlsDleGW1paqK+vR1VViouLyczMBCAQCJCfn5/wfkJH+1u3bsXlcg273mAwhB9DT4b2CIf+ffbsWY4cOUJhYSEzZ87k1ltvTUlrhUQikXzckOJUcsny0ksvpcQIFXKk601o7BQkl9IUa91UGKw0TRvTGqHKcOg5KopCX19f0hXpG264Ab/fz2uvvTbsumhiVQ+amppifnAImah2797NO++8w8SJE1m2bBlr1qyRJiqJRCJJEilOJZckmqZx7Ngx3dcNudP1ZiTxFC2lCYL9nPEM6W9sbEyJQLfZbBQUFOiyVuRzPHr0KCaTiQsXLmC1WuOuoJaVlbF48WI2bdqE2+0edr3L5dJ1jFaI/v7+uKrSIROV3W7nj3/8I8899xwzZszgxhtvTFmPsUQikXxUkeJUckmyceNGTp8+zfjx43Udn+RwOEYcATUW4hFPo6U0RcPn86VElAkhUtLaYLVaqa6uDpuoGhoaCAQC4Z7Okbjxxhvp6+tj06ZNw65L1Rgtv9+P3+9P+H4mkwlVVTl69Ch79uyhsrKSuXPncvPNN6dkUoNEIpF81JDiVHJJcuzYMUpKSmhoaAgbjBJJaRoJRVF0d2EnKp6GpjTZbDYMBgPp6emDDD9+vz8lVd6urq6UGKxaW1vDMaEjmahMJlN4bmyIqqoqFi5cyIsvvkh3d/ewdZ1OZ0omFdhstmF7SZSMjAza2trYvHkzmzZtYurUqaxcuZLly5frtEuJRCL56CHFqeSSo7OzkzNnzkRNaerv76eioiIpgdna2pqS8UBjEU+ZmZnhY+Hm5uZwpbG0tJSmpqaU9Ma2tLSkZJ5nT09P1CpvNBNVaPB/VlYW69evp7u7mzfeeCPquqqqpsSIZDQadUnCAsJTD2pra3nvjad4b8F4Sqdexbqb7iU/X5/2CYlEIvmoIMWp5JJjw4YNw45HI1OaQgajWClN0RhJPI0VvcTT0JSm0PNMNqVpJEKvnZ6oqhpXNTZkolJVlYaGBvr7+zl48CCnT5/G6/UOu73X601J9bi9vT0lhqbmRhsLy12UaIcInDjIb957Amv1CqYsvJ4r19yo++sukUgk8SKEMAPvAOkE9eFfNU37NyHE/wVuAlSgGbhX0zSHEKIA+CuwGPidpmlfG2Hd7wFfAkIDqv9Z07Th8wAjkOJUcslx5MiREYVDpPkmlNKkqir5+flYrdYR14xXPCVKKsST0WjEarWiKAoWiyWc0pSbmxuXiSoWTqczJeOYGhoaEmq7UBSFmpoavvnNb9LX18d3vvMdNE0jOzt7kFGrsbExJWO03G53Sj6omLUOJpYEBagiBJVWN7he5dwrL7P31YcpnXIlK6+5i/ETJuv+2BKJRDIKfcAqTdO6hBBpwDYhxKvAjzVN+xcAIcTfAP8KPAB4gX8BZg38F4uHNU37r3g3IsWp5JLi0KFDtLS0xOVQH5rS5Ha7CQQCVFVVDatQJSqe4iVV4qmzs5Pq6moURRmU0hSPiSoW/f39KRujFWrBiJcpU6Ywffp0nn766bBQtNvt4WP/ioqKlI3RCu1ZT3w+H9m0Rr0uM10hk3Nw4RwvPPRHjEWLqZy5imtuvEu31gKJRCKJhRacH9g18GXawH+apmmRI1KyAG3g9t0EBewkvfcixankkuKNN95IeHRSZEpTT08PDQ0NCCEGpTQlI57ifewPQjwlmtIUjVTEfwJ4PJ6kZqbedNNNdHR08Pbbb4cvi3yOx44dQ9M00tLSdBXUdrt9zBXoaLQ1nuemKT1AbNFbnN0Hvdtw736XR97+JQUTLmfB5Z9k/mJpopJIJGOmUAixN+LrxzVNezz0hRDCAOwDJgH/o2na7oHLvw/cDXQCVyfxuF8TQtwN7AW+rWlaR6wbywYnySVDf38/J06cGNMamZmZ1NTUhMcZ2Ww2jh8/HrWfcaw0NzenxGDlcDhiiqeQwai6uhohBA0NDVy4cIGenp6Y6+rhTo9GW1tbwtXjmTNnMmnSJF555ZWo45zMZjMFBQUsWLCAtLQ06uvrOX/+PF1dXVFWSwwhRErEaW56N5nm+N9yjQZBVVYTmU1/ZddTn+Hhf7yBP//mx7S1Ra++SiQSSRy0apq2KOK/xyOv1DQtoGnaPKASuEwIMWvg8u9qmlYF/C8Qtbc0Bo8CE4F5gBN4aLQ7yMqp5JLhxRdfHHNqUSShiuLZs2cxGo3Y7XaApFKaouH1elPStxjqL42HSBNVaCQVED4Sj8RgMKTkCFkIkfDruX79elpbW9m+fXvU6yOrvKF2jJCJqqOjA03TqKysTPhxe3p6UmKw6mhvYby5Ken752ZqwGHUU4d44l9+h6VqORPnX8eqdTdLE5VEItEdTdNcQoitwLXA0Yir/gi8DPxbAmuF3/yEEL8CXhrtPlKcSi4Z9u/fr/sROQSHpodEZDIpTdFI1RF5T09PUusajcbwuCaXy0V9fT1AOKWpra0tJSLH4XAk3C4xd+5cxo0bx+9+97sRhaLdbh808xXeN1FBsJWgvr4eIcQwE1Usmpqawi0gehLoaWLeaHaBOBBCUGHxgOt16l97lS/++sdcdfUaVqy7i4mTp479ASQSyccWIUQR0D8gTDOANcAPhRCTNU07M3Cz9cDJBNct0zTNOfDlLQwWu1GR4lRySWCz2aivr9c9qtPhcJCVlRX+OpmUpmjY7fZwP6ue6CGeQq7+yJSm+vp6lixZotMu38fv9yc0zksIwfr162lsbGT37t0j3k5RlJhTBSwWSzjhyuFwhKc2lJeXx2y1MBgMKekRthhcuq4JoGmQ1t9MWv2TvPTwH1EKF1E5fRXX3nx3SiJtJRLJR54y4MmBvlMFeFrTtJeEEM8KIaYSHCVVR9CpD4AQ4gJgBUxCiJuBdZqmHRdC/Bp4TNO0vcCPhBDzCBqpLgBfHm0jUpxKLgleeOGFlBw5jySehqY0hWaKmkymYRW7aCiKMkj06oWe4ilkolJVld7e3pgpTcng8/kSrvIuXryYyspKfvWrX414X5fLldCaoe+vz+fD4XCM+BybmppS8jPW5DjPqioXYNB13V0XMlg+oRdQKLb0Q99Ouvbt4GfbH6dg/BXMWXEzi5ZckZJ5rRKJ5KOHpmmHgflRLr8txn3GjXD5FyP+/blE9yLFqeSiR9M0jh07pvsf2XjFU8hEBUEBY7PZ8Pv9lJaWRhUznZ2duu4zRHNzc0rEk91up7S0NDwHNlpKUzI4HI6EqqZpaWmsX7+e+vp69u3bN+LtXC5XUr28JpMp3NrQ1tYWfo6FhYVYLBb6+vpS0iNsMXooydFXmAKgmDGb+gZdFDRRtUDzs+z732d5d8NsyqZcyZob76GoOL6pDRKJRPJhI8Wp5KJn69atdHd3D0uFGiuJiid430QVmUSladogg1FHR0dKRE6qDFbAoICCUDtC6Dm2t7cD0U1UsQhVmuPl1ltvpaioiJ/85CcxjW/JGKyGUlBQQEFBQXgGbmtra3gmrZ69t93dXVhFy+g3TJDaRpUic+wPQTmZkMMRtFOHeWrvE2RVLmfSguu5et3NYWOcRCKRXIxIcSq56NmxY4fuwhQIH+8mQ2QSlcvlGpTSpId4Gorf70+Ji7y7u3vE6nHkc3S73WETlcViGdVg1NraSlpaWtz7mDx5MqtWrWLLli2cOnVqxNs5HI6YSV+JEpqBW1dXx+TJk6mvrw/3s+oRyuBpq+OaWT70ntp3oTOH1VM9cd1WCEG5tRvcm2nY9DoPvf5TSidfydLVdzBl2kxd9yWRSCR6IMWp5KLG4/Fw5swZ3cVpW1ubbr2bkQajgwcPkpaWRl1dXdIpTdGw2+1xD9NPhJaWlrhmkFqt1rAotNvtNDQ0EAgEqKysjPocu7u7w8J2NNLS0vjc5z5HS0sLGzZsiHnbQCBAXl5eXOsmgqIoFBYWhgWp0+mM20QVi1xTN0a9P6ioKpqW3AcVs0mhigtQf4HXfvZHNhUspHL6atbd9LmUxNZKJBJJMkhxKrmoee655xKqwMVLV1dX3OIpXhRFoaioiKqqqnBKk8FgID09PS4T1Whrp0I8JJNgFZnS1NDQgMFgGJTSpKpqQkaoG264gZKSEh5++GH6+/tHvJ3X601J9djlcg3rZw49l5CJKmRESySJqrnRxvycFvSumu46a2ReuZuxvn0XZfdD3y669u/k59t+SW/WbK656R6WLL9amqgkEsmHihSnkouaI0eO6H5ErqqqrsP8Q0SKp1BKEwSNTKFKY3FxccIiM5p40oPGxsYxjRwym82MHz8eGGyi8vl8cffyVlVVsXbtWrZt28bJk7FH54V6QvUmlsEq0kTV0dFBXV0dmqaRn58/anuBSe1gcpn+s2P7sFBo1c90Z1AEVdmtvHl6Pwf/8hbbN86kdMoVrF1/L8Ul+sXCSiQSSbxIcSq5aDly5AjNzc26z2y02WxxD2VPhJHEU2RKU8hEBcERR/EI72Td6aPh8/l0WzdkolJVlT179pCVlUVHR0dMg5GiKNx99910dXXx7LPPjvoYyVR5RyNU4Y3n+xA5A9dms9HZ2YmqqlRVVQ27v9/vJ4s2XfcK0Or2kyHi6zVNhFMOlZLMTnIyIIdjaGeO8vt/f4qsimVMmHsNq6/7pDRRSSSSDwwpTiUXLb/5zW/o6+vTXZwqihIe0K73urHEUzQTFQT7OUfqo0xEPCVCqgxWPT09lJWVUVlZOWpK09q1a6muruaxxx6jp6cn5rotLS1J933Gwm63J9zDqihKWNR3dXVRV1eHwWAgIyMjLNKbHbWsn9KN3kf6Bx1WVk3p0n1dR1cuV09xh78WQlBu6Qb3G9i3bOKhzT+jZPKVLFl1O9NmzNH1sSUSiWQoUpxKLkr8fj8ej4eurq6kU5qiEVpLb1pbWxMST0NTmrq7u6M+R6fTmXSEaixsNltC/ZPx0traGhZuQ1OaQq0N5eXlVFVVceONN7J//34OHDgw6rq9vb0pG6OVk5OT9H2zs7PD8ayNjY1hE5WVDrLN+h/paygp+KCioqoj9/oGTVT10PB7Nv/Pn9iUv4DK6au45qZ7UhI0IZFIJFKcSi5KXnrpJYBBKU16GIxaWlp0N0JBcH/JiKdQShMQNlEZjUbS0tIoKSlBVdWUiFODwZCSgf6KEl08RaY0OZ1OysrKeP7552NGlIZI1GAVL3obrEKJUy3NTbgcrWw5nU9uWicLx+uz/sE6mJjvRu+q6c5aIwsrPcTz56Aw2w++9+g5sJv/2f4r8sevZOaSm1i6crU0UUkkEt2Q4lRyUbJv375BFcTMzMywMSWelKaRMBgMKTFY6SGehpqozp49S1NTEwUFBbo69dvb23V/DSBY5R1tnyaTiQcffJCbbrqJ7373uxw9ehRVVSksLAxXIIfS0NAQPi7Xe79VVVW6ryt8Ldx7hUBROqlvVdl80oKqaswp7aQsP/nJE21eK/Nq3KPfMEH6FSu52a6E7hM0UbVBy/Mc+evz7HxhBqVTrmTVDXdTWlah+x4lEsnHCylOJRcdDoeDurq6EXtNo6U0CSEoKyuLKbriEU/J0NDQoMvA9kiKi4vp6elh4cKFNDc3oyjKsCSqZHG73Sk5Iu/v7x+1VaCqqoobbriB9957L9wCEEpp6ujoiGowUhQlJcfHofFQeqKqKtlKZ3j/1YUK1YXBoIM9580cb7VgwsOyCf0YjfF/H70+FaH1jX7DBGnq6CdLGZvBymIGC8fRzhzjf//vk2SWLaV82mo+cctndH99JRLJxwP5ziG56HjhhRfiqobGSmmKdhQej3hKBkVRRqz6jXVds9kcFpJutzsuE1UsUmWw8vl8o1aPjUYj9913Hx6Phz/96U/hy0MpTRDsCQ6ZqLKysjCZTCkZ+9XU1JSS1LEmxwWurmhn6FuroigsmRgAXLi6/Lx9NhsNE1VWF1PLR/9e7KhNZ+n4XvQ+0j/SlKObwSpoouqBrjd57sndnNr2GMUTr2DJ6tuZPnPemNeXSCQfH6Q4lVxUaJrG0aNHE+5fG2ow6urqwu/3hxOMUuVOd7vdKRFPzc3Nw8TT0JSmkLlrpJSmaCTjTo8Hh8Mx6mzTm266iYqKCh555JER3fmRBiOHw8HJkycpLy/H5/Pp6tbv6+tLSfXYYnRTmhf7e5GbbWT1NC/g5WiD4I1TVoTax5JxPWRnRB/XpBkyyDSPbFpKFpEig1WaEqDK3AD2/2XLo39hc+58yqdezTU335OSSRkSieSjhRSnkouKd999F4/Hk7RZZ6jByG63oygKra2tTJ8+Xc+tAsH+zVSIHK/XG3PdoSYqRVEGpTTFYizu9JFQFCWmeJw0aRJr1qzhnXfe4dixY3GtWV5eHq52h1KaDAZD3AP+R8Lv96fEYNXT042V1oTuM6tKMAs3Pr/KjrPpBJQscoxuFowLhEXj+aYABSb9e033X4Aphe8brHLLptPZdAZN9Y9p3Z216Syu6SL056Ugyw/9e+g7/B6P7vw1eeNXMuOyG1l+xTppopJIJFGR4lRyUbFt2zbdXORmszl87N/W1kZLSwt+v5+ysjLdHkMIkZIZpPGKp0gTVWRKU3Fx8bA+zZ6enpRUj9vb22MOaE9PT+fee++lra2Nv/71r3Gv63A4sFgsg1Ka2tvbwylNBQUFSVXhbDbbmONko+FuvcC6GX0kc0RuMipcNc0PdNLQprLltAU0jZnFnZztyGPttC7d99vZn8OCwmDSlNGUyZoHn8Xv6+HCvueo3fsXPC21Sa3bLzKxZg6v8iqKoMrSDq0vcOzZ59n14nRKp1zJVdd/jorK1IwJk0gklyZSnEouGrq6ujhz5ozuw9bb2tooLi6mvLw86ZSmaITEk97Y7fakxFNkSlNDQwPt7e1omhZOaWpubk5J/KfH44k5nuu2226joKCAhx56iL6++E09gUCA/Pz8QZfl5+eTn58fTmlyuVwjpjSNhMFgSIkxLtfUnZDJaSSqChSqCoImqt1njZysc5MuTCyf6NNlfYAur4pQe8NfB/x97PjT3zBx8e1MvfwLTL/qAVou7OXc3r9Qf+gl/L7uuNa1t/uxGEev8loyBBZOop09wV/+8ynMpUupmb2WdTfcTlpa8hMNJBLJRwMpTiUXDRs2bEiJu7erqyssniJNVJ2dnWETVU5OTsK9mNHEkx4oijIm8aQoSvg5RqY0dXZ2hiuQeqGqasye25kzZ3LllVeyadMmzp49G/e6Pp8vZpV3aEpTfX19+HWLNTnB5XLFvYdEaGmyMyenBT0NS4qioAmFO5b1YzJ42Xo6C5R0KiwupleM7XH2XMhg2YT3DVaaGsBx4g0cJ97AnF3IuPm3MGHxHSz55I9ZcOP3aDjyMgdf+X/0dceOZD3RnMOqKR7ifR2EEJRZeqH7LVrf3cLDb/2C4kmXs+iq25k1Z8GYnqNEIrl0keJUctFw+PDhlMwgHUk85eTkkJOTM2pKUzRGE0/Jord4CqU0NTU1YTAYwglG5eXlulSobTbbsFjSEDk5Odx7773Y7Xaef/75hNa12+3hvtrRiDRROZ3O8HOMNgPX5XKlpEc4LdDO1DL9Z8f2alaKrC4A1szoA/o4boc3TlnB38dl47uxZibxNm4wYzZFr2J7u1o5+e6vOPnuryioXsCyO37KhEWfxnn6beoPvTjikqqqIki+zcWUplCVZgP7n9j6+NNsyZlHxbRVrFt/N9YU9ElLJJKLFylOJRcFx48fp7m5WffUIrvdPmp1c7SUpmjE405PhlSJp76+PmbNmgUEhbXD4UjIRDUSQoiorQ2KonD//fdjMpn41a9+hd+fmMnGYDAkJZ5Dz8Xv94eNYgaDgYqKipSN0fL7/WQlaISKhza3H7MYPoN0RoXCjAET1a5aM/0ii2xDJ4vHq3E9t7POAEUZLmB0M1Jb/X76ulpRDGnYjm2Kedv9F4xML+4ERu4/jpeCrAD499F3ZC9ff/oxlq+4gplLbmLFVddIE5VE8jFAilPJRcHrr7+ekjhNIDx+KR6GGoxCefDFxcWDjtpHc6cnQyrFU2SVN9Jg1NraGq40xkppikZXV9eIxq3bbruNSZMm8etf/xqn05nQfltbW8fcd2g0GoeZqBobG+OuxiZCi+McN07uRg9RFsl+m4Wrp3Uz0hG5yahwxdSgicrRHmDLKSsImFHcSUX+yG/tde5cVk+Nb/B+xfS1FNYsZPdf/wHVH7tf2O23sCi/M65140URApNRwdrxMic3vsTul6ZROuUKrrz+c1RWjdP1sSQSycWDFKeSDx2/38+JEyd0r4h0d3ePaWRQyGDk9/vDlUZN00hPT09Jb6zD4UjJmCebzTZidTTUnxkyGI2U0hSNlpaWqEaoxYsXs2bNGt5880327NmT8H57enp0rR6HTFRCCDRNo76+Hk3TEjJRxcJq6hpxPulYEIoRY5z7K883UJ4f/HnfdyGNk61WDGo3yyf5MEWYqPyqGv+oKCGYc83f4245x/l9sacsuHv8GLTos2vHQl2zH2taUPBmmQVZnIJzp3j6//2e9NIljJu9jnU33CFNVBLJRwwpTiUfOi+//DKBQEB3wdfS0qKLyDEajeF1Ojs7OXr0KFVVVbS3t+tqiNI0LSUD8g0Gw6hV6UiDUchENZrByGAwDBN348aN45577uH06dMJjY0KoapqSmaQer1eVFUNV1O7u7vDz9FsNic9WsrV0UalqUXHnQY5XA/jcl0kWo1VFIXFEzSgE3ePn3fPZKMpJsqzOplRKdh9No0FlR7ieeuvmbue3LJpbP/jV0cVtHvqs7h8kv4JVmfac1k15f1ZrCHKLF7ofpvWbVt5+M3/oXjSlSy48pPMmbdY18eXSD5ILIZOrsp9NaWP8XhKV9cPKU4lHzr79u1LSSVSUfRPv7FYLFRUVFBdXY3D4cBms8VtooqF1+tNmcEq0Yp0yEQFwWpuaHZqRUVFuJXB6XSSkZEx6H65ubl85StfweVy8dhjjyX1fGw2W0y3fbI0NjYOGqOVlZUVngPb2NgYfo6JzsDt73KyYKYfvUVZS6+V1dVjG7xvzTSyenowieqkXeONkzmcqHMxK47OBqEYmb3223Q4jlN/+KXR76CYMRnjHxMWD8EPKVrM32GTUVBldIDjT2z79V940zqP8qlXcc1N95ITJcJYIpFcGkhxKvlQaWxs5MKFC8OEjh7r6r0mQENDQ1g8hQxRoSQqg8EQ00QVi6HiSS/GarAKPcdIE1UoDjayVSAtLY2vfOUrpKen8/DDD9PdHd9czKEIIRLqe42X0L6jUVpaCrxvojIYDMGc+FFm4KqqisXQqfsHIK9PBdWr65rTKhTyXO2kizQO2kz4RRbZipvFEwJR9z9h0aexFI7j7Sfug1HieU85ApRnuYjHYJUIe84ZmFXSSbx/pvKyVAjsp//YPh7f/VtyalYwdeEnuGL1J6SJSiK5xJDiVPKhsnHjxpQYoXw+X0pc74qiDBNPkUlULS0t4WpqYWHhsJSmWOvqXT3W02AVaaJqamri/PnzqKoaTmm69957qaqq4he/+EXCBqgQHo8n5szUZGlubo7LvBZpouro6KC+vh4IVoRzo1Thmp11XFnWjt5voztr01ky3ove1dgjjVZWTelCUYLH/s52f9BEpcG0Yg9VhcEWAoMxnVlrvkFL3V4cJ7eMuq7NE7/BKhG6VSuleYkbrBQhqLS4oP1lTr/0EntemULplCu54to7qR43Ufd9SiQS/ZHiVPKhoWkab7zxBnl5ebpWNlKVnd7VNXqE5NCUpo6ODjRNo6KiYkSR2NLSorvzH4JH8qnoYe3t7WXhwoWYTCZsNhs5OTkcPHiQ2tpajhw5kvS6bW1tKflA4fV6E143Ly+PvLw8VFXFbrfj8XhQVXVQ+0aW4qYshis+WVRDJtnm4fGfY0VRBvcIl+UbKcvvQVVV9tcZOd1uRVG7ufeeO8jMKWPHn/5m1DX9fhVU/ffa2e0njeSq75FkpwuyOQPnz/Dcj35PmzKVy668jmtu+lJKfuckEok+SHEq+dDYtm1bWMRBcGh7tApVothstvBRrZ60trbGLXKGpjQ1NDQghCArK2vY0Pre3t6UiLJQ8pXeRBqsbr75Zr785S+zceNGHn300bhSmkYiFT3CQ8doJYqiKFRVVQHBKQKh2alCQHUKjFDnmwPkm/QdxwRwsA4mjGCwUhSFReOD1VRvwMy2M2Ze+6dv4K/fxeyq2B8ad9aaWFTdhd5/SvbWZ3Pl5B70rB6XWPo4X3+K2f5XePVnj6AUrGXC/DuZOXeZbo8hkUj0QYpTyYfGtm3bBlUaHQ4HXV1dYzYYxeNOT4ZkxVOkwcjpdGK32/H7/eFqaiqMUKkyWLW2toZfg6qqKu677z5qa2vZvHlz+Eg8lNI01EQVC4fDEXcLRCLY7faknfhDyczMDD/HIwd2UFiUxpYTBhbXdCWX0hSFs+1W1k4be8VwKO19OcyrGV30LrrmAWav/RavP3IDOx1BE5Wq+risuovc7OHPsV9kkZOVWMBCXCgmjEZ9+25VVcWS6SU9TXBZzVngLI73fsNzby/FXHYty9feT26u/icNEokkcaQ4lXwodHd3c/r06bBwURQlbAgKpTSFUoISMRi1t7frXn2DoGFpLHn3IUImotBzbGxsTEmV1+l0hit+etLV1cW4ceOwWq189atfxePx8Oijjw5KgAo9x5CJymAwYDAYYiZq+f3+lCRuKYqSEtE7uczItdM68flVdp4141eysBjcLBof3WAUD6qqIlLQc9vjVVHU0WeQmjLzmHb5l2g48grt9sNMLVOYWubG71fZec6Mj2wyFTdLJvhRFAVnez9ZBv17TY/bNCqtnehtsNpfr3D7lbZB65bn+SjPewdVfZtdT/yUvuw1FE6+hWVX3JSS9xGJRBIfUpxKPhQ2bNgwYmU03pSmaLjd7pQckft8Pl1FZOg5GgwGMjIykk5pGgmDwZAyg1XImZ+ZmcmPfvQjPJ7oAiXSRBVKadI0jfz8/EGpXT6fLyVV3s5O/Y/HAVpaHMyytALB9KIrpwVTmmxtwZQmTdOYWeqOmdIUjd3njMwuc6P32/Ku8xksnzj6DNIZVz2I0ZTF4U0PDbrcaFS4fIofcNHsCrDlZDYoCu2uHj51mf5jtJw9uayeov/3zmDOoKo4uuBVFMHcqibgf3HX/YHnfzqftOJ1zFnxearHTdZ9LxKJJDZSnEo+FA4fPhxXZSIypSk0rmkkg1Gq4j9TLZ4iU5rsdjsulwtVVamsrEzquTQ1NaWkrcFut5OXl8fnPvc5xo8fz6OPPorNZovrvqGUptBz7OzsDCdRORyOlMSKdnR0pOSDSlp/G9MrhoucygIDlQXBlKa9F4ycbM3BoHaxfFL/oJSmkehRLZTkpkBQG8yYTbFnkGZYS5i8/F4uHHgOd/OZEW9XnGtgbW4vqqryxNsKb53NQwn0sGxiH2bT2H/vfH79x2gBtLn7Kc2Jr13CmiVYmnUQOMiZlx5lv+FKsiuvZ+Xae1IWsSyRSAYjxankA+fEiRMJzyE1Go1hg1FnZycNDQ1omobVag2nNIXEk958UOIp0nwzmokqFn19fSkRZQC33347S5YsYePGjRw8eDDh+0c+x+7uburq6nA4HGRmZurWGxpCCJESg1WWaI95G0VRuGwCDEppEiYqLC6mV0TfT7vHj0kbfRpEotQ2qRSaRxe8M1f9DUIoHNn8cFzr7q9TWDdHpaqgky6vyo5aM5pipjijk9nVyR/H76pNZ0lND4kmY43GydZM/vG2RhKt8k4u9QAv4et6kdf/579QCtYxbu5nmT1/ha77k0gkg5HiVPKB8/rrr49pQH5OTg45OTmoqkpjY2N4rmgq3empGDsTSzwNTWmy2WzhvsxYe0nVGK2enh6Ki4u55ZZbeO+993j11bFH7GVlZWGxWBg/fjyBQCDc2lBaWjrmCpXdbg+/fnrS7KjlhknxH71HpjSdsMMbJ62g9rG4ppucrPfX2G/L5qqp+rrTAc51WFk7Lbbozc6vYeJld3B29//S3dEQ17ru/hwWFQRFb7ZZYdV0H+DjjFNj80krQgswv8JNgTWxPzF+kUl2hv6jqaxWDWMc1euRMKUJLqs5BzyGc+9veO7dJRgK1nDZqi9QVqZ/r7RE8nFHilPJB0ogEOD48eO6zDVVFCVsomlvb+fUqVMYjcakU5qi0dbWhsGgbxUHgoIzXvEULaXJZDJF7YHV050eSU9PD0888QTnz5/nqaee0nXdyCpvoilNI6Gqariiric5pu6knfnTKxSmEzQY7ag10y+yyFY6WTxBBZGGUe8qr6oitNHbUWav/VvUgJ9jb/48rnW7egMYtegGq8llCpPLPPhVlV1n0+lrzCZDeFg60T/q97Gh1U9OWioMVirLZjl0W68sr5+yvG385d0jeM78DEv5Ogom3cLyq26RJiqJRCekOJV8oLz66qv4/X7S0tJ0XdftdrN48WKMRiMtLS3U19ejaRpFRUVjctl3dXWF2wn0JBAIJCyeIg1GbW1t4XFNhYWFYaEbmjOqJ1VVVVRWVtLf38+jjz5Kf78+lS1VVYdVeRNNaYpGqsZouTs7KDE1j3kdo1HhiqlBE5Wz3c/vthkwiC4aCgPhlCY9eK/WyLwKD7He5nNKp1Iz72ZOvPNLvJ74ntt7FzJZOTm2wcqoKKycEgA6aep830Q1Ka+T8SXR93OqNYdVUzwx102GHiWLRZOTSy2LRYc3l9tn1QF/wmP7IxsfnkdayVrmLP88NROm6v54EsnHCSlOJR8oe/bs0V2YwuD4z6EpTbFMVLFQVTUlcZp6iKeCggIKCgoGmag6Ozt1P8qurq5m1qxZGI1GHnroIV0d8A0NDTF7aeNJaYpGqsZoeTvtLJ4VQE/xVJZvpKY0h6sndbD/wvspTSsm+eIyUcXCq1kotMb4fgnBwvX/Tn+fhxNbfxH3uprBjMkY22AVSUmOgbU5vQAcrDOy5bQVEehleYSJKvi7pr+Z0etTycnQ32TW0KySn9ER/tqSKVhWcwg4xNlXHuWAciWZFddz+bp7x9TCJJF8XJHiVPKBEcpk1/vNuqmpKeqakSlNbrc7YYORzWZLyIgUL06nUzeDVaTByO12h3s3k01piqSmpoZvfOMb/PjHP8bn89HW1qbHlsMoihKXmB4ppclsNkdtYUjVGC2r0Z0S8UTAG0xpmhBMaQqaqLJASac0y83MysTXbXX7MYvYR+RTV3yekonL2fXMt/H1xifgTtkDlGS4SHYG6bwaADc9XpUd5zJAMVOQ3onPb2BWqRu9jVD7bUa++gk7eldjXz5Ywf1roq87qbSbSbxCf+/LvPGLh9Dy11I95w7mLbxS1z1IJB9lpDiVfGBs3LgxJaNY4nGnW63W8GzNSINRZWXliEJGCJESU00qDFaqqpKVlTWmlKZIQsK0o6ODgwcP6tbDG6Krqysp41ZkSlNTU1P4OZaVlWE2m2lpaUlJZb7JWcflpe3oLZ52njOxZNxgd3rQRNUH9HHKqfLGyVxQfSwaIaUpGgfsFq6e2s1IosxaPJm51/4jtmObOL/3mbj32+DJZc20sfeFZpoVVk0LPsfaJpU3jql4MZNm6KXQqt/3Lys7jZzsVPSBGkb9oJJmFCyqOQ88TtOB3/LctiWkl1zD0jVfoqBQ/75wieSjRNziVAhhAPYCdk3Tbhhy3d8Dd0asOR0oArKAp4BSQAUe1zTtpxH3+zrwNcAPvKxp2j8k/1QkFzOapnHs2DFdjFCRJJOdHjIYhVKajEYjBoMhnGwEyYun0WhtbU2JeHI6nYMmFURLaTIajYOe40iMGzeOb3zjG3R3d/P1r389JRMQWlpaxtzLGxLMoRm4iqJgt9u57LLL9NjiILIVN5UF+hvjVCWL7IyR4z8HpTTVmvGJLLIVN4snjJJEJQwjGqyEYmTp7Q/T39fNnuf+Ke69+lUVNP2d9EWWANdd1s9nL3fy7M489jda6O/xsnCcOiaTWENbgKklTTruNMim/Rksm9SY0H1Kcv2U5G5H07ax7w+P0JO5moKJt7D8qltTYriUSC51EqmcfgM4AViHXqFp2o+BHwMIIW4E/lbTtHYhRDrwbU3T9gshLMA+IcRmTdOOCyGuBm4C5mia1ieEkB8lP8Ls3LmTzs5O3Sundrs9LsEVjcgkqtbW1kEpTa2trSmZFTrUna4XqqpGnfEab0pTiMrKyrAwfeihh+jr60tJtdtgGL3yFC+hGbiqqpLWfRJf4y7cfivmnAqsOWOfe+v19mIRLTrsdDB1zX5y0uI7TjcaFS4fMFE1dvjZctIKimBKfic1xYPfxg/Vw8R8NyNVTWeu+joFlXN49/dfxtvVGvd+d51NY0FlF3ofuB1tzODvbm3EaFS4/fJOoBN7i8rGvRV4esyUZnQzrihxAWfvzuRz1yYmIuPhXFsx6xbUJXVfIQSzK1uBv9Dt+DMv/PccjMVrmbnsPiZMmqHvRiWSS5i43mWEEJXAJ4DvA98a5eafAf4EoGmaE3AO/NsjhDgBVADHgQeBH2ia1jdw/dhtsJKLlnfeeSclIifUezhWIlOabDZbuBKXbEpTNKK50/UgXoNVrJQmRVGwWq189atfxev18tBDD1FbW5uS0ThOp1P3iQIATfZzrJvhpcDqR1U72HvBTrOzCLcvi+KKiUn3oXY0nee2mX3o3bd4uj2H1Um400vzjJTmBUc57b+QxtnT1kEpTa1eK3Or3VHvm18xh5mrvs75fc9iO5rYrNo+LORb9J+CYLEITGmDX4OKIoWvXhd02G/an8FBZyndngDzK3xkmkcXqqqqkp0Zv2krXrp6VdJEfElTo5GVIVhacwQ4wjt/eIw/d81j4Yrbufyaz6fk90MiuZSI9936v4F/AGI24AkhMoFrCR7VD71uHDAf2D1w0RTgciHE9wEv8Heapu2Jcr/7gfuBlKXeSFJLT08Pp06d0r3PsqOjY/QbJUjI9T916lTS09Opr69HUZSEU5qi0dDQMGaTUjQaGxuprIzfNTM0pam+vh6DwcB9991HVlYWP/7xj+no6MDtdqfkd66/vz/pancsrGme8ND3YEqTCjTR2e3nvfpGXGo+/aYCiooSG5qel941Zuf8UFRVBU0bs/hfMC5oouryqmyvNeMLpNHc3g5Thr+1G4zpLL3jYXo9zex74d8Sepymjn4yleiCdyycdARYOCV29Xbdgl7WcZ6uXpU/byumoy0Ls9rD7KqRX7sD9YJbV9r13i5/2V7M7Sua0fuDyjF7Dl9eu41A33a2PPoTtPy1VM26g3mLrtK9FUoiuRQYVZwKIW4AmjVN2yeEuGqUm98IbNc0bVC+nxAiG3gW+KamaaF3OCOQBywFFgNPCyEmaENm92ia9jjwOMCiRYv0n+sjSTkbN27U3T0NwRjTVIinUBITkFRK00goikJ2drauew2tm+zrm5WVRVZWFp///Odpb2/ni1/8Is3NzWEXvN6VU5/Pl5LqscfjpsAQ/eg9J8vI2uk9QA8n7A3UNdro6Msip2gcmZlZMddtbWlkpqWVZN3pI7HnnIHZpfEnTY1Gtllh9XQfb53UmD8O3jhpQVP9LKzykG8JPsaca/+RnOLJvPXrO+n3JiY0jzRaWRXDYJUsbjWb5dPjO3rPzlD44tpWoJVD54y8fbIMt8fI1MIeioYkUQlzJuP1//xDv5ZFdob+pwlCBNtcFAUW1dQBv6bl8BM8t/0yzKXXcNmqL1FUPDx0QyL5qBLPO+MKYL0Q4nrADFiFEH/QNO2uKLe9g4Ej/RBCiDSCwvR/NU17LuIqG/DcgBh9TwihAoWA/s1dkg+VQ4cO6S5yQgInFdnp0Y7IE0lpiobH40nJzNTm5mbS09PHtMa1117LkiVL2LhxI5mZmVRWVrJ3714sFgt2u123sVcQFPmh11JPejsaWDqrn9HE0/QKwXTa8Ptb2F7rxN1ZRJdqpaSsJurPksHXyvTJ+leuulUrpXn6z99UlQzmVPcDESlNTgvFRfncvuLznN7+BI1n3k14XU0oKfhdU8nJjB2tOhJzJ/iZO6EBVVX5645c9jcW0d/Tx8JxAbp6ApRY9Dl6j+RArYGJRfp3n72yJ4srpg5PsCrKCVCUsxNN28GhP/2M7szV5I2/iRVXf0qaqCQfeUYVp5qmfQf4DsBA5fTvoglTIUQOcCVwV8RlAvgNcELTtJ8MuctGYBWwVQgxBTAB8XfnSy4J9u7dy9mzZ3U/znY4HFENQGPFZrPFPHKOltIUMlHFqoq2tbWlpMrr9XrHtO78+fO55ZZb2L17N6++GuxBNBqNVFRUUFVVRVtbW9hElUhK00ikYowWgDUtsRmkRqPClVP7AQeO9gYONzrwBHJIs5STmxtM7vL7/WSh72xXAFeXnzRNf/F0vilAgen9imgopcmY7mf6rd/nP//Pv3Dh0AtMyA0wvjh+cbPvvMbUQv2Tm/Y2GPjStfVjWldRFD690g24cbapPPdeBTuOanztE/rHoO6uLeOBdTbd163vKOT6xSMbrIQQzKxoA56mp/EvvPDf/4mxeB3Tl9zDpCmzdd+PRHIxkPSZkhDiAQBN0x4buOgWYJOmDXrXXQF8DjgihDg4cNk/a5r2CvBb4LdCiKOAD7hn6JG+5NLn7bffpqenB7vdHk730aMCo2laSkYcGQyGuA1WQ1OaOjo6BhmMIhFCpKTKO5Yj8qqqKu677z7OnTvHU089Fb68p6cnvO7Q5+jxeAgEAjHnw45EW1tbSio+zc4GFhe0kewM0vJ8A+X5blTVxf4Ldpoai+jsyyKgatw4Wb+j9xD7GrK5cnIPeou9sx1W1k4bLnoX3vhvjJuzFMf2HzFxSicHLhgGUpp6WD7RF05pGglXfw4LC/XvNzVnpVNg1TFtqyBoojIYqunxpfGLTRUYRS+3L2sa86xTv18F9DeDdXapmI3xC+lMs2BpzTHgGHVbfsnRzZeTWXEdK9Z+nqys2C0qEsmlRELvupqmbQW2Dvz7sSHX/Q743ZDLtjFCs5amaT4iqqySjx6BQIAzZ86EK3uhlCYI9nImmi0fwuv1pqRvsa2tLSkBGWkw6urqCpuoQilNDocjJb2mdrs9akJSPFitVr7yla/Q3d3No48+it///qzNpqamYfGfiaY0RaOrq2vMs02jYdY6EqoEjkQwpSloonL3+HnyHSP7MvMpy+pkRqWOR/uKCaPRq996DLS5RPmdqJixlgmLb+fYmz+jrf4AAPPHAbjp8qrsqDWjKmaKM9zMiVKA7/KqKIFeXfcK4GzvZ1yB/oL37SPpzK9xsmRqP6upp8er8pftRfSp2dTktXDdop6k1n12Zy43znegd+/xMztL+OzlTSTzQaWmqIcaXsff9xpv/fIhtLx1lM/4NAsuWy1NVJJLHpkQJUkZr732Gn19feFj3GRSmqKRqux0PcRTdnZ2WIg2NjZSX19PfX19SgbDhwRwoqSlpfHggw+SlZXFj370I9zuwSJhtPjP0VKaohHMTtf/YMTn6yNL6N8N1O3VuGyywpKJbk45Nd44mQNqH4uqu+NOaYrGcZtGpbUTvUXOrloj8yq7iKwep2flc9mtP6DDcYyjb/z3sPtkmxVWTfcBPmqbVDafzAHNz/wKD4UDBqP3zptZPtGL3lXe8+4s/mlto+7rnnCW8MC6+vDXmWaF+1a3AW0cOW/gF69VAAGum+tgfFn8j93hzaOiSH8x7dcyyTSP7TUwGgQLqxuA39B27Ame3b4Qh28hd9z3XYpL9O/vlkg+CKQ4laSMPXv2jNhfGC2lyWg0xmUwSlV2ut7iqbS0FJ/PNyilyWAw6GIIcrlcSd/37rvvZsKECTz66KPYbIN76JqbmxOaGxstpUlRFMrKygZVoe12e9KV8li0Oc9zy/Re9BY5R5tyWD21C1CST2mKgqM7hzVT9Rc5vZqVIqtr0GWLb/0BaRlW3vz1Z1EDsZOdJpYoTCwJmqh2n03nUGM2GcJDQKRjNvl03auqqliz/bq3uXh9KmnKyFXe2eMDzB4fbC96blcOrx7JJ8fUye0r2zHGGBXmbFPJy3DpuleAvaeNTC3VN8GqwKrSeuI4cyv2cOTPT9OVsYrccTexYtWnUzIxRSJJFfKnVZISWltbOXfuHBkZGTFvN1JKU1FRUdQeqkTFU7ykSjw5HA6qq6vDIr2jo2PUlKZ4cLlcSRmhrrvuOi677DI2bNjAwYMHh12frMEqlNIEwedYXx+sXkWaqJJ9rrHITe8etWcyUYIzSIdPghiW0nTKiqYJphYOT2mKhs+vIlT9B8O3uf2kM7hvccKiT1M161oOvPx9OhtPxb2WUVFYMSUAdLLnrA9bk5/NWJmQ28nEUn36hQ83CK5bqv8M0qe3FXLrktGPyBVF4ZPLPYCHxnaVX79ZhqqaWDjeyZKpw6Nkn99XzhdXOUZdN1H2XijjgXUNuq4J4HQXctOSbqAd+Cs9Lc/w0k//E2PxNUxZ9DmmTJ+n+2NKJHojxakkJWzYsCFhERmZ0tTQ0BA2GEWmNI3VnR6LVIinoe70vLw88vLywklUbrebQCAQ1UQVi2QMVitWrODmm29m165dvPbaa8OuH2mMVqJEPke73U5TUxNtbW2UlZXpWr1pb21mUqb+k+f21ylMLfIQy2AVSmlSVZX9dUbOns5BUbtZNmFkg9Gu2nSWjOuJuW5S+7VZuHra+zNIs/KrWbD+ezTV7uDUu79Kel2Xv4D7rvQAXRysC5qoCHhZNt47pqPogCmTqZX694z3BCzkWdpHv2EEpfkKD6wLVi+3Hk7nF6+XY1R6+dTSJvIsoeeYFrOymgxBg1U/GDIoWncUAr30XHiC3ro/oPYlX01tc6tkGQdX5jPTBUtqTgAnaHj7MTa+eTkZZdeyYt0XU9ILL5HogRSnkpRw9OjRpJvyFUUJV+E8Hg8NDQ0IIUhPT9dFPA2lu7s7JQar1tbWEd3piqKERXZXVxd1dXUYDIawiSoWDocjYSG9YMEC7rrrLo4ePTrImR/JaGO0EiVkojp//jxz5swJm6jS09PD7QBjQfM2M2eS/n2snT4ri+LsL1QUhUXjATrp6g2wvTYTTUmnJLOT2VWDf/77RSbZGbGP15NBKEaMAx9UhGJg2e3/jaYG2PX0t9C05H6u/aoK2vtVxHk1AG68vqCJSjNkUJDeOXB5/HT1BijISkxAxsPJekFl7th6j6+a08dVc4Imqqd3FNLrz6atrZlrF+pf5X1mRx43L3KQWfMVjFnj0AK9WOf8CMus/6TP+TI9F56gr/HVQd+DeHh2dxl3X+lkpCpvVaGXKjYT6N/E2796GDVnLWXTP83CpWuliUqCEMIMvAOkE9SHf9U07d+EEP8XuAlQgWbgXk3THEKIAuCvBIOUfqdp2rB00IF184G/AOOAC8CnNU2LGfEoxalEd3bt2oXL5dLl+N1isYRTmvbu3YvVauXChQtJpzRFo6WlJaH4z3jp7u6Oy2AVzUQVy2AUCAQSmvE6c+ZMvvCFL1BbW8tjjz02osBPZIxWIhgMhkHPMV4TVSxUVSVb0T++tqs3gEFLzp2enWFg9fQ+oI9TDo03TlrR1H4WVnXR3QdWo/69pofrNMbldhISI7PXfpuicYvY8ae/occ1fLB7vOw6m8aCCg9D/0SYTe+bqM41BYImKjXAvAoPRTmj/zk55Ezn27fof0T+1olyvry2QZd1M80K965qB9r5tz+V8N45I++dU7l2roMJZfoIuM6+XErzPWRN+Ra+tp20vbUSg2UqmePuJaPmbvIrbiLQ66S3/vf0XPgdAU98rRmqlh5Xm4vBIFhQZQOeoP3k79iwezHpJetYeNUXKS3T32wquWToA1ZpmtY1EKC0TQjxKvBjTdP+BUAI8TfAvwIPEIye/xdg1sB/I/FPwBZN034ghPinga//MdZGpDiV6M7bb7+dEpFTUlJCVVVV2GBkNBoxGAxjrvaNJf5zJFRVTaoaGzKE+f1+bDYbBkMw1jCU0uT1ehOqHk+aNIkHHngAh8PBz3/+c/r7o1fuXC5XSionTqdzWN9xNBOVEILy8vK4WxWa7OdZW+NC77ew3RcyWTFx7AarqeUKU8vfT2naf87HwgnBnws9jUAt3hxW1wRF7+RldzNz1dc4+96fqDu4cUzr9pFNgTX2z9mEEgMTSrrwqyrv1Zo43GQhnS6WTuoPV3KHYrWIlPQICzTdDVZdvSrVRSpfWBM0UT2/O4fXj+RjMXXy6RXtmNKSe7y6JpXCrHbMFbdizJ5I++F/ACDgOYXnyHfwHP0X0kuvI3PcfWRN/hbZU/8BX+s2ei78Dq/tGTR/9FStHcfTmF2ZeEtAvkVjmeU9NG03J575ObvTV2GtvpHL135Wmqg+ZgzMmg/9gKUN/KdFxM4DZAHawO27CQrYSaMsfRNw1cC/nyQ4klSKU8kHR29vL6dOnSItLU3XdSPFU7IpTdFobGwc1bSVDDabbUypWEajMfwc29vbwyaq7u5upk6dGtcaVVVVfO1rX6O9vZ1HHnkEr3fk2ZrJGqxGo7+/f8QPD5Emqs7OzrCJKicnZ9TKsCXNHR53pCtKOmaTfqYlo6KwfFI/vQErk4o72XLSAorClAI3NUVj6z31+lSEGvyeVs25gYXr/w+2Y5vYu+Gfx7RuS6efDBH/YHijorB8sgp00ur289YpCwgj43JcTC57/zmebQowf5z+iVsvvGdl3Zzkq8Qj8cyOIj61PGiwUhSFW5YFTVTNHSq/fbMMFRMLqhtZOj2xVo1XD1Zw/1o7WVP/Hr/nFH2OFwbfQPPT53yRPueLKOklZNTcRea4+8hd9GvUef+Nt+EZei78lv62HYPudthWNmiMVqIIIZhW7gKeo7f9WV5+5IcYitZRMf1TzF+0POl1JRcdhUKIvRFfP65p2uOhL4QQBmAfMAn4H03Tdg9c/n3gbqATuDrBxyzRNM0JoGmaUwgx6nBsKU4luvL888+nJAVoJPE0NMHI5XINM1HFwufzpUSUCSHC7QhjJT8/n/z8fFRVZc+ePTidzhGTqEKUlJTwjW98g+7ubh5++GE8npHFRqjC+2EmWOXk5JCTk4OqqjgcDrq6ukZMourq6iJX0d8IdcqhUpKp/wzSvecVZpa4Kck1sjY32DJw4IKBsx3xpzRFY2dtOpeN91Iy8XKW3f7ftNTtZccfv4qmjq0v+5DDwqqp7xusEqHQamStNfgcj9SHkqi8LB3vpb0/m5WzGse0t2g0egq4uSx6NXEs9KnZWDOHi+niPIUHrglWKLcdNfOL18sw4OWTyxrjS7wSBswlqzDlL8K178sE2/iio/Y10X36IbpPP0Ra/lIyx92Huep2Msffh99zasBE9Xu8HgcK+n2oykgXXFZ9kuaO4/zlZ3+g7rL5pJdey8p1X9LtfU3yodGqadqika7UNC0AzBNC5AIbhBCzNE07qmnad4HvCiG+A3wN+LdUblKKU4muHDx4UHeRE494GimlKSsri4KCgqj30cudPpSurq6UDJxva2ujpqaG0tJSenp6wkaxoSlNxcXF/O3f/i2qqvLTn/501Jmodrs9PO5JT2w2W1xzayNRFCXc/+v1emloaMBgMAwyUXW313PtrH707ltscOewZpr+meyeQA7l+Z2DLhua0qQpZopGSGkaCdWQSdWEqVx+9+N4Ws7xzpNfIOAfu0DRhEGX3+HZ1RAyUb17Jg17u4tX92Zw3SL9EqdaXSqWNP17eY+cUxhfMPoHoJWzvKycVY/Xp/L09gJ6/FbKrK3cuNgT9TV8bX8GKyY7yZr6SwLeRnrrfh/3nvrbd9HZvgv3oW9hrvwkmePvwzr7B1hm/geP/Med3HrZ0+j9O/HcnjK+fK0TU9oW1MAbvPvrh/Fb11I67ZMsXn6dNFF9hNE0zSWE2ApcCxyNuOqPwMskJk6bhBBlA1XTMoKmqphIcSrRjbNnz+JwOHQ/Jnc6nQmJp6EGo1AS1VATld7u9BCtra0pqcb29vaG183MzAwfiTc1NYWf46xZs/jWt76F0WjkJz/5Cc3No74HAKREnI7VYGU2mxk/fjwQnG8bat/I9jeP2NOYLEPd6Xrh7vGTpg3Puw8RmdJ0tjGY0qQFgiaqghhtC3UtAUrz0rjq80/i6+1k628/R39v54i3j5eDdTA5vxM9x12ZTQrWDJVv3NdMkystnNL0ifkOakrG9n189r0y7rt6ZHd6smw/W84D62yj33AAs0nh7qs7gA5O2QSPbaoCNNbOcjA5wmt5oa2YG662Yi69FveRf4Yk5t5qgW56656kt+5JDNmTyRx3L50dLRTO0Pc1AFA1U7i3VlEE86scwJN0nH6KjXsWYiq5hvmXf57yynG6P7bkg0cIUQT0DwjTDGAN8EMhxGRN084M3Gw9cDLBpV8A7gF+MPD/50e7gxSnEt145ZVXUtK/qapq0uIpVLmLNFEpikJ5eXnK3OmhlCQ9UVV1xCpvqKIYOv7/2c9+xunTp8nIyBh1H4karOKlvb1d19cgVBl22OvQervYcjo/6ZSmaOw8Y2RB5XB3+ljZU5fNlZN7iEc8TSpVmFT6vomqbyClaenE4WlK59zFPPTLDQjFwFu/+Ry9bn2Shtr6cphXM3aRO5T07HSK8xSK8wanNL18KJ8ck4vbV3YkNUtUIz1pY9JIBNPikv+dmFqpMbUy+BxffM/K5uMFZBndXLegjXSli6wp/wfV30XPuV+Oea+BrjMceP2fKVT0n9H89pF0Fo6L3oaRZ9FYatkL7OXUhp+zJ+1qrNU3snLtnbr7DSQfKGXAkwN9pwrwtKZpLwkhnhVCTCXYg1JH0KkPgBDiAmAFTEKIm4F1mqYdF0L8GnhM07S9BEXp00KILwD1wKdG24gUpxJdUFWV48eP676uXuIp0kTV3t7OsWPH8Hg85Obm6tpD5XQ6k8q7H42GhgaKiopGvL6oqIhvf/vb4Yqpz+ejpSV4LBmZ0hRtv6F2CD3xeDwpWTdbdLJ+mQHoxNkeTGlCg2nFHqoKk6/2+YSFfIv+okwTJozGkY1o0TAqCisHUppa3AHePJWNJhQm5bkZX2JAScukfPoaMixFvPn4HXhaanXZa49XRQT0O3IP0djRT3X+4HaJ4SlN5ahqGovHO1kcJaUpGu8eNTGvWv8e1md35nD9PAdj7T1WFIWblnYBXbS6VP7xdwXMmVbIzrMlLOn7FVq/S4/tsvloOV9ea0fv6vExRwlfuWZ0g9XUsk5gI17XBl752Q8xFK5j4vy7mD57sa77kaQeTdMOA/OjXH5bjPuMG+HyL0b8uw1YnchepDiV6MKmTZvo6+vTbfZoiFSIp/z8fNxuN1OnTsXhcNDZ2ZmQiSoWsdzpY0FRlBEnEQwVpg6HY1BKk8PhwOPxRDUYGQyGlIzR0jT9R/v4fD4yxfsGlbJ8I2X5AylNF4ycbreiqN2smOTDlEAVrqmjn0xF/17TE3aVCouLsYiGIquBNQMGo2BKUy4uUcn/9y+fYdvvv0xbw0Fd9gqw67yZ5RO96C1yznVm8U9rGkdcN5jSFBSZbx1O5xebyjGKXm5f1kRO9sh7OeYoHZM7fSTaevKpKdH356EwV2HxTCt//3f3s7te40cP/wbhL+aTSxopzE3+9Q6O0dKnRzgSr0/FKBL7oGI2CS6rPg2cxrbjcTZsXY657DqWr/0iOTm5uu5P8tFHilOJLrz33nu6C1NInXiC4CijyJSmkIkqnpSmaPh8vpQkTbnd7hENVkVFRXzrW98iLS0tLEwjiTQY9fT0DEppAsL/1xO73Z5QSEC8tDpruXnq8CNyRVFYNEEjlNL07pmRU5qicdhpZfW05NzpsXB057J6in5mnXnjBMs/8x/89rl9/O+j/0JHcx2FGTBXp/ZmzWDGbPLps1gE1uzhbQkjcfWcPq4OpzQV0evPpiqvlesXDjYYeX0qBpFYRToeGttVctL1r6DvO2NkSlk3meO/yDLTRmasPoGvX+Uv2wrw9Fspt7ay/rLoJqpYvLLPwlXT9R+j9fS2Qj61LDhGKxkqC3xUshVVfYsdv3mY/py1FE+5jSUrb5AmKklcSHEqGTNtbW2cPXtW937T5ubmD0w8jWSiKi0tjbsv1eFwUF5ervt+29vboxqsCgsL+da3voXJZOInP/kJdnvsmMXMzMxwa0NTUxNnz56lvLwcr9ere+9tTk6OrusB5Kb3jJrpHpnSdNqp8cbJHDTVx8KqLvItI7zdpaBH2O9XIaCv0Jv/if+PtKJFCM+fWJB3BPIIpzRpqp/5FV1xpTRFo7YxQJFZf9f7oXqNtYsSj/8MpjS1AW0cr1MGDEbvpzQ9vb2AW5eMXI1Nlo17yvjiav0NVnvOl/J33/w8ijGb7lM/BMCUpvC5ARPVWYfg8c2VqJpg9Uw7U+M8LLK5CrlhcZ2uewXoCVjIs4w9ZlZRxEDrxe9x1f6e23+9kCvX3cgNV9xJTdWEsW9U8pFFilPJmPnDH/6QEmOR1+tNiesdYounoSlNkSaqWCiKkpLqsRBimHgqLCzk29/+dtzCdCgFBQX09vZSWVkZTmkCqKioGJNQ6+npSUn1uL29lQnm+CYPhJhSpjClzI3fr7KzNh2fsJCpuFky4f1K3r7zMLXQg+5u71oTi6q70OstdtrlX2La5V/iO9+8hxmGdwntN1pKk5kulsRIaYrGOVcOa6fpPyu035DBjJqx/TzMqFGZURM0GG3cFUxpOnS6iztW6rTJSIQpKWNWLPx+FSEUsiZ9Ha99I3738N78SeUak8odqKrKy3stvHWykAyDm9tXto04A7fDo5Jp1L8d5WQ9VOS06r7uzrMZBCY5OKz8mt3P/p4q0xLm16xh/drPpOR9U3JpI8WpZMzs2bOH9vZ2AoFAUilN0UhkgHsi9PT0xG2wGimlKS8vb5i4bW9vT0n4gMPhGGbYihSmDz/8cMLCFIJjtIqLi4elNDU0NKBpWkwTVSyam5vDbQR6ovU0Mi9WcnMMjEaFy6cGABfNrgBbTmaHU5pc/fksLNT/GNcvssjJ0mc0Vc28m5l/w79Qd+hFms/vY8604WIlWkqTEEbG53YysTS22PKrKoxxcH80urwBCiwu3dZTFIVbl3s4Y/NgMWby27fKULXkUpqi8eahdBaNT4HBalcet3/yGhRTPl0nfxDztoqicONl3UA3HR6V379dSkAzM7O8ictnDR479ezuEu66Ivmj95F483gFD6xr0H3ddxsrKFwdbMXIKOmjlXd4re1tXvvpo0wrupyr53+ShXOX6PqYkksXKU4lY2LPnj0YDAaqqqpQVRWbzZZwSlM07Hb7oMHyepGseIpMabLb7bjd7kEpTR6PJyzy9CQQCJCfnx/+eqgwtdnin8UYicFgGDZVYGhKk8fjQVVVKioq4u77VRQlJT3C2UqHLmsV5xrCKU3bTwpO1negBNJZNrFPt8x3R7sfi1EfwVsyaSVLPvVfNNXu4Fc//huqc0YPH4hMaTpcpwQnGgS8LJvgjdoW8V6tkXmVXeg52xTgkMPE397kGHW/ifLGsXK+vNaGovQA8M6RdB7bVI0ivHxqaSN5luQe73RTKQ+s0/+IvMNbwJSV/0Zf0xv0d+yJ+355FoUvrQ2eFuw+lcZjm6qBPm5d7KQ4T8GvZur2MxtCVVUUob+Zscer0iQCDO1WMKQJqHRyhqc5sv2vFLw1l1nlV3HLunvIy9W/b11y6SDFqWRMvPXWW+EjfUVRwsfwHo8nrpSmkQgZk/RmrOIpMomqu7s7nAff0dGhuzj1+XyDqrzl5eV885vfxGAwjEmYjpYYFU9KUzQaGxtT0t7RZD/Pmhp9B8MD9GlmvnCVF7/aF05pKs7oZHb12Awbx5qsrJ7axVhFWV75zIH0p1refepLNHZlsXpqYn2hc2oglNK0ozYdzZBBQbqbeRE/qr2ahSKr/tXj7GzDqD3CiRJ0pw9uc7lidh9XzH4/pamr30JVbhufWBS/wajHq2IUPbruFcDeolJSMQVDRhmu9+5Kep0lU/tZMrUeX7/KMzvyOXIhjez0tqCY1FFIvvCelTWz9DdY/WZHKSVL+4j1O2HOU+nmALv69/P2r37DpNyVLJl8PWuu+ITuYlly8SPFqSRpvF4vJ0+ejDp02WKxhI+jHQ7HiClN0RhNPCVLU1OTruIpKyuLrKws6uvryc3NDScYJWKiioXdbqeiogKACRMm8LWvfQ2fz8fDDz+M0+lMel2XyxV3L+/QlKaGhgYCgQDFxcXDPjz4fL6U9Ahb0jwUWfVvmdCU993poZSmM06NN05a0VQ/Cyo9MVOaohFsRRneI5woWXlVXPn5J/H1uNj627vxuDvRAmNI2zIprJreD/RzoTnA5pNWUFWqLC7M6N9rWtvoZ07N8Fz6sfLiHgurRxBPkSlNJ+uDKU2qpnHtHAeTKmKv+/SOojG500fc74FKvvvQI/jaduJr2Trm9UxpCnde6eKxviqumd3CLzdXIoTCFVPszBg39sjkRk8BN1ek4OfBl0du5shJaZEIRWCudGPjFc7VvsSGvZOZWXol16+8kwnjJum+N8nFiRSnkqR54YUX4vojHDIS+Xw+nE5neDzUSLnriYinROjr60vJukKIsIALmahCKVHl5eVJCxWDwYDJZGLGjBk88MADuFwufvrTn9LWlvwf/VAfbzJ7CrVZ+P3+YSYqVVVT0iPc1eUhR0nMCBUPZ50BijI6GTpofXKZwuSyyJQmCxnCHTWlKRr7LxiZXuxmLFXeDGsJV33hKRSDiTcfv4NedxM7z5lYOr53TOuGGFdsYFxxN6qq8qs3jYyvzGLb6W6WJmiiikVLfzZfmKNPalUkTnchN1WMfvQ+rVpjWnUopSmHzcfyyUpzc8fKtqiJUt5ANjnZ+otpg2UaJstE2rf/rW5r+vpVwMf4MniwLCjUX9mbxTtnCjEbPHx6eWtSFetWl4olTf+JDQfOGejJ7yY3ifuaMhXUzFqOUMuejX+gIu0y5lav4aa1n0nJKY3k4kGKU0nSHDhwICETkMlkCh99t7W1hSuNBQUF4SrrWMRTLPx+f0piOru7uweJskgTVUdHR/jYP1GDUWtrK2lpaSxatIj77rsPh8PBI488gsczNneu0+kc85inSBOVy+Wivr4eh8PGhAkTx7RuNLra6rl29uh9lolyvjOXtdNGfi3fT2ly0dQZ4M1TloGUpk7Gl4z8M9/pt7CoIPkj8tyy6Vx53+9IM1vY+pu7cTefBUBVssjO0MdgFUJRFCZUWlg7zU2b289bJy2gGBmX42JyWfIi2K+qWDP0PyJvc6tkGRMTT8GUpmASVatL5XdvleHX0plX1cjyGcGq+fELguo8/d3pmw9ZuObmr9PvOkif82Xd1n1mez63Lh487ur6RUETVWeXyh/fLcGvZTK1tJGr5/SNuM5Qnn2vjPuu1n+M1vOnqylfPXbDmrnERxvb2Ox6l02PPEpO70w+e9P9LJq3TIddSi42pDiVJMW5c+ew2+1JzzYtKCigoKAgbKIKpTRBamZk2my2lCQ3tbS0jFiNjUxpstvtCRmMenp6uOuuu/jMZz5DbW0tP//5z/F6xz50XFVVXQfkh0R3UXobJemHaWp00unLorh8oi7GqNx0j27VvBBBd3r8Qq8kx0BJTlBsHbxgYMtpKyLQy/IhJip3jx9Fje/oMhplU69ixZ2/oN/r4Y1Hb8PlPAFAXbOfnARFWTwcqoMJeZ2AQoHVyNoZQRPVkfoBE5Xax5LxvWQnWIXbV2fgnjX16C1y/rqzjHvGIJ4KcxXuXxes5m4/ns4vXq9GwYunV/D3N+tf5a33rebuy9fT9s5aXdf19OdQnOeKel1OtsIX1wZji/eeSeOxTVUo+Fi/yElpfuzXTSM9alV5LKiqikMzUM7YxWkIg1HgK3BybFc7P9u5lfyts5lReiW3rbuX/PzEvA2SixcpTiVJ8fLLL+sydD/SRNXV1cWhQ4eoqqoKj6XSC4PBkJJjoNDx/Wi3CZmohqY0RTMYhaYA3HnnnRw+fJjHH3+c/v6xv7l7vd6UVI9dHW2Um1pYNF4DmujqDbDzgpNOCug3FFBYnFwwQXOjjQW5rehthNp9No0FlR6SefubNw7ATY9XDZuoCjPczK2GPfVZXD6pl2TE06Qld7Hwpv9DZ+NJ3v7dffS63xdLp9tzWD1F/1msLV4rc2uGi96gISxootpZm45qyCQ3rZOF4+NbNy0jfVQhlAwB0nVzp6+Y0ceKGcEkqm/8qpBfbKpJOqUpGj1qCdmlS/HaN+JrflOHHQc579QozopvcsWiyf0smtyA3x80UXX25VCQ2c5tyzqHPcdtx0zMrdJfoP9hZz7Zs/Wb9xvCviudiuV9mMwKPRxij3qQbU88wYTs5Vw2+XquuWq9NFFd4khxKkkYVVU5fnz4IOmxYjQaqaiooLq6GqfTic1mo7+/n4qKijENaXa5XCmJzHM6nQkL9KEpTfX19QQCAcrKyjCbzQghyM/P56tf/Sq7du3iySef1K2X0+l0hkWynvR3OVk0M0BIPGVnGFg7vRewccpZz/lGGy5fFtbCcWRmZsW9rkltZ1Kp/kYoL9kUWMcm0jPNSthEda5ZZcspK8cvdDK3XKPQGv8fRaEYWbj+e0xedjf2E1vY8cev4fe9X31VVRU0/Uf7eH0qihq7Em82KVw9vR/opK4laKJSVZU5pW7K8oebIAGaOv1U5bfouleAHcfTmFulf+/xq/tz+OdPtjO+rJ0zdjGQREVCKU3R2Hjqeu7/m8/j3rFUp50Gef1IBfevsZHIBxWjUeEzV7gAF3VNGo+/UQkorJjkYPaE4HvLUXspD6yr13WvAEc8xVhL9G/xMGgZmMzvf2AXQmAu9+DgdZ4+/yrP7/spM0qv4PoVdzJpwhTdH1+SeqQ4lSTM5s2b8Xq9uqd6NDY2hkcYhY7gI01UBoMhqaP5VBms+vv7x9QqEKqaRhqMlixZQlpaGmfOnOGZZ55B08buwA0RMqLpiaqqWAzDKzEhppYpTC1rw+9vYUetE7e7kK6AleKycTEFl9/vJwv9DSpNLj8ZQt9UnQnFCv3+TopmwOkmE4caLWQID5dN9MdsSTBl5rHyrkcpmbicE1sf49BrP0DTBn8Q2XNOYXapG73fqneeS2fpeC/xipyaIgM1RcH+6j3nzRxvtWDSPCyb2D8oUelseybf+aT+fYuHbWUpEU8t3fmMLwv+PEyu0JhcMWCi2mNhy4kCsoyemClN0UjLW0QgfQqi8TcEus/pvOOxRe3WlAgeWBc0Ub2+P5Ptm4sQgU78/uTbUUbC0abSke4l/o+j8dFaG8BUNHKbiylTQcs8xzHOsffFP1JuWMy8qlXctO5O3SO2JalDilNJwuzevTslcXPRZpBGmqgiU5ry8/OxWq2jrqmqKloKKk96GqxCBqNVq1aRl5fHj370I7Zu3UpeXl5SKU3RaG5uTsn3rNlZx5Vl7Yz2VmI0KlwxtR9w0uyyccDpxOPPwWgpIzd3eJ9Yi/0sN07tQW+Rc8RpYdXUbt3XrXeHDFbvpzRtPWVBEwYm5LqHpTTllk7j8nt+TYalmJ1//gYXDmyIum6XmkNpnv4zSFUlg0xz4q0iiqKwZGLQKObq8rP1TDYIE1VWF1PLFazZ8U01SARfv4pC/MaeeGnuULGkDX9tFUXhpiVBg1GbO5jS1K+amV0xPKUpGme0B5gy0UDXib/Rdb+v7s1k5ZTkR8gN5ZoFPUAdj71qxR8QPLaphknFTayZN/bedoAn91RTfqUfvX/Xes7lUL02vnFXGcU+OtjOFvc2Nv3sl0wtuJwr597C0kWX67onif5IcSpJiI6ODmpra3Xv32xpaRlVPA1NaQqZqEIpTdFwOByDEpb0Qm+D1cyZM/nUpz7FP/zDPzBhwgQ0TQunNAUCASorK8dU9fR6vSmpHmcpbsryE9tXca6Ba3LdgJt95200NRbh8mUPMlHlpHcnbMSJB00YUvBBRUWog4VeodXImoGUpoMDKU1C9bJ0vJcpC69n6e0PB41Pj32KdtuhqOt2dvsxafpXtM43B8g3jd1glZttZM10L+DlaIPgiXdgXImHDo+adEpTNP68LZ9bL9O/GvvcnjI+P4rBqsD6fkrTrpMmfvF6FYrwhVOahmKuuoN3327h/lWn6b2gb4W+rqOI6xbpn2CFMY9vXlcHdLDvrJHHNlWiqX7WL3RQUZT8a24XWRQa9f35Vf0qqkh8aoViFChVzZzjWY7vfY4/vTuLmWVXcMuaeykq1D+JUDJ2pDiVJMRzzz1Henq67uv29vbGLZ6ipTQpikJGRgZFRUWDbqtpWkrc/3oarMrKyvjSl76EzWbjxIkTVFZWIoSImtJkNpsTjnVN1Ritnp5urMrY+gsXjteAZrq8jew858RFPi0ehYUl+vcXHrygMTlf/6SpnbUmFlWPbPqYF0pp6tc467+cZvt46v7wK7Kd/0uvZ2QTyt76bK6crH/1+Gy7lbXT9BUNs6oEvYqZr1/fwJ+3FdLrt1CZ25pQStNIdPfnUJjr0mejg0jMnb50mo+l0xqCKU3b8+n05VBqaefmJcG2FmHIJHvmfxJ4/RF6L/xO1512dqmYDfoPxz9jg3Lr++0zCyf5WTjJht+v8uyuPDoO5pJn7uBTK1wJfR83HTajVelv4mvYZaRw3tgMVuYcDW/OEfaqh9n+5JOMz1rGFbNv1W+TEl2Q4lSSEMeOHdPdXKSqatLiKZTSBMGe1ciUptDaetPa2qpb9S0rK4uvfvWr+Hw+/vEf/zFqT9TQlKaQiaqkpCSuiFe73Z6woI0Hd0sd62bGjiSMl2yzMjDKyM4ftiu0ey1sPp5cStNItPlymDdO/5FMPpFNbnbsao7BmM6qz/6E++beyPl9f+Uvj/4dp1syQM1gXoWHopzhz1ETJoxGfY5YQ6iqCin4nejxBsjPdmE2Kdy7qh1o52S9MmAw0lg3286kisTfN87aNUot7brv9+0j6cyvaUzqvqY0hTuvcgEuzjkJVhoRfOL6G3j92a1cO2U7oF+vOMAzO0v47OX6J1i9caycL68dbrAyGhVuX9kJdGJv0Xj8jQrAwLKJTuZOHP29+h1nJUWr9P3ZBVD6LGQX6tPmEjRRdeFkMwfOyBFUFxtSnEriZt++fbS2tureVN7Q0KCLeAoJ0lBKk91up6qqSvf86a6urrDjfiwYDAYefPBBcnNz+a//+q+4jFuxUppGeo6KooQFvJ7kpncNMsPogaqqlORlsGZa8ilN0ejxqohAr657BXC295NliC14zdlFXH7PrymonMvBV/6TE28/Rk0B1BQEDUa7ak0cbrKQTlc4pem4TaPS4kJvMbKr1sCcii70rh4fsJv4xk0OIvc7rVoNpzQ9vzuY0mQxufn0iugpTdHYdKScB9bZ0ft1OOYo4SvXjN1gNaEMvlLmgPQytvUs569/fgzH+Fo+vVxNKqVpJPxk6roeBH/XRBxRuxVFggfWBXtdNx/M4LHNxaSJbm5f0Ux2xvD79nhVnFoAveeCdLX60cz6tkoA9LYprL3qduBHuq8tSR4pTiVx8+abb6bE7ai3eAqlNCmKgsVioaGhAU3TEk5pioaeldg777yTyZMn8+tf/5rTp08nVD2OTGnq7OwMP0er1Tqox7azU38zDUBLi4PZ1laGxn+Old3njMwpD84gHZrStOVkNqAwqdDN+OLExNWu8xksn5jcDNJYHGvOZVWMGaS5pdO44r4nSM/M493f34/9+KZB1yuKwvLJQRNVW9hEZaSptZu7Vupf4ezVrJTk6P8zkWUxRBUqEHyOtyx7P6Xpt2+WoWIaSGka2ZSlqiraGN3p0fD6VNIUfat6ObP/g6ViOc5932PN9Fb+8G4JfjWD6WVNCaU0RWPvaSNTS/SfQfryXgtXz3QkdJ+183pZSx1dvSrP7CimT81iQkEz6xa8/8HvtztKKVriRe8PQK0Hsqm+Wv82l6LAPObMWqDrmpKxI8WpJC58Ph8nT57UfRSR263/MSsEZ4imp6dHTWkai8HIbrfrkrC0Zs0aVqxYwUsvvcSePXtwOBxUVFQktVZOTg45OTmoqorT6aShoSH8HDs6OlJihErztTFtsv6zY3tUCyW5w8VTSY6BtTnBP4AHwilNPSyf6ItrzI9mSMds0tfxHRRPI0ftlk9bxfLP/px+bxdvPPpJOhxHY65XMGCi8vlV/tgIW07lIlQvl4336mIOa3P7SUf/vsVzzQFmV8TnIi/MVXjgmsEpTQbRxyeXOikYMh/2lX0WVs/Qz50e4i/bCvjk0kb0EjlG6ywyau7mqX/+LHcvqMVoVLh/IKVp96k0fvF6FULzcctlo6c0RWPvhVIeWGfTZa+R2DsLufGy5AxW2RkK961uBVo5dC5oooIAn5hn51x/HtZs/Y18CkYUnU9qNFVjVvnVuq4p0QcpTiVxsXHjxpQMsm9vb0+JeOrr6xu07kgpTckYjMZqsJo9eza33XYb+/bt46WXXgrvb6yjnhRFCQvckInK4XBgNpvDLQ964Pf7yUT/PsB2jx+TNrp4mj8OBqU0GcwUpruZWxP99rVNKgXp+n8I2l+nMLXATbQK0eRl97Bg/ffocBzj3Se/MCjxaTR2nDVx62VerJkRKU1KBrkmd9wpTVH3a7Nw9TT9x2g1e7P4/LzE+zdDKU1en8oz2wvw9FsHpTQ1dBRyw2L93em9ASt5lvhSluLBMvsHaP2d+DoODGtzWTK1nyVT309pcnlzKMyKntIUDb9fBRJ3p49Gm1slc5R2lHiZO8HP3Ak2VFXlpy/kcKaph6LtCpVL/LqJycZDkDXRjd4/u32OPG798j26rinRBylOJXFx4MABDAb903qEGL3nKVH8fn/M4/fRUppGoqenZ8zH+tOnT+f++++noaGBJ554Ak3TaG1t1b0ibTabMZlMTJ8+Hb/fHzaKFRcXx2WiikWzo5ZPTNR/MPx+WzZXJTDbNDKlqbZJZfPJHND8zK/wUBhhojrXYWXtNP0rhp39OSwqGlLlFYJ51/8z06/4MrZjr7PjT39DoD+xXteAkoU1MyhI3k9p6qe+VWXzSQuoGnPK3JTkJfb6C8UYMxQgGfyqiiVzbAlAZpPC567uADrCKU3u7j7w6x/CcLIeKnJadVvPVHQ15rLr+Osv7mDxuAsj3i4ypem8U+OXmysQwsDKyQ5mjR/5PeWvO/K4aeHgXl49eHZ3GXdfqe94LkVRcGcUMP9eHz0dKvVbLSjCQOa4Tgonju1vh6/VQulc/ftNJ+esIMeq/zSXZLFk9XPVYvuHvY2LAilOJaNy4cIF9u7di8lkSjqlKRoOhwOLxaLLWpEk4k6PltIE0Q1Gzc3N4fFOyTBjxgy+8pWv0NjYyCOPPEJ/f7DfrqenJyXV40AgMKj/NBETVSxyTN3kZKXgrUOYMCbZCzixRGFiSdBEtftsOocas8kQHhaN9yE0/cdodfUGMKiDRVlaRg6X3fZDqmdfz+ntT7D/xX8flvg0Gg2tfqzG6BWt6kKF6sKgiWr3ORNHW6yYNDfLJsdOogI4Uq9Rk9OJ3iJnf53CnVc36LZuKKXpsdcKKMwO8ItNNWQZ3QmnNI3Em8creGCdXvsVWGb/AH93HUcO7+WBNfFVOMeXCR4sC7YrvLY3k21nizAbuvj08pZhpidXXy5lBSkIYdDSdXk9B62pqjhUI2WKn+wChew1wQ9ljUcM2N600k8vFUv7MGUm9rg+r0pA6O/87+tSWT5jve7rSvRBilPJqLz00ktMmDABCA7hr6+vD6c0jUVcDhVPeqEoSsLVwUiDUeRzzM3NDfeYRkuwipeZM2fy4IMP0tjYyMMPP0x3d7AnS1XVlIy78nq9w9YdaqKqr69HCIHFYon7++Du7KDEpP8M0iMNGtU5LsYqGoyKwoopAaCTFneA376lUJzvp7YxwMRS/Sr/uy9ksiLCYFU15wYWrv8e6Zn5HHjp/3Ly3V8lte7J1hxWxzBYQfDncNkkFXDR7vGz9VQ2mkij2trJ1PLo92vuzWF1tf6tDcYM85gGtY+EKrL45Mo2oI42t8pTW8vwa+lxpzRFXVNVAf3S4syVn8aUvwjHO3dijKMdJRrXLgqmNHV2qfxpWwn9amY4pamuSSU/Q7/2gxC7TqQxq1z/3+E/784lc9bwGaSlswHc+L0q9l3pGNRMDPkuyubF1ybm2JlOxVJ9RtZFkuWextUrrtF1TYl+SHEqiYmmaRw/fjz8daTByOFwhFOaKisrE3rT93q9KRkM73K5xrzG0Ofo8XjGVDWdMGECDz74IE6nk//+7/8OC1MIjtEqKNB/xl5jY2PM/YZMVBCsYIdaG6qqqmIKcG+nncWzAuj9h6KpJ4c1U/UVT0VWA5Nrclg9pZODdSETVR9Lx/eOeSyPpgQNVpk5ZSy8+T+onLGWNtth3v7tPXQ4jiW1pqqqaGpi4infMjilacspK1rAy9LxvWRnBMW416eCqn/8Z4vbT0WufkfkIXafMjKr4v0e3QKrwv3rgl/vOBFMaTIIH7dd5qQwN/7X6oX3rKybnZg7fUQUE5ZZ/0G/6yBP/vkNPr2imbH8TuRkK3xhTdBEte9sGo9tqmL3sS7+4662Ma0bjYMNZTywbuxjtIZyyF1GTunIRiijWaHmqn6gk/Z6lfotVlRNJX+2B2vJyO85ipqBKTPxqN3RmFF6ZUp8FBJ9kOJUEpMtW7bQ29s7zKyjKEpY/HR3d9PQ0IAQgszMTAoLC0dd1+l0Ju1Oj0U8s0LjJfI5er1evF4v9fX1CZmoLBYL999/Py6Xa5gwDT1GKlobEqnylpeXA8HnaLfbEUKQlpY2rH1DVVWsRndKRvuIFIinVrefDBHsUwunNPmCJqqAYqYovZN54xL/43TGGaA0q5PJy+5h7nX/hBAGDrz0fzm1/bdoavIfuPadNzCr1EOyI3hmVQlmDTzHXefMBJRMcoyddPamsSQFY7ROt2bwnU/pHyu673wZX7m2Iep1y6f7WD49mNL0l235ePoHpzTFwuEu4OYKfXqPMyd8GWP2BNrevRZvIAtrgkfVsVg4qZ+FkxoIqBW8e1LFdTCX/IwOPrk8sZSmaPj6VRRS8EHFpdKS5iXed978agP51cEWFfseE+5jFgImD1VLB5uo2s4HMBZ0ovfIul6nmRs/fZeua0r0RYpTSUx27tw5qot8aEqTzWbD7/dTWlo6osHIYDCM2Z0+lNAxdioMViaTKWyiijelSQjBF77wBbKysvjhD384TJh2dXWl5Ei/paWFtLS0hO9nNpvDx/4tLS3h51hcXExWVhZNzjouL21H9/jPcyaWjOvRfd0DdgtXTx3sTjeb3jdRnQuZqNTAiClN0XD21/B/fvAIRTWLcJ5+hz0b/pnu9rFXotwBK4vzx95faDYpXDUtWKGqbwmwv64fc2YWE3O7Kc1L/OdiJCwWfcMtICieBL5Rb2dKU/jc1S7AxVl7MKVJ1QRrZjqYVj08nanVpWJJ06cyb8iswTLz/9DXuIn9u7YwvkD/2c+b9mdwxbQmZo/zA500NCee0hSNZ3bkc+tl+n+geGJPFeUr+xNeV1EUqpYE5/x2t/tpeDsbhTTM1Z0UTVboOptDzVr9zYxV6Uuorhyn+7oS/ZDiVDIiLpeLs2fPJpQhPzSlyWg0oihKuDoHyYun0XA6nWMe8xQNu90+aBRTtJQmIQTl5eWD/livX7+e6dOn8+STT2KzDZ9T2NramhIjVG9v75jXLSoqAoKCv6Ghgfb2dtobz1M+Xf9jMFXJIjtD/3E5CENMo9CEEgMTSrrCKU2HGrMxi+5wStNQFIOJKVc8QN2BfqyFE9j5529y4cBzumzV3ePHqOo/GxKhcdfV3Vy7sJGNu3M40JiNt8fH4urAmNK9jthUrpyr/2D4Z7bnc0uC4mlSBUyqcKCqKq/ss/DmyUIyDR7uuLw1bPp59r0y7rtaD1EmyFn0GwA69z/AtjPlKZlBeq6tmHUL3h+jVVX8fkrTpgOZPLa5iDTRxe0rWkYMP4iGx5dDYa5L7+1Sr2ZTaBzbz29WvpGs1cEWlcajUP9GNg0nOyhZZsCcrWPalk9j/rg1uq0nSQ1SnEpGZMOGDaSnpyd131BKEwRnmdbVBd9oc3NzdRFP0VBVVZcB+UMJzUMdSjSDEQT7OS+//HKuv/56tm3bxo4dO0ZcV+/Kk94GK0VRqKmpwevtJaf/GG+eykYTgkn5iac0RaOu2U+OUX838qF6mJAX31zE91Oa3LS5/bx1ygLCyITcTiaWBu9fUL2AJZ/6Mc+88DZXLYCXH1pFX7d+s1731GVz+WT9029sXVncfV0wk/3WiJSmv+4up7PbTJ6xmylliX8fvSKTuRP0/0DR6cuhNN+V1H0VReGGxd1ANx0eld+/XUL/QEpTQEuPOzI1FpmTvkZ68dW49n6J/q7zaJr+rUnuHpV0ZWSht25+0EQVmdI0sbCJtfNjO9rPOTVKsvWfT/zmUTNqRWwTX6KUzlKod/cw8xZo2p+OwZ8BVjflC3So1jdVcNNnP6PPRiUpQ4pTyYgcPXpUl4bx/Px88vPzw1U4m82GpmlUVVXpJs5SZbBqb2+Pa4+RKU0ej4fOzk6+//3v09AQvXfO6XSOed5oNBoaGuLq+U0UV/MFbp0TwGQMjk8KpTQpgV6WTexLeizN6fbR3enJ0ObNYW514qK3wGpkrTU4AudIvcKW07mU1Mzh7+/8GUatm0PvPkNW6Qld9wqgKSZMRn3H5aiqiiVreH9hMKUpODR/21Ez++pK8Xg05pT1Ys0c/UTD61PJzdT/A8V5p0pxlj7iKc+i8KWBlKZfvZJOfVMPj75WknRKE4DBMhXr7P+H1/kyvRd+y4ZduVw/z4He/ZDP7Cjm9jgMVpEpTQfCKU1+bpzviDpB4fXD5Xx5rX3UdRPlTXslxav0H/Wk9FrIq1TJqwzO+e2oD1C/xQJo5M5yk1uW3Onb9OLLU3JyJ9EXKU4lUTl48CCtra0JHemPRuj4e+7cucEEmIYGFEUhPT094ZSmoYzmTk8Wt9udUJXXZDLxwx/+kKKiIr773e9y7ty5cH9tZGtAf3+/bvNiIzEYDGRnZ+u+bo7JgyniGDiU0tQVSmlSzBRluJmTQEFcVVXQ9BvtE8LrUyGQ2OD7aFy+ZAbLbn8Yo6WK//qPb3N039v0drlYXqpvr/QJu0pFtgu9RcOBesGtK2MP9F45y8vKWRfw+lT+/G4BZxwWhK+XedUjf1/22dL4+o36i5xXD5XzwDr9B873G4r5wX1BE9Uz2/Pp9OVQlEBKEwDCQO7i36H5e+jcdz8ALd151JToP56rX8tK6KgeYP4EP/MHUpr+uiOP9oO55GW4uG1pB0ajgqqqCGFIye+aU1Op0nVV6GrzE0gfPHQ/r9pAXnXPgIkqna4TFgJp3VQs88XdouLtUFi98lM671aSCqQ4lURly5YtugrTEEKIsHgKHYk3NTWF8+BjmahiMZYZpCORjMHqjjvuoKamhv/5n/+hp6eH8eODeZMtLS3U1dWFZ7umwgjldrtTsm5rSyPTs1uJViHKHpbSZAU1wPzKwSlN0dhzzsDsUv2TpnaeS2fpeC/JihyhGJh+5YPMWvNNfD0u3nvma0zV3qTenMH8CoXNJ7MQmsbsMjcluWPfu92Ty5pp+oscYc5gfJyff8wmhXtXB1OaTtkEmw5X4P7/2TvP8EbO81zfM6gE0QiwgWDZzu2d23tTsXqXpciyVSzLPo4TJzlucYqPneS4xUksbyQ57o606pLVtmhVtmp774UF7AWNIAgMZs6PYSdIAuQwR4X3denSkhh+HIAoz7zf+7xP2MAERwSPq/d9zLTqNHWnd6O9eIrFZfSCarAyGkTuW+NHTWmCzVsLAB2rSmsGTWkCsE79BkbXIlr23YMcraW2WcZh0r56fOSSnok5w59BKooid60IAAFqmmSefqcAMBCNNHLtfI3GaPXgv3bnkbO4Da3NjI1HbBSvSR6129NEFfFLVL1nRYcRU6Gf3NLBnz/u2BzmzS7T9FzHGB3GxOkY/YjH45w5c0bzuNJQKISi9HfSJktpEkURj8eT0odVfX39sHtjB8Pn8+F0OlM+funSpaxcuZI333yT48eP97qt02AkSRIHDhwgJyeHysrKYac0JaO5uXlUenl1sUZmTB5661JNaQr3S2laMlFKeh/Dsp38LO0/4BXRgsU8vLmItuwJLLn7p2QXz6P82KscfPk7xCJ+9UZRZEKengl5PVKa6m0YlVBKKU3JkKTRmUHqD8fJsQ7PoFJaqFBaqFbhXv3QzuHaXKKtMRaWJPA1y0wv0H4w/OsHLKyaWqv5us/scnP7kv5GqPEeeNyj/r63DmbywQU3ZrGVu1f0T2nSO+dhnfa3tFU8Q7TqOQBePlDAw+u1r/Luv5SvmcHK4xZ5bJN6Hx/8ZQFXztgoOR/goaXVODK1Oe+LMRf2YT7PBkNUdL1GSg2ExalnXIeJqu6MQMV2GwlieBa1Yu5zcazICjMK1mh+rmOMDmPidIx+vPrqq0lF5EhpamoaVDz1TWmqrKzsSmkaTCRGo9FREWVAyuK0sLCQz372s5w9e5ZXX311wOP0ej2FhYUUFRX1MlHZ7fYRp2UJgjAqY7QySS/jvG9Kk2qi0jEpK8D4PPWCxx+WMCraf6hdqU/gMg5D8AoCU5Z9njnXfYNErI3df/gyFcdf67r58FWF0uzu3tjulKZAR0qTaqIqcQSY7En9b7DnkpGykla0fis+WZ/B39xWy0jEkyiK3LIkDIRpCso8t8fD+6clHh+nvRGqvCWbz5RpPxi+NW7HbR9cTF+7UDVRBcIyf/wgDwkLU3LrWDcnCqIJZ9mvkdsbCBz5SvcPCcYRTTtIhiTJwCj0zYdkdOOMZK1qpTEq8pd7JpCnGFmc7ePm+cN/DZ6tEgjZI9g1PFeAmuNgGR8g3Wps3jQBpoWQYjK+vWZ0iUwUawDvQtVE1V7t5PZHH9T4bMcYLcbE6Rj9OHLkiOZb5JCeeOqZ0uTz+QiFQsiyjNfr7XVukiSNylZ2JBJJed2MjAy++MUvEolEePrppwf9uaampq6KdE8TVU1NTVdrQ2FhYdqPf01Nzaj0mjbUXOa68cPfes+x69jQYTA6Wq5jxzk7gtxGNG5g03TtIwkvNtvZODW9D9zMrEIW3/kj8iYuw3dmBx++8L+JhnpvrbbEHMzPTr71rqY0qfexM6UJuZ3F4yJdKU0DERcycWRqL/ZsNjRxp3fitos8vKEGmQIQ4Im3ixBp547FtWmlNCUjEJbJGMSdPlwuVEGBPfULK4dV5OEOE9XBC2pKk9G9hM8tcmK5+ghKXBW5O4+bWDCuRvPzfWFfFjfO095g9at9XjzLYoCI0SxStEYCJHZctfPWW168RLlvbjnj89P7vVtOFeNZk/5s06GIN9jxrB9+m4veKFKyWp0P669STVSKojBz8iycDqdm5znG6DImTsfoRUVFBRUVFWRkaDtYurq6eljiSRRFiorUdvtIJEJVVVWXiSovL4+qqqoRm6mSUVdX1/V7h+Jzn/scbrebH//4x4RCoUGPDYfDXdXhTkRR7ErLikajXfexr4lqMCRJGhWDld3QitOqzdtEz5Smp3cKvGfOwm0KdHx/5MiyjJBmxX9C2d3Mv+G7AOx/7q+4fHBLv2PCURkhEUlpvb4pTXEhgyxjkPkl/UfgVDfFsYra95qe8SVYMk377PQX9jq5cX4NRbkCK6Z3pjS5CcXt5NuauGXx8NLDntubx2dXquOutGTbyc4ZpOmvu3BynKVLinGs+C1P//TL1F46gyvDxh3LApyrzRuV+M+WNifeHO3bXMplOy5jf/HvGqeDcRFissz39xfjPG5hqqmBB5c3DlkVlmWZqoSBAlHbSq8UlZEF7Zz/zkIdzsII0VCCVUU3abbuGKPPmDgdoxevvfaa5sIUVPHUcxD/cLBYLL1SmiorK/sNyNcKnU6XUvXy+uuvZ968eWzZsoVLly4Neqwsy0O2S5jN5q77mCylKRmxWGxUxmgFAn7yDQ2ar3u5XmDDTIWp3gCX6xJsO+tAUBLMKUg9pSkZ+y/rmeNNLf4zq2Ams6/9awpK11J3aQ/7n/srWluS9/p9eMXMsonpGay6U5riVDQk2HHeDorCzLwAHpc6xuZUvYP1peG01k2FkJLJ4lLt+zeb27Ioyu0W02pKk2qiuuiDJ7epKU3rpidPaRqImJLRr89zpKivteGnxQm6TJxlv4L2Km6dsgVlQpjKeoX/eKuA4+fDHJuoG3ZKUzJ8DTJZGX7N1utkzzkDUl6YwaqxoihSuFQBWjnXbOSxbZPxinDNuAqWlSbv3d5yIAvLjDBaS4iqvUbyFw3fzDgQlmApN197l6ZrjjG6jInTMbpQFIXTp09rvm4sFtN86z03N5dAIEBhYSF1dXVdH0JaGIzq6+tTmhiwbNkybr75Zvbv38+OHTuGPN7n86XVV5ospQn638fq6uoRC/9ktAeqKJup/bZddauDDaWqyOlMaZJkmQ8vGTleZ8NMmMUDpDQNRkS2k2P3D3qMKdPNvM98h/ELbicWCXDo1b/n/J5fwSAXDYrOjNk4dKTmQBTn6CjOUU1UH14xcbrRhl4OISVGIf5TkrFnaB/3WNMkk5UxcFWvZ0rT6wdtvHPWjUUX7pXSlIwD5/SU5mpf5X3tgI0Ns4a/9W6b/UN0meNpem8tiqQ+nkW5AnZzjB8/3Mj+C1Y2b8vBJIa5c1l6KU1Jz/eIl0c3aD+e662rxeSuS91wl+nSk7lBPf63J3J55m0rJWKAh5ZU47R1n9tRfz7OEfSrDoROzsRs1b7NZUb+ak1mdo/xP8eYOB2ji507d9La2qq5872mpmZUxJPf7+81yL9vStNw06JSMVhNmTKF+++/n1OnTvHrX/865bXt9vTtA50pTaCOi6qoqOgayeV2u7taALRElmVs+uFt0w5GTJIRkrjT9V0pTQEau1KadExwBrtSmgajKShhYpCWCkFgYtm9zL3um+iMGZx65985895m4tHB2zAu1CTINWuz9S6KIksmqvdx5ymJUKvM9rN2iux+Sgu0eZwPluv50mfK0VrkvHyggEc2DO1OF0WRGxf1T2maUVDH6ln9/+4Hrnp4/JrkQRUjwRdwc/Pi4YknU941ZE78IuHzPybeuKvXbdGEDYe1uSulKRiReXZ3LnEltZSmgdGPgplRplqG4U5/zp8lAK20REX+6sMJ5CSMLMqqZtWUIA2Gds1nmzaVJxBHYXpHW52JG267T/N1xxhdxsTpGF3s3bt3VEYyjYZ46rl2Jz0NRtXV1YTD4bQNRpIkDblFnpOTwxe/+EXq6up48sknU6oKt7a2alI9ttvtXQK3urqa48eOkohHyM/P1/Qxrq+tYFlOM1rPL9x70TSkOz27T0rTO+cdkGhjyfjogNu/R3x21gywRe70TKPs1h+QXbKAukt7OPDStwk1DN6C0cnVgIONU7WvRMoGN3ctDgBBTlUJbD9rB6WdJSmYqAYjw2ogy6atyAFQBEPa7vSeKU37zhpUE5UQ47ayGnKzRCRJRhSGN/JrMJqCMlbD4BcdAyEYHDgWPkU8cIrQyb/tddvpqwKFzsZe37NbRB7a0JnSZGDz1kIUReKm+clTmpKx7YiZxZO0b8P49e4csuaPfBKE3ixSuEo1Ub1bYePJX1rJmaInUBfFkaedhGi9aKd4vfbV2ELDIsYVT9R83TFGlzFxOgagVuTOnz+v+eD9xsZGzeelwuAGK1EUu9KiotEolZWV6HS6LhPVYFRVVQ1qLMrIyODLX/4yAD//+c+JRlOrlNTX1/czQo2UgoICTHIz10xqYd+V3fgVNzEhi1zPyGsaFiFIcY72fzdJtGC3pC5IZhUDBDoMRiZk0YIriYlKEHX92gD0xkxmbfwLpiz/ArE2P3uf+RpXj7yY+rnKMija9/KG2xLo5O4P4RmFAjMIEpNk9l4yIwkWbLogC8cn0qqmVTUnmJRbp/n5bj9qZtGEkbnTl0yNs2SqaqLasttFoN3BpfJmvn6r9rNCn9+bz+fWDm+Mlm3WPyOa82nZc2u/+bPvnfPyxY0VA647b0KceROqkCSZF/f1T2kaiEuNeWycV572uQ7F2fZsrC5txV5WsY6C6Xa8a/34PjQSOmUjYQjjXRof0WgtWZaRR2F8YSKuMLd4vebrjjH6jInTMQD4/e9/T319PYlEAo/Ho5lIjUQiozKDNJFI4Ha7hzzObDZ3pTTV19dTUVGBLMvk5uYmzbbX6XQD3ndRFHnkkUfIzc3lpz/9KY2NjUmPS4ZOp336jSzLWMUWrGaRDdOigI+LtZVcrPXhb7dhdRdjtdrSXjcabcMmaG+EqmyUsOuHt0XebTAKcLU+0ZFEJTO7IER9UEeJI0BP0VA44xrm3/QPZDoLuLDv9xx761+It6W3ZbjvooH53hBav03uv2ph5eQ2+ooco15kdal6H6uaEuw870BWFKbnBfC6hj6HimAG39iovdg7X5fL49do4043GkTu70hp+t6WfF49bEVWRNZOrWb6OG3ESQLzoH2uA55b9koyJzxK+PxPiLcc6nWbLMsIpNYjrNd3pzT5GtSUJkHQs2hCLfMm9u6nDLfJGITUJkGkw5VaBb+lDa2Hy9WflTEV+NUpKkt6pzSJsgFzsZ/c0vQvan0f6nHN0j4tTqn1cMs9Y1v6H0fGxOkYAFy+fJni4uKulCadTocgCCmnNCVDluVRmUEajUaH5U7vHDnVM4kKug1Gfr9/0Kb5O+64gxkzZvDb3/6WCxcupPx7a2pqRmUCQp3vChtL/PR8GU/KF5mU34IkN7H3oo9AOJdQ3Eaed3zKf8eWuqvcOk17x+zZBgfrS7sH2Q+Xcbk6xuV2pzQdvJhgzng943IlHO5iFtz0j3inb6Cl+jS7//A4TRWHh/V72rHitmtfOUU0YdQPblIpdOsodIeRZZmDV/WcbXSgV1pZPjF5jrgsy9gyY5pfAIXbZIxim6ZrApTXyZQWRLhrhXqx8qcDmew8l41FF06a0pQq+84YmO0dhsFKNOKYvxmp9QrhU3/X7+aX9zvYNDv9+E9vTndK07ajGWze5sUgtHLnsnrsFpHn9uRw5zLtx2j94WgJBWslzddt9zkp6jODtFdK0ymRqh12JNrJXxzBbE1NqAoRG/Y87ftNp+asGrWWsjFGlzFxOgYnT56kvr6ejIyMpClNoPZzphPlCeoWeSrVzXSpra3t2rYfDj3vo9/v7zJRBYNBZs6cmfRnVq1axfr169m2bRu7d+9O6/fF4/FRmUFqMwycX68XRVZOSQA1NASrOFxVTVjOQrDk43JlD7qu0xQeVuVpMDovUrQUT6IoMq9Yoi1uZnZRnBOtS3E65+Cog7rL/8j53b9CkYcnLhsCEhnC8PoWB+NcdYL8zNSrx6IosmgCQIBAq8R7F6woghGvzc80b/djebhC4JZlPs3P97k9Ody1XHvx9PqRAh7b1F3lvaGsd0pTTMlgal69mtKUBocr8odlsLLN/D56+1SaPrgOJclM29qQiwmekT0fNs5tYyPlhNtkntuTS7ucydmrET6/XvseYR9m8kRtK7KSJCMx+EVV3gwBZgTVlKZ9JnRSJoI9iGf+wC0qEb9EwqB9X3e0RWTd8js0X3eM/xnGxOkYbN26NWllr29KU6fBqG9K00CIoojNlv62cirrapVg1RmNKkkShw8fxufz9TNRlZaWcs8993DixAleeOGFtNYfrQSrcDiMU0ytQpRj13HNdDWG8mh5JdW1ufjbLWR7JvarKjQ11FKa2YDWKTUHr4jMyAuiucHqkonPrJ7O2vt/hCNvCpUn3uCXP/s6lY0JBFnP4vFxrMOowh2rtrGutBWtRVllMIsNU4fX2uDI1LN+mlqhOuODbWdtCIkYZeNaEUxWJnk1PVUAoolM7Jb04mtTI3mbS8+UpgPnDDzxVhECMW5dVEO+a/C/RSwuIwrpj/wyF30W65S/pPXifxCr29rv9voWGcdwInEHwJoh8vn1jRy71IJOMnWYqBLcMM9HUe7In28vH7RimJzavN908O01krcwNYOV3ihSskpNaWqp7E5pypoZxFlg6HVswyEr3tURtH6tuWOzWTBnsaZrjvE/x5g4/ZQjSRKnT58e1LSULKWp02A0UDpTOBweFVHW0NAwKts0NTU1TJkyBafT2Sulqacz/+mnnx5yiH5fqqqqRiUkoLW5gmuHMYN0bgnMpZ5IVGbflVqCipuomEVuvvr3FWKNzJys/TzAUMJBgUvbbTujJYvsSWXc8vWnCTdX8t6vPk/12R2UuqHUjWqiumIiIVjUlKY0ehoVQfseYUmSQRn+vNSeTPOKTCOEJMlsP6WnqdXPy/syuWlRSLPzPnFZZLwr9b7qVHnrcAbLJw/tTi8rjVNWWokkyTy3Jwt/1Inb0swdywJJ7+OW3S5uK6shndeE3jkf58InaW94l+Cxryc95qUDHj6/Nr11U2HvJQ+PXVcFqFHJL+5z8vqxLJwmP3csG9xENRgfNhfgmqN9H6sunonFkf4M0qwiHVlF6n2sPmgkdMaOrA/jXa6aqESM6PXapUIBKLLCDM8aTdcc43+WMXH6Kee1115LS3D1TGmqq6ujqqoKSZLIz8/vZSRqbGwcFSNUW1vbqKwLdLUtdKY0WSwW1qxZw49//GMOHjyI3W4fMKVpIAYzWI0EhyGY9pD6nljMIus6TFSX6yo5X1NFU5sFY1z7kTbBiIRB0dA1LAhMWHgXgvdGlKoaTu/8OSd3/BuJeO/eSLNRZE2HwaiiIcGOsw5kOcHM/GBXSlMyjpbDxKwA2ld5DSws0jZVR68XsVr1/OPnGiiv17F5ayEgsH6Gj9IRDm344LyHx6/VvlXgcmMO185P3WCl14vcu0o1GJXXKfznNi+KIrJySg2zJnRfAIdiDnKz/CmvK5pycC17gUS0Hv/eu0FJLrwUTBgNo5Fg1d1yIooidywLAkFqmlQTFRhYOK6GhVNSF4T+kEytEEPrd0h/tQTWkV1ciqJI4SIFCBAJSFS9l0mLr52M/CZg4NfjcGivdnDbw5/TdM0x/mcZE6efcg4fPjzsLfLOsUw9TVSKonQZjEbDnT4aMZ3JDFadzvwpU6Zw/vx5cnJyqK6uHjClKRnNzc2aPwYA9bWVLHQ3oVUlZ0KeyIQ8P++dCdKul9hxPmvYKU3JOFBhZfUkbbbtHHlTKLv1n8gZX8bff/svKXMf59jB80P+nJrSpFbzD1wxc7rRhlEJsXRi/xE4Te0O5pZob86ICTacVu2fvzab6oKf7FWY3COlaceZbDJ0Qe5d2ZR2D7G666H9zkcwImMSh3+hUpIn8KVr1LFWbx20sOtiNkaxlbIJDeRZm1NfSNDjXPIsojGbxndXIseSV4g/OGlibrH2F2wv7HVww7xqkrXPeNzdJqqdx81s3upFL0S4c2kdDuvgf8f/2u+lYEkMrau8gdN2itZpF7VrcegZt74d/Q47xgI/FdttJGgnryyCZQQRxp1MdC4nKyv1NL4xPnqMidNPMT6fj/Ly8hE7yfsajDoFr91uT9tENRiVlZVdkZ5aUlNT09W20Mldd93F9OnT+c1vfsPFixfR6/VdFdtkKU3JCIVC/dbVArPcwgQNetP6IulsbJqmVqgagxLvnrOBoGe8M5BSStNAKBps2+kMGczc8DWmrnyYeDTEnmf/gorjb1E6PT2hI4oiiycmAD/+sMS7560gGrtSmiJRGSGhvTu9pjmOVTc6BquyKb3HfvVMaWoKyvzuvXzisplZ3jpWzkwtyvKFvQ4+M4B4Gglbdudyz4p6tBA51y6MABUEIzJ/8ZSb+aU2th2Jp5TSZJ/zE0w5q2nZfx+S/+iAx53w5Wk2RqsnTREXRblDPx/Wzo6ydnY5kajMlj05RBNWSrIauG5h8m378oSdLLO2s01lWQZB0L7NJSYjEaVwmgjT1BYV3x4TYtyKYAtQsHB48b6xiMziSddreq5j/M8zJk4/xbz66quabzk7nU7y8/MpKCjoldKUqolqMERRHHDw/kjQ6XS9zm3lypWsXbuWrVu3smfPnn7H90xp8vl8VFZW9jNRqdt2ivbxn7EYFkF7g0pdSxyL2P1hmW3Xs6Ejpel4hciOc3ZIRFk6YeCUpmSc8cl4bX6GLUYEgcLpm5h/49+RmVXIpQPPcPSNf+K94wHmFMQZyda706pnw3TVYHSqSmD7OTtnrzRxz9IIWr81nqx1sH6qdpWnTvxyJsumDVzZc9tFHtmoGueSpTQNRGOri5I87cV0TLGMOIe+L1YzzJ9i4cvXVnDool41UQkSN833JU1pyhj3BTInfZnwuR8SrXxmwHWjMRm9oG0vJEBNk4zTnF5l3mIWeXBdE9DEyau6LhPVtbOrGe9RLyD2ndcTywmj9QVFzWEdjlLtzYy+vUbyF7d1ravXi5SsSgABAtWqiQpFwTEtRFZR6q9Hc8tkNq6+QdNzHeN/njFx+ilFURROnTo16FzP4SBJEpIk9UtpqqqqQq/XYzQaBzRRDUYwGEzbjJQKdXV1vSJbc3Nzueuuuzh16hQvvjh0mpDXq1qke5qoDAYDkiSRlZWl+fk21lzillLtna0nah2sGyD+c3YxQJBoTGbPJROKLgO3McDccUM/d3xhJxtK03en642ZjF9wO1OWPYg9dxL+2nNs/8UdNFz9EICI7CTX6U973YHoTGlKJFycro0Sr7Pg0AeZPy69lKYBEbWvPMUkGUdG6iN4eqY0PbfbRSDmIM/azK1LehuMaptl7Bq60zs5dEHP5Fztwx3eOGRj7XR1q3/BJIkFk1QT1fN7s2g54sSV0cKdy9XB8QbXEhzz/oP22q2ETnxr0HW37HZz59LhJU0NxiuHCnh43fDDEmaOSzBzXBWyLPPyPidvn8zCZghwps1J3ob0DUtDoQTtOBdq/3zQJTIxW5Ofr6NAh6Ogw0R1SE/4vIOErpXCZTH0Q7SozMhfPSrtVGP8zzImTj+lfPDBB4RCIc0rpz6fj4KCgl7f6zQYgZrSVFlZiSRJ5OXlJU1pSkZzc/OoGKHa29u71hUEgQcffJB4PM5vfvObtMRwz/vY0NDA5cuXKSgoQKfTaVrtdZoiwx5QPhhKCtt2ZqPIumlxIM7VerlXSlOes/9biSTJCHJ67nRRZ2D6uv9F6YovYDTbaao8yt5n/pzyY6+hyOoHWXNIwqhoX9W7VJvAYw11iPEAlU0yO87ZAIUZuQEK3MMzbRy+KlDq1r7ydKhCz6PXlZOuyDEaRO7rSGm6XINahUPoSml66UMPj2zQ3p2+/1I+j19bpemaAJUt2dxQ1jv+U68XuWel2qJSWa+aqNDZuP6+b+Fsq6Jl/2cZqqc2HLeTZWvR/Hxl2TCiqM9ORFHktg4TVXWDzB9+b8IjuDEVtgwrpSkZ0XCChF77vPvmygSCfWjBK4oihWUAAaJBiaoPMhEVI6aCIHnT+18ct9WbuO6mz2p+vmP8zzMmTj+l7Nq1a1Rc5DqdbtBRT31TmvqaqAZCGI2epz4zSDdt2sTEiRN5+umnCQSGXynIzMyksLCQoqIiKisraWlpQVEUCgsLR3QfmpsbmWAeRvrNEBy6AqXZ6SU39Uxp2nfJyMl6OyZCLOlhotp9ycjC4tTd6fbcSSy952e4vLOoOP4nzr7/JE2VR/sdd7jSypop2lePL/sdbJzaXYkscosUuVs7UpqMnGmyD5rSNBAtMTvzx2lfeTJnGnHbR/YYTPDA4x7VRPXGIRvvnndz6FyIz60BjUYJAx0XKoL2Vb2WkEyGfvALlaJcgS9d24h7zRbefL+K//PNu9HHddy5TMZuSf74nasEr0P7MVrbj5pZNFF7g9VbZ9xMv1fA6g5Sd0qkcoedRJopTcmo3W+hcGX/qN2REjpvp2hteu85ZrtqooJ2Gs4pVGy3IxMjd2Erlo6L40J9GRPHT9b0XD9NCIJgBt4HTKhv3M8rivJ3giB8D7gZ9YquHnhQUZTqjp/5JvAQkAC+qijK20nW/XvgEaBz6+RbiqK8Mdi5jInTTyHhcJjz58/32s7WgqampkHnpfakr4mqsrISRVGw2+24XL1dltXV1aMyzN/n83WJ5YKCAm688UYOHTrEgQMHRrRufX19lxDtvI+hUKjLRJWZmUl29uApTclQIrXMTR5gNSL8cQcLsocnnkRRZNlkGfDTFJTYedYGop5xDj+S4MCRmZogmbz0AeZ+5jtI7a28/5uH8Z3uPwy9+5dqU3nqiSTLMECalJrSpI7A6UppEo0UWv1M9Q5+HuGojJgkcWik1DRLjM+u02w9URS5oayVd45JTM2R+P0HeUhyBtM8daydnZqJajCe3+PkpvnD38oeiOf25XH/yqETrOxzfoLRvYxV+XexaPWRXilNE9z1bJrf2wS341QBj22q0vx8Lzbk8djc8qEPTJPT0VysbrXCOZyUpoHQY0JvHPnfvyeyLMMI+/FzSkUo7TBR7TUjxjKRM/ys2bBOwzP9VNIOrFMUJSwIggHYJQjCm8APFUX5WwBBEL4KfBd4TBCE6cA9wAygANguCMIUpeectG5+qijKj1I9kTFx+inkpZdewmDQdq4cQGtr67C23jtTmmRZpqampp/BKJFI9BOsWiCKIhaLpWs7v62tjT/+8Y+arNvX/GWz2boEds/7WFBQkFKogCzLWEXttxi1FE9uu56N09UP+XdPyVyuC0LCyOLx0QFTmszWbBbf+SMKpq6j+uw77H/ur4mGB+5LPFUFxY4AWouGDy/pmVsYZqit954pTad7pDQtGt+K3dL/7XT/FTPLJ0Y1P9/LQQvf3Kj91vvZWtWdvq6jwLH/nJ4n3i5CUFJLaRqI5mgW3pzhJWMNhqRkDNnmklH8Z2ROepzwuR8R9akJb50pTdDIsct6tbVBTnDDfB/ebADtd2oiURk92l+olNcr+M1t9G0e6pvSVPmOHVBwzAjg9Az9/l9/LoGhIIDWBqvqgyLOmUG0kB96vUjJSvU++o+5uGnDPSNe89OMovaydW4fGTr+UxRF6fnizQQ6e95uBp5RFKUduCIIwkVgEbB3pOcyJk4/hRw/fnxUZpCONBFKFMV+BiNJkggEApqPZPL7/V3/Xrp0KSUlJTz99NOEwyPLeK6trR2yXcLj8QCq876ztcFgMHR9Pxl1vitsKNF+MPyHV8wsGwXxFBcdPLQmTExKsPeSCVlnwWkIsGB89zGeKatZctdP0JttHHz5O1zY+9sh161ttbN+GAaroWhTbOSk0APXk+lekemEiEkyey+akEQrNl2AheN7jMARzZiN2qRCdSLLMvbM+OiIJ7F3BXFxqcTirpQmF/6og+zMZm5fmjylKRm+BhmXWfsLq/1n9UzPH7x6rHfOxbHgF7TXv0PoZHID1JwJEnMmqAaj5/c4ef9FI5M9QSRJ1rRC/+yuHO5cOnSVN11+d7iYgrXSoOuqKU2tXSlN4TN2EoZWvEsHblFpr8qiaL32rzXCDhz52re5LCzdkHZIyqeUbEEQDvb4+klFUZ7s/EIQBB1wCJgE/FxRlP0d3/8+8AAQANZ2HO4F9vVYq6rje8n4iiAIDwAHga8rijLom8KYOP2UcerUKerq6kY827Qv1dXVA877HA6dBqOrV6/i8XioqKhAlmVyc3NTNlENht/vp7i4GJPJxC233MLFixdHvJ0PquBMtXpsNBoZP15Va01NTV33MTs7u5+JymYIkWPXVpgCKKMknjorT2YjrJ3WkdLUKLPtrA1FEbj7nvtY89lv4685y56n7iVQN/Qg/WhMRkloP9qnMShhZvgXJUa9yOqp6gic6uYEO87ZURQFixgg16J95elohcCNy7RPbtqyJ4c7lyQXT2pKkx/wc6VGYfPWAkDHqtIaZo4f/KL01cMFPLJe+y39Q1c9PH5t5YC3C4YsspY8h9zehH//ZyHpTmM3oihy14ogjZESbl1Q35XSVDa+hgWTR94v2yZbcVi1HwNXTQa5YmoV2WQpTTpMmAr95JZ2/30kSUZG2/cFgEhAImHQ3mDVHhBZs/g2zdf9hNKoKMrCgW7s2JKfKwiCE3hJEISZiqKcVBTl28C3O3pMvwL8Hcnf3JI5iX8BfK/jtu8BPwa+MNhJjonTTxnbtm3TXJh2Mhp9oaIodrn/O01UnRWbVFKaktFZ4RVFkeuuuw6Hw8HPf/7zEZ9rX4NVOrjdbtxuN7Is4/P5epmoIpFWHKL2RqiLNQlyMrQXT4ev6pmW29+dXpwtMnO6hyV3/4w33z3GN772eYIVu1g6vi2lCtXey0aWjO+ei6gVR6psrJ3aihbiqcClo8ClVqj+uFdgRpaZvZfjLCiWMGpUhZONGUz2aj9WLSJZybINLZ7GewQe96imnrcOWvjggprSdPfyhqQzTBVFr3mPcCwuIwwqngSci36HzlJI07trkNtTG2HVFJSxGYJ9Upoy2LzNi54Idy2vG9BENRgnr4iMy9LeYPXaYQv6iSGG85roTGmCdurP0GGiipFfFqbumImcBdpG7QI0HLTiXa29mTErOouyecs0XfPTjqIofkEQ3gWuBU72uOmPwOuo4rQK6LmtWQhUJ1mra4tDEISngD8N9fvHxOmniEQiwenTpzWfbdra2joqsaKNjY29emN7mqiCweCgJqrBqKmpweFw4Ha72bBhA3v37qW8fOQmBZ/PR35+/ojWEEWxq4UhHA5TUVFBne8Kt8xvR+uX65WAk41TtR/JFJRsLHT337abuOhe5t/490ixCEXxn6Az7cDvkXj3ghUEA0X2AKUFA39oyWIm1gztHd+Iek1iWnsiA/NLRR6/7jJNQZnn9ngItFlwiq2UFgxfXAcjcbKt2vctnr4qUDwM8dSZ0hQIyzyzK4+YnMGUvHo2zFUr3FsPm1k6RTvjVifP7XZx66KBe27tc36M2XMdgcOPE2/en/K6z+/z8Pm1vdddO7uNtfRNaarnuoWpJ4ntutBpsNKWvQ2FuGaN/PmQO02Ead0mqupjEnqLAfM8jeb8diBqkBbXF0VRmJ6/WtM1P60IgpADxDuEaQawAfgXQRAmK4pyoeOwm4CzHf9+FfijIAg/QTVETQY+TLKuR1GUmo4vb6W32E1Kyp92HX0IBwGfoig39Lntr4H7eqw5DchBbZz9LZCP+n79pKIoP+vzs38F/BDIURRF+0vLMbr405/+RCKRGHFSU18aGxtHJaYzEokMuEXeM6Wpuro6aUrTQMiyTFZWFrfffrs6yPrllzU5X1EUNR3PZbVasVqt5JtraYtF2XHOjiBHWTI+vZSmZKjudO2FXrgtgV7p/WFpzHCw6PZ/oWjW9dRe+IC9z/4F0ZBaCXZa9WzoMBidrBTULfFEO0vGR7BmdIu48noJh177/rdj5TAhS3uD1aFyHZ/bUAGIuO0ij11bB9Sx54yRA5c9hMIwM7cNpzU9Y+Lxmgz+6jbtB8O/e7aAxzZVDntdh1Xk4Y1qdfLgBT1PvFWIgIS/Fb55u/ajkwIxB/kuf9LbrNP/jszJf074wr8Sufyfaa2bUEwYDckfg4FSmq6f66Mkb5CLKllGHmASxEgIRmTqxTiFGq6pN4o4S9vRmYxYPXEq31FbVJzTgzi9I/vcqD8jY/L60fq5215j57YHP6fpmp9iPMBvOvSeCGxRFOVPgiC8IAhCKaqOKwceA1AU5ZQgCFuA04AEfLnTqS8IwtPAZkVRDgL/VxCEuajb+leBLw51Iuk82/4cOAPY+96gKMoPUQUmgiDcCPyFoijNgiCYUBtfDwuCYAMOCYKwTVGU0x3HFgEbAe3Di8fox+uvv05NTQ0mk2lYKU0DMRozSNMxWHVu+0ejUSorKwc1GEWjURKJBJMnT2bBggW88sorvcxRw6WlpWVUUknqa6uY72xkUr6O7pQmMwnRTI4ptZSmZOy7aGB+YQitq7H7r1pYObl7LmLO+MUsvednZNhyOPL69zn7wZMwQLjBzCKBmQSJSTJ7LppJiN0pTeebHayfkt5cxFRojNqZU6K96DVkmJI625dNi7FsWjmxuMyzu91cqrFBexvzilMbrWOzCZiHSMhJF/V1pl3U7sLJEgsnV+EPy3z7ty5+sbWkV0rTSLlSI5NrbU5yi4Bt9r9gnfJ1Ilf+i9Cxr6e17q5TRuYUpVbl7ZXStN/JWydc2I0t3LmspV8Lwwt7HVw3p2aAlYbPL/d4yF3SjuaRuCfsFK0LI4o6HAWtXSlNobMOZH2HiWoYz8H2aueoGKwm2pbhdqc/mm+M/iiKchyYl+T7tw/yM98Hvp/k+w/3+PefpXsuKX0yCYJQCHym4wT+cojD7wX+u+OEaoCajn+HBEE4g+rkOt1x7E+BvwFeSffEx0iP2tpaotEoRUVFvVKaPB7PiKp9tbW1o9LDWlVVlfYsULPZ3GUwamhooKKigkQiQU5OTpfBqKamhuLiYu666y6am5vZtm2bJucbCARGJcHKKDd3CFMVNaUpBsQ6UpocICeY6w2R40hdaLZjxW3XvpqDzoxR344g6pm54c+ZsfZ/EWq6yraf30qz73hKSxj1ImumqiaqyiaZ7WetXKz2MzMXPMMcZZSMaExGkLU3WNUFJAqzBu9xNBpE/mxNC9DCRR+8ecxLqNVEsT1CoSv5tv/5mgQLJmhvqHlpn4Nr5/RrExsxL+zL4Z8ebMBu8XelNCmKyPLJtcyZOPzn3pvHCnhsUx+DlaDHsfCXWErup/XCvxM89hdpr3u8Kp/Hr0mvTiKKIrctVVOaaptl/uudAmQMLCipoaxU3ZloaHUx3qN9+0x5wonTrL25iD7Fhr4pTZUfZKIbJKUpGVJMJjEKBqtYm8yiSddrvu4Y//9J9dPsX1FF5KCOF0EQLKjNs19Jcts4VEXeOZbgJtQWgWOD9UAKgvAo8CgwKh/+nxZefvnlLhGaLKUJ1ApkupUNSZJG3GeZDEEQRhT7mZOTA6hVocrKSpqb1UqLKIps3LiR4uJinnzySeLx+IjPtafBSkskSSKTgcWImtIURpZl9l82cbzOiolwr5SmZDQEJCziyEZmJeNcdYJ8i59MVwnL7vkZ2SULuHzgWQ69+ndIseH1xRW5RepCrfzggVqOVzg4Umujva2dhUWJEZts9l42sWS89mO0LjZb+OYdqc8gneSF/+X1daU0Ha3LozUUY0FxoleVtEXKZMVM7bfI68IuJoyCeIrJmdgt6vO3KFfgS9eo1cOtRyw8sTUb0yAmqsHR9XqtCbpMnEu3YM6/luDJb9N69p/TP9e4jF4Y2bD5fJfIox0mqnePm9i8zUvQ34LNon232sFLeqLZ2gvT6sNgnzxw1K7Zrmd8p4nqrNJlospd2IplkItj314j+WXaG6xMTRPZ9OBNmq45xkeDIZ8pgiDcANQrinJIEIQ1Qxx+I7BbUZReey6CIFiBF4CvKYoS7BCx3wY2DfX7O+ZvPQmwcOFC7S2qnwIUReHUqVP9jFA9DUaBQKDLYORwOMjKyhpyXUmSRsUIFQ6H08q1H4yeKU1Xr14lFApx/vx5nn32WQ4dOqTJ76iursbpdGqyVk8afBe5sXRoZ6soiiydpI4yagpKvHvOhiKoKU2TPf0/ZI5V21hXqo07vScVQScP37Oeslu/j6LI7P7Dl6k4/tqI1xVMGUzyikzyhoAQjX6ZLXs9hNosZOlbmZLkPqaCLGZgMY/84qQvdqs0rAuVzpQmuExLSOa5Pfn4IxZsQoTJeWDL0F6M1LfI2I3az5w8dknHhOzk1eNN8yJsooJgRObZ3bm0yxYm59Szcd7QVezXD1hYNbVboAtGN64Vr2HIWoj/4KO0Xf3lsM73mV1ubhvEYJUua2a3s4ZyfvZqDgZDnM3bSih0NnL9gpAmF7F/ulhE/jrtn7uy30HW/NSeD7lTRZjaO6UJaxBvWX8TlS6RidmufY/79PzVo9JONcb/f1K5jFkO3CQIwvWAGbALgvB7RVHuT3LsPXRs6XfSEYH1AvAHRVFe7Pj2RGA80Fk1LQQOC4KwSFEU7UsDn3J27dpFKBQaNK7U4XDgcDi6UprC4fCQBqOqqqpRqZo2NjaOSpVcFEU2b95MaWkpn/vc5wgGg2mlNA2EoiijIk4dptYBk5UGwm3Xs8GuuohPVOi6TFSLeqQ0KYJO8zd00eyicOoylt37bzRcPcjeZ75Ka8vI3cmB1jg5tt5V12ynyOPXqQajXadNHLriIRSUmV0QxW5JzWB0pT6ByzgKBqtKmXXzRv4WlmUTefSaeqCe/ecM/OcbdqaPF6htloed0pSMFw94+MJa7ZOmdl/w8Pi1g//97RaRhzaoVcUjXSlNEjfMr6YoN/n5lLdk85kydetdzCjEvfJtdJkltOy5nfaa4V8ItcbtZDu1DwowmMw8vKkB8HO6XOTJbcUoJLhmdjUTPMPrF5ckGZ+sw4u24jQalpFSnJfak14pTTUSFTtUW4p9aghXkQ6/T0JwjEJwRoOR6z7zWc3XHeOjwZDiVFGUbwLfBOionP5VMmEqCIIDWA3c3+N7AvBL4IyiKD/pseYJILfHcVeBhWNu/dFh165dgwrTniRLaRJFEZPJRF5eXq9j9Xq9pu70nucwGlvkLpeL2bNns2XLli4xHovFqK6uRhTFIVOakhGJREacjJWMluZGSsypzWYciFnF0Gmi6kxpamlqYOFEbZOmiufcyLHmyXzx5ls4+sYPOPvBUygauZNP1GXwN4O401dMb2fF9KtEYzJbdru5kKLB6GKznY1Tta9ExkQLs8Zru5uwuDTO4XIrD629wnO7XQRiDnLSTGkaCFkxDuhOH/aasoxq3E2deRMk5nWlNGXx+jEnTlMLdyzzd7VvBMIyGTr1byZmFOFevQPR6Kbpg2uJN+4a9vleqIICu/a9vO+dMLFgXPeFyvQSmekl6n18Zb+DrSddWA0B7lrenNbf4Pf7XDjmtqL1vN+6DzMoXNZtZhwOTo8ep0d9T6w5rKPyvJ2KM02UPRxH6y19r24hkyeWarrmGB8dhv1sEQShc5TA5o5v3QpsVRSl5zv+cuDPgBOCIBzt+N63FEV5Y7i/d4z0aG1t5fz588OqDHamNEG3wagzpSkajWo+LxVUg9VoRNDV19fzwx/+kPLycnbu3Nn1faPR2HUfGxsbB01pSkZdXd2ojNFKRGqZP1Ob1gazUexKaXp2fyYXmo1caJSZ7QmSl5XeKKOemDLdLLz1+xTPup5t3/lrjm55iGD9haF/MA1sViGlD26zUeSBtarB6IJP4K1jBQTDRsbZI3jdvd/mZFlG0KhtpCeRaIKsTL/m6170KeTbVAFz3xo/akoTbN7qBcSUUpqS8d4JE/NLtJ9B+vweBzfOr2E44Q5qSlMACFDTJHekNOkpG1/LkatZfHZlHWJGSZcwbf7gWuItI0t223aycwaptiL9VHVeUoOVKIrcurS7ReXXOz3ImJhbVMOSaUNXQ09H8rCOQr+pDhN688j6bjsRRRHvQpBlP9E2K9W7FUTFhDEvQP6skT/OsqQwp3C9Bmc6xkeVtMSpoijvAu92/Htzn9t+Dfy6z/d2kcI7lKIo49I5jzFS56WXXtJkrmmnwUiSJKqrq6moqKCkpARZljWtco6WwWrChAlMmTKFH/zgBwNWOjunA8iyTFVVFS0tLciyTFFR0YD3UafTaT43VpZlrKJf0zVBzU7PscO6qa1dJqqTDXaMSpClk6W0BtEXzb6BhTd/D4PZyitPfR3/2RcJjsCBnYxz1QnKpqRfPZ7sVZjcYTB67YCdI3V5RFtjXSlN+y7pmFUwvFSdwTjiM/LnN2sf07n1RAGPbfL1Wne8Bx73qAajNw5k8sEFN2axlbtXNKQ8A3cg8TRSmiIuinJHbrDqmdK046iZ3ScUBMNEHv/W84imbJrfv2bEwrRn1K6WRKIyemHoIf3ZTpFHN6kXCLtOmtm81YMotHPnkhqybP3PqbJBptnUxsgDnHvTcCGBIVf7tLiawzpy50dwFOiAGA3noWK7DUmOk7cwTKZreO+diZo8br7jvqEPHONjy1hC1CecEydOaPrGq9frKSws7EpmqqxUs61tNltaKU3JiMViSJL2TfNOp5NZs2axffv2rvMdDFEUu3peQ6EQFRUVCIJAZmZmr/FW9fX1o9LWUF9zlbXeFrR+ee67ksGyieq2nWqikgE/zSGJd89ZUQQDxUOkNAmijsV3/IjxC26nqfIo+7Z8nVfe87G+NI7m8xblTJZNG37/piiK3Lw4DIR7pTRdrIuxbLK2whQg06YbhvN8cGRZRmHwNpfry1qBVgJhmT9+kEdMyWBqXj3r5gxsMIrGZPSC9mO0appksjK0N1g5LBIPXGfi+kde4HfPbqf50nMUW09y7fyRrfv6QRvrZ2o/g3TL7mzuXFpHOq+JFTOjrJhZQTQm89xuN62SHa+jkc8s7DZR/e5wMQWrpLTWTYW2CgfF67Wf4KEEbTgWdveb5kwRYYpqoqrea6I5ZgVLEO/i9JKopmavHLUY7jE+GoyJ008wZ8+epba2VnMB1elO72uiSielKRk1NTVdA/W1orMvdtOmTXzve99L++dtNhs2mzpBrWcSVUFBAdFodFSMW1ZdkDyn9i9NRWfCbOy/beeyJUtpirJkfFuvlCYEgSV3/phx82/jxLafcuqdf0ORE4iCVfPKU0yScWRo92HZmdJU01TDU20OjtW7aQ0rzMhrw5E5/NaGTi7XJ5jl1V7kvH7Qxvrpqa3bO6XJwBNvFyEoMW4pq8Hj7v33eXaXmzuXap809fKBAh7ZoH31+EDlZL77w1cQTdncO/M54t4DnLiipjShJLhuiJSmgajyZ3PjopFHF/clkrCRZUsWFDA0ZqPIn3W0qJyrEnhyWxGyAptm+fApmeTotd3SlyUZWdF+6ko0KJHQJzdY6fUixSvVCSPBeomKHTZAwDYlhLtk8AvH9qDAqgW3an6+Y3y0GBOnn2DeeuutUansgeru72QgE5XRaExri16n043INZ+Ma665htOnT/PMM88Qi41sCHSncI7FYlRVVVFTU4Ner9dUULe2hrELIzNCJeNSnYzbNLRjtjOlKRqT2XfZTELIwGEIMn+czOI7/oVx82/j2Jv/wul3fw7A4asCk93aGqwADlXoefS6crQXTx6+dVcNen2IWFzmmV1uLtbYUNrbmJ9iSlMy6qOZfGGu9oNGhiueFk6Os3ByJZIk89yeLPxRJ66MZu5crpqoWiUbWTbt3ekKhhHPn+2LbCggw3tTv638WeMTzBqvGoxe3OfkzeNZOEz+pClNyWgKymTotZ/verZCoDhLG29vaaFCaaHaovK9Z+3UxKNE3tPjXR7T7HGu2m8gZ772aXG1BzIpXDm0wcqeq8e+UW2B8B3WUXnRQUJspXBpDH2SFhVn20yWLFyp6bmO8dFjTJx+QkkkEpw5c0bzdYdypw9kosrJyRnU6NTU1KR59S0vL49YLEZRURHvv/++ZusajUZ0Oh3z5s2jra2N8vLyLhNVZ5V1uISaKrhmegytRdnlFjsbp6ZeiTQbO1Oa4lQ0JDgeW0flzkpmn/sugVO/7jquJWZj/jjtx8SYMw247drPL1QEY9eHutHQbaLqTGkKthopsbcNmNKUDEmWsVmGFzIwGC2hkYsnvV7k3lWqwai8Tk1pqm2M48rU/gJo+1EziyZqWz0WMwp59eqXuO/+mwY0P4miyB3LBk9pSsbze/P43Nr0tt5T4Z3TBTy2qVLTdUVRJObyMHtdG9GgRNV7megxYfT61XmjI1m73UqmS/vKqV4woU+yUzMY3vkAAaJhmao9ZkTFhCE3iGeW2gurKAoz8ldrfq5jfPQYE6efUN58803i8TgGw8i3LHtSX19PYWFhSsf2TWlqalLHtRQWFvYToq2trZpvkd9xxx289tprtLRoXyESRRGLxYLFYsHtdneZqPx+/5AmqsFwGkOaV54kWUYYwbbdZz7718zc8DXOvP8U//lvmwknHBiVVmZ7o+jkoU0f6VLTLDEhx6/5uu8cM1M2Lnl1s29K05G6PNrCcRaWqCaqwThcLnLfWm3FCMBz+/J4YLV24qkkT01peuItL+OzQzzxdjFGsZV7Vgwnpak/5+tzeXyTdgYrMcOLe/UOmo/9Ecvlh4g3fzjkz/ROaTLzn9u96JQIdy6tw2HtfR8TZPRK4NIC9cJ9+BX4gQi3ydQKCYpQU5rGdaY0nYHKHXYk2skbIqUpGcE6CTK0rx7XnUlg8gzfYGW2ioxbp8Y0N1xQqNhuR0bC5klwy9c+p+m5jvHRZEycfkI5cOCA5sIUhudO75nSFAwGuwxGVqu1S9hpPSvU4/FQXFxMTU2NJhGlPfH7/f3GaPU0UYXDYSoqKroEbE8T1WA01PmY42hEa5Hz4SU9cwvDDGfrfdrqLzFzw9e4+OF/c/T177F4IkCAQKvE73bBpEIjZ3ztTPNqd86Xgxa+uVH7wfBn64YWT8lSmgJtmViFVqYNYBTTZ5jx5mhf5ZXk0RNP1y1sh46Upmd25RJTUk9pSkaq7vRUUYXpO5RXR7CGXiTefCLtNdbMjrKGciJRmS17cogmrBQ5G/hMWYR9Z/TMLNB+jNbL++1smlWt+bq/3J1P3uL+Ubu500SYFuxKadLFM8EaoGBhalNUmk/YKV4X7rfuSIlVZ1G0XpsdlZzJIkwOIUsyyskF5GTnDv1DY3zsGROnn0Dq6uq4cuWK5m7Gurq6Efew2u127HY1QaTTYFRVVUVpqbbDlDdu3MjTTz+t6Zqd+P3+Qau8Vqu1a0ZqTU0NFRUVJBIJvF7voD21hkQTUzzai5w2xUa2LX0H9eSlDzD3+m9y9cjLHHzxm71uc2TqmTrOzobSIGd8qokKOUZZSRi7ZfhvK7IsY8uI/38b7dOTnilN+84a2H/ZQygkMDO3DadVvfBrCEp4ndpnh+w/p2e6R3vx9OqHvcWT3SLy8MbOlCYDT7xViCBI3DS/Oi3B/eyuHO5O050+EJ3CVDTl8rt/W8sjq46NaF2LWeTBdU1AE6fLRTZvLWT/qQh/e08TWo9Oqg25uc2rvev9aiILh2VgI1TflKbKdxwggH1KkKyigS9KRUH7MVqSJJNAm3mpPUlIcPvGBzRfd4yPJmPi9BPIK6+8MipGqHg8nvKWfip0Goni8TjBYJBwODyslKa+2O12Fi9ezJYtWzSvmnZWeFN9Q++8L51JVDqdDp1O189EJUkSmcLw3L2D0RiUMJP+tt34BXew8Jb/Q9Wpt9m35S9RlN6V7Qs1CfIt6rbdNK/ANILEJJm9lzKQBAs2XZCF49MbDwNwtFLkxqW+tM93KEYqnpZMjbNkagWxuMxzu11crrUht7XRljDx7bu1r/IeuuLh8WuHHnuWLtVBN7cMIJ7mTYgzb0IVkiTzwr4smo44cVv83L5kaINRVM7EYR15ypLOVopr+auIplyaP7iWRLRRU/E0vURmUkEFipzHsasOtp7MwmYIcGeaKU3JaPTL2Aza918fuawj4mrFMfShQGdKU2tHSpOe1gs2EroI3qUx9D0q8dWHFayTg2htZvTtNZK7sBWt5YWxcSLXPnCzpmuO8dFlTJx+wlAUhVOnTmme3iRJ0qjMIA2Hw+j1+q5KZGdKUyKRICcnJ6WUpr6sW7eO/fv309zcjMWi7bhqn8+H0+lM++d6JlE1NzdTXl6Ooii4XC7sdjv11Ze4afLwtt4H44jPxtrSVtIRT0Wzb2DRHT+k5vx77P7Dl1Hk/n/3iqCT9aW9Ra9RL7K6VE2iqmpKqCOpFIVp2S0U5aYWn6sYzUz2ap/e1CZbNRFPfVOa/uG/3WzeWsSaqTVMH6dNa0osLiMwsskSyUhVPOn1Ind3pDT5GmSe2lGAouhZPLGWBZP7PxdOXBYZ7xr5Y5sx/mEcc36KkojQ/MF1vLbtOMunaHtxCbBlt4vbF9eRmyUCQepbulOa5pVUs3gQE9VgvPChh8+v1f5C5ZULxXjWpf84qClNChAkGk5Q9YEFvWDCkB8kbzrIfgeu+dqLaV08E4tD+8+K6fmr0Om0n088xkeTMXH6CWPv3r34/X7NK6c+n29Ukpuampp6xX8OJ6WpJyaTidWrV/Pd735Xc2HayXDEaU9cLhculwtZlvH5fAQCAZrqKjHP1D4OFkGXVvJTwbQNLLvnZzRePcgHv30EOdFfJEmynFSw9qTQraPQ3UokKvH2aZlGxUxbuJ2FJYkBDUbBSBx3pvau95NXBMZpNNqnJxdqzPz5LQHmTWjijQOZvHs+G4s+zF3LUk9pSsZzu13cukh7kTMc8eTNEfnSNarBaNvRDJ7YWoBRaOOu5XXYLeo6H5z38Pi1w692CwYnjgVPklF4O+112/EfeBA5WsPlpmKuXaB9glUo5iA3y9/1dW5Wd0rT+ydMbN5agChEuXNJbdKUpoFIKMYRV1/7Issy1bKOAkYm0s1WXZeJquG8zOW3Mqm92IRrvoBFw5nK/uo4Sqb2gjfaYOCa6+/VfN0xPrqMidNPGB988MGobOnrdLpRWVcYoOdpoJSmThPVQKxYsQKj0Uh5efmIE6v6Eo1GNTVuiaJIUVER/pYmCguivHvOCoKeIpufUu/IKwTHKmBCVpBUxUj+5JWsuO8JWqpP896vP08intwcs+eCnvmFqc1FPFpt5B/vq8Fhbe6V0pSla2WKp/d9PFGTwddv034w/PvnCkYkngbiYmMum+ar4mk4KU0DEYg5yHf5tT1ZIKGYRiSeNs5tYyMVhNtknt2dQ7ucyfisOmD4kyAM2SvIWvQ7RLOH4PH/Tev5HwMKwYiMSdT+QuVyjUKedeDpHatmtbNq1uApTcn44KSJucXa9wj/fq8L26wwWn5U50wRaa1KMPdBgcYjJsS4FSUzhLdMGnELReC0g6JRMFjliwspnTRN0zXH+GgzJk4/QUQiEd57770RpTQlo6WlRfM2AYDa2tqUqpt9U5o6Z6cWFBT0MhiJosj69ev58Y9/rPkw/87z1bLnthMpXMPqGQKiqBp2TlQIbDtrQ5TbWdw3pSkNGqN25hSnVsXwTt/Eivt/QbD+Iu/+8n6k9oFNHXHBjsvmT2ldi1XfNcKnM6UJ6th12sihKx5CIZiVr6Y0WW3CKLnTtZ0EAepoH6PQXzz1TWnavLUIiHPzgup+KU3JuFIjk5upfe/xrlNG5hRpI56sGSIPbVANRj963kI0IfPEW/l8Zl516ilNgg7rtL/FOu1bJMKXadq5gnjLwa6bn9uTy93L69Fa5Lx1zMNjm4ZOsEqW0qSgsHFmNZO8/Y8/4cvj8Wu0r/KeCOViy9NepOsxY7HGeqU0Vb5jBwXspSGyitN/z1Ffa9obrOSEwuzCtZquOcZHnzFx+gnilVdewev1EovF8Pl86HQ6DAYDeXl5I1o3GAz22nrXCkmS0m4V6JnSVF1djSiKXSlNCxYswO12c+rUqWH1qg5F5+/SElmWseoCvd7QZxWLzCKkpjRdMRMngyxjkPklqY2HATU7XUikVrWzZY9n6d0/pdl3knd/eT/x6MAGqjq/hEVMTfBWNiWYmlef9LYV02OsmF5OLC7z7O5s3jmsI99Rjyynfh9T4aV9Tq6do32s6LO7c7hrCPGULKXJbWnmjmWBAe/jm8cKUhJP6XK8Kn9UxJPFnsNfbSrvSml6/VgWWSY/dy4f2ESls5TgXPQ7jNnLiVz9DcGjX0WRel8MtcsWTWav9kQVT7q0n189U5pe+9DB9tMurIYQdy1vxGgQicZk9IL27vTqJplmU5SBo0uGR+OlBLqc3q9he64e+wZVBPsO6whfcJDQRShc0p40pSkZNYd12Eu1N1glqnO49St/pumaY3z0GROnnyCOHj2KKIqYzeauuaI9U5pyc3PT7sNM152eKiM1WPU0GDU1NVFRUYHb7ebVV1+lsbFRczFdX1+PyZSaqSetdWvKWVPQTLKXotkosqa0O6Vpx3k7KAoz8wJ4XIPPsN1zycSS8f3nIvZFZzCz4v7NyIk4u//wpUGFKcDxahvrp6ZmsKoKZfBn1w4e6Wk0iPzZmmZC7UVsmtXGk9sKkRWBddOrmVo8cmNUXTiLCR7te+Da5UzsltRMQMlSmhRFZOWUGmZN6FvVTV88DUUsPjriqbZZxmFUR5T1TGmqaZJ5+p0CwMDCcTUsnNL9OjcX3oVj/i9AEGjZfz/Ryv/ut+6RSzom5WifYPXGIRtrpg3/QkUURW5eEgJCNPplfvOuh4RiwlfXwtdu1r5H+DcHi/GukjRfN3LVQfH6gXdGkqU0GfOC5A/RE68EbWQt1P61NsW9ctT8A2N8dBkTp58Qzp07R21tbb++0L4pTTqdDkVR8Hq9KX0IVldX43CkOsQkdXw+n2aZ9G63m7KyMr7+9a+zYcMGzGYz5eXlw05pSkY0GtU8wQrAqguSnzX0y7A4R0dxjjoe5sMrJk432jAqYZZOjCetUCm6DCzmwU0Ugqhj+WefwJFXyru/eoCIf+jh4aG21MZDybKMNTM1x3ksLiPSzqQChUkF1ciyzOsHbbxzNpsMXZB7VzYNa7u/vkXGbkx/vutQqOJpeAarzpQmgLcPW9i1NRuj2Mrdyxt476SVVVMHF/PD4Zldbm5for14evlAAQ+v71/l9bhFHutIadp53MwTWwsw6SS+8KVvkjX7cWJNe/Hvv59E5GrSdfde8PD4tVWanitAZbObG8q0qR5nO0Ue2ai2SfzNr3J5bl8WAu3csaRGs9jdStlCrl7bLX1ZkpFTTItLntIUJ2d+mExX7/esaDhBQq99Wlx7UGDVvFs0X/ejSrVi5O/j2huPe6P9DspoMCZOPyG8/fbbgxqWhkppGoyRutOTodPpNO0LXbduHbFYjMzMTAoLC4ed0pQMSZI0T7ACiERasQvpVYhEUWTJRBkI4A9LvHfBiiIYKbL7Ke1IMLpSn8BtHLqCUXbbP+GdvoEDL32L2vPvD3n84asKNn0b75x3QSLKsoltA4rGIxUit62oIpUh51t2u7ljcbcRShRFblykGoyagjK/fTcPSclgRkEdq2elXgF88YCHL4zCaJ+9F/I1MVhdMz9Cz5SmXScF7lsjM3OctjnnrXE7brv2Eb4yhiHnn66dHWXjqmxMs57iN1s+IPDHuykQ3ua6Bckr9JIkIwja57wHwjIZBu2H41+ogmXTWrllSX3HDNxsQnEbHnsjN5YNbqIajLePZSCUaG8sqtqvJ3teambGnvRMaarcZ6S53YaSEaJwiWqiqtmfQdHKoXdq0sURmcHSstWarjnGx4MxcfoJIJFIcPr06ZSP75vS1Lnt39dEFY1GSSS0/6BoamrSdOvS6XQyf/58/umf/qkrFStZSlMyE1Uq+Hw+cnO1j8wLNl5l0/R2hvuG7rTqWT8tCkQ5VSWw/Zwd5HaiMYEbhnCJz77mr5lYdg8ntv8rF/f9PqXf1xJzsHFOEAio/bCXzchiBi5TgLklvY8VzGbGe1Iz0YVidrKdycWT2y7y6CZVwO87a+Avns6ntFjhtrKajjmVAyOP0mgfQdD2QsVuEblzaT06IQeXTeKJt4o6Upp8I45FvVAFBfaRzyDty87jJhaMG6rKK5A5+WvYZv0AOVrHZ2e9SMzzPiev6ti8tRBFSXDt7Opez5Pn9zi5aX41Wic3Pbs3j/tXapNg1ZNtJ708tqkSEDtm4DYDzVzwCV0tKutn+ChNs8vogzovOWuHFyU7GGK7Dat7+LsJol6kZIV6cRyqk6h4x46gCLQ2RHsN+NcCRVGY7lk9KmbcMT76jInTTwBvvfUWsVgMg2HwPsRkdG6tR6NRqqqqEEWxK6VptNzpra2tmm6Rr16tvoEdOXIkaYU0WUqTXq9POYmqs/qqNU5j65CVp1SZUSgwgyDRmMQvdwrsyHANmNI0edmDzFj3v7i4/w+c3PaTlNYPR2WERPcWo9kosmaquuV3tT7BjnMOFDnBnIIQOlEhzzZw1GJPLvoU8m2pudNNBpnrFwZYPaOV53a7CMQc5FmbuXVJf4NRauIpfZ7b7eSGeaMnnixmkQWTKnunNGW0cOdy/7Au6LadLOCxTVVoLcrO1AzuThdNuTjKfoU5/1qivpfwH3wEJa5egMwcl2DmuCpkWeblfU7e7khpuntFM83RLLw5Q1f900WSM0Y0ezYZsiyjKErSv8tkr8Jkb3eLys6OFpW7VwzdohKJytTICbS2oIYaJGRz+mlxA2HL02PLi1B/LkGoVaZihxtZiFCwLIZRg8c6WmPllj8biyv9tDImTj8BHDx4cFjCtCdms7nLYNSZ0lRVVUV2dramzndZljXdIjcYDKxatYrdu3cTDocH3b7vaaJqaWnpl9KUDL/fr9m59qSxrpqZtga0Fg2Hy43csSROnkNNadp53oGsKEzPC+B16SmafQMLbvx7qk69zcGXv5Pyuh9eMbNsYvJtu3G5OsblhpFlmf2XTRy72s6NS2UkSR5SfG894U1ZPO2/5Ok6tjOl6XINbN7qBUTWTK1m+jjVRDWUeBouzW1ZFOWOgnhSeoun3ilNCk9u9yLLOpZOrmHexNR2M0ZrtE8kKmMQB+4vNOZuwLnoN4gGB4HDjxO5/J9JjxNFkds6TFT1LTI/eTWHy7Vh9pfoh53SlIwD5/RM8ySfGjESXv3QxqbZgxus+rao/O69fBKKmRkFdaycmbxF5aldeeQsHv6OykA0HbVSvD6i+brtVU5m3hICgsQiMtV7TIhKBobsIJ45w193fOZS8nJHu/9yjI8qY+L0Y05jYyOXL1/WdEB+dnY29fX1TJo0iebmZvx+f9e2/0g/6Hw+n6bD8RctWoTVauWJJ55Iy2CVlZVFVlaWmsBSXU0gEEiaROX3+0fFCKVPNDHVq+2HBECbYifP4Qc6U5pU0XjwqoGrsclMK5rGuAt72PPHr6DIabRs6DIwGwc3OImiyNJJCTIdJtbNqulwbOspG5889jId8SRJMkoSI8cEDzzuUQXCGwfVlCZR8iPL2vcX1jTJOM1+zdc9cE5Pae7A4smbI/DYJvU+bj2SwRNbczCJEe5cVt+V0pSM1w7YWD9zaJNbumzZk80dS/pvkevtM7BM+gqZEx4lHjhJ8/ubkIKnUlozN0vElmnkPx71sedsBpu3ehGFCHcuqUsrpSkZB656ePyayhGtkYzqYDa3eMtTPt5tF3lko/p33nfWwOatxYi0c9uiGrKd3ffxiuTCaU1t5yEdRPSjMHVFJqF0Gy+NFpFx69QJI42XElRscyAjkT0vjDU7dbkRj8osnHitpuc6xseLMXH6Mefll18elRFH7e3tvcYxpZPSNBiCIAxYpRwO69ato7KykmAwOKx1RVHsal1obW3tMlFlZGR03cfRGKOVifZ9gE1BCRP9t+1EUeSaFdNZ/8UtXL14gn/8xqMkFBNeaxvTUhDIl2plcsyp9amd8cksnlbfx7GdweZtXvREesVevn7QxrrpqY32eWFf1pC9iNcvVCtUP/+THSmh8MTW4mGnNCXj5QMFPLJB+xmk6YinTfPa2NSV0pRLe8LChOwGrl3Qv5LpC7i5ebH2Iici2cjqbMUQTZi9t5M58VGM2StREu20XvwPgie+AYn03NuKokevF1k1s51VM8uJxmS27M4mItkodDZy/YL0DUaSJCMoqU2NSIemoIzNMPwK+pKpcZZMrVBNVHtcaqSqtZkJeSEiWa04tTtVAGqPgXVyAK1nkPr2GshdmDzBKnuiDiaGkSWZqv1Gmo9YUTJCFC0beuKHvmEc1z9wm6bnOsbHizFx+jHn5MmTmjeMJ5tBmmpK02C0trZqarCaMmUKhYWF/MM//IMmw/EzMzPJzFRHXtfW1nLo0CGMRiPRaFTTynS97zI3TE7fMTsUh6tsrE0ygzTTVczqL/yGWDTIqVe/xtop6ofqGR9sO2tDSMQoG9eKIzP5+Vz229k4NbVKZEixsLi09wirtbPbWEs5kajMlj05tMtWSlz1VPnd3Lgota33pogTb05qAlkwZvG1TeVACwfOGXji7SIEJcati2rIdw1fWCrC0O70dJEkGVFIPzddTWlSx1kdu6znibcKAYkb51dTlCvSFJSxGrTrL+zk9FWB4qwmjLnrMRfeQYb3NkRTNlLoAsHjf03k6m9QYulfeG07YmbxpN4XKmajyANrVYPR2QqRJ7cVISsym2ZVM8mb2nves7uyuHWR9hMbnt+bz+fWjjxq12gQuW+1n84Wlf/939nYpmXSXBnEVaSdkIw12smfo307ii5uxeIc/D1d1IsUL5eBIKGGBBXvWBEUHZkTAqqATcL0/NXodNoK6TE+XoyJ048x+/fvp6WlRfPMe5/PN6hZKFlKk9FoHDLtqaGhQdMt8nXr1hEKhfjwww81N27l5+cTj8fxeDxUVVWh0+kQBEGT3+MwhbFbtH/pCaIefZ+KhCnTzdqHfocoGnjnyXtoC3SbhKZ5RaYRQpJk9lwyExcysekCLBzfndIkyTKkOBcxGpNxWgYWRBazyIPr1NjLPafg8NkQv1A8XD/XN2jspa9Bxm3xp3QOZysEipzdM0jLSuOUlaaX0pSM7UfNLJqgfdLUc7uzuHnByKqxcyZIzJmgGoye3+PktaNZHD/v50dfaBrRur0Q9Bhz17LncC7f/Psfoc/IRZbCtNe8TuTKL4nVvwMMPzThQkMuj88b+EJlarHM1OK+KU0B7lrePOhEhkDMSb5L+1m3CcyaR+2Oy5NxTnXiWRei5rCOqgt2JCFC4dJYyilNyYhFZRKC9jNIA3USSmZ6F0C2HB22Deq5VB8VqdhmIyFG8S5tx9ixoxJt1HPNprs1P98xPl6MidOPMe+9957mwhTUGaSprJsspUmW5QFNVDqdduk3mZmZzJkzhzfffHNESVMD0TlGS6/X97qPnSYqp9M5rPmvfn8zBQbtzRknKhTGOQP0FCM6g5nVn/81GfZ83nnqXoL1F5P+rF4vsqpUAgJUNyfYcU5tj5iaE6Ci2cR8b2pV3sOVer70GR+pCKKT1Tn8+2N1GPXw8n4nbx7PwmEKcOey5n7VydeOeHl4XWrrvnO6oGu0T08MGVncf20WgsFBZWMev9ytpzksc9uGYubNmoigtyG31xEPnkEKnkJu6z3H9Hxd7qgYrFranXhGMNqnJ6IoctcK1WD0z6F8fve+GQUjiyb0TmlKGcGAKW89Zu/tmAtuBkMW+g/+D/GGHQSrnqe97u20t+6TEW6TMaYonvqnNBWQUIzMLaphybTeFejyOplca2qTINJhz2kDs711mq/7x71ZWGeFEUU93oUAQaLhBL49FnSKCX2un/xZ6b9/Vu8x4V2ivcHKf8JO0brhz2ItmCsAIWJRmeo9ZkTFjN4dYJp3PtNKZ2l6rmN8/BgTpx9T2traOHv27Ihd+n0Zrjvd7XbjdruRZRmfz0dLS0svg1FdXZ2mQnrWrFmIosgf/vCHEQ3YH4hkY7T63sdQKEQikeg3H3Yw4qFqFs5IoPUHRX2bg/XFvbftZq7/c9xFc3j/1w/RVHE4pXUKXDoKXGoS1ZFyIycq2xFEIwstEsYhtrQzrIaUzSuSnNFVebptqSqoaptl/uudAmSMLCipoayjPUCW9Sltp6sGKwWd0YHBvQRT3iaM7iXorVMQTd3PkRxg9p0SP/vZz2gyT+DnfzqH2azn4Yf/EXfHRZUc8yOFTpOIVBEOtWI/tQvHwpWgJFRjVo//FEUCJYHc3ki05k8kQudSegzK62SyLdoPx993xsCyKS2s6ggs2HFUTWnSC23cvbQOh3WQx1I0YsrdgLnwDswFNyEas5DjAaLVr/H73zzJKvdB/B9qG4X67O4c7lqe/gxSNaVJ3QnYfdrM5q0eRKGd2xerKU2vHyngsU3a9wgfrcwfFYPVsVAejvzeiVBmq46Sde1AOw3nFCq22wZMaRoIPRkYLem3jgyFIGgzCcJo7k6iaryYIFuYMfKTG+Njz5g4/ZjyyiuvjEpPTiAQGFEuvSiKXT/fM6WppaWFOXNGMFekD3PnzqWlpYVAIDAqs1hFURxQcPa8j5FIpGs+rNlsHnRYvyzLWHXpbSenQjQmg9zb9OPIL2Xqqke5dOAZfGe2pb2mKIoUu2MUeqJsmFPDC3s9+CMWHGIrpQX9n3eVjRKTcvwprb3vjJ6ZSSpP+S6RRztMVO8eN7F5WwmXygPcsGigNCYRnXUiBsds9I5ZvLAzzD1f3kT+vPUAKIl2Ys37aKt6gUTrReT2JuR4ACUe4Hev17Fxdit5ulaWTAkSCEb517/5DyR9AdMm53HD9RvR26djcMzmD88+w0OPfBWjw4kg6kHQgaBD6Ph/578FXQb22f+XeOAU0aotRK7+Grlt4BjON456+eLG1CrC6XC4ord4Wj83yvoOE9Vze3JoS2Qy3tXAdQs7qpWiCVPeRlWQem5ENDqRY36i1a8S9T1Pe902kGNUVpVw43RthSlATM7EbhmZQXD59CjLp1cQjcm8sEdNaTp9VfueWzVqV3uDVW2LTJOxncxBjskp1UFpZ0qTieZ2K1iCeBcPbDBqupJAdGnfa+o7BNbJQbQ2WNnNeXz5C3+t6ZpjfDwZE6cfU44dO6a5yOmcP6rVup0pTZIkUVdXR0VFBYlEAq/XO6LoUoPBwPTp03n55ZdRlOH3uQ1EQ0NDyudnsVi6tv173kePx9OvUlxXU85qTwtav6Hvu2Ji8fgeM0gFgUW3/TOxtiBH3/jBsNc935TBN++oQRRFHr2mDqhj31kj+y95CIVhZm4bTqtaua8MZ3LfNakZTw5XDO1OXzO7nTWU869/KuRKo8iZbTaKXQFu/cwyTJ7rMWQtwGCfiaBXwxEUJUH1899iQnYjwZPfRmo5QqzxA5RE8mzylkAJOeZy5A6d4bCKPLSuAqjg0EU9//xPhxGIc9OCaprPj6N9z/cYKmhWzPBiLrgFc+FtWKf/Hdbp36W99m1i9TuQ2xuR2xtItDcgd/ynKNq1uXQSi8uIQg/xJBoR9DZEvRWn3cajd9kQ9DZOXJzCk3tAb/FyzwNfwzNlNnKsmajvJaK+F2iv30HXgwPUt8g4jNr3bh67pGNCdnoRvoNhNqopTW8ebKNontRhooKNM31M1uAa9pldbu5YrL3B6lf7iyhYHU9pXTWlKQEECNZJVLxjQxREMicFcZf0fm8JX7RTslH7iQ0Jvx3XAu1F7xTXyi5T6hifbsbE6ceQixcv4vP5uqI6taKmpgaHw6HpmqAarGbNmoXZbO6V0qTT6dKaTdrJ1KlTMZlMvPLKK3i9Xs3Pt62tbVjGrby8PECdduDz+RBFEVEU8Xg8iKKIVQxS4NK+2p0QLFjN3dt2kxbfT3bJAvY+8+fEIv5hr2uzyv3E05KpMZZMLScWl3l2t5tLNTbktgjWzLaUhFY/8TQI4TYZq6mdLz14HebCOzlXm8vT299DTjRxw5qzjHPvRgqcIB44Tm3FKfR1mfj3/2jIddVexIG30xdMkrpSmv71FTuVzW08+4F9yJQmuc1H5NLPiVz6OTrLODLGfwHLuM9j9lzf79hXXnmFmx5xkTOzsEOsNnaJ1q6vY+q/URR0lmIEvQ3BYEXUqwJT0FtV4Wno/DqTp3+/lUe+cT153gkIBhuCmPwia81KWANIbQ38evN3+d3PT2OVT3P38sakLRQvfujhC+u0F2W7L+Tz+LUDVcaHz5XmHB7fVAGoJqo3DtnZccaNRR/kruVDpzQNRGt84KjdkVBFJjn65BdSg2HP02PP6zAYHdFRedFOoiOlSW8EBe3jp6NhGVlM/1yHoj0EK2bfpPm6Y3w8GROnH0PeeOMNzYUp0GX00ZqeBqueJqrm5uaUUpr6MnfuXNra2ggEAl3jrbRCluURj7vS6/WUlKhh8y0tLVRUVNDW1kaerhKtq6blDQmyesxb1BnMzNr4l9Re3M3VIy8Ne92TVTIr5wxs+jAaRP5sTQvQwi9et1AXzODnb3lZ2yOlKRlbdmdxW1lqIueFY8t5/Ds/xlm0GKn1KpMif6Jw6TtE63byyvMZPBfudmy/sM/D59emtu5bxwp5ZMPQqVR6vYgl08HPbvdRWa/wn9u8KIqO5ZNrmDNESlMicpXwqe8SPvVdBIMT0ZTT679juxtY/8gq4o0ViKYcdOZ8DI5ZiKYcBN3QvdmKHEOJh5ClEIoURun4f3NjNS7xDG2VH3Z9T5ZCKPFw13E9fyYRqeQzRRIUQW2zzNPvFCDLBsrG13b1/ALIGAd1xQ8HdadGe/EUCMuYxO5qoSiK3FAWBsIdKU0eEoqJmYV1rEijTSGdqN102H7CBEXDNxZ1UjAPVBOVajCqvRAld3ryGaQjofZDM4XLkqfFjQRbeBorFq/TdM0xPr6MidOPGbIsc/r0ac3X7XSna01zc/OAc1hdLhcul2vIlKaeCILA7Nmzeeqpp0ZFoFdWVg7aN5ounUlUvisnycsU2XHegUFpZdnEmCYzM8832dk4tfuDePyCOzFb3Zzc/tMRrdsmWJg3ITWHt2LI4e/vLe+oUNl493w2Fn2Iu5Y19sszD8ac5GYNsj3c0f9oLf0buPgBDqeTlr13EvW92H0IcOtS1bFd3yLzXzs97D2ZYE6RqZ9jO+n5IqZU5VXFk9rqUpQr8KVreqc0GYVW7lreMGhKE4AS95OI+0mELwAQjMiIwRxCx15Jerygt/YSsgh6Eq2XUeLBDqEZAqX//bxco+CK2AkcfHrI+5aMfFd3cMK7x008sbUYvdBGkb2FucXau9Of3+PgM/NqGCxYYTg8tzeXe1bUk0w8qSlN6n3Zc8bI5q3FCLRze5+UpmSkE7WbDjt9heSs166X12xVDUY6JYsMTzMV26wkkMiZH8bqHvlHvqiY0Zu17btVFIUZntWaz+we4+PLmDj9mPHyyy9z4cIFsrKyhp3SlIxk7nQtCIVCQxqseqY09TRRWSyWfk788ePHY7fbOXz4sKb3vxOdTjcqPU/ujAjLpwhAgECrxHsXrCiCEa/Nn1JKUzJkWUboUaQURB3TVn2RxvJDNFz5cNjnGo3JZGWm1l/YsxdRrVCpKU0tIZnff5CHJGcwzVPH2tntXK5RyB9gO93gWkLm5D/HlH8dosHGgT1vU2zeQ8PW7w46ZzU3S2Smt4WZhSAldDzxtgcdUe5YWovb3v9xffNgBiumpJhKtdfBdXP6p1L1S2mSLUxw13LtgtQ+sLfsHlg8AShSmIQUJtF6JaX1OnnrWAGPbdLGYLVmdjtrZlcQicp89clsFky10hxuGlZK00A0RVyU5I2CaUmxYM0Y+hyXTYuxbFr/lKZbFvc3LaYTtZsO0ZhMLTLDt6AmJ9wkIZtCZE/SwaTulKaWqA05I0jRkqFTmpLRcCGBISeA1hcU0dpMbrnvc5quOcbHmzFx+jHj5MmTTJo0iZqaGiorK0kkEmmlNA2EXq/XJGWpJ8MxWHWaqEDtge1rMJo7dy5+v5+GhgbNxXQwGBwlg1U1M22NdL6hOzL1rJ8WBaKc7pHStGh8a1rD+Q9c0TPb0+2YLZp1PVZ3MUde/96IzvdQlYE/vyk1kTNQL2KWTeTRjarR5cB5NaXpw1MhfvBAc69jBYMT++z/i2X8QyTaG2ir/G/aq1/h1d+cVueKpvDnOF6V3zWDdMXMio7YSzfhuB2vo5Eby7oFVXlLLtctTC0PvbHVxXjPwOKpZ0rT3/4xn8sNOlAS3LhATWkaiFTFUzrIsoyipFYRTgdRhEVTDTy6qYLT5SKbtxYBMtfOqWaCZ/gCpaZJxmn2a3aenRw8r6c0N705wj1Tmi764KnthciKyNppPqYWq0/AdKJ20+GXH+SSsziK1u0+jUdsFK/pTovrTmkKqClNOzIR0ZM5KYB7fOq/u+2qk+KN2l9QjLMsIT8vff/BGJ9cxsTpx4impiYuXbqE2WzuSnDqNBjp9Xp0Ot2gyU4DUV9fr/m8VFCNUCPpYe28L5IkdY1r8vl8/PSnP9V0672T5uZmTROsOjHEmpg2OfkH+XSvyHRCxCSZvRfNSGImVl2AsvH9zUh9CSfs5Dr9XV9PW/0YwfqLVJ3eOqLzzbTqUhZPqfQilk2JUzalEjlRwM6TEIw5yM5s5r471uOc/x+IphzC535E+PQ/oiTUGasoqX1QRWMyeqH3lqgae6n2w56rEjoElcLSiVWYdanFsNY2yzjNqVWPL/oUFk5o5eYlatrWC/ucNB3NIsvUwp3L/b3aNw5d0DM5Vzt3eidvHLKxdhTE07O73Ny+RL34mF4iM71ENRi9st/B2ydc2IxDpzQl4+UDHh7ZoL3B6sPL+Tx+7cDju4Zikhcmeau7W1TOqS0qgbZMblyk/WzTi3E3Dqv2bnoRPeIAbUO2HB22jerouc6UJkmMUri8HeMgSVSyJCML2geeSO0y88dt1HzdMT7ejInTjxEvvfQSJpOp1/d6GowaGxuHTGlKRnt7+4hmmw6EIAiauP87U5ry8vKYP38+Tz31FHa7naysLE2nC2g1VLonkiSRKQ7t7jXqRVZP7Z3SpCgK03KDFGX3f5n6wxJGpbuCkT9lFS7vLPY//9cwgurvOV87Uwobhz4Q+OCkKeVexNcPWFg3o47pJQlEcwaNWT/gqQ+CVP/hb7h19hGmZp/pOjadXsSe4ikZpYUKpYWqoPrLp7Io8Wbw251Z3LOiaVBB9dKHqYunbScLuuaV6vUid3ekNPkaZJ7aXoCCoSulaf+lkYmngahsyeaGstQqwunQKtlx23s/f0VR7NfzKytG5hfXptTzC6Bg1KTnuieSJCOgjXjq2aJyuUbmq8/pqXt7EmsKqtgwKzrkz6fCyQqRsCOC1vNRao6DZZyfVKqxXSlNkd4pTer3e1O5T0/2vNTS4tJBrC/mhvvv0nTNMT7+jInTjxGnTp0atGG8sz9zoJSmZEiSNCpGqEgkovm6M2fORJZlxo0bh9VqxefzEQwGkWUZr9c7oraE6upqzZ3/AA01l7l+QoB0Xmo9U5oOXTVwvtmOTm5l2aRYV0rTwQora6ZE6BRPszf9Na0tVVw9PHyHPkB1qwWlWcfmrUYWjhs89vKELy/lSM+Klmw+U1ZBxrjPY5/9I3J1Jmqvfglf6ytcvqKw83AxZrGVu1c0pNWLmEw8JUMURaZOcPLYxnIa/TK/3ulBUkzMLqxlxYz+vaKKkJp4Gmw73Zsj8qVrVYPRjqNm/uOtfI6cjRBcJQ9pokqHlpBMhl77rdZzleB1DH6hkpsl8tgm9QJl18nOlKYody6pHTAt7J1jZhZNrNX8fJ/f4+SmBdonQr1wopC5D4HeGOWl8y5eftuGV2nl84sryM8a/u96/nQRnrWpzTZNh3iDDc/69J4PRkt3SlPTZZmKbQ4SikT2vDC2HPW9S9duw6pR1G5Ppuet1rylbIyPP2PPiI8JBw8epLm5OaUI0IFSmpIZjKqrq0dli7yhoUHzGaQzZsxgy5YtXSOnOu9ja2tryilNAyHLMi6XS9PzBbAbwjgyh/cyE0WRsgkKECAYkfjgghVFNFKQGQDR0CWeCmdcg7toDvue+zpyYvguWkmWyc6Su8TGzuNmNnfEXt7ZJ/ZS3U5PrYIUCMtkGBWylr2EueAm2hveJXDwUd7d2c7j13ZuaVYQCMs88aabC74Q23PNbJg7+PoXqqDQkVqy0KELeibnqPcr2ynyaMd93H3axBNvF6MTuh3bO4+bKBuXmnh645CN9TOH3k5fPzdK464Q//uOFl7YmySlaQQ8ty+P+1emH/85FDtOFaTlTl8xM9rV8/vcbjetkh2PvXfPL8DZutyOGaTa0hzNwpuj/WD4CtmK26jO9cyZIsKUVlolmW/vHUe2lMGszFo+u7QlrV0XWZaplg0UiNpewEtRGVkYmfPfPUGHe4JqovJ9aMR/3EawrYFMhx/NjVBNOjauH6uajtGfMXH6MWHnzp3DyqbvaTCqrq7ul9LUKVq1ZrD4z+FgMBiYNGkSTU39xUhmZmaXw762tpaKigokSaKgoCClxywWiyFJ2vdSBQN+cvXpmTMGwm7pNlG9eThOU1uY7adNlJW0cf01f02g/gJXD7845DqDcbhc5N41VXR+AK2dHWVth2N7y54cogkrxc5Gri9r7dhOryUV4fLrvQvInXQLimMVwWN/SeuFf0OSEghC74sXh1UkM8PIzx+r4egVE0+8XYSgxLilrAaPu//v2XYydfE00Hb68untLJ+uOraf3eUmFLdz6lKYf/9iQ0rrVvlT305vijiZUhhgSmET0MSJKzqeeMsLJPjMvGpK8oYnLiUlo9/IrpEyEne62SjyZz16ftWUJoWNM6vxZsvohZEL8r5U1su4LdoPx//gjIFEfit9RZleL1K0UgZaOVyfwftv51AgJrittILZ44YWnM/sd2KZqf0M0qq9RgqWaDODVNSLFC1TTVSnX8wg0SpSsc2EZUKA7InaGLhy5fnMnDZXk7XG+GQxJk4/BkSjUc6ePTtisdeZxtRpogqHw8RiMc1d73V1dcMS0oMxZcoUnn32WVwuF3V1A/c55ufnA90mKp1OhyAIFBQUDPhBW11dPSpjtKKBKhbNTKB1RctkzeH++QEkqY2zbfP4xa9epN33PpPM8RH1zOozzBTl9q+MWMwiD65TBZXq2C5k3+koq6YJuIfITbDP+QnOi23ce9tifviNlcSjYWZ5jVT7zdw0v/9EgM5exIWT4yycrKY0/eVvczF4sphlbeCB5c2IotixnZ7aJAhJkhHFwS8+jAZVUEWiTXy+uYjH3pqChzj3zKpgWlHyHt6WkIwlxe10X4OMy9xbPM0an2DWeLUf9sV9Dl4/5sJh9HP3ipaU+zH3n9UzPV/7GaSvfmhj46zqEa/Ts+f3Twfs/N8XTCwsjRGLy5oO9f/TYS9f1GiMVk+2lheTO8QMUnuuHvsGtcr/H0c8ZJ7LZIK+hYeW1w540XA0kI9zofYpS6JswWjR/kI702buiEGNU3NcR8UOOwmhDe+SdozDbFGRZYWZ3rXanugYnxjGxOnHgFdffVXT4cSdJqry8nIyMzO7UprcbrcmfZexWExzg9XMmTPZv39/0sppMjpNVNCd0qQoCllZWf0mCIzWGC27Pqh9droko8jqB6HRZOKb3/45sUiAX//jv7Oj3AaCwNTsIEXZ6VU2GoNxPI6hnezTS2R0YhX5NgtHrth5+6QLmyHAnUkc27ZZ/8TR+oWU5j4DR6/jkdWqWWbPGSNvHTDQ0urhtkU15Hb07SXrRdTrRfReN7Z1rZxoyOCLb0+hQEiQ1V7PdQtSc6c/v8fJzSn2Iv5ydx7jr5ExW6PIssxPjhRiO21hoqGJh1bU94q9fG5fHg+sTm07/dXDBTyyPvk5iKLIHctUg1Fts8zf/CqfScUmysbVUFY6uNA4dNXD49dq7yKvDmZzi1c7g5Uoity0OExVwM0dS67wm3c7Upq8yXt+00VBp/1rLS5Toyikc9mqpjS14gvr+V/vTcSDnpX5VVwzp7ta3OCXaTK0o/V+VdMVCb1L+7aGmqMK1sndI+s8swGCxKIy1ftM6BIZ6N0BPElMVIMR97m4/fGx2aZjJGdMnH4MOHLkCDqdtnPwZFlGEASys7PJzs5GlmWqqqrw+/0oikJhYeGw3uxHy2DldrtJJBLD2n7vTGnqTKIKhUIkEgkKCwvx+/2aP7YADXUVLMtrRuv5hbsvGllcEgF0TFx0L1ZXMTtfuh9Plg5PVgRZljlcrud8sx0xEWbpxHhKOeJnGzP4xu2pbdN39iKqzw/Vsf3rnR5kTMwrqWZxqUTmlL/CWvo3vPPr+3l4wX/3mldakh3lmgVmblvq57ndLkJxdfh5TcDJl/sIrZMVImF7BDsdI3A6KlQ7f+3i6slCSs628Mjy2kFHXzVHs/C4U/vQvhR34ewY7SOKIt4FCtBKZVDPl9+ZRD4Ca71VbJjVjqxYUs5oVxR9StXQXCdMKdbz2DWV7Dxu5om3C9CLbdzdp+cXOivCqbnj06EpKGPVay9yTl4RGZfV2Culae8ZU1opTcnYejiDpVO0N1j9alc2roURhvMxabaKFK2LA3Feu5jFa28VUyC08uDCCn53sBDPKu2NUOGLjo7qprZITQ48c/s/H4xmkXFr1PvYfFWmfJsdBRnX7BD2vKEfsymulSlPlBnj08eYOP2Ic/nyZaqrqzXfJu/rThdFsWvGZ08TVUZGBjk5OSmv6/P5urbWtSI7O5vt27czbtw4KiuHXyXqmUQViUSoqqrC5/MxadIkrU61i0whSJFbe9Eri5lYMyR0hgxmrP8q9Zf3UXv+/a7bRVFk4XjVRBVuS7D7kgVFNJFnCTCraODKht2mpOFO772dnpvVbTB6/4SJp/atw17l4VZpM/GGnf3W6Kwi6vUi963xA35Ol8v81z4LDYzjjukVzCxWAxxePFNE/preH+TRoIRrvBnn6lYaInr+/INJ5Mk6ylwV3Lqo9xZsOr2Ix6+KRBytOJPcZrbrKVqvVvhePOfml0+DVwhS3yJ3VX4HYtsRM0unpLb1/uqHdjbNVrfT+/b8tklWSrLUnl+AZ3e5uGWh9u705/d5+Nwa7WeQvn/Ow+PX+np9b+m0dpZ2pjTtVnt+821N3LQo9V2Hi405bJqvvcHqfHsONufIxV72JBEmtRKVZP52/zh8pyQKzHoKl0iaVXtlWUZB+6JALCKTSKFH2DVOh2ucOmGkap+BwEk7siFE0TIp6bzV9rDCsuk3an6+Y3xyGBOnH3HeeOMNzYVpJ1lZWUm/P1RK02DodDrNz3fmzJlUVlZy7tw5zda0WCy9Bu6ncx+HIhptwypoP2i9sjGBw6BWMKYs/zwZtlx2/e6LAx5vzdCxflo70M75GoXtZx3IcoyFRWFctu6X/slKmeWzUxVPNjbNHng7fdO1n+GuJc8QKH+dh77weYryLfzpQGav2MtkVcQdF/OZ+aAO2RLj3w57sZ6xME5s5GpUpLjPB3jNhxaKVqmmD6NFpGhtDFmS+d2WHLY1WfAoER5YWEFJrsifDhfwxU2pCbgXzxSTvy425LG5pSIun5nvrqviud0uAjEHedZmbl3SP/YS4EJDLhvnpSaeakNubvH0bq9I1vMrywnq/TL3rdFWQAIkFFPKFeFUUQ1W8oC3Gw0i961RTVQXffDktkJkRWD9jGpKB+j5BQhGZEyi9r2bl2ogYG1Dy+Fyol7E5JKYsAEyXDEq3rEhCjqsEwK40khpSoZvvw7XbO0NVr59JrzL2kn1QkUURYqXdVwcN0mU77SiQ0/GuAA5k7vvozU4ldXLxgbvjzEwY+L0I4wsy5w6dUrzdaPRaMrb431TmvR6PaIodpmreuL3+zXtje257syZM3nllVc0XbeqqqpXWEFPExWA1+sdVmXDX3+V26Zr45jtyflGB2unBDFkZDF99Zfwnd5OY/mhlH52ei2EsgABAABJREFUikdkiieIJMnsvWwmVmPFIgZZPEGiTbSwYFJqz4fBehFN+dfjXPR74k37aDvyWaZPyuXxTeWcrRC7HNtWfVPSKuKleFbXdnrBQnUr/cB7BqLRGJU7HBhy/eTPUh9PnWBCb+zdp1i5V8/Ea2NkuiLEJZl//HAcWYczaD7fwCMb1BjOwZBlmWpFT8EQxilQt9PzhXCHoPIDfi7XwOathSgIrJ1azfRxqqAKt8kYhdTEU6NfxmYY3GClpjRVcblaZvObDn6xtQS7MXnP73DYdcrAnCLtDVYv7HVw3ZzUeoT7pjTtPJuNRRfirhWN/UTzc3tyuXt5PVq/1v54rJiCtZLm60Z9Doo3hAARW55akaw+KlL1jh2JNgqWDZ7SNCARO/Y87WeQ6pQMjObhtY5Y3XqsHUlUtSdEKnbYkGknb3Ebc/JXj8pnxRifHMbE6UeYbdu2EY1GMRqNmq5bV1eXtju9p8Goubm5y0TVM6UpEAiMStJUU1MTs2fP1nxdURR79Tz1vI9+v39QE9VgOI3hrmH5WqFu2ymIosi0VY9itDg4vvWHaa+j14usnCIBfur9Cd48aaEh4OfkFZGZ4weubMHgvYjmontxlv2KuP8Yzbtvory6leyO7fSpxTJTi1XH9lefzCGKjVMVQe5a3ojRIHLsio5IVv/tdFPCzcTbAkCQhotQucNOfbUf95RmoHfcrhizkelSP5w7R+BUHw0jLNbz2DbVRHXDxEoWTU4uPv97r5PMWalVngJ7dXy1rPcIqwkeeNzTI/byvJsMMUxMgntXpSaeXjxQwINrUqvyvn3Cyz9/3ocodvf8SoqR+cU1LJk2fLf28ap8Hr9Ge4NVQ6uL8Z70BsP3TGlqCcn84f08JCxMz69j5UxV9LTLlpSjdtPBJ5vIFwd/PaSLFJNJCP3NX2oaU7ArpUmPGb07SP6c1NZtbZaQjanF8qZD4yUZo0ZzY/NnqUlUUlTm4ltm/s+P7tNk3TE+uYyJ048w+/fv11yYgrr1PhJ3usvlwuVydSVRBYNBJElClofOg08Xm82G1Wrl6tWrmq4bCoU6thqT43Q6cTqdSU1Ugz12TQ21TLU2oPWw6oNXRWbmBTBbPZSueIirR17GX3Nm6B8chFynDlezxN/e28CuUzY+uODuSmlKNgJnoF5Es/d2nIt+S6zhXVr23IoihXn9SAGP9dlOj7TD3IkCD2+42iul6VBVG0UP9P5dkYBEwtDd75czSYRJQRJvWRHj7VS9Y0XJDOEtkwg1JMDS/0NUanJQvD4IqELmv47n8cQf9Uy2tfKVdfU4MrvP7VgoH0d+ahXOgrhxwD7TnoIqEJb5i6dzSAjjmOapY+3swUcSyYox5epnz1Sqvj2/m7cWIApt3LmkbsCUpmTE4jL6JOJppNS3yDiMI6vqZdlEHtqgtsrsP2dg89YiqmvDTC9JrRqbDi8dsGKYEkZrM2PVHiOeslYG+tjtn9JkR0ZNabImiTDupP6QlZK13WlxWhG5bKd4o7aiV28WWblmOcVF4zRdd4xPHmPi9CNKS0sLly5d0rx/s6GhQbOxST2TqC5cuEA0GqWiomLYKU3JaGxs5Dvf+Q5PPPGEJut10tTU1KvndCB6mqii0SiVlZXodDpMJhN5eXn9j483MmOy9ttVYclBflaA6eu+gqgzcmLbTzRZN8Oqw24RO0w2qqD64wd5xJQMpubVs25Od0pTsl5EwZCFff7PiTd/SPOuG6FjzFWySM/n9uRwV8cWbGdKkyzL3PlfhSjbbSSEGJ6yVsx2PQ0HrXhX9/7AlSQZ9AmKVySAAMF6iYp37FSdCTL1hhg9q6mxqIzcJ8Eqf7ZARYOZ1uVx/nLXBHIVA4uzfSydGKbJmNpon1C9xCxbatWkq3UG7l4V4Zr5TRw4Z+CJt4sQUUMF8l29H5tdp4wpb6e/fsDCqqnJ3emrZrWzalZnSlM2rZINr6ORzywMDXnh+MwuN7ct0t4I9eIBD19Yq926i0vjLC6t5N9fLyChKGze5iAns4Vbl/g1uTje31SAe672fay6RCZme2pVbfcEsVdKU8sxG0pGiMJF/Q1GOsGQ1HQ0EmRJRkb7ealSTGbBuGs0X3cMbRAEwQy8D5hQ9eHziqL8nSAI3wNuRm0crwceVBSluuNnvgk8BCSAryqK8naSdV3As8A44Cpwl6IogzpVx8TpR5QXX3wRk8mk+bptbW0pibJ0ycjIYPLkyUB3SpMsy+Tn549IYHeas3w+39AHp4EoJs9DHwyz2cz48eMBqK+v7zJR5eXlYbFYkCSJTCW1OazpEGiVMBDBYLYzafF9XD64hXDT1RGvW96QYGpeb0HksIo8vFGtUB04Z+CJt4oQiOO1NyYVT7aZ30c0ZNF8+LEuYfrmARMtoRhPvF3Ua1ZnNJGJ3dL78fnj3ixKrpOx54aQYjK+fSbEuJW6KwGK+szn9u01ktuj8qQOP48gKA5i/ojatye0Urg0RvUeEwXLevf9qpMGFIxmkaJ1EiCx86qD//yVnezJeoJ17UOOwBFOZHBrigar3Rc8XalUZaVxykrVUIFnd7kIxhy4Lc3csUw1UZ305fNYipGe5S3ZfKZs8GPVlKZmoJlzVWrPr4LCxpk+JnmTXzy1xu1kO7VPWUqnIpwqkiSj08ldPb9XauA/t3lRFJE1U2uYPm54W/L+kEyDLobWzUl+n4RgS7963DOlKdwoUfGuFVHRd6U01Z6QySgJoPUFReU+PdnztDdYifXF3HjfWFzpR5h2YJ2iKGFBEAzALkEQ3gR+qCjK3wIIgvBV4LvAY4IgTAfuAWYABcB2QRCmKIrSd3TEN4AdiqL8syAI3+j4+n8PdiJj4vQjyqlTpzRvGJdleVRmkEaj0V7r9k1p6hSCg6U0JaOpqYm1a9fi8/k0jRetra0d8Xy9zsqwJEn4fD5EUaSuuoIvLPUD2rZiHKy0sXpSK+6iJej0RiqOvabJutURC59bOPB8yJ6C6iu/yGFOqRVfc7egMrgWYZnwCK0X/hUpcKLr56605PGdu1Tx1Dmrs7YpwNyS/lGux0J52HPVKpXeKFKyKkH9GT9uk0TlO04URcExNUhWkR4xlonF0ft54DukYCsN4irWAQGiYZmqvWZ8p6KYcgQ8s3ocu1+Ha1aQnm97WeN0eKbZKFwXoGqfkeBJGwlTiKIlyUfgeElt/I/aMtL/OdtzfNaVGoXNWwuIS9AcSK0aGwjLZOjSG29UWij3SGlysP20C4s+yD0rmrpE40UfFNi1v7DaedzEgnHazyB9YV8WN86vobN9ZrwHvuRRt/jfOJDJ+xeyMevC3LUseYvKQDy9twDP0qEnNqSL/7Sd4vXhEa1rzdZj7ZjzW9uR0lR5uoWyh7TfqRHbbViztTdYTctdpXngyRjaoSiKAnT2chg6/lMURen5BpVJ9+Tqm4FnFEVpB64IgnARWATs7bP0zcCajn//BniXMXH68ePQoUM0NjaSkZGh6bqVlZWabbf3pLa2NqnBKllKE3T3cw5Fa2srn//85zlw4ICWp4skSZrNYtXr9ZSUlACgi1ZyyJcFVQpTc0NppzQNiGBArxdxF89HkWWaqo6NeElZlrFaBu+B7DpWgblT9Dy2qZzyOqWjQqXnM5/9MlnRGsKn/6HrWHW0T7d46pzV+c1Xi3k9ouPg2wbKXNXcWhamtkWmyRgls8/va692MHF9EFDnJlYf0uPbo6c11IgnpkPfo7VA9jtwLeh+3zRbRazFbYzP0mHIkKnYYSMhS+TMDyO0ubH1cTTXnlLIKAp0jMDpqFA1SRz9rZHsIkuvETiNh2TumJra1vvzexy9xFMyxnsEHvfU8tudWeTb2vjF1mKMYit3L28Y0OTz3N48PrsytVSqvqgpTWoSVVNQ5jfvFpBQjMwurOVoRTaPbept8tKCMzV5PH6N9jNImyNOinKTi6e+LSoSFkrz6lg7O5r0+J5UyA5cZm0H2cuyDIqiaT9+/myQon5iMRPV+wR0SgY6d6DDXDUywo0Sijk981oqtDWJbFhzp+brjpE22YIgHOzx9ZOKojzZ+YUgCDrgEDAJ+LmiKPs7vv994AEgAHTua3mBfT3Wqur4Xl/yFEWpAVAUpUYQhCGFyJg4/Qjy+9//noaGhmGnNA2ETqcjM7OvFNBm3aGuhnumNPl8vi5DktfrTfqzsixjNpuxWCyUl2sXoxiLxTStwnYSDPqZ4AqzZGKid0qT3MrySbFhu/fP+GS8Vj8g4i6aS6DuPFL7yE0Kh66K3LWmilSMW8/scnPHYrVnsCRP4EvX1GCZ+DjvVtj4P996AF2bibuXB7FmiGzZncc9K3qLJ1mWadQbKFrTDsTZWWHj7Tc81J71U3RblJ6VZkmSSdBtyhFFkcIykPxGNt0/i6oPdejIoKjUzbipuezJP82Nc1dj0JmoDpznXN1eKi7XdRg5RJik9u1dekdH02U/slnXa/h5rNZO8freH8RSO+TOlClcFKbmeI8ROFGJmUtS23loirgoyk3tAz4i2XlgYwtQQSAs88yuPGJyBlPy6tkwt7egiikZaVUCB0JNaVIrmrtPGfjwTDs60cMdS2pw27V5z4lEZfQpDHBPF1+DTFaGf8jj+raobN5aBMS5ZWF1v55fgD3nDMRyw2htZvQdFHFOHwWD1T4ThSujmK06eqc0JXDNDqeU0pSMxiNWikfBYJUrz2P2zPmarjnGsGhUFGXhQDd2bMnPFQTBCbwkCMJMRVFOKorybeDbHT2mXwH+juQvloEHE6fBmDj9iBGLxQgGg7hcrq6UJovFQnZ29ojWDQaDqBV7bamrq0urN7aniaozpUkUxX4mqurqapYvXw6gqTitqalJOqN1pEQDPhbNUJOM+qY0fXDRAoKJ/MwgM9Kb4EV12Mn6UrUymF08n6pTb2lyvjqLmZK81D6E+/Yi6izF2Gb+gGs8e1gUf5dgROaZXbnEFAsXKiJYN/b+UPvdHhf2uWrkql40sWH5eopvnMmlw82EE/Uc3X8cf6wS79I4vt1G8su6e91KXLNYPv5edl46y9/d8T24AxJynPfefZ9/++G/U1ZWRqltI7m5bjKMdiRJ4p+OfY9rls3nbO1uDpS/Sow2jDozix6O0NoSp/IdK4Kgw1zYgkx/d7r/VPcWrGe2OgKntVni+BaFb7w1hcVutfI7EDVNMk6zP6XH9kJV7+30noLq4AU9T7xVCIrEzQurqWkxUprbvzVipDS3GvnG7S1M8Eg8tzubUNyGx97IjWVDm6gGY8vubO5cOrwq72C8eqiARzakl4zVs0XluT1ZBNqduC3N3L60OzjhzStF5K/XfloBIQfOwlGYQZqwYLZ2zyDtndI0dIvKQIjoNTdYKbLCzIK1Qx84xkcGRVH8giC8C1wLnOxx0x+B11HFaRX0atEuBKqTLFcnCIKno2rqQTVVDcqYOP2I8fLLLyMIQr+UpqqqKuLxOF6vd1jjpZqamrq2n7UkFosNe7apxWLp2vavq6vrldIEMH/+fOLxONXVyZ7rw0On043KeC6HIXncojVDx/qpakrTuRqZ7WedIMdYWBzGaR385SdJMijqh6XVPQ5TZhaNFUdGfK7NoTh5ttS2Li/6IN/WuxfRsUDdAQoefgwAu0Xk4Y2NHLqgR58w8sRbhQiCxE3zq/HmiJwM52LLUftK75z3HTJNTlrqwxSMg1zPZJYuW8SB89vY/tJ+qk5HyMgXMNvV32U351B+oJ3ZS0v4z11f4mztLiJxVay3Z9u4UnyYL/7gvxBjmVjdelymYq7bdD1TcpawqORmrpvxFf508l+pErYh6qPYcsC2Qa3mHfgNZGWLXN1poGCpOvy8c7xY379l/RELCx6MojdHuiq/eXKEu2ZUMmN872NfOVTAw+tSE0/bTxXwxY3Jt9MXTpZYOLkKSZJ5fm8WH5638JOHtB+dVOXP5sZF5YDIfWtUE9XFaoGnthchK7Buuo/SYbzEIwkrWbZmrU8XBUNKUbvJ0OtF7l0VAAJdLSqCoGPphCpqZIE0rx2HJBqUSOi1z7tvLpcQHckFb98WlfKdVkT0ZI4PkD1p8Opt7THInBhE6wuKWHUWt37xgaEPHOP/K4Ig5ADxDmGaAWwA/kUQhMmKolzoOOwm4GzHv18F/igIwk9QDVGTgQ+TLP0q8Dngnzv+P2Sizpg4/Yhx9OjRroSiTjrFWiwWo7q6umsbvfP7qTAcd/pQSJKkmcGqcyyTJElcvHgRv9/PsWPHmD179qDzSNOhqalpVJrx62sqWJLdxFDbdqUekdLOlKZLZmJCJlYxSNmERNK/ze5LRsqK1SpidvE89T5UHB7x+Z6sNfOtu2pJ5QNo64mCXr2IGeO+gClvI4HDXyYR6d1LuP9SPo9fVwVEkCSZF/Zlcfn9TE7X+1kg6TEYTUzJW8I/vLGRih02Jl8jUxSdzuScRaybfS/V9RXo7FeQ43LHVnqM6OJtNOw/SNH63oahxosJDDlBdHqBkpUSEMBfI/HB8/VcqTrH7/f8I8sWruKOed+hIHANj9+9gmb7fvZeeYGErFab8gvdFK1Xh5/X7MtAJ5tobGqkZEmIvn9LHSb0ZvVCwVWsg+I2yj8Q+f7pAjznHEwxNfD5FWqogCynJp7U6QHCkK9LvV7kjqUttLRqH2PcFJTJ0PdvP5hUoDCpQDVRvX6wI6VJH+Su5U0pRZuerRAoztLeYLX9qJnFk7QR6J0tKgB/9Rs7rRZ6XahoQc2BTIpWtqG12Audt1OUgsGqZ0qT2qJiJ0EUz+IoZmv/n4012sifo32/6STHchx2h+brjqE5HuA3HX2nIrBFUZQ/CYLwgiAIpaijpMqBxwAURTklCMIW4DSqA/TLnU59QRCeBjYrinIQVZRuEQThIaACGLL5eEycfoS4evUqVVVVAxqhjEZj0pQml8uF3W4fcN3q6mpsNi1TolV8Pp/mBiu9Xo/ZbGbhwoUsWLCAn/70p1y9ejVlE9VgtLa2js4YLcFPcU7q/WR6vcjKUlVQ1fsTvHPOjqwolGYHKcntfkkmhEzsFrU/1l08j3h7mGD9xRGfbzAa5+md47EZg9y5rGnAMT/qRUEP8STosc36Ae0N7xG5/J+9jpUkGUHo7uXV60XuXhHg+2/ZKL0BKnZayM7yULugirLCW/Dpd9AutXKx4QAVzSe5cdZfsn78l2gzf0udrzhTHS11ZacO6aBMo8mEa1lb17lErjj6DQjXG6F4voHCpWFqDuvY9scTvPnMDbj1k/in7/2Qce7b2DT1i/zrzvu5dK4c0aF+CBstIiVr1Op2y39nEDqfQeBs9/Dzxov/j733Dm/kvO627xkMCklUdrBv5fa+2q7VVq1lySpWc5Pcrch2bCdO3PLFyevYiePEKXYkWbYVd6tZzbKk3dUWSdt70/bCBrATlSAIDGa+P4YECRIkQXL4xnnN+7p8eUUOHj6DNmfOOb/zS2AqDDKwvUqM2Zm5NQB0cs1v4tE3p5PwdLKuKrPS+++P2tgyP7OqwHP7Xdy1XP8ZpM8fKuLhW4YuvYuiyB039XdpKiauWJhb0sy6eUML6nafL+GRrfW67/dycyGPLtJfYEWRm+pNnSkuTYb8IO5xGtMZMCGZMhMeZormFjc4uz8SWotKEDmq0HDQhKhkY3AGKV2q/T4WVUgII4vGRkt3WGH1nPfpvu4k+qOq6hlgcZqfv3+Yx3wb+Haan3+y37/bgU2j2ctkcPpHxKuvvpqxQn+gS1MgEEBRFMrLywd9aSUSCXJzc3Xfr8FgIDs7k9Hlo19XkiRWrVqFJEn4/f5RuTSlQ1EU3TKw/YlGu7DSOubHFzoNbHZqZb8TNUauXrZjUCJUujqx9bMKzatYQnv9aVR1fOdwvkHhgTVtLK+OJ12aFMwsKm9k5exUD+0/HLOxcU5flspctBmDuYDA5e8zsOf9+QNO3rdkcCnbo2ZTWAz24ihwg+2HnmFB4Taqp3QQiR9FMMvEEl28deWXPLzgcZTGfgGuSSSvM4/vye+nZoeP149co764icTa2rQDwltPaE45oihSugwgSLg9zumn3+XP/vpDTJ9dyT/9+W/4y03P8InX7sF9c2r2OBpOYC+VqLi5Z/j5URP+MzbqL3Ww4lMq/YPTcJuMmtWXYcp2SmRvjlG3K4+jeQZOvmGlTAjxqdUecodwaWoM5nNnaWb91L5uJ+48/fsWE2pWRplQ6HVp0gLvw5dM/OjNClC6uXt5Y4pjlvY501edDhDuUjCJ+gusbjSp+LK6sJLq0tR2LUHdLgeKMrJLUzqaLyQwlwy+qRkvnqMGXANGoo0GySJStUEGgnTUJXpEVAqRzi6mb+1G7xuKnOAsNqyZHLw/yeiYDE7/SFBVlfPnz4/6cf0FRp2dnUkRVVZWFgUFBYNmkOqF3+/XfU3Qek97Vfo5OTm0tramuDRFIpGkS9NonKgaGhrIy8vTfb+B1lrurE4d9j5WllT1iKiiCv+918CsKitn64IsmmrB5Z7Nhbd+NOIaI9EpZLO8WgtCe12aAPadM/PEjgoENcq9q5rIs4v9ehE1LGUPoMR8dDfvGLTuiWvZLKgIUVrQF7S+fsqCWJVaevSa3qKkcy5f/NTXuX7tOkdP76eg1M78qas5XPPCoHXLveVYRBOzxCJmdRahXFH48plXcbsl2uKtOLcGkiV0QxohR9vZbJY+3I3FGsJz+Qwf++L7mF+6ken2tZS5m7nYvD95bOOhbMpv1kqwoiRSvkpBkX2EAibq9poQBQPZVdrw87ZTNio2dqacmxxVSBClaJ4I8yKEYgJfPjCFwoSZZS4v9yzv60tuDyrk9Lv5GI76FoX8bP2H4x+6IDGvJLPRWANZUR1jRXUdsbjCcwdyCcedFOS0c9eKAC8dtrM1w4zwaNAcxvQXWP3qZAWlG+VB6+ZPM8A07Ual4bB2o5KwBClfmb4NZyDdHicVm/UvkRO24yjW50Ylt8JAboUmojr6Y2g+6EIxhShfNToR1XDMKV6v+8zuSf7fZzI4/SNh165ddHV1jUusk5OTkxwV1djYSF1dHXV1dSxcuFCvbSYJBAJjFkINRzwep6ysLBlItren9q1lZ2cP69I0FKIoTkhrg8MYzjjzlCnZJphd5WDzrBBXGlXeqi2l5l//jWnS8XGtG40pOLLSXyzXzutm7bxe28s8WoLZNLT4UBRFuxCLZiyldxFteB6UVEVzfYvC0hkRatqy2Xs5n2xJG36+r6mM/E2pZcKmmjDPNX+f08pPWT/jI6zcsJD21g62v/Yme88+Q+4COTkCp+O8wC2txSnfUqIoMj2vjEeDS2g7HObp0+doLO3gqu0S+fMDDOwVlZQ+RXPBTBFm1nD25CtUSmuJHp6PVZUIVu5BFMW0Jdj6QxLlN3djzdNu8BrPGGjYbcdzsZ2S1QZM/d5yDQdNuFf03ahIJpGKWxJAhHfqbbz5hpsSoZsH59ex90IxD63PrO/31ROlfGarJ6NjR8OJOjeP3lo/rjVMRpEPrfcDfq43wo92lnHkfDdzSjvRaaJMknQOY3rgJYsicWi7UlESqVijCYxCrQnqdlsRVUPSpSkdsqyknQQxXiJ+GcWkr989gK9WpXyFSMmiAJ0dPU5UGLGU+ymsHvsIrK5GC3fc/2EddzrJnwqTwekfCQcPHtRVRd4rllIUhfb2dvx+P4IgjNqlKR1DKZrHiyzLyRmkvaOzWluHLpmnc2kCKC0tTdlbOByekJJ+R1szM7Jb0Ltsd/yGgTmFWqA1wy1yx7pNzN/2F/zlhxfR2e0kSwiyclpmTkX9OVEv8dnbhw9yNNtLHz/aLvGJzQGe3FmGogq8d+Ms3EY7XfXPDHrMqydL+MwWb89+tOHnP9tTwMmLnZQXirjn9z0/oUt2KjZ10hnz89q7P0AQRLoCMZovW6jYFKPhsInAORuKOUTx9Qo2SNNT/lZ9rIM8WQIJ8iUrn5NXQi18WVYp9jioLW4ge0sTFodER62M4BycYQp3xOm+dQcbl/8j+Yn7+cFPTRw8/SZZ7nYGunsZum1Y+5XT3Qug6XSQaZvAe8SMpGRhyA3gXiRgUHKwWNPP0HWVG6C8C1lR+Oej5UTPdZFtzOP+NUP3/PaiYtD9sxaLK4iCvsHTVDfcl9WA1ZTH9ZZs9l7Kx2IIcf/qtnHPZj17XWRKbptOO+3j5RM5GKcPFsANha3AkJz24D0lUr/LTkKIUrIyiim77xw9B00ULuuz2tWLluM5lK3XX2AVvuqgsqeHOydXImdzFIjSdE7QjCzUGO6VkZ6ZqplTbl5BRVmVrnud5E+DyeD0jwC/38/Vq1fH5UGfjtbWVsxmczJQ9fl81NfXo6rquARGjY2NOBz6Ky89Hk/SuamgoACAtraRL0j9XZoCgUDSicrhcOByuWhra5sQIZQQa2X+dP3LVaGEnZLcvoAor2IJ0aCXlZVaGbg5kGDXRSsgMj0/yJTCzC4Y2TYjjjQK3XQkyGLeFIF5U7woisKu9vvZ8+1vInpPcv8aJSVbrKpSSvDksIrEjQYWfFQg3KRSt8uOosbJXRhEVbMRBBAFA4qaQFUV2k+6KO2ZN1mxSstQ+ZtjeF4P8JjtGMsihdxk1F6/V7Ou8Zn40pS9hpUos6QiPulbRrQ9xtMXzlFX6uN69BJLHkkt10YCMooxTLec4KmDX+D2eV/g37/zEz795fvxCoep3+UgIXZStipGJKCgpMk0y+12yjYGYXYciOOrUTj7jAnHVB8jBQ2iKJLtkPnorWFmlUR4arcbBROLyptYPSc+6Pg3jmexZqb+9p/PHcjlnokQWB0u5uMbm3oC7s4eU4FiYkoW1cVNbFgwNnHQO5fdPLrNo+teAQ61lJA7f2x9rJobU5BYVMF7wIyoZiH1uDSJsRyynfqbfYiqCUmaCIFV+r0WzxM1cWJUoeGQBUMiC9ERwr1k5NYGOaayuGqzrnud5E+HyeD0j4AXXnhhVIPsM6WrqyslKButS9NQ9Aa3etPbRwpa5jQcDhONjk496nA4cDgcKIpCY2Mj4XAYr9eru9uWoijkoH8fYDAiI6mpcxHzKhbRVtPnNlfkMLDFoV1QT9YY2HXZjpCIsHpabMgWg7o2mZmF/oz2cPhSai+iwWTnI5/6P0RqfsaNt1v5xV43smpmfmkTXTGRVWmCpxuyC6e1E+tME7mL8rCbC/nt9w+QkyNTd0CkbGUcURTZOusznGisoc20PeXx8slcvme4neK4g2+I2zlmbkWKQigeHfQ6Pie8y/3yPJDAIpr4KEtQ6hW+pYD937LwuFuQ19bhqBBpPpZDeb/M06vn/oOinJlMKViEq7oGf1cz0bBCwwELnnMRqm6O0z+rFosqyKS+J11VBoJXzFQsz6y32+HNYe2tWmD4yK3a87z/vJnHtldgoK/nF+B6ewHbluqvTg92Oyh0+XVfV8Gckgl2WEU+3iOi6nVpEonxvmWNaV2a0q6pKAiC/pWPQKdCsxBjvLetJotI1UbtRqWjRuH878wE29pxLgBbgX6X2F6rXb1vKBoOSeQt6mS47LFkEam6pedmrD5B3S4bqqrimhfEWWJM/6DmUu784Ad03eskfzpMBqd/BJw7d073hvHh1OmZujSlY6IEVh0dHSnPQX5+fkZZ06EQRZHS0lIaGxuprKxMiqhMJlMyOzsemj3XubXKj94foaN1VtZN77MOzLIXkeMs5WLdj9Mev7gKIEgkqnDgmgVFtFBgCbJwgN9CQziHh96TmfjleE1qL6LZfQeClE1XwzPk2ftEVAcumPjN3hxWzpUoz20k36nt+fQNAxFXJ07gYyu/j6zEmZK3iA/8TORk6wu8efRZLu4OIAoC+70naIleYKCpbvxdK1dow6lkUZVdxOfW3serhsuc7Kzlqbww5Y4i7i5cRvSNi3RdFbB3p1YdXlIv8BF1IVMj+ShXFF65fIELxW00JU5Tvi71b333P/8//u3LL9Ioz+Gpg1/AYtUU20LCgdkaou5NGwk1TsGSMO1nsihZmSqA0zJPmfVXyrKCWxjcM7hmTjdr5vT1/IbidnLNrUiK/oKa640qRVb9b6zeOWdiUcXQ77FUl6ZcAt2OQS5N6fjdQQe3LfKid/vMT/eXULxac3XTi9wqA8ErJmbeGcXbM+1BtYQoWzF+gVE6q109ELts2AoyF1i5yg24yiNakuOoidAFOwljmLLV8ZT5vrML12E0DhG4TjLJCEwGp//DnDx5kvb2dt1L+g0NDRlZng50aWpoaECWZYqLi9PuqampKamc15NQKJQisMrPz6e+fnxiDSA5eqqXXhFV7zmOdRSWwxgm1zYBHx/RhEnqy8wVVN0EjDx8P9sisnG2NgLnWrPCzosOUGUWl4bItYrYcjIrBabrRcwqf4BEpJ542/6Uny+oirJ2vo2HbmnkmX1aQFVsa+eUL4+SLQlmFNxEvrWC7715L0FfhLLujdx/z4f45gMvsH3B4+y98gvO/vtl5lumU19Sg3VrByaLSKhRZnO4GinLzBddb7No/Urin1uN9ycX+Md1XybRHePLP/0unoVBvG4vU8tmYe6aSvfb15N7a87pZmpUe/+LoshdzMXZcoWrt5+k/p0cDKoJc0mAojki0c4E5/y/57Z5n2fP5Z9xo/0kjadUrDOC5FUZYHoIRVaoP2TCczaKYJYo66fY9hyRyF0QIpOvU/9BkS/elN4RCvp6fsHHt59xkmUx8cPXS9gyzzsml6Z0vHHazSNbR2f/mQlnPcU8euvIWV7NpckP+KltVnnyzTJAZO0ML/OmDL6hbuvMpbJI/6CsRnGQa9HXvak3ISBJUrJFJdwuU9fj0pRVFaBgxugFRnJMITEBAqtwu0zCPLbnVhRFyldoE0YiAZmGvTmImDCX+nEUG9m0dsQ565NMMiSTwen/MLt379Y9MAWSFqijob9LU6/ASBRF3G538kLcO4NUTwYKrARBIC8vj5Mnx2fV2V9g1UumIqrhCIWC5EtjG8EzHJe8CiU5fvoHDe6ZN9Md8dPhOZvxOtOKRKYVhZAVhcNXzVzwxFkxO9CnvB+GZ/en9iIKRhfm4lvpvPpDBqqvn9lfyP1rWjAZ+wKqy/UKPz5gpQg7Kz80h5qOM8hKjNZjVkzr9/LEvreZU3wzW2Z9ilP1u1kZdfPZ0AqCjct4+txZPGU+mlo9PFC2mrwn7+Pi00/ySOkGHr/367zeegHTr69iick8QCGzrmbxoxngXFPKj0JXiLU28NF3S/ErEWwRw6DY682qK5QtkQBt4H7LRTj/OxP+tjZeOPSfrJn2AHfM/xL/ufch5HYH7kV9o55EScRaGqfKasDmjlO324agGrBOD0CnA3tRZpmnsrg5mWEeCZfLzqNb61AUhd8ftbHrQj45UpAH1mbm0pQOLcurv8AqGlOQxjDAvbJI6AmUYfuJbA5cK8AkatMesi0iTR0KdpNf170CHLkiESsIo3c2tvGEAcesVIFVikvTWcOILk3p8Bw04V4RIVPhVqa0nbRRcUvqSLSxkO2QqNqsfa6azwtETlWy+NHluuxxkj9NJoPT/0Hi8TgXLlwYZFc6XkKhEKo69jEu/QVGPp+Purq65HoTMXTf6/Wm9LA6nU4kSRpXWR80gVVJSUna3w0lorLb7SMaFkT99ayYO3gu4nhpCDnZVJ06+7K4+haarryDqoy+lUISRdbMTJBlz+auFV5+tLMUVTWwakYji6elXy8US+1FNOYuQxBNdDf+YdCx3Uo29uzU5+BQXS6zHwBrQZi3D+xkefn7qI59gGvdLyVLfueb3mZpxXuZF3s/i7sCIIFdsvDpxHKoha+b9vDfN7fT9K9/R/HpCN0dEkFzlKUbv8C7nR2cPPoLbnIo3NOSIH6miW3nKjn/4TKa763kF4l9HDh+mI+blkO/Nu6YIuMtbKJ/8rFwlkik3sD0OwQaDiX46qUvsnbRe7EaSkkIg12eOq9rkwZAwlak9fxef0eh5YqPhGCmZPXwtpeBxjjzbZnNNj15zcD0Am1ShSiK3LlCc2lqDyopPb/r5o0um/bacRsbZutj/9mfZ/bl8f6VmY3GGopbl0SAWgJhhd/uKyKuZHOp1s/3Pjay0Gy0vHqtnOJNgwVo40UJ2HAtG/o1ds+HpIjqoAmDkoPB5adkyfBBsigPPQliPIiqQbd5pr0UzhJYMf8uXdec5E8Pfd+Vk4yKl19+eVxB5FC0t7frVnp3uVxUVVVRWVlJa2srsViM2traQRnJ8dJf/d8bHHZ0dIxrzd4e00z+dlVVFRUVFXR1dVFfX09NTc2Q52g3hiZgjJYyaH6o0z2bbHsRjZf2jHldfzhOgbWd8kLNR/zRbQ20Bk08tqOCn+zMIxjpK6Om60U0WLRJD4lIaovF6WsGpuUPHvN1NlSIvUhT75umezjY+hT3bvs4//iXP2Fm14dpflfFbilkSt4iGt+sJV9Kze6/ZrzGZ//tb/irT32e+MUQh50OvlZ6ibcSHiTJgtPhomLacnKW38ff5l7htAN+KJzizV+/zD0Vq/jGc//JTdULkEWF7whv8/342/jkCD/JOUzeqsFBg4CAySRReXMC6+rLLFq8kGNPJZC7DHTU9wXwiqKkdecSu20s+ySUrOzGe8BC3S4bTafTvxaGc9ncvdKf/pcDOHjFzdbFg1XkvT2/j95ah8EAj20v54ntRbT5MxMM1fvymFOpv7ioU7YnRVzjxWEV+cTmVh7ZWovZbOYnuyt5fLubxnZ99i3LCl5V34QAaA5jCUNmyn9Tj0tT+aYAllyF2p051Oy0EGwe/J3jq5fBpr87WOMZyJ6i/7rdXifvv/Wjuq87yZ8Wk5nT/0FOnjype4kctLK43sGToigUFRVRXl4+ZpemdEQikUECK5fLBYwvOO3o6Bj1c9ArogJN+NUrFOsvompprGd5Xht6l9cOXTexrCJM/4+ke+YtADRefnvM655ryeKv70nNaG1d3MVW6gh3KTyzv5BuJZvp+a1cbXEM6kU0ZFeiqgqJrtQxPq+fysdhs/CrvQHuX9OBySjibVfoMEXJAUyGLGKJLo7VvcquZ89w50c2cO+dD/BR4+c5c/4Yhw8eJbGrASypN1EnqmM0H3yL2LffpsloZMaMjTQ1X2F6QQGi6TgXL53ky1/+K5z2aVyreZ0ZU9+LL9LB1e0/5Ntf+gbGDdNY//n7mf13F7gg+/iIMJ/nDRd4J3SN3LNZWFZ3J98X3hNgr+4rwQajrXRmX2PL+vfSNP3X1ByRqL9sJyGGUQxQsDDMwNddxKhlhCWStpft1xXqdtpR6LO9VBSFUjGz2bSyrCAII2fKV8+OsXp2vebS1COiKrS2c9eKYNq/EwgrZEn69lgCXGmAErv+M0h3n7bw/hU+llfHkWWF5w+68Eed5Gb5uHe1f8zfcb84kIdzUepnTQ8aD2dRvm70bnG5VQZyqzSXJs9hI4Fz9hSXpsBFOxWbUp3W9CDease9KbNM/miY7liL0+HUfd1J/rSYDE7/h6irq6O+vp6srCxd1/V6vaPuNc0Ej8eTnD06lEuT2+0edf9sS0vLoCxvb+bU5xu7ojgcDo9rtqnFYkkKxVpbW6mr03r/LEpLxnNFR0OMHBw5qVmT4hnr8HnPEw0NLjFnis3GkEPerVkin9isBRUnr0v8em8cgVJuX+KhvLDH5chWTSJSB0pfP6GiKNhzBP5say1tfoWf7XEjqybONHTi/qDM+ukPU+qcxYLSzfxs/1/xeudh9l75OXuv/By3fQadsQDepyQWSVN4zHyCgk4j7xfn0um2UL1uMQ+Li3n06v+Hr6qQmvq9VFSa+Jd//Uei0Tjf/otP4t33LG+EbUS6Goh2R/DVHue7xq0Uhx18/a23MbqyeafgKv66CFbJwupYCU7RxMwdebxx5DrekiaUm+tJ+HJxLUnNHP3qlf9k68Iv4S/sIq78BggQDSc48d8CUtxJZ2GA4vnac9N0ViGrYvBon7ypInlTNdtLzxETvtM2Wuub+c7mzAK43x1y8b4lmavTTUaRD92i9fxebyRpnLBxjpdZFX2VmWcOFvHhdfrbf+48V8ojW+t1X/dicyGPbtXabSRJ5MF1ASBAfYvKk2+WAgZWTWtk4RAtKkNxPlKINV//IN2AGck0dtGSKIqUr9IERr0uTSgGfK2dVOldqYkqKGPoER6JWKfKyur36L7uJH96TAan/0P8/ve/1z0wBU3oM1Sf5XgwGAxp+03TCYxG40SVTmCVm5tLJBIZ9YzTXoYbozUWeoPyaLSLG2fPsetyHllCgJXTMvPYHglve5wccXAGw1lcjefCm2Ne94InwcrZmQW2je1mvvJ+H7PKZZ474KT9lAuX2c+frZ+GHLqUcuxz+53csaQREMh39o2Wuv8npViOV7Bqw0f41bG/pjF4hbzoUh76WBWVRXPYdemnNAavaFnEpmV8RFoM3XBDbedx6Tgn2rz8zbLvEfv+FUzTprBswT3cdkcZ//Yf3+SvHvkUtV744Gobq0oU3j3ewTPP/pJv/u2/ca3+GEekeWxVsqiKWPnrz32JZ3yP03apnsfzTnI16uF70m2IosiczmKUSwq/evcUvynaj2IyUroqluyHvXKqia88NJ1IrJB3rv0GALlbpWyJiYo1IVouQd2bNmQljhwVmPm+ocu4oiRSvlpTbHe+6ODfLzopuZTg9mn13DRj6LaY9oiT0lGM9unPVDc84taME944YWfvpTyyDSHuX9uGrGSN26lpIBPlFheJKkhC+ue2vFDgka1a3+yOk1k8sbMQoxDmgTWtWLOG30d9q4ovK4Let+8tlxKYivSbQdrr0tRwBKzGGHW78lDopnhF16hdmtLRcNBE8U2jz/KOhMU/g803367rmpP8aTIZnP4PoKoqr7/+Ojk5OboOs4/FYhNi0xkIBEbsjR0oMOp1oup1aUpHS0tLWvMBm81GMDj2cpPH4yEvL2/Mjx8KX2stH1svYDH5aQ4k2H3JhioITM/N3KUpHedbnGysDtH/QmHMcmCxFRBsvT70A0cgjJUV1Zm5C9X68rhteR0g8sDaIBCksV3hB0/tpNt3nsUOiaU9AVVHl4vywtTXZ8cZCwWrVB6+90Eu+nez/41zJOZW8Bcf/RIvnf9HDKKBr2x9ke/uuJuzr9fyIf806BmBOMWYx2eVPJ5c4sHr8fLMpRc5LQRYL3dzo/Yk/3DvYsrdBXz56ZNcpIxrrUbillYCPoVPfPJBPPVRDuS4+fnx51kdy+fys+9QYwnx9ZzNKBGFx3PiiIm+51YURZoLAiz9pEosGk2OwDEV+1AEmYvNB1gz9YHk8f0VzYXVIlSHiIZlbuzKzG44Gk5gcSmU3aIJcJ46U8yv38ihUgzwiTVeHDn9bC9bFXIt459BKooity0LA2F8IYXvPJNHOBZhzxnzmF2a0vHKEStb5nt1W6+XZ/YV8MCqkbO8Wl9uLcGIwnMHCulWcpiW38KWNP26AD8/Xk7phsSI646WaL2Tis36j7tSQw5mbAoAfS5NYiIL0RGkZMnI0zeGYjir3fEwt3i97jO7J/nTZDI4/R9g9+7d5Obm0tbWNmaXpnR4vd4JyZr6/f6UGaQj0d+lyev1Jr3tB55jLBZLK9wSRXFcg/4FQcBms4358UPhMoWTI3yKHAaKHBFAc2nafdmBkIiwalr3qMb8KIoCaXqE7QVTAQi2XhvTXmOygiON9WY6AmEFizi4zFlaVs5ff+YbBE58lt+/IPHYjhLCAR9O6+Dy9FveUoo2y1TmzuOZ4/+HyvUyN89bzePP/gO79/8BeIVHPt3MlLxFNF+RmGUsSnn8sXg9C2bN4/aVm9hneoEVi+/h6o09XLp6HdttN1H9wKeoOPo9vvrVr/KT3/6CxsZGfvIff8uVpnamVD6IIBjIc03lSx1zefr11zgi38BicWIJqWxOVCUD4V7qqtrItYia803PCJyTTytYTAle+Nku5n3ptuSxoiANUjQ3HbUwZVM3mfQeNx3OomxNX5aqeAFAJ21Rkb/YN5VC1ciqAg/vWxrhlROlfGqTBz2DJ5dNpLjQyqO31nP4kpEndlSA2s1dyzN3aRoKbzCfu0r1d7DqUqw4rO0ZH2/PFvnYpjagjZPXJZ7YUQYkuGOxh9KCvnP0qtkUihFd9yrLCrKqv/K/12q3lxSXpjrNpQnAOS+A0535sPv22gSiS38hVFezmdvv+ZDu607yp8lkcPo/wKFDh8jKykpxafJ4PAiCMC6BUabq9LEwljt0URSTwWd/gZHZbCYvL29INbwoimPOAHd2dk5I9rijrYXpWYPV6dDr0hQg3OPSpIoWCrKCLMig5fVErYHqgiADgxF7/jQAQmMMTo/XSTxyW+2gddPx3MEiPpimF1GyVQMghy+zaVGUTdTxH68UghjjsR0VTMlt5T3LuohEFZpQKVcTPP7OZ4gntHaM1/7wOoHyPVRt0V7PUtsczu6+zo0bTUTFGBax772603iD/GsS137zE2ptAtOtLkqKllI5fQaWKXP5wAc+QMWUChoaGmi5Uc8/f+dbtPz6C/yz6KbBu5vGhkZuaZQRs0RkFH75y19y5ZZ/42uxl2lyzSDc2c1So/Z5O6DcIDaliYE9nfkFBZRvCrB+6mx+9/wLeE64aG1vpmRRBwOj29FknkTMSJbBvYgmi0j5RhmQebPGweuvl1HSGUxx2dEDWVYQBS14WlEdZ0V1XYpLU0GOj7tXjl5g1B5UsEr6ZwvP1whUucYusFo8VWbx1AZkWeF3h5z4TrlwZfkxW7oxTE2dQaoHnoNGipbqL7AaaLXbH1eFAVdFr0uTmdB5G4qpM6VFZSjCl21UbtE3QAcoM95EVcU03ded5E+TyeD0/zKBQIDLly+nCIeys7OTJfGmpqak+GYol6Z0tLW16T4vFbRsrN1uH/c6AwVGR48eTfaWDuxlHU9w2traOi4h1JB0t7Bg+vCHWPu5NF1tSrDzogM1IbOkPEy+Pf1HLRi3syxvcBbDYNRe93h0sNVlJmRZjbhsmQUbsSF6ESXrTICUnlOj2cynb20B/Jy9YeCxN0o5fLEL620hpuatYnH5Ns43vcO73rc4e/koVZXaujOLVpBb6ODAmT+Q9/kQnz3+K4qai9lcM52b1ak4pSz+vOo97Jsb4/x/v0n42HOc7PTyvrv/ndtun8uRPS/xt//0PZ54/HHe3rMX8ewfyC+r5KGHHuXAOxEOP/cjiozwmPkEp73tfF4BU2eCW7Jm8NHYEvYIV3nccgJjVOVKaSPF81MD03CbjGLRAq2w0sajj/4NTa8+z+6nwkRqjdyoUXHNDeEsleiolREdmWWeMu1FzK0y0B4Mc5tDf9X7M/tc3LUsdQpDf5emG43wo52lCIJhSJemdDx/0M3DG/oMG/Ri78USHt3mGfnAEZCkvhYVT6vCn/+yGMccB6oaIH+aft+VYsxKTq7+ls4G1YQkDd+Cobk0aX3NEX+fS5OlPKC1oAxgNFa7oyERV1lUsUn3dSf50yXj4FQQBANwDPCoqnr7gN/9FdCbz5eA2UABkAP8AigGFOBJVVX/o+cx3wPuAGLANeBjqqr6x3My/xt48cUXh81u9o4skmWZhoYGDAbDIJemdEQikQkJyhKJxJA9o2OloKCA7u5uiouL07o0jSc47X2+9ERRFKzi6PoApxcbmF4cTro0nW6ykiWEWDmtb5xQuCuBpKbPYCQS2kVJlEafCfd0JGhqDfP49lI2zvFSXT70xejoJYnZ7vSiKdGkTU1Qotrv3zxl4aapfQPc509JMH+Kh8vqTNZNfz83FW2hsekGW6o/zYEdp1mxZSotwhlUVWHttAc5WvsKBsxY87ux3hoBrvPchav816vZ3BSeQdP565w1+/je2k8Q21/Dhx0Bnnzyh/z+VQNTK4toefIjtJ3s4oMf/DsKiyUee/zbXPr172j2uCgJxbhbWsLJUANT71/DD771LxyP7+G70lYANkjT2RCFoBzh/vBBSnc7EJ0BSpZo59J20krFhggg0hbWZro6pBJy8uqp2qhlqLzHJUIXHdRdbGf5J2Qy+focTS9iXmsWS5fq3wcYiDkpzh06mJ7ihj9za6/rG8dy2Hc1H7MQ5oG1rcMKqBKYx+xUNRTa517/yofDCo65OVRsDNN41kDDbjuyEKVkRRRT9tjPIdAcB6v+2eOWCwqW0tEJrLKd/Vya3hWoe9NGghjulZGkiGo0VrujQW1yc9eDkyX9SfRjNO/QLwAXgEFpNFVVvwd8D0AQhDuAL6mq2iEIghn4S1VVTwiCYAOOC4KwU1XV88BO4GuqqsqCIHwX+BrwlXGezx89586dyyh4kiQpmWnsdWkCzT1poIhKUZRx9WgORTQanZB1/X4/kCqi8vv9yXO8cuUKCxYsGPW6TU1NE2IF2+K9weYKP2P5Qu91aYIArcEEuy9ZUQWR6a4gNzpyWDtDC4gGoshaGdggDRaMjUR9OIvvPKS1A/zhmI09F/PJloLcv2aw7eXRGjeP3lqfbhmUuBbQiCYnSncrl5sLB3mnn6kR6XRG2LbhTp4/+W3OXTnKXxY9x8O3fIvq+VMoLZjKLw9/hd+d+keunW7GWCTSv5xeOFukbN90vhRZw6/Ov8XhzjDuJRbi8hVKp95MUeFMrte8xtJlJfyizci7oeP8zUdW0NzcwbSpSxDkZdRf/SnZkS5+Kh4jXCjynb/+Nzp/dIh/tl3E0p0a3P825zTzHpLJyQ3QUZegbpcdVVUJBbqTfaUWo6blPr6jnpKVWq+oKIqULQdF8dEVycazX8CgGDGXBimak/7zLMsKCpn1IsaiCpUG/WdO1jYr5GdnPi942zLNiUpzaSomrmYxs7CZjQtTJ2ccOG9kQenYR5wNxYuHnGxbqL+D1Y/3uyle2Q2IaVyaspHyArgXjV7I4ztjo2JT+s/weIh6HOMSWBXNFWBuCDmm4DloRpRzwBZACeVgL9I/+J9VcPOEtZRN8qdJRldbQRDKgPcC3wb+YoTDPwD8FkBV1UagseffIUEQLgClwHlVVXf0e8wh4N7Rbf1/H2fPnqWlpWXUI6RcLhcul0vrL/J4BomoGhoayM/P132/zc3NujlN9ScQCAwSWPUG3YqiUF9fz5EjR7hx4wbl5eUZC8VkWU5mnvXEJoWGLMuPhgK7gc12TUV8qtbAu3VdgJnVaURUibiWOTWMMnOqKArW7HjyBuiOm/psL3/5VhEJNYu5Jc2sm9ed0ouYjkRXg7aH7AqCvmau1gVRlFSF8AsXK7j94S10xULcaD+Jq8BGWXk5P37xH/nRW6fYOuvTVJStYn/bK3Q3OCnflHrB7ajvZk6NEZNFwhCHf1/1KWL3zuTPf/csJZ447YKJ7liCaLgaSbSTZQnygQe+yLXLp5g7cxvuCphvdvB1w2o6YmG+aj7MP337Hwn9+hiLlOJBQqjL05qx5mqvZW6FgdyKTrwnFNRQgobd+SRMITZ+VOubC3eGsQ3IqnmOGihaHsFRLAHdtFygJ0PVTdHyCNmOvveJ56BEwZLMehFDByQ+sK4BvYOcP5wsGWSskAmaS5MWfB67YuSJHeVAnDuXenHniZyqLx7ypmY8NIddTHVPQJAuO3Fmp4r+el2aIEhHjULdLjuKqpA7P4S9KLPPu4D+lRpZVkigz0QFySRSuV4GAnje7abhmIyKHeecIM5SfbKnUZ/IxjX/z1++J/m/TKbvzn8H/hoYVgItCEI2sA34XJrfVQGLgcNpHvpx4Jkh1vw08GlgYnoJ/y+yY8eOcc02FUUxRUTVKzDq6OiYkOcm3QzS8aLZQKpDfqGLosi2bdtQVRWv15vWpSkdsixPSJY3HA6Ta9A/Q5RlVNg4V2RKfndSRJVnCbJISySjJLTMqTjKzOmpBpH3rWwY9PM8u8intmiCrkMXNcX2qcsBPnf70IFLorMGAEN2Fc8drOHTt7amDD+fPyWOV5Goinh57d0fAFCVt5AXXvsV3WWncJtEWmx7uG3+v/LY09k0XPAjOAwpI3CkfZU4pBwet5zgjO8GD714Fdft87n1obv50C47/9/bz+J0ZnHgD78laIwxp/pOACoa/Cw728DbV09Q72vAZ5vGO++R+MGXf0TuczV8IbGHczkmzibauCs6g1KTixtyK75i76AZl7LPyYK7g/QOP9//Yg1v/ewR2kNe3Ay4OQjbcRT3lcgLZ4swO4QsK3gOmBHjVrAGKF2uIMYc5AxTTu9PGQbs4ygvD834g6dlM+Ism1Hf49KUS1vYxvnrQZQtYx9llI4Wn4LDpL+K/Pg1ia68TpzDHJPWpckYony1PKT3vPcE2KqD6C6w2m+kaHkEvUvv8UYHyz8dQRTDeI9pLSqKFKZ0TXxcIry82AKWLlyh407/dClpLODvvzUofNKVJ/nrCV1fL0Z89wuCcDvQoqrqcUEQbhnh8DuA/aqqptSRBEGwAr8DvqiqanDA774ByMCv0y2oquqTwJMAy5Yt07+T+/8S8XicCxcu6CZays7OpqqqinA4TEdHx7hcmtLR2to6IdaqHo9nxB5WURSJx+NDujQVFBSQk5OT8piGhoYJyZpGfHXcNjeO3hmthpCDTT2zTXtFVNebNREVaoLNTm2MzqjL+qYsppcOf8jKWXFWzqrjB4kKTtcIvH3ZQZG1g7tXBlKCjUTnDW0POVVEEznMqmhnVoVWct15KpvP/8hFd26Yy96TmHp6Ey+3HKJh9wXKNmr/vWrKPVxs3gdSnMUfVukOaiNwVFXFNT9IZXMJH5QWcTnYjFmQeaL7ICfe/yxf/LdvkveBlZR94iif9lTTfiPMlxKvEeiM4xEkHvTlsEGaxmXZxxdz72L7e2DnuYPk/KuJtTsSVFjyeCS+DFmR+Z10gXbzDfYlzjJleYz+X3uxqEKi37D3nFyJz9zzEL/98WsUuIw07LYTV6O4V3ShyCqKKb2zkCSJVN6stW/4G2UuvGAm2NZBzkzILR/+Mx+okVlZkPnYpEx5/VgW6zKcc5sJmkuTn1/sEfjMNl9SRLVqqpeF08dfKn7hqJuPT4DA6pUr5bg3ZdZeMdilyYaIRFaln4IZqa+j7LOTu0T/LK8oW8l26H+jnbTaBcpuAggQCcjUv5WDQTVhKQ1oN1ujQFVU5hSv132vk0ySSfSxBnifIAi3ARbALgjCr1RV/XCaYx+kp6TfiyAIRrTA9Neqqr4w4HcPA7cDm9SRprz/L+f3v//9iIPsx0JbWxsLFixAFMUUlyboExiNha6urgnJxgqCgMPhGPaYdIKoXpem3rJ/R4d2/9N7jpIkTUi/qdMYmpCyHWnmIk4tMjC1SBNRnbkWoO6f/onA9Q7mOBSkDPYQjMQpsA3tWNSf2maFIpuP+9eGAD/XexTbqipyyywvc6pUVDmIEuvg7A0jU3JTVeRbFkW40lLAQ+tu8PSBIjwJB22uCLJZxej2AwLF9uksrbidf9pxF4a4jWxngGwnyRE4J3+r4rde4QkZukUDn5eXIyZEHrcbaPrP3fz9wre45AyS2DSXvU+/wN91bmRqaz5fib3OFVsR150X6Sx0MuOJL5IdaMPwlx2UvN7ClxOH+FtlI0ggiRIPMB+64dDs0zS8bUNUDWRP1RTb3gNmSnt6EXtxZZXSFQv19O0FkaMKniMW2q4kWPhwjJGCJ6dbwu8wUn1XN82njNRftpEQOylbE0dKIyAyX81h23v0CyJ7udFRwHuW6T+DtDNuZ+E0Hwun9bo0ZfPEzgLMYpj7Vo/s0jQUimoa0mp3rCiKgkcRGUtzkubSpH2ems6K1L1pQxG6KV6h9d8qOs9LBfB7ZASb/tnjoax2sx1Sz7zefi0qQoyiZZ0pLSpD0e11cM8nHtZ9v5NMMuK7T1XVr6GJlejJnH45XWAqCIIDWA98uN/PBOCnwAVVVb8/4PhtaAKo9ao6hGT5/yFOnjw5IZnIXnU7DHZpGk5ENRx623/2kqnAaji1viiKyXMMBoPU1dURCoUm5Lltaarnptw29M7kHLxuZGnZ0L2IkiiyYYGdW//8qzz7L8d54+0cBEFiijPAtOKh93KuKZsv33M9o/0O7EWc2k+x/dqxHPZezidLDPPZVRfYe9zHx5elfkTb/FoJ1pol8slNrUArp69L/O1LubhmWwkXdCI6RF579wd461tQc7QMcI7JhWQwEuhqobA4n/JNQa75j9C4N5v/L9jOzMt5TJGdbIoWcKPtNN//xl/wvOcwO8uacL93PQsqllC9089XvvZV3jx1gDf+8Drf+cbfc/LtQ/xbbCsmo4k51goKu1N1my+KZ3DcFCR3ipb98p4Sqdtlo+G8j5KVfc9XuWsuu189zNQVOZzpmeIlWUQqb44jxGxIGc71FNBaYkqXqUCQaDhBwzvZSIIZqShA8VxNfKMoCsUT4HEeCCuY0xgrjJerHpViW6rAauviCL0uTc/sLySu5jC9oJnNizI/r7fOmllSqX+A/ssDuTgWRRhv6b14vgDze12azHjPRSldHmfgrNzx4j9vp2JTGL2/c2LNIwusBraoCN05CPag1qIyxM3xNMdqcnP1d+ObZJIxX9EFQXgEQFXVJ3p+dDewQ1XV/t+Ia4CPAGcFQTjV87Ovq6r6GvBDwAzs7LE7O6Sq6iNj3c8fMx6Ph7q6Ot0ze42NjWn97mGwS1MoFCKRSFBWVjZiIFdfX5/MVOpJU1NTRgKrTEdJ2e127HY7dXV1GAyGZNk/k3PMBIvqp6pQ/z7AuGDDaR0+SO8dJVVSnMeW2Vr25kytyK5LdgQlysop0UFjfmw2RpF5GroX8bZ+iu3Hf/wrDhy5SJVqSVFs/+6Im48NKMHOLo9RMMdGyYZOGg5LHDnTzGHLi8hhG5WbI0iihb/Z9hpNwat877UPJcvp2U6JaXfFgOs8/7MbVOYWcKrWgyFgRvrbd9hcZUIoXECxycFHH/8G08umcOXVQxz6/Ut8taEaNRLnH1QrPzWfoSnqxxExwoCPxeFpdcnAFKBkkUD7DT/lVgHvITOimoWUF+DTn/0cb/z6BC2WN1Ie33xexVKW2Wgfz/HBvYgWq4GqngxV62WVujftKMQxEOYTSxrRO8h57mAhD65tyWi/o2HH2RIe2ZrewcqeLfKJzb0uTcYelyaZOxZ7U1ya0vGut2jQJAg9OBcuxFagX+6j16VJTLiwuX2aiEpRcM4LjsqlKR2933m6V2qioxNY9bWoBAl4+5yoHLNCuPq1qMQiCitmvFfXvU4ySS+juoKrqroX2Nvz7ycG/O5nwM8G/GwfQ3zrqqo6wkjz/3d4+eWX03rIj5d4PI7b7R72mIEuTfX19RgMBsxmM0VFRWkfYzAYBvV06kFv+T2T4zLN3PYKrEpLtUbL/k5URqNxxOdnKGKxGFb0H4je7JPJEUfOvvWOkhINfYKcBZUAQaIxhUPXzSTELFymAEuqBC43Jlg6I7P9ZtqL6LCK5DuNfP+73+DSq7fz2PZyBDXG3Tc1kkhTgv3JvgJyl3UiihIVq7TB4OF2mdO/jWEwOMiuCvDG+cf44PJ/QL2wgJLVZ+gf5CiKQm5pDnlbWgjFmqjfa+QrPh+BMxH+/epdWI5cYo4li0euFvP0rv/mcOwy9qwwLtnCNmEay4RyvlW2k3cXneELnjam3ijkU6EVxJQ4zfleBjaphK86qNwSBjRLSJpLeP7xtzl06i3cOT5sBX3v1W6vPePRPorfQe7SoUuzBTNFmKllqK4/pfC6VEVBzuCe3/EQU7PHXF4fCu2zNthqNx2Lp8aTLk0vHHLRccqJK8vP+1f6BolvojEFScisHWU0eNoUOsxR9P4ma72SwFgQ6HFp6hFRHel1aQpTumpsAqPGEwacs/V3sGo4aMK9smtM6zpKDDhKtDacxhMS4ct2EmKYsjVxLB0z2PKx20deZJJJxsCkQ9QEo6oq58+fpyc7rBuxWGzUpXeLxcKUKVMAaGlpSWYaCwsLkxnYYDA4ISX95ubmjAN0SZIy3oPH40lpWegvompra0sKxQoKCrBaB+q0h6a96Tp3z9J/fuHZZgcbZ4ZGXFdJaMPYRcPgj6jFJHLLLC2gqmlR2HnRztV6P1tvipJJBm40vYhNLX6mz1qI/Uqc5dWaYvvbzzgIx7p5dp+Ne1f3BVRXu/OxO1JLycFaidnvS5BbEabprIFfP/kKl3bKuM1zidhqicb7Ar6GQxJ5PQPCJZPIlK0JoAbl2hR+KpwhEo9i6lARs0Vk4Hvm9xKTZb4a284K1zTUkEpDaQtlNwlAI96wh88dvEzHyQQuV+rFWVEUFFIH3n/49i+w/3c1LHg4zOUDJvxnbCjmEO4lMRLCYPvRdETDCokMy+ndgQTvnR/jQze3pLg03TzTw5yqsfenH78iUV2o/4SJPxyzsWnu6ErvkiRy/9oAEMDTqvCT3SUIgsRNU5tYPE17/p/dl899qwbb546Xnx2roHS9rPu6XTVOKrb0vW9FUaR8ZX+XJisixiFdmoZCCdhwLtNfYGVQsjO22h0KURR7WlQCRIMy9e/kcNOMebpneSeZpJfJ4HSCefvttwmFQrqX9L1eLyUlJWN+fGFhIZDqRAVaNrY3uNOT7u7ujAVWVquVUCjD3r5hBFa9s197RVR+vz9Z9h/pS9Vp7tTd/QZAILPMkylLO6dY1/DiiKpCA2W5IVByeHpvBQlDFqW5bXx4fVva7E0wopBlyCx4aupQcOTIiEYnCAZQE0iSSEG+i2/eWkdts5oUUVU4mwlaI4McOhS/g9wl2jkUzwcI0NiwD1rnYD6xnMbEruTwc6HLhq0o9XzbTxr4cHQeK42VKKrCK6YLPGY+wbHAFR40zUcWFdaZpvHJ+DL+XtyOOLsZesY/Wawi5Vu6UEU7WfaoJvZQ4xQuDdN+0UT+ok56A9Yi21RWTrmH5wOPElWDVKzS9hpulzn63yqFFVrGbKBieyCNR8yUr04VWA2FfNLCA1u01ogUl6bjObx9JR+LIcz9q4d3aUrH4WvFPLpt8Dix8dLgz+eOm2rH/PjSApFHtmrB7c6TFp7YUYpRjBCIZG61Oxo8ajaFkr5yBmUEYwXNpSkKRId0aUpHNChnfFMzGjSrXX0DXotdonieysfu/Lyu604ySX8mg9MJZt++fROiIjcYDLo4cvR3ovL7/UkHK7vdTm5u7rjXBy0AHk029rHHHiMSGfmiEolEMlq3v4gqFApRV1eHIAhYrVby8gY383d0tDHVon/m6UQNzMgPkkngYrFpgXU0PPKIof3XTKyoimDPloBOOkJGvvX0dLJzYP2selbO7ruYPru/iAfXZpaleuloCZ97OIEgGjG6lhLvONJTgtX61yqLBP7sVi2g+uKTLqZXGPDuVbCulDFZxJ4s4uDXsf6Cj69+bR1rp32AP398Pdd3+Qj5u8DUzsCvJOfZKaw0aq+dKIrcJc7lYqSRQ1v382fdv0A+b+EB3wKQIDI3TuHU1M9E27UExsIgBTNEmBFCkRXqD5loOBEHJHLyEmSbHXxqzX/xh9d/j89xlP6TiK15EhWzHJRvCtB41kDdLjsJorhXRLFYBz+HBjULyZLZ2KJyQU17A7FtaV/P72/eKUImO61LUzpkWUFgfFmydPhCClkZisEyYcviKFuo5chl+NbeItp2zGRlgYf3LdYnQHv9VBZilf4l8vpDEvkZGiukuDQdMiPGcxAdQdxLEoNuUJuO5lC2rgu9s7zByxMjsCo1LmfalBm6rjnJJP2ZDE4nkHA4zJUrV3TvN21vb9dtXmp/IpEIc+bMwel00tjYSH19fcYiquHweDzJTG0mXLt2LaPjWlpaRu1gZbPZsNm0Bn+v15tsbSgpKekL9ruaWTR3VMtmhD/mYEl+ZmNiLDlacNqdQXCaEHKwZ/cFJLk2iQ3VWgB59HwBO85YceUE+ch6LzElK+NexOuNAv/5y5M86HqXisJNxDuO8My+PN6/MlUIpSgKM8qz+Oy2GgJhhacPFtGYsPNuXZiFH0jNImqZJ5mXznyPpRXv5W8+/HP+s+whjr4YQ7JJNOx2kDCFKF8poyhQ6hk8E/eZsrNUrlMRxQhsjfDqhT28eO40dU1tLAioKSNwIjccVGwOJ/9blETyZscAE65pMbx781lYuoWmyhDP7XgS66rU18dXLyPYtZ/12l7KUYWGgyYkNQfRGaBkiXZs21WtFzGT1or2swneO6V52GMcVpFP9hgn9HdpumuZl+Lc9K/h8wecvG/p6B2hRuK5Q0U8tF7/0vtr1ytZ/HAcUYywq8bO9h1llNDFhxfVUlk49laod5pKyd+k/xQEsduGNW90o54kk0jlzZpLk6++T2DknBvAWaKJqETVhGTSxxWql4kSWCVklYXlm3Vdc5JJBjIZnE4gL7zwAkbj+BSc6QiHw8lMoJ4kEolktjSdwGgkl6ahEEVxyKkC42G8Dla9bRGxWAyv15sUbOWLPr22mCQcVRDVzEUfZquW0Y2Ghxc5eTpkbNLQZbv5FQLQSTQm8PWflWC2dPHq0WxuXz58Zvqts2buW9XG0hndvHXkNV6qCSG0uAh1W8mzpz4//XsRHVaRz2zRRkt9+OcVeN/JRkEmf3EYa76kZZ4Wh4nEojzxziM8evOP+cqWF/nE9nvIX91A7/Dz+rdsNJ+LcHOXLcWCVFEUvCUtFPe74BbMFqjxdrLoPSrNJzSXJsEWoHiRjKIOziK2nrBSuSGCNSuX73zkF5Q5Z/PoP9zBmePvUtJloWR1LGkqELg4OPMkJW0vA3TUJKjdaUclQSSYYM77M8uaulqyWb4ts2NhsEuTP+ogN6sjpecXoCPqorRA/75FWcnSvc1FURS8ipESUZtc4aoyQFUn3YrCtw5X4jyZxeysFh5e3T4qgVEkqtBEYpAAbrwEm2XUrPE9t65yA65yreLjPWYidMFOa0sbxXP96O40ddSAa34QvS/zamMxd933QV3XnGSSgUwGpxPI2bNndb9r7VWn600sFks7g7S/wKhXRNXrYZ9JwOn3+3XeqUZTU5Nu7RImkyl5jhfOnsBiibLzQhaLS0Pk2/X5iBy5YWH1tCiZZp4sOXkk5G7k2PBlzgstmQmsLCaRihILX33/Nc7ViDz2RimQYNvCRqa6B2eoLjQW88jWWkDkfatkch7+V1757lP8ZrfKY9srmF/azLp5WqYnXS/iwctGrPMTFM8Po8gKDYdN+E7baLzio3y1ttcrrYf53pv3Mjf+cR659xvs7/o+jcEr2vDzTV2IOHmxaBd/uH6eytp8PtG2nJ2Wy1gWtDPwQi5ixmKNJV2aAt4ER38i4CiW8dXLuMr7XkeDYMRpLeZz65+ixDGTJ/Z9hrrGqyz5qADE8B4wIyoWDD0ZsuE+w722l3JM5uh/C9TvykUxhShfNbTtpRxVKDWMLcjpdWkCP7XNKk++WQaIrJnuxWmVycvW/8bq0AWJeaXDZ3nHwrNHnGTPG1wiF0WRslUK0MmFdjOP7JxBqaiybUo9q2aOHND/eF8xhSsy6/sdDR1nbVRs7NRlXVEUKbtJExhFXs4h1ipQ96YJS1mAwlk67XuA1a5eVOffPCGtapNM0p/J4HSCOHz4MCdPnmTKlCm6Bqherzdtn6Qe644ksOovovJ6vckJBMM5UQUCAcrLy/XdbM8eJsKutKLAwHtnxZGVbo5cM3G6yYaFMCumxzNyaRoSQxYWU2aKb4DuLj8GyYxktiJ3h9MeM5qynawo2LK1bOm8KoV5VR4UReGlQ062n3VhM/m5f40Pk1EkElUwCH2Z1WjTG1hnfY2TTUv5/qfeQhT9HLpo4rHt5YRDQczGwa0Hb9wop3hjzzgsSaRijUK4rZ1I3EDd7uykSxPTLnPm7f/kqe+/zArht/xo359xtfUoHfWakKNongDzmuiIevnSgcu0nErgbjHg7NfN0XIpgakodQapo8RAWbWD0g0+Gk8akyNwDI44VfOcfG3rs2SbHDzxzmc417gHQ8KeVDRXbdQmIbz7SoKi+T60cczD4z1qYv69Max5vbaXvYptP4XVqYF04JCBv1rVwHiDnMoiocdIAbafyOb7L1tYOw/CXYquY6RO1Ll59NZ63dZLrusvxrl0+Ay+NU/Culm7Cfr52UKe3m6lQgzwiZVenEOIqG7ILpxW/cVFgjr0bOCxIssK5hyRqk1RBro0uZd3YhnjzXEkIA9ptTseuv0it6y4W/d1J5lkIJPB6QRx4MAB8vLyqKur03zEXa5RuTQNhaqqyZ5JPekt22eCJElJ5X2vS1M6gVFvlneoL3RJkhBFkVhMC2KMRiOlpaUYjUbq6uro7k7fgyXLMrKsv+gjHA6Ra9CEUJIosnqGNh6mLSiz97IdMIzo0pSOq40JCrP9jGbQeqD5MgDO4mraao+nPeZEjcSsgtRh70NxolbkQxvq6R8QiaLIPauDQJAWn8JTe9woqonmVj9fvLOvvzDefhA52oGYXZF8LVfOirFyVj2Pv56Hxajy2I5KiqzarE5FAa8iUDpgD20nrczYHEGUtPYG7ymRG9uteK7U8u3fv58vv+eX/NXm5zlc8xL/uPfbuG9uSu5BsogULougGixk5yeo3WUHVcUxN0C0PnfQDNJQq4yapVnPli7VMlTxsIELv81jjetW3t67j7PiUzT4L9BRKyPYB2cy7Tn55E/JLPMkRPt6ETXbS02x3XROoG6XDYVuild0YbEaKFOMONKIqcbDrUsiXGvJ5b41dTyzv4i4ks30wtG5NKUjFlcQMxyjNRpa/Qrtxu6BXgnDUjxfa1HxRUX+8tA0ilUTy3M93LWs7+bt5HUDkdxOnDrv13tKxTYjgO6l94MmCpf1ZY+TLk1JEZXWolKybGiXpnS0HMuhbL3+AitndB43LVmj65qTTJKOyeB0ApBlmfPnzydtQ3tdmnpniI5VYNTZ2TkhM0jb2trG3Bvb69IEmvCpv4iqubl5yDFPAHPnzqW4uJjt27eTlZXFHXfcwdKlS+nu7qatrY1f/OIXadsCPB7PhGRNO331bJs72Ds93y6x2a5leEZyaUpHbdDJpurRKZ0DTZcAsBfOGDI4Dco2lmUozpCyLMO69BS6RB7ZqpVu/+q/C/ntARcGoYv7VzXjssGvfvoP3PPAJ+Hqb4C+thJVzOFjm+uAINcb4YkdZZy6GkVcE6J3pFMvIlJKqbtkkUDNnigLPyBwemcTH995N8sXreIrn/oXbqp6l1XLS/nDuz8gFNX6bnsVzZKpb/h5/WEjDRf9YDZTsiqW7E1sP91Xgi22T2fVlPezxP0+fhV6ljs/sp5v/uSjtF9VUTDTHTEx4/bUlotoUCYhpc9YD2S4XsTieSLM67W9tNDZovKR6Z6M1h0NO05YWDWzqcelSRNRaS5N5WguTZ4RXZrS8dz+XO5ZniqA04OfHCrDvT4+pnUli0j5LVp2e3edje1vlFBClA8urOPlyxWUbMq8lzdTEu0Ochfp38srxnLIdg6+0dZEVH0tKvW77aiqimNWMKVFZch1VROSpK/ASlVV5rjX67rmJJMMxWRwOgG8+uqrKErfne5QLk0Wi2VUKvaWlpYJEUJFIpGMZ5AOx0ARVUNDA9OmTRvyeKfTmQxsFy5cSFZWFt/4xjeQZZm77rqL9evX8/LLLw96nCiKE9Lz5DCGRizd93dpOnDNjGrIIs8cZNEQL4usKKjK6LO83RGtd9BoSW8cEIzIGJTMynatQZlSZ2buUedrBNbP6+T25S1EYwrP7s+nM26jpu0tHvqzf6GjfRlx31EADl9K7UWc6oZH3V4e21FJhdzGuV1WGsQ4zlUJ2i6J5EwbPEbLoORgy5OxbYwBHZy9/gprt22neup8HjQ+yLfvuJ8T9a9xrO4PNBnOpiiaRVGEhMiiD8oIYpSGt6wYBQtT5hRR7rTzyTUfojJ3PsX26ShKgr/5zl+QNb+ef37zP8ipgpwqiMVkjv8EPHvywBqkdLk25qfxaA7lGY72yaQXsdf2MrrLxPtW6Bs0AFxtK2TrklRjBc2lSRNR/e6QC98pJy6Lj/vW+DPOwgViDgpdft3368FKvg4zSHMrDFARIa4ofOdwGQ3vRikxmShfFR+y53e0xCJK0mpXT/yNccgZ+aZVc2nSbsa8xzWXJkWKULoqhpRGpDYaq93R0O218/6PfVTXNSeZZCgmg9MJ4Pjx40NmRtO5NCUSCYqKikYUGBkM+vc8KYqiezbWYrEkM5uSJCXHNeXn56e4NEmSlHyecnNzCQaDyXJ9IBBI2wbh8/kmxJWktbmBJa42MhYsmUQ2zu51aUqw86IdFIUFJSGKnH2v/eGrRhaXaq5HoyER0y7ckim9+eK+qxYkYzaHrnVy05T4sM/J5bYsvnZfZtmvty6V8JktWvnfYhJ5aEMH0MEFr5/vfvefiPsr2VByhOmlAsdvuHl0W2ovYm2zQn62j9uXd3I71/GFFJ4+VMTJswbKbkn9+201MqIrNfObN9VA5EYO2euP89X/egC3aRHVlQuZO+MjzLlfZdHKauo6ztHgv0BCkdlx8jR3blxLQpGZes8SpuUv5Z++8880dzfz5jNnWHNbgrfjv+Fo7Su8WxOjfFrq32s+KTHnHhlHcYBAk0z9bjuoEG7vTnvhT0emvYiKolA8Co/zTAl3KZjTzJPtRZJEHki6NKk8+WYpYGDFtEYWTxssguzlRqNKYU6H7vvd+64ZpUTf2Zva8y8w9wEVydxN/VtWREyYy3yDen5Hi+eQmdIMjRVGg/+cnYpNmQusRFGkbDlAMOnSZFBNmEuCFM3paxkajdXuaJhqW01eXr7u604ySTomg1OdaWpqoqamJiMle3+BkcfjSV7g0gmMGhsbycrKGrTGeGloaEg6KelJY2Mj5eXlyeCz16XJ5/OhqiplZWWoqkp1dTW33347CxYs4OzZs8nHm0ymtEFzIBDQJcs7ELPiY1rR2C4+VYUGqgq1zMahaybOtdgxE2Ll9DjdOMizDx0ADIWqKsjxKMYhglOLJYeNMwM0+2V2X7IjiCLTcwNUFgy+ENtsmfWrac93+h7h2SUBVt00FWPx5/nJ3+7n9dMSZ6+EiG1SMBn7jn/tZCmf2eqh94Lrsol8ZG0zR5VpSOZuandaUZApXBomfMVO1ZbUoCoSkFGMYURJxLW0lSg7OdSxi6f+3sLiZfOoDdzEbZvvYXH5Nq5du0ZgbgEbZjyISbJQ7zvPnss/52LrPtwbW7keauWdx0wY5ByCXa3YiyUGBgJCpyOpaHYUSziKIzS+K0OnSv2ufGSxk/JVMaQh2jdG04voOyrwsYX6l/Sf2V/IA2tayCTIKS0QeGSrZpyw81QWT+wsxCh0ct/qFuzZqY9//XQJj/R7LfViZ30ZhZv0D9KJ2LH3OIxVbup1aRKp32UnQTfFK4Z3aRoKg5qFKUNjhUzRPmuZucWlw2KXmLKpG+im5aJK3Zt2FGLkLghlbLU7GmIRhZumv0f3dSeZZCgmg1Odeemll0YdREqSlCzX+/1+6uvrUVU1xaUpHo/jdrt132+vkElvBs4gTefS9NZbb9HV1YXZbOb48ePU1fWVJbu7uwf1m07UUGlZlskms7L3cIhJEZWf9qDMy8eNtAZ9VNhUprtHf1GUuzuRzINvci55Fdw5fkCgyClR5NQCvJM1Bq522BGVLlZN68ZiEjnboLB+YWZjgF467ODWBd4hfx86//cUlN/Hhz/+lzzxn//Al+7u4KndbhTMLCpvYvWcGII4OIv4k/1uild2Y8oWYaY2Wqp2vxHvxTAGq4HSFX2OOc3HcigfIOQw2mXyZiiIy47w0rEjPPfaL1DFGPGIytT3dHHguW8iCgYUNUEsqtDaZcbaHU8Zfn7u2SwSPgu1b4JjTgBniUQkIJMwDm6NiDe6mH9XCAgQDSdo2J+FqJoxFQUonp96bvIoehELOy1M0f8jTLeSPSZ1/pZFXWyhlnCXwnMHCompOUzJbWHrkt4Stqj7Zy0aU2gGRmedMTKdHTKKaXCPsObSFEwKjAxyDoI9vUtTOtquKZgmYG6s94SIo1ofB6vCWSLMCiHLCsefEskrFqk/LCRbVPTA1D6NWz92py5rTTJJJkwGpzqiqirnzp1LjlgaC/1FVL0uTV1dXRNSyg6FQhMyM7WlpWVY5X+vS1MikeCFF15AlmUSiUSKS9PevXsHPc7r9eoy8WAgrd5r3Dkzgp4Zojy7hMNq4e6lnZxr0ERUKFFWTIlizdArXY51IpkGB6cNISebqgdfMBdXAQQJRxUOXLOgihZafR18/u7Mel5bwrlMdQ9dDkyEL9NV+0typj1CMPEUsyv8zK7QAt9958x898ViuroitAcV8ux951gjO3Fm9wWBoiQiWQTmP6CAqlC3y4aAiHVmEAnzICGHt5+iudelKRZVOPZTBfOeXAyuACVLtOy094CZ0pUDXKkUBasri8rNPX17xyTCFx3UXWpnycei9P8alGUFpV/myWI1ULUpBsRovaRqY37UOIVLwxgtIkqGvYhd/jhzzZkJrEbDyWsGpheM78bKmiXysU1tQBunr0s8saOMizWd3LGsUZ9N9uOn+wrJX96J3peeluOascJQn+EhXZrmBXC6hxaDRq7bqdii/+umBuy4lukb9EqSSMk0F+WbAvgbZep2af389lkhcsvHFwTPLV4/IdegSSYZisngVEfeeecdwuGwLnaloigmBUYXL15EVVXq6uowm80UFRWNe33QbFAnokQejUYzXrc3G9zr0iRJEgaDgQULFiDLMj5f6lDxiQhOcy2dGanuR0tvFnFBBfSKqA7dsJAQsnAaAyydMvzj5VjXoOBUlhVQhi/bWS0iG2fHiMaivNhu4P/8dibW7AgPrqmjJD/9ebb5FWzGkZX/4fPfwhtfScX0lcD55M/Xzutm7bwmTUS1L4+wbKfE3kZpXhddeWGcA8dohW3YC7W/Z9+iBXhnX1JIhMIkdkspLk1iPIdsR2qA3fquyKw7VHIrgnTUKNT0uDR1BRQtQ9sPz2EDuQu0vl9t+DlAgGjEStN+kDBhKvVTOEuk4YCRwmXpg6eCagNUh1BkhfpDZhpOx3DPjaeIH4cidiyLBzfrr3o/eMXNo9sadFtv4VSZhVMbeOyNCtojCZ7Y6cJp9nPvat+oXJqG4losD7td//mbBsGYsQBqkEvTeTsJY5iy1fGUc+y12tWbaDhBwqC/wKq/1a7TLeF0a+fYeMJA/WXHiC0qQ9HVYuI9t086Qk3yf5fJ4FRH9u/fr0tgOpCcnJzkIPteEZWiKBQWFo7LFlQU9S/bjXUGaa9LkyAItLa2MnXqVNrb26mvr8dqtRKJRNI6WI0XX0cbU8wtuq97qkZlmiu1F9FiErmlWsvC1bUp7LxoA0VlgTtIkWvwR1GOdSKZU3tOD143sbR8sKtOOg5ct3DnkijZlk5kReGp7VUIZgtV+S184OaOlNf+xaMlPHzLyJ7siUgNz/z3t/nq//kx7Tt2kYikOkNZTCIPbfQBPq54BL71tIui2SYCDV04yrQ9R/zpS7AOay4Vd4WIhmW8ByyIqpmo2EZWGkWz4neQu1S7EPe6NLVeieM7CvW78lGMIcpX97g09etF7KX5vIpjRoSCahGI0nIB6nfZ6fJFyXYM/9yKkkjl2gRitwvH7A7qdlkRMGCdGSSvMn2GqlxQU3pz9UCWFZiA4CkQVsg2dXL/Wm0GbmO7wk92lwASy6c0sXTG2P7mxQaBkK0Tu667haazClnlfkZbIk9xaQrINLyVg6iaMJf6KZptSFrt6n2ZbDqcRdmazN3iMiWd1a4oipQug94WFc+BbATFlLZFZShKDMuYMa1a171OMslITAanOtHZ2cnly5czHmSfKR0dqUHEaERUw+H1esnJSS+2GQ8ej2dcmV1VVcnPz+fw4cMoioLP58Pn8+HxeFiyZImOO9VQIs0smqd/a0NHzMmiqqEzkRX5IhX5Wpn56A0z51ptmNQgq6bJyeyN3B0ZpNaPk4PTmllwoIoWsi1allUSRdbOTACdtAYt/N1vZmLLSbBpfj1LpsskVFPGwVO37xiiANbZf0Pg+KeGPG6aO8GqeWY+s+Uavz9q48LlIuoNcQKRbKq2pF6cZVlJCjksVpGqjVoQf/ppC6Y8Czd2KhQsCWPNk4iGFRLi4OxbV42LJR8MA30uTV3hONFYK+UDZq7GGh2Ub+orqxbOFvE7OqA+s6/EtmsKhrwA9iIJ+xZt0L33pIGGa3ZkIULJqr7Mb8c5hfdM0d/+83cHndyxpJHRmDtkwjMHi/jwuj4TBneeyCNbmwDYcyaLJ3aWIhHh/jXNg0RUw657thz3Rhm9g7JYs2Pc6vRsh0RVj8Co+bxA3Zs26s77KFqgzx77I2JGsugrWlIUBYYxPAGtRaVyo3aOrZc1JyqFOAVLwuTkpn/fK7LKgrKNuu51kkkyYTI41YkXXnhhTIP1RyIYDCZ93/vTX0QVCASSYqL+IqrhkGV5RLvSsSCKoi5BryBoStbejHFnZyderxdRFMnOztZlwoCiKFgN+nuRR6IKopJZ2U4URVZMSwB+/GGZvVesIBgptwdYF4tgznElj23siJNjyOwifK0pQZ45fU9bgd3ARru2v3dOF/Hk6woFzkBGtpd/OJrNumnXiNx4iuwpnyB45q9R4+mfw+cPOLh9sfaa3bmikzu5TntQ4b93FxJ4y0FHSYTc2Vq2y7PfiHtAL6KiKLgKbFRs6uwppZvwdduov9zGsodTe0UVWUER+jLrvS5NNW9acBR0U7fLRkKN4l7ZjWSCBIODA/+7gzNPQ5GuF7FkMUCQaFjBe8CChAVDfpDC1ixWbNN/MHxHl4vyQv3FOrKSNWSby4YFXWyglkhU4dkDBUQTVipdrbxn2fAzSxVFwaOaKBH1HVsnRxUUQV/lf9EckXChD8Uk0XxKQozngDVA6fLRuTSlI53Vrh54j4u45oXJNHtcMFOEmT0tKgfNdMSskB1MEScCyI1F3H3vh3Xd6ySTZMJkcKoTZ8+enZAZpJngcDiSTkxerzfFpSldwByLxSakRB4IZOZWNByCIKCqKg8//DAXL17k0KFDtLS0kJubm8wae73e5HzY0tLSMWerWxpr2FDmR29LwkM3slg9bfTWgU6rxObZ2gicc/UCj/3377A6iijoSmDNMvBui5ONM0MZrXvd72DLrJGFHAsrIGbI4TNbPTyzv5BuJZsZBS1sWZze9rLOl897l9cRufFjcqY/SlbFB4lc+6+0x7ZHcikvTA2m8+wiX75LE98cuGDi4C43DSrEO41YBozc8p4Qsc0MAoaeUrpmJ9sZtOI9ICKoItbpQfKmGKg/YiBv4eCLs4iRkoUS0OvSZMZ7Pkrx/E4UpW+Uz2gmQQwMhAfSP/PbfEGm9mKUJ8Ri7lzqxZ2nz3eEp1XBleXXZa3+HLssMds9cptLtkXkoxvbgXbO1Rh4YkcZqprgtkUeKtOMZHvuiIPs2Z3o/VlrOGSmeEWX7uu2nbRSsSGCKGkiqoC3n4hqThBn6dgundF654TMIFWDDhzLR//9K0oiles0J6pgs9wjThSwzgyRV2lgVt66CRlhOMkkIzEZnOrAhQsXaGpq0v1D7PF4cLlcIx/Yj95saK9LkyiKGI3GlDFUXq83KbbSE5/PNyqBVXl5Obm5uclguTdAaGtrIz8/P/nfAwVWvefYK6IyGAwYDIZRZ4KthhBFDn0vagAYLFhM48vmzCsXWH7Pzbiq1vD1T/+aOBZqvQGYOfJjZUUBJbObj5is4MgK9dheaqrvk9clHnujDJC5Y4mX8kIt2AiEFSw95XQ5cIZYx2Gs1V+mq+ZnqInUMntju4LT4h/2b6+eHWP17FrO1yj8ZKcLw658mqxd5C3vCRKDgxXNbVcTOKZFcS/QStneUyJ1u+x4LgZwL0ktbw/sRex1aZKUXHIqO6jfZUVFxTkvSKfHhGNWZqN96g9J5C/KzFjB0GzkPz7hxZYFzx904Y+O3qUpHa8cL+FTm0fuER4tR264efTW+pEP7Me8qgTzqhpQFIWXDjt5/YwLhznAfas7ki0qJ/1unEvH7wg1EEMiG4tV/6z0QKtdzaUpknRpCl10kDB0UrY6vUtTOhRZIaHqv9fRWO0Oh9aiolVUPCcMXD2Tw0NfeN+4151kkrEwGZzqQK83/EQwnDf9cFgslmQ7QGtrazLTWFhYiCiKuvfGQl8pPlPuvfdepk6ditfrxWQyIYoigiAgyzJut5udO3cmx0ylo1dEBVpvbm1tLaqqkpeXh81mG/Zvd3aGcYr6C6GuNSvkW8afQQaQYxHsznxumRXn2I04rvIEuy47URWVeUUBSvLSj8A5ck1iUVlmJb4TdRKfua2W/kHO4qkyi6c2JG0v2085ybX48HeZeGh937D34Okvk7/hHaxz/pbQ2a+krPvy8RI+uTGz4GnvxTL+5RMNiGKAqx54dU8pdTGRcCzAwH7KyA1HSjm9ZJFAuK2DuGjoEVFZkPIClCwS0vYi+j0ygiOIq8KAq0ILNjxHzNQdiVO62ITNHR9RlS5227DmZ/YalylGXDZtvQfXaS5N9S19Lk2rpjWycBiXpqFQkXRRz/dHlhUEdey9kKIocs8qTUTV1KHwk91uwMz0fA8tUjd6zwXpqJURHfp81vrTdBqyp6Y3VuhzaQoM69KUjvpDEoVL9RdYjcZqN1NKl4ClZCprVtyi25qTTDIaJoPTcZJIJDh//vy4ZpumIxKJ6GYrWlBQAGily3fffZfubi2rV1ZWplsrgsfjGTEgHEgoFOIXv/gFR48eHfS7z33ucwiCkLHAKjc3l9zcXBRFoaGhAb/fj6IolJeXpz3Hzo56bp0bQ+/MU43fzqZqfeYiRgKNGM1WsuxFBONRNs4MAJqI6liNiQvtdiS1kzXTYimBSpdqo8Ce2UXbYu0LngaSanup8De/KkBRK1gxTVNsx9sP0HntR+TM/AtiLbvpbt7e79HGjIInRVFQ1b5y+vRS+GKpB0VReO24jXd3F1EvxHGuSiBKpB3t03rSypQNEURJK6W3X1e4/roN75UOXAsFbAV9X3OBCw7KN/a1RoiiSMG8OImomcL5URr2WhExYikPUFg9eP/hNhnVkllZNlCfYIlrsBCqvLDPpWnHyWye2FmAUQjzwJrWjIbpv3nKworpTRntYTQ8d8DFXcv1GXdVnCvyyFbt3D/3VC6JAjM3dsm4V3SNyaUpHcHLmfcIj4ZYm43ihSO/xkO5NBUu70w78UHstpGTq38wbVBNSOOs1AxEVVXmum/Wdc1JJhkNk8HpOPnDH/6ALMsYjUMPch4LLS0tlJXp66MiiiJ2u53KysqkS1OvQ1ReXt641k4kEhkJsfpz6tQpVFXFbDbT3d2dDPBVVeXy5cu0trYmBVCZIopisgUgHA5TV1eHKIpkZWUlg3QAhymEpPcYLUVBVfUTfDRf3Q9AVvEyJHVH8ueiKHLTVG0ETqBT5q0rVlTBRKnNT6FNwUJmwXFjh8y0An9Gx3o7THx4QyebFrWz86SFx7aXIAldPNj9JabmrcR50y9pfXMpSlc9u89ksWxKZgPcf3/Uxub5g48VRZHbl3dyO9fxhRSePVTMnotgXRiEAcp7w4ASbN5UA6HaGEsegvbzJvxnbKiWECXLY6hpFM2Nh7Ipv7kLySRRtbnX9lKgYZcdeYDtZW8vYiYBkfFSFrffOrz959bFEeh1aTpYRHcim6l5zWxdkr7nF+BycyGPLqob8vdjxRd14s7TP3gSSvKZsimCHFXwHLEgxrMQHEFKloxdYDRRbnGxqEJCGPq5H4r+Lk2eA2bEuDVFRBVojkO2/uK1lgsKllL9BVbdjTbufvijuq45ySSjYTI4HSfHjx/XPTAF7UtXb/W/lqXSxib1ujRBn8BIUZQUl6ZMiUajY8ryHjt2LOW/+7tV7dixA7/fP66MtNVqTVqzNjY2JlsbTAZYUdiG3iN4jlyTWFSqjyUhgL/pItFwOwcvq6yclup61IsjR2JTj4jqvAe2v2sm324gGOnGnj38+6cmlM1XtmSWKTta09eLuGVxlC3UEe5SeOadAmL7H2bhhr/ijk3P0L5nPZebC3lkS+0IK2p4AvncuWL4Y102kc9saSGhVrK0yMv+XSXUqwLGJV0EGoxpS7AGJYdsp0z2ak1EFW6TOf4zAWtujLZrCfKn9R1vYHDmKcX28qAZUc5GdIRAFTMa9q4oCiVCd8bBkzVL5GMbWwGSLk2qKnP74r6eX4Bwl4JJ1H+Ae22zQn62/pMr3j5vQi7pBAQki0jlzXEgjq8uQf0eO6qijujSlA7PUQOu+UH0voR5Dw52GBsNkiRSebMmMOrv0hTsiDDvvsSY1x2KqGf8Y7TSUZWzioL8Qt3XnWSSTJkMTsdBc3MzN27c0L3fdCLEVQANDQ1pM6T9RVS945oGiqiGo6mpacxZXpvNhsFgwO/XBCJOp5NIJEI0GsXv9+vmYNV7LrIsc+TIESyGKnxdHpZP0W+IeVS1kW/TMfOkqjRf24/RWoQpPPJFbU6pyJzSBDE5zqFrFuJCDlZDgOVTBmeoFEXBmh3LKHiSZQVRGCzksGaJfGKzpti+FP4F//qjW4i03kEo8GZGp9ceVLAaM8sm1bdowdOK6jgrqmuRZYWn9+VyoMYIU0WUfueYrhfRmi9ROt1B2cYAjWcM1O2yoQhRpLwIZneQoW5UJJNI5XoZCHLjzW4KO7oI7bSizOvCMUxA1XEUHprvyejcBtLr0qQoCs8fcPHaGRdOi4/3r/Tx3IEC7l/TN4NUL/5wsoRHtuovsNpRV07RpsElZ63nV2tR8RzVXJoUUyelq2KZ9dKG7TiKJ6BErmRhytZHtNTfpenYUwKePS4SYpiyNfGMRVTDIcsKSpqRaOMlHlW4afp7dF93kklGw2RwOg5++MMf6tYX2p9YLDYhtqKCIAzbF9pfRNXW1pbMpubn5yczkOkYa5a3pKSEu+++m/Lycn7zm98wZ84cli9fjtls5uc//zm1tbUT4udcWlpKXmkl9R3FXD7jwyr6WFHaSHEal6ZMaQvKWAT9Mxg7X32em1Z+hNiZdwi2XM3oMSZJ5OZqbQSOtyPBrkt2EGBOYYDSnmHbp+tFbl/lzWi95w64uHPp8IFLtfVNlr3/Vv57+83YjY08tsOLy+znvjVD214+f7CYhzc0DbtuL6+eKOUzW/tK5JIk8uFb/HwYPzca4eU9pTRhontGV9peRE3RrE0UcC8ACBGLKpx92szSj2b2GZ4i2Pm7j1xDUVp4+YiDSxcK8UgxHKsTg86xqDOL6eMciCGKIvf39Pz2ujQdOZ9gQYVpzC5NQ2PQv0QeV2hUVcqHOUYURcpXDO3SlI6hHMbGS/uNBIa8wSK88dJ0SmT61gS5FZpLU8M7WUiCBWNRQMvQj5GGA0YKl6e32h0PxtapbHvoLl3XnOR/B4IgWIC3ATPaG+t5VVW/KQjC94A7gBhwDfiYqqp+QRBMwI+AZYACfEFV1b1p1v074FNAa8+Pvq6q6mvD7WUyOB0jqqrS0dFBW1sbHR0dwOhdmtIxnDp9PITD4VEF0r1D7nsFRj6fL63AqLW1dcxtDffccw9Hjx7lxRdf5NFHH+XAgQP85V/+JQUFBdx///2cPXuWaHT0/V/D0V9glZubCz0iqjcbGjB7o+QZvNw8s3PU/ainvHY2ztRfnHH8zCU++Y0tHItkHpz2pyTXQEmulqE6XmPkYpsdg9JJttXAjNLMnLEy7UUMnf0aYd+jfOXbb9C+awX1NTf48ZtuVMHE8qpGllenBlQJLFgyzCCpDG21O8UNX3RrWcrfH87iNxdlfEYLjpWJpI9409EcytanKppFCfLKjMDIYpJYVKHSoGV5RVHk7pUhIESbX+HZd9x4lSxCZRFc1QYigTjzzPqOTXLniayZ3sKUfAv+TokndpQiCaN3aUrHGyeyWFetv8Dqqf355C2LkOllJsWl6YKoGScQw728E4u9b42WYzmU3aKvOh0gfNVB5Rb9g96Ez0HuEu3zY7EaqNqkCfdaLvWKqOIULguT7Rzd5dgQt5Lt0P9aMaf4ZgyGCRixN8n/BrqBjaqqhgVBMAL7BEF4HdgJfE1VVVkQhO8CXwO+ghZwoqrqfEEQCoHXBUFYrqYXX/ybqqr/kulGJoPTMXLgwAHC4fC4XJrS4fF4Mi6nj4bW1tbkXkdDf4FROhFVV1fXmLO8RqORmpoampubiUQiyR7U1tZWVFXF4XDoHpwaDAYsFkvKz0RRpKxcO4fOzlJ+c6YJu7GTWS4PszIcnSoI+meeZEUh1uUn1FZD8fS1XDnwszGvJYoiy3tEVN62GL8/JfLdF6axYnoDtywYOjgbTS/iuesKxfLvUOWv4Vz5LInIKv5sm6bY3nOmR0QldvHAqmYu1JtZUJrZKK8dJ7JYMzMz+8+4IvHtD7SSZ1N4+mAR3oSdjsIIBsxIUup5eg+aKFyWWeYpfEDiA+saGBgQ5TtFHt3aDDSz77yZQ7vc3KhP8A8fbRt07Hh557KbR7dpQfimHhHV8wcLiSZyqMprYduSsfWiXm8rYNsS/QVWl6MF2J2DbWYzoWi2ALNDPT2/FkQ5B2wBSpcpiJgGvZbjRVEU1GGMFcZKNKyQENI/B4XVIlRrIirvQTPCEC5N6fB7ZbDq39bQ1WJk23s/qPu6k/zvQNWEH713aMae/6mq2k+RC4eAe3v+PQfY1fPYFkEQ/GhZ1CPj3ctkcDpG3n777ZQgp9elSVEUGhsbR3RpGgpRFAcFT3pgMIw/eBoooqqtraWhoYHi4uIxzU2VJCkpeDp37lwyEI1GoxiNRt0zyB0dHSMKrHJycsjJmQbA6aZCTnWEsYmt3FzVji07fTbhdC1McemvmD101ciSshBNV/dRtehOBNGAmuFw/eG40GbnE7dEkKQoF6/n8tZ5G46sMB9a30CBM/UcRtOLuO9KCY9sbcB/5EPkrtuOfdG/Ezj+KQA2LIiyYUEdkajCM/sKePs03HtzZsHU1bYCtmYYPDWFcpnq1kZFfWZLK9DKsStGXqsR8L9pxLA4Sk7PfFghpommMqEMw4gZyrVzulk7p4bHtpdjMk6EW1zqa2/NEvnoRs1t6+wNzaUJNcF7hnBpSkcwomAWxxZADsflBgjkRLCPc52+nt8A/oYEJ38hIogh7B55zC5N6Wg4JKV1GBsvjUfMlK4eXmAlSSIVvS5NLTJ1u+0IKkmXpnSMxmp3NLjFpVRPn63rmpP80ZEvCEJ/NfKTqqo+2fsfgiAYgOPAdOC/VFU9PODxHwee6fn3aeBOQRCeBsqBpT3/ny44/ZwgCA8Bx4C/VFV12KzHZHA6BiKRCJcvX04bkImimHRf6u/SZDKZKC4uHnbdjo6OCemxbGxsHNU4pkwoKSmhtraWOXPmJEVUkiSNyqXp+vXryYD0lVdeSf68vb09OYxfT0KhEOXlw3XApVLU83rJchUvXG7Aauyi1NLATVNShUTt3Q4WVuqfxYhhI9eWoPnqPmas/DC5ZQtprzsx/oUFE5KkPe+zSkVm0Yksqzzx2hQMZjPTC5u4N+lglNlNjTYJQgueYi27CV/8R2yzv0F3806iDc8mj8u2iHxofSvdCTeVBd089kYpiqpw2yIvU92Dbxy04CmzEnmLT8FhGvw6LJsRZ9kML7Ks8NzBXK6ftnKxM4CUn9Gy+GtkVha0Z3TsO+dMLKrILMs7Gn530MF7FzcyVD/k/CkJ5k/RRFQvHHLw+plcHGY/960euucX4LkDRTwwAQKrp89WULpR1nVdZ5mBgnIbZRsCSZcmRQpTumr8AiOhy4atYCJmkFowWTIXWNkLJeybtfe754SB+qsOEmInZatiyRaViRqjpSRU5pdt0HXNSf4oaVNVddlQv1S1L/JFgiA4gRcFQZinquo5AEEQvgHIwK97Dn8KmI0WcNYCB3p+P5DHgW8Bas///ytakDskk8HpGHjxxRczyoYO59KUk5Mz6PhgMDghQqh4PD4hrQKiKOJyuZIWq+3t7aNyafrd736HzWbDbrcTDAYxGo3Y7XYCgQA//vGP6ezUL6Mzni90SZKo7HkdG33F/OZcBzbRz/KSRnKtAoKib+sBQLNfJsegCayarx0AoHDKinEHpxc9CqU2PwODBkkSWTdDBmQaO7L45m8K6ewKc/OczErvLx12sm2Bl97gKXz+/2Au3IBj6Y9Qok3E2t5OHvvs/lzuuamRQpfIvCpt4P5Lh5xsP+vCZvJz/xpfMvP43IFCHljT50o1HC8ccfPxjUOPxpIkkQ+s8wN+vvVMAdZwnOZdVqLTOnFWDf15tlzNZtt7MuvJPOsp5tFb9S+Rt3XmUlk0suBOFEXuXa31wzZ1KDy1uwQFI0srB/f8AnQrWRkN/h8NiqLgUc24RX3FonJMIUFsGJemAEVzRn8u4XYZxay/mLHtagJjwdCTIEaidAlAgGhYoX6/BQNmjIVBlG5Dxla7o0H2FHDP5x/Sdc1J/vfSI3jaC2wDzgmC8DBwO7Cpp/yPqqoy8KXexwiCcAC4kmat5n7H/Bh4daS/PxmcjoEzZ86MOsjp79JUX18/SEQ1UXfDsixPyESBYDCYMpcUIC8vj7y8vIxdmqZNm8bdd9+N3W7nV7/6FTfffDOzZ89GEAR+/OMfc+HCBd326/F4cDqd416nNxhXFIXdnkKaPVdZWNaNLCu62kmebbSzsVor28UifmKRANmO4TPvmeDpdLJp5vDjm9y5Eu7cLhRF4GRtEd96LodCazsPb2oZUsDUEnYxxd1vXVXGd+hBcte9Qe66N/AffZhow3MAhGIOCl3+5KGiKHLPas32ssWn8NQeN4pqYmlVI91KdsbBk4Ip43J6nsPU07/ZzBsnsjizu5h6EthWy5gsfWsoioI7w6Hs0ZiCJOjbCwnQ1KFgN/lH/bjiXJFPb9WC6r1nLDyxsxSJCPetasZhFTl+RWJGgf4Wvi8ctWOZpX+J3HPQhHtFJGXdFJemC1D3po0E3RQtj6R1aUpH6wkrlRkaK4yGgVa7Y8ViFZnSI6JqvaJyeU+Cktk5GLPDWPP0u4RX56/TvcI2yf8uBEEoAOI9gWkWsBn4riAI29AEUOtVVY30Oz4bEFRV7RQEYQsgq6p6Ps26blVVe91W7gbOjbSXyeB0lFy8eJGmpqYx94WKopgUJgWDwaTAqLOzc1Ql8UxpaGiYkHU7OjqGzPJm6tJ077338sorrxCLxXjkkUd48cUX+eY3v8natWu57777uH79etJqdbwIgoDD4dBlLegVUZWTZ2plWamHvZdzQDRTbvdTXTL+i5wgpqrTo+FWLLbxDcWWZQUSmc9FFEWRpVO0/vhwl8Q/PTsdS7bAimkeNizsC9hafAo24+CSqNLloX3PzbhWv4Bzxa/xqwrnjjxPkbVjyL9Z6OqzvfzxGxauNET40Y4C7l/VPKTNKsA758wsqcysnP7a0Rxumd3nSrVtSRfbuEEwovDMgSI8ioP2vAh5C0Q6Dot8YnE9mWS/nt2fx/tX6mP/2Z+XjpXwyY3jm0F6y4Iot1BLJKrw7IECogkr714N8oM/03/w/jFfCa4l+k4rABDlbCzWoVt9CmeLmohqCJemoRjoMKYHiqyktdodLza3SukCMxVrI9QfMuHrtqFmhShbKY8rsRENwLrFd+q400n+l+IGft7TdyoCz6qq+qogCFfRxkvt7NFtHFJV9RGgENguCIICeICP9C4kCMJPgCdUVT0G/LMgCIvQyvo1wGdG2shkcDpKtm/frptgyW63Y7drkoFjx44RCoXw+/1jcmkait5+V70RBCGjL8OhXJpKS0sRBIErV64gyzJdXV0cOHCARCJBbW2trnuORCITkj3u6GhjqqUZp1Vi8xwte3PBI2hzRZUYyyvDI7o0peNEjcqMvCD9g5GuUCsWa4ZNkkNw8JqJZRVhxvKxt2YZuKVau1G4VOvi7fM2HNmdfODmel4+6uajG9IHZWrch2/fe8ld9xrOFb9i1289fGrtgbTHDiROPv/2yQaiMYWn9+XTJdsoc7bx3mWhQe+9s56ijMvptb48bls++Fh7tsinNmsiqpPXjezdU8Klc51Is1UyCU7DcTt5dv2DPUU16paVz7aIfHRjO7Lcyj+0FvLE9jJUEty6IH3P72jpCCm0GGLo3Zzkq5fBlplhQ3+XpkBjgvrddlRVxT4rRG55aja38QxkTxnsMDZe6g9J5C8Z22dtOJoOZ1O2rgtREqlcq7mfhZpl6nZZETBgnR4gb8ro/6YjMpfVN92i614n+d+HqqpngMVpfj59iONrgOohfvfJfv/+SLpjhmMyOB0FiUSC8+cHZazHTSQSoaCggPLy8jG7NKWjvb1ddwtU0ILM4YbyD0XvucRiMbxeL4qi0NLSQm5uLqdOnaKhoYHCQi07KIqibmr9lpaWMTtYDUtXM4vmpv5odqnAbILEZIWD17JICNlYDUGWTRl5PEwv/piTJfmpmchouA1XyZxxbTcu5ODIGX82p9otUk0nsqzw5GtVXGmM4spx8P5VgbTnqCYidOx7H651OzAXvwdLoSmlBzUdsqzQ21dvMYl8dGMH0MHFOpEndpQDKlvne5heKvSU0zMrvQfCCpYM1OmLp8YpdtygwOhk/yUXHaecuLL8vH9leoHRlQYosbdltIfRsPu0meVV+s8gff6Ak09taaG0QGspevmwgx3ncrGZAty3umPM0waeOlhKyZoYemePAxfHpk53uA043Nqc38YTEvWX7ShSjxOVSSTease9SX/Pe7HbhjWD2cCjXlcdbLVrK5KwbdHe/42nJOp32UkIXZSs7k5pURkKVVWZ414/LqvoSSbRm8ngdBS8/vrrxOPxMQ+dH4rm5uakinygS1NtbW1SRDXagLD/HFY9kWV5XEGzyWSiqqqKuro6srOzqa2t5fvf/z6RSISysjLsdjvRaFS34NRgMOgepCuKQo4wdHnaJImsr44DARrae1yaUJlTFEy6NKUjHFUQEoNLotFQC1n2jWMeJ+XtkLFK+l4sJUkk3xpn6x0+Cu1xnthRiorIhlmNzKlKzVSrcpBffv9Ott3xGK6lX6Dj7S3EfUeHXPt3h1zcsWSwOn1WhcKsCk8yoNr5bi6nL/n55ocyc5p67mARH1yXmTr95eNaOV0LRgN4WjWXJpBYPqUpxaVp57lSHtlan9G6o+FiU+YZ4dHQEXVRWtDPVGCVJqJq8Sn8bI8bBTOLKxtZUT06K89axUaeSd+Svh79+KIoUrpMm/OruTRlk4gZ8Ld2UKHzZTDUKqNm6S+warmUGNZqF8C9CCBILKLgPWBBwoIhL4h74dDrRr1W7n7oYZ13O8kk42MyOB0FR48e1T0whaGDp/z8fPLz85MiqqFcmtKhjfbJzAFoNMRiMd2CxqeffhqLxUJlZSU+n4+2tja8Xi8+n48f/vCHuuy/ubl5QubGNntusLkys3JgWZ6Bsjwte3OsRuJimwODEmb19DimAVm4ozVZrJo22P2m5fphqtd+goKqm2i5fnDU+z3f4mDjzNCgdcdLWM1hRbXWv/moW/v/147msPdyPtlSmPtXt5Ldk72pa7VwR9vnULrfInfda7Tv3YAcTN8X7+tyUl44dDDdP6D650gpLx+1oGBiUXkTq+cMHVDFlKzkfkZCUVLL6aUFIo/0CIx2nsriiZ2lGIVO3r+yJbknPYlEFSRxbIP1h8PTqpA3hLFCoUvk0z09v2+fNfPEjgpEIcp9K5uG7fkF2HfJiFyk/+xN7zER59wgel2uNJembmr2SBQvVLVMoxobk0tTOtpP26jY2Inez0O03knF5syCXlO2SNVGTUTVdi1B3U4HCjL5i8NY81PPcYp1FUWF4xdbTjKJnkwGpxnS2tpKTU2N7oFOS0vLiGv2F1Glc2lKh8fjGbNL1XB4PJ7kHFc9CQQCLFmyhEcffRRFUfj617+eVkQ1Wrq7uydkPJfNGKLAPro+NVEUuWkqQIBAp8w7V6yogolSm5/ZpdqFTBUtWEyDRWCNl99Cjkcpm7dt1MGplnnKrEd4NMRkBWf24JLobcs7gU4CYYVfvVOErGZRZmsiSwqhRDvoeHsrebe8Re7NO/AfeYhYy5spj/e0Kjgt/oz2cKkeqt1+7lyhler3nTPz2PYKRDXKfaubyLP3nfPRSxKz3Zmp0988ZeGmaUOX07cs6mJLj0vT3/zCidOR4I3jWWxbql8w+eyBAh5Ypf8M0ldOlPCZLSMLrG6e383N8+uIxhSe259Hp2yn1JG+5xdg+40KijbpP61ADTlwlkzADFIlh9KFMhBMujSJcStqTpDS5Zm34QxEUCfALU5WUMhczNif/GkGmBZGkRUaDpvwnbahmEOUr5RJyLBs2jZd9zrJJHowGZxmyEsvvYTZbNZ93Wg0OqrgaaBLU11dHYqipBVR9Yqt9MRgMOgusOpftvP7/dx0003J1oZeEZWiKBQXF4/q5kCWZd1dpgDC4RAuQ+u41nDkSGyaHQWiXPDAmxftNLcHmFrQhuYYl0oi3kXT5bcom3srJ1755qj+1okaA7MKUgVWenC8TuKR2zxDruuwinx6i/Y87T0tUtORxeNvFHHX8uvw9hZcq39H3s3b6bzyA4LnvgYJLbB75UQpn9o09Lr92fVuajl97bxu1s7rC6hCcS2gumN5iKM1bh69tT6jc7vcUsijW0cup1uzRGZOcfLo1jrO1kg8saMMVU1w2yhcmoYiIltxWDMb/j8aVFUaVfBkMYl8ZIMP8HGpQeDJneWoqGyZ52V6z31qLK7QqKro3dkdCcgoRv397ttrE4iuvoB3oEuTJqIC+8wguZWZXya9p1Ss0/QXWHlGYbU7FKIkUrGmR0TVKlO3x4pZcHLbk/fots9JJtGLyeA0Q86dO6d7w/h4g6feEVG9AqNeZb7NZpsQdXpbW9uEKP+9Xm9yzFMgECAnJwej0ZhiHiDLMg0NDRgMBgRBoKSkZMQLrMfjmRDzgXBHHdvm6Sf6mF0qMpsg29/NIa7G2HU5B6sYYPnU1BE4Dee2Uzb3VnLLFtDRcCbj9YOynWUTIM7IshpHLPX2cstChVsWejSXpgMu/Me7ydu+no8/8nVs1V/CXLQZ/9GHifuOIwhSRur04XoR+wdUVzwCj71RwrGLnWyaA9UjmIRFogomIbMMaHtQwSpppdb5VTLzq3pdmpy8fsaFw+TnvjXDuzSl43yNQIVLf4HVjhMWVs0cu8Cqukylukzr+f39EQdvns8lWwrSqdAzPkrfS0rzsRzK1w9ucxkv4cs2Krek743t79LkPSHRcM2BLEYoW9mddGkaCrndQcmiCRBYjcJqNxNsBZqIanZ8CwaDvoH0JJPowWRwmgGHDh3C5/ORlZWl67oNDQ26BE+9AiPQFPonT57E7XYTCoVGdGkaDZFIZEJK5KqqJl2mfD6tF87hcNDW1ndxliQpeY4+n4+6Oi2r5XQ6hxyuL4rihPSbOk0hJL3LdoqCwQA3V2s+4o2+HhGVqjKrMER5vgHPhZ0oCZmyudsyDk7DXQkkVf+Zkw0dCaYXjt6mU5JEPnBzAAhQ26zyz9/7FwzZz/HeB/+GZRv288KTn2T5tGdHXAfglSM2tsz3jnjcjFKVY9e6+M5DPo5es7HrQj45UpAH1ranNRV4Zl8B92VYTn/+oJuHB4zR0lyaNFOBpo5eEZWRZVWNLJuZWYCx92LJhAisrrYVsnXJ+AVWoihy50qt57fNr/DJn7nJi+fSWeqncJZ+ezaoJiRJ31YBRVFQyayfvaSfS1PDAQuiqrk0uecPTlTEIgpKhjc1o8HfGAer/gKrrjaJW7c+qPu6k0yiB5PBaQa89dZbugemoJXI9Q6e8vLyqKiooKysDI/Hg9/vR1VVysrKxtUHpSjKhGRjB6ryAwEtw+dyuVKC0/70d2nyeDyEQiESiQRlZWVJYZnP55uQ0SgtjfUscbWjd9Bw+KqRxSV9og+3y4DbpYmoTtRIXOmwY1AiLD3/FuXztnFm+z9ntO6RmhzWztDf/aYhnM0HM+hbHI7KIoFHtzUBTWx//eNsf+29nDgf4sf//FviZx9CTQw/8skbzOOu0swsbn1RJyX5Ae7M1/ph24MKv9jrRlbNzC9tZt28vgCoS8nJuJyewDykaxZoLk29Iqo9aVya0qF9zlTd+xbDXQpmUf8blWCXQP4SE2WrgrRcgPpddmS6cS/vxGIf+yWm5YKCpTSA3u9dz2EDuQtCjObyZ7H2CYxar6jUvWknocYpXBomp2f6hveQhZLVUd336z9np2KT/gKrYnUJs6vn6brmJJPoxWRwOgJdXV1cunRJd5W+3++fkOCpqamJrKwsRFFMjqfq79KUnZ1Nfv7oh7nX19eP6XEj0dTUlDKD1O/3A2Tk5tT/HCORCA0NDcls6URleS34mV6s70UCoBsrefbBLR6iKLJsqjYCJxiR+a//+gF5VStRQsVMsWVQnjWYMUmZzQDNFEVRsGbHdA2ebl3YSrjrKRKdG/jlqzfo9H+CcvXXbJmfPkhsDyrYjJllk2qbFfKzU8d+5dn7VOkHLph4bHs5BiHGXHcTVa7MAtMD540sKM3c/nPDgigbBrg0Vbpaec+y1IDxxUMOti0cOSM8Wp7ZX8B9q1vQO8j51ckKSjYlALHHpSmY4tIk2AKULBvepSkdUY8jY3X6qIjYsReNvc2lYIYIM0IoskL9IRMd3TbUrCBCwoTJMjbR0nAIEyBmVBIqC8o26rrmJJPoyWRwOgIvvvjihPTk+P3+CQmeYrHYoHWHc2nKtIdUFMUxDd4fCUmSUsZo9QanQ5XqhyI7OztFRNXQ0AAwahHVcMiyTDb6C1RaAzJZ4siiD3u2xBqbhzv/+q/5+b97ePOtPaDEWFYRxmkd/FG+5FVw5+jfa3qqQeSu1Q26r/vcgQIeXLWHgukuXCt+w/49y3n8+W9BIsT7lngoLei7QD9/yM3HhnClGsjrp0r59JahBVarZ8dYPbueWFzhs0/ksbjazgsHRe5akd5UoJdT9cUZC6z60+vSBO2crzXwo51lKEqCbQs8THGLNIdzmerWPyjrVnKwZ+v//vWSRfGAjGyKS5M3Qf1uG6oKjllBXOUjX3ZkWSGB/sr/zg4ZxaSPwKq/S1PdsRgtlxKw0zZml6Z0eE+AvTqE3gIr2ZvP3Z99SNc1J5lETyaD0xHYs2eP/netOgyVTocsyyOW3ge6NPXOWB2u9zUcDk/IzNSWlpZB8127urqIxWKjDk77k0gkmD9/Pjk5OXg8HsQen3q32z2u57zFc5X3VetfXjvttbExw3W7Qs201h7jrg88irn5ZWRZ4eB1CzFysIpBlk/tG4HTEHKyqVp/cQamLKbqrzOjW7Fiz26n2/sSHfvey+r1L7Jy1Spadm/hmTdddJx0kpfl4741fhKqOXMXIyGz0T6SARbPsPDo1lqueuCJHWUoKmye28isitT3fyyuIAnjz5LNqUwwp1ITUb102Mmzh6x4mvzIsqKbZSnA6WsGpuWPb8JEOl46ZsU0QvDkKDHgKNEshBtPGglftpEQOylbE0caoiXCs99I0XL9BVatJ6yU3aJ/m4vqy2X5x8JAJ96TEg277chChJJVsYxcmoYi4bPjWqL/Z3hm7jpycnJ0X3eSSfRiMjgdhitXrtDY2EgikSCRSFBQUKBL9tDj8Ywr+BqKhoYGioszG6bcX0Tl8/mora1FVVVyc3MHjaBqa2ubkCzvUGO0fD5fRmX9oVBVNfn43vmwvSKqXvHVWJ5/p7kT6zguNEMhiKObi1h/9jWWvu/vsOVPJdR2nXUzNRFVk09m10U7KjDdFQBV/xJjoDNOgU3/vsVzNQam5PWVyGOte+h4ezO5a/9A0ZZ9fNjyHuTAGepbVH7whyKa/VFOXjOweNrw0y7eOJHFmhmNGe3hdwcdvGehduz0Upheqlnsvnbcxu6L+WQbQjy4rg2LSeTpfXncc1NmmdtMEEWRe1YFeWJHFh+618dTu3tdmrysqB6/Snv/lWIe3ebRYaepHGorIXdhZu8HURQpXaoCQaJBmYZ3chAxYXYHKZqT2uIkylayHfqPgRMx6hr0AyiygkLfa1SyGPpcmsyIigVjYQj3gtGtGw0rJCagR7g7BGvmv0/3dSeZRE8mg9NheP3115MD53tdmvx+P4qijFtgNBHB6VgFVv0FRg0NDQQCgRQnqt7/6clwAqtAIJBU74+WaDSadt3+5+j1egmFQiiKQmlpaUbWpr6ONirM+meeTtXCNNfo5iLWn9OC0/L5t3F+zw+TPy92SRS7tAzVr94Bm11lzwUjq6Z1DyvaGQ3vNmfx5XsyswodDfsuu3lka2qrQNx3jPa968ld9wZ56/cQOPlZynmGL9yhvQ47Tmbx2I4CzGKE+1a3YM8evKea9kK2LanNaA+tnblMGVBOF0WR23tMBXwhhV++VURcyaLVJ5Pv1P9GRVFNlBX0c2k6Z+aJHaWIQoT7VjZnPLorZU1FAfQP9PwhhRYxxlhuWy12iapN3UA3rZc0gZFCjMJlncQ6QbDp347SdFYhq0J/gVXDEYn8RZ0M/AxrLk1xIK65NO1yoCjpXZrS7vewhbI1+gusbKE5rFs52W86yR83k8HpECiKwrvvvpv877G4NKVDT8/4/nR0dIw7gBRFMZnJDIfD1NbW0t7ePq4s5lDU19cP6fzk9/uTWd3R0tjYmBRJpUMUxaQAKxKJUF9fnwzqCwsLh3xcItLE0nn6tzZ0dDtYVDm6C3FXoInW2mNULHhvSnDaiyiKlLldbJwZIBxV2H8tC0QzhVkB5leMT4RnswmZl9MzRLPaTf+ZkEMXaduzjtzVL+Ja8Wvis75K6N2/o9v7ElsXd/3/7L13eGPneeb9OwcgAIJo7J1DTiOn964yVZIlS5ZlSbbj3mVvkk3dJJvdb3ez5Us2m3zb4iiO1+s4dhxLVrUtWxrNSLI0TdN75cywAGAnAIIECBy85/sDBIYFIAHwRWJJ+F2XL2tI4OU5JA5wn+d97ufmPjoJhgQ/OlTFuLCysLw/mdIUGBOYM+jlBegZEjhNs/8dSu0qX9nXzw23ztkO+f3Xb503s37BVJPbPSvHuWdlB+GI4JlDFYxpdhpcAzy4IXVKUyp+fNjFw+u9zJbJngvfOVpH3bb5z/utbFWhdSRuojpioet0mKZNOkLInVgQ6c2PwUoJ2bFXzv7amZ7S5DtnJ2YJ0Lg1fRKVihmjZIOVruusqL0nL2bcAgVkUhCnaXj11VeJRCIpDUPTU5q6urqIxWIpU5qmM5d4ypWRkRGp6yZMVIlEqFxTmtKhqmranqf5zGdN9NBmgtVqpaWlBYj3vyaMYtXV1Vit1uTjhBDYVPmVnLGwQBW5zUXsOvcz1j/877CVNxMcvD3le96hKCWGuCizWVT2LItXqK57dV6/4gBdY33DCGX27C7/a94Ym5bKrx4/d8TJg2s9pBNPItTFwIFNWBqexL78/6Fs+3NEh08SOP+HRPoOYitW+dLe+NixszcnUppEjLGxMF/7UD+ZiKcXT9TyxQwNVq+dr+Op+zJLsMqGi55qvnF/6hmkFpPKZ3cNAUNc6VT51v4mhB7jvlUeFtfPLjQGx0pprJLft3g75qTMktkor0wwGlUad0TQww6cLQG6DjpAB3uWKU2p0ML5MVgFBzR0S+aCd2pKU4zOgzYU3TBhorpTee2/HsNUFUD2DUXYW8Kjn/6c1DULFMgHBXGahnfffTcjJ/vklCa3250Uc+l6P7MRT5kSrzzJn4sYiUSIxWLJc5mc0qSqarLlIVsSs0zTEQqFKC4uRlGUrIxYfX19OQvnRNVU07SkiSqRRNXrucWehmFkO2aP3rawfWFu23ZdF37O+of/HY2rHuTym9+c8r2LvS52t47MWHdJrcqS2hE0IThy3UREsVOsBNi6KLMccZ+wsbUt93ShdAyOlbGgeq4PeJ1w948Iu39McdOnsC37t5Tfs5/g1f/KyIV/C3q852/NQo01C+MGo1//myq+/04LLrOPx7fPntIkdFNGFeH4tSZ/tE84IjBmOMC9rUnQ1tQ9JaXJVhTgyR2DM87BOyhwWXxSjxXgyLUiIlVBZIsn7ykDrmUjOGuMOGsmTFSnjHTdcMZNVNsic6Y0paL7iInarSFkX8MDp2007crNYGWvNGDfG/+be86oE/NhQ9RvGyfU4cpLlXeBdSs11XXS1y1QQDYFcZqCwcFBbt68mZXQMZlMySrc4OBgstJYUVGRNFH19vZiNpulH6/b7c65R3M2PB7PFAE6OaVpcHCQjo4OhBBZG4yGh4dnNViFQvE3bIvFkvzvTEhnsMoGo9GYbN/w+/10dnYy4LnJeI38LX3UYiym3LbtxnweBjpP0bTqoRniVFFmF09GVeXu1nj1ptcf4+BVO7qisLgsQEtV6g/viCZwFsvPOO8ZErgsWVSl9Rihju8R6noGx5q/xNb6rzBV3I3v2K8RG7tTdTzdbuJj24LsWTuAd3D2lKa3zpvZ0JyZ6H7lpJ09K+QL9Gfeqcg4lSrB9JSmv3uzjphuYnWDl+3LowC8eLyOr+ydX1hCKl652UjNHvmGO+G349p4p8qrqir1GyGZ0nQontJkqvZTsyrzczKIEiw2efGfyePDiCrBYFW3VgECRMKC7ndM9Fz2YaxQJ74uB21csKHlPmnrFSiQTwriNAXPPffcvERkeXk55eXlyQSj4eFhdF1HCJFzL+Vc5KMvNFEFTsX0c0yV0pSOucTT2FjcoVpcXJyxOM1kjFa2OJ1OjEYDCy1X6QkUcW3IgVGMsW3xOKZ5fiC198SoyEaUpaDr/Cuse+jfUFLWxOhQXJidvAVLKwJkKkaqnQaqnfHf9+nbBg5ec6LExmaYqE52GvnqhzoyXjdTXjxRx5d35yCeRJjA6W8Q6X8T54a/oWLvSXzHv8S492UAjt+qSRqsassnpzQVJ1OantzRi8OqzrqdPp2u4Qo+vCkzg1U2BDU7pfahuR+YhgqXylf2xc/x0CUzT7/WhKqM4w/KHUkF8RmkXl2hYe6HZkU4oBFT07cJWGwqzXsSKU3Q+bp9RkpTKoY6NFSn/LYc71mwLszOzDgXJouKwSJY8ymdsE/Qud+JUGKUrxnBXjm/j2u1bwEf/vQTko60QIH8UhCnKbh06ZKUhvHJCUY+n48LFy7MK6UpFWNjY3mJFR0cHMwofGC2lKZUBiO32z1nP2lCkGYTGdvd3T2roSlXRgY7uH+5NvEBH09pevtGCShmakv8LG/I7XVy2+9kT+v8KpEJcdq06kEuv/U0AP6okw0VuX0Qr2sGiJuoDrdb0FULlcUBVjdBsa2Icod8dzrzHO0T7n6G6PAJXFt+SNmOFxi9/j8YOv2vgNRVsl2rQ8mUph8fqSIYteLuzezvMDwiKDbK32q90gmNrtRRvbmwY/k4O5Z38vPjJvoGLDy9fwG1jgEe3pS5iWo2vnuoHNe6UWR/fPQcL6Hh7hCZ3KhMSWk6YmZwvASsIzSkMBgFrjlo2hPMaN1siA44qF0jv5dXHbdTUuanpAzKFwbjU1QmTFS6ZYSGLVpO1drl1fdIbykrUCBfFF6p0zh+/DjDw8PSM+/9fj/r16/HarXi8XiS2/6ZmKhmo6+vb0r8pyyCwWByeztTJqc09fT0JA1GtbW1yd+nEIKysrJZ10mI08mmpLkwGAxZPT5TXKbgFPHksBrZ0xY3GF31EjcYiXE2No2mTGlKhSYEupj/xIbR4W4Gu87G+07feppgWKDq85+LaLOo7F4Wr1C19wqefddEJBagu1/QUCnvA/6NcxY2LJj/Fnls9CaDb96NY9WfUbLkX/LD1/w8uuM7sz7HalH57K64ILxw2xA3UekxHlzrZkF16nN89mg1n703u633TDh4qZ6n7uuSvu6toRr+zSc7gQDX3Qrf2t+I0HX2rfSwZB5vGVdCldjK5c/fVHUTRlN2piXVqLLg7hgQINCr0XnAjoKKbWmA8gWGvAWeRMICkWGPcDYEejX04qmCV1VVmrbF23CCgxqdb9hQMWJd6I9PAciA0ICB+/Z+XPrxFiiQLwridBpvvPGGdGEKJCumMNVE5fF4UFUVo9GY/Hq26+bLYDUfUpmoIpFIRhXpbCunPp8vL6NRBvo8rHYOkE40tNYqtNbGc8SPtFuIKDNTmlLxbruRtQ1BZGwHdp3/GWsf/NeUlDZw8HAf2xfJnYu4qFrl1rCZexaH+d7+ZnSThabyPj517/xHl13treapfZK2yEWEwNnfZrz/TQYCa1nz1bP4T36NcPezcz51ZXOMlc13Upp+fq4Up9nHE9NMVJooljYvNnnYQgDyzYxjYYFRvSOeltTrLKl3x01Ux+3sv1RBiTHAx+8azOqcbvXoDBeHkD1Iq++qwFw7P3e6o9qIY9+Ewei0gc4bDtw3B1i81wfkXgBIheeImbqt48i+oRg676Bpd/oqr63ciG1fGADveQPdBx1ECVG/dRxTijm/Car19axYtkbqsRYokE8K4nQS4XCYK1euUFRUJHXdRF78dCanNA0NDc2a0pSKnp6erLa+M6W7uzur2a2zMdlEdeHCBYqLi7l9+zYulyutiSoXcZqPBCujNsDS2gxiL40qd7dOSmm66kDXFVor/CyomnmJhXU7FZKGjHdd+DlrH/zX1C3bC8deyNlglY74jQqYjEa2L4kBo/QHLPz7f1iKvSTG7lVdbFicvdFkLCwwIr/6dvPsC1iHzqAF9lG69R8Zbd9J4OzvggjP+dxEShME6Bm6Y6LasMBLTMDK+l7px/vyuw7uW+WRvu6PDlXy8RQGK1VV+ciWeKjAYEDw92/VENMtrKjr5e6Vc1ctf3CmifpdsRnrzpdwl9wZpImUJi3sYvSWRuimmaLK7FOa0qGKYkzWqJzFJqFkMQmidhUkTFSeIyYMwoqx3E/tNBOVEDqr6gtD998L9DqK+cv7l+X3h1zO7/KyKIjTSbz44ovSKxiQmXgqKyujrKwsbUpTKiKRSF5EmaqqOc8ZnQ2Hw0FTU9MUE1WqlKZESEEmf4t8bdtpmkYJg1k/b3JK06kOIzeuOVFjo2xbFMFiUhkIaFgUea734GAHgf52PGNVVFl9yB7tc/KWgRXVASZXeSsdBnY74jcQ75yt5pWTNsrtw3x2Vw+24gwHwx+pytqdngk/OV3HV/feYvDNndhX/idsrb+PqXwbw0c/QSx4LeN1asrumKh+ecHMd16zs32VwqoFuaU0pcMTKOfRevlTEMKxEpy22V+/5Q6Vr+yLR8Yevmzim682ohLh8S3etOlXbr2YasmRmpomEMgXemN+DdU2TvO9MSDCwA1B5+tOYnqUyvVBbOW5ffwN3YphKPUj+1rznNKxL5l6rWWCyaLSvEsDAgzdFnTsd6ATo2x1EEe1kai7nMe+8Vmpx1qgQL4piNNJnD17NiMTUDZkK56mpzR1dnamNFFpmpaXpKlgMJiXdQcGBpIV6XQmKrPZTHV1dXKLPpPWAq/Xm5co2D5PO48smRlJmCmqqrKxBcBPMBTjULsVXTXT7R3m0/dEkSnKPFfe4OLtAGtaiolF564QZsNIzEFdWfoq75omgCBjYQN/8dxCzFYjaxo9fGjT7AJmTCvBacuHwcoYv9Z0jZHzf0ik/y1cm75Lxd7jBE59g1DnD7JecWtriEseF5++28uPj1QyptmyTmlKxYBPYC+Sb6g5f1OlpSw7g9X2ZRG2L+siEhU8e6gMf8RJtW2Ij271J8/x5ZNWihaPIHtWqPuIiaqNQWR/HPUdL6Fh5x2DVcViFRaPJFOahsN2RPHsKU2pGLnhYME+eeEDCWLDTsrWz+/1UNZsoKx5NF4AOFaE/4KDJQ0rkuMMCxR4r1AQpxO0t7fjdrulb5N7vd6cxzwlUpoS60xOaert7aW2tlbmoQLQ39+ftREqE8bGxlJWeSebqBIpTb29vQwMDGQkToUQeRGnTtMotmI5H8K2YkMypen7/UW8ea0EXUTZ0BjMOqUpFV0XD2A0rqd60XY8Vw7O/4AnCIxpGPXMPoStFpV7W+M54jd7Hfz7HzZgt47xxLYumqqmVpgu3VZokuhOT7D/tIVti6carMZ7fk7/6+txbf4+rs3fw9LwBKPX/oLIwNsZr/vsoTIe2+SdMFENAoPxlKbXmxAixgNrPCyszb6K9ty7tXwhw1SqbHj7Wi3feMCd03NNRSqf2ukDfNxww9OvNQAKu5d7ONJfT9lq+SYgNVKC1ZWPGaQmjMaZrQqpU5pUbIsDU1KaUiGEQFfkzzyOjAliiryKtKqqNG7TCY/4eGxFIRGqwHuPgjid4JVXXslL/2ZiSP18SQjRhMGou7sbo9GYc0pTOhLpTzIRQmQ07ioxCqqsrIxnn32WY8eO0d/fT11dXcpjCofDeany+oYHaTDJj+k81wnblmgsqk6kNJmJKHasaoAtC7Wcf+8v7T/Ov/qL/0TYUyVVnB7vtHH34uzTbxZWG1hYPYomBN9/vQndVExTWT+fvGcQo1Hll9fqkzNIZdI+UM2+dTMNViLkZuiXeylp/X1sS34Hy86H0QKXGW3/JmPtfw3MLjb8ESdVpb4pX5ue0vTahTJsRX6e3DGUUdIUQEw3Z/zYTIlfZ3JGyy2uh8X1HoQQ/PiQla4rw7jUYlzbYjmlNKXC541CifzxXL2XdCwNfuZ67U5NaTLQecCBUELUbR/HlOIcu48aKV8VQPZHp/uomfrt8g1W9pFl3LN9r9Q1CxT4p6AgTom/oV+6dEn6uvkQT0ajEafTicFgoLi4OGmiKi0tnfcgfq/Xm5dxTN3d3VnNdTUajXz961+nqKiI119/nc7O+IB0p9M5Reh7vd5ke4BMtKCX9Ss0ZH9QDISdrG6Kb5HHU5pigI9en8bBqw50RWFpeYAFldlVbMeFFXW0nbq2XZx8SeIBqyZMxtzbBIyqyvYlAhhlIGDiT364BKtVY2RUfo9lMCQoUmap8uoxRq/8KaPX/wfFjZ/E2vx5nOv+Vzxd6sQXIZa6InjLq1NVkn44/vSUpu++UYvAzNpGL1uXpe+jfOeiiTWN8g1Wzx1x8qE1HmT2Q6qqysi4jae/1kdUg2eO1tAds+OvDlG2cn7XiO+Cg6Y9o8i+1sY9jqwNVnVrAQJExgSewxZU3YKx3D8lpUkJ2bFXyx/ob9CLMVnk9t3qus6ymnvyMsmkQIF8UxCnwP79+wmHw/OaN5qKnp6evMwg9fv9NDU1oapq0kTldrsJBAJzmqhmIxqN5qVVQFXVrHqeJr+ZOp1OnE4nQgg8Hk+yJ7ahoQGDwZCXMVo2g1969TgcEWkd49UuI9Wu+JbeqVsGbgw5UEVoRkpTKnp9GsVqAM/VN2hYcR+OqsUE+m7M+3gvuwV1JT5kiYYKh5HdjjCnOnSWNwR5ev8CjIzy5I4+HLOMwMmUZw9X8cT2PuY83liI0O3vELr9HUqW/i72VX9KeUkLw4c/igh7Zzz8F+fq+No+99zrEk9p+up9ccH5zgULT79Wi6KP8/g274wAg3PdNRmnUmXDwGgZLbXyK5Hjwpo0u31tXx/Qx7GrRRw6UEeXrlC0PoS1LLspJ/Eqb+bu9EzRIoKYkvvUCpNVpXl3fM7v4E1Bx34nQtcobvYhzPL7pAfaYxRVye89DvdYefQTBSNUgfcmBXEKHDt2TLowhfzNIE2sPfnnJCqIo6OjdHZ2oigKxcXFGacm5SP+E0g68rMhlSFKVdWk0A+Hw5w7dw5d15MmKln0ejrYVT+E7EvjyE0zW5vnTr9Z3wIQSJnSlIrzXju7W0fxXn0DgLrWXVLEqSfoYk+r/A9MzFY+tdsDdBAMCZ49XEkoVsLCin4eWJ97P+O4KMla5I5e+wu0kWu4tnyfij3HGDr0KJrv1JTHKEpubS53rQxz18pOwhHBs4fKGdUcyZSmiAZGJbth85nQMyRwmORX9U63G1lcObPNZUtrlC2tHWia4B/fKeP2uI2e4jBlWzKb2+o5peJslW+w6j5sonaTnASr8oWGeEqTJnj3/xipbSmh89BozilNqRi75aRpr/zdhAWWLdTXyd9ZKlDgn4IPvDjt6+vj0qVL0rPp+/r68iJ4PR7PrAagkpISSkpKgDspTZqmUVdXN2u4QHd3d3JwvkwGBwezHnc1l1vfYrFQUVFBU1NT0kQlhKCqqmrebQk2Y4CaUvmXha5asWaxbTc5pelGj+D1K050obG+YYRyx53jU9S4eBrzefB5r1Dbtpsrb//tvI5V0wQIufNSAXzBKNX2O1vvtmKVL+yJG4zO3zLwzV/UAzEeWudJm9KUirPtBhZW5NYjPO79CYNv3EXp9peo2PkWvuOfJ+x+DoCfHbdy19KZ1dRssJhUPrNrGBjmulvhb19v5OTVMb5yn3wj1IvH6/jyHo/0dY9cr+EbD6TvETYaVT49YaK65YWX3qinBxPjS0I4m9ILT93voHSj/BsgQ6wEi0OuwUo1qtQtis9iDQ5odL45kdLUknlKUyqEJhC6fDOYFhGsb7lf+roFCvxT8YEXp88//zyDg4P4/f6cU5pSEQ6H8zKDVNf1jN3pqVKaFEVJaTAyGAx5ScZSlOy37eYSp5OrvInK8ORzBKivr8/6546NjeJQ+rJ6Tibc6otRZs69orW4RmVxTdxEdfSGmfEeG8XKCCajxpLyAAkx4rn6Bq13fQmj2YY2nnsl5ki7iY1N8kf7XOqz8nuP9ZBKPK1qibGqJZ5g9PzR9ClNqY+3dl4GK81/nsGDWynd/hyl255h5MK/JXjlv9AxXMFDm+RtvSdSmv5KNOH1RXl6fzlWY4BP3DUoxRglKJrzd5UtmiZQlMzFU0st/FZtfFLAz46XcOFGNd1qFOfWqSaqcDBGzCDf+T/cpaE45FePved1ihfEDVa2CiO2vRMpTecMdB6wI5QwdXOkNKWi+5iRinXyrzW1t4mHP/Wk1DULFPin5AMvTq9evcrChQuBqSlN5eXlOQ+i1zQNTZN/Nzw2NpbT1vvklKbh4eGkwSiR0jQ4OJiX8AGPx5OXYf5ut3tGu8Lkc/T5fMlzdDgclJWVZbRuYKCD+5ZHkF15ujnkZE/b/LftjKrKXUtjgJ/+QIx/PKTQ1uIgFvPTUm3Ac+Ugy3d+nZrFO+i++GrOPyeqlOAskf/6tTv0OUWYqqo8vn1qSpPQi9jU7GVT68xjil8P8zcdivE+Bt/ai3PDt7Cv/I+MiFqKD/zJvNedzvVuaHAN8ciWIBBkMCD4uzdrielmVtb3cNeK3CrWb5wzs6F5flXeVPz4sItH1udWjX1o0ygPcRN/UPCPR6rxxBwMVY1RvspAz7FiGnbIjdoF8F9x0LQnffxnrkT7HNTumdnLG0+cGomnNB01Y4gVp0xpSocStmOrkC+m26rukd5SVqDAPyUf6FfviRMnGBoaSlYMp6c0+Xw+dF2noaEhK/Hmdrul9kEm6O3tnbc7vbS0lNLS0ikpTZ2dnWzZskXSUd5B07SMheH05wFpY2QToQTpSIhuIQRer5eurq6kiWq2N2yXKSi98hSP/5Tfy1tiUljZbGZXW5Aztw0cuOZAuXqG9Y97qG3bnbM49QxGKVHlb7VedsfYvCy7qvTklKY3z1l4+rV6jMoYT2zrTQ7w//FhFw+tleROF+P4j3+O2Gg7zxx08vV/9beMn/0MuibPYPT6xTq+tq+bhHiKpzTFTVSHL5t4+rUmFMb52Ob0KU2puOytzovBaihcSn3l/F4PTpvK1/b1A/2cuF7ELw/U0nNxlIq1CjZJI6lg4kZFz6zfNRu0sCDG7D3CJotK8874nN/hZEqToGz1CI7q1O85I/0aerF881po0MC+nU9IX7dAgX9KPtDi9I033ki5lZ1pSlM6VFVN9n3KRKY7PWGiEkKkTGmaL5FIJGeDlc/nA0g5HzbxvUxQVTU5BzYcDifP0WQyzeiv7e/1sMrej+yKy9F2A6vq5Js+jt4uZvuiuMFqbTNAgLGw4H//f/8F1VxGsDOR3pQdl/pd7F46guzfQxAbW1p75n5gGnauDrNzdQdjYcEzhysJx2w0uvoZCpXSKNnpHLz0JwS678O14GW00rcYeufDiLBn3uvGb1TSt7nEU5o6J1KayhmJOqixD/LI5sCsgmssLDCq8rfI3f2CcqtP6pobl0SJCC9XKyoZulLEcNiGXhygIcuUplR4TqiUrgwi3WB1xETtlsyrvKXNBkonUpo8x0z4L9gRRSM0bp9qoho8a6dpt/wxWlWxtaxeuV7qmgUK/FPzgRWnkUiEK1euzCn2UqU0xWIx6uvrUxqe/H75WzQQN1jloyfU7XZTW1uLw+EA4tXZxDnW1tbm/DM9Hk/O/buRSITR0dG04jSXXl6LxTIjiSoWi1FVVUVJSQlFsUHa6uW3NoR0J9VOn/R1US1YTFOrOVaLyn1rzWx94k/4n797gP1XhkGPsa5+hArH3Je6EAKdzKN2MyWiCVxWORUiq0Xl87vjJqq3ziqcuxbkr0Ut96/OLaUpFSeuGVls/SVDhx6mdOuzVOw+zNA7H0YLXJjXuj85bmfPyrlFbjylKW6iuuGGb+1vQOgKe1Z4aG2c2Yf9zOFKntjai2yR8/KpOr6SB4PVz281UrsnQrwdw89Ir0bnQTuKbsC22D9nSlM69BEnzro8zCAVJVhs2be5qKpKw7Z4EtXokEbnm3ZU3UBxs5/KJQZUPR+BJzor63ZKXbNAgX8OPrDi9MUXX8x6OPHklCa3251MU5oswoaHh/NihMqXwQpIClMgWTWdr8HIaDTOa1rB0NDQDHEqhMjJYDWdySYqt9tNX18foUE3ok1I/bAYGtEwI3/brr1HUGlJ/SHsvfImAPfue4RK41+hCcG77SbO9tixEGTL4ijGNOd4qsNAW6X8qunJTiNPPdghfd3LvdX8z695UFV46ZiL1y6UYi/y80QWKU2pOHG7lqfu6yLSu5/BN++l7K6fUL7rlwwfeZxIX+4JXG5/BR/ZMjPBajYmpzS9ctLOG1cqsBpGePKugeQM3DHNRql9MOfjSoeuG/NisPIKhcnTn+3VRuzViZQmla4DDmKzpDSlIhzQiBnlj2MauK2hls5f8JaUGSmZSKLqOa9y8jtgsAaoCoLFJu93HPWU8djXPi9tvQIF/rn4wIrTM2fOJIVXthiNxmT+/GQTVVlZmRTxNB1N0/IS0zk6Opp26z2dwSjRzzkbAwMD824/CAQCU0QzxCvX0782HxJ/x9u3b1PRtJ7vnwvgKBphbZWH5sr5/w1PddvZ2Sp/2+6238me1tSiNxzsZ7D7HHWtu7n0xl9NSmnyMxDQePOaAzDQ4vKzqGbqcQWiDjaWy688FduKKLXLr0ozyZ3+0W1xE1Xf8OSUJg9bl2VX8dI0AdwZ+aX5zzJwcDtld/2UsrtewX/iK4Q6/z7rIx0MCGzG3NsPVFXlw5tGgVGGRwR//1Y1Md2KzdBDU+lAzuumY/9pC1sW596GkY7vvFNB6Yb0M0jjaUyTU5rMmCpGqFkz+7re4yU03j33HOFsCV530LxPXuY9QM0qhUifnbodfrqPmDCIElSXn/oN8197iWuH1PfIAgX+ufhAitPbt2/T3d1NcXHxvNeabKI6ffo0ZrOZjo6OnFOaUpEvg1V/f39GCVaTDUYejyeZRJXOYDQ6OpoU77kSjUZnrC2ESLnVP18MBsNENTVeUT3sruLdvhAOpYedi/1zpjSlRTGmrVLmiiYEuj77jYr3ykGW7/4NTMVOIqE7YrPCYWSvI/5Be65D5cBVB4oIs7UljNB1jLrcD2EA96DG4iqf9HUPnitmY8tMd3pV6fSUpjpUJcQTW3szEsg/PlLGRzZM3coWoW4G37iH0m3P4tr8XbTgVaJD72Z1vM8dq+Wz98qZbVpqV/nKvvhc1z/6uwoaayw8/ZqNxzZ5qSqV83q73l/FN9bJN1hdDVdiL5slZnaCySlNA+0xOvc7EWhUrAtiq5j5nmPQTRhNcoMN4jfuqcfZzYdIWBBTwhgtKs27NMDPUGeM2/vtgI5rZQBXbXZpWwDjozrblj0s/XgLFPjn4AMpTn/6059KEaaTUVWVqqoqGhsbkylNqqpSXFxMZWXlvNfOR+Z9tglW01Oaurq6MBgMU0xUcdPH/N/Qo9HoFLd+OBzOS/XY5/PNaO+oS5qoGvjRZQ/2ohALbW7WNmX+88936ixwxuciyuToDSPr6gLMdul6rr7Byr2/Rc3Se+g8+5OUj1m9ACBAOCI43G7mUuc4WxaPSz/ezqCVP8jDwPlrPVU8dd/sW+RTU5oqGNXs1DsHeGjjSNobR1/YSW25b8bXdS3A8JGPUfnANeyr/pSht3ZndbyaMOd+k5MGIQSN1Sa+cX83kajguSNl+MedVJYM89GtvpxvjoMhgUmRf6Ny06vjt46R7XC5ikUGWBRPaeo+ZmL4rB1hHqFxa9xg1Hs5hqVe/rXmPm6kdNUIsj8mPYfN1G+deq2VNRkoa4qPCnQfNzNyyU7MFKRhWzTj1ooSXyu7dhQG7xd4f5DxVacoigE4Abh1Xf/wtO/9PvCpSWsuAyqBEuB7QA0ggG/puv4/Jp5TBvwIaAZuA0/quj48j3PJCF3XuXjxovR1J4unVClNQghqamqyNhilEk8y6OnpmZdAt1gstLS0AFMNRpqmJXtz58N0cdrT05NRlTdbZjNYWSwWFiyIz8C93l/FpXMB7IZBtjX0UuGc/dLpD7vY3SR/izyCnfI5howPdZ1lfHSIutbdacVpAotJZfeyKBhKqbQPsf9KCQjB6roRql3z+1AWQmAviUpvcxkLC4xZiKd4StMQMMTVbpVv7W9CR7BvpZvF9XeurY5eQVlx+rcgXQsSvPwfca7735hrPsR4z88z+vlHLxexul5+uMOLx5w8sCZusDIVqXzyHh+JlKa/2V+PrqvsbPOyvDm7qRk/OlTJkzv6kC32fnC6ibo9sZzXVY0qTTviLSrBAY3ON+IpTYO9o6z7tPwKJ0E7zhr517CqF2Oypk6LU1WVxi3xcxzzaXS/aUOlCEujj6rW2dvQltfem5fPigIF/jnI5tPnXwKXgRkNLbqu/znw5wCKojwM/Lau60OKopiB39V1/ZSiKHbgpKIo+3VdvwT8IXBA1/U/VRTlDyf+/QfzPJ85ef311wmHw9KjRdOJp2xSmlKRqzt9LiKRiLR1JxuMTpw4gcViYXh4OKeUpgTTxWm2Vd5MSPTbZnKM8ep3JUK08MrtLqzGMFVFbu5aHJrx/HBEoMfCUo8VoN+vYVHmNljpusBz9U3q2najGooQsdljU696BNVWP81VBpqr4n3IR9tNXOizYybI1llMVLNxplvlka25Jzel45nDlTy5Izd3emuDoLWhGyEEPz3u5PVLZcmUplfO1PO1fe5Z1x27+W1KlvwW9lX/L+O9r8EcLRYAZ7pqeeo++VvkPSNlLKyd+XpoqYWv18ZbHl45XsIvr1dgMQR5cns/1gwMRhFRgsMq32DlVoqpUeVUZG0VRmz7wmiaoPd7Op0HSokpIepzSGlKxZhPI2bKg8GqPYaxPLPeY6vLSPPeMBCm96JK5+t2hBKhZssYFttUoRryWnj4yU9LP94CBf65yOjTXlGUBuAh4D8DvzPHwz8J/BBA13Uv4J347xFFUS4D9cAl4CPAzonn/B3wJv8E4vTo0aN5ybyfSzzNldKUimzEUzZMjv+USTgcpq6ujsbGRnw+H11dXei6nlVK0+RjTPw++/v78/I383g8WfewqqpK00Q/rX+kjh+c78NuHGFVhZdFE23BR9rNbGmRb84447GzJ0ODVceZl2hZ/xi1rTtxX9o/62O7R6YarNRJJqrBgMYbV+ygGml2+lhSm4WJ0FTM4vrMH54p4Zht3uJJVVUe2TICjEykNNXx7sUIaxrNbF8+i5jXo4yc+0NKt/8Y+6o/Y+Tc7836cyJRgTrHAPdc6BsWOE1zV/UenDBR+YOC779djaYX01bdx+41qW+ezrYbWFjRL/lo4cUTJZiWyp/36z5iYsXHwlidgXhK02EzBr0YQ7l/wlyVG30nbDTsHEP2NTx200nTvuxFb/UKBVaMoEUE7qNm1GgJqjNA7fr4fNgmy1aaGpqlHmuBAv+cZFqK+u/Av4LZ24UURbECDwC/nuJ7zcA64NjEl6onxCu6rnsVRama/pyJ530V+Cow70qfz+fjxo0b0ueF9vf3p00zSkWqlCYhBPX19VMErtfrndMZnwtut3vGEHoZDAwMJP9GuaY0JdA0Lfk7DYVCeake67qO0+nM+fl2uz0Zz/qup4oTA2M4lR5iQmCzzF6tzAkl87mIPdffJhwcoHndY7OKU00T6CK9o73cYWTf8vgInPOdKgevOdFjIba0hGdN9/GPRqm0yx8Mf+GWSku5XPFU7lBZUBFg80fGGYsYkylNj2/1Uu6YeY5hzwuMXv+f2Jb+Npr/PKGOv0u79rOHy3h0k/ye2+eP1/LFXZmv67SpfHXCRHX8ahHf/EUjChEe3eSltvzOGoeu1/KNB+RXu48O1FG2Rv7rQY2UYHXGX78mi0rz7nhK01AypSlG2epg2pSmtOtOmgQhCyEEQplf37zRpLLgnriJargrRtdBB1FNY9dH75VzkAUK/Iow5xWrKMqHgT5d108qirJzjoc/DBzSdX1o2ho24Dngt3Rdz2qeiq7r3wK+BbBx48Z5NRY999xzmM3m+SyRklzFUyKlCZiS0mSxWKiqqkIIkRdxmvgZ+Vh3unhKl9I0VxJVYltfCJEXI1Q4HJZaPa6dmHXb11tCsP8UB666qLAEWDO/oQVJznbCkjI/mVaedKHRceYlFm/9NOaSMsZHh1I+7ki7kY2NmZk+VjUpgJ9wRHD0lgWhFOMs8rOhZeZjL/QW8/uP3UK2KHvneh1P3SdfPN0cqOS+dR1AjG0TKU0/eqecUc1BjX2ARzZPNVEFzv0eRsdynOv/Gm3kKtGhoynXHYk4qSr1ST9eoZtynuW6qTXKptYuNE3w7OFSfGEX5dYhHtvqR5mneEqFb0TQp0SQfXvp82hgS109Lms2UDY9pWmSiWo2es4LipvkG6y6jhooXyMvwaq00UBp4yjRjlo+9tBnpKxZoMCvCpncTu4AHlEU5UHAAjgURfm+ruupGlw+wcSWfgJFUYqIC9Mf6Lr+/KRv9SqKUjtRNa0F5DsGpnHx4kXpDeNCCCkix2q1Jrf9e3t7uX79On19fVRWVkoVkkNDQ9LbBCBe5Z1rokCqlCYhBFVVVTOeG43GK49utzvZ0yr7eBM3BjJRo4N88V4VCNDeK9h/xYEuNNY3BDNKaUrHQMjBmqbs5mTeOPYDWu/6Egs3fYLLb34z5WMiigOXzZfVuhaTys7W+JifrgHBgSsOdF1nVY2f6tL4OTrsyrwG4adCZDBGKxcCYwKzOnWr1VSk8pldEylNHoVv7W9E6LBnhZvWRkCPMXzsk1TsPkLpth8zcHALIuSessZNr061LfVNwXx4+4KZ9Qt6572O0ajyyXv8gJ+OXp3ffLqcuqoY52+qrFoo78btO0frqNkeRbbY81100LQnOOu6k1OagoMJE1UR1hYfFYtTi8RIn5OmPfLDM9SQA3ulfIPVipp7s9q5K1DgvcCcn5a6rv8R8EcAE5XT30slTBVFcQL3Ap+e9DUF+D/AZV3X/3LaU14GPgf86cT/v5TTGWTIqVOnGBgYkD5Cqquri4qKCqlrVldXEwqF2LBhA729vUkxOR+DUYJAIJCXLfJoNJqVS396StP0c0yIU4PBkJx8IBODwZAXg5VNvfPhs6haZVF1cEpKk5kRti7WsjIYhSMCRWRvsAr03aD3xiEWb/kUl9/6a5g24qt3OIrNML8P4cYKlcaKIEIIjt8yc7HfTv9AP5/YLf9e84WjLh5c6wHk3mA+d6SaJ7anN1gtrtNZXOdGCMHPTkykNBkDPLljgOHDH6V812FKtz3P4Jv3wqS/06vn6uY0WOXCeXc137hfrsFqQbXCqqUOvn5fB6+esvLOaxWY1FE+vqMfW/H8jv92zEmZZe7ZptmQSz++rTxuooIw3nMqnQccxAhTuyWcTGnSIgJBROqxAgQHNYRZvuANDansvvtx6esWKPDPTc6fzoqiPAWg6/rTE1/6KPCaruuT34V2AJ8BziuKcmbia/9a1/VXiIvSZxRF+RLQCTyR67FkwsGDB6ULU4i/OdpstrysGx9lFN8XnmwwyiSlKRX5MlhFIpGcq8eT07b8fn/SKHbz5k1u3bolXUBCvDKdj/aOXs9tdtUPMf2ymp7S9MZVOygGFpYGWFQ999/icLuZrS1hchE5t04/z9Yn/gJn1RL8vdemfO98j5PdrbNXnjJFVVW2LIoBPl4etXHwnJ1jN+Dutk62LZPTf9s/WsqC6txTltIxLqwZCTBVVXl4c9xgNBgQ/P1bNcT0IGuvfphHf/0NXBv/Ft+78e3VeJV3ZpvLfAlHBEZF/iQI76DAZfEBcP/6MaCTwJjgR4eqiepWFlX0sm9d9j/3yLUixiuDyL6h8J4y4GzL3WBVuzqeRKWFBd1HTKjCisEVQAuaqNkylvO66eg/ZWPBLvkGq4roWtat3iR1zQIFfhXI6pNf1/U3ibvqJ4vSxPe+C3x32tfeIc27kq7rg8CebH5+rkSjUS5fvixd6AQCASkD56fT19c3QzxNT2lKZ6KaDbfbnZeEJY/HQ91Ez+V8cDqdSYPSwMAAv/mbv4kQYopzXwbj4+N5qR7bjQFqSmc/zgqHkX2OuDHkzLSUprRjfgxWrDkarPrajwBQtWj7DHGqKPLFk6YJSiwKu5bGhcypK1W8fs5GqS3Ar93jpizHGNOeIYHTLH9L9HS7kUWV2Vd5yx0qX9kXf97RKz385z98nOKqHTyy/uvYBv+aV07a2b18ZoLVfPnRO+V8bGsPskXOSyfr+PLuqclYDqvKl/bGTVQnbxjjJipF45H1buozjPd95WYjtXvkVyKF30Hpxvm/Hu6kNAUY6oxx6VAMPVJC6eoRnNXytsoNGOfsdc0WXeisqt8pdc0CBX5V+EAkRD333HN5WXdoaCgvIiccDqddd3JK09jYWDKlKWGimov5uNPToaqq9FFPGzZsoKKigq6uLm7cuIGqqhQVFc17wH++xmiNjY3iILuM87VTUpos6AYL5SY/a5vv3M/d6o1RNg9RNjrcTXCok+pF27h++LvJr5+8BUsqAsgWOUfazWxaECTx1rKiASBIRIP//VILJquZtloPj2wJZCWMXzxex5f3TBVPMjjWXjNvg9XWtghbeQnr2sf40UEbPZfv4cy5y/yvr40g+3hHNTvlDvlZJULM7k7fsFhjw+K4ierHR0oZOu2i1DLME9t9aZ+naQKvriI7OiMcjBEzyG0TAECBlu1GateP4T5mInDBgTCN0LhtbhPVbHjPgbUlczNjpkQ8pXz0q5+TumaBAr8qfCDE6euvv47H48k5pSkdiqL8s84gtVqtU1KaOjo6EEJQXV09w2A0NjaWF1E2NDSUl633M2fO8PGPf5zvf//7SRNVf39/Momqqqoqp17UfBmsAgO3uW95bvGf8ZSmuMHodl/cRKXogjV1I9wYdrGvbX7DwPvaj1C//D5QlGTfqS/qZEOF/EpkVLHiSJF+YzKq3NOqARpdg3b+5B9rKSke59FNnSzJRL0oJumjfTRNAOnHaGXL2Pmn+MITvyQQvof/8rt38zf7G1AUlZ1tbtqa5r/DcrUL6p3yh+O/fsbC5kU9GT3WaFT5xN1xE1VXn87fHqhH1w1sW+Jl3aKpZrXvHirHte7OjYoseo5Zabhb/hzhwBU7TXuC8Skq23TAz+iQRmcWKU2piPbbqc2DwWqxcwcup0v6ugUK/CrwvhenHR0dyTSkXFOaUuHxeJIzLmWSq3hKZTCafI59fX15if8cGRlJ9ozKZHBwkPXr1/O9730v+bV4SlO8n6+rq4uhoSF0XaehoSHjv6OqqnNOFcgFl2lUinianNJ0+LqRKx0BitWinFOaAHpvHmXhpo/jqmnD571MMCxQY/Kz091DGnbj3D2hjeUqjeXxm6UXDzUQNZRQ4xzg0zv7Uzr83zhnZkOz/C3y546W8vA6idXYWIjglT/l749t57c+vwpj4JcAvHKihDevVmAxjPDk9oGMUppSceBiPU/d1yXveCe41lfFN3JIsGqsUvj6/fG/y2uni/nma5WY1TGe2N6Hw6pyJVSFrVx+hVPVTRhNcoMN0vXjl5QZKZlIaeq5oNB5wI6mj1O3NTQjpSkVkbBAKPJDGCJBwda2h6SvW6DArwrve3H605/+NGmEmp7SNB+DUSwWyzr1KBPmK57SGYyCwWBe3On56LkNh8PJv1mq9VVVTZ7jyMgInZ2dKIqCzWajvLw87bo+n0/6sQL097pZ4+xHpmhIzIz9xLYYKuPJlKYWp4/F2aQ0AX3thwGoXrQdn/cy796ysH1Rbgar2bjc52T30sy3slVVZdNCHQjiHzXyX55ZjNWqsm1pJ3evuNOneLWnOi/xn8MhF/WSR/uEvT8jHFpN+ZLP4D8ZF6cPbryT0vQPb1ejYaW1upddqzM3GOXLzDgWFhiV+Q/Hv29diPvoJBgS/OhQFZ4hA1fHfGxA7oijvqsxzLUBZBus3MdVXCsDzPaRWLNShZUjcRPVUQuGWDGKM0DdepH27+I5YqJuq/xrrdjfyp67H5S6ZoECv0q8r8WprutcunQp5fdSpTRlmmAUiUTyMhhetnhKGIx6enoIBoNZpzTNRXd396xiMFe8Xi+f+Uzc9TyX+J2c0uTxeJKzU+vq6mb0wfp8vrz0CBfFhlhaK392bEh3UOnwASRTms51xk1UiPCcKU0JxvxeRgZuU7VwK1ff+T/oqgWLSa5JRQiBTu7iyVliZOfSeIXpwvVy3rjgoLRkhEc3dVMkQTxNx90vKC2W37t5/HKM5U0jWOofw3/610HcqZo5bSpfnpTS9PRrjahEeGSjl5qy2X9vL79rZ98qj/Tj/dE7lXx8W/oxWtliK1b50t4B/tMvGlmwJkLH/hIEMSrWBrFXzv89J9zlommv/C1ygk5ctZndqBgtKs0740lUw10xOg/Y0XWd0pUBXHVTxbhBWDFZ5bWOJFhRe6/0md0FCvwq8b4WpwcPHmR0dHTWsUFzpTSlwu12J1OPZJIv8RSNRlm5ciWQXUrTXCiKkpfWBoPBkKweZ9Mnm5gYEIlE8Hg8U0xU+ao8aZpGSZZGqEwYDGiYmfkhvLopPgInHBEcaTcjDFZKTX7WN8++Xt/NIzSufJAbXp3KYj+yK08nbhlYURVAhuljWb3KMoJoms4ff6+GNa1FvHSshIc3jUj7+/3k9Ex3ugxOdtTym/ecRTW5MNd8iHHPiykfNzWlqQz/uJNy6xAf2+ZPeY6eQAWP1ndIPVaAsCjBaZPfx+rWi6leqFOxMN6i0n3MhO+cHd0yQsOW3AxGmpafGaRjfg1hyq39IJ7SFG9RcR83MXLZQcwYpGFHFL9bx1Amf/RZqNfCQ499Svq6BQooimIBfgmYievDH+u6/u8URflz4gmgEaAd+IKu6z5FUUzA3wAbAQH8y4mpTtPXLQN+BDQDt4EndV2ftTrwvhanR44cyWqe5fSUpu7ubjRNm2GiMhgM0t3p+RRPmnbnzj2blKbZCAaDeTFY9ff3U1RUlKwK5NI2YDKZkuc4MDBAZ2cnXq83Lz23fZ52Hlkyimwn7mm3nZ2to6QTTxaTyq5lUcDP7b4Y+684QAhW1waoLp25ldrbfoRFmz+JV1vA3U3yt8iDMQd1ZXK3yI1GlfXLi/mth25y3a3wrf0N6CjsXeHOzEQ1++p5MVipRIj0HSQW7qW46ZNpxWnyKIwqn7zHB/jo6NX51usNgMpdSzysbIlfX4MBgb1Ivsi5cEtlQal8YfqTU1aMC+/MIFVVlaYZKU1Gipv9VC7J/LpxHzFRtXEU2R9bvcetNO6c39a7qqo0bombqMb8Gt1vleC+OMbifTFkvzc0FG2iuWmh1DULFJhgHNit63pwIt3zHUVRfg7sB/5I13VNUZQ/Ix7M9AfAVwB0XV+lKEoV8HNFUTbpuj5dHPwhcEDX9T9VFOUPJ/79B7MdyPtWnPr9fq5fv56zMz9RUZxsMEpU4mQLU4hvSedjzJPb7U47fmmulKbZ6O/vz4sRKhQK0dTUlPz58+1pTaR36bpOLBajs7MTXddpbGyUciPgNI1iK5b74QOAYszYADXZRHXsppkL/Q5MeoBtS+4kUfXdPIKmaVgd1cQzL+QRGNMw6vINVl0DGourfAAsqddZUh+fuPGT43YOXE6kNA1iMWX3d9x/2sKWxfOP/5zOs4fLeGSjB3SVcNczWBd+BcVoR9cy24ZeUK3w1H3xrftfnLDyzo1KLIYgI2GVr+2Tt/We4JdXa/nGA+65H5glR/rqKd+TuhXjTkoTeM8b6Dxgn0hpGk+mNKVDjZRgdcnfIjdgxmiUV5G1Oo007QqBsAFjE+cYoXbTKJZ5RBgDxKI66xbslXOgBQpMQ49/4CbGwxRN/E/Xdf21SQ87CiRiyZYDByae26coio94FfXdaUt/BNg58d9/R3xe/gdTnL7wwgtSUoAmG4x8Ph8XLlygvr4en8+XU0pTOnRdz8uA/MQM1NlIZ6JyOBxpTV8Gg0F6lVcIkazGzqdyOp1wOIyu6ylNVCUlJTnHz/qGB2kw9c/7+KZzrhOaXT6yrbioqsq2xQLwMTSi8eZVGyhFNDr8tNLL0//7L/jEk49z/dXjUo/3eGcJdy+WP9rHPVbCpzZ4p6yrqiof2TI5pamWmG5mRV0vd6/MzBXdPlDNvnXyt8j9405qynwAhLp+SMmS38BS/1FCHd+b/YkpeGDjGNCBPyj4nb+t5DvGFhZX9bJ3rZx0qPh1Jr9v3j8q6FWiNGbw2NpVACPJlCaDKMFQ6qNu/cyWE583Cjb5vaZ9lwWWBj/SX7vHDJStHsFRbYRlI2gRgfuIBVUrAbuf+o3pTVSzoffU8ZFP/JrUYy3wgaNCUZQTk/79LV3Xv5X4h6IoBuAksBj4K13Xj017/heJb9EDnAU+oijKPwKNwIaJ/58uTqt1XfcC6Lrunaiyzsr7VpyeP39eesO4w+GgoaGBpqamnFOaUhEOh/NisBoezt7wkTBRCSHwer3JuaKNjY3Jc/R6vXkZx9Td3Z0Uiok3bhmtAz09PVO29KebqLq6utA0jfr6+qyq4tGgl/UrNGR/sPWHHOxpmt82bpndyN5l8RE4F7oUDlx1cPvoj9m09DNyDnIyqgWTUf5oH5s1MusHeDylKV4BPXrFxNOvNaEwzsc2e6lwpX5eMCQoUuSPN+roFVSV3LneokPH0II3KW76tZzEaYLzHRa+eH+QHcsHOXnDyNOvNQAaH9ngobY899fdc0ecfGiNF9m9x985Ukv19gjZXBN3Upr8DN0WdOx3oBObktLku+CgaU/6NpdcCbud+TFYjTlwVN9pczGaVBbcGz9HX/ckE9WKEVz1mX92tFXenZeduwIfKAZ0Xd+Y7pu6rseAtYqiuIAXFEVZqev6BQBFUf6Y+HDoH0w8/DvAMuAE0AEcRtLw6PelOD137hz9/f3JcUSy6OrqoqKiYkZKUyYmqtmYLp5k4ff7czZYqaqaNH1NNlGZTCai0ei8k5pSkRgHBfFqrizBrqpq2puHVCYqo9E4ZxyrEAK7IbV5ZT6EIwJFyM1OX9moUOkbwqgX8Z2/+R/EVCdOo5/1zblVbyZz1SOoK/EhW+Sc6lR47K7Mk5u2tkXY2tZJJCp49lAZI1EnVbYhHt0y9W/07OFKntjeh2yR8/OzDXx1b/eUdUNdP8TW9oeo5mrEeG5tBOe6a/jG/fGdjHhKU3cypckXdlFWPMzj231Z/x37R8toqZUvym5rLkotuYv/smYDZc3xFpVkSlPRCEKb/2t1OlpEEFPkG6xGhzSEKf3v1tVgwNUQN1F5ThoZueJEGIPUb4tinKVFJTSksvuux9N+v0ABmUwYnt4EHgAuKIryOeDDwJ6J7X90XdeA3048R1GUw8D1FMv1KopSO1E1rQXmzIx+X4rT/fv3SxemEBc5CfGUYLKJKmEwisVi1NbWZtzvOpt4yhWZBqvJJiqv15scSZVrSlMqRkZGpmzh2+12Rkbm/+HZ19eXUXvHZBPV4OAgHR0d6LpOeXl5yokEvZ4OdtYNIfsSOtJuZmuL/LmI5712dreOoqpx00Znf4wD1xyg66ys9lNblts8yu4RF3ta5Zt1VIuVhTnc/5iKVD610wf4uOmFv9lfj66r7F7uoa1JZ1zYcFjlm4BAnXGthTt/iH3ZH2NpfIKxG/876xUjUYExxQD36SlN33q9HiEM7FjiZc2iuW/oeoYETpP8dLAT7UZC5UFKJdyoTE5puvGmxmggRufrDooX+LIyUc1G92ETtZvkG6z6TtpYsGuMua5hVVVp2ATgJxzQ6Hq7BINuwlznp3r5zOdWRFezYc0WqcdaoMBkFEWpBKITwrQY2Av8maIoDxDvEb1X1+8YDBRFsQKKruujiqLsAzRd11PN73wZ+BzwpxP//9Jcx/K+E6fRaJTLly9jMMg1qQSDc0dIzpXSlIq+vr68Gazy0cM6Pj7Ohg0bMJlMyZQmyMxENRuDg4NTqryyxGk4HM66elxeXk55eXl8BE53Nz6fDyHEFBOVzeCntkz+5SMMVqyWmfGf80VXpvYIN1UaaKqMV6iO3zRxacCBSR9l26JIxi52TRMg5FeefMEo1fb5G6wW1sLXa70IIfjFKTv/8I6VSHiIcERkbaKajZ+fsHLX0pkJVtrIZaK+MxQ3fjIncfqP75Tz2OapPbfTaaxSeOq+6SlNo3x8Rz+24tTPe/F4LV/cPfu6ufDy9Ubq9sh/7Zpj5Sz+uB8YSaY0Ccap2ZJZSlM6DLESLI48GKyUoqxHZVkcRlr2jAPj9F2BztftxBinetMYVqcRXeisqNsl/VgLFJhGLfB3E32nKvCMrus/VRTlBvHxUvsn2iWP6rr+FFAFvKooigDcQLJvTFGUbwNP67p+grgofUZRlC8Rd+Q+MdeBvO/E6U9+8pO8pBYNDAxkLHKmG4wSSVROp3OGYMxFPGVC4ufJZrLBKnGOgUAg45SmdCSmISSQIU41TZtXz6qqqsm/TTAYpLOzE1VVMRhUGozyjVC3+mKU5aGidea2zpIyP6kMVqqqsmWxjqKMULpoD8+/coSYrlJn87GsfvYP2CPtJjY2yc9Ov9RXzO891oMs8aSqKg9uHKVzqJSPb+vlB29VE9WtLKvt4d5V8++V7Riu5EMbUxusQt3P4lj5n1EttYhwdhGso1EHFa7M+8YTKU2BsXhK07iwsriij/vWT20TEZhSxsTOB00TeISK7OakcFAQU++0CeSS0pQKn1tDscu/1rznBcUL5mewqmpToW0ETZswUUVK0ESYP/vLz8k70AIFUqDr+jlgXYqvL07z+NtAa5rvfXnSfw8Ce7I5lvedOD116pT0LXKYKZ4yZbLByOPxEAwGkylNqqrmxQiVL4PV4OBgyt+Bw+HA4XAAdwxGsVgsZUpTKjwez4z2ALvdTl/fnG0ps9Ld3Z1TD3AqbDZbsqXj3MnDlFebOXhZZWtLOOes9OncGHKwr02+WWcw4mRtc3zrvaJ5EyF/D6PDXcnvK4qKrgvW7v4SeqiHYfd5LruViSSqCJsWBHFYZ15TUaUEZ4n8ypPdjnTxFI/ajVFqV/nSRErTsYmUJvQoj232UFWa/c/0BwVmJf2uyrjnZVj5n7HUPcLYzb/JeN0bbqhz5NZ+4LDGU5oATt808s1fNKCg8eH1Hm70FLOhuSendWfj+0fLcK4dQ/ZMz55jFhp2zGxzmZLS1Bk3GIGOa2UAV+3cLSq+Sw6a9gRnrDtfor1OaiUZrIxGlQV3x01Ulf17KXXJ3wkrUOBXlfeVOO3u7qazs1N6v2lPT8+83emTTVQJg1FPT09ejEVerzeZeiWTYDA452zThJEoHA7PSGlKh6ZpMwxIdrs9o1aK2ZicNCWTpfVGHmjzT0ppKp5Iacq9104IAXkINRgLC5TYnZmTy3d+g44zLyXFaetdXyLQfxPv1Tfw916ntHYZw+7zLKtXWEaAiCY42l6MplixGQJsbImhqireoSglBvmGmqueGJta5Velnzvi4sPrPEw2bm1pjbJlWkpTZckwH92aucHox0dr+ORd6au8WuAS2sh1zFmK09fO1/HUfVMNVrmwbqHGuoVxE9VzR0v5+XEjD2yIsmHRuNQQgovBKuyV8mfdqpgxWmZvHSltMlDalEhpMjNyyY4wjVK/LXWLSt4CT8ICkaJHeL5ExnTuWf2o9HULFPhV5n0lTl9++eWch+7PRiQSoaamRtp6CYNRYos815SmdBiNxrwYrLJpl5hsokqkNMViMSorK6eYyiKRSMqtd5PJxPh47m/0fr/8LTuA/n4PK+0DgDIppSnK7T7B/ssO0AWr60aodmX3+z9208jquhFkX5JHb1nYvuhO5cnnvYy55M7sWkNRMQ0r7sd79Q1CgR5cdSumPN9kVLmnNZ5E5RmKcfCaE10X+EbCfGyj/DFaft3G1jb5lb3BsVIaq1IbtyanNN3ykjKlKR1RvXjOynnY+zIli38j44H88etBkSqejEaVhzcO4x+t5u5lPv729Tp0jGxZ1MOGJfOrfnf1C4YsYeRYI+/Qfz2GqSpAppMg4ilN8SSqMZ9G95s2VIqwNPqpar3zu3SfUCldcSfBShbdR83UbAlJX9cytIS9X3hI6poFCvyq874Rp7quc/HiRemzTSORSF62yBPiqbKyErhjojIYDOi6nrPBKFN3era43e60A/nnIjG7VAhBV1cXw8PDSYORx+OZUTVNtFBMjl3NFp/Pl5fqcVF0kGX1M19jU1OaTFzoc1CkB9g+KaVpNsaEg2qXT/rx6qoFi+lO5WnYe4mm1R/m2qHvAGAuKcVV08qK3b+BrbyZ7ouvpl2rrsxAXVkQTdP4v28befNGKYYJE5VJQhUuogmcxfOrlqfCOyhwWTK7WWmphadqEylNJbxzowKLIciT2/tniNCT1420Vs89Iirsfgnb0t/FXPMA4e5n53z8z07Y2bPSk9HxZsMzhyt4YnsvpXaVrz8QvwE4cMbC0/vrMTLKkzv6cFiz/zt+72QT9ffKv1EJdbhynkFqdRlp3huf89t7UZkwGEWo3TwKI2U46/IwYSJWjMUm3xC2vOYe6VXeAgV+1XnfiNO33nqL0dFR6cLM4/Ek533KZHh4eIoRKpeUplTky2CVOJb5oKrqjJQmt9uN3W6fYqJKTFqY702B9G07TaNEGZrzZ05NabKDYmSB08eS2tQVlaERDTPyt8jbewSVxVM/hAduHad26T3s+vI/YCp2Euhv5+gzv8u6D/9bBjpO4r70WprV7nCmy8gDqwWN5X4CYxpv37CBYqbONjyniWo2TnYaeerBDmSLnJdO1vHl3Z6s131gYzyJyh8U/PCduIlqaVUvu9fEDUbHb9VMbL3PTnTwCLHxfsy1H85InLr9FTy8WX6CVThmp9Q+9fW7Z22YPXQQDAmePVxJKFbCwop+HlifOn40FW7dSpVR7pa+0AQxXY7Qq16hwIp4StPNgwYG2n1gV3NOaUrFUIeG6pQveEM9Jh766Kekr1ugwK867xtxeujQobxUDA0GQ15GPSlK+m276SlNiQSjySlNqZivOz0do6Oj0te12+2Mj4/T0tLC+Ph4srWhrq4u2ZqRqzhNCF7Z9Lnb+fCSAJleNvGUpviH/PnOCYNRLMyWhWFsk6pwJ7ts7Gqbey5ittz0OdjXNrUSGRrp5dTL/56l279AaKQX96X9REJ+fvndLwDQvP5jdF98FW08fQUzEHWysTxeiXRYjexpi1eorrhJmqg2NgVxlmT39lJsK6LUno8KUdG8+iudNpUv7Y33wZ64HjdRxbQwI6OZmtcE4z2vYql5AD8qkP5aGh4RWI3yRc6VToUG10Da79uKVb6wZxAY5PwtA9/8RT0Q46F1HhZUp//dvXK6GLVF/hZ511EjlevlToIwmlSKisxs/kqIYF/CRAWu5YGsUppSMXLNQWMeDFYNps0sbE5plC5Q4H3N+0KcjoyM8Pbbb6MoCmazmerqainrDg4OSp+XCvFqbCbiaXpKk9vtRlEUTCZTyh5Yme70yfT39+clwWpsbGxKlTeR0jQ0NMRPf/rTnLf1hRA5tyDMhtM8mtK1ngmrmlQgQDgiOHrLTEyx4izys36BQFGLMtr6zwZNCBQ9tbivbN7EzRM/IhyMixVFUVGNZmLREAvWPEwo0EvvjXdSPjcYimHUU1fJ2upV2gigaYIjN4uJYqVE9bNp4dwVKvegxqJKX+YnmCEHzxWzsSW7EU6zsXFJlI1LuvjhWw6IxXh6/wLKiod4fPvsaWHj3lewLvg0RWWbiQ4dTfu4Z4/W8Nl75Y3RSnDwUh1P3deV0bqrWmKsanEjhOD5o05+drYMp8nHx+8aniHy3+mtp2KP3EQzAHXcjq1cft+4ARNG0ziuBu6kNJ0oYuSKI57StCOa9Y2MEAId+Ts1MU1nTWNW03cKFHjf8L4Qp88//3xyQHquKU2pyMSdnguxWCxr8WSxWJLH0t/fn6w0VlZWJscw5cudnq8Eq+nV2ERKk8vlorq6mueff57u7m4qKioyroTma4xWwD9MjWl+o60ALCaVnRMGo87+GN99R8WojuAdiuac0pSKozeMrK1PbbBq2fgktlvvcv3I3wGwZPvnGR8douPMiwx7LlFauyytOH33djF3LZk9wcpoVLl7afwcvUNa3EQFtFUEaKxIfbPXGbTyB/fJHwx/rbeKp/bJ3yL3R0r5Fw93AKN09en8zf56FMXAtkWpU5rGe19FFxrm2gdnFaeasEgNCICEwUrPWjypqsrj20eAEXqGBN8+WIfQi9jU7GVTq0YwJOhVYsju7A70aujF8qvHvZdjmOumGqxUVaVhczyJasyv0fVWPKXJUu+nallmvy/3cQOlqzLfUckU4a3lI0/8mtQ1CxR4r/C+EKcXLlxIvvGmSmmC7BOMsnWnZ4oM8ZQwUSUMRkNDQwSDQWlRopPp7e3NSxRsV1dX2mH9BoOBTZs2cfHiRQ4dOoTb7cbn86HrenI+bDryNUYr7HezcWUMmeKpqdJA05CD3Ut8vHvLzKUBe9YpTekYx06FI3Xlaaj7HOaSOzMTdV3QuOpBOs68SGikj7Jpjv0pGIoxGTNPhaotM1JbFm8LOdVh5PqQA4MYY9vi8aSJSgiBzRqRXnkaCwuMyB9v1NUnKCu+Mxy/sUrh6/cnUpqsPL2/ErMa5Intd1Ka9KiPyOAhLDUPErz4/6Rc99jVIlbXz/8GaDovv+vggTXzM1jVlKk8dV/cRPXGOQvffLWO41eClD0xBsi7qQIYOu+gabf8LfJx9+wGK6tzUkrT5YmUJiVC9cZRrM5ZPiqDDpw18qu8bRV352X6TIEC7wXe8+L0/Pnz9PX1zbiI0xmMUqU0paK7uzunpKO5kCmeJhuMLl68SCwWo6OjI+eUplSMj4/nxWClqmraauhkQ5Sqqsnf1+SUJqvVmpwCMP25+ajy2o2zb9vmQjgiUMQ4qqqydVF8BI4vqPHmNRuoJhodPlrrsv+ZAwENyywGq2HPRZbd+7Xkv62OaszWUtY/8h+wlJRx82Rq085Vd4yqYh+ZjvaZjKqqbGyJV6iCoRhv37CiKGZqSvyMx1Qe3p4Pd3olT2zrRbbI+dmZer66151y3fvWjQEdU1KallT2sW9dmHHvKzhW/xmqpQ4Rnnm+pztqeeq+TqnHCuAJlPNorbwpCLtWh9m1upP/EWvEfmWMrnM2+l0hKjbI+T0rutwxWhBPsBJkflNVtUyFZRMpTYfNqFEb2PzUb5raojLm0xAm+RMmwj6VXVsfk75ugQLvFd7z4nT//v1z3l3OltKUTsgoipIXU02+xFNJSUlyrqjH46G7uxtN02Y9x7nQNC0vW+TBYHDWqnTieKf3nE5OafJ6vcn2jfr6ekwmE/39/Xkxr/V6O7i7ZhjZpo8jN01saZ6aquOyGdm7PG4wutit8PpVB4hxtjaPYSvO7OefdtvZ1TpKOlE22HUGf89V7v/Nn2GyOBlyn+fQP/wLVt/3uwx2naGv/UjK53UHXexpnf9UAVuxgT1t8QrVNa/Om5d1lKI6PnlPF9U5pDSlIxyz4bTllrI0O4Y5xdPUlKYinn6tAd54hS/9wb/AUfsgoVvfnvL4SFSgIn+A+4BPYC+SX9U7f8tAa9UAD2wMAYNc6lB57WA93TEjYtUYjprcqqmeUzr2JQGkzyA9XETVplGy/cgzGlUW3BMD/Pi9EyYqHZzLApQ2Guk7UULDzhCyb4DKxlexad12qWsWKPBe4j0tTjVN4/LlyxnfZU9Paerq6sJgMMwwUQWDwby43gcGBigqkrsFBnGh5nQ6k/+enNLU3d2dUUpTKrq7u/OSYNXf3z9rL28mo6QSx5UwURkMBrxeL5s3b5Z7sIBNDdBQLt8YJ9QSbMXpTV8rGhRWTKQ0HWm3oClW7JNSmtKiGGY1WGnjQc699hfUL99LNBSgt/0wIhbl3ef+IP1zhEAX8mc41jgFK5ssrKyK8O2fN2MwF9NS2cMTdw3Pq3p24ZZKc2l6d3quvHaqmG2LswsJWLcwmkxpeu3nz+LtVijxO3h8uy/ZvvHs4TIe3SS/5/a5d2v5wi756759tYZvPOBO/nv5AsHyBV0IIXjhqItrl2x4iiI4t8WyalGJDTspWy+/39QQtWF1zu9G21lrwFkbN1F5TxcRvObAfWWQhnvk/m51XWdF7b1S1yxQ4L3Ge1qc/vSnP0WI3GbVWSwWWlpaAJImqkRK01ziKVemu9NlIYRI2aqQaUpTOhIJVrIxGGavPGUz5zRhohJCMDQ0REdHB7quU1ZWNu+5rADhcAi7Ij9Os6NPw5lhRctkVLl3wkTVNRjjwDUHutBZWROgrmzqJXy2ExaVBZhLjMSiITrP/mTK1xRFxWyroLJlMz7vZUb625PfO3LdyPoGuaN9AI532rh38RhGo8qOJTEgSJ+vmP/ww0rsJRoPrO1iZXP2ouKd63UZzSDNlpuDVdy3PjeDldGo8ok9xRQ3/zdO/Z//GzcYiXhK00jESVWpT+7BAjpmTEXyDVaKkvrmXVVVPrY9AAToGxY888s6vHoxIw2jlLXO/tqJjAliivweYZ8nCjZ5gldVVeo36PRc9LGgDLreLsaACVNNgJoV8w+BGfc4eeyLn5//gRYo8B7mPS1OT548KWWLfLqJyu12YzQac05pSkUqd7oMwuFwRutOTmnq7u7G5/MhhEhrMBoaGspLKonX651zokC6bf3Z6OrqYtGiRdhstuQ5+v3+ZBJVrucy3HuLj60YR7qLfMjJnqUjWa/bWG6gsTxuMDpxu4jLAw6M+ig7JkxUA2EHa5rm/iAuKWvCWGTB33sNRVHRdYGuC8IjfTirFuOsXsqF/X+ZfHxEcVBm92V5lhmgmjEap44iqnIZqHLF58O+dryGF4/bqLQP8ZmdvXNGhULCzJiHdpSQwKxmOts0NeM9r1Cy+Bu0LN/FU+X7Afj+QQvnb4zybSp5ckdvTilNqXjnkpnVjfKjYJ874uTBtR7m6j2uKlX59fvjP/+t82ZOvFFHlxBYtoxjsc1833YfNVO/Xf615rvopCkPM0gjPQ6a9owA8RaV/qs6na870ESEms2jWLOMME6wyL6dsjL5focCBd5LvGfFqdfrpaOjQ6qT3Gg0YjKZaGtrw2g05pzSlIqurq6UBp75kq3BSlXVZPU2kdKkKMoME1UgEMhLlTcajc7ZKpBLQpTBYEhWgyefYzAYpKOjA4PBQHFxcXLSQaaUmoNSojknI4QAPfvRPpNRVZXNC+MGI/+oxlvXbUQ0lUG/D5bOvW7lgg04q1s5+4s/RdcFRRYHzppWHJWLaFz1EDFtPClOe4ejWFX5W62XumPU24aZTTSsbwYIEgwb+a8/XoS1xMCGFjd71qZPMHrhqIsHVsubbZrg2cPVPLF9fgar8b430LUxLDUPEumNi9ORaCn/62tuxsbhR4cqGRclLCzv54ENmac0peJcVzXfuF++wWpgtIwF1dn1Ht+7apx7V90iHBH88FAlXZES+hwhytbfmQ9q0IsxWeS2jsi41lKhRQRiWo9wZasKrRMmqiMW1EgJ2ALUb5qjDWcSkTHB5qUPSj3WAgXei7xnxelLL72Uly3nyeLJ5XJNSWmay0Q1G6qqZrSVni3zMVjZ7fak6cvj8dDZ2YmmacmeVdlv6JFIJKMqb+J8MhWngUAg7bqTTVQ9PT3J9o2ampo5Xz8DfT2ssA+Qizt9No7fNLCqRt5cRGeJkT3Lwhy8XMSKesHrV12gjbOpeTRtStPIYAebH/+v2CsX4qhahMFoJhoeITjUhefyAQY6TyUfe77Hwe5ZDFa54h0tZU9rZqLXZlHZ2Rp3W7d3ufiTy004rKN8/K5OasunHlf/aCkttfLF9LiwJkdD5YwIExl+l6LSdckvKUq8zcVWDF/aO5HSdNuYcUpTKsIRgVGRb7DqGRK4LL6cn28xqXxhV/wcr3Sq/PyNOrpFEYOOIOZK+X8z7ykDzmVBZBus3EdM1GwJpVzXaFRZcLcG+PH3aHQddIAO9qUByhbMfs2bBxdx3xcelnqsBQq8F3lPilNd17lw4QKKIlc0pHKnT09pShiM0qU0pWJkZCQvM1P7+vqkRbYmBGkkEuH06dPYbDZ6enoyPsdM8Hg8yZ8zG4nKaabb+kNDQxlVeRPnomka3d3dyd7XxN93xnFEB1hWL/c1BhAUDmpK5TuodUMx61qiMJHSdLjdQlQpwW7ws7Flam+2z3sZoUXwXnuL64e/S3Coi/HRIbToGEx7reqKmpfRPojMR/tMZlGNyiKCaELwnVebUc3FLCjv4RP3DDPgJy/u9NPtBhZVyplBKkI9FJWuB+CV4yXc0zpzrNSqZo1VzfGUph8fdvGzs6WUmn08sWNmSlMqnjlUzse2yjdCvXiiji/v9khZt61J0NbUjRCCz32rBq3Zye1fBmnYnn1KUzqE307pRvmiV9VKsNjmfn9y1hhx1kyYqE4Z6brhJKaO0rAtgjFFi8ry2nvz0k5VoMB7jfekOH377bcJBoPShFmCudzpkw1GCROVpmlUV1fPOgB/cHAwL1vk4XBY+romk4m6ujoaGxsZHBxMVhorKirmXfk1GAwZjXpKTDTIVJwqSnZzEY1GY/LvODg4mDRRuVwuXC5X8meXIH8MkS+oYdLn17eYilu9McpNdz6EjUaVe1rj1RvPUIwDV+2AQluln8YKI7FoCC0awnPlACF/+r7Ek7d0Wiuy742diyPtJjY2zc9gZVTvmKh6/XET1U2vj996RP7f7Vh7rTSDlRjvRbXEp4N0+ip4cFN6g5Wqqjx5V9xg5B0U/O3rteiKKZnSlI4xzUG5Yzjt93NFiCJpwvHOmmBeYKdhTzylqfutElTdhLneR/Wy3Cue4WCMmGF+rRGpGOrSwJ7dDZCqqtRvBPATDgq6D1lQdTOmaj81q+K/z3CfmQcf/pT04y1Q4L3Ie1KcvvPOO9KFKWTnTp9sokrkwUPqJKpsxVMmaJqWF4PV2NhYct3y8nLKy8sRQuB2uxkeHs4opSkVg4ODyYroXCT6e30+35yP9Xq985pHO/0cR0ZGiMViGBnn4SXyIwlPdtm4d8kYssXejWEH+9pSi966MgN1ZfG/6+kOE9eG7KixUepf+g8IbfbqpS/qZEOF/MpTVCnBWZK54W0uqp0Gqp0hKspKGAiO8q3XqyhSpqY05YqmCUCewSoW7kUtcuIfM2ExZN67WVuu8vUHegE4cCae0mRUQ3x8Wy9O251zvN4NtQ75Y7QOnrWwqUW+wep7h8txrY3PILU6jTQnU5qUZEpT7aZRLI7srkXvsWIa7549ajcXAlcc8zJYWWwqzXsiQIT+6/EkKkGUxc1tLF64VOqxFijwXuU9J06DwSDXr1+XPmx9cHAwJwFpNBqT1ctAIDDDYOTxePIyzN/j8SQFskx6e3tnGKyyTWlKRTAYzHg8V3V1NYFAgLGxucfKaJomZRbr5HMcGxvjzJmTvFG0gLZSN21zdyJkjK6YZrjT54sQIl5+mgNVVdnQEk+iCoRifO/Z11BUC7UlsCxFZ0MwLFBj8itPnsEoNqN8wXvZI9jc5mFLa5TJKU1RvYTFlb3sXZvb7/25o6U8vG5ud3qmiPF4e8CP323ik9uvkYvI2bM2zB46GQsLfvROJSFRwoLSAR7aNMbrF+v52r6unNadjSu9VXwjDwlWl8aqsFXMvLFKpjRFBO6jFtRoCYrdT93GzMYHGjBjNOXWOpKOxI27rGJD5RIVloyghWMsF3dJWbNAgfcD7zlx+sILL0hPWILsxFM6HA5Hcram2+2mq6uLzs5OtmzZIuMQp6AoypwjmXJhLoNVOoNRXV1d2huG+GifzHtua2pq6O3tnfNxkUgkLwlWkUiExsZmXPWNnOmp4sxQEDv93LNwELs1923Gi106jU4/sg1WR9uNrG3IzvThKDbw6N0N1Cy+i58+/10OXnOhx8bZ0DSKy2YEXefdWxa2L5JfebrY52RPq/zRPkG9hC2td1z6d1KaBjh5w8jTrzWg6xqPrPdQX5n5zx4OuaivlNfHKsLx13ZMLc1oNNZsWC0qX5gwUV24beB/v1LLiStjPLBaoUVifsZYWGBS5N+odPTpDBePMVvDkNGksuCeCYORJ0bXQQe6ruNsi6c0paLvagxTtR/ZrzHPCRXXSvk7Knp/LV/8jV+XumaB9x4VsRt8efgjef0Zf57X1eXxnhOn586dk75Fnq14yoT6+noikci8U5pSkcl2dy709vZmNQEhYTCanNJkMBhmmJ7cbveUMVVzUV1dzdmzZ+d8XKYGq2zx+XzJavgdE1Uzz1/rwmYap97czeaW8axfh94xJ3szdKdnQ0i3U+nIXjxFw/Et5dZahdZaP5omOHLTTJQSStQAMcWMJR+Vpzy0uUQ0gcuafot8w2KNDYvjKU3PHS1l+IyL0mIfT2yfPYnK3S8oLfZJPVYx3suRI0dYsVBua9LK5hjtvQH2PRHk9C0nPz9fitPk54kdQ/MexP/M4Uqe2Da/MVqp+PtTjdTvimW8rrPOgLMuPufXc9JI8JqTmGGUhu0RjKY7a4S7XDTtnX/U7nT0ESeuWvmGu7aKe6SORSxQ4L3Oe0qchsNh+vr6pI+Qcrvd855jmgqPx8OCBQuSFcX+/n4pBqPJ4kkm4+PjOa2bSGkC0qY0ZdraYLVacTgc9PTM3duWmJogk3TbdkajkQXN8UQx73A1/3BhCJvqY3Otl7oMok0jmkAR8kf7DAY0zARzem54pI/2d3+Y/Le9tJYnHlqK1VnLsVPX+Okbp9mPjaVlfhZUyXmrOHXbwLJK+Qark51GnnqwY851jUaVj9/lB/y4+wXfer0OMLJtUQ9rFs3sgf3JaXnu9ASxcC9vn3ybr+5pI3TrHWnrAngDFXxkyyitjXdSmr77Ri2aMLGhxcuWWUxUsxGO2XDa5BvNPLqVKjX7VChVVWnYBOAnHNDoersEg27CXBegfKlOTJcftTvm1xBFuV1rsxH2K+zc/Jj0dQsUeC/znhKnfr8/L7NNASlRl9NJDPVPkBgAL4Sgq6srZ4NRvgxWMrbIy8rKKCsrS6Y0eb1ehoeHM07bSlQq59rWHxgYSLr6ZeLxeHA6nbM+prS0lNLSUoQQHHBXYe4JUW7o4d7FI2mdzEdumNnSPIbseYun3Q52zmOLXMQiOGtaWXbP13DWtKKNjxIc6uTupgd56KO9XHrzm/zy5Bjt1xwoYpRtCyNYTLm/9gKag43l8itPxbYiSu3ZHVd9pcpT98VvgvafKebp/fUUKaM8sb1vUkqTfHd6dGwwfg0Xzf46y5bBgKBkWi9vVanKV++LX0tvnjMnTVRPbO3N+Pd16bZCk0u+wepnp60YFo4w32vC4jDSsudOStPxv9Vx1UUZ82k5pzSlovdECY33hpB9Y+UKrWTz+h1S1yxQ4L3Oe0qchsNyjSQAo6OjeXG9DwwMpO3dVFU12d86OaWppKRkToORx+PJi5Cea4xWtiRSmm7dusXy5cszPsdMxenY2FheqsdCCEpLSzN67FQTVQM/uODFUTTGUpebFfVT20Q01YqtWH41B8WAcR43Ks6aVlbf9/v4eq5w6c1vEhrpJyZ0Tniq+NpXvsSCNY+wfvB/AX6CYcHh9mJ0g4WqYh+rGrPrnQ2GYhh1+dnp3UMxFlfN3aM8G/vWhthHB8GQ4NnDVYyLEvz+fvaulZ809czbZj71h59C8X1b6rrPHavls/emn226c/U4O1d3Eo4I/vGdCkKanQbXAA9tHJn1xvGX1+qljdGazKHeOsr3yH1Pr2xVCXc7qb13OOeUpnQYdBNGo9zdD13XWVm7U+qaBQq8H3hPiVOTyUQkEsFoNEqrHPb399PQ0CBlrcmMjo5mZLCanNI0OYkqncEoFotlLJ6yIZsxWtmuO9ko5vV66ezsJBaLUVtbO+NnVldXo2kaAwPpKzVCiLzcUITD4ZzXtVqtLGheBMDFvmrOXxjBrvRzV3M/gRC4iuT3v53r0Gl2zc/0UdG0gWh4hPOv/bfk1965ZmBZzRV6bhyiafWHk1+3WVR2L4tXqK57dQ5cdaCLKOsbgpTZ534rOXrLyj1L5VeeuoPF/No+OVvvtmKVL+yJm6j+7Q+qOX6ziHfbY3x4nZvGKjnH7R93UmntI9Qvt/9Y6OaMqtoWk8rndw8BQ1zpVHn6tUaEEDywxsPiaaET8X58+abDYEjQo8SQfXvp79XAGpiS0uTzanQeiL//ONpGKGvMvlLbd1lgaZBvsAp77Hz085+TumaBAu8H3lPitLa2lr/6q7/ihRde4Ny5c3i93nk3kauqKt39n6vBKlG5jEQiuN1uDAbDFBNVOBzOizvd5/NJT9sCUv59EueSSGlSVRWDwZBMaaqurqavr29WkdjV1ZXxCKts6OnpkXKjEh/xVYWmLeClG130e66zY3EMITIbgZMp/WEnexbMT+CERvooKY3/7lWjmSKzjYqmFrbuWs6iTZ/g/Ov/PeXzltSqLKkdQROCozfMRLx2itUAWxZq6c/RYMYkufIkhMBmjUpvcwmGBM3VMb60t3dKSpPL7OPx7ZmlNKWio1dQUTLEwOsbpB7v4UtFrGrIvnocT2mKJ1G9dMzJ/otllBQF+MRdg5iKVF485uL+1fKrx397qJaarePIFnvD5+w07ZkateuqNeKqnZTSdM2BpgZp3BZNmdKUirDbmReD1ULbNioqKqWvW6DAe533lDiFeIXqU5/6FJ/61Ke4cuUKr732GhcvXiQajWbdg9jT05MXh2R3d/e8xJPJZKKlJW6+GRgYSFYaQ6EQS5fKH9KcL4NVNBpN2yowOaVpsokqFArNuaWvquq806rSrSvzRsVoNNLQuICqIg9N5cPxSqOus6wqQGPF/H5OOCJQxPy3RPvaj1C/bA8f/v1f4r36BsGxcap1By6nzoWD/wv35f2zPt+oqty1NAb46PXHOHjVjqKqLC7zs6DyToXqqkdQWyJ/jNaZbpVHt8vfcn72cCVPbO8D1BkpTd8+WAcUsanFy4Yl2RmMfn6mnq/ucyNblJ3rruWpecwgVVWVj24bASycyzIAAHsQSURBVEYY8Am+c7AWgYnbnjCPbZN3nAk6NBcuq/ykNIX0UbvxlCadeEpTDPdhK4owTUlpSoWmCWLINzNGQoJNix+Uvm6BAu8H3nPidDJtbW20tbURi8X4xS9+wfHjx7l58yYWiyWjSmAkEsmLKEsM4ZdBQuQKIXj33Xfxer0IIWhsbJRSLZI9VDpBNglWCRMVwNWrVzl+/DgdHR0pzzEYDEof+wXxOFrZzn+AXm8H99YOT6Q0xfubT94u4tqQA4MYZfviCKYcqnBH2s1sbpn/DFItMsqZV/4L9vIWShtWcdvnot58geuXruPzXs5qrXhKU7yn9PRtA+3DTpTYGNsWjdMVcLG3Tf4YLUzFLJQ4zzPBuLDhsM50p9eW3zFRvXHOwjdfq8OozExpSotikD9GKypQJYqnCpfKU/f30jcs+ObPnHzz1SZUPcwT23sod8z/2E+0GwmVj+Ka/6FOwX0S7K0BMjFYWWwGFuyeMFFdu5PSVLk+SEnZ1I9F96EiqjeNIfvj0jy4iA99/lGpaxYo8H7hPS1OExgMBh566CEeeugh+vv7efHFF7lw4QI+ny9tH6Usd/p08iWeBgcHaW5upqamJueUplS43e689LB2d3cnzU2ZUlVVxRe+8AXgTtqWqqpYLJZkGtbAwEBebijC4XBe1rWpAerK7nxYqqrKpoXx6k1gTOPt6yXoqpm6Ej/LGzKvKgqDFZtFjsHKYDRjKLLQfuwH7L9iY1/b/MflrGsG8DMWFrzdbuZK5zBVVgOrJf6K/aNRKu3yB8Ofv6nSUt4/5+N2rQ6za/WdlKZx3caC0n4+tDG16esXp4rZsSS+Ra5aatCjI+ixmdVDpciJHs18osGzh8t5bHN6I1SuvHi8ln/9cS+mohHCEcGzh8oZidqpcwzwyOZgziL7J9cbqd0j3xwY8zko25D9DVDlUhWWjiA0QdcRM0MRG1gD1G+Jm6hUzYbVKf+zYln1PdJvVAoUeL/wvhCnk6msrOQrX/kKAEeOHOGtt97i6tWrM0xUst3pCfIlnkKhUHLdySlNHo+Hrq4uNE2jvr4+p+rfXKOTciEhKrNhslO/pKSEkpIS4E4SVSwWY3w8++H3c5GvG5WxsVEcanqR47Aa2TNhMLri1nn9ihPEOJsWjOIsSX9pdvTHKC2SV4VctOVTrNr72/zrzyxmSZkfmeOurBYViyr4zA6dwVHBgatOdKGxrn6E8iyz0qdzsbeY33vsFrJF2aHrdTx1f+atApNTms7fMvDNX9QDMT60xkNL7Z1juz1YxQPrOwAo3f48vqOfJDY2IU5VM4hxMBRTuu3HDP3yfiCznYeRiIMK13DGx5spAnNyeL/FpPKZXcPAMNfdCk+/Fp9SsW+lmyVZtGkLIfDoBuqRK07DQYHIYV7qZFSjyoK7Y4CfQJ9G50EHwcEwim0AkDu2LtRXxAMPfVLqmgUKvJ9434nTyWzbto1t27YRCoV48cUXOXv2LB6Ph+Li4ry501U1fc9TrszmTk8kJCVSmhJ9k5kkJ83HnT4bQ0NDGAzZC5x0Y6QSX+/s7CQcDtPV1YWqqtTW1kr5Xbvd7mRlViaB/k7uW5GZ6aOtXqWNQDylqd1CVImnNG1aOHMEzrVBB/va5PXrhQI9KKrKkFbJ6gb55peIYsdli+GywaLquInq2A0z4z02LMoIWxfNYqKaBbtdmXfy0XSEEOjkfqOyqiXGqpa4wej5o05+fr4Mp8nPh9YPYVbvVKQV1Uws5E7+27Xx2/iOfx5iIdQiFygG0Oe+Nm+4daptQzkfbzreOm9m3YLUr4Ul9TpL6uPn+NPjDvZfKqfEGODjdw3OOS3ge4fKcKwZRfa8X+8xC4075EXtOqqMOPaOcXu/FUOpRtcBJzF1lIZtkYxNVLNRq26kdfEyCUdaoMD7k/e1OE1QXFzMJz/5ST75yU9y/fp1XnrpJXp6eohEIlL7DL1eb17y7ru6upID/NMxPaUpkURVXl6eNp3J6/Um53TKZGRkJKMxWtOprq4mEAgwNpa+ArJ27VoAhoeH6ezsRNd1SktLcblcOR5t/IYiUaWVicucfih/OoxGlbtb4yNweoY1Dl5zogNtFQEaKwzxmwnJNxS6LggEAhh1uVGlAN6hKDbDVJezUVXZsTReoeoPxDh4zY6iqCx0+Wmpzky0XPXE2NQ699Z7tjx3xMmDaz3M17ilqiqPb48bjHqGBL//f8tZtdDCsavGeEqTHgO1CGJxQ5Wp4h4Uo+3Odr5igAxSjvZfqOdr+7qRXT2+7K3hqfs6Zn2Mqqo8siUIBBkMCL73Zi2abmZVfQ93r0z9Wro4WoW9Uv6sWwNmjJY8RO0CjRtV4iYqQfdhC6puwVjpp251bq8Roemsadwt8UgLFHj/8YEQp5NZsmQJv/d7v8fv/M7v8Oqrr3Ls2LGsTFSzMZs7fT5kK56mpzT5fL6USVQGg+FXZowWxMVpOqd+JBKZsvU+OaXJ7XYzMjKCEIL6+vqszsnvl59WBNDf72GlfYD5iJyaUiM1pXET1ZlOI9eGHLR3DvChtX5Arnnr//7f/8tdy4wgOefiQo+DPW1TR/tMptJhYK8jLlbOdBg4eM0JsTG2LxqftQrnFza2ts0dcZstg2NlLKiWOzKopkxl03IHT+3rSKY0fWbpECUVH0MdeI7i+scQUT/Wlq8gwj3ExvsyWlcIMas7PVfCEYFByU5AljvuJFEdvmzim682YlAifGyzlwpX/PjcA4JBcxjZt4H912MUVQaQPQnCfULFtexOgpXFptK8OwJEGLih07nfTgyNyvVBbOWZv+donkoe/Y1PSz3WAgXeb3zgxGkCVVX50Ic+xIc+9CEGBwd5/vnnuXjxIsPDwzlt90cikbxskQcCgZzFXiKlCZhioiouLkYIgdlslnmowPwMVjU1NZw5cybl9zweT3IW6mSmpjSNJWenms1mqqur5/yZw8PDeekRLooMsmyJnA9LVVVZ3zwxAmfcxfV+jWtDuaU0pSMUCmG1GBmTHcKWRZvL2gUAfsIRwdGbFoRaTIXFP8NEFdEETqv8jPOeIYHT7JO+7snrRpZUxoVbIqUpcvNrmDb/DNfWb9F76xDhtx/Etf5/oVpq8L37OchgTNgrJ+3sXOaRfrzPHqrg8a295FqN3b4swvZlXUSigh+9U85I1EGNfZBLPicNO7Wc101H6LaLpn3yZ5Ay4sTVkPrmtWKxCouDCE3QfczMcNiGXhygYevcSVStFffkZYetQIH3Ex9YcTqZ8vLypInq3Xff5c033+TKlSvJAfGZ4PF4MurzzJahoSEp4mmyicrr9XLz5k3q6uoIh8PSe29zMViVlJRgt9vp6UldDVNVdc4WDKvVmmxt6O3tnTWJKoGiKHkxWFmR3wc4NKLhMIW5uzUGjHPNq08YjCIZpzSl4nJ7H8uX3wuXXpZ6vKduK7SWZzbaZzIWk8rOtniF6mZvbOIcY6ypG6HSaeRkp5GvfqgD2SLn5RN1fHG3nKSpyRy/VTMj/tNiCKMd3cAAcPVWlDcv18KL3+CBNR4WNWYWT9ztq+DDm2bfes+FUc1OqX3+r19T0R0T1Q03/J/DJVTqzpxTmlIhNIGQbK4CCAc0hHHuvm7VqNK0I96iMtKr0XnQjqIbsC32U94y8xzDfrhnw6PSj7dAgfcbBXE6jc2bN7N582bC4XDSROV2u+cc1p+JeMqFfIinyspKxsfHaWhooLu7OznJYL7iemxsLOfqcaLKmUqcDg4OZt1+kFgvkUSVuMmor69P/j7dbnfaftz50Odp56FFAWRfXqe6bOxcOkZCPC2tVVlaG5iS0lRiCLCpJTuD0dkbPv77Hz7Cy5f+VOrxDkccrG+eX9vEwmoDC6uDCCE4dtPM+V4b7v5+nHkoPAmKck5+SoemCWDmoH7X1h8SOPt7aL5TLF8Ay1sGELFxXjrmpHrPy/zi777Iw2tvpDV8DY8IrEb51cKrXQr1zvTRwblyvb+YlgdVyhYGJ1Ka7HGD0Y4oxgwiV9PRddRIxfogsq+1nuMlNNydXdSuvdqIvTo+2sxzRqXrgIOYEqJu+zimCROVc2wF2zbeI/VYCxR4P1IQp2mwWCx84hOf4BOf+ATt7e288sorXLx4kfHx8RkidGhoSHrvJsSrsfkQT93d3VRVVaVNaSorK8PhyKx6M5m+vr6c4z/TOfUh3pKQi8EKpiZR+Xw+OjvjKToulwshRHL4v0ycptlHQeWMasJonLndOzmlqc83kdKkqCwun5rSlApNCBTkz+UNhgVqTJ7xRVVVti2O4R0aZGH16LxSmlJx8KyFjS3ye1ifO1rKRzbMrMYqBgsifGdL3rn+m4yc/yM+urWP8moju1aPJlOa1jb2sH351Orgc8eq+fQ9uW+9p+PgpTq+tq9L+rpv99RTsSf+2o2nNAUIB2N0v23FqJgpqvZTvSL7FhXDuB1bufy+cVU3YTTlHmxQt1YBAkTGBJ7DFlTdTFF5gIfW7sxLVHSBAu83CuI0AxYtWsRv/MZvIIRg//79HDt2jBs3biRNVMFgMC99i7FYLC/iyWAwzOh5mmyicrvd+P3+rJOo5hP/WV9fTzQaZXBwairPbGO0ssXlciVF6a1bt+jr68vJRDUbAf8w1abMDC3ZcL5Lp8npYy7RUOUysNeVSGky0j7sSKY0pTIYvdtuZO8++Sa+d28Vs31RdpWnTLg9YuUPHvOiTsy0PHDGwtP76zEyxpM7enFYc/t51/qqeWqf/C3y4ZCL2lTiSWgo6p2bXFP5DhRTKUyYoSpcJp66vwuAdy5Y+OartRgI8/i2eEqTJornHNuULWLiRkX2Ts1YWNCrxJg+F8RiM9C8Jz7nt++qTufrDgRRqjYGsbrmvh4DvRqiWH71uO+qwFwvx2Blst4xUbmPmvjQXR+f95oFCnwQKIjTLFBVlfvvv5/777+foaEhXnjhBS5cuEA0moeep3A4L4PhfT7frN+fbDAaHR2dYqKabZxVT0/PnK0Ps7F06VJu3rw5Q4h2d3fPKwErFYlZtJs2bULTtOTcVIvFkpGJajbCfjebVsaQLcr6xpzsac1u8P66CRNVMCw4cqsYXbFQafGxqunOh25It1NdLr86r6tmLPOoPKVCCIG9JDpFPO1ZG2YPHQRDgh8fqSQcs9Fc3scD6zNPjhoLC4zIH2/k7heUFqcejh8LdWOu+wihW9/BVLUHPRaiuPETaIEriIhvyhipu1aGuWtlJ+GI4JlD5VzsLKK0eAAhhFQh+fK7DvaulG+w+tt3aqjeOvu836pWFVpH0DSB54gZZVpKUyqGzttp2p1+EkSuhLucNO2VL3o3LttJU2NuO0AFCnzQKIjTHCkrK+NLX/oSACdOnODgwYNZm6hmw+v1pnSnzxefz5dxlTdVSpMQgpqamhkGo0gkknP12Gaz0dTUxIsvvjjje6qq5qW1ITFGy2g00tLSAsTbEhImqurq6qwdtUIIHMZAXkb76LHcbfQ2i8qu1niF6kaPzoGrDnQRo9kxhAUDSN5mvO6NUVXsR/Zon7NdKh/e5k75PVuxyud3z0xpemidhwXVs/89njlcyRPb5G+R/+R0HV/dm9pgFTjz25RuewbH6j8nOnyc4SMfw7bs32Cpfwz/ya8hwjNbDCwmlc/uGubp15rYtbx/IqVJZ99KT1YpTenoGSnn0Xr5UxBuaaW4rJmFRhiNKk2TUpq6DjpAB9vSEcoXTH1fVXT5Y7Q0TSCQP+83GhZsXHS/9HULFHi/UhCnEti4cSMbN24kEonw4osvcubMGbq7u+dVSTQYDNINVomqZC5v6Ime0ITBKFF9rKurQwgxrypva2srAFeuXJny9WAwmJfqcX9/P0VFM+MIEylRmqbhdrtRFAVFUaaYqGZd19vJjpohZKffHLlpYmtLSMq6i2tUFtfEU5q+fcDEoiYbrx2+xeaPCYSYf+8mQIffxd42+ZUn3VzMkvq5+2OnpzT97GwZTpOPj981nNLwFI7ZcNoGU6w0X4xpXzdivJfBN++dGLYff437T3xxzhUjUYHKOK0NOq0N8XP8ybvZpTSlYsAnsEuMxE1w9paBsbJRXDk8N5HSBOA+ZaDrxp2Upv4rCrYl2U+CmAv3ERNVG0eR/dFo7G/hQ599TOqaBQq8nymIU4mYTCaefPJJnnzySW7dusXPfvYzLl68SDgczkpoDgwMpBRP88Xr9eY05mkykw1Gw8PDdHV10d3dzeLFi3Nec9myZYRCITo6pvb89ff352yEmo1QKDRrlddoNCZ/7mQTlcPhmLUH2KoGaCiX+2EJINQSbMVyhGMCo6qyqNHOvlY/JQtr+Iu/+AtunBYsKIllnNKUCk0IdEkidzKBsSgVtuy23qenNH37YB1CxE1Um1rjx3jptkKTS747ff9pC9sWz2WwUlHN1RhKWlAMxejRYWIhLyLshTQmtWcPlfHoJi+Jaqyqqnxk68yUptUNPdy1IvMK4HPv1vKFXXfWlcUL15qo2z3/tqf69TA5pcl9MczCnXKPFUCNlGB1yX/9Lq+5V8qOWoECHxQK4jRPtLS08Ou//uvous7rr7/OkSNHaG9vx2w2z+nWHBsby4vBSgiR84D8VCRSmhRFIRKJ0NXVlZPBqK2tjatXr87oNzUYDNK37bI1WE02UXm9Xrq6uojFYjQ0NEw5x3A4hA35RqiOPg2nUb4b+WwHLCz1Ayp11eU88rXf5/k/+QHHLsVTmhQxxraFs6c0peLwdSMbGkeQ/dZyzlvM7z3WQ67iqaZM5an74mLxjXNmvvlaHUYlxOiYgd/+iHyXfvtANfvWpTdYqaYK7Gv+G5aaB4mFe9C1EQzF9QhthOClPyHsfj5ZUZ3MSNRJVakv5ZqTU5oOXTLzzVebUBnn8S13UprSoWNOO7YqV4QQeISBOolzSC02lbqtYcCM0TJO5+sOYno065SmVPi8UbDJr/iHBop44P5PSF+3QIH3MwVxmmcURWHfvn3s27cPn8/Hc889x8WLFxkYGEi57S/TnT6ZfBmshoaGMBgMyf7YySlNFosluVWejoqKCiorKzlw4MCUr3u93rykqHR1deVksFJVNXmO4XB4RhLVcO8tPrZidtNHLlwbcrJn6Yj0dfvDDtYsiG/jKmq8oqOLWDKlaSwsOHyzGFQL5RY/azK8V4oqDsrsPqnHCmC3K9Lc6btWj7NrdSfBMcFvfbuCv35tAY2lAzy4YUTKzVAwJDAbZq/yOtb9T7SRK/T+pAa4c70bbItxbf4BWvAGmu/0lOfc8upUlaQ2WE1nx/JxdizvnJbSNMCjW2ae4+FLJlY3yhfo3z9Shm2V/BmknqPmO7NDl4wgNEHXURPD43b04hEatmY35zeB74KDpj3yDVY1+nralq6QumaBAu93CuL0nxCXy5U0UZ06dYqDBw9y+fJlFEVJbvnkw50OcUNTrjNIZyMQCEyp8mab0tTW1gbA5cuXp3w9Go1SWyt/xJGqqsmkrFyxWCzJc0yYqAY8XYwtEphs8j7YhBCgyx/tE44I1EnxmMrE+kLcuXmxWlR2t8VNVImUJiFirKsfocKR+m2j16dhVeX3LV7zxtiwWP7W+6tnXPzxE0O01A5xqUOdMBgJHljjYWFt7mauZw9X8sT22Q1Wqqmc8d4DTBamALHgDXQtgGKcmUD/6vl6vrq3e9Z1pzMlpcmj8PRrDQgd9q7w0tYUbx04113DU/d1ZrxmppwfqcJRLX8KgqoXY7LcqcaqRpUFdwmSKU0H7CioEylNmX3ExQsC8gNPRExndeNuqWsWKPBBoCBO/5lYv34969evJxKJ8PLLL3P69Gm6urpQFGXe4ikV85lBmo65DFaTU5rcbjcGgwFd16cYjJYtW8bw8PCUZChN0/JSPQ4EAui63IHzVVVV9Pd52bs8ynm3hYhSgs0wknVKUyqO31RZVSM/aepwu5mtLWHu9C3G19dF6sp6IqVJE4LjN82c67FhUYJsXhTFOOkcz3sd7G4NIrvy5IvZuGu5/Mpe/2gpLbVxMb18gWD5grjB6MWjTl49X4bd5OfJHUNZb3ePCxu24tkNVrGxTiz1jxIbvYWIDKEYzKDrmCp3gi7QI74Uz5qfO31xnc7iOg9CCH52ws7BKxUYxTBaLDMnfTZ4BgVD5jAzJfb8GGgXmCrT3wDZq43Y98XHiHnPGOk84EAoY9RtjyRTmlIe7ykVZ9sIsg1WmreCx/7FZ6WuWaDAB4GCOP1nxmQy8fjjj/P444/T0dHB97//fdxuN6FQSJpbv6+vD7PZLGWtybjdblwu15yPm24w6urqQtd1SktLaW1t5cKFC1Me393dPe8o1VQMDQ3lpZfXGB1g9VID8ZhK/0RKkwNd12mtHKFpjpSmdASFk5pS+f2muqEY66TKk6Lc2dafDeNEShP4GQhovHnNgaIYaHb6WVSjouchalfTBI58DFofFtiLZv5uVVXlsQkTVd+w4Dtv1CJ0E+ubeti6bO7eybPtBhZW9M/5uMCZf4lt5X+kYt8p9GgAPRpALa5FhHvwn/5NtMDUa+LnJ6zctdSb8fnNhqqqPLx5FBjlr39mIxLR+earTayo6+XeVXJm0/7diSbq79GQfaMydtNB077Mxl3VroVkStMRC0bdgqE8QO2amY/V/Q5KN8qv+i8tuzsv7UkFCrzfKYjTXyEWLFjAH//xH6PrOgcPHuTIkSNcv349IxPVbITD4byIMiAjcTr98QmDUSgU4q/+6q+4ceMGuq4nK7v5GKMF8f5f+eJJo4ShKV+LpzTFq1Gnbhm5PuzAIMbYmoXByD+qYdLlV7Ru9cUoN0/9EFYmWkr0FAacdFQ4jOx1xLdsz3WofOdNBZs5yFhYxzpLhSpbTnQZ+PJ9bmSLnBeP1/L5OdzpVaUqT00YjH55Pm4wMhDmye09lNpTP+9Iey1P3dc958/XY2OMnP1dRs7+HmpxA4rRigh50LXUQrxjuJIPbZSfYKWYyvmdhzqAIY5eKeKbrzaiKhEe2+SlqnQemfe6lSqj3C19oQmEkr2T3mRVad4VT2kaaI/Rud+JQKNiXRBbhZFwMEbMkHloQ6aMB+CuNR+Rvm6BAh8ECuL0VxBFUdizZw979uzB7/fzwgsvcP78efr7+7OenZqvLfKxsbF5rauqKo8++iiPP/44v/Ebv8G1a9dQVZXx8fHk4H+ZeDyevAzz7/fe5EMt6bfe17fcSWk63G5BVy1UFfunpDSl4kSnjXuXjCFblN0YcrCvbarozbRymo7VC6B/3M6OZh/HblmIKcWUWfyslXA/ZCkxz+k0zwWRpTv9nlXj3LPqTkpTMGqn3jnIw5vuGIyEEFkJ/Dg6ItQ16yP8QYHFIH84/vVuqHPcaT/Y2hZla1sXkajg2cNl+MedVNuG+OhWf1Y3da+ds6A0yW/v6H7XSMXa+RmsKhYZYFEQoQnc75oZPmuj+/oAGz4bmte6qbAHl3PXll1S1yxQ4INCQZz+iuN0Ovn85z8PwJkzZzhw4ACXL1+eUmmcje7u7jkd87nQ29ubjDnNlba2NrxeL5FIJGkwOn36NGazmVu3buWU0pQOTdNmnVGaK46iIC7b3H8Hm0Vl97J49eZOSpPG+oYRyuwzn68rJozG3FOhUiGEgBQ3FIpqmGKGypaxsECNhbCYVO5tjZ/j7b4YB6440RGsqQ1Q6cz+rcY7FKWpTP5W61vnzaxbkNsWeSKlCYa50qnw9GuNCF3ngdUeTt1y8eF1HjJJxrKv+QvGvT8n0vf6nI999kg1v3a3/ASr1y/W8bV9Mw1WpiKVT93rA3zc9MLTrzUACjvbPCxvnrtn+5feBip3y33tAqhhO7YKOW0uqlGlcXu8RWV0xIbnsIqqG7Au9McF7DzRdZ0VtffOa8erQIEPMgVx+h5i7dq1rF27lmg0yk9+8hNOnTpFZ2cnFosl7ZugwWDIS89TIv5zPs9fsmQJhw8fTn4tMYe1qakpaaJKVGwyTWlKRSQSyUv12O/3UV2UvYt8ckrT0RtmIl47FiXA1kVxE9Wlbp0Guw/ZYuRou5HV9UGmmz5U1TCvwflHb1nYvuiOwQqgucpAc1UQIQTHbpo432vHrATZMs1ENRs3/SX80b7cZ5um46Knmm/cP393eluTTltTIqXJyS+OmwhHy/hE6eCcVdmxG99ERDJLpdL0YqmtEhC/1pQM3OkLa+EbtR4AXjlRwpvXyilWg3z8roGUxzQWFnj1GPO7bZ1JcEBDt+Sh9/hqDNfiEDUr4+fiOaPSdcCBpoSo3zqOyZrb7z3stfHopwtGqAIFcqUgTt+DFBUV8dhjj/HYY4/R3d3Nyy+/zMWLFxkdHZ1ifPL75ZtpIG6wSjUWKhtaWlowm81TRki53e5kdXOyicrv9ydTmpxOZ9ZBAm63OzmjVCbj/m42r4ySq3gyqip3LY0BPnr9MQ5ei4/A6R0e49e2yRfTId1BtdM34+uKakCfh3jXDRYsptRpRKqqsm1xfMzPYEDjzat2FNXIAoePxbXpK1RCCGzWaF7GaBWpcvsLVVVl8xI/oWgZe1cN8d034ilNaxt72L489e8lNto+fRVQjfH/VxSIhQGdE9eMtNXID3f42Qk7u1Z4snrOgxvjJip/UPAPb1cT0Ytpq+5j95o7VdLvHK6hcksY2a73gdM2mnbJb3MJd7lo2ntH9NatVYAAkbDAc9iMqhdjLPdPfD1zmq1bqamWb+osUCCfKIpiAX4JmInrwx/ruv7vFEX5c+BhIAK0A1/Qdd2nKEoR8G1g/cTjv6fr+v+bYt1/D3wFSLhF/7Wu66/MdiwFcfoep6GhgW984xvous6bb77J4cOHuX79OkVFRQwPD+fFCCXDYLV06VKEEFy/fn3K1x0Ox4zHOp1OnE5nMqVpdHSUWCyWcRJVPgxWQgjsxoA08VTtNFDtHCOiCb7/js7Ba2U5pzSlYjCgYSZ15clU7CQ6nltVqr1HUGXJbOu93GFkryMuDM93qhy85oRYmM0tIWzTqnDnuhUe2JSdeMqEZ96p4PGt8rfIXzpZx5d3ezAaU6U0hXl8S8+U3tmSpb+DCPcT6vx7QKG4+fMUudYioj4MxQ2Mtf810eHjnLhdy1P3zd6TmgtufwUPb87NYOW0qXx5X/wz5vjVuIlK0SN8dLOXm9FSHDb5Rj4VI6pRcvVYE4g06VUmi0rz7igQZei2oGO/A0GMirVB7JWzv+dEw4KNi+6XeqwFCvwTMQ7s1nU9OCE831EU5efAfuCPdF3XFEX5M+CPgD8AngDMuq6vUhTFClxSFOWHuq7fTrH2/6fr+n/L9EAK4vR9gqIo7Nq1i127djEyMsLzzz/Pq6++yvj4eNYmqtnQNE1K0tTSpUtxu92MjcUdvaOjo3Nuvc+V0pSKgYGBvDj/+3o62V45hOwK0eEbJh7fHMZhjac0HblZjK5aqLD4WT2P+4FT3XZ2taVOv7GVLyA4mNs2902fg31t2Zt14oYwP+GI4OgtM0Kx4jL5Wd8c/75mLKatSX71OKjZKbUPzf3ArCnCOE08pUppqnMM8MjmEQwlixCRRNqTTlHpRoy2RYQ6/4HihieJDLxDqP8YSIz+TDAYEFiNcnp5N7VG2dTahaYJ/vJlFzf6Rqk4rNCwNSbtxq3nLJQsCiD7hqLriJHK9XMbrMqaDZQ1x9+fuo+Z8J2zo1tGaNiipRTMxv5mHvrs41KPtUCBfwr0+CDwxBt60cT/dF3XX5v0sKNA4gWuAyWKohiBYuKVVSlvLgVx+j7Ebrfzuc99js997nOcP3+e/fv3c/nyZYQQ8x7E393dPe/kJoPBwKJFi3j77beTX+vr60tu42dCqpQmIQRVVVVTemzHxsbyUj22KoGc55fORkwtwWGN939aLSq7EilNfYIDV53oeoy1dYG0KU3pUFRj2l5PW1kTfbfezfpYNSFS5r9ng8WksrM1Cvjp6I+bqEbHwlS5eue1biqudCo0uuQnTb1+xsKmhekNVpNTmq674ylND5aZKNMNJPcJRIRQ97OEOv4Oo2s1oPDjw6V8ZIMH2aLsuWM1fPZeub28RqNKqKSMtV+IMNov6DzoQNGVrFKa0qENOqhZI98Yp0bslJRl3vqkqipN2+ItKsFBjc43bKgYKW72U7nkznvBsuq7k4l/BQr8ClKhKMqJSf/+lq7r30r8Q4mPbzkJLAb+Stf1Y9Oe/0XgRxP//WPgI4AXsAK/ret6urv/X1cU5bPACeB3dV2fNYu5IE7f56xatYpVq1ahaRo//elPOXnyJB0dHbOaqGbDYDDMu9+0ubkZk8nEtWvXpqyba6UlMY1guomqtrY2L0aocDiEXZl70Hq2dA1oONJUtBZWqSysipuo3m1PpDSNJE1Us3G+U2eB008qMaIaTFiddQQHs9/iPXajiHX1I8h6G1lQaWBBZZC3r6s018LT+xdgL/Lz8buGZlQlc+HgpbqJLXLJ47n6qnlqbWa/vyX1OkvqPZTUdnFrYDk/PLiEqnIbn93gmpIKpahGfOMuasvl940L3SKlVWTKmkLgEUZqVQ17tYp9IrbUc9pI1wEHMXWMum2zpzSlIhIWRJE/g9TfGwVr7oLXVm7Eti/ea+s9b6DzgJ0YYcoWR7n/0U/IOswCBfLBgK7rG9N9U4/Pw1urKIoLeEFRlJW6rl8AUBTlj4mnzfxg4uGbgRhQB5QCbyuK8rqu6zenLfvXwH8kXmn9j8BfEBe5aSmI0w8IRqORRx99lEcffRS3283LL7/MhQsXCAaDGYtNn88nZTTK0qVLAZL9pj09PVJaD6abqE6cOIHD4WBoaEjqGKnh3tt8dNlUd7oMrgw42fP/t3ff0W0eZ6L/v/MCBEEQhQR7FdV7b7SqVS1H7rHlEpfYcRzHSTbJbrLZ3N275e7dkmR/97f3nl2v7yZxEifZuMa9qFpWr5as3gt7ryAJgsA79w9AEiWCJECOZMmazzk8IoEXw8GIJB7MzDPPqNY+27UaBnNGRqo0tV5KoipKaWZ4dvTZmpoOD0sKo78QJ6fmIQwDX0P8y/p+nKS7B7/F40puj5WHFvgAX7hK04YcTBKZOqSC2aMHdqqAaZoYQipPsGr3m1hF/IfNd5x+nlHT/p2/+tlqpEhgx8bXWPfOp4zNSuS2/B1UVtXgTepzYmFAdhxNYEKu+gSrl3em4JjQc4k8dypAC36fScU2O4ZMJCGjlZxJsbVbsT2RvOJOVP+uNR50U7g4+jaXeOVMBGgl6Ddp3TWCcWNifHKadh2LJDxtBFYAh4QQTwB3AEvkpTrgjwAfSSm7gBohxFZgBnDmirYuLoUJIX4OvNff99fB6U0oLy+Pb37zm0gp2bx5M1u2bOHkyZNYrdY+X7ybmpqULJGfOnWKd955h7a2cOJEIBBQvvTu8XjIy8sjLy+PysrKi8v++fn5g97akJLouyozT9KML3hKd1lYOiZSpanEEkkw6qB4qP/iMT/+gAlm7yUpnWnhYD7emdPa5iBJQv3RPqeqQ0wturREnpl6KcFo08FEXliTiyE6eKC4utcqTdG8s8vN0glXIcFqWwar5safYGUG6mja8TBW1yhkqIMR7ecZsRR2HLPxv365g91HWvmnJ5ribrc/+0tzeHb54I/RutJnLTl4sntPhLI7DYoWX16lKUSQjEiVpt5YZRI2h/p9t0Iayt+oGDbBHUv1XlPtxiWEyAC6IoFpErAU+IkQYgXhBKiFUsru78ZLgMVCiN8RXtYvBv41Srs5UsoLf9jvBQ5dec2VYn6VjuxD2AOUSynvuOK+HwJf6dbmWCBDStkghHiRcLRdI6Wc0O0xU4AXADvhaeLnpJTxb3zTBkwIwYIFC1iwYAE+n48333yTAwcORD0q6sLyuIo/6CdPnrw4a3q1Klj5fD6klL0mUdlsNrKzs+Nut762itHJtcRy0Ho89p61MCG7lYEmWIWTpSIJRmfsmEYS3sRmGtsTmT20g96CHKc3/KYg3pnTzypcLB6tZuapu7pAMk9PqIp63+VVmtJp63KRn1LHyhmt/f5cVrSkcU+e+ipLHcFk3I7YzivtySTYeuyyW4rHBCgeU8q/m3msPwDNgYFVaYom0GVi0PsblYGqbTKpTfAT69vL7lWaynbaaPzMhZnUQsEVSVQNZ0MY3mZU/65VfAqu0S2oTmYMlqdz33NPKG1T066xHOA3kXjPAF6VUr4nhDhF+HiptZHV0x1SymeBfwd+RTjYFMCvpJQHAIQQvwBekFLuAX4aifkkcA74Rn8diWcK6bvAUaDHWT9Syp8BP4t06E4u3xT7a+DfgJeueNhPgb+TUn4ohPhS5Otb4+iPppDT6eSxxx4D4MiRI6xevZqjR48SDAZJSEigvLyclJQU5d+3rKxsQEFif+rq6nrMxnZPoqqtrb04m5qRkRFzyVQRqGPCSPVVX1pCbmbGkZzRG7vN4NYxl6o0bT5mEiKZybmtUas0OdOGEAx04G+Nb6lXioHvEe5NMGjiSur/GKJwlaYGoIFjJQYvrCkAJMsnljMir+f/TV2TiStBfULNobMGQ70DS7CyZSwkIe0W2o79c4/7PtqbxIKx1UwsCtK9SpNEsCjGKk3RvLbNy32zKlH9huLFnQXkLoj/vF/DalA4N5xg1FobomSDE0NaSB7RTNpQC74zHgqXqH9DYTZ58E5Tv5d3pHceTqdTebuadq1EAsupUW4f0cv1PsLHSUW77+lunz8Wb19iCk6FEPnASuAfgD/t5/KHgT9069QmIURRlOsklwJdD6B+zU0bkHHjxjFu3DhCoRDvv/8+e/bs4fTp03g8HuXfS0WCVTSG0feyXUZGBhCeES4tLaWhIfxeqq9KVKZpkizUH0PU0h7Eaqo/GxIkc0dZmTKkjZ1nEjlY7SQRH7NHXKrS5PQWxj1ruv88jPQ2o3rmaW+JhSeWlRBPkDOm0LxYpentnR7WHvbisrWwau6lKk1v7MrhyUXqg7ItJ3N5dnnZgB6bmLWc5JHfjxqcnmvIZMX0S9ssLlRpMk2TD/a62HgiHYe1lVVzoldp6k1rwEN6StOA+tuXUpykWwf38+vKsOBaGk58qthvcG5tMuUnGsm+xTLgKk3R+H0mQaH+d62zFeZNvEt5u5p2s4p15vRfgT8HXH1dFDmEdQXw7Rja/B6wWgjxL4RfNeb00uYzwDPAVTkSSOudxWLhrrvu4q677qKqqoq33nqLw4cP09raelklqoFqaGhQPvsG4QSrWEu2GoZxMYmqtbWVkpISDMMgOTmZtLS0y66tLj/NbUXNqN6qvfu8k/kj1Ve/OdngYVnkbNNbRoSTqLpXaSryNHO7d0jc+03r/W6mDFE/E2lzJJLtHdgYGIbBvbe0Aq3UNV1IorIxpaCKkEzst5xovEzTRA7iGC3DlobZ1dTj9pZ2k0Qj+myhYRjcMTNcpamx1eR3m7MImkmMzalm0aS+l+vPVEqynOrfWG04ZMfM6zuJL165UwSl2zsYexdU7LBjSPuAqjRFU7krkYI56hOsnK1jmF+8RGmbmnYz6/dVVghxYb/oXiHErf1cfiewtY9zrrr7JuHl/zeEEKuAXxLefHuZyPlb/wkwY8aMga1naYOWnZ3Ns88+i5SSLVu2sGXLFo4fP05CQsKAA8yWlpar8oYjEAgMaKuAy+XC5Qq//6qoqKCsrIxgMEhubi42mw13gg+vS30OoTRs2Kz+/i+Mg2maYPb8dbmyStN//PoN2mpPMjRkxjQL5w+YCFNtXwFqmoLke9VkkaenGDx7WziJ6vl37Zyr6+D/rsni/uJK0txqgpI3tntYMamCge6HNBwFhNp7Vn56bVsmD86tob/gKdVl8EykStPO49bLqjRFC/BXH8jlG8vK+203XhvK88lcrP7nQXS48BaYeAvCW1Tqz5jhJCoZJH1q/1WaemORSVjtahOspJSMz16o5CQTTdPCYvkNnwvcFdkXagfcQojfSSkfjXLtQ3Rb0u/HE4T3sQK8Rrg+q3adE0Iwf/585s+fT1tb28UkqniPg1KZYNVdIBBQUsEqNzf3YnsVFRW0t7eTapahetb0SFmIPGcTqoOG3WetTM7tO8Fq5rgM7v3xX7Ll5R/x25ftmCLpsipN0Ww7Y6d4qPpjtE41OfiLJeqX3rFl8tMnw0lUr20NV2nK89Rx58z+k6j6UtfmZWjOwE8rsCTlE/Kd6nF7l0zGmRRfv2aPDjI7UqXptW1emvwe0pMb+PIt4SSq8Cyv+ux0f8CkUpoUKG0V2hqCmImXzx6nDbOQNiycRFW+q/8qTdHUnQphy1SfYOWvSuaeR3QilKap1O8rrZTyx4TrqBKZOf1BtMBUCOEBFgLRgtZoKiLXbwQWAyf7vFq77iQnJ/Poo+H/7mPHjvHRRx9x5MiRi0lUfSkvLyc1NVV5nyoqKi5m56tgs9koKiqiuuQQ0zJg/XEn0gwxNa+VtDirNEVT4Utl6Rj1S+S+kIvMlL6TPi4cIxVsr+LW0eEZqpI6k/XH3EgpmZjTQlbK5cGtFHYc9oDy/rqS+y8mEC9/wMQqwsvddtuVVZoKMKVk2YQKRscZXVU1mKTYB5dQY3EUEKjdeNlt+05bGZ4x8Nljq9Xg4QVNQBNnKyUvrMkFLBBsZPGk3itYDdSLW7PImN2B6r3HdftcFCyMfhKEYTUomBOp0lQXqdIkrDiGNodPAehD+1kPhcvUJ1gNSZpNTra6vzmapg1iGkgI8SyAlPKFyE33AmuklG1XXPcHwln46UKIMuBvpJS/BL4O/O9ITVY/kX2l2o1pzJgxjBkzhlAoxIcffsju3bs5d+4ciYmJvS53Xa0EK5vNprxdT0IrI3OsjMzxETRNdp5KpDOOKk3RBIMmQqoP9Jp8QWyy/6SPi8dIddtzWphuUJjuwzRNdp+1cbjWhU22Ujyii/M1kjS7+kB6f4lk6XT1+ZCvbEnjy8U9Z2PDVZrCSVTv7nax/mg6ydYWHpxXH9P5tW/tzuXpJQMvKyqsbowET49l/Z2nswecYHWloTmC53LCR3J97+cZCFs6W0+08eDc2rhnZntzKuDF7VSfXCSwxjQb6ky/vEpT2QY3XXSQV9zZI4nKDJqEGFgBh74EO02mFS1X3q6m3eziCk6llBsJz3R2D0ov3PdrwsdGXfmYh3tpawswPZ7vr13/LBYLd9xxB3fccQc1NTW8+eabHDp0iJaWlotZ+e3t7VflbNP6+vqrUtO6uuI8xZkNXAhGrIbB3FHhBKPalkiVJmEwLKWZoVmxf/9tp23MKOxZVWew9pQ4uXVU/wlWzrQhSNOkrbFnQGQYBrOHh4AmGlqDbDzu5Mj5dm6fbPbbbryCliQmFKmvNNUWdJPm7r3KkmEY3D07nGBU32Ly0sZsgtLOxLxq5k/oPcHIJGFQ5VSt7jEABH2XFouCQROuQvDU2GoybUSIxxeV0OwzeXlLFgEziVFZNSydMvC9osfKBK3u9p7nCg5S1UFwDGki3tnYcJWmFgJ+k4odiVhCSVjTmsmJJFGV7bSSMU3975pRU8idj65S2qamabpClHYVZWZm8o1vfAMpJdu3b2fTpk0cP36cqqqqq5II5fP5Lmbeq5QkmhmSHj0YyXBbWOoOF8zYf/5ClaZ25gzv7HcWrksk40lWH5Bg2LDGkGDl9BbS3lKJGep79tbrsnLr6HYgmUCogw0nPMiQn9lDO3DGWSv9Sj5/iFRn06DaiOZkGeS5Yz8cP81t8Mzy8JL6tqM2nl9dgEGA+2ZVkpl66Tl+fCCR6UWDWyK3uscDEGw5fPG2N3akcufUgc/G9uaNHVk8ujBcwcrjNHg6kkS152RCJImqi3tmVpCTFt/3ffVwITm3xn+2aX+CtW6yFw98dt5mNyi6tQvoouGcyfm1biQmHc1BCueqf7kbm7lw0BXnNE3rSf9WaVedEII5c+YwZ84c2tvbefHFFyktLaWysjKuJKq+hJM+1B/m4Pd34CS2g9anDIFoVZqmRImXK+q7cBrql8gPlkoKPU3EEjQ404bgq4/tjNNdp61MzvOR4bYwPvIcd51NJGQ48CS0MKUwNKCtDZ9V2Pj+3eqDsrWHLpxBGn+7c8YGmDO2lECXyStbvLR2XarSdLQyi+duG1z5T6t7HDLUQch3qfx0Y0cKeRnqD4YP4oj6JmnGyC5mjLyQRJVKkz+FNEcj989p6vf/0TRNykIJ5BpqZ7uDfpMg6jL/vUUWvEVtNFcHqP1QULo+HTOhlYI5sSdR9aWj3sKyxVHPH9c0bZB0cKpdUw6Hg29/O3wM7vHjxy8mUQUCgUHtFS0rK+txLqkKjdXnuXds7+U/o7myStP64x5MM8SUblWaDtd4WDLaF1e7sahp97BkdGxBrzOtkIqj62O6tkO6yHBfCp7sNoMFo7uAZkrrTTaccIOUjM9qIsfbdzLcZX1wWuI6SD4W4Tcqgz8JwpZg8NiiJqCJU+Xwfz7I5cApH8fGCsYUDvyNkNU9nmDLMSC8taW81iQ1qWlQfY1m93Er43Kil4K92BerwcMLmoFmSmsk/3dtHlIazB1ZxeTh0YPPV3en4hivfom8fEci2bPUnwTReNDD9MfbMIxm2hqClGx0YWAlaUgTGSMHvg0oMzSVieN6FNPRNE0BHZxqn5vRo0czevRoTNO8mER15swZ7HZ73GcGCiEunlGqUkqiL6Ykmd4UZVooygwnGO08k8ihGic22UIwZKo/Ritoghlb7XSrzUGSKzOmmdP6liB2es9yLkgzKEiLJFGdsXG0zk2CbOOW4YE+92aergoyoWCgdel79+5uF0snqs1OH5EHKccD/OypOrYfd7HhWDoOSysPza+L++cjwT2OQO2mS/3dl8szS9XPHu89n8Ozy3uepdqbgkzBN28Lj9uafQ6eX5NOotEziWp/UzYp09QnQllMB3an2jNIAYxupXaTvVaSI5Woqg4alKxzEaKTnGI/dmfs42+akol5i5T3VdO0MB2cap87wzBYuXIlK1eupK6u7mISVVNTU0ylTX0+39VJsKqrZqSjVklbhnGpStOGQ0Fa28LHUhV5WhierSYo2XrKxuyidmJJJrlwjFRr/bl+r/20zMWiMdGP9unOMAxmj5BAM81tQT456QTDRr6ridG5PR9b2+Xka1Oq+/3+8SpvTufu2fFVvYpFe9BFmrvhsipNv/0ki64YqzQBCKsLi6OArm77TcGq/I1KOMFq4CdBLJ/aznJKaGk3eWVrJp2mg5EZNUwb1k6t1a/8bNP68yGMVPXbXCr2S5zDo5fazZ4oYGIrQb9JWSSJSniayZ0m+/3/6Cr3ct839dmmmna16OBUu66kp6fz9a9/HYAdO3bwySefcOzYMazW3l/Aa2trr0oilOisZdII5c0ibWmsmtAM+DhYYkSSqDooHuof1BK3aSTjTIotwcqZVgQQW+lSw4I1zuDJk2xlyVg/4OdouQgnUZmdzB7ShjPJQtA0cSW1x9VmLOpbTJwJ6oOcI+cEhamX7z1OdRl8/WKVpoR+qzRBeL8pQLDlCABr99mZPUJ9gP7aNi/3zBh8UQO3w+BrS8PPe98ZK995MQvLcCuttZ0DrtIUTdspN4VL1M/GBus9eKf0/fNg7ZZE1VhiUrrehUSSMqGFlJzoW1RGps67Kis1mqaF6eBUu24VFxdTXFxMR0cHb7/9Nvv376eioqJHEpXFYlE+82SaJsmi92OIBsrXEcJiXnoRnlgIF5OozoarNPWWRNWX0roQHmvsQVnGkOmEgp201PRd++JACQxNiT7zFKuxeYKxNBMImuw4nUhQJFNWVcPfP95/mc54vb49mycWVSlvd+Ox3MgSefR2Z4/uYvbocBLVa1u9NAc8ZHSr0nSB1TkSgKDvBACn67JYNlX9LG9zp4dsb5PSNqcOC5I2zkvqgtaLVZrMxFYKigeXYGSaJuZVSGYMtJuYoiOux6QWWkgtDB91V747kdYjLkybj7xbui5uUen0SeaMu1N5fzVNu0QHp9p1LykpiYceeoiHHnqIU6dO8cEHH3DkyBE6Ozupq6vD4XAo/55VZWe4ragJ1b8iO846WDCqZ4KV3WZcrNJ0IYlKmmakSlP/fThW52bJqNYe7fYma8Rc6s7tIRTseym6tsPNkkI1M5E2q8GC0UGgmddbXPzn2lScSZ3cNbOU0flqgpMQ9kHtEY4mvGWk/6VeCCdRfeXWJsJVmuCFNXmAwYLRlUwYamJJHoqUJqG2c/g6TBKE+tnCs5UmmU71b6w2HUnEzG3tWaVpoxNDWnEM679KUzQVu614J7ag+netYoed3DkDS7AyDIOC2eHn2N4UpGxjMgY27AVN5LrGcescffC+pl1NOjjVbigjRozgT/7kTzBNkzVr1vDaa68RDAaRUsadRNUXt01NedIrCUsiNmvfAeHlSVQ2Dte4sRGu0hRted00TZCxBU8AicleUnPH89lHP+3zOn/ARJjqjva5oLopSK7HYM7IQLhK09Y8Xrckk+Wp5/Fba7AlDCy43HYkgUl5Ay//2Zu3dnpYMTn+ClZDc+C5nHCC0Qe7k9l8Mg3P0TKeyToJZievbcvggTnqZ48/OpDHN5aVK293bWkBGYsv/3lwpltxLg3fVnXAQsl6N6boIDdKlaZetblwZ6k/RsuKHZuCUruOFCtFSzuBTqoOCTydY5T+rdE0rScdnGo3JMMwWLFiBStWrKChoYE//vGPHDp0iMbGxpiSqPrS2tpKmkVNIlR3xytMspNjn4UMJ1GZXKjS9MkJFwgrhe5mRuZceuHffcZgQlbsM0+Zw24BoPr01j6v234mkeKh6o/2OVDhYkkkwcowDGYMk4CPlnYL//jKCBzJBsUjSlkwMbaTBy7YX5rNc7fFnp0eq6pWL8NyWgfVxpciSVSWKV/mP174D1rOF3C2tIMnl6gdWwAh1G9zCXSZVEqT/D6uyZ4EF6s0bUvEIpOwpDWTO6X3QK69KUgoQX29+7rTJtZ09XuPPWnJPPfgD5S3q2na5XRwqt3wvF4vTz/9NAB79uxhw4YNHDt2DMMwBlTOtL2xhJUT1Fe/KW1JYemYgb1gel1WlowJ7587VCoiSVR+Zg3twGemkuONfeYpa/gcuvytNJQd6PM600jCYVd/tA+GETV4cjus3Do6HJAeOe3l48MuUpLbeGR+KRkpff9fBLpMjEFkp/emptHEY1M3q5eWN4Vvf6WKTa8+DwEbz39UgGBgVZqi+XBPEvNGqT1GC+CXWzPxzmgnlpcMm92gaHEkwehilaYQ3kk+3FmXP752r5O8hf2X2o1X+zk3hUvUB72F9tnk56mvbqdp2uV0cKp9ocyYMYMZM2bg9/t555132L9/P+Xl5XHNpnoSWq/O0T5STfA0oUBwIYlq/RELJTXNpNoE04pi27eZNWIuNWd3Ic3eK/ycrQmRlqh+5mn/eRjpbaG/BKsxeQZjaCMYNPmP94ZiTUpkRGYV98+NXsHo1a1e7ps1+Oz0K/1xdw5PLVLUriUJS1IOobbTbD+dw7fuLAOurNLUwP1zmgf883e+MZPbZ6hPsDrVmYbLE//+2NQiC6lFbeGqUjtstBxyEeqWRGUQW6ndeJhBE1OqrV4FEAxIphXpvaaadi3o4FT7QrLb7axatYpVq1Zx9uxZ3n//fY4cOUJHR0eflahqKkuYlVaP6iBn++kEZhSorapjtxkk2mx8fXEHFY2S9cc8SCTjM3uv0uTw5ODOGMapHb/ts+1TDW6WjVGfrFPvdzNlSOxBr/ViElWQyoYk/u4PmTgdXaycVsq4IZfOtm0NeMhMbVLeX1PaBrwH9krW5GEABFpPI7sFT92rNJ2vvlClycLckZW9VmmKptlnkmiony08US5ocbYxmIOTDMOg8EISVX2Q8x87aaj0486rAwZeGS6asl1W0qf4GMwJE9GI6nzufGSV0jY1TYtOB6faF97QoUP59re/jWmarFu3jp07d3Lq1CkSExN7JDbYZRNFmer3AQaEixSn+tkcjESs1k4KM6AwI1Kl6WwiR+tcJNDGLcMur9KUOXwOANWnt/XapGmacBWKGrT7TYQ58LNNc7xWcrwd4YpiO3N5Y6eDTFcD88bUkOVsUNjTsM2HEpk2RN0ZpJZIcPqHdw9zx9QKoOdezCFZl6o0rf40iW1rMrBFqdIUzes7snh4XjWq31i9fLCQnEXqtrk406w4l/lJWO/GmtlMyfpIlabZ8VVp6o3hd+FMV59gNTZzPgkJsZfm1TRt4HRwqt00DMNg+fLlLF++nMbGxouVqOrq6khKSiIQCOAUdf03FKfKhi6clsEl1ERzpMwk39VE96DBMAxmDw/PUDX5elZpyho+B7+vnqaqY722u/OMlUl56meedpy1M2f44BOsDMNg+lAJtOHrsPI/X85i3lQ7nxwMsDDOJKq+HCzP4rnb+i/vGiurMxyc1jYGKZjWf7b3bdM6IFKl6eUtmQRkuErTsqnRl8G7pGNQRRyiMU2TChLJNtS+sQoGTEKik/yJAohUadpuw2ImY6Q0kzd9YO366oNIu/rftY4Gg2ULH1TerqZ1d8KZzeKFV7ny2G9+cnXbV0QHp9pNKTU1laeeegqATz/9lI8//pj1a97hnlGxlf+Mx6EqD0vG+FA9o1Xh6zvBKsV5qUrT4TLB+uNuStYe4fb2Lujj0PN2002Wp0lpXwGkYcduU5u05EgUzJls51srStlxLFylyRAB7ptZSWbqwMfbHzCxCrV7IS3Jwyg5d4QUW3yzsW6HwdPLLlRpSuD5j/IRIshd0yrIywg/xz0nrIzOUn+M1hu7PdhHt6L6d6J8u42sWZd+16x2g6JF4TNwG0pCnFvrQpqS1Em9V2mKpm6fi8Jb+y+1G6/M0FQmTZimtE1N03qng1Ptpjdt2jSmTZvGd77zHda9/zLnDq4hUL2TLKeiWThDqD/aJ2gi4kiwGp8vmJ3mZdmf/Ii//+Ej1JR5cFtbmVYUvKxvDa1BbFJ9ItTpKpMMu/p2D5QJVswsB6B4TBfFY8JVml7d6qUl4CHL2ci9xdGTqPryypY0vlysttKUJXk4//WLX/GVWxoG3O7UYV1MHVZGMGjyxo5U6vel4LU3Ut/m4lu3lyvr6wV7m3JImaa+zKwllIzdGb3UrrfQgrdHlaZW8m4JXrZFJRpDWAZVrSoaaUom5N6qtE1N0/qmg1NNi7DZbHzp3sfh3scpPX+GzR/9norjG/GYJ3AmDuzQ7U/PCUan9Z+dHq/tp23MHBJfglXWiLnY7XaKC+rwOZopqw/x8YlwEtW4zGZyvVb2lrpYNEb9zNPZJg9Lx6hfbg1akhhTePn+WFuCwaPdqjT937V5mNJg0ZhKxhXFtpe2Legiza22ypI1eSjBQFO/AVZMbVkNHpwXSaKqNPm7ly38u8ineHgV00dGD/ri1dBqUmsNUKCktW7tloYQ7v73hF5Zpan8EydCJmAvaCJzdM/fp6oD4CgaXKndaDrLU7j32au81Kpp2mV0cKppURQMGcYj3/jvSPlXbN34EUd3v0vTuS3kOhsx4qgO0xhwM61IfXJGUCTjdsQXhGSPmEtbUwW++nMA5KdZyE8LJ1HtOWflWJ2HE2WNLBqF0tg0aJog1QRM3fk6QqS5mvq8ZmgOfLNblaaNJ9JxWH2smlPb6/7M46WQ56lX3FuD1Z8c55YJ6kvtbj+Zyj88Xk9OWiNr9iXx/JpcbKKdVXNrcMdapSmKF3fkkTMngOo3Kq0n3BQsir3ULoSrNA1ZEt6iUnVIULLehUmA7Nnt2J3hYDRY7yZ7kvrZ+ZEp8/C4Pcrb1TStdzo41bQ+CCGYt+h25i26nZbmZla//Wsqjm8koXkfqcl9z8L5/CZGSP2SaHlDEJc1zoBXCDKH3ULl8Y973GUYBrOGwcGSJlJHhvjklAtEInnORsbkDT4w2XHKypS8VlT/ufms0sb3764g1iDnQpWmZp/J7zZn0WXaGZtdy+LJl+8tXX84j2eXl8bcbiwsyUUcPnicZ5b46TirrFkAmjpTyEkL/zwsn9rBckrwdZi8sjWTTtPBsLRaVkzviLvdEtON16b2OLF4S+1Gkz3BgAmtBAMmZdvsWEJJhOxNhELqj9EK+ExuGXun8nY1TeubDk41LUZuj4cHHv8u8F0OfraHvZ+8Rs2pTWQllGGz9pxN3aUoO/1KR2o8LBkV38xTStZo7M40qk71XrK0psPDktEtQHiG6mg5rD/hgVAnM4f4cDsG9ueiExfpMSzjxsvpNAaUne5xGjyzLFyedvfxhEiVpgD3zKwkKzV8jfIiDM5ibDYbXfU7lLZbWmPiTeq5/cCZZPC1peEkqs/OWHn+ozyEMLljajkFMRyVtuV4Al05PqIddzUYFXsMUibEXmq3L1abQdGt4UpUh96ARJuFc2vtpIxvJiVXzZFPSc1jWDxvhZK2NE2LnQ5ONW0AJk6ewcTJM+jq6mLt+y9z7sBa/FU7yHFdmoW7Gtnp4Zmn+IOnrBFzAajp5XxTf8AE8/IEsLF5BmNpJhg02XbaTlAk47Q0M2OoGfP3r2sJYkf9XtNT1SEmFw5+6X3m6C5mjr5UpWnrYSuj85oxzdifYyz+8LGVJ5+9i85Nauuyv/dpHt9YXk5fb1QmDwsyeVg5pmny+rYU3t2fSmpiEw/Mbex1/+uac4VkLVZ3LNdFPg+ebPVvVFJSU8hf3IJpdlK+20brUTemrY28WwKD2uM7Pndhj7OQNU27+nRwqmmDkJCQwJfueQzueYzysvN88sHvqDyxkbqyI2QmNaN65mnvWQvjs+JPsMoaPpeW2jO0N0evu77jTCKzh3YQLci5VKWpmYqGEBtOuJHAmPQWCtL77se+cheLRqtPsKoLJPP0pCpl7V2o0tToH8LKyXWRKk0G80dVMnHY4AsSdJKFI3iETmIrMRsrYVhiDqINw2DVvBaghcp6k19syMWUCcwaWsmMUZf2BAe6TCok5CvtKbQ3BzET1FcdazgfwvCGf9fCSVQSaKa9OUjZRgcGiSTmNZE1Nr7fmY4qO3c+8Kjy/mqa1j8dnGqaInn5Q3jkmb9Eyv/GW2/8F/Vnt1N2bjO5yQ1xJVH1pSXkZqY3vpknYVjIHDabc/ve6vWakOHAae/qt61cr4Vcb7hW+qfnrJxocGOE2pg7MoAt2gyVsGBVvUQeNHElXYXSqi0mroSWy6o0fbTHwZZT6TFXaYrmSHk6o8fPJFC3WWl/13yaxC0jBhag56QZPLs8/Nj1++2RJKoOHrilmlf2pOOd3obql4eaPcnkL4z+BmgwfKfcFC7p+fPg8FgpWhoAAlQfEZSsi1SimtWO3d3/cytMnE1hfpHSvmqaFhsdnGqaYkII7r3/K8BXaG1pYc07L1F+7GOMpk9JSx54pZ2W9iBWM/6gzJs3kQS7q9eSpedrgngS4gt4DcNgxrDwDFVLe5DNp5JBJJKT3My4/HAgvv88DE9Vf7TP3vMGTyhOWAJ4fUcOTy6qvKzdFTPauVSlKYuATOqzSlM0m8+O42+/+2XqNvwvpf09U5/J8mnnB93Okil+llBCu9/klS0ZbDxowWs3cAywSlNvLIRL7apkmiayj4ISF2SNM2BcOImqfIcdo8sBzhbyZkbfvhHqkkwZslRpXzVNi50OTjXtKnK53Xz50W8D3+bwwX3s2fgq1Sc3kWU9jy0hvuBq93kn80e2E29QljF0FgDNNSej3n+iIf4Eq+7cDitLxnQCnRyvlKw75sE0O2n3C+6ZprbKEoAt2U62V21gChCStl7/T8JVmsJJVHtPWcNJVCLIXdPKL1ZpisY0TQx7NjLYTlfjXmV9bWk3SRBqZ48ddoOF4+tISfYwMruNtetzKTetyMkduDIH91JRc9TEnt+E8ippu614J8dewcpqMxiyIAi00FwRomS9C4CUcS2k5HV7jtV53PXQQ0r7qmla7HRwqmnXyPiJUxk/cSrBYJB177/KuYNraa/YTrazLaakC2nYsFnjD/aqTm7h3L43aak+0eM+FUf7dDc6x2B0Tgu+9iC/3SpZfyIdp9HCzGEhJd+juqmLfK/6syy3HLYxuSC28p/TRwSZPiKcRPX69lQa9qWQltTIA3N7VqJ6Y7uHVY89SKBhJ8j+t03E6rVtmTw4twbVwd7qA7l8Y1k5hmEwoagU0zR5Y7uHkwczqUjsxFtsDqgCU2dFCgVL1P+/0ebClTGwBCtPrgVPbrgSVcVeK63HPIQsbeTPCTAuYwE2m01xZzVNi5UOTjXtGrNaray4+xG4+xEqykvZ+MHvqDixEVfnEVxJ0YPUo+Umuc4mBhKMNFUeYfvL34163+4zFiZmqznap7td55N4Yn4nDnszVY1BNpzwIIFR3maGDGIW7nRjMn+xRG1ZUYADZdk8d1tJXI+xWg0emh+u0lRaIyNJVBZuGVnJ1OHh7Rt17VmMnnonvqP/qLS/XTJ5QPtf+yPE5QlWhmHwwNxWoJWqBpPXN+VSKZNoLWjHOyq22cpgwCSE2lMrANoagoRsgz8JwjAM8mcCNONvCXL6oyS+9v0vDbpdTdMGTgenmvY5ys0r4JGv/xgp/4LtW9ZxdOc7NJzdTK6jHsO4FKiWt6awdIz6mSef6SY7Vf3RPtKShCOSYJWdaiU7NZJEdd7KqRMeDLONW4YFsNviC7BczqDyM0gDXSYGg9t+UJB5KYlqzb4k/n11Bv72RtIyXQhhIVC3RUVXAdh32sLwjNhmeePxwe5kFoyu6PX+bK/Bt28LJ1F9fMDOng05lEmTpNmd2J29v5SUb7eRPTO+UruxqNvnpGBh/Ntc+mJ3W5lWPIE5sxYqa1PTtPjp4FTTrgNCCObMX8ac+cvw+XysfeclSo9+jNG4F09iACHVzzw1+YLYpPqs97PVIdJsPQNpwzCYMRSgGZ/fZOvpJDASyXI0M6Gg/20N+0skS6f3HjwN1Mtb0rh/trrZ2AtVmv71nQykvZB//Md/ILd9L7dNUdI820/m8NyKMjWNdVPSlM6XZsaWYLVokp9Fk87S7jd5eVsGZYFkajwdeKf1PIPXaiZjd6svXytIGNAWg75IUzIh91albWqaFj8dnGradcbpdHLvI88Bz3HsyAFee+l/k5t1iM6uchLjTKLqy56SZG4dpf5on1ONHpaN6buUpNNusGRsOInqZKVk3TE30gwyvaAVryv6n6UuSxITigZ+2kFv2rrcpKf0rLI0WLZEO3/2p99FWBys+8X/CFdpwuSOabFVaYomGDQB9YFes8/Ebom//KfDbvDU4nqgniPnDVZ/nEe5acWc2I47O4Gm8iC41c/4Vx6UOIY0o/pnt7Mihfue+arSNjVNi58OTjXtOjZm3CT++z//kmAwyMer/8jp/R/RXr6dbKdv8JVrjKtztA9mfAHkyByDkTmtBE2T7ScT6cSJw2ihePilJCqfP4TX2aS0rwAnyyDXPfhKU1f65GAi04fWYUudSfvZnzN1WJCpkSpNr21LoT6GKk3RvLEjlTunVaK6uMNr27N4ZH41gwn2xg0xGTcknET15k4PJ49kcupYgElPd6H6pSZU6yFnsfqgd0TKXFI8Kcrb1TQtPjo41bQbgNVqZdnKVSxbuYrqqgo+/uC3VBzbiLPzMC57/O0dLpUUeJpQPfO047SVKfk+BnK2qdUwmD86BDRT3RRk/TEXGAYjvC1U+Gx8/+4K5f1deyiXZ5eXKW/3cEUWf/KgF2F1EGjYdfF2wzB48MoqTWYCs4dXMn1k/zOiDe0pFGSq3yMclA4cdjVjYBgGX76lFdNs5lj7cCo2GxjSNqAqTdEE/SYh1JdWDbRLikevVN6upmnx08Gppt1gsrJzeeipHyHln7Nr+0YObX+LhjObyXHUYjFim1GravewZLT6macO6SbD3TTodrJSrCxL6QBg3zkLR0v9/GFLxoCrNEVjmiYXSl6q1O43sdKBzTsbgK6GnVGv661K06q51bgdPftUXmuSmtSktK8Au49bGZNdrbzd13Z5SJ3mx5NrATqpPmpQst5FiAA5M9tiqtIUTdmORLJnqd+OktQ0iqXzdXCqadcDHZxq2g1KCMHsOYuYPWcRbW1trH3nd5QeXQ/1e0l39n6mZiBogql+5qm+JYhdDP5onyt5kkI8ubSFGSPaw1WazCRGZdWwdMrgMuzf3+NiyQT1CVavbkvngTnVJHhnEfLXEGo72+9jLlRp8nWYvLYtg45QMkO9tdw+o+PiNe98msfXl5SjOijbez6HZ5eXKm0TYF9LDp7p7Re/zhorYGy4SlPZdjuWoANcLeTNiF6lqTdWMwl7Hz/fAzU+e8Hgt8pomqaEDk417QsgOTmZex7+BvANjh89xK4Nr1B1ciPp4myP45q2n7Yxu6gd1WVFPy1zsWhMG6qDp5rOZJ6aEs6mv1Clac9JK89/lI8gyD0zK8hJi/97ljWlc+eswZf/vFJ70EWqq4EE7yy6ui3px8KZZPDkknCC0cGzlnASlTD50pRypLTGtT81FuEEK/WBXn2zSa2lk4Io91ltBkULw1WamsrCVZqklKSOb728SlMUDeeDiBT1M/7+mkRW3vsV5e1qmjYwOjjVtC+Y0WMnMHrsBEKhEB+vfpNT+z+irWwbOc5WhBAERTLOpKtwtI9hxap4iTxomrgc7T1unzEyyIyRZRerNDV2pODtpUpTNPUtJklW9UHOkXOCgpQ6hNWN1TUGf8kfBtzWxKEhJg4NJ1H93e9ddMlOfr8xhQfnNSgLUl/blso9M9Tv5X1xVz4587r6bTcl30JKfqRK0x4rLUfcmAlt5M/pwhrlDFzfSQ+FS9Uff5ZnnUVR4XDl7WqaNjA6ONW0LyiLxcLSL93P0i/dT011FRvee4ljez7CJk8r/14HSqAopQnls7HnLTy2pITegpzeqjTNHVnJ5OG9nxrw+vZsnlikvtLUxmO5PLu8lATvMoQwLkuGGijDMMjKTOO520qoajD5+bocJDamF1Uye8zg3mQ0d6aQ7VWfYFVquvBaYw8iDcMgfxZAC/6WIKWbk7FIG/a8ZjLHhv+PTNNEIpX3NRSUTB2yVHm7mqYNnA5ONe0mkJmVzUNf+3PkUz9kz85NHNz2FrWnN5HnqIk5iaovtR1ulhSqn4m0JiXGvGR/ZZWm59dkkGi0RU2iCmGPuzpVf8IJVhLDMLB5ZwHQ1bh70O36OkxsRnjvabbX4JsrwslLHx9I5N9X55Bg+HmguJpUV3zP53y1SXpyw6D7d6VNR2yEcnwM9Lgru9vK0CXhM3BrjkLJOhchOgkZHWROUl9ql8oc7n7wEbVtapo2KDo41bSbiBCCmcULmVm8kPb2dta++3tKj6zHrNtDhnNgVaj8ARPMwSUnRVPdHCQvpXZAj71Qpaml3eSVrZl0mg5GpNeyfFoHO44mMCFXfXb6WzvdrJgcTrBKSJtLsOUosmvws5Kvbctg1dyeZ5AumtTJokmltPtNXt2WQUfQSUFqHV+a3hrT1oaPPsvn60vVH6O1trSQjMVqfh4yxxrhJKqgyd5fChKll2ZnM3kz40ui6svozPnYbDYlbWmapoYOTjXtJuVwOLj7wa8DX+fUiaNsX/cHqk5+Qjqn45pV3H46kdlD/SivNNXg4Mf3Vw6qXbfD4GtL6wDYdyacRLXrcDt//1jdoNqNpqo1jWE5PrAkkZh5K+1nfq6kXX8oGbej90IBDrvBV7tVaXphTQFgsmJyBcNyep+9lBjKj9EKdJlUIclT2ioEfCY54xMpmNdMU2WQ0g0epJS4x7TiLRj4VhJ/k8GiW+5X2FNN01TQwammaYwYNZYRo/4Hpmny8Zq3Ob3vQ1pKt5LrbOn3eB3T4sBpV5/x7XKGlAZPU4cFGV9QAjKbbSdSqd+fgtfeyP1zmgadYFTXZOJKCM+SJmYuRliS8Fe+P+g+HzxrYag39tnjcJWmcBLVWzs8rD7oxWVrZtXcBmzdSt9+uCeJeaMqB92/K/1yawap09tQ/dJSszeZ/IXhs01Tcqyk5LRhmiaVn1opPeEiZLSRPzd6ElVfvJ2TmDGlWGlfNU0bPB2capp2kWEYLFlxL0tW3EtdXS3r3v41lSc+IanjIJ6knskoZ2tCeG3qE2oOlposnKJ+6f3VrV7uL64iM9UAmimvNfn5ulwkVmYPr4qpSlM0b+zK4clF4VnexOyVmF2tBOo2Dbq/m49n89yK8rgfZxgG981pBVqpaTT59cc5BKWNaYVVFI/t4nxjJrfPUH+M1qnOdFwe9dn0Fmw9Su0ahkHeDAm04PeFKNvswMCGLbuF7PH973eVUjIhZ6HyvmqaNng6ONU0Lar09Awe+toPgR+yZ+dmPtv6JvVnNpFjr8ZqCb/4n2pws2yM+mDEbziYPEz9cVetAQ+ZqU0Xv87LMPjminCVprX7LlRpamfV3JqoVZp6E5K2izOT9pyVdFavBXNge3gvCCdY9X7iQKwyUw2eWR4O9DcdTOR/vZPH0XPNNBabcSdR9eVEGbQ423EpazGs6rDEXtBMX9sw7E4LRReSqI5LSta5Mekic4YPR0r0l7nOCg/3PvWE4t5qmqaCDk41TevXjNnzmTF7Ph0dHax59/eUHl5PsGYnmKby79XuD5GarH429kylJMvZe3b6sql+ll1RpWlYei0rpnX0+hiAzYcSmVIYDv6snslYHPl0HvnbQff39W0eVk6tZKBZ79EsmNjJyeoAP/lqA+/uScPX5SbPU8edM2NLourLy4eGkLOo/7NN4xWs9pC9OPaTIDJHGzA6nERVvj0RI+AEZwt5My/fJjLcMxevN01pXzVNU0MHp5qmxSwpKYm7Vz0NPM3RIwdJeO8lSit3kyZP4UhUE5TsK7fx3bvVHwz/0We5PLu8//Kf0ao0QYiVUysYktXzsQfLs3juthIgPGsK0Fn5waD7W9/uZUiW+nKwXaYDr9vg8UWNQCPHSgQvrCnAlJLbJlYwMj/+Nk3TpMK0kW0Mfqa3u2DAJCgHVmrXajUYMj8ENNNcFaRkvQuBwDWqBWeGwewRtyvtq6bd6IQQdmATkEg4PnxdSvk3QoifAXcCAeA08KSUskkIkQD8ApgWuf4lKeU/RWnXC7wCFAHngFVSysa++qKDU03TBmTsuImMHfczTNPkk3XvcGLvh7SUbCHP1X8SVV+SXZYe55IOVniJPP7s9O5Vmv64w8P7n3nx2Jp4cF4jVquBP2BiFZeCp8TcOwk07MLsHNx+2aoGkxR706DaiGbvSSsjMy/v25hCyZjC8HN8d5ebNYfTcCa08PD8+suSqPry5l439rHqS9eWb7eRPXvwpXY92VY82eEZ8IpPrfiP57LsyTsV9FDTvlA6gcVSSl8k8NwihPgQWAv8WEoZFEL8BPgx8CPgASBRSjlRCOEAjggh/iClPHdFu38BrJdS/rMQ4i8iX/+or47o4FTTtEExDINFy+9h0fJ7qK+vY907v6Hy+EYS2w6S4ohv2f9cbYhxOVXK+/jBXhe3jh14drphGNwfSTCqajD5xYZcTJlAbV0T374znAhl2HOxeWfRcugvB93ft/bk8vRi9bPHu89m8+zysqj3GYbB3cU+wEdd04UkqkQm5Vcxb3zf+2f3NuWRMuUqJEKFkrE71e49zp0GE0MrlB+jpWk3OimlBHyRLxMiH1JKuabbZTuAC+evSSBZCGEFkgjPrEbbg3M3cGvk898AG+knONW/nZqmKZOWls6DT/4Z3/vndyl+/L/w56yitC2bYCi2spNVHcks72eP50CUNqYzboia/bHZXoNnl1fx3G2ltHTYeWV7Ef+5NgO/czkAneVvD/p7mGbCoI+3ulIwaAKxBXrpKeEkquduK0EIwfOrC3lhdSZ1TT3HsKHVpNoY2NJ7XxpKgwi3+qpjHTWJ3D5XV4TSblrpQog93T6e6X6nEMIihNgP1ABrpZQ7r3j8U8CHkc9fB9qASqAE+BcpZbSN/VlSykqAyL+Z/XVSz5xqmnZVTJ05h6kz5+D3+1n73h8oObSOrtpdZDmjBzJB08TlaFfej8ZWkySr+r2bJ8tgwcR27p5dS7vf5I3tTvybfkxG23numDnwdjd8ZmfmUPWzx69vS+Hu6fHPxs4d18nccSUEukxe2ZJGa5ebXHcdd80KJ1H9cnseOXMDcbfbn9bjHgoWtypvN986g+FDRyptU9NuIHVSyhm93SmlDAFThBApwJtCiAlSykMAQoi/JPwO9/eRy2cRPlIkF0gFNgsh1kkpzwy2kzo41TTtqrLb7dx5/5Nw/5OcP3uKTat/T9XxT/DKE5clUe09Z/Do4lJUByOv7cji0fk9y38O1tpDeTy7PNzfZGcK3//Rz2g7+X/Y/q7/YhLVismVfVZpiuZYdSbPLS9R2leAps5UctIGPhNpSzB4LJJEdbJc8MKafEwJhxqtDLWpPbXBjJwCoXrp3QxKJuUvUdqmpn0RRRKeNgIrgENCiCeAO4AlkeV/gEeAj6SUXUCNEGIrMAO4MjitFkLkSCkrhRA5hGdl+6SDU03TrpkhQ0fw2LN/E0mieo+Tn75Pc8lWcp3NJDiSyMtQv9MoKJNw2NUnWEkpLwZPidm3Iwwb/oq3mVBkMqHoQpWmFFYfTMVla2LV3MZ+E4za/SZWcRW2NdSYeJP6TI6Ny8g8yci8CjYftbK+yUvp+gxChm9AVZqiqdhjkDKhGdUvUaHKLO554CtK29S0LwohRAbQFQlMk4ClwE+EECsI7xFdKKXsvrxVAiwWQvwOcADFwL9Gafod4AngnyP/9rv3SQenmqZdc+EkqrtYtPwumhobWfP2r3H6X6W8oYQ8r7pSqLuPWxmbrb7S1Du7XCyfdCnByp57FyF/DV31Oy7eFq7S1AK0UNNo8uLHOZjSxvSiSmaPjr7385UtGTx4i/pZ3vf35/LMUvUJVmtLhjD5/k6gGX9LkLLNyRjYSMxpIWvcIM5n9XnwZKs/63ZMxkLsdrvydjXtCyIH+I0QwkL4j8WrUsr3hBCnCB8vtTZyEssOKeWzwL8DvwIOET6Q+VdSygMAQohfAC9IKfcQDkpfFUJ8jXBA+0B/HdHBqaZpn6uU1FRWffX78NXvc/iz7ezZ91+E6tcwJfckiQmDO4B+97kcnrutVFFPL6loSeeevEj5T5FAYs7t+MteB6Ivb2emGjzbrUrT86tzsdDBqjnVl1Vp6jCdeJz1yvsLVuVL5IEukwpTcuFYVLvbGqVKU4DMGW29VmmKpr05SCjhKlQdaxYsmn2f8nY17YsiElhOjXL7iF6u99FLoCmlfLrb5/VAXPtpdHCqadp1Y/zkWxg/+RYCgQCb175Ea+n7pHZ9zKic+BOagkETIQdXQjSa+hYTV8KlvZu2zFsxEjz4K96J6fELJnayYGIJ/oDJq1vTaetykZ9Sx5B0H0Wpdcr7u3afnVtGqE+wemlbBt4Z7UR7Gbm8SpMdI5ActUpTNDV7nOQvbEf1LG+qfyIzp85R2qamaVeHDk41Tbvu2Gw2lqwMV6IqKznN3s2/orP6I8Z595HijK2NV7Z4uXdW+AxSlV7fns0Ti6outmvPvRsz2EZn9bq42rHbDB5f1AA0cKzE4J/eSGP2WDunyn2MyFNXsvRkbSbLpqpPsDrWmY4zpe8ZznCVpiCXqjS5QYJ7dAveIdFffizYsFr9SvsqpWRCzq1K29Q07erRwammade1/MLh5H/lfyLl37Nr6/ucOPY6CS1rmZxfiWH0HsQ1Bzxke5uU9yeEHfvFpB+BPfcuOqtWgznwgGpUfpDZYxN5dnkZ7+7ysPawl+SEFh6aF3uVpmh8HSaJhvrjuU5XQpOjgxjfJwAXqjS1Y5omlZ9aKT3lIWS0kX9LAGskYa3mqEliXhOq31D4K1zc++QTStvUNO3q0cGppmk3BCEEs+fdAfPuoLm5ia1rfo6/cjUFtq3kp12+fH++2iTTGe0s6MHZdiSBSXmXEqwSUqdjScqjM8Yl/d68uSOFFZMrI1WawpWo6ppMXtyQg0kiUwoqmTMu/kSx17Zl8uDcGlQHe//1WSG5i4IDatcwDPJmADTj94Uo25qEIROxZTXTVZNCwRL1B+8Pd88lLS1debuapl0dOjjVNO2G4/Gk8KUHfgj8kCMHdrFn3+8J1a1hcs5x7DbB+/tyeXa5+uz0/aXZlyVY2XPvBiDQuGtQ7Vb7UhmWc3lQlp5i8Oxt4UB4y6FEnl9diEV0cn9xJWnu2J5XR8iBM0n98Vzlpp1sBTOydqeFoiUBIEDlEZOSI40EzWQyp/tI9qp5eQp0mMwcfruStjRNuzZ0cKpp2g1t3KRZjJs0i66uLjav+R0tpe/R0fXpVclON7h8hlaa4a8zln1GZ+V7tJ99kc7q1SBDMbdb02jitvV9bNK8CZ3MmxBOonpta7hKU56njjtntvb6PPedtjAiQ32C1Zu7ndjH+FAd+AdqE5n+RCc2RzulOxJp6HSCo4W82f0nUfUlsWE4K756t8Keapp2tengVNO0L4SEhAQWr3wSeJJZd5xj76Zf0lm9mrEpn5Lqkv0+vj+vbk3j/tmXJ1j5jv49/rLXSSr6KklDHsObdy+hjgo6zr9E+7lfEfKd6rfdP+7O4alFsSVu2W1XVmkqwJSSZRMqGF1w+bXbT+bw3Iqy+J5kDHY15JIyRf0+VkvIid0dDuqHzAsBzbRUBylZ70RgwTmqhbQhlrjbHZe1UPkbFU3Tri4dnGqa9oWTm19E7iN/j5T/g11bP+Dk8TewNq9hSn5Fn0lUfWkNuElP6VllKdh6lNaDP6L10F+SmLMSR9GTJI/6Ac4xf0Fn7SY6zv0af9nryFD0zHZT2gaU9BSu0hSuRPXubhfrj6aTbG3hwXn12KwgROyzt7FqajWpMQIU9H9pfO2WB8HVc/bYnWXFvSycaFaxz0LpKTch0U7unAC2GKp+ddQkcPsdjyjuraZpV5sOTjVN+8IKJ1GthHkraWlpZuvaX+Kv+JA821YK0jpjbudUuSTb1U+ClQzSWfE2nRVvY9izSRryGI6iJ0mZ+SLmlP+Nv+xV2s/9iq767Rcf8snBRKYXDe4MUsMwuHt2G9BGfYvJSxuz2XciyNKp6hPCXtyRS05xANVL+s1HPRQsbu2z3dypAC34fSYV2+wYMpGEjFZyJvXebq5lJiOHj1baV03Trj691qFp2k3B7fZw+5f/lHu/sxb3vM3saf8OO86PoaOz/yX/NQfzuHt27OU0TX8Vbcd/Ru3qcdR9vAB/2evYCx4kfdEWMpYfInnUn2EkZnG4IovZo9WVa01zGzyzvIZJo1zkeCXPry7ghdVZ1DRGr1wVr3Mhz8Vjn1QxTRMpZcxL73anQdHiAIVLWklwhDi/1smZNYn46i8vCWsGJZMLFivtq6Zp14aeOdU07aYzZvx0xoyfTldXF1vW/RfN59/FE/iY0TmNRGpHX2SaJiAGvG+xq34rzfVbafnse9jzV+Eo+iruST8lYcRfk7z3ByTmVNFZ9SHIYP+NxaCy3iQ1qYk5YwPMGVtKoMvkta1emgMespwN3FvcPKDnsv1EAoFMH+ES2uqU7zFIHd8KxL+fNH2EhfQRPsygSekOG42dLsykFgqKQwQrMrnn/keV9lXTtGtDB6eapt20EhISWHT7E8ATVFWWsnfjL/BXrmZ0yh7S3OEZ1ff3uFg8rnLQ30sGfXSce5GOcy9icY3mt9sn87Vn/hpv7lhC/io6zv+WtuP/ghkYXIb923tzeXrxpWO0bAkGX7m1CWjiVDm8sCYPUxosHV/BmMLYE8U+OFNA9hL15WCFz4MnN/ZZ6WgMq8GQeSbQTGttiJINTsYXTiQpKUlNJzVNu6Z0cKppmgZk5xSw8uG/Q8q/Ze+Otew+8ipG0xpKGizcOUtt+c9Q63GaKjoIbp9CQ/btOIqexDH8m/iO/WTQbZsyAas1+szoiDwYkVeJaZq8v8fFhmPpJBmtPDivDkcfy/XBoEmlFOQPuneX87cECVn6LoEaL1eGhYSZHTww4yml7Wqadu3o4FTTNK0bIQQzblkOtyzH5/PR9vq/sqNqM7mWLRRmqKn5fqxEUJBSH06iqnyXzsp3EVYnMugbVLvr9tuZPbz/WV7DMLhzVjiJqrHV5Pebs+gykxibU82iST0TxX69NZ2UqW2ofsmo3JVMwYIOVKc/pHRM4JYZC5S2qWnataODU03TtF44nU4e/OpfAXDi6H727H6JYO0aJmUfwZE48L2XG47k8uzyUroHZYMNTAFO1WTx7JTzcT0m1WXw9WW1AOw8nsDzqwsQMsC9syrJ9ob7d6wjA2ea2hlOAKtIxGqL/dSEWEgpGZ+zUGmbmqZdWzo41TRNi8GosVMYNXYKwWCQLetfpuncO7j8Gxib29Ajiaov4QSr2LPTY9XuN7GKwR2OP3t0F7NHX55ERaCG+uQ2nIr6eUH10RC23GZUJ1h1Vjq55/EnlLapadq1pYNTTdO0OFitVm697VHgUaqrytlzIYnKs5s0d/9HNr21083yiRXK+/XK1gxWza1GxRJ59ySqP305iyCJnF9rwTmqdUBVmqLpLE+hcGmrkra6G5o8h8yMLOXtapp27ehzTjVN0wYoKzuPlQ/9Dfd9byud4z5gd8tT7C0pIBjqPQu+qjWNEXnq++IPJeN2qP+T3uHxMPy2ToYsa8dfb6F0vYdzH1sJ+gd+dmowaGKiPvO/y28yc8QK5e1qmnZt6ZlTTdO0QRJCML14GdOLl9HW1saWNS/SXvEB2WIzRZkdF6+razJxJbQo//6HzhoMSx/cEVTRvP1pMtYRl84gzZsG0IzfZ1K2zY4h7SRkNpMzMb6l+fLtNjJnqk+wSqgbyorH71XapqZp117Mb7OFEBYhxD4hxHtR7vuhEGJ/5OOQECIkhPBG7ntRCFEjhDgU5XHfEUIcF0IcFkL8dHBPRdM07fOXnJzMbfd+h3u/9SEZS7ezp+P7bD8/nna/5I1dOTw4r17599x0PIfbpg1uv2k0O2pySSvquYx/qUpTCwlJkpJ1Ls6utfeo0tQbI5CMw6N+bmRc9kIsFjXbDjRN+/zE89fhu8BRwH3lHVLKnwE/AxBC3Al8X0p5obDzr4F/A17q/hghxCLgbmCSlLJTCJEZd+81TdOuYyNGTWTEqH8hFAqx9eNXsXl/x4nqLsbn1ceVRNWXcIJVSElb3TW3mdSILgr6uS59hAEjWi9WaWqKVGnKLw5FTfpqquiCZPV7TTtqE1hx+8PK29U07dqLKTgVQuQDK4F/AP60n8sfBv5w4Qsp5SYhRFGU674J/LOUsjNyXU0sfdE0TbvRWCwWFix9mAVLH6a2popdG36Ov/IjRrp3k+EZXGD5xnYPK6dWojrr/Zfbc8iaEyDWBbbLqjRVBynZ4EJIC84RzaQNvTSb2XTYTeGStpjbjVWOmMbokeOUtqlp11LX+arV5U/9JP0qfxv1+3+uglhnTv8V+HPA1ddFQggHsAL4dgxtjgLmCyH+AfADP5BS7o7S5jPAMwCFhYUxdlfTNO36lJGZzcqH/jtS/hX7dn/M7sOvIBrWMCX/PFZL/AFmfbuXIVnqZyLPB1NItQ/sbFNXlhVXVnivbcV+g9L1bkKig+ziDkAoP0bLDEkm5i9W2qamXWtSSp3NF9FvcCqEuAOokVLuFULc2s/ldwJbuy3p9/e9U4FiYCbwqhBimJTysjRXKeV/Av8JMGPGjNgLQWuapl3HhBBMm7WYabMW097ezpY1v6Kt/AOyxCaGZsa2f7SqwcSTOLi69NHsOmmlM0PNofu5UwTQQqDdZP8fJI7kAFWfQfZkJc0DEKxM575vPa6uQU3TPlexzJzOBe4SQnwJsANuIcTvpJSPRrn2Ibot6fejDPhjJBjdJYQwgXSgNsbHa5qmfSE4HA6W3/Mt4FucPnmYPTt+TbBmLRMzD5Cc1Pts6lu7c3h6SSWql8jfO11A9pIupW3aHAY5RSkULGmh/oxJyVo3JkHSp/pwpg8uOWqUdz4Oh0NRTzVN+7z1+xdBSvlj4McAkZnTH0QLTIUQHmAhEC1ojeYtYDGwUQgxCrBxg+yF0DRNu1qGjxzP8JE/iyRRvU7DmbdxtK9nQl5tzyQqYcNqVRuYBoMmFdJCPmqDU78vRMgSXupPG2aQNsyHGTQp32Wj8TMXMqmV/FlBjDifT2cLzJ9yj9K+apr2+Rrw21UhxLMAUsoXIjfdC6yRUrZdcd0fgFuBdCFEGfA3UspfAi8CL0aOmAoAT1y5pK9pmnazCidRPQg8SH1dDTvX/5yOyo8Y4dxFZkqQjw8kMn1IlfLv+9I2LylTfKg+g7RqZxL5c/10n+U1rAYFc8JJVL66ICUbnRjSimNYM+nDYzsSyt02nrmzblXaV03TPl/iRooHZ8yYIffs2fN5d0PTNO1zs3/vJ5QceJn1Gz7mz1aeIMGqNkv/Bx+NwrlE/ZmpJetdFC6JLXGrYr8kWO/BFB3kFndi66XylZSS6eJbfOPhH6nsqnYTEkLslVLO+Lz7oYXpClGapmk3kCnTFzJl+kKWPdTB5jW/pr38fdLlJoZnDT6BqbRW0mD341TQz+5qjoewZTUT697Yi0lUfpOKbYkYITvWjJbI7Zf4K53c85hOhNK0LxodnGqapt2AkpKSWH73N4Fvcu70MfZs/xVd1WuZkLEfl2Ngs6m/2VtA/sIgqhOs/KUpFC6N/7grm92gaHEX0EXDOZPza91IQngn+XBnWRmaXExWZo7Svmqa9vnTwammadoNrmj4GIqG/wTT/Ce2bfwjR0+9RWLbOibl18RViapCOsi0ql3SDwZNTAXJVd4iC96iNkzTpGyHjYZ9DpZ+eaGCHmqadr3RwammadoXhGEYzFt8Pyy+n4aGOrav/U/8VasZ5thBdmrfde/f/dSBZZgP1bOm5dutZExTl2BlGAaFc0xkqZf7VsZ6OIymaTcStX+FNE3TtOuC15vOygf/G1/+7idYpq9jj+8b7Do/lEBX9CTY7TW5pA1T/5JgBFwke9XPg4zLXoDFEltGv6ZpNxY9c6ppmvYFN2nafCZNm4/f72fL2t/gK/sAb2gjI7N9APg6TKoNkwLF37e5ugscLYpbBX+dlduWP6S8XU3Trg86ONU0TbtJ2O12lt75DeAblJw7yd6tLxKoXsPGgxVkzbv8DFIVGg+6KVzcprzdLDmNsaMnKm1T07Trhw5ONU3TbkKFRSMpLPonTPMfkO/+nsPVWzhVtg17XnNcSVR9EdLAMNQGpqYpmZi/SGmbmqZdX3RwqmmadhMzDIMv3/0YX+YxGhrqeXPtSxyu3Ei97QD2VHPA7ZbvBdfoFkDtvtBgeTr3fesJpW1qmnZ90cGppmmaBoDXm8bXHvw+8H327N/Bx/ve4FjtJkR2JZaE+GZTzSYP3unNyvs4Km0+ycnJytvVNO36oYNTTdM0rYcZU4qZMaWYQCDAW6t/z77z6ygP7iYpq7Pfx/p9JiFj8BWrrtTZCnMn3qm8XU3Tri86ONU0TdN6ZbPZWHXnk6ziSc6eP8X7m/+LI5Wb6Eg9gS05+mxq5a5ECuZ0ojoRytk6hvnFS5S2qWna9UcHp5qmaVpMhg4ZwbeH/DVSStZteo/txz/gdPNWEnObEMalQNUik7DaB18VqjspJRNyblWWrKVp2vVLB6eapmlaXIQQLFt4J8sW3klTcxNvrP41hys2UpfwGW0NXdgymwG1QaS/Kpm7H3lcaZuapl2fdHCqaZqmDViKJ4Wvrfoe8D0+PbCbX73yb7SnnCDUVR53ElVfhiTNJic7T1l7mqZdv3RwqmmapikxbdJMpk36DYFAgHfWvsy+c+soDewkKds/qHaDnSbThy5X1EtN0653OjjVNE3TlLLZbNy/8nHu53HOl57lvU2/50jVJ7S7j2Fzxp8kZdQUcsejq65CTzVNux7p4FTTNE27aoYUDOVbX/krpPxLNmz5iO1H3+Vk81YScxsvS6Lqy9jMhVit+uVK024W+rdd0zRNu+qEECyZfztL5t9Oc0szb655iUPlH1Nj3U+SN9Tr4zrqLSxb/MA17KmmaZ83HZxqmqZp15TH7eGr938H+A4HDn3K2j2vcrRmMzKrBKvt8mX/zNBUJo6b+vl0VNO0z4UOTjVN07TPzaQJ05g0YRpdXV28u/ZV9p5dTWnnLuzZ7UgJE/MWfd5d1DTtGtPBqaZpmva5S0hI4L4vfYX7+Apl5SW8s/G3HDq7g/u++8Tn3TVN064xIaX8vPsQMyFELXD+8+7HDSgdqPu8O3GD02Oohh5HNfQ4qqHHUY0vwjgOkVJmfN6d0MJuqOBUGxghxB4p5YzPux83Mj2GauhxVEOPoxp6HNXQ46ipFv+Bc5qmaZqmaZp2lejgVNM0TdM0Tbtu6OD05vCfn3cHvgD0GKqhx1ENPY5q6HFUQ4+jppTec6ppmqZpmqZdN/TMqaZpmqZpmnbd0MGppmmapmmadt3Qwel1SghhF0LsEkJ8JoQ4LIT4u273fUcIcTxy+0+veFyhEMInhPhBt9umCyEOCiFOCSH+jxBCRG5PFEK8Erl9pxCiqNtjnhBCnIx83LCnYA9kHIUQk4QQ2yO3HxRC2CO363GMcRyFEAlCiN9ExuuoEOLH3a7X43jFOEae9/7IxzkhxP5uj/lxZEyOCyFu63b7TTmO8Y6hEGKZEGJvZKz2CiEWd2vrphxDGNjPYuR+/RqjXX1SSv1xHX4AAnBGPk8AdgLFwCJgHZAYuS/zise9AbwG/KDbbbuAWyJtfgjcHrn9OeCFyOcPAa9EPvcCZyL/pkY+T/28x+RajCPhqmkHgMmRr9MAix7HuMfxEeDlyOcO4BxQpMcx+jhecc3/B/x15PNxwGdAIjAUOH2z/zwOYAynArmRzycA5d2uuynHcCDj2O02/RqjP676h545vU7JMF/ky4TIhwS+CfyzlLIzcl3NhccIIe4h/Et+uNttOYBbSrldSimBl4B7InffDfwm8vnrwJLIO97bgLVSygYpZSOwFlhxNZ7n1TaAcVwOHJBSfha5vV5KGdLjGPc4SiBZCGEFkoAA0KLHsddxBCDyfFcBf4jcdDfhIL9TSnkWOAXMupnHMd4xlFLuk1JWRO4+DNgjM3o37RjCgH4W9WuMds3o4PQ6JoSwRJZUagj/Iu8ERgHzI0sknwghZkauTQZ+BPzdFc3kAWXdvi6L3HbhvlIAKWUQaCY8U3jx9iiPueHEM46R26UQYrUQ4lMhxJ9HbtfjGN84vg60AZVACfAvUsoG9Dj2No4XzAeqpZQnI1/39txv6nGMcwy7+zKwL/Jm6qYeQ4hvHPVrjHYtWT/vDmi9k1KGgClCiBTgTSHEBML/Z6mEl1RnAq8KIYYR/oPx/0spfZHtPhcIepL93NfXY244cY6jFZgXua0dWC+E2Au0RGs68q8ex57jOAsIAbmR+zcLIdahfx6jjqOU8lDk7ofpNlPFwMbkCz+OcY4hAEKI8cBPCK+OwE0+hhD3OOrXGO2a0TOnNwApZROwkfCyRxnwx8iSzC7ABNKB2cBPhRDngO8B/00I8e3I9fndmssHLixxlQEFAJHlVw/Q0P32KI+5YcU4jmXAJ1LKOillO/ABMA09jhfFOI6PAB9JKbsiS/1bgRnocbzoinG88JzvA17pdllvz12PIzGPIUKIfOBN4HEp5enIzXoMI2IcR/0ao10zOji9TgkhMiLvZhFCJAFLgWPAW8DiyO2jABtQJ6WcL6UsklIWAf8K/KOU8t+klJVAqxCiOLLX53Hg7ci3eQe4kCV5P7AhsmdoNbBcCJEqhEglPNOw+io/5asi3nEk/DwnCSEckT+mC4EjehzjHscSYLEISyY8s3pMj2Ov48iFz6WU3ZdI3wEeiuyRHAqMBHbdzOMY7xhGrn0f+LGUcuuF22/mMYT4x1G/xmjXlLwOsrL0R88PYBKwj3Dm+CEuZZ7agN9FbvsUWBzlsX/L5ZmUMyLXnwb+jUuVweyEsy5PEc62HNbtMU9Fbj8FPPl5j8e1HEfgUcIb/g8BP9XjGP84As7ImBwGjgA/1OPY+zhG7vs18GyUx/xlZKyOE8mCvpnHMd4xBP6K8P7n/d0+LpwqcVOO4UB/Frvd/7fo1xj9cRU/dPlSTdM0TdM07bqhl/U1TdM0TdO064YOTjVN0zRN07Trhg5ONU3TNE3TtOuGDk41TdM0TdO064YOTjVN0zRN07Trhg5ONU3TNE3TtOuGDk41TdM0TdO068b/AxRs38n0MlgTAAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] @@ -1584,16 +1660,16 @@ "levels = np.arange(327, 332, 0.5)\n", "\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "ax.set_title('Model head contours, layer 3')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "ax.set_title(\"Model head contours, layer 3\")\n", "\n", "mapview = flopy.plot.PlotMapView(model=vertex_ml6, layer=2)\n", "pc = mapview.plot_array(hdata, cmap=\"Dark2\")\n", "\n", "# contouring the head array\n", - "contour_set = mapview.contour_array(hdata, levels=levels, colors='white')\n", - "plt.clabel(contour_set, fmt='%.1f', colors='white', fontsize=11)\n", - "linecollection = mapview.plot_grid(lw=0.25, color='k')\n", + "contour_set = mapview.contour_array(hdata, levels=levels, colors=\"white\")\n", + "plt.clabel(contour_set, fmt=\"%.1f\", colors=\"white\", fontsize=11)\n", + "linecollection = mapview.plot_grid(lw=0.25, color=\"k\")\n", "\n", "cb = plt.colorbar(pc, shrink=0.75)" ] @@ -1614,12 +1690,12 @@ "outputs": [], "source": [ "# load the MODPATH-7 results\n", - "mp_namea = 'mp7p2a_mp'\n", + "mp_namea = \"mp7p2a_mp\"\n", "fpth = os.path.join(modelpth, mp_namea + \".mppth\")\n", "p = flopy.utils.PathlineFile(fpth)\n", "p0 = p.get_alldata()\n", "\n", - "fpth = os.path.join(modelpth, mp_namea + '.timeseries')\n", + "fpth = os.path.join(modelpth, mp_namea + \".timeseries\")\n", "ts = flopy.utils.TimeseriesFile(fpth)\n", "ts0 = ts.get_alldata()" ] @@ -1631,7 +1707,7 @@ "outputs": [ { "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAqcAAAJSCAYAAAD+umyuAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAEAAElEQVR4nOy9Z3hb15mufa8NEAQbwN5J9d57dVNziS23JHbixCXVKZNkJjNnJpNv2jkzczLJ8XjizMSOU+w4iRNXyd2WZFu2utV7pSQ2sBeAIAmCwF7fDxAQC0AC4EYsyeu+Ll22UBbWBinw4bve532ElBKFQqFQKBQKheJyQPu4N6BQKBQKhUKhUARR4lShUCgUCoVCcdmgxKlCoVAoFAqF4rJBiVOFQqFQKBQKxWWDEqcKhUKhUCgUissGJU4VCoVCoVAoFJcNSpwqFIorDiHEE0KIf4jicVuFEF/5c+wpFoQQDwohtke47z4hxKY/956M5HJ93xUKxZWBEqcKRZQIIS4KIbxCiNxBtx8SQkghxNh+ty0XQrwnhOgQQjiFEK8JIab3u/96IYQuhHD3/akRQjwvhFg0aG0phOjse0ytEOI/hRCmfvf/c99jFvf9/b5+a3YPeg13v+tYM+h1hhNL5f3X6PsjhRDfH8XbGTXh9ialfFhK+X8S+Jpj+67RnKjXiISU8g9SynV/7tdNFMN9bykUCkU4lDhVKGLjAvC54F+EELOAlP4PEEIsAzYBrwDFwDjgMLBDCDG+30MdUsp0IANYCpwCtgkhVg96zTl9j1sNfB74at/rCOCLQCvwAISETXrf428Ovka/22JGSlk1aI1ZgA68FM96sfBxiMNouZz3Fg1X+v4VCsXVixKnCkVs/A64v9/fHwCeGfSYHwPPSCl/KqXskFK2Sin/P2A38M+DF5QBaqSU/wj8CviPcC8spTwFbANm9t10DQHx+13gXiGEJf7Lion7gQ+llBfD3dlXzX1RCPFcX+X4gBBiTr/7/04IUdF33wkhxJ397ntQCLFDCPGoEKIVeA54AljWV7Ft73vc00KIf+33vNv7KtiuvrVvirC3LwkhTgoh2oQQ7wghxkS4xg/7/tve97rLwuztn4UQE/oq5C1CiGYhxB+EEJn9Xq9MCPGyEKKp7zH/HWFfPxFCbBdC2AdXGvsquA8LIc727ft/+n4xQQhhEkI80vfaF4QQ3x6u4ttXNf9bIcQRoFMIYRZCLBVC7BRCtAshDgshrh/09Tjf97W6IIS4r+/2fxZC/L7f48JWmoUQ0wj/9bul72vfIQInAn8d4eugUCg+gShxqlDExm7AJoSYJgLH6/cA/X9IpwLLgRfCPPd5YO0I678MzBdCpA2+QwTaAq4BDvbd9ADwGgEBB3BrDNcxGu4HfjvCY24n8B5kA88CG4UQSX33VRC4DjvwL8DvhRBF/Z67BDgP5ANfAB4GdvVVbjMHv5AItDQ8A/wNkAlcC1wM87g7gL8H7gLyCAj9P0bY/7V9/83se91dYfb2b4AA/i+BXxKmAWX0/QLS9/3xOlAJjAVKgD8N2pMmhPglMBtYJ6V0RtjPrcAiYA7wWeDGvtu/SqBCPheYD9wR4fn9+RzwKQLvVQHwBvCvBL5Wfw28JITI6/sefAy4WUqZQeD7+lAU64eQUp4k/Nfv18DX+9adCbwXy7oKheLq5ooTp0KI3wghGoUQx6J8/Gf7fkM/LoR4NtH7U3wiCFZP1xI4iq/td182gX9XdWGeVwfkhrm9Pw4Cgiez320HhBBtBITor4Cn+kTwZ4BnpZS9wIv0He1Hyca+Sll7XzXr59E8SQhxDQFB8+IID90vpXyxb2//CVgJtC4gpXxBSumQUupSyueAs8Difs91SCl/JqX0SSm7o9jWl4HfSCk3961Z21dlHszXgf8rpTwppfQB/w7MHaZ6Go4Be5NSnut73R4pZVPftV7X99jFBETr30gpO6WUHill/97LJALiOBu4TUrZNczr/khK2S6lrALeJyBGISBUf9pXeW8DfhTFNTwmpazue2+/ALwppXyz773bDOwDbul7rA7MFEKkSCnrpJTHo1g/GnqB6UIIm5SyTUp5wKB1FQrFVcAVJ06Bp4GwR3aDEUJMAn4ArJBSzgC+l7htKT5B/I5A7+eDDD3SbyPwA72IoRQBzSOsXQJIoL3fbfOllFlSyglSyv9PSqkDdwI+4M2+x/wBuFkIkRflNdwhpcwM/gG+GeXzHgBeklK6R3hcdfB/+vZbQ0CoIYS4v+8IPiiMZzJQtFcTG2UEqrEjMQb4ab/XbSXwi0BJDK81YG9CiHwhxJ/6jqZdBKrowWspAyr7hHA4JhKoMP+LlNI7wuvW9/v/LiDYP1w8aE/RvHf9HzMG+MygX1RWAkVSyk4CJwMPA3VCiDeEEFOjWD8a7iYggCuFEB+IQJ+2QqFQAFegOJVSfkjgh0qIvr6vt4UQ+4UQ2/p9gH4V+J++igJSysY/83YVVyFSykoCxqhbCBzD97+vE9hFoKo5mM8C746w/J3Agb51huMBAgKlSghRT+AIPYl+Zi2jEUKkELiukY70ISDMgs/TgFLA0Vel/CXwbSCnTxgfIyASg8hBaw3++2CqgQlR7KmawFFyZr8/KVLKnWEeG+k1B9/+f/tumy2ltBGoRAavpRooj9T/CZwEHgLeEkJMiWL/4agj8N4GKYv0wH70v4Zq4HeD3pM0KeWPAKSU70gp1xL4xeoUga8dQCeQ2m+dwihfj75190opbyfQHrGRQMuLQqFQAFegOI3Ak8BfSCkXEOiZCh5RTgYm95kYdosIJgmFIg6+DKyKICL/DnhACPEdIUSGECJLBMw7ywj0WA5ABCgRQvwT8BUCfZEREUKUEHDu30rgeHcugV7E/yC2o/1YuZNARff9KB67QAhxV58w+x7QQ6BfN42AWGkCEEI8xCWDVyQagFIR2fD1a+AhIcTqvh7OkggVvieAHwghZvS9tl0IEe6XCPr2pwPjI9wfJANwEzBOlRDoew3yEQHx+CMhRJoQwiqEWNH/yVLKPxL4em8RQkQjsAfzPPDdvmvOBP42xuf/HrhNCHGjCJirrCIw5qxUCFEghFjf13va03ed/r7nHQKuFYExY3YCJ1SRGPD1E0JYRGDkmb2v7cPVb12FQqG48sWpECKdPgOKEOIQ8AsuHamagUnA9QQqSr8S/Zy0CkW8SCkrpJT7Ity3nYBh5S4C4qQSmAeslFKe7ffQYhGYPeoG9hIY0XS9lHKkAexfBA5JKTdJKeuDfwiYV2YLIUYSe/HyAIEpBCNVMiEwRuseAm0OXwTuklL2SilPAI8QqC43ELjmHSOs9R5wHKgXQgxpi5BSfkSgAvko4AQ+IHBcPfhxGwgI+D/1HcEfI2AmGkJf/+e/ERj/1S6EWBphb/9CwIjkJGAsClXSpZR+4DYCx/dVBFob7gnzWr8F/jfwnug3KzdKfklgbNkRAka5Nwm0e0Ql9qSU1QRaC/6egCCvJiCwtb4/3yfQB91KoJf2m33P20zAiHcE2E/A+BWJcF+/LwIX+74ODxOoOCsUCgUAIrqfM5cXfR/gr0spZwohbMBpKeWQHj8hxBPAbinl031/fxf4Oynl3j/nfhWKTxJCiH8GJkopleD4MyOEuBl4QkoZi8lLoVAoLiuu+MqplNIFXAgez/UdkQZnKm4Ebui7PZfAMf/5j2OfCoVCYTRCiBQRmBlq7msr+Cdgw8e9L4VCoRgNV5w4FUL8kcCR4BQRiHz8MnAf8GUhxGECx0e39z38HaBFCHGCQJ/c30gpWz6OfSsUCkUCEARaC9oIHOufBP7xY92RQqFQjJIr8lhfoVAoFAqFQnF1csVVThUKhUKhUCgUVy+R5u9dluTm5sqxY8d+3NtQXMW0t7fT09OD3W7HarV+3NtRKBQKxZ+B/fv3N0spow0xUSSYK0qcjh07ln37wk7vUSgM4W//9m9pb2+nu7ubgoICZs6cyd133016evrIT1YoFArFFYkQovLj3oPiEleUOFUoEsmpU6eoq6sjJSWFlJQUXC4X27dv5/3332fy5MmsWLGCa6+9FiHEyIspFAqFQqGICyVOFYo+3nnnHVJSUgbcpmkaycnJVFZWcubMGV544QVmzJjB+vXrKSmJJZJdoVAoFApFNChxqlAAfr+f48ePD1sVTU5Opre3l4MHD7Jr1y7GjBnDggULuPXWWzGb1T8lhUKhUCiMQP1EVSiAt99+G5/PR1JS0oiPFUKQkpJCY2Mjr732Gm+88QbTpk1j3bp1zJyZqORQhUKhUCg+GShxqlAAH330UVTCdDDBiunp06c5dOgQ+fn5zJo1i7vuuouMjAyjt6lQKBQKxVWPEqeKTzyNjY1cvHhx1KOjUlJS6OjoCJmoMjMzue2221i1apUyUSkUCoVCESVKnCo+8WzcuJHk5GTD1guaqE6fPk17ezsbNmxg+vTprF+/ntLSUsNeR6FQKBSKqxElThWfaKSUHDt2zPDKps/nw+/3h0xUhw8fZvfu3ZSXlzN//nxuu+22uNoIFAqFQqG42lHiVPGJZvfu3TidTsPToGpqaigqKhpwW0pKCk1NTbzxxhu8+eabTJs2jTVr1jBnzhxDX1uhUCgUiisZJU4Vn2g+/PDDhMSUmkymiOsGTVRnzpzhyJEj5ObmMmvWLO68807sdrvhe1EoFAqF4kpCiVPFJ5bu7m5OnTqFxWIxdN329vao2wSsVitut5udO3eydetWJk2axNKlS5WJSqFQKBSfWJQ4VXxi2bBhQ0KG57e3t1NeXh7Tc4QQJCcnU1VVxblz53j55ZeZPn06t956K2PGjDF8jwqFQqFQXK4ocar4xHLkyBE0TTN0TV3XAUa1rsViwefzceTIEfbs2UN5eTmzZ8/mjjvuMLzKq1AoFArF5YYSp4pPJGfPnsXhcJCSkmLourW1tWRlZRm2XtBE9Ytf/ILXXnuNOXPmsGrVKubPn2/YaygUCoVCcTmhxKniE8lbb71luDANkghTk8ViITU1lbNnz4ZMVDNmzOCuu+4yVAwrFAqFQvFxo8Sp4hOHruucOHHC8HU9Hg9+v9/wdVtbWzGZTKG/p6Sk0NnZyZ49e9i2bRsTJkxg6dKlrFmzRpmoFAqFQnHFo8Sp4hPH22+/TU9Pj+H9m3V1dZSVlRm6JkBHR0dYU1TQRFVTU8Ozzz4bSqK69dZbGTt2rOH7UCgUCoXiz4ESp4pPHBs2bMDhcFBaWmqoW99kMhnu/td1HSnliI+zWCz4/X6OHj3K3r17KSkpYe7cuaxfvz4hc1wVCoVCoUgUSpwqPlG0tLTQ09NDYWEhNTU1aJqGxWKhsLBwVOs2NDSQnJxs0C4vEY/Bymq10tLSwqZNm3jnnXeYOnUqN9xwAwsXLjR8fwqFQqFQGI0Sp4pPFC+99BJWqxUhROjou6mpiaqqKvx+P/n5+aSlpcW8bk9PT8yzTaMlXoNVsE/13LlzHDt2jOzsbGbOnMmdd95Jdna2kVtUKBQKhcIwlDhVfKI4ceLEENNQXl4eEDhCr66upq2tDSklJSUlUc0r9fl8ofmmRtLV1RXVkX40WK1Wurq62LNnDxs3bmTChAncdNNNrFu3zvBZrwqFQqFQjAYlThWfGD766CPa2toi9mBqmhYyHnV0dFBVVYWmaaSlpZGTkxNx3ZqaGvLz8w3fb2NjI6WlpYauKYSgt7eX7u5unnvuOTZu3Mj06dP51Kc+xYQJEwx9LYVCoVAo4kGJU8Unhq1bt0ZtDsrIyCAjIwMAh8NBTU0NPp8vrInKZDKRmppq+H41TUuowcpisSCl5Pjx4+zbt4+SkhLmzJnDHXfcoUxUCoVCofjYUOJU8Ymgu7ubU6dOkZSUFPNzi4uLgcAc05qaGsxmMyaTiaKiItrb2w3eaYD6+vqECMSampqwVeCUlBRaW1t599132bRpE1OnTuX6669n8eLFhu9BoVAoFIrhiFqcCiFMwD6gVkp566D7/ga4r9+a04A8IA14BigEdOBJKeVP+54zF3gCsAI+4JtSyo9GczEKRSReeeWVUfdWWq3WkImqpaWF6upqKisrmT17tgE7HIjX602IwUrTtFBFONL9mqZRUVHB8ePHefbZZ0NJVMO1NigUCoVCYRSxVE6/C5wEbIPvkFL+BPgJgBDiNuAvpZStQohk4PtSygNCiAxgvxBis5TyBPBj4F+klG8JIW7p+/v1o7schSI8hw8fHpCyNFpycnLIysqit7eX9vZ2XC4Xuq5TWlo6ahHs8/kSkjTldrtjWtdqtdLd3c3evXvZvn0748ePZ9GiRdx0003KRKVQKBSKhBGVOBVClAKfAv4N+KsRHv454I8AUso6oK7v/zuEECeBEuAEILkkdO2AI9bNKxTRUFFRQW1tLSkpKYauW1dXR1ZWVmgOaUdHB9XV1QghRjRRDUdtbS1FRUVGbhUIjMwKlzQ1EkIIrFYrDoeDF154gVdffZXp06dz0003MXnyZMP3qVAoFIpPNtFWTv8L+F9A5PNAQAiRCtwEfDvMfWOBecCevpu+B7wjhPh/gAYsj7Dm14CvAQmbI6m4unnzzTcNF6YQMBf1H5AfyURVXFwcU1SqpmkJ6Tc1mUyjrngONlEVFBSQn5/Pt7/97YS8xwqFQvFJoaysTHo8noS+RnNz8ztSypsS+iIGMKI4FULcCjRKKfcLIa4f4eG3ATuklK2D1kgHXgK+J6V09d38DQLH/y8JIT4L/BpYM3hBKeWTwJMACxcuNGboo+ITg67rHD9+3PB1PR7PsEfkQROV1+ulrq4uFG06UhJVa2trQo7M6+rqDJ8okJKSwtGjR8nKyuJb3/oWU6ZM4ZprrmHZsmVDZskqFAqFYng8Hg933XVXQl/jySefzE3oCxhENJXTFcD6vr5QK2ATQvxeSvmFMI+9l74j/SBCiCQCwvQPUsqX+931AIE+VoAXgF/FunmFYiQ2b95MT09PTJXLaKirq6OsrGzEx1ksltBRektLC1VVVei6Tk5OTlhjksvlSsgJQW9vb0JaBTRNw2YLdOecP3+eEydO8NxzzzFjxgzuuOOOhMx/VSgUCsXVzYjiVEr5A+AHAH2V078OJ0yFEHbgOuAL/W4TBCqiJ6WU/znoKY6+x28FVgFn47kAhWI49uzZY7gwBUKV0FjIyckhJycHXdepra3F6XQOSKIKpkwZXTlNlMHK5XINSbCyWq14PB727dvH9u3bGTduHIsWLeLmm2821JCmUCgUiquXuOecCiEeBpBSPtF3053AJillZ7+HrQC+CBwVQhzqu+3vpZRvAl8FfiqEMAMe+vpKFQqjaG1t5dy5c4b3QjY2NpKcnBz38zVNC1Vd3W53yETlcrkMT4SCwGzTRFRNW1tbI1Z5hRCkpKRQX1/Pyy+/zGuvvca0adO46aabmDp1quF7USgUCsXVQ0ziVEq5lUCls78oDd73NPD0oNu2A2Gbz/ruWxDL6ysUsbBhw4aEGIs8Ho9hR+/p6emkp6cDcODAAdxuN+3t7TGbqIYjUQYrIURUVd5g8MHJkyc5cOAAhYWFzJ49mzvvvJO0tDTD96VQKBSKKxuVEKW4ajl27Jjhxhyfzxc6fjeSrq4ucnJyKC0tHWCiCiZRxUtLS4vhEagQmEYw3DD/SKSkpOB0Ovnggw949913mTx5MitXrmTlypXKRKVQKBQKQIlTxVXKvn37aG1tNbxiWFtbmxCTT0NDQ+iov7+JqrW1NWSiys7ODpmPosXtdsc123Qk/H4/2dnZcT9f0zQsFgsXL17k9OnTPP/880yfPp3169dTUlJi4E4VCoVCcaWhxKniquS9995LyFG2pmmGj2SCyAar7OxssrOzQyYql8uF3++nrKxsxCN1XdeHGJbiZfLkyWRnZ4daD4w0WCUnJ+P1etm6dSsvvPACK1euZMGCBXzqU59KSNVXoVAoFJc36pNfcdXh9XrZsmULNpvN0Dx4p9Np2Fr9aWxsHFFI9zdRdXZ2UlVVhaZppKSkkJeXF/Y5tbW1o6pu9mfp0qWsWLGCe++9lx/+8IeMGTOGuro6Q9YO0t7ezoQJE2hoaODVV1/l9ddfZ/r06dx4441Mnz7d0NdSKBQKxeWLEqeKq46NGzdSXl5OQ0MD1dXV+P1+QwxGbW1tCZlBGqvBKi0tLWQkqq+vp6amBr/fT0FBwRCRG2sbQCSeeeYZduzYwcqVK8nJyeGHP/whDoeDHTt2sGfPHjo6Oka1/uAxWsGK6alTpzh48CAFBQXMnDmTu+++O2QgUygUCsXViRKniquOQ4cOYTKZBqQ01dbWYjKZsFgsI6Y0RSJad3osjHYGafBafD4fNTU1mM1mhBBkZmYabtyqqKhgz549CCF45plnWLFiBZ/5zGe46667OHLkCDt27OD48eNxva7D4cBut4e9LyUlBZfLxfbt23n//feZPHkyK1as4Nprr1UmKoVCobgKUeJUcVVx4cIFampqBsw2tVgsjBs3DhiY0pSbmxt1Fa62tjYud/pIGDWD1Gw2M3bsWCBQ4T148CDFxcU4nc6Ioi8eurq6KC8vZ8eOHezYsYPCwkKWL1/OsmXLmDdvHk6nk127drFz504aGhqiXldKSVZW1rCP0TSN5ORkKisrOX36NC+88ALTp0/n9ttvVyYqhUKhuIpQ4lRxVfHGG28MO3R/cEpTW1sbUkpKS0uHrYqO1p0eCZPJZLhxKysri/LyckpLS6mtraWjowNd1ykuLh6VwUjX9SFV0eCQ/Y0bNzJr1ixWrFjB2rVruemmmzh79iw7d+5k//799PT0RFzX4/HEXD22Wq309vZy6NAhdu/ezZgxY5g/fz633XabMlEpFArFFY76FFdcNei6zvHjx6N67OCUpqDBKDU1ldzc3AGP9Xg8CZlt2t7enpBj6fr6elJSUgZcY1dXFzU1NSExHMlENRzV1dVD3psguq5z+PBhDh8+jM1mCxmoHnjgAe655x727dvHjh07OH/+fNj9xpuMFUyiamxs5PXXX+fNN99k6tSprFu3jlmzZsW1pkKhUCg+XpQ4VVw1vPvuu3g8npiNT/1TmoIGI5/PFzJR1dXVhUSekbS3tyfEYOX1eoesm5qaGjr2DxrFdF0Pa6KKhKZpUbVBuFwuNm3axKZNmxg/fjwrVqxg4cKFrFy5kvr6enbs2MHu3btxuVyhdY2odgbXOHPmDAcPHsTj8XDbbbdx1113JaQlQ6FQKBSJQYlTxVXDrl27Ru3IDxqMvF4vDocDs9lMS0tLqGfVKAa7040imgSrgoKC0GODRjEhBEVFRRH343a749rP+fPnOX/+PM8//zwLFixg+fLl3H333dxxxx0cPXqU3//+9wmZR9vW1kZGRkbIRDVp0iSWL1/O9ddfr0xUCoVCcZmjxKniqqCtrY2KigrDhI7FYmHs2LE0Nzdjs9moqqpCSkl2drYhVbja2loyMzNHv9FB1NTURD2NwGw2h9Kj2traqK6uRkpJZmbmkL01NzePqsrb09PDzp072blzJwUFBSETVW5uLv/4j//I7t272bFjB/X19XG/Rn+klCEjWHJyMlVVVZw9e5YXX3wxZKKKt5VAoVAoFIlFiVPFVcHLL79McnKy4et2dXUxefJkIFDtdDgcOJ1OdF0f0UQ1EokQp/EarLKyssjKygpdYzAFqqSkBLPZjKZphlV5Gxoa2LBhAxs2bKCjo4OKigpWr17NunXrqKioYMeOHezbt29YE9VwRDJYJScn4/P5OHLkCHv27KG8vJx58+axfv16kpKSRntZCoVCoTAIJU4VVwXHjx83/Lh2sDtd07RQtW0kE9VwxONOj4bW1tZRC8j+19jV1UV1dTWtra2GDfPvT2VlJbm5uTzxxBNkZGSwdOlSli9fzv33388999zD/v372bFjB+fOnYtp3Wh6hFNSUmhqauLNN9/krbfeYtq0aaxevZq5c+eO4ooUCoVCYQRKnCqueA4cOEBzc/OwI6TiYTh3eiQTVWFh4YiVy0QZrFwul6EGq9TUVMaNGxeqxlZXV+Pz+SgqKjKkfULTtFDSVUdHB5s3b2bz5s2MGzcuZKJavnw5DQ0NIRNVNBGyJpMpaoNVfxPV4cOHyc3NZdasWdx1112GzodVKBQKRfQocaq44nnvvfcMF6YQEDnRuNPDpTRpmhZKqAq3rtGzOBNlsPJ6vfj9fvLz84GBJiqA4uLiuF5zOJF54cIFLly4wPPPP8/8+fNZsWIFd911F3fccQfHjh1jx44dHD16NGz1ubGxMW7hnJKSQmdnJ7t27WLr1q1MmjSJpUuXsnr1amWiUigUij8jSpwqrmi8Xi8nT540XOy5XK6YZ5v2T2lqbW0NmagyMzNDVbiGhoaE9MbW1taOmLAUDw6HY0D6Un8TldPpDJmo7HZ7TK/f1tY2YpXX6/Wye/dudu/eTX5+PsuWLWPZsmV84xvf4MSJE/z0pz8d8hyPxzPq6rEQIlQprqio4OWXXyY3N5cvf/nLoWtXKBQKReJQ4lRxRfPqq68mpKrV2to6KpGTnZ1NdnZ2KImqo6MDv9+PlDIkYI0mEcfQJpMp4nguu92O3W5H13Xq6uro7OwcYKIaDiFETBXXxsZGXnnlFXbs2MG//du/0dTUNOQx0YzRihWLxUJHRwfnz5/n4sWLlJeXM3fuXNavXz/qsWUKhUKhCI8Sp4ormoMHD4aOmI0kVvEUif4pTS6Xi6NHj6JpGikpKXGlNIWjq6srIQlWLS0tUb23mqaFqqsej4eamho0TSM5OTk0U7U/Docj7nFcN998M729vbz55ptD7qupqQm1HxhJY2MjpaWlmM1mmpqaeOutt3jrrbeYOnUqq1evZv78+Ya/pkKhUHySUeJUccVSWVlJdXW14f2mdXV1CUkUamtrY968eaSmptLQ0BCTiWo4guLJaNxud8zH2FarNVQZbmpqoqqqCl3Xyc/PJzU1FQC/3092dnbM+wke7W/dupX29vYh95tMptBrGMngHuHg/587d46jR4+Sm5vLjBkzuOuuuxLSWqFQKBSfNJQ4VVyxvP766wkxQgUd6UYTHDsF8aU0DbduIgxWUspRrRGsDAevUdM0enp64q5I33rrrfh8Pt5+++0h94UTq0bQ0NAw7C8OQRPVnj17+PDDD5kwYQLLli1jzZo1ykSlUCgUcaLEqeKKRErJ8ePHDV836E43mkjiKVxKEwT6OaMZ0l9fX58QgV5TU0NOTo4ha/W/xmPHjmGxWLh48SI2my3qCmpRURGLFi1i06ZNuFyuIfe3t7cbOkYrSG9vb1RV6aCJqra2lmeffZaXX36Z6dOnc9tttyWsx1ihUCiuVpQ4VVyRbNy4kTNnzjBu3DhDxyc5HI6II6BGQzTiaaSUpnB4vd6EiDIhREJaG2w2G+Xl5SETVXV1NX6/P9TTGYnbbruNnp4eNm3aNOS+RI3R8vl8+Hy+mJ9nsVjQdZ1jx46xd+9eSktLmTNnDnfccUdCJjUoFArF1YYSp4orkuPHj1NQUEB1dXXIYBRLSlMkNE0z3IUdq3ganNJUU1ODyWQiOTl5gOHH5/MlpMrrdrsTYrBqbm4OxYRGMlFZLJbQ3NggZWVlLFiwgNdee43Ozs4h69bV1SVkUkFNTc2QvcRKSkoKLS0tbN68mU2bNjFlyhRWrlzJ8uXLDdqlQqFQXH0ocaq44nA6nZw9ezZsSlNvby8lJSVxCczm5uaEjAcajXhKTU0NHQs3NjaGKo2FhYU0NDQkpDe2qakpIfM8u7q6wlZ5w5mogoP/09LSWL9+PZ2dnWzZsiXsurquJ8SIZDabDUnCAkJTDyoqKvhoyzN8NH8chVOuZ93tD5KdbUz7hEKhUFwtKHGquOLYsGHDkOPR/ilNQYPRcClN4YgknkaLUeJpcEpT8DrjTWmKRPC9MxJd16OqxgZNVLquU11dTW9vL4cOHeLMmTN4PJ4hj/d4PAmpHre2tibE0NRYX8OC4nYK5GH8Jw/x64+ewla+gskLbuG6NbcZ/r4rFApFtAghrMCHQDIBffiilPKfhBD/B7gd0IFG4EEppUMIkQO8CCwCnpZSfjvCuv8MfBUIDqj+eynl0HmA/VDiVHHFcfTo0YjCob/5JpjSpOs62dnZ2Gy2iGtGK55iJRHiyWw2Y7PZ0DSNjIyMUEpTZmZmVCaq4airq0vIOKbq6uqY2i40TWPMmDF873vfo6enhx/84AdIKUlPTx9g1Kqvr0/IGC2Xy5WQX1Ssso0JBQEBqglBqc0F7W9x/s032PfWoxROvo6VN36BceMnGf7aCoVCMQI9wCoppVsIkQRsF0K8BfxESvkPAEKI7wD/CDwMeIB/AGb2/RmOR6WU/y/ajShxqriiOHz4ME1NTVE51AenNLlcLvx+P2VlZUMqVLGKp2hJlHhyOp2Ul5ejadqAlKZoTFTD0dvbm7AxWsEWjGiZPHky06ZN4/nnnw8Jxdra2tCxf0lJScLGaAX3bCRer5d0msPel5qskcp5uHieVx95FnPeIkpnrOLG275gWGuBQqFQDIcMzA909/01qe+PlFL2H5GSBsi+x3cSELATjd6LEqeKK4otW7bEPDqpf0pTV1cX1dXVCCEGpDTFI56ife0/h3iKNaUpHImI/wTo6OiIa2bq7bffTltbGx988EHotv7XePz4caSUJCUlGSqoa2trR12BDkdL/QVun9wFDC9689N7oHs7rj3beOyDX5Az/hrmX/Np5i1SJiqFQjFqcoUQ+/r9/Ukp5ZPBvwghTMB+YCLwP1LKPX23/xtwP+AEbojjdb8thLgf2Ad8X0rZNtyDVYOT4oqht7eXkydPjmqN1NRUxowZExpnVFNTw4kTJ8L2M46WxsbGhBisHA7HsOIpaDAqLy9HCEF1dTUXL16kq6tr2HWNcKeHo6WlJebq8YwZM5g4cSJvvvlm2HFOVquVnJwc5s+fT1JSElVVVVy4cAG32x1mtdgQQiREnGYmd5Jqjf4j12wSlKU1kNrwIruf+RyP/u2t/OnXP6GlJXz1VaFQKKKgWUq5sN+fJ/vfKaX0SynnAqXAYiHEzL7bfyilLAP+AITtLR2Gx4EJwFygDnhkpCeoyqniiuG1114bdWpRf4IVxXPnzmE2m6mtrQWIK6UpHB6PJyF9i8H+0mjob6IKjqQCQkfi/TGZTAk5QhZCxPx+rl+/nubmZnbs2BH2/v5V3mA7RtBE1dbWhpSS0tLSmF+3q6srIQarttYmxlkb4n5+ZqoEjqCfPsxT//A0GWXLmTDvZlatu0OZqBQKheFIKduFEFuBm4Bj/e56FngD+KcY1gp9+Akhfgm8PtJzlDhVXDEcOHDA8CNyCAxND4rIeFKawpGoI/Kurq641jWbzaFxTe3t7VRVVQGEUppaWloSInIcDkfM7RJz5sxh7NixPP300xGFYm1t7YCZr3DJRAWBVoKqqiqEEENMVMPR0NAQagExEn9XA3NHsgtEgRCCkowOaH+Hqrff4iu/+gnX37CGFeu+wIRJU0b/AgqF4hOLECIP6O0TpinAGuA/hBCTpJRn+x62HjgV47pFUsq6vr/eyUCxGxYlThVXBDU1NVRVVRke1elwOEhLSwv9PZ6UpnDU1taG+lmNxAjxFHT1909pqqqqYsmSJQbt8hI+ny+mcV5CCNavX099fT179uyJ+DhN04adKpCRkRFKuHI4HKGpDcXFxcO2WphMpoT0CGeY2g1dE0BKSOptJKnqt7z+6LNouQspnbaKm+64PyGRtgqF4qqnCPhtX9+pBjwvpXxdCPGSEGIKgVFSlQSc+gAIIS4CNsAihLgDWCelPCGE+BXwhJRyH/BjIcRcAkaqi8DXR9qIEqeKK4JXX301IUfOkcTT4JSm4ExRi8UypGIXDk3TBoheozBSPAVNVLqu093dPWxKUzx4vd6Yq7yLFi2itLSUX/7ylxGf297eHtOawa+v1+vF4XBEvMaGhoaEfI81OC6wqqwdMBm67u6LKSwf3w1o5Gf0Qs8u3Pt38rMdT5Iz7lpmr7iDhUuuTci8VoVCcfUhpTwCzAtz+93DPGdshNu/0u//vxjrXpQ4VVz2SCk5fvy44T9koxVPQRMVBARMTU0NPp+PwsLCsGLG6XQaus8gjY2NCRFPtbW1FBYWhubAhktpigeHwxFT1TQpKYn169dTVVXF/v37Iz6uvb09rl5ei8USam1oaWkJXWNubi4ZGRn09PQkpEc4w9xBgd1YYQqAZsVq6RlwU8BE1QSNL7H/Dy+xbcMsiiZfx5rbHiAvP7qpDQqFQvFxo8Sp4rJn69atdHZ2DkmFGi2xiie4ZKLqn0QlpRxgMGpra0uIyEmUwQoYEFAQbEcIXmNraysQ3kQ1HMFKc7Tcdddd5OXl8Z//+Z/DGt/iMVgNJicnh5ycnNAM3Obm5tBMWiN7bzs73dhE08gPjJGKep086/C/BNlTwc5R5OkjPLPvKdJKlzNx/i3csO6OkDFOoVAoLkeUOFVc9uzcudNwYQqEjnfjoX8SVXt7+4CUJiPE02B8Pl9CXOSdnZ0Rq8f9r9HlcoVMVBkZGSMajJqbm0lKSop6H5MmTWLVqlW8++67nD59OuLjHA7HsElfsRKcgVtZWcmkSZOoqqoK9bMaEcrQ0VLJjTO9GD2176LTzuopHVE9VghBsa0TXJup3vQOj7zzUwonXcfS1fcyeeoMQ/elUCgURqDEqeKypqOjg7NnzxouTltaWgzr3exvMDp06BBJSUlUVlbGndIUjtra2qiH6cdCU1NTVDNIbTZbSBTW1tZSXV2N3++ntLQ07DV2dnaGhO1IJCUl8cUvfpGmpiY2bNgw7GP9fj9ZWVlRrRsLmqaRm5sbEqR1dXVRm6iGI9PSidnoX1R0HSnj+0XFatEo4yJUXeTtnz3LppwFlE5bzbrbv5iQ2FqFQqGIByVOFZc1L7/8ckwVuGhxu91Ri6do0TSNvLw8ysrKQilNJpOJ5OTkqExUI62dCPEQT4JV/5Sm6upqTCbTgJQmXddjMkLdeuutFBQU8Oijj9Lb2xvxcR6PJyHV4/b29iH9zMFrCZqogka0WJKoGutrmGdvwuiq6e5zZuYWuxjtx3deei/07MZ9YBf/vf0XdKfN4sbbH2DJ8huUiUqhUHysKHGquKw5evSo4Ufkuq4bOsw/SH/xFExpgoCRKVhpzM/Pj1lkhhNPRlBfXz+qkUNWq5Vx48YBA01UXq836l7esrIy1q5dy/bt2zl1avjRecGeUKMZzmDV30TV1tZGZWUlUkqys7NHbC+w6G1MKjJ+dmwPGeTajDPdmTRBWXoz7505wKHn3mfHxhkUTr6WtesfJL/AuFhYhUKhiBYlThWXLUePHqWxsdHwmY01NTVRD2WPhUjiqX9KU9BEBYERR9EI73jd6SPh9XoNWzdootJ1nb1795KWlkZbW9uwBiNN07j//vtxu9289NJLI75GPFXekQhWeKP5OvSfgVtTU4PT6UTXdcrKyoY83+fzkUaLoXsFaHb5SBHR9ZrGwmmHTkGqE3sK2DmOPHuM3/3LM6SVLGP8nBtZffOnlYlKoVD82VDiVHHZ8utf/5qenh7DxammaaEB7UavO5x4CmeigkA/Z6Q+yljEUywkymDV1dVFUVERpaWlI6Y0rV27lvLycp544gm6urqGXbepqSnuvs/hqK2tjbmHVdO0kKh3u91UVlZiMplISUkJifRGRwXrJ3di9JH+IYeNVZPdhq/rcGdyw2RX6O9CCIozOsG1hdp3N/HI5p9RMOk6lqy6h6nTZxv62gqFQjEYJU4VlyU+n4+Ojg7cbnfcKU3hCK5lNM3NzTGJp8EpTZ2dnWGvsa6uLu4I1eGoqamJqX8yWpqbm0PCbXBKU7C1obi4mLKyMm677TYOHDjAwYMHR1y3u7s7YWO07HZ73M9NT08PxbPW19eHTFQ22ki3Gn+kL9ES8IuKjq5H7vUNmKiqoPp3bP6fP7Ipez6l01Zx4+0PJCRoQqFQKJQ4VVyWvP766wADUpqMMBg1NTUZboSCwP7iEU/BlCYgZKIym80kJSVRUFCArusJEacmkykhA/01Lbx46p/SVFdXR1FREa+88sqwEaVBYjVYRYvRBqtg4lRTYwPtjmbePZNNZpKTBeOMWf9QJUzIdmF01XRXhZkFpR1E8+MgN90H3o/oOriH/9nxS7LHrWTGkttZunK1MlEpFArDUOJUcVmyf//+ARXE1NTUkDElmpSmSJhMpoQYrIwQT4NNVOfOnaOhoYGcnBxDnfqtra2GvwcQqPKOtE+LxcI3vvENbr/9dn74wx9y7NgxdF0nNzc3VIEcTHV1dei43Oj9lpWVGb6u8Dbx4LUCTXNS1ayz+VQGui6ZXeikKDv+yRMtHhtzx7hGfmCM9Go2MtPbY3pOwETVAk2vcPTFV9j16nQKJ1/Hqlvvp7CoxPA9KhSKTxZKnCouOxwOB5WVlRF7TcOlNAkhKCoqGlZ0RSOe4qG6utqQge39yc/Pp6uriwULFtDY2IimaUOSqOLF5XIl5Ii8t7d3xFaBsrIybr31Vj766KNQC0AwpamtrS2swUjTtIQcHwfHQxmJruuka87Q/stzNcpzA0EHey9YOdGcgYUOlo3vxWyO/uvo8eoI2TPyA2Okoa2XNG10BqsMK2RwAnn2OH/4P78ltWgpxVNX86k7P2f4+6tQKD4ZqE8OxWXHq6++GlU1dLiUpnBH4dGIp3jQNC1i1W+061qt1pCQdLlcUZmohiNRBiuv1zti9dhsNvPQQw/R0dHBH//4x9DtwZQmCPQEB01UaWlpWCyWhIz9amhoSEjqWIPjIjeUtDL4o1XTNJZM8APttLt9fHAuHYmFMls7U4pH/lrsrEhm6bhujD7SP9pgN8xgFTBRdYH7PV7+7R5Ob3+C/AnXsmT1PUybMXfU6ysUik8OSpwqLiuklBw7dizm/rXBBiO3243P5wslGCXKne5yuRIinhobG4eIp8EpTUFzV6SUpnDE406PBofDMeJs09tvv52SkhIee+yxiO78/gYjh8PBqVOnKC4uxuv1GurW7+npSUj1OMPsojBr+K9FZrqZ1VM9gIdj1YItp20IvYclY7tITwk/rkmaUki1RjYtxYtIkMEqSfNTZq2G2j/w7uPPsTlzHsVTbuDGOx5IyKQMhUJxdaHEqeKyYtu2bXR0dMRt1hlsMKqtrUXTNJqbm5k2bZqRWwUC/ZuJEDkej2fYdQebqDRNG5DSNByjcadHQtO0YcXjxIkTWbNmDR9++CHHjx+Pas3i4uJQtTuY0mQymaIe8B8Jn8+XEINVV1cnNppjes7MMsFMXHh9OjvPJePX0rCbXcwf6w+JxgsNfnIsxveaHrgIk3MvGawyi6bhbDiL1H2jWndXRTKLxrgJ/njJSfNB7156jnzE47t+Rda4lUxffBvLr12nTFQKhSIsSpwqLiu2b99umIvcarWGjv1bWlpoamrC5/NRVFRk2GsIIRIygzRa8dTfRNU/pSk/P39In2ZXV1dCqsetra3DDmhPTk7mwQcfpKWlhRdffDHqdR0OBxkZGQNSmlpbW0MpTTk5OXFV4WpqakYdJxsOV/NF1k3vIZ4jcotZ4/qpPsBJdYvOu2cyQEpm5Ds515bF2qluw/fr7LUzPzeQNGW2pLLmGy/h83Zxcf/LVOx7jo6mirjW7RWp2FKHVnk1TVCW0QrNr3L8pVfY/do0Cidfx/W3fJGS0sSMCVMoFFcmSpwqLhvcbjdnz541fNh6S0sL+fn5FBcXx53SFI6geDKa2trauMRT/5Sm6upqWltbkVKGUpoaGxsTEv/Z0dEx7Hiuu+++m5ycHB555BF6eqI39fj9frKzswfclp2dTXZ2diilqb29PWJKUyRMJlNCjHGZls6YTE6RKMvRKMsJmKj2nDNzqtJFsrCwfILXkPUB3B4doXeH/u739bDzj99hwqJ7mHLNl5l2/cM0XdzH+X3PUXX4dXzezqjWrW31kWEeucqbkSLI4BTy3Eme+/dnsBYuZcystay79R6SkuKfaKBQKK4OlDhVXDZs2LAhIe5et9sdEk/9TVROpzNkorLb7TH3YoYTT0agadqoxJOmaaFr7J/S5HQ6QxVIo9B1fdie2xkzZnDdddexadMmzp07F/W6Xq932Crv4JSmqqqq0Ps23OSE9vb2qPcQC00Ntcy2N2GkYUnTNKTQuHdZLxaTh61n0kBLpiSjnWklo3udvRdTWDb+ksFK6n4cJ7fgOLkFa3ouY+fdyfhF97Lk0z9hwfp/oerI6xx68//S0zl8JOvJRjurJncQ7fsghKAooxs636d527s8+v7PyZ94DQuvv4eZs+eP6hoVCsWVixKnisuGI0eOJGQGaSTxZLfbsdvtI6Y0hWMk8RQvRounYEpTQ0MDJpMplGBUXFxsSIW6pqZmSCxpELvdzoMPPkhtbS2vvPJKTOvW1taG+mpHor+Jqq6uLnSN4Wbgtre3J6RHOMnfypQi42fHdksbebZ2ANZM7wF6OFELW07bwNfD4nGd2FLj+Bg3WbFawlexPe5mTm37Jae2/ZKc8vksu/enjF/4WerOfEDV4dciLqnrOoL421wsSRplSTVQ+0e2Pvk879rnUjJ1FevW348tAX3SCoXi8kWJU8VlwYkTJ2hsbDQ8tai2tnbE6uZIKU3hiMadHg+JEk89PT3MnDkTCAhrh8MRk4kqEkKIsK0Nmqbxta99DYvFwi9/+Ut8vthMNiaTKS7xHLwWn88XMoqZTCZKSkoSNkbL5/ORFqMRKhpaXD6sYugM0uklGtP7TFS7K6z0ijTSTU4WjdOjurZzdX7yUtqBkc1ILVUH6HE3o5mSqDm+adjHHrhoZlq+E4jcfxwtOWl+8O2n5+g+/uL5J1i+4lpmLLmdFdffqExUCsUnACVOFZcF77zzTkLiNIHQ+KVoGGwwCubB5+fnDzhqH8mdHg+JFE/9q7z9DUbNzc2hSuNwKU3hcLvdEY1bd999NxMnTuRXv/oVdXV1Me23ubl51H2HZrN5iImqvr4+6mpsLDQ5znPbpE6MEGX9OVCTwQ1TO4l0RG4xa1w7JWCicrT6efe0DQRMz3dSkh35o73SlcnqKdEN3i+ZtpbcMQvY8+L/QvcN3y/s8mWwMNsZ1brRogmBxaxha3uDUxtfZ8/rUymcfC3X3fJFSsvGGvpaCoXi8kGJU8XHjs/n4+TJk4ZXRDo7O0c1MihoMPL5fKFKo5SS5OTkhPTGOhyOhIx5qqmpiVgdDfZnBg1GkVKawtHU1BTWCLVo0SLWrFnDe++9x969e2Peb1dXl6HV46CJSgiBlJKqqiqklDGZqIbDZnFHnE86GoRmxhzl/oqzTRRnB77f919M4lSzDZPeyfKJXiz9TFQ+XY9+VJQQzL7xb3A1nefC/uGnLLi6fJhk+Nm1o6Gy0YctKSB406yCNE7D+dM8/39/R3LhEsbOWse6W+9VJiqF4ipDiVPFx84bb7yB3+83XPA1NTUZInLMZnNoHafTybFjxygrK6O1tdVQQ5SUMiED8k0m04hV6f4Go6CJaiSDkclkGiLuxo4dywMPPMCZM2diGhsVRNf1hMwg9Xg86LoeqqZ2dnaGrtFqtcY9Wqq9rYVSS5OBOw1wpArGZrYTazVW0zQWjZeAE1eXj21n05GaheI0J9NLBXvOJTG/tINoPvrHzFlPZtFUdjz7rREF7d6qNK6ZaHyC1dnWTFZNvjSLNUhRhgc6P6B5+1Yefe9/yJ94HfOv+zSz5y4y9PUVij8nGSYn12e+ldDXeDKhqxuHEqeKj539+/cnpBKpacan32RkZFBSUkJ5eTkOh4OampqoTVTD4fF4EmawirUiHTRRQaCaG5ydWlJSEmplqKurIyUlZcDzMjMz+eY3v0l7eztPPPFEXNdTU1MzrNs+Xurr6weM0UpLSwvNga2vrw9dY6wzcHvddcyf4cNoUdbUbWN1+egG79tSzayeFkiiOlUr2XLKzsnKdmZG0dkgNDOz1n6fNscJqo68PvITNCsWc/RjwqIh8EuKHPbfsMUsKDM7wPFHtv/qOd6zzaV4yvXcePuD2MNEGCsUiisDJU4VHyv19fVcvHhxiNAxYl2j1wSorq4OiaegISqYRGUymYY1UQ3HYPFkFKM1WAWvsb+JKhgH279VICkpiW9+85skJyfz6KOP0tkZ3VzMwQghYup7jZbgvsNRWFgIXDJRmUymQE78CDNwdV0nw+Q0/Bcgj1cH3WPomlNLNLLaW0kWSRyqseATaaRrLhaN94fd//iFnyUjdywfPPUQjBDPe9rhpzitnWgMVrGw97yJmQVOov0xlZWmg/8Avcf38+Se32Afs4IpCz7Ftas/pUxUCsUVhhKnio+VjRs3JsQI5fV6E+J61zRtiHjqn0TV1NQUqqbm5uYOSWkabl2jq8dGGqz6m6gaGhq4cOECuq6HUpoefPBBysrK+PnPfx6zASpIR0fHsDNT46WxsTEq81p/E1VbWxtVVVVAoCKcGaYK11hXyXVFrRj9MbqrIpkl4zwYXY09Wm9j1WQ3mhY49q9r9QVMVBKm5ndQlhtoITCZk5m55rs0Ve7DcerdEdet6YjeYBULnbqNwqzYDVaaEJRmtEPrG5x5/XX2vjmZwsnXce1N91E+doLh+1QoFMajxKniY0NKyZYtW8jKyjK0spGo7HS3e+QIycEpTW1tbUgpKSkpiSgSm5qaDHf+Q+BIPhE9rN3d3SxYsACLxUJNTQ12u51Dhw5RUVHB0aNH4163paUlIb9QeDyemNfNysoiKysLXdepra2lo6MDXdcHtG+kaS6KhnHFx4tuSiXdOjT+c7Ro2sAe4aJsM0XZXei6zoFKM2dabWh6Jw8+cC+p9iJ2/vE7I67p8+mgG79XZ6ePJOKrvvcnPVmQzlm4cJaXf/w7WrQpLL7uZm68/asJ+TenUCiMQYlTxcfG9u3bQyIOAkPbw1WoYqWmpiZ0VGskzc3NUYucwSlN1dXVCCFIS0sbMrS+u7s7IaIsmHxlNP0NVnfccQdf//rX2bhxI48//nhUKU2RSESP8OAxWrGiaRplZWVAYIpAcHaqEFCeACPUhUY/2RZjxzEBHKqE8REMVpqmsXBcoJrq8VvZftbK23/3XXxVu5lVNvwvjbsqLCwsd2P0j5J9VelcN6kLI6vHBRk9XKg6zSzfm7z1s8fQctYyft59zJizzLDXUCgUxqDEqeJjY/v27QMqjQ6HA7fbPWqDUTTu9HiIVzz1NxjV1dVRW1uLz+cLVVMTYYRKlMGqubk59B6UlZXx0EMPUVFRwebNm0NH4sGUpsEmquFwOBxRt0DEQm1tbdxO/MGkpqaGrvHowZ3k5iXx7kkTi8a440tpCsO5Vhtrp46+YjiY1h47c8eMLHoX3vgws9b+Fe88diu7HAETla57WVzuJjN96DX2ijTsabEFLESFZsFsNrbvVtd1MlI9JCcJFo85B5zD8dGvefmDpViLbmL52q+RmWn8SYNCoYgdJU4VHwudnZ2cOXMmJFw0TQsZgoIpTcGUoFgMRq2trYZX3yBgWBpN3n2QoIkoeI319fUJqfLW1dWFKn5G4na7GTt2LDabjW9961t0dHTw+OOPD0iACl5j0ERlMpkwmUzDJmr5fL6EJG5pmpYQ0TupyMxNU514fTq7zlnxaWlkmFwsHBfeYBQNuq4jEtBz2+XR0fSRZ5BaUrOYes1XqT76Jq21R5hSpDGlyIXPp7PrvBUv6aRqLpaM96FpGnWtvaSZjO81PVEjKbU5MdpgdaBK457ragasW5zlpTjrQ3T9A3Y/9VN60teQO+lOll17e0I+RxQKRXQocar4WNiwYUPEymi0KU3hcLlcCTki93q9horI4DWaTCZSUlLiTmmKhMlkSpjBKujMT01N5cc//jEdHeEFSn8TVTClSUpJdnb2gNQur9ebkCqv02n88ThAU5ODmRnNQCC96LqpgZSmmpZASpOUkhmFrmFTmsKx57yZWUUujP5Y3n0hheUTRp5BOv36b2C2pHFk0yMDbjebNa6Z7APaaWz38+6pdNA0Wtu7+Mxi48do1XVlsnqy8V87kzWFsvzwglfTBHPKGoA/4Kr8Pa/8dB5J+euYveJLlI+dZPheFArF8ChxqvhYOHLkSFSVif4pTcFxTZEMRomK/0y0eOqf0lRbW0t7ezu6rlNaWhrXtTQ0NCSkraG2tpasrCy++MUvMm7cOB5//HFqamqiem4wpSl4jU6nM5RE5XA4EhIr2tbWlpBfVJJ6W5hWMlTklOaYKM0JpDTtu2jmVLMdk+5m+cTeASlNkejSMyjITICgNlmxWoafQZpiK2DS8ge5ePBlXI1nIz4uP9PE2sxudF3nqQ803j+XhebvYtmEHqyW0f+78/qMH6MF0OLqpdAeXbuELU2wNO0QcIizrz/OAdN1pJfewsq1DyQsYlmhUAxEiVPFn52TJ0/GPIfUbDaHDEZOp5Pq6mqklNhstlBKU1A8Gc2fSzz1N9+MZKIajp6enoSIMoB77rmHJUuWsHHjRg4dOhTz8/tfY2dnJ5WVlTgcDlJTUw3rDQ0ihEiIwSpNtA77GE3TWDweBqQ0CQslGe1MKwm/n9YOHxY58jSIWKlo0Mm1jix4Z6z6DkJoHN38aFTrHqjUWDdbpyzHidujs7PCitSs5Kc4mVUe/3H87opklozpItZkrJE41ZzK395dT6xV3kmFHcDreN2v8c7//D+0nHWMnfN5Zs1bYej+FArFQJQ4VfzZeeedd0Y1IN9ut2O329F1nfr6+tBc0US60xMxdmY48TQ4pammpibUlzncXhI1Rqurq4v8/HzuvPNOPvroI956a/QRe2lpaWRkZDBu3Dj8fn+otaGwsHDUFara2trQ+2ckjY4Kbp0Y/dF7/5Smk7Ww5ZQN9B4WjenEnnZpjQM16Vw/xVh3OsD5Nhtrpw4vetOzxzBh8b2c2/MHOtuqo1rX1WtnYU5A9KZbNVZN8wJeztZJNp+yIaSfeSUucmyx/YjxiVTSU4wfTWWzScxRVK8jYUkSLB5zHniCun2/5uVtSzDlrGHxqi9TVGR8r7RC8UlHiVPFnxW/38+JEycMmWuqaVrIRNPa2srp06cxm81xpzSFo6WlBZPJ2CoOBARntOIpXEqTxWIJ2wNrpDu9P11dXTz11FNcuHCBZ555xtB1+1d5Y01pioSu66GKupHYLZ1xO/OnlWhMI2Aw2llhpVekka45WTReB5GE2egqr64j5MjtKLPW/iW638fx9/47qnXd3X7MMrzBalKRxqSiDny6zu5zyfTUp5MiOlg6wTfi17G62Yc9KREGK51lMx2GrVeU1UtR1nae23aUjrM/I6N4HTkT72T59XcqE5VCYRBKnCr+rLz11lv4fD6SkpIMXdflcrFo0SLMZjNNTU1UVVUhpSQvL29ULnu32x1qJzASv98fs3jqbzBqaWkJjWvKzc0NCd3gnFEjKSsro7S0lN7eXh5//HF6e42pbOm6PqTKG2tKUzgSNUbL5WyjwNI46nXMZo1rpwRMVHWtPp7ebsIk3FTn+kMpTUbwUYWZuSUdDPcxby+cwpi5d3Dyw1/g6Yju2j66mMrKScMbrMyaxsrJfsBJg/OSiWpilpNxBeH3c7rZzqrJHcOuGw9dWhoLJ8WXWjYcbZ5M7plZCfyRjppn2fjoXJIK1jJ7+ZcYM36K4a+nUHySUOJU8Wdl7969hgtTGBj/OTilaTgT1XDoup6QOE0jxFNOTg45OTkDTFROp9Pwo+zy8nJmzpyJ2WzmkUceMdQBX11dPWwvbTQpTeFI1Bgtj7OWRTP9GCmeirLNjCm0c8PENg5cvJTStGKiNyoT1XB4ZAa5tmG+XkKwYP2/0NvTwcmtP496XWmyYjEPb7DqT4HdxFp7NwCHKs28e8aG8HezvJ+JKvBvzXgzo8erY08x3mRW3aiTndIW+ntGqmDZmMPAYc69+TgHtetILbmFa9Y9OKoWJoXik4oSp4o/G8FMdqM/rBsaGsKu2T+lyeVyxWwwqqmpicmIFC11dXWGGaz6G4xcLleodzPelKb+jBkzhu9+97v85Cc/wev10tLSYsSWQ2iaFpWYjpTSZLVaw7YwJGqMls3sSoh4wu8JpDSND6Q0BUxUaaAlU5jmYkZp7Os2u3xYxfBH5FNWfImCCcvZ/cL38XZHJ+BO1/opSGkn3hmkc8cAuOjy6Ow8nwKalZxkJ16fiZmFLow2Qh2oMfOtT9VidDX2jUMlfG1N+HUnFnYykTfp7X6DLT9/BJm9lvLZ9zJ3wXWG7kGhuJpR4lTxZ2Pjxo0JGcUSjTvdZrOFZmv2NxiVlpZGFDJCiISYahJhsNJ1nbS0tFGlNPUnKEzb2to4dOiQYT28Qdxud1zGrf4pTQ0NDaFrLCoqwmq10tTUlJDKfENdJdcUtmK0eNp13sKSsQPd6QETVQ/Qw+k6nS2nMkH3sjBCSlM4DtZmcMOUTiKJMlv+JObc9LfUHN/EhX0vRL3f6o5M1kwdfV9oqlVj1dTANVY06Gw5ruPBSpKpm1ybcV+/tPQk7OmJ6AM1jfiLSpJZsHDMBeBJGg7+hpe3LyG54EaWrvkqObnG94UrFFcTUYtTIYQJ2AfUSilvHXTf3wD39VtzGpAHpAHPAIWADjwppfxpv+f9BfBtwAe8IaX8X/FfiuJyRkrJ8ePHDTFC9See7PSgwSiY0mQ2mzGZTKFkI4hfPI1Ec3NzQsRTXV3dgEkF4VKazGbzgGuMxNixY/nud79LZ2cnf/EXf5GQCQhNTU2j7uUNCubgDFxN06itrWXx4sVGbHEA6ZqL0hzjjXG6lkZ6SuT4zwEpTRVWvCKNdM3FovEjJFEJU0SDldDMLL3nUXp7Otn78t9FvVefroM03kmfl+Hn5sW9fP6aOl7alcWB+gx6uzwsGKuPyiRW3eJnSkGDgTsNsOlACssm1sf0nIJMHwWZO5ByO/t//xhdqavJmXAny6+/KyGGS4XiSieWyul3gZOAbfAdUsqfAD8BEELcBvyllLJVCJEMfF9KeUAIkQHsF0JsllKeEELcANwOzJZS9ggh1K+SVzG7du3C6XQaXjmtra2NSnCFo38SVXNz84CUpubm5oTMCh3sTjcKXdfDzniNNqUpSGlpaUiYPvLII/T09CSk2m0yjVx5ipbgDFxd10nqPIW3fjcunw2rvQSbffRzbz2ebjJEkwE7HUhlow97UnTH6WazxjV9Jqr6Nh/vnrKBJpic7WRM/sCP8cNVMCHbRaSq6YxVf0FO6Wy2/e7reNzNUe9397kk5pe6MfrA7Vh9Cn99Vz1ms8Y91zgBJ7VNOhv3ldDRZaUwpZOxebELuNrOVL54U2wiMhrOt+Szbn5lXM8VQjCrtBl4jk7Hn3j1v2Zjzl/LjGUPMX7idGM3qlBcwUT1KSOEKAU+Bfwb8FcjPPxzwB8BpJR1QF3f/3cIIU4CJcAJ4BvAj6SUPX33j94Gq7hs+fDDDxMicoK9h6Olf0pTTU1NqBIXb0pTOMK5040gWoPVcClNmqZhs9n41re+hcfj4ZFHHqGioiIho3Hq6uoMnygA0FB7nnXTPeTYfOh6G/su1tJYl4fLm0Z+yYS4+1DbGi5w94wejO5bPNNqZ3Uc7vTCLDOFWYFRTgcuJnHujG1ASlOzx8acclfY52aXzGbGqr/gwv6XqDkW26zaHjLIzjB+CkJGhsCSNPA9KMnT+NbNAYf9pgMpHKorpLPDz7wSL6nWkYWqruukp0Zv2ooWd7dOkoguaWok0lIES8ccBY7y4e+f4E/uuSxYcQ/X3PilhPz7UCiuJKL9tP4v4H8BwzbgCSFSgZsIHNUPvm8sMA/Y03fTZOAaIcS/AR7gr6WUe8M872vA14CEpd4oEktXVxenT582vM+yra1t5AfFSND1P2XKFJKTk6mqqkLTtJhTmsJRXV09apNSOOrr6yktjd41MzilqaqqCpPJxEMPPURaWho/+clPaGtrw+VyJeTfXG9vb9zV7uGwJXWEhr4HUpp0oAFnp4+Pqupp17PpteSQlxfb0PSsZPeonfOD0XUdpBy1+J8/NmCicnt0dlRY8fqTaGxthclDP9pN5mSW3vso3R2N7H/1n2J6nYa2XlK18IJ3NJxy+Fkwefjq7br53azjAu5unT9tz6etJQ2r3sWsssjv3cEqwV0ra43eLs/tyOeeFY0Y/YvK8Vo7X1+7HX/PDt59/D+R2Wspm3kvcxdeb3grlEJxJTCiOBVC3Ao0Sin3CyGuH+HhtwE7pJQD8v2EEOnAS8D3pJTBTzgzkAUsBRYBzwshxstBs3uklE8CTwIsXLjQ+Lk+ioSzceNGw93TEIgxTYR4CiYxAXGlNEVC0zTS09MN3Wtw3Xjf37S0NNLS0vjSl75Ea2srX/nKV2hsbAy54I2unHq93oRUjzs6XOSYwh+929PMrJ3WBXRxsraayvoa2nrSsOeNJTU1bdh1m5vqmZHRTLzu9EjsPW9iVmH0SVMjkW7VWD3Ny/unJPPGwpZTGUjdx4KyDrIzAq8x+6a/xZ4/ifd/dR+9ntiE5tF6G6uGMVjFi0tPZ/m06I7e01M0vrK2GWjm8HkzH5wqwtVhZkpuF3mDkqiENZVxxv/+Q69MIz3F+NMEIQJtLpoGC8dUAr+i6chTvLxjMdbCG1m86qvk5Q8N3VAorlai+WRcAawXQtwCWAGbEOL3UsovhHnsvfQd6QcRQiQREKZ/kFK+3O+uGuDlPjH6kRBCB3IB45u7FB8rhw8fNlzkBAVOIrLTwx2Rx5LSFI6Ojo6EzExtbGwkOTl5VGvcdNNNLFmyhI0bN5KamkppaSn79u0jIyOD2tpaw8ZeQUDkB99LI+luq2bpzF5GEk/TSgTTaMHna2JHRR0uZx5u3UZB0Ziw30smbzPTJhlfuerUbRRmGT9/U9dSmF3eC/RLaarLID8vm3tWfIkzO56i/uy2mNeVQkvAvzUde+rw0aqRmDPex5zx1ei6zos7MzlQn0dvVw8Lxvpxd/kpyDDm6L0/BytMTMgzvvvszb1pXDtlaIJVnt1Pnn0XUu7k8B9/RmfqarLG3c6KGz6jTFSKq54RxamU8gfADwD6Kqd/HU6YCiHswHXAF/rdJoBfAyellP856CkbgVXAViHEZMACRN+dr7gi2LdvH+fOnTP8ONvhcIQ1AI2WmpqaYY+cw6U0BU1Uw1VFW1paElLl9Xg8o1p33rx53HnnnezZs4e33gr0IJrNZkpKSigrK6OlpSVkooolpSkSiRijBWBLim0Gqdmscd2UXsCBo7WaI/UOOvx2kjKKycwMJHf5fD7SMHa2K0C720eSNF48XWjwk2O5VBENpjSZk31Mu+vf+Pf//Q9cPPwq4zP9jMuPXtzsvyCZkmt8ctO+ahNfvalqVOtqmsZnV7oAF3UtOi9/VMLOY5Jvf8r4GNQ9FUU8vK7G8HWr2nK5ZVFkg5UQghklLcDzdNU/x6v/9e+Y89cxbckDTJw8y/D9KBSXA3GfKQkhHgaQUj7Rd9OdwCYpB3zqrgC+CBwVQhzqu+3vpZRvAr8BfiOEOAZ4gQcGH+krrnw++OADurq6qK2tDaX7GFGBkVImZMSRyWSK2mA1OKWpra1tgMGoP0KIhFR5R3NEXlZWxkMPPcT58+d55plnQrd3dXWF1h18jR0dHfj9/mHnw0aipaUlIRWfxrpqFuW0EO8M0uJsE8XZLnS9nQMXa2moz8PZk4Zfl9w2ybij9yD7q9O5blIXRou9c2021k4dKnoX3PZPjJ29FMeOHzNhspODF019KU1dLJ/gDaU0RaK9186CXOP7Ta1pyeTYDEzbygmYqEymcrq8Sfx8Uwlm0c09yxpGPevU59MB481gTreO1Ry9kE61CpaOOQ4cp/LdX3Bs8zWkltzMirVfIi1t+BYVheJKIqZPXSnlVmBr3/8/Mei+p4GnB922nQjNWlJKL/2qrIqrD7/fz9mzZ0OVvWBKEwR6OWPNlg/i8XgS0rfY0tISl4DsbzByu90hE1UwpcnhcCSk17S2tjZsQlI02Gw2vvnNb9LZ2cnjjz+Oz3dp1mZDQ8OQ+M9YU5rC4Xa7Rz3bNBxW2RZTJTASgZSmgInK1eXjtx+a2Z+aTVGak+mlBh7taxbMZo9x69HX5hLm30TJ9LWMX3QPx9/7GS1VBwGYNxbAhdujs7PCiq5ZyU9xMTtMAd7t0dH83YbuFaCutZexOcYL3g+OJjNvTB1LpvSymiq6PDrP7cijR09nTFYTNy/simvdl3Zlcts8B0b3Hr+wq4DPX9NAPL+ojMnrYgzv4Ot5m/d/8Qgyax3F0z/L/MWrlYlKccWjEqIUCePtt9+mp6cndIwbT0pTOBKVnW6EeEpPTw8J0fr6eqqqqqiqqkrIYPigAO7P2ZSz7M3Yi9vkJt2fzqKORUzqnjTgMUlJSXzjG98gLS2NH//4x7hcA0XCSPGfI6U0hSOQnW78wYjX20OaML4bqNMjWTxJY8kEF6frJFtO2UHvYWF5Z9QpTeE4USMptTkxWuTsrjAzt9RN/+pxclo2i+/6EW2O4xzb8l9DnpNu1Vg1zQt4qWjQ2XzKDtLHvJIOcvsMRh9dsLJ8ggejq7wXXGn83dp6w9c9WVfAw+uqQn9PtWo8tLoFaOHoBRM/f7sE8HPzHAfjiqJ/7TZPFiV5xotpn0wl1Tq698BsEiworwZ+Tcvxp3hpxwIc3gXc+9APyS8wvr9bofhzoMSpImHs3bs3Yn9huJQms9kclcEoUdnpRounwsJCvF7vgJQmk8lkiCGovb19yG1nU86yzb4NnxaogrrNbrbZA+aX/gL1/vvvZ/z48Tz++OPU1AzsoWtsbIxpbmy4lCZN0ygqKhpQha6trY27Uj4cLXUXuHNaN0aLnGMNdlZPcQNa/ClNYXB02lkzxXiR0y1t5NnaB9y26K4fkZRi471ffR7dP3yy04QCjQkFARPVnnPJHK5PJ0V04BfJWC1eQ/eq6zq2dJ/hbS4er06SFrnKO2ucn1njAu1FL++289bRbOwWJ/esbMU8zKiwuhadrJR2Q/cKsO+MmSmFxiZY5dh0mk+eYE7JXo7+6XncKavIHHs7K1Z9NiETUxSKRKG+WxUJobm5mfPnz5OSkjLs4yKlNOXl5YXtoYpVPEVLosSTw+GgvLw8JNLb2tpGTGmKhvb29iFGqL0Ze0PCNIhP87E3Y29InN58880sXryYDRs2cOjQoSHrxmuwCqY0QeAaq6oC1av+Jqp4r3U4MpM7R+yZjJXADNKhkyCGpDSdtiGlYEru0JSmcHh9OkI3fjB8i8tHMgP7Fscv/CxlM2/i4Bv/hrP+dNRrmTWNFZP9gJO957zUNPjYjI3xmU4mFBrTL3ykWnDzUuNnkD6/PZe7lox8RK5pGp9e3gF0UN+q86v3itB1CwvG1bFkytAo2Vf2F/OVVY4R142VfReLeHhdtaFrAtS5crl9SSfQCrxIV9MLvP7Tf8ecfyOTF36RydPmGv6aCoXRKHGqSAgbNmyIWUT2T2mqrq4OGYz6pzSN1p0+HIkQT4Pd6VlZWWRlZYWSqFwuF36/P6yJajjCGazcpvBjeYK3r1ixgjvuuIPdu3fz9ttvD3lcpDFasdL/Gmtra2loaKClpYWioiJDqzetzY1MTDV+8tyBSo0peR0MZ7AKpjTpus6BSjPnztjR9E6WjY9sMNpdkcySsV3DrhvXfmsyuGHqpRmkadnlzF//zzRU7OT0tl/GvW67L4eHrusA3ByqDJio8HtYNs4zqqNovyWVKaXG94x3+TPIymgd+YH9KMzWeHhdoHq59UgyP3+nGLPWzWeWNpCVEbzGpGErq/EQMFj1gimFvHXHwN9N18Wn6K78HXpP/OOqWlw6aeaBlfnUZMGSMSeBk1R/8AQb37uGlKKbWLHuKwnphVcojECJU0VCOHbsWNxN+ZqmhapwHR0dVFdXI4QgOTnZEPE0mM7OzoQYrJqbmyO60zVNC4lst9tNZWUlJpMpZKIaDofDEVZIp/vTcZuHClSbtDFr1iy+8IUvcOzYsQHO/P5EGqMVFMGxvkdBE9WFCxeYPXt2yESVnJwcagcYDdLTyOyJxvexOr02FkbZX6hpGgvHAThxd/vZUZGK1JIpSHUyq2zg93+vSCU9Zfjj9XgQmhlz39dIaCaW3fNfSN3P7uf/Cinj+7726TrIS1XEuWMAXHi8AROVNKWQk+zsuz163N1+ctJiE5DRcKpKUJo5ut7j62f3cP3sgInq+Z25dPvSaWlp5KYFxld5X9iZxR0LHaSO+SbmtLFIfze22T8mY+a/01P3Bl0Xn6Kn/q0BX4NoeGlPEfdfV0ekKm9ZrocyNuPv3cQHv3wU3b6WommfZcHStcpEpUAIYQU+BJIJ6MMXpZT/JIT4P8DtgA40Ag9KKR1CiBzgRQJBSk9LKYekg/atmw08B4wFLgKflVIOG/GoxKnCcHbv3k17e7shx+8ZGRmhlKZ9+/Zhs9m4ePFi3ClN4Whqaoop/jNaOjs7ozJYhTNRDWcw8vv9YWe8LupYNKDnFMCsm7kp6SY6Ozt55JFHqK+vD0xRCGOcspqsYV/PYrGQmZmJ3++no6MDjyc2p7nJZBpwjdGaqIZD13XSNePja93dfkwyPnd6eoqJ1dN6gB5OOyRbTtmQei8Lytx09oDNbHyv6ZFKydhMJ0ExMmvt98kbu5Cdf/wOXe1DB7tHy+5zScwv6WDwjwir5ZKJ6nyDP2Ci0v3MLekgzz7yj5PDdcl8/07jj8jfP1nM19dWG7JuqlXjwVWtQCv/9McCPjpv5qPzOjfNcTC+yBgB5+zJpDC7g7TJf4W3ZRct76/ElDGF1LEPkjLmfrJLbsffXUd31e/ouvg0/o7oWjN0mRxVm4vJJJhfVgM8Reupp9mwZxHJBetYcP1XKCwy3myquGLoAVZJKd19AUrbhRBvAT+RUv4DgBDiO8A/Ag8TiJ7/B2Bm359I/B3wrpTyR0KIv+v7+98OtxElThWG88EHHySkL7SgoICysrKQwchsNmMymUad0z6a+M9I6LoeVzU2aAjz+XzU1NRgMgViDYMpTR6PJ2L1ONhX2l903ppyK7/9699SX1/PY489RkpKChfSL7BNbMMnLhmnPrR/yMycmZQx9AeTx+Ohvr6elJQUbDYbmZmZdHV1DXD5R5oSUFdXN6TvOJyJSghBcXFx1K0NDbUXWDumHaM/wvZcTGXFhNEbrKYUa0wpvpTSdOC8lwXjA98XRhqBmjx2Vo8JfB0mLbufGau+zbmP/kjloY2jWreHdHJsw59SjC8wMb7AjU/X+ajCwpGGDJJxs3Rib6iSOxhbhkhIj7BAGm6wcnfrlOfpfHlNwET1yh477xzNJsPi5LMrWrEkxfd6lQ06uWmtWEvuwpw+gdYj/wsAf8dpOo7+gI5j/0By4c2kjn2ItEl/RfqU/4W3eTtdF5/GU/080h8+wGHniSRmlcZusMrOkCzL+Agp93Dyhf9mT/IqbOW3cc3azysT1SeMvlnzweO3pL4/sl/sPEAaIPse30lAwE4cYenbgev7/v+3BEaSKnGq+PPR3d3N6dOnSUpKMnTd9vb20LFTvClN4QiKLqOpqakZVSqW2WwOXWNra2vIRNXZ2cmUKVMiPm9S96SQSC0rK+P7f/l9Wltbeeyxx+jo6KCjo4PN+ZvxmQceF/o1PxVjK1jSuCTi2t3d3XR3d2M2m7HZbKFpBPt69rEtI/yUgOTe5Ii/PPQ3UTmdzpCJym63j5j+lZHkCo07MhQtGavFONOSWdNYPrGXbr+NiflO3j2VAZrG5BwXY/JG13vq8eoIPVDFLpt9KwvW/29qjm9i34a/H9W6TU4fKSL6wfBmTWP5JB1w0uzy8f7pDBBmxtrbmVR06RrPNfiZN9b4xK1XP7Kxbnb8VeJIvLAzj88sDxisNE3jzmUBE1Vjm85v3itCx8L88nqWToutVeOtQyV8bW0taVP+Bl/HaXocrw58gPTRU/caPXWvoSUXkDLmC6SOfYjMhb9Cn/tfeKqfp+viU/S27BzwtCM1RQPGaMWKEIKpxe3Ay3S3vsQbj/0Hprx1lEz7DPMWLo97XcVlR64QYl+/vz8ppXwy+BchhAnYD0wE/kdKuafv9n8D7gecwA0xvmaBlLIOQEpZJ4QYcTi2EqcKQ3nllVcSkgIUzp0OQxOM2tvbh5iohsPr9SbEYCWECLUjjJbs7Gyys7PRdZ29e/dSV1cXMYkqSEFBAd/97nfp7Ozk0UcfpaPjktgYyTg1Ej6fj9bWQN9gRkYGe217Q1XY0GM0Hx9lfMQKfUVUa9rtdux2O7qu43A4cLvdEZOo3G43mZrxRqjTDp2CVONnkO67oDGjwEVBppm1mYGWgYMXTZxriz6lKRy7KpJZPM5DwYRrWHbPf9FUuY+dz34LqY+uL/uwI4NVUy4ZrGIh12ZmrS1wjUergklUHpaO89Dam87KmfWj2ls46jtyuKMouu/dWOjR07GlDhXT+VkaD98YqFBuP2bl5+8UYcLDp5fVR5d4JUxYC1ZhyV5I+/6vE2jjC4/e00DnmUfoPPMISdlLSR37ENaye0gd9yV8rlN0VT5Nd+Xv8HQ40DDul6qUZMHi8lM0tp3guZ/9nsrF80guvImV675q2Oea4mOjWUq5MNKdUko/MFcIkQlsEELMlFIek1L+EPihEOIHwLeBf0rkJpU4VRjKoUOHDD9eCx6PD7dupJSmtLQ0cnJywj7HKHf6YNxud0wzU1NSUsjIyMDtdtPVFUiwCXdMnlmVyZgxYygsLKSrqytkFBuc0pSfn89f/uVfous6P/3pT4fMRI1onCJQDfV4PLhcrqjaEjo6OnCmO8Pe12nqjGpubX80TQv1/3o8HqqrqzGZTANMVJ2tVdw0sxej+xarXXbWTDU+k73Db6c4e+B7NDilSWpW8iKkNEVCN6VSNn4K19z/JB1N5/nwt1/G7xu9QJHCZMi/4VnlEDRRbTubRG1rO2/tS+HmhcYlTjW362QkGd/Le/S8xrickX8BWjnTw8qZVXi8Os/vyKHLZ6PI1sxtizrCvodvH0hhxaQ60qb8Ar+nnu7K30W9p97W3Thbd+M6/JdYSz9D6riHsM36ERkz/pXH/vU+7lr8PEb/m3h5bxFfv6kOS9K76P4tbPvVo/hsaymc+mkWLb9ZmaiuYqSU7UKIrcBNwLF+dz0LvEFs4rRBCFHUVzUtImCqGhYlThWGce7cORwOh+HH5HV1daFZmdEw2GAUTKIabKKK5E4fLc3NzTFVY7u7uwODyfsStPZ797PNMvSYfHrqdJamLQUCKU3BI/GGhobQNc6cOZO/+qu/wmw285//+Z80Ng79DIhknFrgXEBjTyM2m438/Hx8Ph8ulwuv1zts8tRwUwJsNhteb3xD3K1WK+PGjQMC822D7RvpvsaIPY3xMtidbhSuLh9JMnyPIAxMaTpXH0hpkv6AiSpnmLaFyiY/hVlJXP+l3+LtdrL1N1+ktzv8LwmxcKgSJmU7MXLcldWiYUvR+e5DjTS0J4VSmj41z8GYgtF9HV/6qIiHbojsTo+XHeeKeXhdzcgP7MNq0bj/hjagjdM1gic2lQGStTMdTOrntbzYks+tN9iwFt6E6+jfQxxzb6W/i+7K39Jd+VtM6ZNIHfsgzrYmcqcb+x4A6NIS6q3VNMG8MgfwW9rOPMPGvQuwFNzIvGu+RHHpWMNfW/HnRwiRB/T2CdMUYA3wH0KISVLKs30PWw+cinHpV4EHgB/1/feVkZ6gxKnCMN58882E9G/quh6TOO1PsHLX30SlaRrFxcWYTKaEGLeCKUmx0NPTQ1NTE5qmsS1/W9hh+mfKzrC0demQ5wYrisHj/5/97GecOXOGlJSUsPsYbJyy9lhZ1r2MSd2T0NFDlda0tDSysrI4Ko4OMVD1T54KJ3ZNuol5rfNCvaOdnZ243fEfvQYrw47aSmS3m3fPZMed0hSOXWfNzC8d6k4fLXsr07luUhfRiKeJhRoTCy+ZqHr6UpqWThiapnTelc8jv9iA0Ey8/+sv0u0yJmmopcfO3DGjF7mDSU5PJj9LIz9rYErTG4ezsVvauWdlW1yzRCXJcRuTIhFIi4v/RGVKqWRKaeAaX/vIxuYTOaSZXdw8v4VkzU3a5P+N7nPTdf4Xo96r332Wg+/8Pbma8TOaPziazIKx4dswsjIkSzP2Afs4veG/2Zt0A7by21i59j7D/QaKPytFwG/7+k414Hkp5etCiJeEEFMI9KBUEnDqAyCEuAjYAIsQ4g5gnZTyhBDiV8ATUsp9BETp80KILwNVwGdG2ogSpwpD0HWdEydOGL7ucO70WOhvomptbeX48eN0dHSQmZlpaA9VXV3dkLz7WNB1HZcIf0zpSY48wikvL4/vf//7oYqp1+ulqSlwLNk/pSlI0Dh14cIFysrKwrpyOzs76ezsZEvBlmGTp8JNCRh3fhyTUifR0NBAUlISNpuN9PR0vF5vqC8YIrv8I5EunKxfZgKc1LUGUpqQMDW/g7Lc+Kt9XpFBdobxokwKC2ZzbKO3zJrGyr6UpiaXn/dOpyOFxsQsF+MKTGhJqRRPW0NKRh7vPXkvHU0Vhuy1y6Mj/MYduQepb+ulPHtgu8TQlKZidD2JRePqWBQmpSkc245ZmFtufA/rS7vs3DLXwWh7jzVN4/albsBNc7vO3z6dw+ypuew6V8CSnl8ie9uN2C6bjxXz9bW1GF09Pu4o4Js3jmywmlLkBDbiad/Amz/7D0y565gw7wtMm7XI0P0oEo+U8ggwL8ztdw/znLERbv9Kv/9vAVbHshclThWGsGnTJnp6egybPRqkrq4u1EtqFNnZ2bhcLqZMmYLD4cDpdMZkohqO3t7eUbcKRDomtxMwDTmdARHVX9iV2koZd3YcNW/V4HA4BqQ0ORwOOjo6whqMTCbTiONi3NrIBqr+IlXXdaqaq9DGBt7L3t5eWloCxhK73U5+fn7A3OXZy7bU8C7/cALV6/WSKi4ZVIqyzRRl96U0XTRzptWGpneyYqIXSwxVuIa2XlI143tNT9bqlGS0MxrRkGczsabPYBRIacqkXZTy//3D59j+u6/TUn3IkL0C7L5gZfkED0aLnPPONP5uTX3EdQMpTQGR+f6RZH6+qRiz6OaeZQ3Y0yPv5bijcFTu9Ei0dGUzpsDY74fcTI1FM2z8zV9/jT1Vkh8/+muEL59PL6knNzP+9zswRsuYHuH+eLw6ZhHbLypWi2Bx+RngDDU7n2TD1uVYi25m+dqvYLdnGro/xdWPEqcKQ/joo48MF6YQnXiKlWDVzmw2D0hpCpqooklpCofX6zUkaSrcMbnm11jYsRAtWaOwsJBD/kNsM186aq/pqOEbb32DlW0rmcQlYdffYNTV1TUgpQkI/Xc4hhPLhYWFdHd3hwTzoryz3Fa+i7zrPbT1pLPh/CL2Nl3aj9PpxOl0kpKSwq7MXWFd/sGK7GCa6yq4Y8rQI3JN01g4XhJMadp2NnJKUziO1NlYPTU+d/pwODozWT3ZOLPO3LGC5Z/7V37z8n7+8Pg/0NZYSW4KzDFo2IQ0WbFa4usPHg5b+tC2hEjcMLuHG0IpTXl0+9Ipy2rmlgUDDUYer45JxFaRjob6Vh17svEV9P1nzUwu6iR13FdYZtnI9NUn8fbqPLc9h45eG8W2ZtYvDm+iGo4392dw/TTjx2g9vz2XzywLjNGKh9IcL6VsRdffZ+evH6XXvpb8yXezZOWtykSliAolThWjpqWlhXPnzhneb9rY2BiVeIqV2traIXM0I5moCgsLo+5LdTgcFBcXj3p/4XpCl3YuZULPBNq6AqlI7xe+P0TY9dIbUdhBwEQVbG1oaGjg3LlzFBcX4/F4hr3GSAaq+c75NHmbsNsDInV66iHuKN5GsinwuByrmy9OCVRC+wtUCJjAXJnhhVukkVaZyV0jZrr3T2k6UyfZcsqO1L0sKHOTnRHh4y6OHuGR8Pl08Bsr9OZ96v8jKW8houOPzM86ClmEUpqk7mNeiTuqlKZwVNT7ybMa73o/XCVZuzD2+M9ASlML0MKJSq3PYHQppen5HTnctSRyNTZeNu4t4iurjTdY7b1QyF9/70to5nQ6T/8HAJYkjS/2majOOQRPbi5Fl4LVM2qZEuVhUU17LrcuqjR0rwBd/gyyMkYfM6tpoq/14ne0V/yOe361gOvW3cat197HmLLxo9+o4qpFiVPFqPn973+fEGORx+NJyAxSCBwvR2JwSlN/E9VwaJpmWPW4/zF5ZWXlkBjUjghD0qOdVZqTk0N3dzelpaWhlCaAkpKSIUItXE9psDfUjz808/S7S98PCdMgySYfd47fO0ScwvAV2fT09AEGqtbWZsZbR5w+MoDJRRqTi1z4fDq7KpLxigxSNRdLxl+q5O2/AFNyOzDc7V1hYWG5G6M+Yqde81WmXvNVfvC9B5hu2kZwv+FSmqy4WTJMSlM4zrfbWTvV+FmhvaYUpo8Z3WnC9DE608cEDEYbdwdSmg6fcXPvSoM22R9hicuYNRw+n44QGmkT/wJP7UZ8rqG9+ROLJROLHei6zhv7Mnj/VC4pJhf3rGyJOAO3rUMn1Wx8O8qpKiixNxu+7q5zKfgnOjii/Yo9L/2OMssS5o1Zw/q1n0vIqZviykaJU8Wo2bt3L62trfj9/rhSmsLh8/kMOSIfTFdXV9QGq0gpTVlZWUPEbWtra0LCBxwOxxDDVm5uLqW2Umo6ho66sWMnJycHp9OJzxcQiuFMR0knk8jPzx+S0lRdXY2UcoiJqr9YjkSWJfwPyuzk8KInUkV2sXsxycnJpKen09PTg9PpRHbVM3e45OZhMJs1rpniB9ppbPfz7qn0UEpTe282C3KNP8b1iTTsacaMphoz9w7m3foPVB5+jcYL+5k9dahYCZfSJISZcZlOJhQOL7Z8ug6jHNwfDrfHT05Gu2HraZrGXcs7OFvTQYY5ld+8X4Qu40tpCsd7h5NZOC4BBqvdWdzz6RvRLNm4T/1o2MdqmsZtizuBTto6dH73QSF+aWVGcQPXzBw4duqlPQV84dr4j94j8d6JEh5eV234utvqS8hdHWjFSCnooZkPebvlA97+6eNMzbuGG+Z9mgVzIifUKT5ZKHGqGBV79+7FZDJRVlaGruvU1NTEnNIUjtra2gGD5Y2isbEx1IMZC/1Tmmpra0ND6oMpTR0dHUOqm0bg9/vJzs4O/T03N5fvf//7TKiYwMNvPkwvl34oB4/ae0w95OTkIKUMRIumhJmZmj+dsaljB7zW4JSmjo4OdF2npKQkqr7f1p50cqxDhWhrT/hfViJVZMd1j6PFfclAlZeXR07mMpwiGbv/3Ij7GI78TFMopWnHKcGpqjY0fzLLJvQYlvnuaPWRYTZG8BZMXMmSz/w/Gip28suffIdy+8jhA/1Tmo5UaoGJBn4Py8Z7wrZFfFRhZm6pGyNnmwIcdlj4y9sdI+43VrYcL+bra2vQtEBgxYdHk3liUzma8PCZpfVkZcT3emcaCnl4nfFH5G2eHCav/Cd6GrbQ27Y36udlZWh8dW3gtGDP6SSe2FQO9HDXojryszR8eqph37NBdF1HE9LwNpcuj06D8DO4W8GUJKC0jrM8z9EdL5Lz/hxmFl/PneseICtz+AhjxdWNEqeKUfH++++HjvQ1TQsdw3d0dESV0hSJoDHJaDRNG5XBqn8SVWdnZygPvq2tzXBx6vV6B1R5i4uL+d73vofJZKL27VpWtq0Me9Tuxo3b7SY5OZmd2TvDmo7OlJ1hacvQmanBaxwppSkcTx+czLcWHcZqvrRnr25mw/nII2VGqsg6nU5OHTvANZN7aLUvpMmylHTfBXJ792Im0NO53dTJ80lOmoWfXGnis712VvrTIq4ZpEda+fL1Hnx6TyilKT/Fyazy0Rk2jjfYWD3FzWhFWVbxjL70pwq2PfNV6t1prJ4SW1/o7DEQTGnaWZGMNKWQk+xibr9v1W6ZQZ7N+OpxerppxB7hWAm408UA8XTtrB6unXUppcndm0FZZgufWhi9wajLo2MWXYbuFaC2SaegZDKmlCLaP/pC3OssmdLLkilVeHt1XtiZzdGLSaQntwTEpIFC8tWPbKyZabzB6tc7CylY2sNw/yasWTqdHGR37wE++OWvmZi5kiWTbmHNtZ8yXCwrLn+UOFXEjcfj4dSpU2GHLmdkZISOox0OR8SUpnAMjts0ioaGBkN7Y9PS0khLS6Oqqoruid08k/MMHouHNF8ai92LRzwGH4na2lpKSkoAGD9+PN/+9rfxer08+uij1NXVMYnhhV1PTw8uIsxMtUTndB6c0lRdXY3f7yc/P3/ILw9bzuVjt1/LneP3kp3sprUnnfda1nDGOwmIX/xkJHVQmlwHnkq8pNNoWcqFlHux6G1U+N/kmaQ2vCIQF9ss/PzK0gZeRhSoUrvkTg+mNJ2tk2w5ZUPqPuaXdgyb0hSOQCuKGPUP07SsMq770m/xdrWz9Tf30+FyIv3xf+9aLRqrpvUCvVxs9LP5lA10nbKMdqwY32taUe9j9pihufSj5bW9GayOIJ76pzSdqgqkNOlSctNsBxNLhl/3+Z15o3KnR9zvwVJ++MhjeFt24W3aOur1LEka913XzhM9Zdw4q4lfbC5FCI1rJ9cyfWz0kcmRqO/I4Y6SBHw/eLPITI2clNYfoQmspS5qeJPzFa+zYd8kZhRexy0r72P82ImG701xeaLEqSJuXn311ah+CAeNRF6vl7q6utB4qEi56+3t7QkxQvX09Bi+bkFBARfSL3Aq/VTo6LwzqZMPbB/Q2tLKIuuiuIWKyWTCYrEwffp0Hn74Ydrb2/npT38amhkaDZFMR+n+2PuCg20WPp9viIlK1/XA7NKmSUPMTwUFVnw+H52d0f1w6o/b3YFdu2SEsuCm1LsFHWgzz+WFpNaQMA3iFZLnk5zDitNzdX7yUpwMHrQ+qUhjUlH/lKYMUoQrbEpTOA5cNDMt38VojshTbAVc/+Vn0EwW3nvyXrpdDew6b2HpuO5RrRtkbL6Jsfmd6LrOL98zM640je1nOlkao4lqOJp60/nybGNSq/pT58rl9pKRj96nlkumlgdTmuxsPp5NWpKLe1e2hE2U8vjTsacbL6ZNGVOxZEygdcdfGramt1cHvIwrgm8UBYT6m/vS+PBsLlZTB59d3hxXxbq5XScjyfiJDQfPm+jK7iQzjudaUjX01AqOUsHejb+nJGkxc8rXcPvazyXEhKu4fFDiVBE3Bw8ejMkEZLFYQkffLS0toaz0nJycUJU1aIIyfrSPz5CkqcFUVVWxu3z3kAQl3aRztvwsBfsCx+DhUpqGo7m5maSkJBYuXMhDDz2Ew+Hgscceo6MjNnduWNORNPNPRyby0HvPku1205qezoZFi9g7KbpKb38TVXt7O1VVVTgcNYwfPyHs45uamsjPz8fn89HTE1uWuLuliptmDe2z1IAc3yGcEX6Ytojhv9YXnJmsnRr5vbyU0tROg9PPe6cz+lKanIwriPw97/RlsDAn/ipxZtE0rnvoaZKsGWz99f24GgM9trqWRnqKMQarIJqmMb40g7VTXbS4fLx/KgM0M2Pt7Uwqil8E+3QdW4rxR+QtLp00c2ziKZDSFEiiam7Xefr9Inwymbll9SyfHqian7goKM8y3p2++XAGN97xF/S2H6Kn7g3D1n1hRzZ3LRo47uqWhQETldOt8+y2AnwylSmF9dwwO/p/by99VMRDNxg/RuuVM+UUrx69Yc1a4KWF7Wxu38amxx7H3j2Dz9/+NRbOXWbALhWXG0qcKuLi/Pnz1NbWxj3bNCcnh5ycnJCJKpjSBMOPeYqXmpqaUSc3haOuro6OseFFTldSF2PHjuVM8hleTX8Vj8WDtcfKEvcSpninDLtuV1cXX/jCF/jc5z5HRUUF//3f/43HE/vQ8SEzU71WfnhgHN957ziW3sAPjBy3my9u65tHGqVADRIU3XnJLRQkH6Ghvg6nN4384gmh3l5d12lpaSEnJ4exO3eyfvfuqEVxZnLHsNW8XGmiOYwQzZaRP9oC7vTohV6B3USBPSC2Dl008e4ZG8LfzfJBJipXlw9Nj706HKRoyvWsuO/n9Ho62PL43bTXnQSgstGHPUZRFg2HK2F8lhPQyLGZWTs9YKI6WtVnotJ7WDKum/QYq3D7K008sKYKo0XOi7uKeGAU4ik3U+Nr6wLV3B0nkvn5O+VoeOjoFvzNHcZXeau8q7n/mvW0fLjW0HU7eu3kZ7WHvc+ervGVtYHY4n1nk3hiUxkaXtYvrKMwe/j3TZIctqo8GnRdxyFNFDN6cRrEZBZ4c+o4vruVn+3aSvbWWUwvvI671z1IdnZs3gbF5YsSp4q4eOONNwwZut/fROV2uzl8+DBlZWWhsVRGYTKZEnIMpGnasPM6a7Jq2J68PVS59Fg9bEvaRtv5Nsa5x4U1GAWnANx3330cOXKEJ598kt7e+D/cg6Yjj8dDfX0939i5MyRMgyT7fNy5d2/M4hSgva2FYksTC8dJoAF3t59dF+twkkOvKYfc/GJ6e3uZsGcP937wQdSiuLG+hvmZzQx3lP3ZXju/srQNONpPkib+4dhMbttylDSXny6bicPX2qmcHjjm33MuifmlHcTz8Td3LICLLo8eMlHlpriYUw57q9K4ZmI38YiniUu+wILb/zfO+lN88PRDdLsuiaUzrXZWTzZ+FmuTx8acMUNFb8AQFjBR7apIRjelkpnkZMG46NZNSkkeUQjFg59kw9zpK6b3sGJ6IInqu7/M5eebxsSd0hSOLr2A9MKleGo34m18z4AdB7hQJ8lPa4vqsQsn9bJwUjU+X8BE5eyxk5Payt3LnEOucftxC3PKjBfov9+VTfos4+b9BqndnUzJ8h4sVo0uDrNXP8T2p55ifPpyFk+6hRuvX69MVFc4SpwqYkbXdU6cGDpIerSYzWZKSkooLy+nrq6Ompoaent7KSkpGdWQ5vb29oRE5tXV1ZGSkhJxXueijkVst20f4pbXTTrnx51n3NFxVFVV4ff7KSoqwmq1IoQgOzubb33rW+zevZvf/va3hs17rauro6ysjGx3eMNDpNtHotddx8IZfoLiKT3FxNpp3UANp+uquFBfQ7s3jVu2H4xJFFv0ViYWDn+8vNKfBl54PslJi/CTI038+JCVL7x1lKTeQEU1zeVn8duBH+iV09PwkE6ObXQtHqlWLWSiOt+o8+5pGycuOplTLMm1Rf9DUWhmFqz/ZyYtu5/ak++y89lv4/Neqr7qug7S+NE+Hq+Opg9fibdaNG6Y1gs4qWwKmKh0XWd2oYui7KEmSIAGp4+y7CZD9wqw80QSc8piC2GIhrcO2Pn7T7cyrqiVs7WiL4mKmFKawrHx9C187TtfwrUz/ESMeHnnaAlfW1NDLL+omM0an7u2HWinskHy5JZSQGPFRAezxgc+W47VFvLwuipD9wpwtCMfW4HxLR4mmYLFeumzRAiBtbgDB+/w/IW3eGX/T5leeC23rLiPieMnG/76isSjxKkiZjZv3ozH4zE81aO+vj40wih4BN/fRGUymeI6mk+Uwaq3t5eioiLyuvOAofM6x3ePZ4ttS9jnuk3uUNW0v8FoyZIlJCUlcfbsWV544QWkHL0DN0jQiNaank5OGCHaGkd4gq7rZJiGVmKCTCnSmFLUgs/XRM7b4X9IhRPFPp+PNKIzqKz0pw0wP63f6ggJ0yBmn2TOh04+Kk4mJUK6VryMz9fo9TnJmw5nGiwcrs8gRXSweIJv2JYES2oWK7/wOAUTlnNy6xMcfvtHSDnwF5G95zVmFbow+qN61/lklo7zEK3IGZNnYkxewES194KVE80ZWGQHyyb0DkhUOteayg8+bXzf4pGaooSIp6bObMYVBb4fJpVIJpX0maj2ZvDuyRzSzB3DpjSFIylrIf7kyYj6X+PvPG/wjkcXtTumQPDwuoCJ6p0DqezYnIfwO/H54m9HiYSjRact2cPIQ91io7nCjyUvcpuLJVVDpp7nOOfZ99qzFJsWMbdsFbevu8/wiG1F4lDiVBEze/bsSUjcXLgZpP1NVP1TmrKzs7HZbCOuqes6MgGVp8EGq0jzOqOJ6LyQcYG9i/bSae5kv2U/uUdy2bp1K1lZWTGZqIajsbEx9DXbsGgRX9y2jWTfpYquNymJN1asiH3dukquK2plpI8Ss1mjy2YizTW0YhlOFDfVnuO2KV3EI3JSw7xG8PajdRmsmtIZ17rDUeUKGqwupTRtPZ2BFCbGZ7qGpDRlFk7lmgd+RUpGPrv+9F0uHtwQdl23bqcwy/gZpLqWQqo19lYRTdNYMiFgFGt3+9h6Nh2EhTJbO1OKNWzp0U01iAVvr45GbEa6aGhs08lIGvreaprG7UsCBqMWVyClqVe3MqtkaEpTOM7Kh5k8wYT75HcM3e9b+1JZObnOsPVunN8FVPLEWzZ8fsETm8YwMb+BNXNj720Px2/3llN8nQ+j/611nbdTvja6U56UfC9t7OBd13Y2/ewXTMm5huvm3MnShdcYuieF8ShxqoiJtrY2KioqDO/fbGpqGlHwDk5pCpqogilN4XA4HAMSlowiWoPVcEf+ydZkLqRfYJvYFjr6b/Q20jq5lfy2fNwVbjo6OvD7/ZSWlo4qPMDj8YSqx8Ej9Dv37g0Zk15dupSLS5aQ3NYWk6M+TXNRlB3dvg5fa2fx222YfZeqwR6zxl+v6ubpoidJ86exuCMwH9ae3BmzESdIJBHcZTMhhSkBv6joCH2g0Mu1mVnTl9J0qC+lSegelo7zMHnBLSy959GA8emJz9Baczjsus5OHxZpfEXrQqOfbMvoDVaZ6WbWTPMAHo5VC576EMYWdNDWoced0hSOP23P5q7FxldjX95bxJdGMFjl2C6lNO0+ZeHn75ShCW8opWkw1rJ72fZBE19bdYbui8ZW6Cvb8rh5ofEJVpiz+N7NlUAb+8+ZeWJTKVL3sX6Bg5K8+N/zWpFGrtnY71/dp6OL2KdWaGaBVtbIeV7ixL6X+eO2mcwoupY71zxIXq7xSYSK0aPEqSImXn75ZZKTkw1ft7u7O+qj93ApTZqmkZKSQl5e3oDHSikT4v6P1mAVKaJzfPd4Wjpb2Jy/GZ95aILTPvs+Pl/6eWBgSpPVao051jXcGK29kyYN6fM0NzeTm5tLa2srXq93xHW7ujqxadH3FwYNSXM+dJLq8tNq0/jeGsnvZweOsjvNnXxo+4B6Rw2fssZfvQkngr1JZl6dVcikbCdGx3TuqrCwsDyy6WNuMKWpV3LOdw2NteOo/P0vSa/7A90dkU0o+6rSuW5SfNXj4TjXamPtVGNFw8wyQbdm5S9uqeZP23Pp9mVQmtkcU0pTJDp77eRmthuz0QHE5k5fOtXL0qnVgZSmHdk4vXYKM1q5Y0mgrUWYUkmf8e/433mM7otPG7pTp1vHajJ+OP7ZGii2XWqfWTDRx4KJNfh8Oi/tzqLtUCZZ1jY+s6I9pq/jpiNWZJnxJr7q3WZy547OYGW1Szz2o+zTj7Djt79lXNoyrp11l3GbVBiCEqeKmDh+/Ljh5iJd1+OeQRpMaYJAz2pwdmpwwL9RZqL+NDc3x/RBPVxEpzvMD5zPHYF/f9fNGOeTQ8YtNTY2hkxUBQUFUUW81tbWRiVofT4fra2tZGdn09LSMuKEAFdTJetmDB9JOJjK6Wkhkfodq4NmbeDXx2/SuTD+PK0np7D5RHwpTYNFcJfNxM7rJ3Ny9u1M8T5L4OjdOLwincz04as5JnMyqz7/nzw05zYu7H+R5x7/a840pYCewtySDvLsQ69RCgtmszFHrEF0XYcE/Jvo8vjJTm/HatF4cFUr0MqpKq3PYCRZN6uWiSWxf26cq5UUZrQavt8PjiYzb0x9XM+1JGncd3070M75OgKVRgSfuuVW3nlpKzdN3gEY1ysO8MKuAj5/jfEJVluOF/P1tUMNVmazxj0rnYCT2ibJk1tKABPLJtQxZ8LIn9Uf1pWSt8rY710ArSeD9Fxj2lwCJio3dWzm4Fk1gupyQ4lTRdTs37+f5uZmw5vKq6urY64GhiMoSH0+HzU1NdTW1lJWVmZ4/rTb7Wbs2LGjXsdkMlGcVoyj61Ic4+eOwC9fg7Q+XTh43NJwKU2RrlHTtJCAHwmv10tbWxs5OTk0Nzfj80UWXZnJ7gFmmFgJN58UwGP1s2Zq/ClNMFAEA3R5nHicDmoyb6a8x7iB6HWtvaSZhj8it6bncc0DvyKndA6H3vx3Tn7wBGNyYExOwGC0u8LCkYYMknGHUppO1EhKM9oxWozsrjAxu8SN0dXjg7UWvnu7g/77nVquh1KaXtkTSGnKsLj47IrwKU3h2HS0mIfX1WL0+3DcUcA3bxy9wWp8EXyzyAHJRWzvWs6Lf3oCx7gKPrtcjyulKRI+Ug1dDwK/qIgoonZL8gQPrwv0um4+lMITm/NJEp3cs6KR9JShz+3y6NRJP6MYdhAWd7MPaTW2VQKgu0Vj7fX3AD82fG1F/Chxqoia9957LyFux1jEUzSYzWbGjh2LpmlkZGRQXV2NlDLmlKZwGFmJve+++1hhW8GXNnwJrwwco//7u5eEaZBw45b6pzQ5nc7QNdpstgE9tk5n7FWGnp4e2tvbyc3NjShQm5oczLI1Mzj+MxYiDdC3k4HTNBE75wakNL17Kh3QmJjrYlx+bOJq94UUlk7YQp24j3bTVDL9p+Led3+ON2ayapgZpJmFU7n2oadITs1i2+++Ru2JTQPu1zSN5ZMCJqqWkInKTENzJ19YaXyFs1vaKLAbb7BKyzCFFSoQuMY7l11KafrNe0XoWPpSmiJX53VdR47SnR4Oj1cnSTO2qmef9a8sFcup2//PrJnWzO+3FeDTU5hW1BBTSlM49p0xM6XA+Bmkb+zL4IYZjpEf2I+1c7tZSyXubp0XdubTo6cxPqeRdfO7Q4/5zc5C8pZ4MPoXoOaD6ZTfYHybS55/LrNnzjd0TcXoUeJUERVer5dTp06NypQTDpfL+OQbgIaGBpKTk8nKyiIrKytkohqtwai2tpasrKxR72/NmjWsWLGCttfbWNG6gl0pu/AkeyiPoBuGm0Fqt9ux2+3ouk5dXR3V1dWha2xra4trjJbH48HpdJKbm0tjY+MQUZ7kbWHqpNG1d4QfoG/m9t5xtCbNocmylAzfBXJ691Jg97LWHvgBeDCU0tTF8gneqMb8SFMyqZYeSj1vUpVyO6ndVVgY3fzFgHiKHLVbPHUVyz//3/R63Gx5/NO0OY4Nu15On4nK69N5th7ePZ2J0D0sHueJ2xzWnxaXj2SM71s83+hnVkl0LvLcTI2HbxyY0mQSPXx6aR05g+bDvrk/g9XTjXOnB3luew6fXlqPUSLHbJtJypj7eebvP8/98yswmzW+1pfStOd0Ej9/pwwhvdy5eOSUpnDsu1jIw+tqDNlrf2qdudy2OD6DVXqKxkOrm4FmDp8PmKjAz6fm1nK+NwtbuvFGPg0z2ihOasIhdcnM4hsMXVNhDEqcKqJi48aNCRlk39rampAZpD09PQPW7W+i6urqoqamBk3T4jIYjdZgNWvWLO6++27279/P66+/ziQ5ieTTyZSXl9OW/mzYGaRtGRkjrqtpGiUlJcAlE5XD4cBqtYZaHmKhu7sbIQT5+fkDBKrP5yOV0fcBDh6gn6lrLG2dysTcWxjT/Ud8pNJoWcqFlHtJ1lvJ691Dit7EvLEwIKXJZCU32cWcMeFfp6JBJyc58EtQMk6ye49QY/0U4z0vjGr/Byo1puS4CFchmrTsAeav/2faHMfZ9tsvD0h8Gomd5yzctdiDLbVfSpOWQqbFFXVKU9j91mRww1Tjx2g1etL40tzY+zeDKU0er84LO3Lo6LUNSGmqbsvl1kXGu9O7/TayMqJLWYqGjFk/QvY68bYdHNLmsmRKL0umXEppavfYyU0Ln9IUDp9PB2J3p49Ei0sndYR2lGiZM97HnPE16LrOT1+1c7ahi7wdGqVLfIaJyfrDkDbBhdHfuz2OLO76+gOGrqkwBiVOFVFx8OBBTCZjj2kg0JSeiBmkwx2/p6amhnpGGxoahqQ0RaKrq2vUx/rTpk3ja1/7GtXV1Tz11FNIKWlubg5VccPNIO0xm3lvzRpSUlLo7u6OtPQArFYrFouFadOm4fP5Qkax/Pz8qExUQbq6utA0bYBAbXRU8KkJxgyG7z9Af8tJK9dPaaPe30BN8k2U97xJqXcLOtBqnosjeS1InUzfcbJ8RwekNFU06Gw+ZQfpY15JB7n9TFTn22ysnXpJ8Of4DtFhGktD0lIKenfHvXdnr52FeYNK3UIw95a/Z9q1X6fm+Dvs/ON38PdG9zUL4tfSsKUGvv6XUpp6qWrW2XwqA3TJ7CIXBVmxvf9CMw8bChAPPl0nI3V0FWirReOLN7QBbaGUJldnD/iiC2GIhVNVUGJvNmw9S94NWItu5sWf38uisRcjPq5/StOFOskvNpcghImVkxzMHBf5M+XFnVncvmBgL68RvLSniPuvM3Y8l6ZpuFJymPegl642naqtGWjCROpYJ7kTRvezw9ucQeEc4/tNJ9lXYLcZP80lXjLSerl+Ue3HvY3LAiVOFSNy8eJF9u3bh8ViiTulKRwOh4OMKCqCsRKtOx3ANdYVGvNk7bEyuWYyJS0lYQ1GjY2NoQSreJg+fTrf/OY3qa+v57HHHgu54bu6uoadQbph0SIOFhWRa7djMplwRxkz6vf7B/SfxmKi6k/w9fLy8mhoaMBu6cSeloCPDmHBrHko9m7hgvVeWsyzyPEdRQNyfYfI9R2iUyuiOWkRrUlzSfPXkOfdwx5TE8+PcdI8tpYcaaKmKovy+hxSRAcLx3kRcmhfa2nPm1xIuYcM/3lS9dhjMd3dfkz6QFGWlGJn8d3/QfmsWziz4ykOvPYvQxKfRqK62YfNHL6iVZ6rUZ4bMFHtOW/hWJMNi3SxbNLwSVQAR6skY+xOjBY5Byo17ruh2rB1gylNT7ydQ266n59vGkOa2RVzSlMk3jtRwsPrjNqvIGPWj/B1VnL0yD4eXhNdhXNckeAbRYF2hbf3pbL9XB5Wk5vPLm8aYnpq78mkKCcBIQwy2ZD3c8Cauo5DN1Ok+UjP0UhfE/ilrP6oiZr3bPTSTcnSHiypsb2u16PjF8Y7/3vcOsunrzd8XYUxKHGqGJHXX3+d8ePHA4Eh/FVVVaGUptGIy8HiySg0TYuqOng25eyAAfkeq4cT409gTbbir/KHTFTBHtNwCVbRMmPGDL7xjW9QX1/Po48+SmdnoCdL1/Uh1dhwM0jx+WhsbCQvLy9QoRihV9fj8QxZd7CJqqqqCiEEGRkZI34d3G43mqaxuqGBNVsOkvVqYETT4WvtA1zx8XK0WlJubwc0NKDM8zqVKXeR5qvByqUj2DS9jrSeV/FhpSlpMa+mTOFVKujtM1a1CD8fjGnhK0U6k9qs/OZ9jfxsHxX1fiYUXqremPFS2LMNR/Jaxnf/ES3G8VJ7LqayYkI3QZFTNvtWFqz/Z5JTszn4+v/h1LZfxvU+nGq2s3oYgxUEvg+XTdSBdlo7fGw9nY4USZTbnEwpDv+8xm47q8uN7+82p1hHNag9ErpI49MrW4BKWlw6z2wtwieTo05pCrumrgPGpcVZSz+LJXshjg/vwyzj6+W9aWEgpcnp1vnj9gJ69dRQSlNlg052inHtB0F2n0xiZnHsv5CNxJ/2ZJI6c+gM0sJZAC58Hp3a3cmY9FRM2e0UzY2uTcyxK5mSpbGNrIuGNNdUblhxo6FrKoxDiVPFsEgpOXHixP/P3n/Ht3He2f74ewa9gwQJdlKNonqnumR1995ix+mx43hLspvd+9skd8vdbLbcbLbcu/H6Oskm2ZS1JfcqS5abuqneu8TeSTSiDmZ+f4CAWAASIEf7jWOe18svi8DMg2dQZs58ns85J/X3QIFRS0tLKqWpvLw8p5N+OBwes7fpSPB4PFlve8hxaFByEyQM8M+UnOFRzaOpY/T7/eOqmk6ZMoWvf/3rtLa28i//8i8pYgoJGy2XKzuPPVmWaW9vp6ioCFEURzzWtra2EeebFFFBooKdbG2oqKjISMBrDh/mnt270UuJz83ii7N0e+LiOV6C2h50sKnmOnnSE8Ad3UeT6ba05FFLmJLYR3ygaSEmDv4eRQWFrTov/8duobrKwcbpXo7VJ0VUEZZPDmE2itjka/ji02jWb6Yi+k5O81VEA0Z9BLOjhMX3/A3lszbT3XSCD//jC/S2nB7TeyDLMoqcG3nKtw1Oadp13o4SD7N8cgirKUHGw1EZZPXjPzt9EmVO9ZbIkzh4Xsucsus9ui67yBNbEn/vO5tIadIIUe5f2kqBM/v36rWP7WyZm5s6PSNEPbY5f0PMc4xfPPcuD63qYDzkyWEV+cqmhIjq8CUdz+yo4ODpAH/zWPe4xk2HY40lPLll/DZaQ3HcV4KjOLMQSmsUqVoXA7z0NMg07LIjKzL5c/3YizJTEVE2oTfnHrU7GmYV33RDdBQTUAcT5HQCI2LXrl2EQqFh0aKiKKbIT19fH42NjQiCgNlspqCgYNRxW1tbU+IdNeHxeLIWWPmF9D1MAU2Ai6aLieX+skSqU8WFCsKeMA0NDTmJqGw2G0888QQej2cYMQVSdle5oL29ncLCQvLz8+npSS9MyqXKW1paCiRuGJqbmxEEAZ1ON6x94566OvRDbKW0ksL8j7zjIqfhqIyQhjw54pcIxCtpMmT2Ju3O4JXaJcRpC9ow9X/GqZSmaEJEFReNFBq8zJv0LldMjyasq+KXsprvxdY4xRYv1Su+wPxb/wxB0HD0je9xfu9/oMhjv+E6fFXDnGI/Y7XgmVMhMKf/GA9cMRIXzTi0XrwhHcsGVHnVwoUuE99+UP1Y0cNXS3jqlsa0z62cGWXlzERK0/N78vHHBqc0jYQWn4t7ytRxKzBP+Rpa6xS6d99COG7BnuNS9UhYPC3G4mmNxOUydp+T8Rxzkm/q5YGVuaU0pUM0JiNyA25UPDKdujDZSlvzKzXkVyZaVJrr9PhO24jr/VQsHyyi6r4aR+vyMh7LunQItRq586HHVB1zAupigpxOYETs379/1Mz7oSlNTU1NSJJEcXFxRoGRRqMZddxckVzGzvYEbo1bCWiHX6xMmNjtvJ53H9AGOF9znmJfMdWh6qxTmgRB4Ctf+QoWi4V/+Id/GEZMA4HAmAVWnZ2duFyulBfp0Od0Ol3OYxqNxtSyf2dnZ+oY3W43Foslo52VOU2OfS7Yf0XPsklB0pGykuh7XDM+TLd2Pi5peAZ9Jq/UPEz0Ou6mKD+KJ3YCe/wcIgnxTVJEdaVdZtc5BzrDB8gzN2KJN6Fl9N621lgVf/33/4fCqiW0XviIupe/Q1/P+CtRvrid2vzx9xca9SLrZiQqVA2dcY7UxzCaLUx19lGcl/v3IhNsNnXDLSBBngRGj87V60Q+t94DeLjUnEhpkhWBTbNbmFE5PJ2pyyNj06nT1qAxV2Gb/ddE2nZw5MAuJrvU937eccTE2hntzJ0kAV4aO3JPaUqHbfvyuW+p+jcUP6uroHR1LOdxRVGkYlnC57evR6LxQysiOoyVXgqrRQKXHFRtVt/+rMKwjMrySaqPOwH1MEFOJ5ARHo+HS5cuZZUhn8TQlCatVosoiqnqHIydPI2G1tbWnGyeav21g3pOAbSyFhl52HK/rJGps9VRHUqf0iQIAqWlpYMu1nfddRczZ87kF7/4BU1Nw30Ku7q6xmWj1d3dTV5eXkpJn0QoFBq3PVdhYSGQIPyNjY309PTQrtNSEhsu+gjax6fElUULVlN6MYkIlIdfp970AHNOnKD2o+ZUJOnxtQ4emjvcK1WvCDwSNdF0+hWWz8qjW7eELn0tFqmewtjHKQI6pUjDlKIAsuzjRNd5ztnuwHP+5VRK07C5aPRMX/sk9Udj2AumsP+5b3Lt6EvjOvYkfEEJray+NySCwmPr+7hlcRuvHHRwtM1KOBiltjI+rnSvk00yN81X3xh+29587s2RPE0rg2llLciyzFuHbbx3rgCzxs9n1nSlRD8vflzCl9arQcoEHEt+CoD3yJPsuVh6QzxIr3S72bLouo1Whft6StOOo2ae2VmITgjw8KrOjOEH6eCPOihwetSeLg2ylQLt+L6/lnwtlo2JFpW2U9DwrpXGc70UrdBgtKqYthVVWDhpk2rjTeDGYIKcTiAjXn75ZQwGw5j2TaY0QcLLtL4+caJ1Op2qkKd0kGU5J4P8ZN59Uq1vjVup9dfyvvP9tNsHNIk7+NSSvyaAtTSxj7vNTUNDonrmcDhYs2YNt912G3v27GHfvn1pxxPF8aff9Pb24nA4KCoqorOzc1QbrVwhiiJVVVWEwyFemG7niXO9GOLXiWBUp+XoWvuYx6/vkHBoR64W6gmy8siLrHynBX1saL9rHszNS3mluhQND8Uc2K5aKMnzYZMD2CKNxDDTqV/GVdOD6GQ/hbE6LHJz6hgXWD/GdKGP9bvasb8SotukZfdiK+GViZYLV+Uilj34A7a99iHrFsGbP9xApE+9zPe6eitrqtVPv2kKWPj8rYlM9vsGpDS9cLAUb5+RPG0f00tyv7kIC2bmT1Hff9MbdVCc7xnTvqIockdtH9BHr1/mlx8WEetPaYorhqwjU0eCedrvY3Cvx3PocWKBqyiK+q1JvqCMQcxM9LYsTIioBqY0TS1oZ/PCkav+V1oViqzqfWeTeO+UEblsZBFfriieI9LgCzL7Xmg/YkAjmcDuo3SRCtX69jLufvQRdSY6gRuGCXI6gYw4deqUKg3j+fn55Ofnp6pwTU1NKIpCRUWFasuCYxVYVYeqUyQ1iTpbXdrlfgcOOoo62C1eX/K/80yAv9v1PhVe6LVaeWnJEnaJIl6vl+9///s0NqbvnWttbc3Jb3QkeL1e4vE4G9vbWbt9O4WhUMqCapjqf4zwdFzDfrOJw5Nh/kdezL443SYd7960mmvzp1IVy01QlMSFntHV6QArPryYIqZJXO93LU15pSbxXtjB/AFxWzqClEbfRwY82lm061cjCxoc0gVcsSNMPuNn6fZ30EoJ4l0Qkrh9v5dfhKxcW30Tf/rZ/4tW6eP47m1Yis+O6VhHgiLq0WvVtcuRZRmbZXh/YSKlKWGav+eUkcP1xfj9CvNKQtjNo69ohKMyTrP69kZXW2XcFnXIU55N5PH+lKYfv2WgoT3Iv28vGnNKE4DGVoN97t8Rbn2T0LX/4OUDTm5b0ILa/ZDb9rl5OAuB1cCUpqOplCaJOxe2pHVQeOdEKV/b3DzquLniveZy3BvUt3oSQzbyymXyyhM+v70NcRp22QAF5xwfzpKxrb7NdK+5ISt3E1AXE+R0Amlx7Ngxurq6clrSHw3J5e/58+cnEmAaGxFFEYPBkHNK01CMpk7PBZmW+xd5F7HLvitFTB85AT9+HSz9QlJXIMDn9+zhnn/8RyyPP853v/tdrly5kuqvHZjSFIvFVPOLBZh59Ch37d6dEiy5AgE+t3s3gCoE1aH3o9eK1M+yDBI/+cIX6FOWcMi3Er1nH/NyKIjLsgxKdur0TH2t6R4PR2WIpze+F4F86Qz50hlCgotO/TIumx7jjt3/miKmSejjCpsvNbH20Y8494P7ET5uIRTwsLJY3V7ps80yZVYPapOGow0C960e2dB79Zwwq+dcIxyVeW63i4stNoRoiAWVmT+Xw006/uBO9UnO28dLeXKL+obzMY2bv/9SQkS1bW8+3qiDwhxSmgAQNDhrf44iBfEefgKAzr48qorUt+eKKZacluoBFk6RWNif0vTCvjx6jjnJM3m4f3kvWq2ILMsIgkb1HuFwVKZVkalQdVQIdEvEDYMFq3mVGvIqg/0iKgOBszbiuj7KVkSzblEJ94psXP2gyrOdwI3ABDmdQFrs2rVLVWKahCAIWK1WgJT4pr29PZUHP5KIaiSMx4N0KDIt91eHqgct+f/truvENAmDJFH4z//Mj7RagsEgkycn8iY7Ozupr69PebuqufQOCdP+oUp6gyRxb13duMlpV2cbM61dpKsQ2Y0i06WXuFb0EIqmg53n2kCOs7B8cEpTOtRd0TC3OLukqaBdgyUNEU3X77r/ioHlk8OMRnJMSjeVkbeQEbF704suKr3Q6G+kXdfE8tIitggiO89ZEBSFuSU+ipzj/841+51smqE+yRGMJiZnef9j1It8cWMipel8k8COE2X4AjqmOIKU5A8+RotVo6o6/TrUJ0/RmIxWSAis9DqRz67zkEhpgmd2lAIa1ta0jpjSBGCd8Wfo85fSe+AzyOE22npkHAb1q8dHL2uZWjh2D1JRFHlotRfw0tot85P3SgEd4WAXtyxSyUZrAP5jbxGFy0KM1WEiE7qO2qhclz5qd6CIKuiRaPrQigY9hnIP7pqRvz+u6HwWzqtVda4TuDGYIKcTGIZYLMbZs2dVjyv1+/0oynAlbVFRETBYYCSKIiUlJVldrDo6OsbcG5sJ1aFqjBeM2Gw2nE5n6vGBCv/KDNcmpaGBEydODHosKTCSJIm6ujoKCwtpbGzMOqVpNGRS0md6PBdool3Mrs68dKklSkXodRoK7malbQcGqYWDlwwcb7NiEvwsnyqlPcaAbKc4L7sL/PG1DpZu7x1U3ZS0AsfXDhfAKaIZszF7X0QROSP5begfPiooHC7r4sl4CVOKBqQ0ddjQK/6sUprSQZJujAepJxCj0Do2gUpNuUJNeaIK99rHdo60uQn3RVlSFae5R2ZWqfrG8G/WmVk7o031cZ/b4+L+5cOFUJNL4KmSxOttP2Rh90UXRrGPh1cPT2nSOhdinfnnhBqeI9y0DYBX6kr56kb1q7wHLxerJrAqcYk8uSVxjF/8aSlXz9qouuDlKytacFjUmfelaD72MX7PRoKoaAZZSmWC2allUr+Iqv2sQMO7NuJEKVnah3HIzbEiK8wuXaf6XCdwYzBBTicwDK+99lpaEjledHd3jyiEGphg1NvbS2NjYyqlaSBBHIpwOHxDBFbAsNcduOTf4IBJabhVjyWz56dWq6W8vJyKiopUShOA3W4fV1pWj9WKKw0R7emvUo8VkiRhYfSMcwNeSiO7aDFspkp+hVXT/YCXTl+c985bUQQN0/K8TC5K3PB4AhJ6JfuLWrKVINnv6nPY2LduJp6a1kHbXe2Ik6/PvaJ1fK2DZTv9aCLXSW2fDr6z8fo2fXoJ+rsFrqc0eftTmmwgaKlyeKkuyf7Cv++yntqqPtQ+FZ/qMPE/7mtjPORJFEXuWR4AAnT7ZLbtK+GjMxJPTVJfCFXfW8Dtteobw/fF7LjsI5PpW5YkRFTegMxvdhchYWa6u50N88MgGnDW/hw50on36O9f30nQj8vtIB0kSQbUDybp8ctoJunJW9tHV1jkj/dNoUjRs6ygmbsXjZ1YnmsS8NuDjF0OmR6tJ8A82Uuu1diimQLM9CNFZZr3G9HELShWL2VLEiKqSIuT+5/4osqzncCNwgQ5ncAwHD16VLUl8oEQBCHrKuHAJKrm5mb8fj+yLFNWVjZobmqr05MIBoNpxx245P+djQF+8joMDC+J6nTsWLcu47jd3d2pinQypUmWZVpbW1OtDeXl5Tm//z+rrub3T5zAOEAUFtVqeW/T+CxTOluvcOvk7JbeLXIzBdFDNJjuYlJoG1qiFNo1bLInGN2xeg27ztsR5BDhmI4ts3KLJBzY7yqh56ppE+XhtzAp18nzpR47m2fkdsG15JUz9V/+Ec2Bq0h/+seIrR00OBLE9L/mXd/OgZ0O3VIKYocGJVYlUpoSx5hMaUKOsGxSMJXSlAkxwYLDoj7Zs9lQRZ2ehMsu8tVNrciUggBPv1OBSIQHlrXllNKUDt6AjGkEdfpYcbEJSu2j31gl4bCKfLVfRHXoYiKlSe9azheWOjFfexwlliC5758wsHhS60hDjQkvHsjjzoXqC6x+dqCMkpVRQERvFKlYJwESu67Z2b69jDLCfHZBPZOLc3vdracrKVmXu7fpaIh12inZOPY2F61epOqmhD+spykholIUhTnVc3E6nKrNcwI3FhPkdAKD0NDQQENDAyaTusbSLS0tqV7TXCCKIhUViXb7YDBIU1NTSkRVVFREU1PTuMVU6dDe3p563aFIKfwL4DerL/L5c+fQtbXhczjYtnAhV+fNwy2Kg7xHkwgEAqnq8MBjTKZlhcPh1DEOFVGNhPeKi3E6ndxbV0d+IJBS61+orqbIaKS9fWyelHZdH05r9qeJvPhZopKDBuM9TApvHXTZGpjS9JP3BT405uEyePsfzw1aorij+2kx3szk0G8QSQishBwr/lNqH2bRHX8BwEH9S1z5nIE9mvxh3qmauMBDkoOIJp/LpscwyF0URg8OIsYwPKUpJpjI0/tYVDXcAqelO4ZVVL/X9GxznOUz1c9Of3G/kzsXtVLhFlg9K5nS5MIfs1Ns6+aeZb4xtahs21/Eo2sSdldqYueppAdp7uMuqY6xYnkljtX/yU/++fdou3yWfJONB1Z6Od9WdEPiP3tDTsoK1e9jrZft5OuHk//8SRqYFCQqy3z/YCXOE2ZmGDr54qquUavCsizTFNdRKqpb6ZXCMrKgnvLfWa7BWR4k7I+ztuIu1cadwI3HBDmdwCC8/vrrqhNTSFQ4BxrxjwVmsznlndrR0UFjYyPNzc1ZE7hcoNFosqpeFn7jG+jvvputW7eya9euxINdXdjtdoqLi+nu7iYWS5RWZVketV3CaDSmjjFdSlM6RKNR4vE4ddXVw8VPXi+CIAwz6s8GXq+HYl1nTvsAFMUO0CTYaTTcSVXk9WHPX+kQ2DRHYUaZlyvtcXaecyAoceaX+il0ZH9KcsQv4YtX06ZfT2n0fQ5e0TK/LLv4z7zSOcy75U8prVlP++V9HNz2J/T1Jnr9VsctEIWtOi9dQhy7YuXhsJb1AhDfjoxIt24hLcabQZFxSqfJk04OokDXU5piNHTG2XXBDorCnCIvJfkJG5vTHQ421gRQm5T5FQvLatTv3+wJ5VHhvk6mEylNCRHVpWZ4dmcipWnDrPQpTZkQVUzD+jzHi8RvLfu0uKEQNBactT+DSBP3Tt+KMiVAY4fCv20v5cSFAMenasac0pQOzZ0yeSaPauMlse+8DqkowEjVWFEUKV+hAH2c79Hz5M5qykS4eVIDK2vS925vrcvDPDuA2hSiab+e4qWjixlzhdlXw923PKTqmBO4sZggpxNIQVEUzpw5o/q40WhU9aV3t9uN1+ulvLyc9vb21EVIDYFRR0dHVo4BK1eu5O677+bgwYPXiWk/fD4fkUgEl8tFIBAgEAjQ3NycU19pupQmGH6MLS0tIxJ/j8dDXl4ehYWFdHZmTzYj3iZq54xt2a40uoMGw3206tdREv1g0HMtfQ421SRITjKlSZJlPr6s50S7DSMBlmVIaRqKsug7XDE9SkAsJygHKLR7RtzeYHGx8Pb/yeTF9xMNejn82l9xYd/PYMhNw+q4hdVxCzJwXv8YVZodICfIvYhMYewwhbHD9ImldOmW0KNbiDneTGH0IHoG9/5WFmqoLEyIqD6+auBMlw2t7EeK34D4T0nGblI/7rG1WybPlLmqNzCl6c1DNt4758KsCQxKaUqHuvNaatzqV3lfr7Oxae7Yl95t836AxjKZ7g/Xo0iJ97PCLWA3RvnhV7s4eNHKMzsLMYgBHlyZW0pT2vkeLeOJTerbc22/Vol7Q/aCO0u+FsumxPb/edLNc+9YqRK9fGV5C07b9bkd8xTjHEe/aiZoZAtGq/ptLrOLb1LFs3sC/32YIKcTSOH999+nr69PdeV7a2vruKum6eDxeAYZ+Q8UGDkcjpzSogYiG4HV9OnTeeyxxzh9+jQ///nP024TiUTo6OigsLAQvV5PY2Mjdnvu8oFkShMkSG9DQ0PKksvlcqVaAEZCb28v+fn5WRNUWZaxace2TAuJS2xl5BWuGh+mS7uQAukokCBPQhp1ulYUWVmdEBh1+STeP28DQcMUp4+pxZnnICJTEnmPZv0GDDyfeUKCwNTaR1hw67fR6E2cfu//cvbDZ4iF/Zn3AS63xpEtR+goXM2kyPCoUovcgiXyGhJ6unS1NJjuQaOEyY8dwxG/NHiuosjyqYljfP+0hL9P5t1zdirsHmpK1SElh+q1fP32etQmOa/UlfL4ptHV6aIocufS4SlNs0vbuWnu8M+97loJT92cPqhiPGj2urh72djIk6HoZixTv0bgwg+Jde0Z9Fw4bsNh7UmlNPmCMs/vdRNTsktpygyt6jcqkiTTIsNY3Z+L5wpAH71hkT/5eAqFcT1L81pYO91Hpy6iurdpd30cMUv3jlwQajdwx32fVX3cCdxYTJDTCaSwf/9+1YkpkBV5Gs/YSQwUGLW0tBAIBHIWGEmSNGrSVGFhIV/72tdob2/n2WefHbEqLMsy7e3tOBwOFixYQHd39gKNdLDb7SmC29LSwonjx4jHghQXF4/6Hvf09JCfn09BQQFdXV0jbtvR1sDKwh7G418oIlMVfoVrpgfQy17s8hX2XzKMqk4vsGvZ3C+iOtkg8t4FB8RDLJ8cTrv8a5FbCHo7mDRnDUTfG/a8s2Qmtff+LQVVi2m/vI+6l7+Lv/NyVsdwzetgc8kZLokLCIpFmOX0vbtaohTH9kJsL17NNHp08+nUL8cqXaMg9jFaooO2l3UuHlrmBXycbhJ495wdlAjLsxBRjQSTVUeeTV2SA6AIupzV6QNTmg6c0yVEVEKU+2pbceeJSJKMKGRv+ZUtun0yVt3INx2ZIOgcOJb8mJj3NP5Tfz7ouTPXBMqdg383drPIVzYlU5p0PLOjHEWRuGtR+pSmdNh51Miyaeq3Yfx8byF5i8bvBKE1ipSvTYioPmiw8exPrRRO1+JtD+MoUo9C9F2yU7lR/WpsuW4pkyqnqj7uBG4sJsjpBIBERe7ChQuqG+93dXWp7pcKIwusRFFMpUWFw2EaGxvRaDQpEdVIaGpqGjG5yWQy8Xu/93sA/OhHPyIczq5ScuzYMebNm0dxcTEdHR2qtDmUlpZikHu4eVovB67uxaO4iAp5uEsy1zR6enpwuVy4XK4RibJZ8FFZOP7PTUuI8vBbNBpvRxsJIIkR7ObsCcncSgBvv8DIgCyayU8jouq+dhDLgruIYkFP4gKn1VuYu/mPmL7qy0RDHvY/902uHR1e/cwESZZBSdyoFEQP065fzeTwi6Pu54hfwhG/RBQrnfplXDV9Br3spSBWh0VuIRCKo5GvX4RnlwvMxkdUktl/2YgkmLFpfCyZHM+pmtbUE2eae2zCt5Hw7jEjS6eMT52+fEaM5TMSIqqte/PxRhxcru/hW/eq7xX6wv5ivrB+bDZatrl/j2gspnffvcP8Zz88X8bXNjdkHHfhlBgLpzQhSTIvHRie0pQJl7uK2LywPue5joZzkQKs+eqSvbxKDaWz7JSt99D8sR7/aRtxXYCyFbFxWWvJsox8A+wL4zGFBZUbR99wAr91mCCnEwDgV7/6FR0dHcTjcUpKSlQjqcFg8IZ4kMbjcVwu16jbGY3GVEpTR0cHDQ0NyLKM2+1Om22v0WgyHrsoijz++OO43W7++Z//edTq49Bx/X5/Stw0ef9+7ty/f5CyPtckJ1mWsYq9WI0im2aGgWYutTVyqa0ZT8SG1VWJ1Wobtl93dzcFBQXk5+en+lgHIhwOYRNyF0JlglHppjjyIU36m7EbsyeHg8ZICYy8XOuIs/OcHWSZeaV+Onwaqhy92KVztBnWUxl5g/LZN7Porv+FxVnKxQO/4vj2fyAWym3J8MAlHYvK/IAWZ/w83frF9InFWOTsqlx6ApRFdyEDHu0c2vRrUQQRj+8yy6cdZI+mLyW6KlA0PBRzcFONCHhp6o7z/gUHsqIwq8hLWf7op+oGn4k/26w+2bvQ7uapm9VRp+t1Io/1pzR9b2sxrx2xIisi62e0MGuSOuQkjnHEPteMcytYg2XKEwQu/BOx3sODnpNlGYHseoS12uspTc2diZQmQdCydEobC6cO7qcMhGR0QjDnuY6Gq20KHnOI8bkcD0fHORlDqSfhorJ8cEqTKOswVnpw1+R+U9v8sZb8udlZ1uUCpa2Eez4zsaT/ScQEOZ0AAFeuXKGysjKV0qTRaBAEIeuUpnSQZfmGeJCGw+FRl97TIWk5NTCJCq4LjDwez4hN8w888ACzZ8/mP//zP7l48WLWr9va2ppyQAgGgyw4c4ZHPvgAfb+K3xUI8LnduwFyIqjtzVfZXOVh4M94WrHItOJeJLmb/Zea8Qbc+GM2isomD/ocu7q6KCwsJC8vj97ewSblve3XuHemuopZm1zP2dbzFEy/FcIvjGusSW4Nk9zXU5oOXYozf7KWSvdBGq1fpOaOf2XRmnvpbTnD3l8/RXfDkTG9TgQrLvv175kreogO/Wom5zh/EciXTpEvnSIkuAhaVvKGdRGv8yYxITF+lxDnJ/peiCbEWOUuDeWuALIsc+ialnNdDrRKH6umps8Rl2UZmyWqet9iICSjF0OqjglQ3y5TUxrkodUJYdwbdRbeP1+AWRNIm9KULQ6c1TGvbAwCK1GPY9EzSH1XCZz+y2FPv3LQwZZ5ucd/lhVeT2naeczEMzvL0Al9PLiyA7tZZNu+Qh5cqb6N1q+PVVG6XlJ93Eizk4ohHqSDUppOizTtsiMRoXhZEKM1O6IqBG3Yi9TvN51RuPaGtZRN4MZigpxOgFOnTtHR0YHJZEqb0gSJfs6RUprSoampKavqZq5oa2tLLdtfNF2kzlZHQBPAGrdS669NGeVnwsBj9Hg8KRGVz+djzpw5afdZu3YtGzduZOfOnezduzen+cZisUGtAnfs25cipkkYJIl76+pyIqc2Xeb8eq0osmZ6HGil09fEkaYWAnIegrmY/PwCIGFV5Xa7cTqdeDye1L5OQ2BMlaeRIMsy3rbT3NTVx4ZdXdh8IYJ2DcfXOlLG+rlCFEUWVkqEYkbmVcQ43bcCm13Pu/sugPevubD3Zyjy2Ox+Or0SJmFw36IzfoFu3WL6xFIs8thyyhuaO9DIr/PhtBZiQzwi7z+p8Ge7eij39gx6b5ZOAfDi7ZP48KIVRdBTZvMws+z6Z3SkQeCelc1jmtNI2LavkIdWqU+e3jxaypNbrld576gdnNIUVUzMKOpIpDTlgCMNxWMSWNnmfB+tfQbdu29FiQ+vZLb585lSMrY+1iQ2LwixmXoCIZlt+9xEZAvnrgX50kb1e4SbMVIkqluRlSQZiZGV/0WzBZjtS6Q0HTCgkSwIdh8lizK3qAQ9EnGd+g4T4V6RDaseUH3cCfz3YIKcToAdO3ak9TYdmtKUFBgNTWnKBFEUsdmGLyuPF6IootVquWi6mIoSBQhoA+x2JCqQoxHUJJLRqJIkceTIEZqbm4eJqGpqavjMZz7DyZMnefHF0XsOByJdglWmvPtMj6dDIBDAKWZXISq0a7h5ViKG8lh9Iy1tbjwRMwUlU+no6MDtduNwOPB6vXR3tlFj6UTtlJpDV0Xu97dx857zaKXE8q3FF2fp9kTVdqwEdf9lA7ffNIv1j/0jjqLpNJ58i59u/Yj/eOEo4R4tyybHsI6hCne8xcaGmj6GkrKCWB3t+tVMCW8d03wbfXlsmuGjWxhMTB85AT9+HSz99yzp3huHRcvGmYkK1dlm2HnOhhCPUjupD8FgZVrZmKY0IsJxC3bz+ER86aFJS1YGpjTVndfx9PYKBKLcu7SV4vyRP8doTEYUoiNukw7GikexTv9j+i79G9H2HcOe7+iVcYwhEjcTrCaRL23s4vjlXjSSoV9EFeeOhc1UuMdPVF85ZEVXnZ3fby5o3q+naEl2AiutXqRqbSKlqbfxekpT3hwfzlLdoG07D1spuymI2jdArug8Fs9fpuqYE/jvwwQ5/ZRDkiTOnDkzomgpXUpTUmCUKZ0pEAjckCX9zs7O1DJNna0uRUyTkESJffZ9OVdTW1tbmT59Ok6nc1BK00Bl/k9+8pNRTfSHoqmpaVhIQI/ViisNEe3JIUGrr6eBW8bgQbqgChbQQTAsc+BqGz7FRUebi7nzF7Hg9Gk2v7+LglBk3FXNofDHHaw70pIipkloJYX5H3nH9Dp6cx4F02q551s/IdDTyIc/+xIt53ZRLpahnXQTZXmnOXDVQFwwJ1KacuhpVIQM5Cl+iS5dLQGxHKvclNN8JUkGJUGeChQNXQMI6t/uuk5MkxjpvZlZJjITP5Ik8+5pLd19Hl45YOGupX7VlvZPXhGZnJ99X3W22H7ExKrq0ft2a2ti1NY0Ikky2/bl4Qk7cZl7eGClN+0xbt2bz321reTym9A6F+Fc8iyRzg/wHf9W2m1erivhS+tzGzcb7L9cwpO3NgGJqOSXDjh583geToOHB1aOLKIaCR/3lJI/X/0+Vk3MgtmRuwdpXoWGvIrEMbYc0uM/a0fWBihblRBRiejRatVLhQJQZIXZJetUHXMC/72YIKefcrz++us5Ea6BKU3t7e00NTUhSRLFxcWDhERdXV03RAgVCoVS4wY06SuNETFCREgsP+VSTU22LSRTmsxmM+vWreOHP/whhw4dwm63Z0xpyoR0AquXa2v53O7dGKTrJ/qoVsv7mzej0+lSiVIjwaHzZWVSnwlmo8iGfhHVlfZGCt48xQMnmtH3z0mNqmYSvqCETunD7Eu/xJ7p8YwQBKYseQih7E6UplbOvP8jTu36P8Rjid5Ii9yMRg7TZ57PupqTgDeR0nTOgSzHmVPsS6U0pcOxepia5yVT5akwepAO/UqsOVZP91/WsaQikarzUMwxKCK1MkNhbrT3RqsVsVq1/PUXOqnv0PDMjnJAYOPsZmrGaUS5+0IJT92ifqvAla5CblmUvcBKqxV5ZG1CYFTfrvD/dpahKCJrprcyd8r1G2B/1IE7z5P1uKKhkPyVLxIPd+DZ/zAo6YmXggG97kYkWF3/bEVR5IGVPsBHa3dCRAU6lkxqZcn07Amhxy/TJkRR+8zraZHAOr7qsSiKlC9VAC9Br0TThxZ6myOYiruBzL/HsSDS4uC+r35B1TEn8N+LCXL6KceRI0ey9gAdiqQt00ARlaIoKYGR2uIMWZYHCaGscSsBbRqCOmRFWhIl6mx1AGkrqukEVkll/vTp07lw4QKFhYW0tLRkTGlKh56enrTbJPtK762rG6TWP1FejisvD7/fT19fZguYjrZGlri6UauSM6VI5K6Xm9BLg9+D8VQ1B6KuwcpN04IE7RosachW0J798qOjaDq19/4dhZNr+avv/jG1rhMcP3Rh2HbFkfdoMt1JnnQaEbk/pSlRza+7auRMlw294mfF1OEWON0RBwuqMl+I7fIVOlmKX6zCJmdvARQVbDitieMfGJHaLcRpdkBFmpfM5r2x2RIq+OoyheoBKU27zhZg0vh4ZE13zj3EiVUP9Vc+fEEZgzh2e6OqIoGv35ywtdp+yMyeSwXoxT5qp3RSZB3uPJERghbn8ucR9QV0fbAGOZq+Qrz7lIEFlep7kL6438EdC1tI1z5T4rouonr/hJFndpShFYI8uKIdh3Xkz/E/DpZRujyK2lVe7xk7FRvUi9o1O7RM2hhBu8uOvtRDw7s24kQoqg1iziHCOBOmOleRl5d9Gt8EfvswQU4/xWhubqa+vj5tv2kuGCowShJeu92es4hqJDQ2NqYiPQFq/bWDek4BUEjbLhnQBDL2p2qvalNtC0k89NBDzJo1i1/84hdcunQJrVabqtimS2lKB7/fP2zcJOqqq4eLn4YkSg1V0SdhlHuZokJv2kCMVNW83CaPmNI0GpT+Zbvjax0s3d47aGk/ptNyfO3oqVkanYk5m77JjDVfJRb2s+/5P6LhxHZqZqUnOkY8GOKddOpWUBS7LmATRZFlU+OAB09A4oMLVhD1qZSmYFhGiI+uTndH99OpX44tnB05be2JYdUMFtQkI1IBGtf0UTLkvZG0AsfXOkYc93xLnNrpg22/BqY0dftkfvlhMTHZyNyydtbMyS7K8sX9Dm7PQJ7Gg6173XxmdQdqkJxblgSBBnxBmT/6sYtFNTZ2Ho1lldJkn/9PGApvovfgZ5E8xzJud7K5SDUbrYHoDuZT4R5dYLV+Xpj18+oJhmW27iskHLdSldfJrUvSL9vXx+3kGdX1NpVlGQRB/QSrqIxEmPKZIsxMtKg07zMgxqwINi+lS8YW7xsNyiybdpuqc53Afz8myOmnGK+99prqpvtOp5Pi4mJKS0sHpTRlK6IaCaIoDjLeTy7TD6yGxoQYEc3wC7CAMIjEPmKFvy2QqNS+T+csI683rKCuMzHemjVrWL9+PTt27GDfvn3DxhqY0tTc3ExjY+MwEVVi2U7J+eSaTJQqKChIGzUajUYxC+oLVPxWEXtgeKUsaNfQFxXZdd4O8TArpqRPacqEs80yZTYPIKYqsPM/8mL2xemza9ix6TZ6prdnVr8LAuWztrDozr/EklfO5brnOPbW3/HhCS/zS2OMJPooiX7AVdNDuGJ1wxKaAJxWLZtmJQRGp5sE3j1v59zVbj6zIshop0abXE/hSTubdnVg9Y3eo3uqzcHGGZkrT0PfG6/Dzpk12lGr1h7ZwsqZmSt7LrvI45sTwrl0KU2Z0NWXT1XR+NTp6RBVzOPOoR8KqxEWTTfze7c0cPiSNiGiEiTuWtScNqXJNOnLWKb9HoHzPyDc+FzGccNRGa2gbi8kQGu3jNOY2xK52SjyxQ3dQDenrmlSIqpb5rUwuSRxA3HggpZoYQC1byhaj2hw1Pi4EQKr4mWh1LharUjV2jjgxduSEFGhKDhm+smryP7aYeytZvNNd6g61wn892OCnH5KoSgKp0+fHtHXcyyQJAlJkoalNDU1NaHVatHr9RlFVCPB5/Ol7Y2tDlUP6iUdquAH0MpaJGEwMf1xEVj6r1tF1jCfq0lUUeuFVTz00EOcPn2al14a3TC+rKxs0DGKoohOp0OSJPLy8nI+ziS6urpwOBwUFxfT1dWF1N8L2tV6mXtq1Fe2Plft5ssn2wdV7qI6LUfWFjCvEsBHOCqz77IBRWPCpfeyYNLo353mgJNNNdd9EetnWQYRLr/YQ4dhHZNDvxl0RFq9hcmL72f6yi9id0/D03aed//9ATqvfQxAUHbidnpGfG0tYRYfe4/VH7Rh9/aNSCCTKU3xeD5n2sLE2s04tD4WTUpvgVN1po/a7dvRSQlCP2qPrjh65Wnge3PZ+AjF0fdHNPyPSjIOU/YODwNTmrbtzccbdVBk7eHe5YMFRm09MnYV1elJHL6opdqtXrhDEm8dtrF+VmKpf/E0icXTEiKqF/bn0XvUSb6plwdXJYzjdfnLcSz8NyJtO/Cf/M6I427d6+LBFWNLmhoJrx4u5asbxh6WMGdSnDmTmpBlmVcOOHnnVB42nZezISdFm3IXLI0GxWfHuUT974MmbsFoTT9fR6kGR2m/iOqwlsAFB3FNH+Uro2hHaVGZXXyT6lXeCfz3Y4Kcfkqxe/du/H6/6pXT5uZmSktLBz2WFBhBIqWpsbERSZIoKipKm9KUDj09PVkJrNJVU2v9tYm/+/tT/7bgOjFNwqCRuHdKHZ6bfkwsFuMXv/hFTkKxgcfY2dnJlStXKC0tRaPRZIxZHQ1er5doNEpBQQFer5dQKITTEByzQflIOFDhZE5ZNFW5C9o17Fk3l7qFW5gc2oqIhFEvsmFmDIhxrUMelNJU5Bx+KpEkGUEe2drHJtfTI8+jU7ecotgBRI2OWRv+gJrVX0ZvtNPdeIz9z32D+uOvo8iJC1mPX0KvjF7VqzrTx9LtB7K2rrrcFqfE6u8n414au2V2nbcBCrPdXkpd10Ub8z/ypohpEpl6dI9cE6hx5VZ5ypOO06lbjiXySsZtDjdoeeLWenIlOXqdyGf7U5qutJKowiGkUppe/riExzepr04/eLmYp27JzeEgGzT2FnBH7eD2Cq1W5DNrEiKqxo6EiAqNjds++x2coSZ6Dz7KaD21gZidPFv61prxQJZ144r6TEIURe7rF1G1dMr8+lcGSgQXhvLeMaU0pUM4ECeuVT/vvqcxjmAfnfCKokh5LYCXsE+iabcFUdFjKPVRNGv4zXGow8Ctdz2q+nwn8N+PCXL6KcWePXtUJ6aQUKePlMgxNKVpqIgqE4Qcep6GVlOTSFZUKzN86/ONfbimTuUnP/kJXu/YKwUWi4Xy8nIqKipobGykt7cXRVEoLy/P+Y4+FAoRi8UoKChAUWScxjGk34yCw1ehpsBPfYFlCLHqwirVc814H5PCWwdRlYEpTQcu6znVYceAn+XTYikXgb2X9SypTKjTR0JZZCdXTQ9R4fCx/tEfkF82l4YTb3Duo2fpbjw2bPsjjVbWTR+9ejz/I29O1lVXPA42z7heiaxwiVS4+vpTmvSc7banUppycR7ojdpZNCm375NTOkOPbhFRbOhJT8SNFj0u+/hIzpQSeKokIaJ667CNDy64OHzezxfWwTi7cAZBkmQEQf2qXq9fxqQd+Ualwi3w9Vu6cK3bytsfNfE3334YbUzDgytl7Ob079/5RihzqG+j9e4xI0unqi+w2n7WxaxHBKwuH+2nRRp32YnnmNKUDm0HzZSvCaH2jYr/gp2K9f6cxjXaEyIqiNB5XqHhXTsyUdxL+jD33xyXa2uZOjm3GOgJXIcgCEbgI8BA4sT9gqIofykIwveAu0nc0XUAX1QUpaV/n28DXwHiwB8qivJOmnH/CngcSC6dfEdRlLdGmssEOf0UIhAIcOHCBQwGg6rjdnd3j+iXOhBDRVSNjY0oioLdbic/f7DKsqWlZdxm/gMrqg1SgElpnEv8cSfHPvqIurq6cb1WR0dHiogmj9Hv96dEVBaLhYKCgqzHkySJtrY2XPkOnNNvhuiw3/644Ik5WFyQnjwVxfbSJGym0XA3FZFXh11KRFFkZbUMeOj2Sbx/zgailkkOD5LgwGEZnZBoCTO1SKRduQuzo5SPfvFVms8MN0O//qLZVZ5yIZCSLEOGNClRFFk6JWGBk0xputWkoyA03PJrqLo+EJYR0yQOjQYRsEmXaNevoiK6fdjzrT0Skwvacx434+uJInfU9vHecYkZhRK/2l2EJJuYWdLO+nnZiahGwgv7nNy1aOxL2Zmw7UARj60ZPcHKPv+f0LtWsrb4IZbedHRQStMUVwdbFg0Wwe06XcqTW5pUn++lziKeXJC9w0O2OBN2Y3UlKpxjSWnKBC0GtPrxf/4DIcsyjKEffyAKa0So6RdR7TciRi3IJg/rNm1QcaafSkSADYqiBARB0AF7BEF4G/iBoih/DiAIwh8CfwE8KQjCLOAzwGygFHhXEITpykCftOv4Z0VR/jHbiUw0ZnwK8fLLL6PTqesrB9DX1zcopjNbOJ1OqqqqqKysJBQK0djYyLVr11J9lvF4fBhhHQuqQ9U82vEo715cTyQ++L5MFk3UO7/Ge++9N+Zl+CSSCVYDYbPZmDRpElVVVcRisdQxRqPZJdrIskzLqTeICyYaDLerZvKTDXkqje4EoEW/ecTtXHYtm2eF2DzDT3OPzJUmH7vO6gmEM8/WaC3gpi/9nM9+/a/p83v59Q+/PCIxPd0ElY7sqpCZbJjSPf7xZS0Lykfv30ymNF3YaCOqGbysmE5df/CqkRVTx3ZxL4x9TFjjRmL4SsQVn5m7lvrS7DU+nGsrYsPCOE9s7uSpmxswG+I8/U4F/769iLaesX/resJ5acVJ44WkmEZtczFVfg7LtKcInP9Hws2JhLdkStOTm+spcsZ4Zkc5/769hMYOud9GS311ejAso0V9c/z6DgWPcbjDRDKlqXyDF3ORRON7NurfNeNpHd1HGaDjfBxdqfq9pi2HRJxz1PnuarUiVWskKjZ6cVjyuWvTZ1QZ99MKJYHkiVDX/5+iKMrAD8xCwhcHEtXU5xRFiSiKchW4BCxVYy4TldNPIU6cOHFDPEjHmwgliuIwgZEkSXi93oyWTGNBXWc1wWCQh2ccx20J04cL67J/5eCuEO3thykoKMBkMtHd3Z3zMbW1tY3aLpEk8NFoNNXaoNPpRiT27c1X2VTlxRV5hUbDnTQa7mL10f9i4YAe0bEkOn181cjKqWFGuk8VgYrIq1wzPkS7btUga6ZMiIkOvrIuQFSKs/+yAVljxqnzsnjy9W1Kpt/E8of+Ca3RxqFX/icuz9s0G25mCscRM9Dvtj47G2uyu7Cls67KZM8UUmwUZtEDl0Q6df22aXbOGASWyAMscEQjRn3ukZoAIjLmeDNdumUUx3anHpdlGbsldmPIkziY5CyrkViWSmnKxxN2UGDp4f4V6VOa0qG5UybfqH7v5sFzWmYVj1w91joX4Fj870Q63sN/Kr0Aav4UiflTEgKjF/Y5+eglPdUlPiRJVqU3NInn9xTy4IrRq7y54pdHKildL404biKlqS+V0hQ4ayeu66NsRTTjMUaa8qjYqP4NEAEHjmL1Se+Smk05h6R8SlEgCMKhAX8/qyjKs8k/BEHQAIeBacCPFEU52P/494HPA15gff/mZcCBAWM19T+WDr8vCMLngUPAtxRFGfGkMEFOP2U4ffo07e3t4/Y2HYqWlpaMfp9jQVJgdO3aNUpKSmhoaECWZdxud9YiqpHw5mkHJ/2PYTKZ+N73vselzk7q6n4AJJblrVYrbrd7VEP8oYhGo1knY+n1eiZPTrC17u7u1DEWFBQMq97adH4K+yt+FZHXsV+YxtJ3fOhjidWTsSY6KVmSJxGYFH6Jq6aH0Cp9uKRjGbcdWHky6mH9zBjgpaFLZuc5G4oi8PBnPsu6R7+Lp/Uc+378CN72C5gAY7ydNv06SqPvDRs3HJVR4tlb+wwlkD6HlX3rZuCpGUxounwSRrJXvQ8cP/kaV433UxA9RHnXFXadt6MoCmbRi9vsZTzWPkXRfVw1PYA7tjtFPY41CNy5Uv3kpq37CnlweXrylEhp8gAerrYqPLOjFNCwtqaVOZNHvoF77Ugpj29Uf0n/8LUSnrqlMePzgi6PvOXbkCPdeA4+CmlXGq9DFEUeWu2jK1jFvYs7UilNtZNbWVw9/n7ZkGzFYVXfBq4FE24xu4psupQmDQYM5R7cNdc/H0mSkdPYr40XQa9EXKe+wCriFVm37D7Vx/0dRZeiKEsyPdm/JL9AEAQn8LIgCHMURTmlKMp3ge/295j+PvCXpD+5pVMS/zvwvf7nvgf8EPjySJOcIKefMuzcuVN1YprEePtC00EUxZT6PymiSlZssklpSodkNVQURW699VYcDgc/+tGPBm0TCAQIBoMUFBRgNpuzqqJKkjTm6rHL5cLlciHLMs3NzYNEVMFgHw7xuhBKBDa891GKmCaRa6LTpdY4habsyZOIRFXoZa6Z7kej9OGMX0y73ZFrWma6h6vTKwtE5swqYfnD/8rbHxznz775JXwNe1gxOZSq3pRGd3HZ9FnCggujMvhCvv+KnuWTQ8PGHQkDCWQYJ02mTUwL/XrQNkebbKyf0cd4yJNdukSvbg6V+fWU5icqVL/ZLzA7z8j+KzEWV0rox1CF0xLCIPfSo11IgXQUAFlvoroseyeJbBGUrOTZRidPk0sEnipJiHq2HzKz+2IipenhVZ1pPUwVRatqBRIgGpMRRiRPAs6lv0RjLqf7g3XIkewsrLp9Mjadb0hKk4lndpahJchDq9oziqhGwqmrIpPy1BdYvX7EjHaqn7F4kCZTmiBCx1n6RVRRimsDtB83ULh4dDFjrug8ZKXsJvWt8PLCc6lduFLVMT/tUBTFIwjCB8AtwKkBT/0GeJMEOW0CBi5rlgPDTKsVRUlVBARB+DHwxmivP0FOP0WIx+OcOXNGdW/Tvr6+YfGfaqCrq2tQb+xAEZXP5xtRRDUSWltbcTgcuFwuNm3axP79+6mvHy5SkGWZjo4ObDYbbrcbn8/H7OPHh8WOJpOempubKS4uHtcxi6KYamEIBAI0NDTQ3nyVexZFGPhzVSOn/qrXyeYZuRmtawlREXqdBtNd6CJBLPLwCp5PsrHENXzZburSR1h0518hRYNUxP4JjWEXnhKJDy5aQdBRYfdSUwqF0Y9pMWxiSvj5QfvLogWraewVLCMeNEoEr2Yajvil60+I2pTDwFiRJ52kRzcPmcRlVwYW1Yg8desVun0y2/aV4A2ZcYp91JTmRiTc0f00GW+hQDqKLxijwKp+3+KZawKVYyBPyZQmb0DmuT1FRGUT04s62LQgUeHeccTIiunqCbeS2LY3n3uXZra7ss//IcaSW/EeeYpYz8Gsx33hQAlfWj943PXzQqxnaEpTB7cuGT1JLIk9F5MCK3Wxv7Oc/Lnj/z64Z4ow87qIquW4hNasw7gwdxHVSBD70+LUhKIozCq+SdUxP60QBKEQiPUTUxOwCfgHQRCqFUVJViPuAs71//s14DeCIPwTCUFUNfBxmnFLFEVp7f/zXgaT3bTImpz29yEcApoVRbljyHN/Cnx2wJgzgUISjbP/CRSTOF8/qyjKvw7Z90+AHwCFiqKof2s5gRTeeOMN4vH4uJOahqKrq0vVntAkgsFgxiXygSlNLS0taVOaMkGWZfLy8rj//vsTRtavvDLi9n6/n1AoxLqWFu7evRt9v1DLFQjwud2JXsC66urEMraK9lxWqxWr1UqxsY1QNMyu83YEOczyyeFx59Qn1OljI3oGvJRGdtJi2EJF+M1BFc5AKI5WGXyx1JscLL3/H6iYexttF3ez//k/IuxPVIKdVi2bZiZSmk41Cokl8fg1Ji+YTbd2Pi7pOAD1HRIO7fj73wqih+jUL02R0+P1MCXPy3grOSIyWiVEn1iFTa7ncL2GL2xqAERcdpEnb2kH2tl3Vk/dlRL8AZjjDuG0ji5MNCrdKVJ9svUaf3Kf+sbwH5wr5cktjWMe12EV+ermRHXy0EUtT28vR0DC0wffvl996yRv1EFxviftc9ZZf4ml+hsELv4LwSv/L6dx44oBvS79e5Appem2Bc1UFWV+3xL9+OrfvPuCMh1ijHIVx9TqRZw1ETQGPdaSGI3vJVpUnLN8OMvGd93oOCtjKPOg9nc30mrnvi9+QdUxP8UoAX7Rz/dEYKuiKG8IgvCiIAg1JHhcPfAkgKIopwVB2AqcASTg95JKfUEQfgI8oyjKIeB/C4KwgMSy/jXga6NNJJdv2zeAs8CwIGxFUX5AgmAiCMKdwB8pitIjCIKBROPrEUEQbMBhQRB2Kopypn/bCmAzoH548QSG4c0336S1tRWDwTCmlKZMyMWDNFvkIrBKLvuHw2EaGxtHFBiFw2Hi8TjV1dUsXryYV199FY/HM+prSJLEhnffTRHTJAySxL11dewoKLghqSQdbU0scnYxrVjD9ZQmI9K0Yr50vAV9fHCiU93a7Cq3By7pWFTuZ6yLJxa5jaLIHpqMt1EZegk9iT6yg9fMrKm+7otYOHkZKz7zr5hshRx98/uc2/0sZAg3mFMhMAcfUUnmwLkPiM28g6uXL7Cooo8LPQ42Ts/NFzEdbPI12oVVhAQXJqWbrrCd+VXqiD4SS/uzsUXq0ZkMFOcPn+vKmVFWzqwnGpN5fq+Ly602iIRYWDmytU5BtI5O/XJstnqMoyTk5IrE72x81j4DsaRaYkl1E56AzHf/M59/31E1KKVpvLjaKuO29qR5RsA27x+wTv8Wwav/gf/4t3Iad89pPfMrsqvyDkppOuhk+8l87PpeHlzZO6yF4cX9Dm6d35phpLHjp/tKcC+PoDbZ85y0U7EhgChqcJT2pVKa/OccyNp+EdUYvoORFucNEVhNta3E5cremm8CmaEoyglgYZrH7x9hn+8D30/z+FcH/Ptzuc4lqyuTIAjlwO39E/jjUTZ/BPiv/gm1Aq39//YLgnCWhJLrTP+2/wz8D+DVXCc+gdzQ1tZGOBymoqJiUEpTSUnJuKp9bW1tN6SHtampKScvUEiIqJICo87OThoaGojH4xQWFqYERq2trVRWVvLQQw/R09PDzp07sx4/P5BeNJMfCOD1erMWQuUCvdzTT0wTSKQ0RWGmyNsWB6sOBXCFJPxWkYMbqtm/8D5KIztGjL0EiGDFZR9fNccuX0GKmWkw3cOk0LZEfr3GiF4bQRC1zNn0DWav/wP83dfY+aN76Wk+kd0xa0XWTumhUz6DZtqtvHt8O5daPMxxQ0kawpcrnLEzdOpX4Pa/hiCrt8SYJ52iRzeXVq9Eed7IPY56ncjn1vUCvVxqhrePl+HvM1BpD1KeP7z6bZPraZVXMqNK/U6slw84uGX+sDaxcePFA4X83Rc7sZs9qZQmRRFZVd3G/Klj/+69fbyUJ7cMEVgJWhxLfoq56jH6Lv5ffMf/KOdxTzQV89TNudVJRFHkvhWJlKa2Hpn/eK8UGR2Lq1qprUncyHb25TO5JLf2mWxQH3fiNKovLmJIsWFoSlPjbguaEVKa0kGKysRvgMAqGpJZOu021cedwP/3yPZM9y8kSOSIihdBEMwkmmd/P81zk0gw8qQtwV0kWgSOj9QDKQjCE8ATwA25+H9a8Morr6RIaLqUJkhUIHOtbEiSNO4+y3QQBGFcfqOFhYVAoirU2NhIT0+i0iKKIps3b6ayspJnn32WWCw7zz+AHqsVVxqC6ulvL1C7cipJEhYyC1SCK2zsXGFDlmUOXtERlDVYr3wAUzZTHPkIm5ze7LvTK2EWc1enp0O+dApJMFNvvA/pyn9RbPZgya9i5Wf+lYKqxVype57Dr/0lUjT3vrjC2CECxkkUV9bw5U2vcaLBwdE2G5FQhCUV8TGLbPKlo/Tq5nLwmo3lk8dfjU1CREKrhGiK1fCtDR9kPe60MviDsuZUStOx9iL6/FEWV8YHVUmn79/J7YdbsHll4i7wPwrhNeOfe3sgnyk3gDxFZQt2c+L7W+EW+PrNierhjqNmnt5RgGEEEdXI0Az6rQkaC84VWzEW34Lv1HfpO/f3uc81JqMVxmc2X5wv8kS/iOqDEwae2VmGz9OLzax+t9qhy1rCBeoT05YjYK/OHLVrtGuZnBRRnVNSIir3kj7Mjsx0onm/nuJa9QVWhu6pbPniXaqOOYHfDoz6TREE4Q6gQ1GUw4IgrBtl8zuBvYqiDFpzEQTBCrwIfFNRFF8/if0usGW01+/333oWYMmSJepLVD8FUBSF06dPDxNCDRQYeb3elMDI4XCQl5c36riSJN0QIVQgEMgp134kDExpunbtGn6/nwsXLvD8889z+PDhnMZ6ubaWz+3ejWHA0n5Eq+Wt1atZumgRPT09qeAANdDZfIk7a0ZXtoqiyIppccBLt6+b0+dk4tM3IPYeYrr5zLDtj7fY2FAzPnX6QLhjHyMJFnrKHuD2+XFq7/0+iiKz99e/R8OJ18c1dnn4La4UPEB50btMK/MDfro8Mlv3l+APmcnT9jG9JDeBkQhY4o3YK1dgNr47rvkNhU26RMRdgyh+lPO+yZQmuEKvX2bbvmI8QTM2Icjmnj6WfdCUauPQdoHjGQB5XAS1o1fGrlffc/L4ZQ1TCtJXj7csDLKFBnxBmef3uonIZqoLO9i8cPQq9pt1ZtbOuL4qIOhd5K9+HV3eEjyHniB07adjmu9ze1zcN4LAKlesmxdhHfX862uF6HQxntlZRbmzi9sW+1W5iX3jUgXFG7K/sc4WssdB3qLsvg/uGSLMGJzShNVHWe1wEZUmbsFoVz++dlbxTTeknWoC/98jm9uYVcBdgiDcBhgBuyAIv1IU5bE0236G/iX9JPojsF4Efq0oykv9D08FJgPJqmk5cEQQhKWKoqjfPf8px549e/D7/SPGlTocDhwOB7Is09raSiAQGFVg1NTUdEOqpl1dXTekSi6KIs888ww1NTV84QtfwOfzEY/HKS0tRa8fnsIzFElV/lC1/kuKwnS/n4KCAkKhEF6vOhd7h6EP6yjpN0PhsmtZa28iGnmJq867ON5XRfelXSydHE6NpQga1U/o5eJx/IY7CRetx9N2nv3P/SF9veNXJwf7vGjEq+xtvZWNFS8DUOAUeerWhMBozxkDh6+W4PfJzCsNYzdnl3wWatmLueyhRFifimiuP4W1eta4x8mziTxxcwfQwcHzOqZ/LzaovxhAjILtNxBeM/bXeamuhC+vV4+UJbH3YglP3TLy5283i3xlU6KqePSKNiEwkiXuWNRChTv9fOp7C7i9NrH0LprKca15B42lit599xNpHfuNUF/MToFT/aAAncHIV7d0Ah7O1Is8u7MShTg3z2thSsnYXFMkSaZZ1lCGuuQ0HJCRsvRLHYhkShN48bRKNOxKrCTZZ/jJr9DgaZYQHOr3moY69dx6+6OqjzuB3w6MSk4VRfk28G2A/srpn6QjpoIgOICbgMcGPCYAPwXOKoryTwPGPAm4B2x3DVgyoda/MdizZ8+IxHQg0qU0iaKIwWCgqKho0LZarVZVdfrAOdyIJfL8/HzmzZvH1q1bU2Q8Go3S0tKCKIqjpjRBgqAmSSokHAXkzk5CoRChUIiCggKKioro7u4eVxW1t6eLKmN23ozpoCdAdfQ5mqy3YF1wD4dPvY2kiPR2d7Jkqpex+CJmQuX8OzneU80jGzex7YUXadq5DZ2szsXoZLuJP1z2Mi9c/SaSLKIVB4vkVs+KsHrWNcJRma17XVzMUmB0pUvHlAqZME6MeFSZK0AULVqNjD9qx6ZX5z1YVhPDHUkvDtSM09NdVvQZ1eljHlOWSQh3s8fCKRILUylNebx53InT0MsDKz2p9g1vQMakSSxli6YKXDftQtS76N59C7GuPWOe78UmKLWrb47/4UkDiyddr7XMqpKZVZU4xlcPOthxKh+rzstDq3py+gx+dSAfx4I+1PwNA7R/bKJ85XUx41jgLNHiLAkmihxHNDResNNwtpvar8ZQe0m/TLOE6qk1qo45gd8ejPnbIghC0krgmf6H7gV2KIoysBFmFfA54KQgCMf6H/uOoihvjfV1J5Ab+vr6uHDhQlaVwaFIpjTBdYFRMqUpHA6r7pcKCYHVjYig6+jo4Ac/+AH19fW8//77qcf1en3qGLu6ukZMaUqH9vb2QTZaXV1dmEwmCgoKCAaD+HxjIyjxYBuL5oyvtUFEpjLyFl26xcjz7qE0sos39ge52KPnYpfMvBIfRXnZVRrTwWBxseTe71M59zZ2/s8/5dJb38AZttCk38Lk8AvjmnsSNquA3RTBbW7mQPtmVpe8k3Y7o17k8+sTAqOLzQLbj5fiC+iZZA9S5hp8mpNlGUFRMEtN9OrmUjIgGnQ8CIbj5Fk8FBpbONuzhKXFw1OuxoJLzQoWm4DdP/z74DFrOHVVGDWlKR0+PGlgUZX6HqQv7HNw56JWxpKMlUhp8gJeWrvl/pQmLbWT2zh6LY9H17QjmqpSxLRn9y3EeuvGNd+dp5IepOqS9NMtRWkFVqIocu+K6y0qP3+/BBkDCypaWT5z9GromWAR1hvQb6rBgNaozlKCKIqULQFZ9hAOWWnZqyAqBvRFXornjv99liWF+eUbVZjpBH5bkRM5VRTlA+CD/n8/M+S5nwM/H/LYHrI4QymKMimXeUwge7z88suq+JomBUaSJNHS0kJDQwNVVVXIA3PEVcCNElhNmTKF6dOn87d/+7cZLaqS7gCyLNPU1ERvby+yLFNRUZHxGDUazbD3NxQKEQ6HcblcuN1uuru7c+rNlWUZq+jJevvRUBA7jCneSot+I5Onn2Jp3tF+EZWBU5129IqPFdVSTkb0FfPuYMnd30NntPLqj7+F59xL+KbGcQE+7bRBHqVjxfmWOLXTE9XjtaWv8+Llr7Gy6B1Gm2Z1mUJ1v8Do9To7R9uLCPdFUylNBy5rmFvqxxE7SbPxFtRaHT3arOcbd7fQEjnFia6VLEUdcrrjZCmzv9CM/GxiKT8JWQ98JU5Dl43dF10YxT4eXt2JOctWkEzkabzoDuZT4R6/wGpgStOuY0b2nlQQdFN56jsvIBoK6Pno5nET04FRu2oiGJbRCqOb9Bc4RZ7YkrhB2HPKyDM7ShCFCA8ubyXPNnxOjZ0yPYYQ4w9wHozOi3F07vFF7aZD6xEN7kVBHKUaIErnBWh414YkxyhaEsCSP7ZrU7y1iLsf+OzoG07gE4uJhKjfcZw8eVLVE69Wq6W8vDyVzNTYmMi2ttlsOaU0pcNZ3Vnq5tURNoSxxq3U+mupDlWPvuMocDqdzJ07l3fffTc135EgimKq59Xv99PQ0IAgCFgslkH2Vh0dHRnbGhRFoaurC7PZTGFhIX19ffj92V2wO1qvsb6sFzV/nha5heaTr1E+9w66JCiQjrJimgx46PFLfHDeiiLoqLR7qSnN/H0RRA3LHvhHJi++n+7GYxzY+i1e/bCZjTUxkpWnsvB26k33YZcuomPs6TUe2cLKmQlyYtd7ceh7ONa1mkXu7JZwRVHk7mUBIDAopelSe5SV1RqgF0XQIGFEy/gtpSw2DVaTyBTDafa23jru8SBBnhREIjeJeEUZ228SS/k+ux35Cz7Ca0Ruow/owxuQ+c3uIqKKiRlFHWyYn/mYwlEZraBuUg9Aa7dMnkl9gZXDLPH5Ww3c9viL/PL5d+m5vI1K6yluWTS+cd88ZGPjHPU9SLfuLeDBFe3kUo1dPSfM6jkNhKMy2/a66JPslDm6uH3JdRHVL49UUrpWymncbBBqcFC5UR0Hj4FQfDYcS66vHhVOF2F6QkTVst9AT9QKZh9ly3JLoppRsOaGxXBP4LcDE+T0dxjnzp2jra1N9b7QlpYWnE7nMBFVLilNQ3HRdJG99r3ImkRVM6ANsNuRWG4dD0FN9sVu2bKF733veznvb7PZsNkSDmoDk6hKS0sJh8OjCreCwWCqimoymejq6ho1XMCq8VHkVP+nGVcUJoVf5JrpfhRBpDCWcCvIt6VLaQqzfHIIq2lAX5sgsPzBHzJp0X2c3PnPnH7v/6DIcUTBOujCoidAnnSaZsMtTIq8xFgQlWQcpsEXy9Ulb/J2w2ezJqcDkUxpau1u5cchB8c7XPQFFEqr2+jRzcUdG18F7kpHnLllCZKjFWV0YpSOYAlu8/iIz5uHbGyclRgjvEZMiZ/+89zXuGfKT7BznQgOTmnS8fQ7FQhKlHtqWylxDb7wP7/HxYMr1E+aeqWulMc3DfEgVQF1jdX8xQ9eRTQU8MicbcTK6jh5NZHShBLn1lFSmjKhyVPAnUvTW66NB8G4jTxbuqCA0WHUi3yuv0XlfJPAszsrkBXYMreZZsVCoVbdJX1ZkpEV9V1Xwj6JuDb9zalWK1K5JuEw4uuQaNhlAwRs0/24qkbupY34BNYuvlf1+U7gtwsT5PR3GNu3b78hgiVIqPuTyCSi0uv1WS/R19nqUsQ0CUmU2GffR52tjoAmMKZq6s0338yZM2d47rnniEbHZwKdTKKKRqM0NTXR2tqKVqtNPZ4JsizT2dmJxWLB7XYTCASYefToMNV/XXU1fX0B7MLYhVCZcLldxmXwoQUmhbZxzfQACgLu2KFB2yVTmsJRmQNXjMQFEw6dj0WTZJY98A9MWnQfx9/+B8588CMAjlwTqHYNF1gVxA7jM07FdS6PVR+cxuyLE7RrOL7WQf2s0XuKDzdoeeLWegaSHLe5FYMmxNmeBczMPzam9+GVuhK+81ArWq2faEzm1x/n0WNeR8O1j1k0iohqJHSELXx5wXXxS4m5nnO9i3Cb3xzTeElkIk9uUzOne5awonhX2v2WVMdYUt2IJMls25eHJ+wk39TDg6u8iKJIn2Qjz6a+Ol1BN2b/2UyQdaWYyu4atpQ/d3KcuZMTAqOXDjh5+0QeDoMnbUpTOnT7ZExa9f1dzzUIVOapo+2tKVeoKU+0qHzveTutsTDBD7WUrYqq9j43HdRRuGjsaXGZ0FZnoXzN6AIru1uLfXOiBaL5iIbGSw7iYh/lK6Jo07SoOENzWL5kHBYVE/hEYIKc/o4iHo9z9uxZ1ccNBoMjVv4yiagKCwtHFDoFNOmXlCJihEi/OXau1dSioiKi0SgVFRV89FHuvpOZoNfr0Wg0LFy4kFAoRH19fUpElayypkNfXx+hUIj1ra3cs2cP+v4AAFcgwOd2J47rdUOMm2dFUbvydKXXzuYZifdYS5RJoReoNz0AiLhjHw/b3qgXWTcjBsRo6IxzIrqBxvcbmXf+L/Ce/nlqu96ojUWT0ou+1hx5juXvtKOPJaoyFl+cpdsThGg0gmq06HDZh78Hd1zdhvsf+rD7xmZErwj61EVdrxP5wopj/OL8FjatbOHt42X4+vRU2UNpU5oyQZJlbObBFaIa51F2t96Z9Rjp0OvPTJ6mO49xqGN9RnKahFYr8sjahMCovj2R0tTWFSPfov4N0LvHjCydqu4SuWgq57VrX+ezj92VUfwkiiIPrBw5pSkdXthfxBfW57b0ng3eO1PKk1saVR1XFEWi+SXM2xAi7JNo+tCCFgP6Mk/Cb3Q8Y0esWPLVr5xqBQNafW4Cq7JFAF7CAZmmfUZExYDO7aNkbqIXVlEUZhffpPpcJ/Dbhwly+juKt99+m1gshk43djV2OnR0dFBeXp7VtkNTmrq7E3Yt5eXlwypUxqiRsCFND9yQ/vxcqqkPPPAAr7/+Or296leIRFHEbDZjNptxuVwpEZXH4xlRRCXLMht37UoR0yQMksS9dXXs3jBV9cqTJMsIQ5bttESp6ieoCiJFsQMZ97/90T9lzqZvcvajH/P//s8zBOIO9Eof88rCaOTMoo/FH7WliGnqdSWF+R95RySnrT0SUwo9wx437pYp+kVbShSUqxH9e8eN1E4abKMsiqARJAoK8viD266nNB1tLyIUiLGkKiGiGglH6kU+u34wGSm1XCMcNyPLjCrgyoRtB4r4/E3pydMk2zk+aL47p/GrihIpTU9vL2NygZ+n36lEL/bxmdVjSWkajgsdbp7aop7ASjSV4bppFz3Hf4P5yleI9Qy/iRqKwSlNRv7fu2VolCAPrmjHYR18jHFMgxK41EDixn3sFfhMCIRk2oQ4FSRSmiYlU5rOQuMuOxIRikZJaUoHX7sEJvWrx+1n4xhKxi6wMlpFJm2IAlE6Lyo0vGtHRsJWEueeb35B1blO4LcTE+T0dxR1dXWqE1NIr04fDQNTmnw+X0pgZLVaU8RuWv00zk07hyQOqHQopD23Daym3ukM8HfT3qdC+z69ESsvX6mlrrOakpISKisraW1tzSmiNBt4PJ5hNloDRVSBQICGhoYUgR0oogLITxOBCpAXCDDF0YXalZyPL2tZUB5g6NJ7ooK6lWvGBwGRoti+YfvOvOnrzNn0TS59/F8ce/N7LJsK4MXbJ/HLPTCtXM/Z5ggzy4bP2exLX43J9HgSV3xmvr15uDG87TeD1eqQmxH9ufb05MllbOeSdx5L3B+mTWnyhixYhT5mZhCKaU1GygoHP2feK/P7//lv2Dwy8YKxRY1KcmbyJIpg0gZp6ZtEue1a1mMmydOtSyLQn9L03B43USX7lKZ0yFadni0SxPQ96luCWP0vEes5mfMY6+aFWUc9wbDM1n2FhONWKpyd3F4b5MBZLXNK1bfReuWgnS1zW1Qf96d7iylaFmbob8I9U4SZvlRKkyZmAauX0iXZuaj0nLRTuSEwbNzxItqSR8VGdXx+C6tFqPYjSzLKqcUUFrhH32kCn3hMkNPfQbS3t3P16lXV1Yzt7e3j7mG12+3Y+7PokwKjpqYmZtTMoNBbOKgiGhNiRDRploX6eeEjVvhxEVj6z6suY4DP1SSWx2du/jw/+clPxjXXTPB4PCMKoaxWa8ojtbW1lYaGBuLxOGVlZej1enqsVlxpCKrHZmVaifpRfCHFRoEtvYJag8Sk8DauGRM9qMWxvannqld8ngW3fZtrR1/h0EvfHrSfw6JlxiQ7m2p8nG1OiKiQo9RWBbCbE6eVoF2DJQ0RDdozL5nLsozNFEt7Yc1kOJ+NEf1I5KnCeomrvpkscX846PGBKU0Hzuk4eKUEv19gjjuE05q48ev0SZQ5B/cXGnfLOJ4BMZqoSI0lavTgeS2zSkYmT2XWy5zzLMqJnL728WDyZDeLfHVzMqVJx9PbyxEEibsWtQwj3CPh+T2FPJyjOj0TksRUNLj55f9Zz+Nrj49rXLNR5IsbuoFuztSLPLOjnIOng/z5Z7pR2zqpze/ivjL1Ve/X4nk4zJmFUENTmhrfc4AA9uk+8ioy/95EQX0bLUmSiasdvQbEJbh/8+dVH3cCv52YIKe/g3j11VdviBAqFotlvaSfDZJColgshs/nwxAwsF63PpXSdNF0kd2O3RmrqX9bcJ2YJmHQSNw/7TC2ZcvYunWr6lXTZL9ttif05LEkk6g0Gg0/mzaNPzh1CsOABKmIRsOONcu4alxERfhN9Kiz1NblkzCOMpYGicnhF7hqfIBW1lAS283kxQ+w5J6/oen0OxzY+scoyuA+44utcYrNiWW7mWUCM/ERlWT2XzYhCWZsGh8Vq20s3+FFK103j5e0AsfXOsiEY40id65oTvtc3JUgeukeHw0jkadpjpMc7Rq59Lp8RozlMxqIxmS27c3nSpsNORQiFDfw3YcHV3nHW+EFOHy1hKduGdn2bFbeYbY35Bbf2OJzcU8G8rRwSoyFU5qQJJkXD+TRfdSJy+zh/uWjC4zCsgWHdfwpSxpbDfmrXkM0uOnZfQvxcJeq5GlWlcy00gYUuYjj1xzsOJWHTeflwRxTmtKhyyNj06kf03n0ioZgfh+ZfzWDkUhp6utPadLSd9FGXBOkbEUU7YBKfMsRBWu1D7WTppr363Ev6UNteqHvmsotn79b1TEn8NuLCXL6OwZFUTh9+rTq6U2SJI0rjjMTAoEAWq02VYlMpjTF43FKCktYw5qM1dTKDN9ep97PvoMH6enpwWxW1666ubkZp9OZ834Dk6gOWixI8ThfuniRwnCYXquVn00pxzH1LHmSlnrTvRRED5EXPzPu+R5ttrG+po/RKk8iEpPDW7lmfIBe56M8HJ2NVFZMWUs7d6ZR2Tf4nGysGUx69VqRm2pigJem7jj/ES3m9Bwjn7nYgb1Pxuuwc2KNjeZZmeei6I1Ul6VPxvI/Sn9F8vpjsj7x+GgIydaM5MmsCyIrYtp41KHQ60Q+u84DeLjaCv/rv1w8s6OCdTNamTUpse94KrwA0ZiMwOjOEgWmdmKyDknWohVH/21mS560WpGH+1OamjtlfryrFEXRsmxqG4urh7/OySsik/PHT0xNk7+KY/4/o8SD9Oy+ldd3nmDVdHVvLgG27s3n/mXtuPNEwEdH7/WUpoVVLSwbQUQ1El78uIQvrR/ejjJevHqxkpINub8PiZQmBfARDsRp2m1GKxjQFfsomgWyx0H+IvXJtCZmwexQ/1oxq3gtGo26RHoCv72YIKe/Y9i/fz8ej0f1ymlzc/MNSW7q7u4eFP85NKXJ2GtklbwqJTAaWE1tkGBSmrZan+Tg7bffVp2YJjEWcjoQ+fn5XF2xgv+5bBnNzYkqYXfbeX7fIGCVzmCVmmg03k5AU0VZ9B1Eco+mTEHQZJ38JCKzsqqHyAcS8nf/CW00cUEcqrKXZBlFHvniU+7SUO7qIzhZ4PGCfCaV5YFpJs7CSUyOvJx2H18whsuS2bQ/sSQ+0IjeRs/DOoxrPCPO5dRVgUmjWPtYdT6u+WYwzZn9DcHFViPfuMfLwindvFVn4YMLBZi1Af4kvxNdGq6WTYUXYNvefO5dmh3Jceh7OO+Zz+z8w6NuOxbyVFYo8vWbEwKjncdMPL2jFL0Q4qFV7djNiXF2XyjhqVvSV7uzgaBz4lj8LKby+4m0v4un7ovI4VaudFdyy2L1E6z8UQfuPE/qb3fe9ZSmj04aeGZHKaIQ5sHlbWlTmjIhrujHXX0dClmWaZE1lI4zxsxo1aREVJ0XZK5st9B2qZv8RQJmFT2VPS0xFIv6hDfcqePm2x5RfdwJ/PZigpz+jmH37t03ZElfo9HckHGFDD1PmVKa8q35qWrqd7oC/KQIzAN2l9CjW/ID+o6epri4mEgkgtfrHdX4PhuEw2FVxklCFEUqKirw9HZTXhrmg/NWELRU2HqpLvsvWvUbuWJ6hLLwdkxK7pWp4w0wJc9HtmSkuHoNaz/3NPzFFDTRwRfDgSr7fRe1LCrPzhfxWIuev/5sKw5rD92+i7xw9U856puFpe8k00sGV0FOtpr41n0jG8MPNKLf3XITYcnMZl4YcQ4fnS8dlTwVmxuo99fkRE4vdbnZsihBnm6rvZ7S9Po5O3fs9qMf0M6QbYUXwBt1UJzvyWrbyfazXPbOzoqcxhXDuMjT5gUhNtNAICTz/N5CIrKFyXntwNhtiHQFq8lb+ktEYwm+E/8/+i78EFDwBWUM4tjTxTLhSqtCkTWze8fauRHWzh05pSkddp8ysKBSfYHVr/bnY5sbQM1LdeF0kb6mOAu+KNB11IAYs6JY/JTVSuNuofCecVBxAwRWxeISaqbNVHXMCfx2Y4Kc/g4hGAzy4YcfjjmlKRN6e3tVbxMAaGtry6q6OTSlyXDewEp5JYbSUn7TW8+9U+rINwToiVjR1/4jT7/eTUdHB8FgEIfDgdvtJhqNpmyeAGovXkxrgj/afNXsuU1CCrRy02wBUUwIdk42COw6Z0OUdzO3ppQm623kSWcoiI1OQAaiK2xnfmV2VYyyWVtY/di/4+u4hKM5vVdlUmUfE+zk2zxZjWu2alMWPi67yH3Tf8Ub+i8yWT7I8Wt5+P0wtziEw6LDahNysvaZ59rHq1e/MuI2ic979BuKJacPULA1gs2bnX9qICSjF4aTJ4dVZMVTAfrmKkj/CSYPeO1Weu8PYMxCDHW1VcZtyT5ZaGbeYY53rRx1uz2n9cyvUIc8WU0iX9mUEBj94wtmwnGZp7cXc/vCluxTmgQN1pl/jnXmd4gHrtD9/mpivdcDIbbtc/Pwqg7UJjnbj5fw5JbRE6zSpTQpKGye08K0suHbn2wu4qmb1a/ynvS7sRWpT9K1GDFbo4NSmhrfs4MC9ho/eZW5L58nfmvqC6zkuMK88vWqjjmB335MkNPfIbz66quUlZURjUZpbm5Go9Gg0+koKioa17g+n2/Q0rtakCQp51aBgSlNLS0tvNhm4NXj6ygtLaW2tpavzv0qp3/w+ZRa3uv14vV6sdvtuN1uYrEY1XV1PLp7d0qQNNAEfySCKoqiaoQ/CVmWsWq8g07ocytF5uJPpDRdaiaufQep5iYChnIqIm+iYfR+rnBURohnZwtkK5jMiof/mZ7mU3zw08e4dQSVfbtHwixmR3gbu+PMKOoY9FihqZ1q5zHa+x7mG7f/mGhM5vm9Bbx3REOxowNZzs4CB8Bh8KAoAoGoDas+vejr5QNObpk/sjG8cbdM0c+7cvJPfX5vIQ+NQJ6SFd7Dntkc61pBrGUbnh1OXOYeHljpzXiMbx8vzYo8peauDSMIMv6oHZs+8+dyoqn4hpAns72QP9lSn0ppevN4HnkGDw+uyiyi0pircC79JfqCVQSv/QLfsT9EkQaLtCKyWRXv1YFIkCdNzuRpYErT6x87ePdMPladn4dWdaHXiYSjMlpBfXV6S7dMjyHM6HlquaHrchxN4eDvit2txb4pQYKbj2gIXHQQ1wQpXx5Jm9KUDq1HNNhr1BdYxVsKuff3P6fqmBP47ccEOf0dwrFjxxBFEaPRmPIVHZjS5Ha7c+7DzFWdni3GK7AaKDDq7u6moaEBl8vFa6+9RldX1zAy7fP58Pl8WK1W7q2rG6SUh+sm+JnIaUdHBwaDYczzzYSO1nrWlfaQ7qdo1Iusq4kBHTS0PkeneQPhvEcwe9+n0tQ04rj7LhtYPnm4L+JQaHRGVj/2DHI8xt5ff51Y2M/xtQ6Wbu8dpLKP6rQcXevgRIuNjTNGF1gBNPlNfO6WtmGPryx6h/+6+A1OdC1lXsHHfG5dD/5IBVvmhnh2ZzmyIrBhVgszKtMLowaiyNzIie4VrCzZkfb59kAeU0pGJtNjUddHZAt28+itFjoxiqxoh6U0KYrImumtzJ0ytKqbO3lafmYP5f8UxuRJX/WNxm4MeWrrkXHoExZlA1OaWrtlfvJeKaBjyaRWlky//lszlj+EY9G/gyDQe/Axwo3/NWzco5c1TCtUP8HqrcM21s0ce4KVKIrcvdwP+OnyyPzigxLiioHm9l6+ebf6QqhfHKqkbK2k+rjBaw4qN2a2u0qX0qQv8lE8Z+TVM8VnI2+J+v2m011rbph+YAK/vZggp78jOH/+PG1tbcP6QoemNGk0GhRFoaysLKuLYEtLCw5HtiYm2aO5uXnUTPps4XK5qK2t5Vvf+habNm3CaDRSX1+fNqUpEAjg8Kb3/Mxkjg+JftORvE3HCqvGR3He6D/DykINlXxIIFpEk2MjJyN9eC7tYMXkvrQVKkVjwmwcWUQhiBpWPfo0jqIaPvjZ5wl6Ev6XSVX+/I+8mH1xgnYNH6yv5ej8NfQdfD2r740sy1gt6RXnogi3Vf2Kl698lan2M+gEHyIRppUqTCttQZZl3jxk471zBZg0Ph5Z051xuX92fh27W29PS047emXs+vSf9UDkqq5PkKcss9OHXM+TKU0A7xwxs2dHAXqxj4dXdfLhKStrZwwn8yPBuFtmzYsH0EQTRD5d1fe5PS7uX64+eXqlrpSvbhxe5S1xiTzZn9L0/gkjT+8oxaCR+PLXv03evKeIdu/Hc/Ax4sFracfdf7GEp24Z+eZrLGjscXFHrTrV4wKnyOObE20S/+NnbrYdyEMgwgPLW9PG7o4FjbIZt1bdJX1ZkpGV7HqE06c0xShcFMCSP/icFQ7EiWvVC2FIIuITWLvwHtXH/W1Fi6Lnr2LqC48HQ/0VlBuBCXL6O4J33nlnRMHSaClNI2G86vR00Gg06PV61cbbsGED0WgUi8VCeXn5iClNmUzwe/v7WodCkiRVhVBJBIN92IXcKkRW2pke/Q2d+lUY5j7A4eaT+DuvUGH3UNOfYHS1I45rhCXeJGrv+zvKZm2i7uXv0Hbho0HP1c+yDIkYbSLYc5GaxXfy3pntEA+ycmooI2k82iBy3+omMpmc5xm7mZNfx5v1jxFtfp4Hll0XQomiyJ1LEwKjbp/Mf35QhKSYmF3azk1zB1cAK2xXiDSZ09pAvVRXwpezUKfn6p+6/2Jx1up0WRYRhPQV4JsXBRmY0rTnlMBn18nMmZS9wMj2G1LENImhVd++mB2XXf0IXxndqP6n6+eF2by2AMPcH/OLrbvx/uZhSoV3uHVx+jYMSZIRBPVz3r0BGZNOfXP8i02wcmYf9yzv6PfALcAfs1Fi7+LO2pFFVCPhneMmhCr1hUVNB7UULMxOzDgQA1OaGg/o6YnYUEx+ypcnRFStB01UrBl9pSZXOIKzWVF7k6pjTuCTgQly+juAeDzOmTPZq4yHpjQll/2HiqjC4TDxuPoXiu7ublXbBJxOJ4sWLeLv/u7vUqlY6VKaZFmmtLSUl2tr+dyAnlOAiFbLuxs2UFxcTF9fH37/9Ytnc3Mzbrf6kXm+rmtsmRUh1xO6CBTF9uKMnUJbtgV32TSC17bz7nkR5AjhqMAd80fuN513858ytfYznHz3X7h04FdZvW5H0wVmzTZhnLeBIt82DlwxIosm8g1eFlQN3lYwGplcMvIy4NLi97jsm4Vfv4oC5xtpt3HZRZ7YkiDwB87p+KOfFFNTqXBfbWu/TyU49F2c7V3CXNfg7HU5S2ufXPxTZVlGELK/UYkrmlGtwOxmkQdXdKARCsm3STy9vaI/pal51JSm0aq+F5ug1D5+D9KheP+EgcWTRqvyCliqv4lt7t8ih9t5dO5LREs+4tQ1Dc/sKEdR4twyr2XQ9+SFfU7uWtSC2slNz+8v4rE16iRYDcTOU2U8uaUREPs9cHuAHi42C6kWlY2zm6nJsWV/d3sZhevHFiU7EsSIDatr9NWEjPtrRapWy4AXf7tEw3t2BEWgrzM8yOBfDSiKwqySm26IGHcCv/2YIKe/A9i+fTvRaBSdLo3p5yhILq2Hw2GampoQRRGdTkdJSckNU6f39fWpukR+002JE9jRo0eH5djD8JSml4xGPHPn8qWLFwer9YuK0HZ14XA4KC4uJhwO4/F4UtVXteHUp1+SzxYGvEwJb6NbOx9p8n3MlS5g69vDz94X2GXKx6bxsWRyfNiNQPXKLzJ7wx9w6eCvObXzn7J6rUBYRogHKYntpkG8jW7r7ayb8TYQ5VpHnF3nHShynPmlfjSiQpEtc9TiQMw2/icH7F9Hlt9gtPsVg07mtiVebprdx7a9+XijDoqsPUyffoyLnoWDyGl25CmBpH+q/pcmzL0h4gWZ1frb9jq5Y2H25ElGk7FyOhBJ8mQ2iiye1jg4pcnUy4OrPGlv6Ear+u48VcqTW5pQm5SdbR1ZnS4a3Dhqf4ax+BbCzS/jOfQ4SixRvZ0zKc6cSU3IsswrB5y805/S9PDqHnrCeZQVjl71zxWSbMKcpbAnW8iyjKIoaT+X6jKF6rLrLSrv97eoPLw6c4tKEsGwTKscR20Jqr9TQjaqkzwHYCvSYisK0nE+jr9PpmGXC1kIUroyil6F9zrcauWez03ElX5aMUFOfwdw6NChMRHTgTAajSmBUTKlqampiYKCglQFUg3IsqzqErlOp2Pt2rXs3buXQCCQlpwmMVBE9bHVyrtuN4qikJ+fn6okS5KUquw6HA6KioowmUxEIhFV593V3sIcWydqkAaXdByHdJ5mw2Z6LJ/jntVvUWZJpDS9f8GBrCjMKvJSlq+lYt4dLL7zr2g6/Q6HXvmfWb/Gx1eNrJyaWLYrj7xFvfEB2nSrKY7tYZJbwyR3AFmWOXjFwPFrEe5cISNJ8qjke88ZK8XVXRztWsNi9+4Rtz14uSRFtJIpTVdaYfuhNjRlBZy5JjBrUoIIjkaehiK8RmRvzVLag+XcNmm4SCeJnlAeFe7syZMsaxCysLKSlMHkaXBKk8Kz75YhyxpWVLeycOr11YyRqr43ytonGJbRiZn7C/XuTTiX/gJR58B75CmCV/5f2u1EUeS+fhFVR6/MP71WyJW2AAertGNOaUqHuvNaZpZ0jL5hjnjtYxtb5o0ssBraovLLD4uJK0Zml7azZk56kdqP9xRRuCz3FZXR0H3MSuXGoOrjRpqczLnHD/iIBmVa9hkQFRO6Ah8l88c+7mTLCorcN7r/cgK/rZggp59wdHV1ceXKFVUN8gsKCujo6GDatGn09PSk/EHLy8vHfaFrbm4mPz9fpZnC0qVLsVqtPP300zkJrPLy8sjLy0sksLS0pIz6kyIqWZbp7e2loaGBOXPm4HA4iMVi9Pb2qkJStfFuZpSpd5HQEqYq8jr7O+ehrbwb19HXuOuDM5h9LfTZNbw8w8HeGbOYWTGTSRf3se83v48i59CyoTFh1CcYkAhUhV/iqukzdCvzcUnHE4+LIiumxbE4DGyY29qv2NZSOzl97GWSPK0ueYu3Gx4dkZxKkoySRsgxpQSeKmnmNxeCnOuZzgcXwoiSB1nOvb/QovUTiWeukLd2yziNnpzGjGdROa07r6XGnZk8lRUKPLklQYJ2HDXx9I5CDGKQB1d2QH/V1/JrEV23PKjq+/pBCxvntOQ032ywdV8BDywfvkSutc/GPO33sUx5gpj3FD0fbUHync5qTHeeiM2i59+eaGbfORPP7ChDFII8uLw9p5SmdKi7VsJTNzeOa4x0aPEVcE9Zfdbbu+wij29OfM4Hzul4ZkclIhHuW9pKgfP6MV6V8nFas1t5yAUi2hvguiITV64LL/VmkUkbYkCMrstxGnY6kJEoWBjAWpA93YiFZZZMvUXVuU7gk4UJcvoJxyuvvHJDLI4ikcggO6aBKU3ZiKgyQRCEVJVSDWzYsIHGxkZ8Pt+YxhVFMdW60NfXlxJRmUwmXC4XsiynbKhsNhtutxtJkvB4PCkrrFwN/SVJwoL6fYDdPol472nWdR5l+Tsd6GMJMmf1xXnkqIdHvv4IV5fM5K//7AniioEya4iZWRDky20yhcbBfWoiMlWhl7lmegCd7McuXwHgbLPMspkdQxTbJp7ZWYaW4KDYyzcP2dgwqxW3WcYgRrjgmct058m0c3jxQN6IvYjl1ktEjHO4b9GL/OgNO1Jc4ekdlcwo6mDDKP23SVh1XqJy5t/SK3WlPL4pew9SAEUREUfpUc2FPG1ZGGJLKqXJTSRuZkpBJ7c8E+JnZ/+ML83836ltm70u7l6mPskJSjbybP1BAaIBY9n9WKY+gb5gDUo8Qt+lf8N38s8gnpt6W1G0aLUia+dEWDunnnBUZuveAoKSjXJnF7ctzl1gJEkygpLeNWI86PbJ2HRjbz9YPiPG8hkNCRHVvvxEpKq1hylFfoJ5fTjVmyoAbcfBWu1FbQ/S5v063EvSJ1gVTNXA1ACyJNN0UE/PUSuKyU/FyuGtRkOh7ZzEbZ+/T9W5TuCThQly+gnHqVOnVG8YT+dBOjSlaaDAKFvVfV9fn6oCq+nTp1NeXs7/+l//SxVzfIvFgsWSUKi3tbVx+PBh9Ho94XAYo9GI3+/H7/djtVopKCggHo8z7eOPeSRHQ/+O5ivcUZ27YnY0HGmysX5GH4ufbU8R0yS0MRn5z/+S018vZf30xEX1bDPsPGdDiEepndSHw5J+Plc8djbPGF6J1BKiPPQGjaY70UYCmOUO/IqZZTWDLazWzwuxnnqCYZmt+wqJyFaq8jto8ri4c2li6X1Z0U72td2ckZx2B52UFWYWcszJ/5g3riX60wR9Ht/cUg/0Undex9PvVCAoUe5d2kpxfuaLok3fS0zO/F1WhNHV6UMRH2VZX5JkRCH33PRESlOi2fT4FS1Pby9HUyJzpiWPWaW9dPtkrDr1+guTOHNNoDKvG717I8byBzCV3YdoKEDyX8R34k8JXvsFSjT3G6+dR40smzZ4idyoF/n8+oTA6FyDyLM7K5AVmS1zW5hWlt057/k9edy7VH0brRf2F/OF9SNH7WYDvU7kszd5SLao/P/+qwDbTAs9jT7yK9QjktEuO8Xz1e/l1cSsmJ0jn9NFrUjlKhnw4e+M0/CeFUHRYJniTRDYNJhVfBMajbpEegKfLEyQ008wDh48SG9vr+qZ983NzSkRUToMTWkSRRG9Xj9q2lNnZ6eqQqgNGzbg9/v5+OOPVRduFRcXE4vFKCkpoampCY1GgyAIKZuqQCCA2Wzmno8/ztnQ32EIYDer/9MTRC1aUUzFjA57vqmZkPf6xXRmmchM/EiSzL7LRmKCBZvGy5LJ11OaJFmGEXwRjfRSEnmPZsPNFPtfwmn2ZNzWbBT54oZE7OW+03DknJ9/V0q4bUEzk4vOs6f1dlr6Kim1DO4Vbe6UcY0wLkC+sQtZ0XLqmoEK53WFUG1NjNqahMBo2748POHMKU0WnQ9JTt+7/e4xI0un5G7gHle0I1ZOt+3N4+7FuVVjh2L+FIn5U5r49fkox645+eCUnRMXPPzjl7vHNe4gCFr07vXsO+Lm23/1j2hNbmQpQKT1TYJXf0q04z1gdOFXJlzsdPPUwsw9wjMqZWZUDk1p8vLQqp4RHRm8USfF+WNXp2dCHGNOUbvZYFKRjHOGk5INflqPaGi6aEcSgpSviGad0pQO0bBMXFDfg9TbLqFYcrsBshVqsG1KzKXlmEjDThtxMUzZigj6/hWVcJeWm7c8rPp8J/DJwgQ5/QTjww8/VJ2YQsKDNJtx06U0ybKcUUSl0eSefpMJFouF+fPn8/bbb48raSoTkjZaWq120DHW19ejKErK+zVXQ3+Pp4dSnfrijJMNEbso4AABAABJREFUCpOcXkAkmCF+1OewIiMOszbSakXW1kiAl5aeOLvOJ9ojZhR6aegxsKhs5CqvVW6iIHqIZvO93Dvrh1nN91RLIf/3yXb0WnjloJO3T+RhtB9hr+YWHqx+dtC2rx8t46sbmhmNaOUZ2tndvIGvrXhz2LY6Ux6P3ZKHoHPQ2FXET/dq6QnI3LepkoVzpyJobciRdrigQzSVIYcG+5heaHePKf6zT7Jh0mZeWu+NOCkZh7XPQEiKnoeXtmLUhvl7fzG//MiIgp6lUwanNGUNQYehaCPGsvsxlt4Nujy0u/+GWOcufE0vEGl/J+el+3QIhGT0WZKn4SlNpcQVPQsqWlk+c3AFur5dxm3tGff8hmLfGR3zytpVH/c3+/Owzg0gilrKlgD4CAfiNO8zo1EMaN0eiufmfv5s2WegbLn6AivPSTsVG8buxVq6QAD8RMMyLfuMiIoRrcvLzLJFzKyZq+pcJ/DJwwQ5/YQiFApx7ty5cav0h8Lj8YxpP5fLlerRbG5uTgmHkgKj9vZ2VYn03LlzEUWRX//61yMq9MeKdDZaQ4/R7/fTYTRSFB7e05jJ0D/mb2HJ7DhqXyg6Qg42ViaW7dLFj0pagd3rF3LFtIqyyA5Mcnrz/9J8DaX5fciyzNF6PScbIwiiniVmCf0IS9p58bO0RNzs6foS9zt+POp8JdmUqjzdtyKh2G7pusobrct45r35LC47Q21/e4Asa7NaTp9qP0GbZzkavQOdazmGoi3oXcvRWqcjGq5/RwqBeQ9K/Ou//ivdxin86I3zGI1avvrVv0bQ/htFtzcgRz1I/jPEg00E/H3YT+/BsWQNKPGEMGvAf4oigRJHjnQRbn2DuP986rWCMTt5hvTvdX27TIFZPXN8RRExasMcOKtj5fRe1vYHFuw6lkhp0gohHl7RjsM6wnsp6jG4N2EsfwBj6V2I+jzkmJdwy+v86hfPstZ1CM/H6kahPr+3kIdW5e5BmkhpSvQ17z1j5JkdJYhChPuXJVKa3jxaypNbxleVTodjjcU3RGB13F+Eo3hwIpTRqqFqQwSI0HleoeFdW8aUpkzQYkJvzr11ZDQIgjpOEHrj9SSqrktxCoTZ45/cBD7xmCCnn1C8+uqrN6Qnx+v1DsulzwWiKKb2H5jS1Nvby/z54/AVGYIFCxbQ29uL1+u9IV6soihm7GMdeIwvLl7Ml/fvxzhAwR/Ratm5fj3FxcWEQiG8/dVVWZaxaoYvJ48X4agM8nWCXD/LgslRwoLdfmhsJGgTOb7WgX/6NdwRgSbDLdilyxTG9mW8bIuiSKUrSnlJmE3zW3lxfwmeoBmH2EdN6fDvXWOXRHn+qwTjX6au4yZq3R9mnO+Bs1rmpKk8lRaILFM+5LxxBX2hczyzs4rL9V7uWJopjUlEY52KzjEPrWMu9e8GMNrsFN/jAUCJR4j2HCDU9CLxvkvIkW7kmBcl5uWXb7azeV4fRZo+lk/34fWF+Zf/8W9IhZ/l+f97H3fcthmtfRY6xzx+/fxzfOXxP0TvcCKIWhA0IGgQ+v+f/LegMWGf97+JeU8TbtpK8NrPCcYtVOgvpp39W8fK+Nrm0SvCueJIw2DytHFBmI39Iqpt+woJxS1Mzu/k1iX91UrRgKFoc4KQltyJqHciRz2EW14j3PwCkfadIEdpbKrizlnqElOAqGzBbh6fQHDVrDCrZjUQjsq8uC+R0nTmmvo9t9GYjIj6Aqu2XplufQTLCNsU1migJpnSZKAnYgWzj7JlmQVG3VfjiPnq95o2HwZrtQ+1BVZ2YxG/9+U/VXXMCXwyMUFOP6E4fvy46iQnaZGk1rjJlCZJkmhvb6ehoYF4PE5ZWdm4okt1Oh2zZs3ilVdeQVHG3ueWCZ2dnVnP7/js2fxKr+feujryAgE6jUb+Y9o0zjmdmDs6cDqdFBcXE4lEuHDuBKuKe1H7hH7gqoFlkwdEBwoCFd//BRHXJN784XqiQU9qW7t8FXOomWbDrVwzPkx5+G30pL94Xeg28e0HWhFFkSdubgfaOXBOz8HLJfgDMMcdwmlNVO4bAxb+7OZWQtLPeP7S7zHJep5Cc3oT/CMNmdXp8wsPcLx7FdMml7Ju3lX+5Y1yrnaJnN1pozLfy723r8RQchu6vMXo7HMQtAnrJ0WJ0/HCdxC0Mr5T30XqPUq0azdKPH02ea+3ikJjPXI/z3BYRb6yoYGfn41j6XuTv/+7IwjEuGtxCz0XJhHZ9z1GC5oVTWUYS+/BWH4f1ll/iXXWXyBd+AFFU5yY7LOQI53EI53I/f8pinptLklEYzKiMIA8iXoErQ1Ra8Vpt/HEQzYErY2Tl6bz7D7Qmsv4zOe/Scn0ecjRHsLNLxNufpFIxy5Sbw7Q0Svj0Kvfu3n8soYpBblF+I4Eoz6R0vT2oRAVC6V+ERVsntNMtQr3sM/tcfHAMvUFVj87WEHpTbGsxk2kNMUBL752iYb3bIiCiGWaD1fV4HNL4JKdqs3qOzbEPXbyF6tPeqfnr0mJUifw6cYEOf0E4tKlSzQ3N6eiOtVCa2srDodD1TEvmi6y37Sf8F1hrHErC3sX0nKxBY1Gg0ajycmbNIkZM2ZgMBh49dVXKSsrU3W+kGiZyEW4VVddPUj8JEkS7c3NiKJIY2MjJSUl5OfnM2feYiQqiUY+Qo96Od9xwYzVeH3ZbtqyxyioWsz+574xiJgmoSVKVeRVerSzqTfdQ17sJAXS0WHb2azyMPK0fEaU5TPqicZknt/r4nKrDTkUxGoJIYoiFn2A1aVv8VbDY3x2+j8Ny7sfRp7SYHnxDj5quZO7Kv8FqyHC1794K8byBznf5uYn736IHO/mjnXnmOTai+Q9Scx7graG02jbLcSLH8d/5n+PmDaV6EUcvpyeLH4vnialUpr+5VU7jT0hnt9tz5jSlNo/1Ezw8o8IXv4RGvMkTJO/TETSUrn0z4fZnL366qvc9Xg+hXPK+8lqV4q0pv6OJv6NoqAxVyJobQg6K6I2QTAFrTVBPHU2FNGCcLGONzv+isf/7DaKyqYg6GwIYvqbrHVrYB0ghTr5+TN/wS9/dAarfIaHV3WlbaF46eMSvrxBfVK292IxT92SqTI+dlztKeSpLQ1AQkT11mE7u866MGt9PLRq9JSmTOiL2SlwqteKkUQTFgq16W+kRoK9SIu9qF9gdFRD4yU78f6UJq0eFNSPnw4HZGQx97mOhogfVs+7S/VxJ/DJxAQ5/QTirbfeUp2YAoOEPmrgoukiux27kcSEGCOgDbDftZ812jVMCk2ip6cnJTAamNI0GhYsWJBaLrdl6O0cK2RZHrfdlVarpaoqETafNPI/f/48RZqrrF61nAbTvehkD0WR3RjxjOu16jvj5A3wW9TojMzd/Me0XdrLtaMvj7hvvnQaq3SVZuNtBDSTKY+8hZZEe8CpJpk18zOLPvQ6kc+t6wV6+fc3zbT7TPxoexnrZ7Qwa9JJrnpnsr3+Ue6Y/KtB+23dm8d9tSOTnOnOk9S1b2Dr6ft46n/+D5wVy5D6rjEt+AblK94j3P4+r75gYlvgumL7xQMlfGl9K9uuhOmOFFFoyjz37cfLeXzT8EjP3kghOvH6srVWK2K2OPjX+5tp7FD4fzvLUBQNq6pbmT915O9IPHiNwOm/QAr/DwK7JhM2FSIarv93fG8nGx9fS6yrAdFQiMZYjM4xF9FQiKAZvTdbkaMoMT+y5EeRAgR8XYgi9HS1kC+eJdT4MUr/c7LkR4kFUKQAinR9H0XyEw82cnuFBBXQ1iPzk/dKkWUdtZPbUj2/ADL6EVXxY0FipUZ98uQNyBjE69VCURS5ozYABPpTmkqIKwbmlLezOoc2hUvNCsU29QVW7540QMXYhUVJlC6EhIgqITBquxjGPSu9B+l40PaxkfKVA1ZqVIItMJPVyzaoOuYEPrmYIKefMMiyzJkzZ1QfN6lOVxN1troUMU1CEiX22fdRZ6sjUBLAGreyxLsE32XfsJSmdBAEgXnz5vHjH//4hhD0xsZG3G63auMlk6iar56iyAInT59Dpxxmxsy5NJnuQCsHKIrtzShQGg0Xuu1snnH9Qjx58YMYrS5OvfvPWe2vJ8jk8At06JZw1fQQhdGDOOPnCQlmFk7JTuGt6Ar5q0fq+ytUNj64UIBR+y7a0i9wqnsJc1yHUtv6ok7ceSMsD/f3P94+5Sa2vn4Mh9NJ7/4HCTe/dH0T4N4VCcV2R6/Mf7xfwv5TceZXGLAY/HQEy0ckpwpi2u9Xd6QY44DqVYI8JcqpFW6Br988OKVJL/Tx0KrOVKhA+tcCIe4hHvAQDyR6T31BGdFXiP/4q2n3EbTWQUQWQUu87wpKzNdPNP2gDBa4dAaLUaIPkR98Hu+hn2Scz0gozr8enPDBCQNP76hEK4SosPeyoFJ9dfoL+xzcvrCVTMEKY8W2/W4+s7qDdOQpkdKUOJZ9Z/U8s6MSgQj3D0lpSocdJ8tS8blq4v3mcgo3qtfLa7QmBEYaJQ9TSQ8NO63EkShcFMDqGv8lX1SMaI3q9t0qisLskptU9+yewCcXE+T0E4ZXXnmFixcvkpeXN+aUpnRIp04fLwKa9EvXETFCREicjAPaAHvy9rCmeg3VoepBIiqz2TxMiT958mTsdjtHjhxR9fiT0Gg0N6TnyWUKsmq6AHjx9kkcOn0WRbhMWUUFzQVb0Chh3NF9WOTsvTRlWWZgMqYgapi59mt01R+m8+rHOc3PHTuEPXaZZuMteDTVOCzpidNQDOxFTFSoEjnivX6ZbXWvszf2II3N7dw6r5ErrQrFaZbTAXT5y7FUfwND8a2IOhuX972DKMQ499oGXIb0vauQiL2cU9bLnHKQ4hrauqK0d06iWFeHyz6cRLx9yMTq6enfY0+4EKv2OnF+cb+DW+cPT6UaltIkm5niauOWxYMv2JlSbrfuzUyeABQpQFwKEO+7mvG4hyIg2QlFZB5b5s04bi5YNy/CunkNBMMyf/hsAYtnWOkJdI8ppSkTuoP5VBXdANGSYsZqGn2OK2dGWTlzeErTPcuGixaTUbs3QszYhszYJajpEeiWkA1+CqZpYNr1lKbesA3Z5KNi+egpTenQeTGOrtCL2jcU4TYL93z2C6qOOYFPNibI6ScMp06dYtq0abS2ttLY2Eg8Hs8ppSkTtFqtKilLA2GNWwlo0xDUIec1SZSos9UBUOeuI1CdqKhWN1QTbAgSj8cpKSnBaDSyYMECPB4PnZ2dqpNpn893gwRWLcyxdZE8cIdFy8aZYSDMmeaTXG1swJpfRbxiHaIQpzC6H5s8ulVN3VUt80quK2Yr5t6G1VXJ0Te/N6Z5Gullcvi/OBVZh738MTyRn+I0jNxfl6kXMc8m8sSGS1zwvMFHzY/w9M5X+fhkO3/7+Z5B2wo6J/Z5/xvz5K8Qj3QSavwvIi2v8tovzjBz9kKOdy5nQ/krI87hRFNxyoPU0NFER18Jbx52EYjZKXN0cWftdUJV3+vm1iXp89C90Tzs+uvH29WXz+SSzORpYErTn/+mmCudGlDi3Lm4hQq3SEiyohGGr0ZkS55yQV/UhhKPqk6eRBGWztDxxJYGztSLPLOjApC5ZX4LU0rGTlBau2WcRo9q80zi0AUtNe7cfIQHpjRdaoYfv1uOrIisn9nMjMrE+SAZtas2frrbTeGyMGqLJLuO2qhc10fyt3Y9pcmbSGnaZUFEi2WaF9fk7F87dM1J5Wb1bygmmZdTXJS7/mACv7uYIKefIHR3d///2Xvv+Dbu+/7/eYfD3uDelERqb4nae8fx3nE84jrDcdIm6UrSfttvV9K06Tdtk9SxHSd1Esfx3kPDGtaWqL0lanCCm8QiCAKHu98f4IIIkiAF/eo0fD0eflgEDx/eHca97/1+Da5cuYLBYOhNcOpJaZIkCY1GM2Sy02BoampKuV8qwPjK8Zwdf5ao2O8CrZLwpjugCbDHsQdZiI2Sb3ME+OeS4xRI0BYy83z5OD6pyqeuro5///d/T+novQdtbW0pTbDqgTbcypTSxBfyqXkiU/ETlk9x4OQFtK7JhPOWotWpZITLezPrEyEQtZHp8PT+PGXlk/iaLlN7buuo91UEFO9+5k9J580rX2ZDwavkWwfv4A3HRZzoOE0gbOeM5lbmR15j5xnwhe2km9v4/L1rccz9KaI+g8DFfyNw7h9QozGPVdRcZqbv54PKR4bc31BYQRL6RqJ2XRs1/lIeXR3jw16sFboLKpXFE2oxDNLNBwjIdvItsfPd0KbgMCSnTr9cpzJ/fAd3LIqlbb1x0EHrCSdWsxltRrwH7tEKidLM1KnTAQx7FBa+cIp1vnKi6eB/CELLU1OkvrI3jXsWxW4+phYpTC2KCYzeOWRny2kXVt3wKU2J8HZ5Dl9al3qB1eGr2Ty1qXbUzy/Jg5I8dx9F5WI6JsmPt9PMbQtS7216OZKG3ZJ6Nb2IhDiIN7A1Q4N1fex92ZPSJIsh8pd2oRsiiUqRFRQh9YEncpfC3OL1KV93DL/fGCtOf4/w1ltvodfr4x7rn9LU0tIybEpTInR1dd2Qt+lgyG/LJy0tLcYv1cS6oREhQpdmIL9KQOgtTD9ngZ9ngbn7ezLd2MG3ll5gwoQSSufO5ec//zk2mw2n05lSd4FUmUr3hyzLmMXh1b06SWTlZBk4g7vxJFdDkwkVlKHVLyRTPo4jeoGicx3M2u3F5IsSsIh0TuyEiTHebfbEFbjyZnDo9b+AG+j+XqzrYmJ+C9PTruHQtbC15n4WZG2P4432YM8ZfVJcxLmZeznrzsI5bgOfn/I8osFIi/P7/HyPD/dv/5K7Zh5ncvr53u17uIhpBgFF1RCMmDBpE6uD+xdPAHZdK6Goqff3k/JVJuXHCqo//bmTojwjv97p5MFlrQMKqk7ZgssQO563DidfPG07k9vrVypJIo+pHqxvedC0gNd2jW1znBg2+Jk/UebQlRsrnq6HYY+C/RkQw7HPlNQC9mcAlJQUqB2yjTRb/PtXFMUBnF9F1TG3sGFAStNgUNElFawwEsiygkBqiqf+FJWr9Qp/8ppE45YSVuXWsm7GwNCN0eBMtUjAHiS1/ihQfwpMxR6S6cb2pjQF41OaYo/Ho+agRPqcodPiRgOxqZBbH74/pWuO4fcfY8Xp7xHOnj07JGG8h585WEpTIsiynHIhFEAwGBvHl3aWUtrZZ7N0vYIfQFKk3sIU4PvpfYVpD/QamVvy9nJRUSguLsZisVBXV4fP50NRFPLy8m6IluB2u1Ou/Adorr/KLeO9jOSjluvSkEsFSuQiJ9x5RHKWkX7JQNnmD9DKMSKjNaDw6KlWDuc6qZpqZuaGv6CjvZbKY0Mr9IeDu8OE2qbhma065hfXcPeE53jn6hO0d2WyPPfDuG1P12UlHekZaCrHWnQ3F/k6Kzb8PZkaPQ2VX6Wu4x2uXlPZeawQg9jBA8ua47iIWaZaTrYuZnH29oTrXl88OXUtRKIDKS6iKDJ5vIMn11fR4lF4YWcOsqpnZn4Dy6bFuKLhqJ40Q2wkrArJFU+KoqCqfQKrvmIx9nuHr4N7DnSw36Hlp1fzOX4hiG+FMqSIaiSwvtT3t3qPNRx7PLT8xta+WAN59pYht8l0ijy5IVbQ7z3Tk9IU4r5FDTitiY9xx0kDCyYMziMeLV7f7+D2ealPhHrjdD6znwBJF+KtSy7e3mIlT+3g8YXVZDtH/7deP1dAzurkvE1HgkizlZy1Ixu960x9KU2tVxWqt9mJqjLpcwJYM2LfXZouK5YURe32x9SslSmnlI3h9x9j74jfExw5coS2trakIkAHS2lKJDByu903ZUTe3Nyc0IO0p1Dt300t85fFfu7mpxYO8q40qS288847OByO3qIboKOjg9raWkRRxGAwjOp4FEXB5XKN+HnDwaYNYDeP7mMmiiJzs+pBeY2N2xt6C9MeSLLKrN1eovfdTVrBLA6+9mco0dGraGVFId2p9BYbO08ZePkTK6LwW6rFe3j32qPcWvRrRLFnnJ5cB8kbUDDqVB68fQEvvn+VmfWHkc99nV07u3hqU89IsxpvQOHpj9KoqPPzcaaBdbNDTHMdZl/9LQmL04payLfHJwvppDBqgov90QqJ0ozYcaU7RL7cfYz7zul5ekshGqELbb6AJMrsPKWnrDi54unDo1bWTu/jIg5WLC7aF+HI5/18+9523jiQIKVplNAMEqw02OMjwfazuSNSpy+bHmLZ9FhK02v70uiQbeTY4jm/ABcaM7s9SFOLtpCTvIzUG8NXKxbSdLHOfcZEESZ20CEr/PWBYtJlIzPMDTy0uH1EUxdFUXArWnLF1DYG5JCCItyY8j9tvIa08TERVd1hHZ5TVnydzZjtHlIuhGrVsH7tWNd0DAMxVpz+nmDnzp2jyqbvSWmCWCF6fUpTT9GaagwV/3l9N7UHPR3VahmKE1BgI7ocIpEIGRkZCIJAJBKhszN2ce9R2E88coSHN28mIxSizWzm7QUL4gzyEyEcDiPLqedS+bweMqWRiTMGg9WfeFxq8kWZufEv8DZVUHnszYTbJItjVSKfW1VLzwVo9cwQq7sV2y/v/x1++938d+BP+PyU53hlr5F7FjWQTOHywoF5ZJbcSfr4jUwv+Bd++7u3ubO4AkGIv3mxW0TMRh3/9WQ9J67peXpLAYIaQFdoQlYkpOtsybadSb54GmycvnRqF0unVtPSYefNqypPby3i7JUAP/lKc1Lr1nrSubWsT2A1VLHYGnQwMd/LxPxWoJXT1zQ8vTkPiPLZOW6KskbeQYumxUb5iR6/EdyIOt2gE3mkH+c3ltKksn66m7x0BUm4sYI8EWqaFNJMqTfH33NeSzS7g+uLMkkSKViuAB0cazKye0sGuWKUuydVM7N4+ILz5UMOTNNT70Fae0BH7qLUeJCKkkjBkpiI6tybRqIdItXb9JjGe0mfkBoBV6Yyl+lTZqdkrTH878JYcfp7gFAoxIULF2549NGTxtQjogoEAoTD4ZSr3hsbG0dcSPfvqP5VS4Dns6D/5DOiajkYuh1JkmhsjHW9zGYzJpMJm82GqqpMOX6cu0+dQt9daKZ3dPDwJ5/Q1tZGRVnZoBdat9ud8nMAEPLWsmB6lFRcKII2DWbfwIue127nJ8+9gtJ0gBJD5IY4s5LRQEHmwM6IySDyR2tagZ/z3sUN/Or8NzlXt4UVU9pIGyY3wTbrRzgud/K5uxfyw+8sJxIKYMi7i5eOr+H2uTu4/tz0cBHnl0aYXxpLafrpkXZ+sP8z5Kt7eHRpG6Iodo/Tk4valWUFURz65uOibxFFtiqWl17j8bYCntw8kRwiPDijmikFiTm87X4FkxQ/Ph2sWAw7wWWIL55mjIsyY1yMD/vmQTsfnHRh13l4YFl70nzM46s0zHknitTv3kXRxURRN4J3D1tZP8N9Y4sQz/l9v9zGv76hZ/6kMOGIklJT//eP5fGVDTHebyqxtaqQzGE8SG2ZErZ1sSnCT4/nYL5oZrzUzhNLGzANIjA64c3GMT/1KUuiYkJnSv2Nttlq6I5BjVB/SkP1dhtRoZO8RV3oRklRURSV6XmrU7ujY/hfg7Hi9PcA7777bkrNiXtEVFVVVZjN5t6UprS0tJTwLsPh8KgEVr0d1SZ4qb2Cu8aX49IHaOuy0JD5x+w7baW1ta/71dHRQUdHbCwsSRKbdu/uLUx7YFAUHq+o4OGsLFRVxel0DkjBuhk2WoqiYJN8KRNYnVxhZ8HmdiS5r1CSJQHl775LjtFCnTyHY80O2utOMjndQ0H6yDobLb4IOfbhI1Vvm7SVA1crEOfcz/5aM1vO1GDVerkvgWLbOuOfOdE0n0mZL8OJz/CllbEKasfZl7moe5z3TlRx9/wrZHbz9hJxESVJxCfX4sou5rTJyFe2TCRXiOLsauIz85Kz9nl9v4M7huEiVvsnsiznA36xL4txGxUMlhCKovCj4/lYz5mYoG3liWVNcbGXrx3M4tGVjXHr+h8C2zMCmnDf66To4N2ZDu5d4km4D6Iocu+SmMCooU3hL/87m5JCPWXF9ZRNGrrQeNeeT8lXq7C+BJoWUqbWd/vSuTMvseXWaCCKIrcvDFDrTePeRdf41a7ulKa8Ps7vjUBFk3IxYziiUK+qjOS2NZbS1EFdQOKPP5lADhLLs2vZOKuvW9zsUWjVdpHqeVXrNRnJlXpaQ/0JFUtpn2VdzkwAH+GQgvugHk3UiJTmJSeBiGooROpc3PPUmLfpGBJjrDj9PcDx48fRaFLrg6coCoIgkJ6eTnp6OoqiUFtbi8fjQVVV8vPzR/VlnyqBVXlzKeXNfeP4p556gOiJ9wYdv8uyjMOX+Is5PRhk9uzZ+P1+qqqq8Pv9RKNR8vPz8Xg8KT+3AM2N1SzJaiNV/oVVU2O0hUnbvbg6owRtGhr/6FbGf/PbTPjFw2hDR2lIX4k98048rZe4dOkCYjTA4gmRpHLEL7QY+c49yY3pj1/q4nOrnuHda19iVr6RCYYtvLAzBwU9c4rcLJwkY57451gm/SU7XniYL877XcxCrBuTMuuprjyBqXgD206+gj8SMz+v9zr42qZ4u54z1SK1mrNkhmdiLdJg7e5Q7XzBReWZfIoutPOlpQ1D+oa2hZzkpA1+0ZYVkVDURIH1Klcik3B0W/uIokjePBXooMYn8bUdJWQjsDqvlnUzulBU04BzG1ouUt64kuXb9mFoDxNNixWLpzpsLJOGLxwyHTCxUOLJjTXsPGXg6S25SGInDyxuxG6J/1uxjnCE0HKR0HJ44fxf8oUp/zrs3xgOrT4FSxL7OlKcuSZS7GyJS2k6cF4/opSmRNh6zMjiiakXWP333nRc84OM5jJpsIgUrIkAEd677OS9zYXkCh18YX41vzmST86K1AuhApft3d3N1EJutZMze+D7QWcQKV4VO8a2SoWqbTZUFFwz/diyhj9nE13Lk3aUGcMfHsaK0085rl69itvtHhXfdChcr04XRbHX47O/iMpoNJKRkZH0unV1dWRnZ6d0X9PT0/n4448pLi6mpmZwr8E2i4W0wMDuX5vFgqqqpKenk5GRQSQSwev1cvnyZerq6igpKUnp/gKYBR8FaakteqummvmllMvaiV40WiO3ffs5mq4epOHSbnRAYdeHhLHQ4FyBIe12TKEL7Dt3BlXUkmXyMqNg8M6GzaqOQJ0OToOXB0p/yutXnsQfcfLlDa8CsPu0np8fXIOtNoe75GeINO8csMa7x3L50toPeeXKt5g9YwLT0o5yrkrhlwdNNFPMvVOrmV4YE3+9eb6A7FUR1GsRtJ0ZRIzNhHwyrnEGHCs7aA5KfGNPCVmKhjJXNXct6KJ/JZwMF7HCMxObto1TlSJBeweOBNsYbBIFa2MdvjcvpvGL5yFP8NHUrvR2fiFW6JZPXcS0uz/pvbnbdtzA4rzk4j/fPWxjw8zYOL0/5/fV/Rl0yhaKnC3cUhYrQF7Z6+LO+alXp79+MIfHVqXeg3T3xRye2lQX99jiKV0s7klp2peGP2Ij29rK7QuSnzpcbslgw9zUC6wudWVgddx4sZdeIkJJByFZ4W8OFVN3VibXIJG/SE5Zt1dRFFRS77oSDipEk+AIu4o1uIpjHsW1B7V4z9hQtH4KlsgJ/Va7AipLpt6W8v0dw/8ejBWnn3J8+OGHKS9Me+B0OhM+3l9EVV9f3yui6klpGgoajSbl+zt9+nRqamq4ePHikNu9VVbGI3v2xI32uySJt8rK8Hq9eL0xGxSz2YzD4WDRokWEw2H8fj91dXV0dHQMOMayigruKi/HFQjQZrHwVlnZsAKrUKgTi5Bao3WAmpYodm2sgzFx6eMYrZns/c1X4rbREegrUvUrKJx7H1b5Gr7qfXx8wYKihJlfEMBl7fvon6lRWDoz2eLJyoaZsXG6QQrxYOmPefvqF3njype4Y9wv2LDps9y/6GW8VR/wxB89TkG2iffLzXGxl6oqIUkimwpf4t3KP2KC/TTbLzuY/gUNiinMj4/lYTlvolhsoTIkUiiKdJnrMHum4DE2U3/YRMGKmOhDZxIpWB1GkRV+82oG21pNzMwXqWpSKMoUef9YLl/ZMHQBd9Ezhwn2M7x5pJDsNeEhtwXInCTiqjPwt2tqeW2fC2/YTpaljbsWeTnVuow0QyP9a46K5kzWz0mueGrwp3FnTvwNlskg8oU1MRFVLKUpH0WJ0uRR+Pyq1BaQAFFVn1S3fSSICawGyXOlO6VpVUxEdbkOntuWj6IKrJ3mZtIgnF8AX1BBL6aeu3mlHryWTlJpLidKInqXzPh1YHSFqd5hRRQ0WMZ7cY0gpSkR6g5pcM1MvcCq7qCevCVdJHujIooihUtUwEugVaZqpwUNEsZiLxmlfcdo8U1m5ZIx4/0xDI6x4vRTDEVROHv2bMrXDYVCSavTexKnZFmmtrYWSZIQRbFXXNUfHo8npdzY/utOnz6dd94ZOu+9p2gcrpjs4apWV1eTl5dHWloaM2bMQBAEAoEAbW1tNDc3c0dHB4/s3dtb7KYFAjyyZ0/c30q4v02V3D01NYrZ/rjUYmf1RB9ao5OpK79K3bmPaak6mnDbniJVxkCjbhnC+IeZEq0jLbiH8qsGwvUWTKKPheNlOkUT80qSez9cz0WURIW7xz/Hx7X38fKVb/OldX9CpPUgnccfYmpJJk9tqOJCtdir2LZIrSyeGCuE04zNjLedY0v1Q1yJHOgdp+fOj43Syz/REgqFqdlux5t5lommDQBoBD2SLp6nWHNAYsKmMFabglqp8A/ni3EeM9J2qZkvrYOhGlTtXZncUvgrnlbHkzuMcApi4/RsIdBdUHkAD1fr4Zmt+WhyFjLN3Pc+DXQq6ITkiqcWj4JVO7Q/ZSylqZarboVnPrLzs61F2HQxzm8qsPesllkFyd2ojARvHLDzmVnJcYSvT2naeSEdk8bP/ctaBhTNr+3P5IGlTaT6s/bSyUJyV8spXzdUZ6dwnR8QsWbFOpLuEyK1O2zIdJK7ZOiUpkERtGHLSr0HqUY1ojMkF6xwPSxpEpbuJKqG0yLV260odJG1sJNZ2StvyrViDP97MFacfoqxbds2QqEQOt1AU/EbQWNj44jV6ZIk9SZRtbW19Yqo+qc0eb3em5I01draysyZM5Patry0dNjOZg9EUUSj0eDxeHofM5vN5OTkUFBQwL3/+Z8DBFZ6Weau8vIh/4ZDF0CX4vSb2NhORRRFpqz4MjqTnVNbfzjs8yRC5IU/JopEk3YxNdYHKZ7eTFZ4Dx5PhI/OmGj2ejhzTWT6uME7WzA4F1EU4falEme61vGzZ55jfeFryN4O0rvH6ZMLFSYXxhTbf/JcBiGsnK32cf/SFpbnvMcL5/8MXXo6ED9C1UfTmHC3F/DRfFlBjeg4/lsRZ0kbEO81JoatmF1epA4HqiZMwRIF94kAwkKJJ7fFRFS3TqhhQWn861nlL8Wg6eC1QxbMM5LrPHkPaPiTsngLq/E5UKYp5YqnE097PU9vLcQoBgjL8LkVyRVPb5bn8oVVyY3pt5zO4weP1yGKsZSmF3bmoOaI7D+rY8kNCIxO1Wbz1MbUx3Q2d7gYlzMyY/j+KU3tfoXf7s5CxsTU7EaWT48VPV2KaUi+8WhRp+jJFof+PIwUclghKgx8bWJpTL7elCYJA1Kaj+xZya3b0Saj6IYXM44ULVcUdCnyjc2eEUuikkMKlzcb+Kd/+3xK1h3D/16MFaefYhw6dCjlhSnERu83ok53uVy4XK7eJCqfz4csyyiKknLFrNVqxWKxUFlZmdJ1/X5/96gxHv0dAAYTWLkS8Fp70NrcwGRLM6k2qz5SKTI9y4vBksOkZU9QefxtPPXnh39iNzTI5ET2oET20aIto9p4F1q9l/SO/fzN5y6z96yVPRVpvSlNiSxwBuMiGvLuwbHg1yxo3oW+8lW2XL2VrrYcvrJkS9y2wS6YPUHgi+sq41KarnTsYcK0ZTTR15ENemWi2r5iNaNEJFrdxrRxs2mInKR2hwXV7CevTMbfHAVT7LXSRGxENbHCRW61U7jWB8R+/uWpLJ5+SaLU2sHX1zRhN4ucaV3AeNs53riajT07uQ5nbkQXxzMF8IXtnG5ZxP0lT2PRxQoqb0DhW89nEBWKmZLTyOqZQ1sSKaouaXul/qlUmU6Re1YovF8ZQY4IPLO1EFHo5L5FjYOmNCVCOKIgJSiebhRN7Qp23Y119ZxWkSfWxagyhy5qeWZrAe6GAFOLkuvGjgRvlVvQTgyQKjFjD2r368gp62Cwy+7AlCYbCrGUJkv64N/XTUctFK0Okuoub/CqjcL1qS16JYPI8lVLKSwoTum6Y/jfh9Tfco4hJWhvb+fKlSspX7e5uTlltkk9SVQFBQXIskwwGKS6upqmptQYzwO0tLTwhS98gaqq1NnaQKwbO1z3uG0QJanXbic9PR2bzTagGBcjLUzLT/24KiDbyXZKTF3zdUSNjtPbfjSqdUQUMiOHGN/5GyzRahzjN7HN/SQLp5v46oZq7l7UzEt7snh6ayE7TsZzhxNxEQWtE9vc/yLSdpi2vbdRYDrLvSXPINrmcKJlRdy2r+3P4P6lsfdGT0rTk+srqWyrJRoS8e8vJeSLdTabj1jIWxxfKHWYL5NmzadwWZT8NV7s48JU77Bw+lUBY3ZsWyliRdGECIcUlOsSrLJnCoguAx2rdPzp3vF8d3Mp7kAeOdI+WnXJper4m2QmWgfyiT+ofIQ5GXux6Pq6g5WNWh5YEeSpjdVY9ApPbyngmS1ZNLQNvCnae1aX9Dj9g3ITKybHq9MPN65jgv0MK2Z08eSGah5d2cj7R9J5ZlsR7x02J7wRux4v703j7gWpL/beLM9JGe0AYOGkCE9uqCEjzUhUNfPMtiLe2G9L6hiTwaHWXNKKUu/goYmaMdiS++5NGy9SuD5A4eog7Zd01Gy3U71fRJEHHqNG0CYUHd0IFFlBIfV+qXJYYV7xxpSvO4bUQBAEgyAIhwVBOCkIwllBEP6++/F/FAThlCAIJwRB2CoIQm6/53xXEITLgiBcFAQh4YsrCIJLEIRtgiBUdP8/seClH8Y6p59SvPnmm+j1+pSv29nZ2avKTyWMRiOl3aPuhoYGqqurURSF7OzsGxJI9Yiz6urqht94BBBFcdgu72ACq9fnzqWqqoq0tDTS0tIQRZFwOIzP58OspiA38jp4O2S0BNEabJQs/DxXj7xKoLXyhtYUgUD9UQoyd5KdM5f3Kr+ATdfG6ry3+eL6WPFVflHL05sLEIiQZ2tJWDxZp38PUeuk7diToMSKwX0nQ7TWvEw5n6OuReC2qTGebihqxmaKPz8vHXBS9BkFv3kXJbo1HD5xFTFiofGal4Lr/LmvXahnVuYcesq/mPl5EEG1E/YEqd1hY5zTgiErgHu/ntwl8bzfmNOAis4gUrBGxugZT6gpxFd+7SS9VMLX2DWsBY5w2shd1wmsyhtXIQpR5mTsi9t2X0VObypV2aQIZZNioQKv7HXhC9tJM7Vx7xIvoihypi6bJ5OM9KxqT+ezZbFtDXsUrC/B4y2/RU6HQLfHaSylqQ1o42JtjPOrorJ+eh0leYlvnjoiNtIdqU9ZGklHOFnIsoJGo/Ryfq/Vw7Pb8lBVkVWT65laPLpC1eNXaNaESTU5yVMnI1hH3j3un9IUaJGp3mVBVKXelKaG0wrGIi+p7jPVHJRIn5N6gZXYVMhtnx+LK/0UowtYo6pqQBAELbBXEISPgB+qqvo3AIIg/Anwt8CTgiBMBR4EpgG5wMeCIExUVfV664jvANtVVf2BIAjf6f7520PtyFhx+inF2bNnU04YVxQlJR6k1yMUCsWt22Ml1SOi6ikEc3NzRzT2b21tZfXq1dTV1aU0XrShoSEpf72hBFZmYscdCARobm4mNzcXm81K1rx7qFJ9WKJXccjn0aSg+3CkxsrKkg7SChahkXRUn3zvhtcEcAdNPDa/AdjL7LS9HG1exdvXnsCpb2Z13luUTfL0FlRf/1kGsyZZqGvrK6i0rgWYxn+Jjor/QPae7l33WnsWf3V3NYHwf/HypSd55mA27qtbmV00sKN+0p+FLTNImAZkXTszJy6mon0PaXqZmh0OVFXFPtmHs0BCDgmIQvxXVt1RFeskH65CDeDFes1GbXUTdWe70GcI5Mzot+0hDa4ZPnq+9mytc2nP203OFCf5a7zUHtThO2MlqvdTsCixBU4e8fY/vrCd062LuL/kv+K2i3XxBr72kiT2K6hUntmaS0SGNm9y3D5vQMGoidEdDHsU7M+A2N1g1raA/RkAJc6Ef1K+0i+lyc7H51yYJB8PLmvtLRov10GuLfU3VjtP6ZlXnHoP0jcOOrltbj099JlxOfDVnFjX98NyM7sr0jFoAty/JDFFZTA8fyCXnMXDOzaMFJ5zNgrXBm5oXUu6hKXb57ehO6Wp5lw7ZU+kflIjdlmxpKdeYDUlc0XKA0/GkDqoqqoCPVwObfd/qqqq/b+gzPT59d0BvKyqahdwTRCEy8AC4MB1S98BrOr+96+AXYwVp79/OHr0KC0tLRiNxpSuW1NTQ2ZmZkrXhFixl2hE3l9E1d7eTnV1rNvjcDgGpDQlQkdHB48//jjl5eWp3F1kWU7ai3U4gZUkSeTk5KCqKuePbCbDomBOKyIju5B242wEVcak1OOQz2JURmkvJWiRJJG0wrmoikJr7cnRrdMPiqJgMfWNskURyrJ2MS9jF4eb1vLm1S+TZmhgdd7b6AUPsydKPLmhiqpGtbtDJfHZh76GM1RP4Nzf964Ts/aJFU8WXYBHJ/+Y1688SeeEO/nAt5sjW7SUudzcVRagoV2hVRfC3P3c1tztZF97ALXxMhNWNQAx30T3UYm6/RId/hYoVGOORN3XeMVjxzWv73tTG7USSrvMuOUiWqNC9XYrUUUmY24AoTMNa7ei2eAbhypEqa6sw1igdlvgdHeoWmVO/FpHeoEpzgKn5ajCvZPju8cfVD7C7OvG+QCv77fHFU+JMC5H4KmcBn6900m2tZOfbS1EJ3bwwNLmQUU+rx3I4qHlsVQq60t9hWnv6xgG60sQWj7wubGUplgSVatP4Ve7comqOmbmN3CiOp0nN8SLvFKB8/VZPLUx9R6kbUEHBZmJi6dbyvo4vy/tiYmoJmU1snpmKOH2/VGt2HEZUmtkrygKqGpK+fjZM0EOeQiH9bgPCmhUI5o0b7e46sYQaJFRDSMTryWDzlaRdavuS/m6Yxgx0gVBONLv5+dUVX2u5wdBEDTAUaAE+C9VVQ91P/494FHAC/TMtfKAg/3Wqu1+7HpkqapaD6Cqar0gCMMWImPF6acQL774Is3NzaNOaRoMGo0Gs9k8/IajWHe4u2Gn04nT6ewVUfUIkvLy8hI+V1EUDAYDJpMppXzTcDic0i5sD3w+D+NdARZNiKIopzh25SzeiA2dTsf4konU69YQFXToFA/W6BUc8gXEIXwfe3C+TiHP4gFE0gpm4228hNx14yKFo5Ui96+q5friSRRhUfZ2FmRu50DjRl67/FWUUCO3znsFgKIsga9urMc04Sl2VVv5p796FE2nngeW+rAYRV7dl8WDy/oiPXVSmPsn/Cc/Pf0NZpWspi1/KzurrWz5MIeGCx4K7g4B3aI/KYzPfprSrkX4eLt7f0Tyy0D26Njw8Azk0wK6U2vJnWileHIm+7PPcdvslWg1emrbL3HlskigUk/h+u4EnpIAiqxwZYeG1qseFIOG/EUytpYyvBkHCR+2Ubg2/kIsd0HmdIX8BQHqT/WzwAnJTF/UNyEob1qJKCjMzdg74Py2Bl0UZCZ3gQ/KNh5d3w5U4w0ovLw3i7BiZGJWE+tmxxdUYdXY2wnUDNLoHOzx/oilNMU6mvvOajl8vguNmMO9i+pJs6XmOycYUpCSMHAfKeqaFZxGz7Db2S1iHEXlma0FQIQ757vJdg08xv0XtYQzA6RazFh3RMQx9SYIrA7qyV8ewmDREJ/SFMU1M5BUSlMitBy3UHgTBFaZyhxmTp+b0jXHMCq0qKo6f7Bfdo/kZwuC4ADeEgRhuqqqZ1RV/WvgrwVB+C7wdeD/kvjDMrgx8QgwVpx+ytDDXXS5XL0pTSaTifT09Bta1+fzEevYpxaNjY0j4sb2iKgAgsFg79jfYDDEdXXdbjdLly4FSGlxWl9fn9Cj9UYR8taxYFqsIBJFkfnjuo2oO6McOuMD4TTZ5gDpRZPxSRNo085DUCOYo7U45PMY+nFVi851MGu3F5MvSqtRy6W1VqryzKQXzqX27OaU7K/GZKAoa/CLsCjC0pwtLMzaxvPl97G16RsUdl5iVd676C25WKd/n405+1kQ2YUvqPDy3kzCqomK6iCW9fEXtd8edFJT/BrjO+8h0/1Z5i5VKbxtOleOtRGINnHi0Ck84RryFkc4f/4MC3On45N1IIUpcs1g6bjPsfPKBf7vvf/Is63PcteCu/G0e/jxD39CWVkZk6zrycxMw2PtoNn8O5ZMuJeNS+ZyoWEf5VXvEqYTncbAgi8G6WiP0HFgClGnSI37CgoD6R2es30j2JyZMQucjjaZU6+qfGfzRBamuVk7S9Orzr8e9a0KDoMnqdehojZ+nN6/oDpSIfH05nxQZe6Y76a+XcekzD5qRDQNpJaBa0bTkvrTvWjr0PGde9oZnyPz2r50/BErObYWbivz39DN8av70rlvcd+NSqrw7tFcvrRuZMlY/Tm/r+134u1ykGZq457F3t5j/OhaAdlrU+9WgN+OI/8meJBGTRgsfR6k8SlNw1NUBoOIlHKBlaqoTM9dPfyGY/jUQFVVjyAIu4BNwJl+v3oJ+IBYcVoLcRTtfMCdYLlGQRByurumOcCwqumx4vRThrfffhtBEAakNNXW1hKJRMjLyxuVvVRraytFRUWp3l3C4fCovU1NJlPv2L+xsTEuiQpg7ty5RCIR3O5E7/XRQaPR3BR7Lrs2cdyixahh7eQuoIuL9QpHz9aCcpX5hQH0thw8minU6dejClp0ShtzT+5hweZaJDl2I5HeGcGxuR29OQO92UlL9fEb3tc2f4Qsa3Kjy8p6hSzlAz4zMcwndXfy6wt/xpwZxWxQFHzHngTAZhL54voWjlZISFEdT2/ORxBkbp/rJi9D5EwgE2tWkGblbR6f/CJGk4HGQAW5xZCZU8riJQsov7SNj986RO25IFOz67G3zsWbdRCbIYOq8i5mLi7i2b1fpToQpWL3VvyZR+hKt3Kt8Bhf+f4vEcNmirOmYpfyWLR+EhMzFrGg6A4+M+3rvH/mP6gVtiFKIaxpkJ1VRlvOdqpeB2e6SOVOLbmLY+bnPYrv61/LpuMm5n0hhGQI8kmlE/f5Bwn6TlNl9DJtXPy27xzN5YtrkiuePj6by1fWJx6nzy+VmV9aiywrvH7AyeFLJn70RJ+a3vcgWJ6V0EX6JgGKDvwPJfXS9qLWk85tC6oAkc+viomoLrsFfv5xAYoKa6bWMWkUH/Fg1ILTmjqVfg9UtElF7SaCJIl8boUX8PZSVARBw+LxtdQrAiNzfx4eIZ9MVEp93n1blYxoT1zwXk9RqdppQUTCPM5LesnQ3duGk2Ce4CPVNxRht5O7vvJoStccQ+ohCEIGEOkuTI3AOuBfBEEoVVW1onuz24EL3f9+F3hJEIQfERNElQKHEyz9LvAY8IPu/w+dqMNYcfqpw4kTJ9Bo4r9Aeoq1cDiM2+3uHaP3PJ4MklGnjxSyLKdMYJWVldW75uXLl/F4PJw8eZKZM2emzCKmtbX1ppDxm+qrWZTeynBju0k5IpNyfMiywoErBsLuMBZxD2Xjo6iiDq80mQWfVPUWpj2QZJVp22MFemv1sRve3zMNBv7q/gaSuQBtPZ3Lkxti3e2NRa8Syfwi2yom8MN/+xEznEXMSa/uTV86dCWbpz5TCwSRZYU3Djq5utvMuSYP82QJrU5P4YQs/utnP6XTJyPP3UVBaCqlGQtYM/NzuJuq0diuURs5zKT2O6g8c5zQwm00HzpCwdoYr9QqlSFFbLRcjqLN8KGRBIqWy4AXy2UnF86d41jNh7y4/x9YMn8F9875P+R6N/LUA8tosx3izD43YX0rYXMD2flpFKyNmZ/XHzSiUfS0tLZQtMjP9a+lBj2SIQyKxKToPYTSKjnXeprj53LJuWhnor6Zx5e1oNOKKEpyxVPMPUAY9nMpSSL3Lm6nvSPe9eLEjLl03eli/c6P0bTGOqb+brV+smj1KRilgfSDklyVktyYiOqDI90pTZKP+5e2JhVteqFaoNCZeoHVxycMLCxJjd1VD0UF4M9/ZaPDRNyNSipQX26mYHknqS72/JdsFCQhsOqf0hSjqNiIEiJnYQiDZeBzwy1Wsmelnm9aYl+K3WZP+bpjSDlygF91805F4FVVVd8XBOENQRAmEWP8VwFPAqiqelYQhFeBc8QUoF/rUeoLgvA88IyqqkeIFaWvCoLwBFANDEs+HitOP0WorKyktrZ2UCGUTqdLmNLkcrmw2WyDrut2u7FaU5kSHUNdXV3KBVaSJGEwGJg/fz7z5s3j3//936msrExaRDUUOjo6bo6NluChMCN5PpkkiSyfFCuomjxRdly0oagqk9JPYPMm5pPqW/zs2vkxbU3VN8xc84UiPL9zHFadj/uWtA5q8xO7KehXPAkSeQv/iYennKNiy/9hV+0dnG5dxJz0vUyx70MQ+jp4kiTywDIv39tsZdKtUL3TRLozh4Z5tYxbKnBth4VI7Rwuy3upbjvDbTP+lLXjvkqn4a9Q8CPXtDBjylyO7TuAfEShRa/HtaQTWedB35lN8Jp9gEG4QXESTvuYwsUh6o9p2PbSaT56+VbSpBL++R9/iJWV1Hz8DP5JW2i/IiPaYxdhnUmkaFWsu93+OyP+S0a8F/rMz1suR9Fl+kDRknXtHkLmWrxZBxDP2Jm4wQt0cMWj46mPS4jWdbC8ODmf3/fKrayfkdxU4LV9Tu4s6wtAUBQ40rSGZRs/oPn+0Rc+rx/M4rFVg4/eRVHktgX9U5qyiSgGpuU2snz64N6wO87l8uSGmkHXHS0uNWby1OzUC6zIymHS2o64lCZNuo+c5ILpBoUGHVKSHrrJIpYWN7C7PxxiFBUfckih9oAOUTGhcfjImxf7fTikEBWGF42NFF0BhSVTb0/5umNIPVRVPQXMSfD4PUM853vA9xI8/sV+/24F1o5kX8aK008R3n///aQV+tenNHm9XhRFoaCgYMCXVjQaxeVypXx/NRoNJpMJgApjBeXWcgKaAJaohTJ/GaWdycWIJlpXkiQWL16MJEl4PB7cbjd+v59oNEp+fv6IO6CKoqSsA9sfoVAnFkapwgcyHRrWOWJjv2OVWlqNWtI7B2ZZhzIzuHThLI2GewEVfbQFW/QK1ujVpIRVPThXq/DA0hbKJkV6U5oU9MwuqGfRlPi/+8ERK2um9nWp9Fnr0Ogz8F76EWmGJu4p+TnNwWx2ue/kUMMyZk/ZAsTbBtWpJjKzwZYdAq6x5eArzMzcxEXjO9i7JqB4ffjtp/ik4jc8NvNnKPWxAteTs4vMa/eR0VnJv8i3Ubm1nY8OX6FxXAfmacYBBuFSyEFUVshdGEIURfLmA/gItEY4+fJZvvqXn2d+0a2sXLaG2Qse5Yk/u5ucFfHd41Agii1PonBFTERVV67Dc8pKzcU2Fj4h9BWm2ftiimZjX4fJ5JAwrQtTvT2N8jQNxzdbyBf8fGlJHa5BUprqfenckZccn7q9y0FOWt8Y90jzakxSgHH2i0k9fzBEVWNSnVDoSWmKFd6HLup49uNCULq4q6w+LjEr9jlLrTodINCpoBNTL7C61qDSbuzEQnxKU8uVKNXb7SjK8ClNidB4Poo+10fKBVblGpz9LNFGCskgUrxaBny0VUe7RVQKwY5OSjZ0keobCrNvMquXjhnvj2FkGCtOPyVQVZVz586N+Hn9BUYdHR29Iiqj0UhGRsYAD9JUoX8efYWxgj32PchirGAISAH22GPG6yMtUBsbG3tV+mazmebm5phiu9uqKhgMUlNTg0ajGSCiGgq1tbWkpY1QKZIEvM1V3DEp3ux9tJhbrHJprRX75na0/Ub7siSg/7d/Y2mej1OVLxLBhFc7mXZpOk26xYhqBHO0DkfkDAaGNlHvEEyUTYoVoT0pTQB7z+h5Zmshghri3sUNpNnEflzEGAz5D6CE2+lq3Nr7WIapgftKnuFvX5uNftoqrl1axZq8N8k21/LRCQNicfzo0a37hNyOafzJl75N5dVqmqpnEjW1UTJuMocq3+zdTpFCdNquUJq5FIOoY7KYxeSOLORTMs+VdpBzLpeWSDOODV4kScTsnYov1DxAyNFy2sS8x7rICE4i6gnz3OvfY8aBNZTYlpGf08iFxj7j/PqDJgpWxEawoiRSsFhBkdtRQplkXdlIa6ebBnaTjoaWE1YK13TEHZscUogSImu6CNOD+MMCf75/HJlRPfOdbu4u6+Mlt/oUzFJy3qY1TQrppr7XNSQbONO6gPtKfpbU8wfDwfMS03OTS6W6HgsnhVk4qZpwROG1/S4CEQcZ5lbuXOjl7UM2NiTZER4JYgljqRdYvXi8kLw18oB10ydoYELsRqX2UOxGJWrwUbAomlTh3VXnoHBd6kfkBGzYs1MjsHIVanAVxkRU5T+HxgNOFJ2fgsUjE1ENhanZK1Pu2T2G//0YK04/Jdi+fTudnZ03JNYxm829VlH19fVUV1dTXV3NrFmzUrWbvfB6vb1Fcbm1vLcw7YEsyuy37R9xNzUSiZCfn99bSLa2xvPWTCYT48aNA6CpqalXRJWVldXbxU0EURRvCrXBrg0k3XlKBlVTY1GTk3cGSOuU8Zo1vDWrlOb6BiY0HwVAS5D0yDHSifFPO8WMmLDKsAlV0KBT2rDJFdiiFXGX21BYwW5MfLFcNr2LZdOrCYUVXtuXRpPPRG1TO4qixC7Eoh5D3p2Eal8HJV7RXNOkMC3nKtZgBZWdi3i36yHSjc0cbzpC+ur4YrmhMsBrjT/ipPILVpY+Qs70EpTmyRw/cI5Xd/8W10y51wLnWushZtgeiXu+JEqIgsgPfLfQcijAyyfPUJ/Xhjg3D69lF9fPHSTFhE3IwOydTOP4V3FODHP6+LsUScsIHZqBRZXwFe1EFMWEI9joydksKJmJN/MQsqOCyCkNtTts1F1oJXeJBl2/t1ztAR05C/tuVCSdSOGqKBBkT42VjzfnkCt08eCManadz+bRlcnxft8/lsdXNtT1brul+kFKHKex6pIrbgfDseocntpYc0Nr6LQin1/pATxcrYdnt+Vz+FwXU/M6SJGjTC8SJYylAm6MZInBQX8vSiKFS2MCI39zlOodFkRV05vSlAiyrKCQeuV/0COj6FKbdw/QXqVSsFAkd7aXjrbuJCq0GAo8ZE4aPZGos97Abfc/nMI9HcMfCsaK008JDhw4kFIVeY9YSlEUWltb8Xg8CIIw4pSmRLhe0RzQJP6y7BK76BJiF/tkuqmyLPd6kPZYZzU3Dz4y7+mayrJMXV1d7/7k5eXFHWMgELgpI/22lkZKTU2kemz3ptFG3udN5LpiF4XZyx9ixqY/5c8enk1HlwOj4GPRhL6kIqPSHDP4j4CMDq80BY80jWbdYjRqJ5ZoNY7IGY7VdPK1W/uKnESIxV628+wWiSfWeXluWz6KKvDZNZPJ0drorHllwHPeP57LV9a7u/dnO+2+bbx85nZysj6L59w1wpMPgBg7//6LNgrXdtAR9vDh2Z8gCCKRVh25TfcyqSybivPVeM9YUfR+sq8WYJqhoSEtSnZr7FzUhNsQVC0A6ZKFr8uLCNYrvECAzK15VJ1SMa1vwGCXaKuSkRyduNy30Za7A1WKFQuBtghdG7eypuyfSY/ez09+oePAyY8x5rTS67kKOBqWIZkKaSp+C0UXo17kzISGkz4mrAX3YT2SYkTj8pIzW0CjmDFYEnvoOgs0UNCJrCj8a3kBoTOdmLRp3L90cM5vD1Q0mPaB9SUFTQt8zv460Ud8dOWO/nMcjiiIQmqLp/E5cJ+xFosujatNJnZdTMeg8XP/kpYRpTQlwumrIuNcCXyzbhDvHDOjLRkogBsM1gwN1nUxaoH7hEjNdhtRIUTuohA6U98x1h3QkTm/g1RfYpuOmslfmXqBVeCynaJuDrfZJWFeFwJCNJwRYkEWapicRcFuT9XkUaBfSGF+cUr3dQx/GBgrTj8F8Hg8XL58+YYy6BOhubkZvV7fW6i2t7dTU1ODqqo3JDCqr6/Hbu9TXlqiFgJSggL1uppNFmXKrbG0p0Qd1bq6ut7kpoyMDABaWoa/IEmS1GuT5fV6e5Oo7HY7TqeTlpaWmyKEEsLNzChJ/bjKH7WR6+ob26UVziXkc7OoKNYpa/RG2X7BAoiUpPsYl9l3wZAIkyafJE0+iQJ0inl4pClUG+8kbarA7mY3E8Jnmeg4hSQmLqQAohiZPk5g+jg3iqKwvfV+dn7v/yK6j3P/UiWuW6yqUtzNgNMmEg4epnHiGVyNa3Bc+jx1vnN0Fh1AVU0IAoiCBkWNoqoKjae1aOd+QFbDrYyf/SGysRVPY5i6j7wUZbXxSYmRB1pjnOn3jVcwMC1uX/fPCKFpDPLn7csItYZ5+fwZqvPauRq6yGc23UaH5SJhc2zMHPTKKNoAXXKUXx74BrdO/wb/8f3n+fKf349bOETNdjtRsYM549cihi2caH+VfN11U4FWG/lrfDAlAkRor1Q4/YoO+/h2hisaRFHEZJf5wsYAk3OD/HJHDgo6Zhc0sGTqQK7x5qNG7g3UYf9NXxqU3etDeQ68ojIiZX5/vLbfxd39BFapwuuHsvmjNQ3dBXdHd6hANmHFyKTsBlbPHJ04aM+lHJ7aVJfSfQU42JSLa8boeKyxNCYf4ZCCe78eUTUidac0iWEzJkfqwz5EVYck3QyBVeJ9zZ4uwnR/TER10IAmakS0+8mZOzy1QQ6rzClel9J9HcMfDsaK008B3nzzzREZ2SeLzs7OuKJspClNg6GnuO1Bmb8sjnMa24iEDcWAJhC37W2OAP9cspMCaSfNHQbeq15MeXMp6enpBAIBQqGRqUftdjt2ux1FUaivrycQCOB2u1OetqUoCuZh+J2jgS8oI6nxvohphbNpqexLm8uya1hvj11Qj1dq2H7JhhANsmRCOK5oFAGzUoc5XEd1i4wjXSE3ewoX2udyqHEdGkEm21RLqf0URdYLfZZQF+O5iBqdjUe+9A8EK1/g2u5mfr0rB1nVMyOvgc6wyOKJA7PTr8lOHPYOQs5dWKRJLOncwLULkwhTTvX+K+QviiCKIhsmf4Vj9ZW0WLfgUfeSXvcZmgrfRD5u4YeaW7GcsvKbWwI8rT+KFAJ/JMT1t3BXCmRu2RJzqzCIOr7AXMJ1Mj/fNAuhQaGhsh55mYK9UKTxiJmCfp2n98/8J1nmiYzLmI1zUiWhRhP2xs/i87bx8a5XKF4h0L+rFg4pyMS/J53FGnwVegrLkuN2291mlm2MFYZPboyd533n9Dy9pRANfZxfgKutGTyyvXJEMaXJwNdlJ9PpGd2Th4CCPq4TbLeI/FG3iKonpUkkzO3z6xOmNCVcU1EQhNRPPrwdCo1CmBu9bdUZRIrXxG5U2ioVzr2hx9fSimMmWDNSd4ltOKtiLPCS6huK2oMSabM7GKp7LBlEild134zVRKnebkVVVZzTfThytYmf1JjHHQ99LqX7OoY/HIwVp58CnDlzJuWE8aHU6cmmNCVCIoFVz5i+fzc0IkTo0gy8wxcQegvTz1ng51lg7v6uzbKEeGRSbPSfnp6eVNd0MIiiSF5eHvX19RQVFfWKqHQ6XW939kbQWHeVjcUeUv0RKq+2sLykLzrQaMvC7MjjQvXPE24/pxjARzCksP+KAUU0kGHwMeu6vIXagJlHP3MVaGZe5m4A2kLpXGify+Gm1exy34Fe00mOqZLz7jqeXHm097n6nNsQJBOdta+QZusTUe0/r+OlXWYWTZMocNWT7ojt88lrGoLODhzA44t+hKxEGJc2m+h6LRcunOfoyUPs3/0BoaiPfe5jNIXOYwZCtmv4IxYyq++i+co+KmihLGhEDEZZt3YDV+UWjndUEdaqbHvEzF2Z87m8+ziq4qWgs4/8qaDwq892kN+k5Y5yO4pyO+9eOs/57BYaoicpuK6g+5cf/w3/8OVfs3mbiNffTnvuDsLmBvIb7egtfqo/thJVI2TMDdB6ykjuongBXKzzlBy/UpYVcoSBU4alU7tYOrWP8+uP2HDpm5EU/w3FlCbC1XqVLEvqb6z2nNExu3BwgVV8SpMLb5d9QEpTIrxxwM4ts92kmj7zi325ZC/pjrlNEVzFGnwVOibeEcLd7fagGvzkL7xxgVG4YWDUbiogdlqxZiQvsHIWaHAWBGNNjnId/vM2otoA+Usicf6+UzKXo9UOUriOYQzDYKw4/R/G8ePHaW1tTflIv7a2NqnI0+tTmmpra5Flmezs7IT71NDQ0Kuc74/SztI4Lun1Cn4ASZGQ+3lhfj+9rzDtgV4jc9f4cuT0dGpqhhdrlFVUcFd5Oa5AgDaLhbfKyigv7duPHuupHvSIqHqOcSgR1VCwawO4rDfh4yPq0El9nbmM4gXA8Ob7JoPImikxC5wrjQrbLthBlZmT58dlEbGaB94ouAwtLMnpU967Owo53zobjWsFv7q4Dr2mkyxjDTNzN2IJVBFp2Rf3/JnFIZbNsPLoqnpe2RsrqLKtrZxoTyN3fZTSjAWkWwr54cf34msPkt+1hvvv/jxfnPskU/fOYu/p9znx5jGmSCXU5FZi2dAGaafp8svMXLES8UMv37TvZrZlESezQ/g9Uf55+Z/z75/8jgOnjlA3y0egIIBF1qJfMZ6u3VcB+GhFGLkzzB3lMWqIKIrcyTQcTRVcvvU4NXvMaFQd+lwvWZNFsrWzePPNN1m6ZDmH5R/T2NpA/QkVS6mPtGINlPhRZIWagzrqTocQ9BL5/RTbdYclXDP9JPN16jkg8s0FiROhoI/zC+187xUHRoMOj0mDs2NgV3akMaU92Hwyhyc3jCz+MxmcrsvmqY3De5DGUpo8gIeqRpXnPs4HRJaVupk+buANdUuHi6Ks1BdllYodlyG16U09DQFJkihc3JfSVN2d0mQs9pJROnKBkRxWiN4EgVWgVSaqH925FUWRgoWxmOagV6Z2lxkRHfo8D/ZsLWuXDeuzPoYxDIqx4vR/GDt27Eh5YQr0RqCOBP1TmnoERqIokpOT03sh7vEgHQ6Juqll/rLYz9381MJBlnHpA/z01VeRZRm73U4kEiEcDveKpXpQVlHBI3v2oO9+PC0Q4JE9sc5reWlpnMCqB8mKqIaC3+8jXRqdBc9QuOhWyDV76F805ExcQVfQQ1vd6aTXmZAlMiHLj6woHLqs53xdhIVTvH3K+0GQa65mR7mPu2a9TbpdpKGzkCu++ew+5uH9nS+g5Rtkm6qZ6DhJvvkKr+zL5P6lTei0fQXVpRqFn++3kIWNRZ+fSmXbKWQlTPMRC7qVu3hm726mZq9g/ewvc8ptZOGaW5hzSc+ko3N59cxZ6vLbOd9czYLFq/B8OZ+Fnmy+mLOSp69uYff7u9H99jLhO/N44EgahdV6fr2uk8ysHJ51VBBurmVeNItmexTzO24QM+KO7+PiCvLnSkAXKF2ol2aQfmE2PrmN6sxX+ZPFXyXL8y1+vOtR5FY7ObP71PCiJGLJi1Bs0WDNiVC9w4qgarCUeKHDji0ruc5TfkTf22EeDk6njXkzS9jVWcat73yAVu4rUEcTUwo9XV5Nyj1IQ2EFaRQG7kVZQnehDFuOmdh/JQOdGOD+Jc2YDCINbQo2nSel+wpwuEIinBEg1d3Y+mMa7JPjBVZxKU2nNcOmNCVC3QEdOQuDJCvcShYtx60Uroq3RBsNTHaJ4nWxIIvGcwLBE0XMeaosJfs4hj9MjBWn/4OIRCKcP39+QFzpjcLv96Oqo7dx6S8wam9vp7q6une9kXQar++m9qCno1otQ3GCqY8nYmPTpk1s3rwZQRAwGo1YLJa4C6qiKNzz8su9hWkP9LLMXeXllJfGBFa5ubnDHmN/EZXNZhs2sCDkqWHhtIG+iDeKWr+DtZPi7YGyJ62ioWIPqjJyr1pJFFk6MYrRZuLOhW6e3ZaHqmpYXFrPnAmJ1/OH+7iIueZqisdPIm35H9P6yVpqqy5ywTOH/Q2b6JQtyBkRDrdWMi5yniLrRSRR4WC1iykPgCUjwO792ygruJ1J4c9xpevt3pHfuYbdzCv8LPmWIia95+XQqigXx8HGw3MoqpL4K91O6tIjdDXUor3iI/riPuTlQRZsuIuzjTqyqeXljAYmT9WjVAW45S0b5x7O59xqC0eamjn+2g4ejkyHfjTusCLjzmygQBGxtszD7JuIbAhwoeoTbIsrqT+o5zsV32TZ7M9i0eQRFQamPHVcjTkNgIQ1K8b5vbpHoaminaigJ3fJ0LGX3voIM6zJ2T9tvTgXXe463B0trL37DQJ5UawvgaYFvBaRbfNdqM4Ay0fYTfvwqJXVU1IT/9kfr+xN455FyVljDYaNc4NAFd6Awu/2ZhFRTFys8vDDx4cXmo0U718pIHvtQAHajULxWnHOH/w1zpkBvSKqAzo0ihmN00Pu3KGLZFEe3AniRiCqmpT5mfYgc7LAwhl3pnTNMfzhYaw4/R/EO++8c0NF5GBobW1NmTq9v4jqyJEj5OTkUFVVNWIRVQ/6d1T/qiXA81nQz4GFrqjEXv9nuK20lI8++ijO7L8/dDodDl/ii4ArEOjdZ6PRSCQSGdJK6noR1YSDB3ns0iUyQ6GEVAGb1p/yzpMsKwP8Qx05UzDZsqi/uHPU63oCETIsHRRk9uWIbz1u5OmtGeiEDu5f2oyt+wVIxEXUGGJOD9FgDZmmejJNsTWOV2io7ixGr5nIseaV7HbfhkaI0mYIkKOtolO5jFhSx4HmX3Lvpm+wfNat7D72EXuu/obSeVmMS5vN/o8PsD6cT+FWuJIns2thGDncwWNrvsWyuQv55hf/FOe8fP6+q5K2Rg8TMzJx2NNA0GAuu4MW2ylO76rnp0IrYkU6tvHZfPMb3+Tf99cgVyl8X9iNIQyPC/P5nfMkU6bMwXJlPBF9C82F7xHV+eioMJGukyhaEcViuMTsSX/Fc9+MImVqaKsJ4SqI3TgqioKqDnwPiV1W5n8xiBLuwr3fgKjq0aX7yU5gLaw5Y+KuTUMr5GVF4oPKz9PQlcGdJS+SZYp1FUPLxTjx0zLa2H9ex9NbYgKjexfWJ9WRrWlP49ay1Md/dsg20myp4bHaLSJPrItZyH3n15k8v6MIVZW5c34dOWk3/rmTZQW3qiGf1BanoUCUqCY55b+uN6XJS1ul0p3SFMU1M9Dr89uD9hoZrKkx3e+P+lNgGucl1d3YLreDe778hZSuOYY/PIwVp/+DOH78+KgKvOEgCELKiydFUcjKyqKgoGDUKU096O2oNsELjWe5p+QomeYQbV0W3rpahloUi+Bta2sbdI1wOEybxUJaYKC4pN1qxe/3Y7VaMZlMiKLYKzhTVZVoNEo0GiUSifT+1zPyvjMY5JFz5+KoAg/vjgmIyktLaaqvoSythVR/oR+8qmN+YYD+H8mciasAqL+0e9Trnmky8pd3x3e0NszpZAPVBDoVXtmXSZdioiS9mctN9gFcRI2pCFVViHbG2/hsOZWO3Srj9x3g/qUfoNOKXG608ivPSjIDBTj985AjUaoqA/xk63+wYOM47r3jAb6g/WNOnTvCoQPlRLfXgiHGB55QJzGhTuL/rapj15H9VL15EHdUwNxZSuY0gXtfOcDqd17qHcJG9HpeWrGOrvlfRjWdJRRogbdO8WPPv7Pyj+9nyt+d57zczobMabw2JwiOaajeehomvwK62E2A+xjYJvWNYH2hZjpMV1i/8rM0lPyWysMSNZdsRMUAigYyZgW4/nUX0cY6whK9sZetVxWqt9lQ6Iu9VBSFPFEe8nNZ4x/P9tp7yDdXoNRvJWvm0B3OJVPCLJlSE0tp6hZRZVpauXOhL+Hf8QYUjFJqOZYAFbWQa0u9B+mOkwbuWdhO2aQIsqzw+gEnnpADl7Gde5d4Rv0d9+v9aThmx3/WUoH6Q0YKlo88Lc5VrMFVHEtpqjukxXvGFpfS5L1go3BtfNJaKhBptpGz9saCHBKhxL4Mh92R8nXH8IeFseL0fwjV1dXU1NRgNF6faXNjcLvdI+aaJoO6urpe79HBUppycnJGzJ9956SZo60PxRXpG+bExurt7UN3Yt4qK4vjnAJ0SRJvzp/P1atXKSwspKMj/mLco9iXJAmtVovRaIwrXu995ZUBVAFDNMptBw7wmlaLQWmK8xVNFcKYsZvj/2526XLa3ecI+QeOmJOF1cqgJu8Wo8gT62JFxfGrEr/dFUEgj1vn1lGQ2Z1yZJ1ENFgNSh+fUFEUbGaBr26oosWj8MLOHGRVx6naDtIfOsb0yY+R55jIzLx1vLT9/3F+r59TOxs48/ErpGe68EfrcR93U+Cy8nT0GBkdWu4Rp9GRY6BwygTuUqbwdOtmJs/Lxl17ku9+8hqlVZVx7EBdVxePbfuAyxXnee6OB/nch0ZytbP5q092o7Eb2L2gFVwT2a9C4SWR4Mc1TI6msdkxHXduA8qKGqLtLpxz4ztSL777YzbM+haezE4iykuAl1AgyrH/FpAiDjoyvWTPiJ2bhtMKxsKB1j5p40XSxsdiL+sO62g/aaW5ppHvd59rwx4lNqJvjYmafA/CRxPupto/kTX5b3DgZAu3z/WQLB9SpxX5/KoY5/dqPb3BCWumuplc2DeZeeVAFg8vT33857YzeTy5oSbl615ozOSpDbEurySJPLjcC3ipaVJ57uM8QMPiCfXMGoSiMhjOBTOxpKe+SNegR9KNXrQkiiIFi2MCo56UJhQN7c0dFKd6UhNSUEbBER4O4Q6VRZM+k/J1x/CHh7Hi9H8I7733XsoLU4gJfQbjWd4INBpNQr5pIoHRSJKoEgmsXC4XwWBwWI/TnlH79Wr9QxMmoFQnHl1Go1E6Owcfvdm9icdnmaEQZWVlBP1tnJQVBDlArrkdk9qEQWlGZPQ+jO7WCGZxYAfDkT2JuvMfj3rd83VRFk1JrrCtb9Xz7XvamVwg89p+B60nnDj1Hr66cgKy/2Lctq/tc3Db3HpAIN3RZy11//N5GI4Wsnj1I7x45C+p91VgJY9FtxsoyprK9ou/4HxLIwbvOFymSYhrLRi04I+qPOttobbJzb0lD6P7ZS0NbW1kzV3F7cH3BxSmPRCAksqrLPjVLzhYfBeuqTqKiuYgaSR0mS7qPjgKGDjhqeOHulsQtSJTO7JRLiq8ePYEL2XtQ9FpyVsc7uXDVpxo4NuPlhAMZ7LnyksAyF0q+XN1FC7103QRqj+2IisR5JDAxNsHfy+JkkjBkphiu+MtO/9xwcGdH3h4fH8TUvdEWWoB67MSmXe3suyuH6HTyLwfLCJvBNY+/TE+B57MiQUnbD5mY9fFNEwaP/cva0FWjDec1HQ9rk+LSxWCIQVJSHxuCzIFntzQR1F5ZlsmWiHAA0ubsRiH3o+aZpV2Y5BU3743XYyiy0qdB2lPSlPtYbBow1RvT0Ohi+yFnSNOaUqE2gM6sheMvMs7HAyeUtatuDWla47hDxNjxen/AFRV5aOPPsJsNo86pSkRwuHwTYnp9Hq9w3JjrxcY9SRR9aQ0JUJTU1PC8AGr1YpvED7p9SgvLY3jgwLU1dSQljY6n53BqAJtFgsVF46zdHwIQWvGHzFS11WIpJ+C1qBDFAQENWagr1N96JUWjEojeqV52K//c00O1kzyAyJF5zqYtduLyRdFeKUMzb1lo2YQBLCwcNJAg/xEqGpP45ayakDkgWU+wEd9q8JPfrmNrvZzzLFLzCuNdXbbOp0UZMa/PltPGchYrPLYvQ9ywbODfZvPEJ1WyJ9+4Vu8fe6f0Ygavr3hLf5l612cLj/PH2+ZyGRt7GbHZ1K4XKRDLNFz/PhxDk4MkUMuoljPLe++M2T/UADu8Tbxd7fmcL65GcPmBh74+ld4K3iAb4cWoygKPzNHEKP9wglEkcYML/O+qBIOhXotcHTZ7SiCzIXG/Swd/0Dv9v0VzZmTRJjkJxSQubY9ubjhUCCKwamQvyrC3e+29hamPdBGZFZv/4Tme0XqmhVchhvnboqiyC3zA0CAdr/C919JIxAOsvOUftQpTYnw7mEL62e4U7ZeD17Zm8EDi4fv8m6Y0wlU4QsqvLY/ky7FzIT0JtbPSVzY/upoAXmro8OuO1KEahwUrku93ZXqt1O61gv0pTSJUSOi3Ufu3KHdN4bCUFG7N4Jp2StT7tk9hj9MjBWn/wPYsWMHLpeLlpaWUac0JYLb7b4pXVOPx9Nr2p8M+guM3G53b7b99ccYDocTeqaKojjA6H8kEAQBq9U6qucORhV4q6wMg9xAhtAMMqQLxD49UTh+BdrDdjQagWnj04jqMgloCvFIU1EEHSAgqJFY4ap40astGKON6NVWUBTo5ggXnetgweZ2JLn7RqCqioKf1OLeYKdqqnlExxGWFezG5C6W3oCCQRw45szLL+Avv/LXeI99jffelHh6ay4BbzsOy0B+4SfuPLLWyRS5pvPK0X+gaKXMiulL+Nmr/8SOfR8A7/LklxsZlzabxgqJydqs3ufagiLKqTpmzZnOrY/ez1/c+TW65qwj2HUGXXj4MamgqoQCc9GdepVvBefz8kcfcli+hsHgwOBXWRcthutcIaqLW3AZxFjyTbcFzvGXFQy6KG++sJ3p37qld1tRkAYomhvKDYxb20Uydw4Nh4wULlQwt03H1ZK4o6/pPqXvHsvjS2vrSGXx5LSKZGdaeGpjDYcuanlmayGoXdxZlnxK02Bw+9K5My/1AqtOxYLdknzKgM0k8vjaFqCF41clntmaD0S5bU4deRl9x+hWTWSKwZTuqywryGrqlf89Ubs9iEtpqo6lNAE4pntx5CRvdt9aFUV0pl5g1dmo59a7P5/ydcfwh4mx4vR/AAcPHsRoNMalNNXV1SEIwqgERj3o4VPeDIzmDl0Uxd7iMxQK9SZR6fV60tLSBniQ9n/eaDvAHR0dN9Q9HowqsMVpp0R3OeFzYilNXgIhhcMXgqhiMxlGHzO7DRMUQMZGUJNDl5hOQDMOjzQDRdASVQQKZ0W5Ksjcsue5vsK0G5pwlJm7/Vybah5RuXK0WuLJW6pIpsh57UAWDyXgIkrWSQDIgUusnR1iLdX857uZIIZ5emsh41zNfGZ+J8GQQgMqBWqUn+35CpFojI7x4Qcf4S3YSfH62OuZZ53K6R1XuXatgZAYxiD2vVe3aa+RfkWi4sXn6JjiJDMjgEMdPkSiB1FxL9YSJ8eCMiGrhp/+409puON5/jr8Hg3OUgIdXczTxj5v+5VrhMc1cD2nMz0jg4K1XlaOn8Ibr79J3TEnza2N5M5u4/rqNpnOkzaYiaVtJpm5WYgNENG10+404mof2NVrcWj46kel5Hb44lJ2UgFZVhCFWPG0cFKEhZOq41KaMszt3LVo5AKjVp+CRUp9t/BcpUCxc/QCqznjZeaMr0WWFd446KD9hBOn0YPe0IVmfLwHaSpQd0BL1rzUC6yuj9rtD2ehBmdhT0qTHv85K4quI46iMhgCl6wUrU9tgQ6Qr11AceGElK87hj9MjBWn/z/D6/Vy6dKlOOGQyWTqHYk3NDRQXV2NoiiDpjQlQktLS8r9UiHWjbXZbDe8jsFg6E2iam5upry8vJdbej2X9UaK0+bm5hu20UpEFaDuDDNLhn6epV9K0+WGKNsu2FGjMnMLAqTbfOiiPojG8zd3XLKzYmInEcGKzZv4Qm/2RbhqfLj35xh9oBNJ7UCr+tAp7RiUNnRqa+9lzGjR4rQmV2yEB+EiSpaJAHGcU61ez5c3NgEeTl/T8PTmPA5d6MRyi5/xaYuZU7CJcw17OOv+hNOXyikuiq07MWshrkw7+099QMFXHPxr3XkcmiwsUSMmtDi1s5BMBrrkMGkOPZHmSq62NSe1/wChWj+ZWgPlmR66TAK/e+klujaqLOYWLBGJs95ODofr0PgiNEjNFEzIJhruQJGCICoEWmQUQ+z8B5QWnnrq/9Dw/uvs+GWAYJWWa5Uqzml+HHkSbVUyor2786SAKFuQIhaksAtDRx7aLheCokXRhGmPVFIf3U36lFgH+M3PGXnk+RD6cN9NSJdO4J2H7Ei2ALfYU696f2Wvkzvnx7sw9E9pulYPz27LQxA0g6Y0JcLrB3J4bPXQ1lijwa4LuTy1qW74DYeBJPVRVOqaFf7kN9nYp9pRVS/pE1L3XSmGLZhdo5/0DAaNqkOShqZgxFKaYrzmoKcvpclQ4I1RUK7DSKJ2R4JoRGV24dqUrzuGP1wkXZwKgqABjgB1qqreet3v/gLo6edLwBQgAzADvwayiTWQnlNV9T+7n/ND4DYgDFwBHldV1XMjB/P7gLfeemvI7mZP7rssy9TW1qLRaAakNCVCMBhMmbdpf0Sj0UE5o6NFRkYGXV1dZGdnJ0xpupHitOd8pRKKomARR8YDLMnWUJId6E1pOtlgwSj4WTShz04o0BlFUoNIRJDUVoI2DWbfwItc0KahpPPF2L4AEex0iWl0aVyEBRudUjZtghFF0AICiqKiy4vy7CkBgxTGqA2jFcNoNV3oxRB6qROD2IlB6qC+OURejsAljx1VFVG6/wOwGFzYjecJtujRixmUX1SZWRyiMZhLOGrA5NKzeoGeVmsRK6beyoyCMto9rXy2eAVt+3OYtywP9zU3QlTD+qn3cfFILWW590FXJ+G8VoKm09TW+/Ac1lPamsED49fyzhwvfxFaRHhfJX+zMERYp0M/zGi/w2DEWunhMf9sjodraXyilKamFk69tZN/ltbhy9BSl6XBazHjT4/SbtZguFaMqBGRpG4fU1mgJFOFy1BzReIHn/wAjbyMVdMjiDoVVFD8oJ4XSFcEJDvQ3UhXhSiqGCGqCRE2NuBLP4LczRut/thK4bq+/S9fFpPi3PWqF1drlLY0DW/db6d8mYW07XrmzUs9D9AbdpDtGnyMOy4HvpoTExhtPmJm7+V09EKAB5Y1DymgiqLHoLsZAqvU8+btFrBPM1O4JkD9aQ21O2zIQojchSF0ptEfg7cxApbUd4+bzisY8kYmsDI5+qU0nRWo/thKlDA5i4K9IqqRRO2OBGpDDnc+ODbSH0PqMJJ36DeA88CANpqqqj8EfgggCMJtwLdUVW0TBEEP/JmqqscEQbACRwVB2Kaq6jlgG/BdVVVlQRD+Bfgu8O0bPJ5PPc6cOZNU8SRJUm+nsSelCcDhcAwQUSmKckMczcEQCoVuyro9xvr9RVQej6f3GCsqKpg5c+aI121oaLgpUbBN7musK/Qwmi/0npQm8NLsi7LjogVVEClx+rjWZmZZaZCeC9DJFfZ4zikga0VOrrD3/iwCerzoFS8oVxP+zYPVBr52a7ea+VQmzZ056CSBGeNUZMx0KUbau9Lp6synPmQh3RrhTKuKgAqC2uc80KmiVO+ky3srUQUCog4zMtW1UTRCFI0g0xWJYjDDwrKlvLvveS5UH+Frt/2INSs2UjQhj+z0An5z6Lu8ePVLXDnZiBoVyRrXN043OsC+dzrf8M/jxXN7ONQRwDxXwHtrgExtFm+seYoHN//HoJdoBfjd/KXoV07g58cvE2z38f2//Hc6nj3Iv1ovYOoyYGqF7NbYxflZ/QGav3gIs0uirTpKoMKGqqr4PF3MuDf2Xp+Ws4qvr/hvHv7ztRgn1cYVL4qicGmLiNakolG06PN8ZE1NvHeyrKAkMHovX2bpLVJ7EA4pFGlS7zlZ1aiQbhrcL/h6bJrfAXR0pzRlE1GNTMxsZM2seOeM/ee0zMwbvcXZYHjroINNs1KfYPXzfTlkL+oCxAQpTSakNC85s0cu5Gk/ZaVwbd9nOFUI1dlvSGCVNU2AaX7ksELdAT2ibAarF8VvxpaV+uJ/csaKm0YpG8MfJpK62gqCkA98Fvge8KfDbP454HcAqqrWA/Xd//YLgnAeyAPOqaq6td9zDgL3jmzXf/9w+vRpmpqaRmwh1T+lqa6uboCIqra2lvT05Pl5yaKxsTGhYOlG4fV6BwiseopuRVGoqanh8OHDXLt2jYKCgqSFYrIs93aeUwmr5CfdduOdhgybhnW2GN/wRJWGs9WdgJ4lE7ow6MRe0VOvWr+oiDPLrFTlJS9eUBQFi6kLqz7GKbunrBKopNWn8OahLKKqkWm5jWyc3oUsKzxfkcs9cxIr+vW5d+Ba8k+0bF9Ae105f/tbF//2RFvczdXfbS5mzmPrCVDHueir6AqNZOWm8/Trf0vtRyfYMPnLFOYvYF/LW3TVOihYG3/BbavpYmqlFp1BQjDpWFG2mC6zhtP7TmKKptFeOgPtnXdx+wcfoovEjzi7tFre2fAFTnvDfGm7mQ9W5tDVaeL7//Q9Ol46xmwle4AQ6tKERiyu2GvpKtTgKuzAfUxB9Uep3ZFOVOdnzRcmIIoigQ4fVls4ro9Xc0ggqyyCPVsCumg6T3eHqoussiAme9/7pO6ARMbc5LiI/v0Sn1teS6qLnA+O5w4IVkgGsZSmWPF5pELLM1sLgAh3zHOTkyZyoiabpzbWpHRfARoDTsbn3IQiXXbgMMWL/vpSmny0VSpUb7ehqAquGf4BKU2DQSD1kxpZVoiSGkcFSSdStDKWRFV3tovaIzIqNhxTfTjyUtM9DbWLrFn6v/7yPYb/n5Hsu/M/gL8EhpRAC4JgAjYBX0/wu2JgDnAowVP/CHhlkDW/DHwZuClj6/8/sXXr1hvyNhVFMU5E1SMwamtruynnJpEH6Y0iFgOpDvqFLooimzZtQlVV3G537zHqdLohC09Zlm9KlzcQCODSpL5DZNQqrJkmMi69i/1XDKiigTSDD6aaqZpqJnfyGlY+/gKNP7kNak8mve6JWpHbF9UOeDzNJvKl9TEO58ELMcX2iUtevn7r4IVLtKMSAI2pmNcOVPLljc1x5uczxkVwKxLFQTcfnv0JAMVps3jzwxfpyj9Bjk6kybqTW2b8P55+2UTteQ+CXRNngSPtLcKc6eKZJW0oxnzmnRFY8H/uRYyqfGa/kZezGtl2Tc/Wu75K2jgzStciTLYT+DdfYIZs59rsNK7+ejOSdQL2DoGM2dNpqW2gzaFyJtTG6WgLd4ZKydM5uSY3057tHuBxKbc7mHmXjx7z831vVfLJC0/S6neTw3XdoIANe3bfzULmFBGm+JFlhbr9esSIBSxe8soUxLAd8xDj9P7IR9MbI5ta3HjxNL80wvzSmu6UJhctASvnrvpQ1o/eyigRmtoV7LrUq8iPXpHoTOvAMcQ2CVOatH4KlsiDZs+7j4F1ko+UC6z2ackqC5Lq0Xuk3k7Zl4OIYgD3EQn/BTuKFCBvaeSGRHhp4ZnMm7UwhXv6h4vc+gz+/h8HlE8pxXP85U1dP1UY9t0vCMKtQJOqqkcFQVg1zOa3AftUVY2bIwmCYAHeAL6pqqrvut/9NSADv020oKqqzwHPAcyfPz/1TO7/nxCJRDh//nzKREsmk4ni4mICgQBtbW03lNKUCM3NzTclWrWurm5YDqsoikQikQEiqh6hWEZGBmZzvLVSbW3tTemaBturuWVahFR3tGr9dtZ2e5v2iKiuNsZEVKhR1jliNjoaaaAP7JDQGSnJG3qTRZMjLJpczU+ihZysFNh9yU6WpY27Fnnjio1ox7XYPpiLCUXNTC5sZXJhbOS67YSJP37WSZcrwCX3cXTd3MRLTQep3XGe/DWxnxePu5sLjXtBijDnYZUuX8wCR1VVCie7KC1dQXS6kQlnQlSducg+s8BP7nmHp37417yjnEE84+Uf3HN5tzjA0auV0FiLdkkBU6N2NnUW86yvhUeW3ca2Ig3bzhzmAcFA2UWVzvUzmVqtY9Fhgbeki7Tqr7E3eppxZWH6f+2FQwrRfmbvZpfEV+5+lN/9/EMynFpqd9iIqCFyFnaiyCqKLnGykCSJFK2I0Tc89TLn39Tja2nDPBFcBUN/5r2VMosykrdNShYfHTGyPEmf22QQS2ny8OudAl/Z1N4rolo83s2skhsfFb9ZnsMf3QSB1bsVBeSsTc7qaWBKkxURCWORh4zS+NdRbrfhmpv6Lq8oWzDZU3+j3Ru1C+QvAPAS9MrUfGJGo+ow5HljN1sjgKqoTM1emfJ9HcMYkqk+lgK3C4JwC2AAbIIgvKiq6sMJtn2Q7pF+DwRB0BIrTH+rquqb1/3uMeBWYK06nMv77znee++9YY3sR4OWlhZmzpyJKIpxKU3QJzAaDTo7O29KN1YQBOx2+5DbJBJE9USn9oz929pi9z89xyhJ0k3hmzq0/psytiOBL+L4LA3js2IiqlNXvFT/4Ad4r7Yx1a4gJbEPvmCEDOvgiUX9UdWokGVt5/5lfsDD1W7FtqqKrJrsZmqxiir7UMJtnL6mZZwrXkW+fnaQiqYMHl1+jZf3Z1EXtdPiDCLrVbQ5HkAg21bCvMJb+cHWO9FErJgcXkw2kULjVEzeiYQ8XdS0XKLojMq5Lg1/rCtDjIr8zKbh2OFyuoQoF8INRB/dRIPvIPeVZzM9ks6PO5uozo7wXMcFOlp1XJlu554770bzN23kftTE09GDfKdmDYfXKrx8p8rtO6bhCIgcnHKS2t1WRFWDaXxMse3eryevm4vYA6cxj86wv5u350MOKdQdNtBSEWXWY2GGK54cORIeu5ZJd3bReEJLzSUrUbGD/KURpAQCIv1lM5s+k7oisgfX2jL4zPzUe5B2RGzMmtDOrAk9KU0mntmWgV4McN+S4VOaBoOi6gaN2h0tFEWhThEZDTkpltIU+zw1nBap/tiKInSRvTDGv1VS7JcK4KmTEayp7x4PFrVrskvdfr39KCpCmKz5HXEUlcHQ5bZz9xOPpXx/xzCGYd99qqp+l5hYie7O6Z8nKkwFQbADK4GH+z0mAL8Azquq+qPrtt9ETAC1UlXV1H/KP2U4fvz4TelE9qjbYWBK01AiqqGgKMpNSZpKVmA1lFpfFMXeY/T5fFRXV+P3+2/KuW1qqGGBq4VUd3IOXNUyL39wLqIkiqyeaWPjn3yHV//tKJt3mxEEiXEOLxOyB9+XMw0m/vzuq0nt7/VcxPH9FNsfHjGz61I6RjHA1xafZ9fRdv5ofvxHtMUTG8FajCJfXNsMNHPyqsTfvu3COcVCIKMD0S7y4dmf4K5pQjI7cNatwRDMRzF5ac3/iGv7ohRs8nFlkUz9LhN/42ul5FIa+o2TyG+WqD56hR/99Z/ySvV+wqKC78npWArnYtj/Cou/tBrFoGHzBx8R8QT5xTPP8fXTaei0OqZaCsnvspG/HU6VRnhjQwjj0QbsC3y4xsW6X+4TItXbrdSeayd3Ud/5KnBOY8f7hxi/0Mypbv9zySBStCKCELYiJenrKRCjxOTNVwEfoUCU2j0mJEGPlOUle1pMfKMoCtk3IePcG1DQJwhWuFFcrlPJtsYLrDbMCdKT0vTKvkwiqpmSjEbWzU7+uD45rWduUeoL9N/sd2GfHeRGR+/ZMwSY0ZPSpMd9JkReWYTrvXJvFJ5zNgrXBkj1d064cXiB1fUUFaHLjGDzxSgqg9wcT7AvweUaXRrfGMYwFEZ9RRcE4UkAVVWf6X7oLmCrqqr9vxGXAo8ApwVBONH92F+pqvoh8FNAD2zrjjs7qKrqk6Pdn08z6urqqK6uTnlnr76+PmHePQxMafL7/USjUfLz84ct5Gpqano7lalEQ0NDUgKrZK2kbDYbNpuN6upqNBpN79g/mWNMBgbVQ3Fm6nmAEcGKwzJ0kR6NxgQRudlprJ8S696cqhLZftGGoIRYNC40wObHamUEnafBuYi39FNs/+znL7L/8AWKVUOcYvuNwzk8ft0IdkpBmIypVnJXd1B7SOLIqWZqnFco1D6A0WWiS1PDl7/2OJ5wLT/88C2iQoyyYHJITLgzDFyl+sA4bPoOmg4dQxPWI/3tHpxrIoSMItk6O1/42V8zefIUKi9cxn3gPN+pnUQ02MWzdwv8wnGOhvYW7EEtdH8sZlZoyWkWeW1tGuOMK/GyN3ZeZwu0XvNQYBFwH9QjqkakNC9f/trX2fzbYzQZNsedk8ZzKob85Kx96o4O5CIaLBqKuztUzZdUqj+2oRBBQ4An5taT6iLntQOZPLisKan9HQm2ns7lyQ2JE6xsJpEn1vWkNGm7U5pkbpvjjktpSoSz7iye2pj6Lu+ZQCbWjNT1PnpSmsSoE2tOe0xEpSg4pvtGlNKUCD3feSmf1IRGJrDqo6j48Lr7kqjsk/04+1FUwkGFhaWfTem+jmEMPRjRFVxV1V3Aru5/P3Pd714AXrjusb0M8q2rquowlub/e/DOO+8kzJC/UUQiEXJycobc5vqUppqaGjQaDXq9nqysrITP0Wg0Azidg6HCWEG5tZyAJoAlaqHMX0ZpZ2nCbXvG78NhJD6nPQKrvLwY0bJ/EpVWqx32/AyGcDiMhdQboje2y5jF4btvihzzxhQ1fYKcmUUAPkJhhYNX9URFI06dl7nFApfqo8wrTW5/k+Ui2i0i6Q4tP/qXv+bi+7fy9JYCBDXMXQvqiSYYwT6/NwPX3A7M/knMzZmOFLER0jRz9sRJovZGTMVedl0t5KGyf0I9P5PcJafoX+RYGxegs2fQOvlV5CkyNbu0fLu9nULrUu7dYiTrg4tMNRhZjoWDnXUcOl6OzRjAKRvIupKGdv5kWs7v4ezsU3yjroXx1zL5kn8h2pYIR91vMNu0nsxr99Bc8B6qFCZw2U7R+gAQi4SkMZfXf7abgyc+IcfcjjWj773a5bYlbe2jeOy45g0+ms2YKMLEWIfq6i8VPpKKyTAP5PzeCMKqadTj9cEQ+6wJSe3jnPGR3pSmNw86aTvhwGn0cM+i9gHim1BYQRKSo6OMBHUtCm36ECML/h0ezRVRtBne7pSmbhHV4Z6UpgB5i0cnMKo/psExJfUJVrUHdOQs6hzVuvZcDfbcWBJV/TGJwCUbUTFA/tIIhrZS1j9+6/CLjGEMo8BYQtRNhqqqnDt3ju7ucMoQDodHPHo3GAyMGzcOgKampt5OY2ZmZm8H1ufzJb1uhbGCPfY9yGLMODwgBdhj3wMwoEBtbGxMukCXJCnpfairq4ujLPQXUbW0tPQKxTIyMrBYrtdpD47WhqvcNTn1/oWnG+2smegfdl0lGjunombgR9SgE1k1OVZQVTYpbLtg43KNhw0LQiTTgRsJF7GhyUPJ5FnYKiKUTYoptr/3ip1AuItX91q5d4kXBYmrvmmErIsY35JGVNtBh+M8QdsF3CfAOD+Kq1BDw2kNv33uXS5uk8nRTyNorSIU8YMCzvq1iL50qp0vYxZjFjjjNkTRB2TUyyqvy2cIqiF0bSq6bAFVI/BD/WcJyzLfCW9h4bkJaG+bTEOhj/wFAlCPO1DH1w9cou14FKezk5bid7A2lZFVeT+tWR+j4Ik71odv/Qb73qhk5mMBLu3X4TllRdH7yZkbJioMHQTQg1BAIZrkOL3LG+WzM8J8fkVTXErTiol1TC0ePT/9aIXEpMzUO0x8cMTK2mkjG71Lksj9y7yAl7pmhed35CIIEgvGNzBnQuw9/uredO5bPDA+90bxwpFC8lbKKV+3s9JB4fq+GxVRFClY1D+lyYKIdtCUpsGgeK045qdeYKVRTMNG7Q4HURS7KSpeQj6Zmj1mFpROT3mXdwxj6MFYcXqTsXv3bvx+f8pH+m63m9zc3FE/PzMzE4hPooJYN7anuBsOR+1HewvTHsiiTLm1HCCuozq+YzyLzIuSWtdiseD3J8ntG0Jg1eP92iOi8ng8vWP/4b5UHfqOlKffAAgk13nSGWPHFO4cWhxRnKkh3+UHxczLuwqJaozkuVp4eGVLwu6NL6hg1CRXPDW0KdjNMqLWAYIG1CiSJJKR7uQbKwPsrV3Fz89MAkFCq7bjownfuI9B6hN7KR47rrmxY8ieAeClvnYvNE9Ff6yMxugnTLffgSKGOeHeTMGU+H0w15RRdDrCbfJ8FFXhXd15tguVhAQLVtGOLCos103gi5H5/HvlFYonTiMQs1bGYBEpWN+JKtow2kIxsYd6mqIZVWTXbWDyxAt0cQSALOt4Fo27m9e9TxFSfRQuju1roFWm/L9VMgtjHbPrFdvXo/6wnoIl8QKrwSAfN/DA+hg1Ii6l6aiZ3RXpGDQB7l8ydEpTIhy6ks1Tmwbaid0oaj3p3LagatTPz8sQeXJDrLjddtzAM1vz0IpBvMHko3ZHgjrVRKaUWjmDMkiwQg9iKU0hIDRoSlMihHxy0jc1I0Esaje1Ba/BJpE9XeXxO/44peuOYQz9MVac3mTs3bv3pqjINRpNShI5+idReTye3gQrm82Gy+Ua8rk+IfGXXkATGNBRPTP+DGm+tEFH/v3x9NNPEwwOf1EJBoNJdVj7i6j8fj/V1dUIgoDFYiEtbSCZv62thfGG1HeejlVCabqPZAoXgzVWWIcCw1sM7buiY2FxEJtJAjpo82v5x5dLMJlh5eQaFk3pu5i+ui+LB5cl16V6uzyXrz8WRRC1RMyLOF8ZocpXgpSTz7uVUfLMV7k77zdkGBv55nNOsgvtuPcqWBYp6Axidxdx4OtYc76d73x3OdNcm/jJf/0HLe21nLy2G3TxNk9i2IJOtfLZyljHWxRF7hSnsU1q5bjZw1cX/xr5nIEH2meCBA3+ixSzhGDYiqKL3dy0XImizfSRUSpCqR9FVqg5GKb81O/YtOpOrJW5BCZ8wpeW/hcffPQe7fZy+jsRW9IkCifbKVjrpf60hurtNqKEyFkYwmAZeA41qhHJkJxtUYGgJryB2DSvj/P70p4sZEwJU5oSQZYVBFIfgdruVzAmKQZLBuvnhFhPFYcvwT/uyqJl60QWZdRx+5zUFGgfnTAiFqd+RF5zUCI9yWCFuJSmg3rEiBnR7iNnbnTADWpDuZn85Z2kusvru3RzBFZ52jImjBv+u3wMYxgtxorTm4hAIEBFRUXK+aatra0p80vtj2AwyNSpU3E4HNTX11NTUzOkiMoStRCQAgMeFxAGdFQVjUK5tZzSztJheapXrlxJan+bmppGnGBltVqxWmMEf7fb3UttyM3N7Sv2OxuZPW1EyyYFT9jO3PTkbGIM5lhx2pVEcRoVzNhMfefbZZVYPSkmgCg/l8HWUxacZh+PrHQTVoxJcRE9XU7ahbn810fZaD/5HpKwBrtUQ3NTPRsnvkeRq69QURSF0gIjX9tUiTeg8PKBLOqjNs5WB5j1ufguYqzzJPPevhfYV1/D0hWL2en9PoZmDZJVonaHnajOT8EiGWfDYqjyIl6XmHwqrRmdUyV/RhA2BHn//E7eOnOS6oYW7CYrrvrVtBS9C0Dwmp3CdX3vUVESSZsSBnRUO1/B1bCR9HN3cS27mde2Podlcfzr014jI9hij/XEXsohhdoDOiTVjOjwkjs3tm3L5RgXMRlqRevpKJ8d1zjkNnaLyBe7gxP6pzTdOd9Ntivxa/j6fge3zxt5ItRweO1gFo+uTP3o/cOrRcx5LIIoBtleaWPL1nxy6eTh2VUUZY6eCrWnIY/0tal3QRC7rFjSRmb1JOlEilbEUpraa/oERo5pXhy5MRGVqOqQdKlJherBzRJYRWWVWQXrUrrmGMZwPcaK05uIN998E632xhSciRAIBHo7galENBrt7ZYmEhhdn9JU5i+L65ACSIqELCTu3AQ0gYQ81bzqXfz9x/vJ8nfRZrHwVlkZ5aXD35XfaIJVDy0iHA7jdrt7BVvpYvuo1xwMgZCCqCYv+tBbYh3dUGBokVNdm4xVGnxsN6NQADoIhQX+6oVc9IZO3i83cWtZkKBswh0oprkzj9auTPxhJ11REyoxzmtRfiuzs/ZQLz1AVXUTbTXvEOyyxBWmEM9FtFtEvrI+Zi318K8Kce8xoSCTPieAJV2i5qDEhMmFmKsXIk6pYNmSr7FAfosnttxN+pJaeszP3bvTyM7OpvhQXVzzS1EUOmwhbELf1CBjikClu4PZn1G5dOwM8zOm03rEiX1mM4o68L3YfMxC0eogFqOLbzz2DarOtPPxzm1cOn0NV6dE7pJwb6iA98LAzpPUG3vppa0yStU2GypRgr4oU+9JrmvqbDJRtim5bWFgSpMnZMdlbOPeJfEiqraQk7yM1PMWZcWYcpqLoii4FS25Ysy5wlmsgeIOuhSFfzxUhOO4kSnGJh5b0joigVEwpNBAlFS7NPsaZVTjjZ1bZ4EGZ0Fs4uM+osN/3kZzUwvZ0zykPGmqXINzho9UX+bV+mzuvO+hlK45hjFcj7Hi9Cbi9OnTKb9r7VGnpxrhcDihB2l/gVGPiKonw76UWAF5fRe03FqesKNqw8Yxx7G44vVzp+CZ91XM3bnpaYEAj+yJiaqGKlAbGhri6BJlFRXcVV6OKxAYUYELoNPpeo/x/OljGAwhtp03MifPz7zart6s+6BNw8kVdqqmjlz/e/iagSUTQiTbeTKY04jKXeSdaBry759vSk5gpdNJjC8tZu70NGp8BTx72gxqFIvWR6a5jVxTFdkZe8g01iKJCs9sLeKJDTF+4cLp92F+/P/x7r/8kpd2qDy9pZAZeY0snx57zRJxEQ9c0mKZESV7RgBFVqg9pKP9pJUsYSrpXeNoKnobRfbzw4/vZVrkj3jy3r9mX+ePqPdVYHZJFExcSHtTLe/cu4OPrp6jqCqdJ1rK2Ga4hCajE66LFRXRY7CEKVoRJVJfQ75+Mjueb8GeLdNeI+Ms6Puq0whaHJZsvr7yl+TaJ/I+T1Lra+Uzq++lJuNN3PsFRMWAprtDNtRnuCf2Ug7LlP+3QM12F4rOT8HiwWMv5ZBCnmZ0RU5PShN4qGpUee7jfEBkaYkbh0UmzZT6G6uD5yWm5w3d5R0NXj3swDR94IhcFEXyFytAB+db9Ty5rZQ8UWXTuBoWTxy+oP/53mwyFybH+x0J2k5bKVzTkZJ1RVEkf0FMYBR8x0y4WaD6Yx2GfC+Zk1O039dF7aYKk9JX3BSq2hjG0B9jxelNwqFDhzh+/Djjxo1LaYHqdrsT8iRTse5wAqv+Iiq3240gCBgw8GDegwOOMVFHdZ53HjsdO+O2+/52MF93vdHLMneVlw9ZXPYUyBArTB/Zswe9HPt7yRa4iVCYoeGzkyPIShfRXWHmHW9HH43dDJh9URZsjl38R1ygaowYdMkpvgG6Oj1oXnmdBVvakSKJ/37/sZ0ChIU0QmI6XWIaYcGOLJqJCgZAAFXBmh1CI1xlbcF75JorAYW3Dzq4XOOkUedh+tJ2JFEkGFLQCH1c0VDDZiyTv8vxhnn86EufIIoeDl7Q8fSWAgJ+H3rtQOrB5msFZK/ptsOSRIoX6nBWribapaG88j24pmIaH4UJlzi1+8f88kfvsFD4Hc/u/SqVtZfQBjOpVH5H3nQBpjfQFnLzrf2XaDoRZV7HTMz9unhNF6Posvo8SIO2Szg6l5E/yUXe6nbqj2t7LXA09gjF0x18d8OrmHR2ntnzFc7U76TRZ8MxXqaw5R4My95B0fk5+26UrBntxOyYh4a7XMeMe8NY0npiL3sU2x4yJ8V3xLwHNfzF4lputMgpyhK6gxRgyzETP3rHwLLpEOhUUmojdaw6h6c21qRsvd51Pdk45g3NLbekSVjWxW6CfnU6k5e3WCgUvTyxyI1jEBHVNdmJw5J6cZGgDu4NPFrIsoLeLFK8NsT1KU05ZR0YbKO7RAe98qBRuzeCLo/IqoV3pXzdMYzheowVpzcJ+/fvJy0tjerqalRVxel0jiilaTCoqtrLmUwlesb2yUCSpN5o056Upv4Cox7+aCJeaf+uqk6jozAiAd0XKKMRpk8HoxHXsWNkZWWhqmrvfz1d42g0SkFBQe95uOfo0d7CtAd6WebuI0c4M3Nm7/N6kq8GE1EFAn5cmpgQShJF7rrk6S1Me49dVpmxu4Nz0yegUbqQ6EQkNGSZcbk+SqbJw/VcRAVQMBIRTMiCiahgIioYiAoGvGdaKf3X/4c5MvDvT9sTYdfcewhFRApnabksagAVUY2gUYPoFC8mpRaD3IJRaUZE5vA1+PzqmuvM0EXuXuIDfDS1K/xyZw6KqqOx2cM37+jjF0ZaDyCH2hBNhb0X50WTwyyaXMPPPkrDoFV5emsRWZaYV6eigFsRyOv+K5bWGVjaZuP2XII5ByicFlvDfULk2hYLdRVVfO+9e/jzz/yGv1j3Ov/vP3/AJd9JcuZGevdBMohkzg+iagzoTRLBFoGqCybs07yEalxxHqRhYwOCbEA1xqJn8+bFOlSRgIbzv0tjqXMju3ft5bT4S2o952mrkhFsPjpcZ1EFhczqO2kufBebWSB9XHKdJyHUx0WMxV7GFNsNZwSqt1tR6CJ7YScGi4Z8RYs9gZjqRrBxbpArTS7uW1rNK/uyiCgmSjJHltKUCOGIgpikjdZI0OxRaNV2kThCJDGyZ8QoKu0hkT87OIFsVUeZq4475/dNaY5f1RB0deBI8f66T6hYS72kfPR+QEfm/L7ucW9KU6+IyoJg9ZI7f/CUpkRoOmImf2XqBVaO0HQWzF2a0jXHMIZEGCtObwJkWebcuXO9saE9KU09HqKjTTDq6Oi4KbGiLS0to+bG9qQ0QcxztEdENS5/HKbLJkwmE06ns3f7/jzVz5R8Bs+fT8L1D/8Kdjv83d/B/fdDIECkqorw9u34/X40Gk1vTKsoigSDQSwWS++XtcOXeETq9Psxm80IgtDrM3v9//tDUTLQaoq53P2z2ffPCde1+LqoZDkGvQiiBnWIC4CgRgkXqBi1IpcTbCegIKgyoiojEEGjhhEJowm1Y2pNLIayef1khg9wvMbIojw3EsNzWSWjYciUnkynyJMbYqPbv/jvTH6334lG6OT+xY04rfDiL/6Jux/4Ilx+CegrmFXRzOPrqgEfV+vhma35nLgcQlzqRww7SavbiKCKNBW9TW2lSmG/UXfubIHKnSFmfU7g5LYG/mjbXZRNWYkxmkuBaypLyzbywdmf4A/FeLc9imZLk5Owo4mCmQFqDmmpveABvZ7cxeEYN1GErnCQiVPGE+Iy2bYSFo+7h7k5t/Oi/1XueGQl//f5L9B6WUVBT1dQR+mtMcpF0HkeVVBIr7odt/7DYc8rDM1FzJ4uwvSe2EsDHU0qj5TUJbXuSLD1mIHFExu6U5piIqpYSlMBsZSmumFTmhLhtX0u7i6LTwJLBZ4/mE/Oyr6bj5FAMogUrIr5/O6otrJlcy65hHhoVjXvXCokd23yXN5kEW2145qdei6vGDZjcgzkRcdEVFHAi9cdpWaHDVVVsU/2xVFUBl1X1SFJqRVYqarK1JyVKV1zDGMYDGPF6U3A+++/j6L03ekOltJkMBh6R+XJoKmp6aYIoYLBYG8n9EZwvYiqtraWCRMmxG3Tv6uaa83lyLw8VkgihjvuAIcDxo+nKxrl/AsvsGLFCt555x3k67qiNTU1FBQU9P7cZrGQFhjIcW2zWGhpST7lKdRwiE2T+3LDgzYNZt9AHm7QpmFC6BX2n9Wjaoyk6X3MTvCyKIiEFR0HqxwsG+dFpDPpS7EkWBAKC6FqoK9k0KYhGqgm6jcgJWEb1OyTyXMkdx7OVQqsnN7BrWVNhMIKr+5LpyNipbLlEx796r/R1jqfSHvMx/bQxXgu4vgceCrHzdNbi3AIE/FfnU+j/wzhGUdpOS9inqBwfTGiUcxY02Ssa8KgtCFfNrL77IfYbQ4e0j7E9267n2M1H3Kk+gMaNKeRdF1oIlbCzpjlGVGR2Q/JCGKI2k8saAUD46ZmEZS9FHSu5dGHnyXbVoKiRPk/3/9TjDNq+NeP/xNzMZiLIRyWOfo81O1MA4uPvLIonY6LNJ8XmZV1C62dW4gYm4c8Z8lwEXtiL0Pbddy+MLVFA8Dllkw2zI0PVoilNMVEVG8cdNJ+woHT0M59Sz1Jd+G8YTuZTk/K97cOC+kp8CB1FWqgMEhEUfj+oXxqz4bI1ekoWBwZlPM7UoSDCtGbkGDlqY+AeXh7rlhKU6wx4T4aS2lSpCB5i8NICURqI4naHQm63DbuefwLKV1zDGMYDGPF6U3A0aNHB+2MJkppikajZGVl9aY0DYaeDmIqMdSYe7QwGAy9fFBJknrtmtLT07FYLJR2llLaWcqqjlXoMjN5cflKHpowAWNDA21aLW8tWYJFo8GR4Fjb29sHnIO3ysriOKcAXZLEW2VlSe9zc2Mtc50t9P9CP7nCzoLN7UhyX6dQlgROrrBj0ImsmdKT0hRl2wUbKAozc/1kOWKvvYjC0csRZmTXIo3woxYNB+F730N54nHErr5OUM/f33vZgKQ1cfBKBwvGRYZ8X1xqMfLd+5Lrfn1yMZevrK8BRAw6kUdXtwFtnHd7+Jd/+QERTxGrcw9Tkidw9FoOT22K5yKerXOizb4TyRjm80U/JdLl5eWDWRw/rSF/Vfzfb6mUEZ19Y3Nn/RpkYyuKrQ3Tyit8578eIEc3m0lFs5hW+ghT71eZvWgSz/74BebNuxdBVNh6/CR3rFlGVJEZf/dcJqTP4wff/1caOxrpDEQ4cuogQdNLlFe9y9nKMAUT4sf0jcclpt4tY8/24m2QqdlhAxV8rZdIm95BWu0m2nK3Eza7Bz1nyXIRFUUhewQZ58ki0KmgT+An2wNJEnmgN6VJ5bmP8wANCyfUM2fCwJuvHlyrV8k0tw36+9Fi11k9Sm5qvTdj519g2gMqkr6Lmk8siOjQ57cP4PyOFHUH9eQlGawwEnjO2Chcm7zAShRF8ssAfL0pTRpVhz7XR9bUvknQSKJ2R4Lx1iWkpaWnfN0xjCERxorTFKOhoYHKysphC02IFxjV1dX1XuDy8vIGXOzq6+sxGo0D1rhR1NbW9iYppRL19fUUFBT0Fuk9KU3t7e2oqkp+fj6qqjJp0iT83/oWzTNncvr0ad57KGZRslGnS1g0e73eAV3eHtHTaNX6AHqlnQlZ8ee8R/Q0nFq/OFNDcWass3Hwio4zTTb0+FlUEqELO2m2wQuAwaCqCvL999B4fjuOn/x6wN83XDKzZqKXRo/Mjos2BFGkxOWlKGPghdhqTY6vFjvfasJtp+R6WbxgPNrsP+b5v93HRyclTlf4Ca9V0GlF/GEbO+vuoj6Qw8KcnczOOBR7ok7kkWWNlCsTkPRdVG2zoCCTOS9AoMJG8fpYUaXryEXfmcPVtN+gaLWIkohzXjMhtnGwbTu//HsDc+ZPp8q7AAGRu+b8GVeuXME7LYPVpQ+ikwzUtJ9j56VfcaF5Lzlrmv8/9v47vLH7PNPH73NwiF5IsHdO5fROTdOMpmhGktVlVfduRcmmOclms/l9k91kk2w22WwS25EdR3G3enFRmyZpNE3Tey8sADt6I3Bwzu8PkCBBgiRAHiZxjPu6fFlDHnxwAAI4D97P+7wPkevL+Okb53H5LhGI9mKvkhgtBISwI+1odlRJOKoidJ6XIaxy7SM/JuMelrANf+VBovYbY56XfHoRvUcFPr9c+y39Fw5U8MTGHnIRObXlAk/vTCVR7Tpl4tldFRQJYR7b0IPdnHn7t07X8PROV07r5sOu9joqtmsv0onYsVem/paN24dSmkTa99hJMkDV2olTmsZDp5rQ5xiskCup91puaXHZMNolZm0fAAbouaTSttuOQhznsmDOUbv5EI8o3Db3Hs3XLVBgPAriVGNef/31vEWkJEnp7Xqfz0d7ezuqqmakNCUSCaqrqzU/3yEjk9aMnkGaLaXp/fffJxqNYjAYOH78OG1tw9uSAwMD+Hy+jDUnGip9dN68vJ35Q8iyjJns296tiyw5O/NFUWTDPAXw0R+QeeN4Eb0BLw02lbnV+V8U5YEwkXu38EFid8bPL7sVqi0+QKCyWKKyOCXwTt7Scc1jR1SirJ8zgFEvcrZD4Y7luY0Bev2Ig7uWjV8hDF74H5TXP8anvvA1nv2HP+d3Hvbw3N56KL0LyVTOIudJ3Ff3sGJpZnTmdw5UU7VuAL1ZhPmp0VKtB4pwXwqhs+qobVFxdm7FW/U+3UdM1I8ychTZZUrnKYhrPuLNY+dplh7k7q80k4iozL4nysGX/gRR0KGoSeIxhd6oAetAArOli7Ky2Qir/Jx70UTSa6R1NzgW+SmukYj4ZZJFYx3Nic4Slj4UBPzEQh7OHN/FkuROvO0KxsW3Mv9GefQiVoSNzNL+LcyAYp6SO3/Hiig7aCUUVXjpYAVx1cIsZw87Vw1tYYua79TE4grdQH7RGZMT9sgo+rGtPamUpkDaYKSTLQj27ClN2ei7rqCfgbmx7hMijmZtEqwqFoiwIIgsKxx/TqS0SqT9iEBtS26PMRf0/XO46/MParJWgQK5UBCnGqKqKufOnctqtsmVkSaqoZSmaDSq+UUCUiJxJmam9vT0TOj8H0ppSiaTvPrqq8iyTDKZzEhpeu+998bczu12azLxYDS97us8OD+ClhWiUruEw2rk4dVhznWI7LlsByXG2lkxrDlmpcvxMJJ+bAW+I1jM9uaxF8yVTQABQjGFg9eNqKKRXq+H//JwbnGWPSEns6vH3w5Mhq4Qbf0BljlPE0g+x4BpIYaGzdRbr6L3/4T9hx1Eo3H6Awql9uHHeEsuptg8LAJFSUQyCix9QkmNuLrwID6lF3d/KxIlY4wc7hGO5sbq+SixPqpnRTj2LwqGfU50JX5qVqWq0+6DBmrXpbZgY9ZWbP0rUBQFa4mJxjsH+/aOSYQuOWi73M+qz8cY+TEoywrKiMqT0arDeEc33ujbNLbt5OjufpJqgorVIYqMIkqOvYhRX4LFhrHiabqcvK5jbnnufdXZsJpEPr+9D+jj9A2JZ9+t49KtMPev6dTmJEfwLx9WUNYSRutLT8/xVLDCeO/hcVOalvgprh7fDBq5Yadhh/Z/N9Vvp2SNtqJXkkRq5pRQv92Pr1OmbU/KqGpfEMRZPz0RvLjqjhm5BhUoMB4Fcaoh+/fvJxQKaRJXKopi2mB06dIlVFWlra0Ng8FAZWXltNeHVAyqFkao0cRisZzXHaoGD6U0SZKETqdj2bJlyLKM15s5VHwmxKnTGMaco2DMB0FM9SIuawAIEIsrHL5pJCmYKC7ys3rWxLeX49Ex4lSWFVAm3razGkW2LYwTi8d4rV/H//zJfKzmCE9ubKOmLPvj7PMp2IomH5sUuvBnnHbPRV/9EJd9fh6a9R1KjP1QD5uXRFMmqg9LCcl2aux91JZGiZaGKB4d6RmyYa/wY+tZg8lqpqfpJdw/VUgGQyT3ZqY0iQkLZkdKYBvDdUQcV+g9L7LgfhVnQwDPLYVbgylNUb+SqtACSlEEAR2uIzqcy4KANDj8HMBPLGKl6wBI6NHX+qhYINJxsIiKNWPFU8LUS8LSy7LFK/GUv0f7YQMdp+NUL05kmB/HI37MxJN3au96P3S1mmfu7pj8wBxZPltm+ewOvvl2A/2RJM/uKqHY4OPRDd68UprG43q8FLtd+/mbOqEoZwPUmJSmC3aSRSHqNiQyHuNQ1K7WxEJJkjrtDVYjo3aLqyWKq1OPsfOEjvYrDmQxTP36OFKen3XRHj333FdIhCrwb0tBnGrIgQMHNBGmo7FYLGl3+pCJSlEUKioqcuptHY+h0UxaIsvyGHd9LgylNAmCQG9vL7Nnz6a/v5/29nasViuRSCRrgtV08Xr6mGXo0XzdU7dU5pRk9iIa9SJbmuNAnLY+hV2XbKCoLKsOUFky9q0ox8NIhsyWgkM39KyuH5uqk42DN4w8uCqG2RhGVhSee6cJwWCkqayHpzZ7Mv72rx2t4bNbxs9kVxQ457mNs/3rCSfe4Z6PfYymvk+SjGSOuzLqRT6zzQt4ueoS+LPnS6hcqMffEcVRlzrniC+1BWsMNmEJNNPd9BKI4LA6aXgoSCwk4z5oRFQNxMQ+TCMczVLCTsR2HcXnwLk6dSEeSmnqvZrAexTa95ShFAWp3yCjCglM8XrslZlO9u4LKo55EcqbRSBGz0Vo32Mn6o1hdmR/bj3Ve6m68SRFpcU03h5AHCjBsdBD2x4rAjqs8wOUNmavUNULKvoi7Qe4MwPiyR9SMOvDPH57agZuZ7/Cd/bWABIts7pYPW9q93mpQyBoC2PX9Gyh66yCqd5HvlvkGSlNfpmO9y2Iqh5DrY/KhTraD0uUrcztvZbX+R4xUbcx97S4XMkWtSuKIrVrINWiksR10Iyg6NFX+qlamtv91+jWMG9Os6bnWqDAZBTEqUaEw2GuXLmS8yD7XPF4MkVEPiaqiXC73Vgs+cdwTobL5ZpWZVdVVcrKyjhy5AiKouD1evF6vbhcLlatWqXhmaZQIt2sWKJ9a4MnXsyKpvErkQ1lIg1lqW3mozcNnOu1oVcDrJ8jp6s38kAESZ/5N0pgodiamzhQRSNmY6rKKokit89PAmF6A0b+9MfzsVmSbF/azqq5MklVn1U89UfLOdK9g65IPQ69h9tr3uTNjwRaVv93om1/jP/4l8e9/znVSdYvMfDVHdf52VEbF69U0q5L4I+YmXuHgWLXJvrq3kKV4siykjZyGK0iTdtSIv7080b0pUZu7lKoXJFERSUWjZPM8lKP3iph1SdCwHBKk8npw4BjzLHxTgf124e3VSsWivgcHmif4CNRJxNynsbpupOLysvoSv3YKyXsO1KD7t0ndXRctyMLEWrWD1d+PecU7pmlffznK4eKuX9VJ6PDHabLC4cq+dSm4RCG6lKRp3d2AbDvjIlnd9UiEeHxjd1jTFQTrnu2nuptMlqLsni3Y9rudLNDomnQYNR9QaBtt422C14ql2lzjiMRMSAZtTUtKYoCanYz4xBGq47GbanH2HsllUSlkKB8VQiLM/vrXpFVltVt0/RcCxTIhYI41YhXX311SoP1JyMQCKRz30cy0kTl9/vTZqKRJqqJkGV50rjSqSCKoiaiVxBSTtahinE4HMbtdiOKImazWZMJA4qiYNVpn0UeiSmISm7bdqIosnZOEvDhC8m8d9UKQhH1dj+b4hEMluEAg05PAosut4vw9a4kpYbsPW3ldh3b7Knz23+6km+/pVBe7E/HXsZkPaf6NnHNvxRF1THXcZY7615GL8X5xVEzm+YMELn5HOZZXyRw5g9QE9mfw5cPOrhvZepv9uDaMA9yg/6Awr++V4el9THcHEI0pfolXQeKqB7Vi6goCiXlNhq2h1FkBc60EJICnPhBkjWfzewVVWQFRRiurA+lNA0cC1Je7uTKHhtJNUb1ugEkPSQZKw5858dWnkYTKj2L2b8QS/cyyjacy/hdzUqAALGQgvugEQkjurIAFb0m1t6t/WB4T7SE+grtzTqyYhq3zWXrsihbaSUSU3jxYDmxpJXGkl7uWTPxzFJFUXCpempEbcfWyTEFRdDW+V+5SCRU4UXRS3SfkhATFrD6qW3JL6UpG6OjdrXCfVykZEmIXKvH5fNFmB9EkRXaDxnwxK1gDlC7NtNEJXdW8vCjn9L0XAsUyIWCONWIs2fPzsgM0lxwOBw4HKnqkNvtTqc0jZdEFY/HZ2SL3O/PLepxIgRBQFVVPvvZz3Lp0iUOHz5MT08PTqczXTV2u93p+bC1tbVTrlb3dN5ia50PrSMJD980sWFO/tGBxVaJOxemRuCcaxf45r++gtVRSXk0idWk43xPMdvmB3Na94bPwY4Fkxs5ljdAXGfhqztd/ORYC4ptA6Jkptrawba6V6mxZG6Ht3nLuLeljcjNf8Yy9xlMDZ8gcv0bWdfujzipr8gU0w6rRFXz48yxn2C57yCH9lTToUIiXIRx1Mgt9wkR2/wAoEOURCqKZ+OrPIDzuhX3QRFBFbHODVA6S0f7RzpKl4+9OEcTQUotjTRsH0ppMuC+EKNqaRhFGR7lM9EkiDGPq2IPjfF76FEuQBaxNbLy231RpvVSjGfFKh5c7aa6VJvPCFevQonJp8laIzl2RWJh9eRtLmajyOe29QP9nLul49l361DVJB9b4aKxcuxjfOkjB+aFYbR+r3UcNlC1Nqr5un0nrTRsjSBKKROV3z3CRLUoQHHt1C6dsfbiGZlBqgYcOFry//wVJZHGTakkqkC3TNseGwIC1vlBSht1LCjdNCMjDAsUmIyCONWAixcv0tXVpfmb2OVyZUR/5sJQNXQopUkURYqKijLGULnd7rTZSku8Xm9eBqv6+nqcTmdaLA8JhL6+PsrKytL/Hm2wGnqMQyYqnU6HTqfLuxJs1QWpdGh7UQNAZ8Son141Z0m9QMsjmylp2sgffeVHJDDS6vbD/MlvKysKKLl9+YjJCo7y2bzR9gCmCoWV5fuJeU5z5FIVbZdk7l+lUF+REhv+kIJRTJlZZP8Z4p4jWJt/j+it76ImM00unf0KxUZfxs8UBV69/lWqzG2sr94F1bBhYSsXbil8Z1cJuj1ldFmjlLYMisTAsKNZkPWIigF3ZzuOOSLVy1Jb2e5TIm177Lgu+alelbm93XVWwep0oUsuAIZTmiTFiaXRQ/seKyoqxUsChF16HAtyG+1z45QXS42bks4teGv3TnisrruIv/+iG5sJXj5Ugi+Wf0pTNn56vIYv3zl+j/BU+ehmNc/c1T75gSNY0pRkSVMHiqLw+pFi3jpTgsPg57ENnnSLyklfNcWrp58INRpd0ozRqn1VWkTKMFilUpoi6ZSm4CUHSV2Yug3ZU5qyocgKSVX7c40FZJLS9CcKpFpUUjsqrhM6rp2x8JnfemDa6xYoMBUK4lQD3nnnnRn7djlUEc0Xo9GYbgfo7e1NVxorKioQRVHz3lgY3orPlUcffZTZs2fjdrvR6/WIooggCMiyTHV1Nbt27UqPmcrGkIkKUr25ra2tqKpKaWkpNpttwvsOh0MUi9oboa53K5QZp19BBpDjEezFZWxZkODYzQQl9Un2XClGVVSWVPqpKc0+Auej6xIr6sbf4otjw1e0kIhYx4DBSomxl9trXx6ukjph9dyOdOxl/6linEYvvqiez9wxPOw9cPr3KNu6H+ui/4/g2f+acR9vHK/hS9uGxZOiwGs3voJZCnJn/asZx753qY6/+WIHoujnmgt+vq+WtrhIKO5nqJ/S5lnJgLGLyEVHxmifmhUCoT4PCVE3aKIyIpX6qVkhEO92YN3mQ7wx/Fr3uWQER4CSBh0lDSmx4frIQNtHCWpX6rFVJyZ1pYsDNgJN77HjtWVsfa8TZ38CT5mO1x53cPT2zJnBdUoRJbbUek9uSqU0tfcMpzStn9PJ8glSmsZDRdLEPT8SWVYQ1Kn3QoqiyCPrUyaqLo/Cd/ZWAwbmlrnokQbQei6Ip1VGdGjzXhtJ12kwz84erDCc0uSfMKUpG+2HJSpWa2+w6jxqoX5T/js1E1G7Cow1s9m4dotmaxYokA8FcTpNkskkFy5cmNZs02xEIhHNYkXLy8uB1Nbl+fPnGRhIVfXq6uo0a0VwuVyTCsLRBINBvv/973P06NExv/uN3/gNBEHI2WDldDpxOp0oikJHRwc+nw9FUaivr8/6GMOedu5aHEfrytMtn53tzdrMRYz4OykyWDHZKwkkYmyb7wdSJqpjt/Rc7LcjqWE+Gfey6kAwnSIVmleNdd7whVVGj19qJqRrIiE6EFAwJrspTRznelcXX713bPIRjI69VPjjH5ajqA2snZNybCf6DxK+/i0s83+XeM9eBrrfGXHromFjlyLy2o2vYNSFuW/WDzPuQ1EUVHV4O31uLfx2rQtFUXjzuI3zeytpFxJU1DfRX7U762if3pNWZm2NIEqprfT+Gwo33rLhvuqhZLlA1Yhj/Rcd1G8bbo0QRZHyJQmSMQMVS2N0vGdFpAhjvZ+K5rGvjVCfjGoM0nIwwAM/+zn6eOo9WtqX5NPfSfXeDglUf3uSVSVjjVD1FcMpTe+eNPPsrnKKhBBPbOzNaZj+7lNG1s7tmvS4fHnpYAkPtWgz7qrKKfL0ztRj/43nnCTLDdzcI1O9NjqllKZsBK5M3iM8FeJ9NqqWT771Pl5KU0VLOOvEB3HAhsWpvZjWqXqkae7UjEZVVRZXb9Z0zQIF8qEgTqfJL37xC2RZpqho/EHOU6Gnp4e6Om1zVERRxG6309jYmE5pGkqIKi0tndbayWQyJyPWSE6dOoWqqhgMBgYGBtICX1VVrly5Qm9vb9oAlSuiKKZbAEKhEG1tbYiiiMlkSot0AIc+iKT1GC1FQVW1M3x0XzsAgKlqDZL6bvrnoihy2+zUCJzykwFu2xvAkExNHLAEknzmlIv9tQs4uWwjMV0ZIKBXPNjlaziSVxEHBV6nR2ZOeW5C2u3R86mtYbav6GfXSSPffKcGSYjy5MDvMLt0HcW3/YDe3atRou3sPWNizayU+IrI5tRWvqmNOxteGbPuz47auHPp2GHvoihyX0uY+7jBld469nUKnP9hJ9blAJlVf92oLdjS2TqCrXFWfQb6L+hRnAJtB0RqWuKoWRzNnYfN1G+OIuklmu4cir0U6NhjRx4VeznUi/jw7/rTwnQIQ1zl4Rf9aXFadNnEfXdNHP+5c2UEhlKaDlUykDQzu7Sbnati497mSncFz6xoG/f3U8UbK6a6VHvxJNSUMWt7BDmm4PrIiJgwITgC1KyausEonx7hfIjHFJLC+M/9eIxMaXIdNCAmrBkmKn93Aszam9d6LioYa7U3WA102nj4s5/TdM0CBfKhIE6nyfHjxzUXppD60NXa/Z+qUqVEzFBKEwwbjBRFyUhpypVYLEaHs4MPKz4kpAthTVppCbYwLzpxnOixY8cy/j0yrerdd9/F5/NNqyJttVrT0aydnZ3p1ga9DtZW9KH1CJ6PrkusqNUmkhDA13WJWKifQ1dU1s1JpR6NZv2RUFqYDmFIqqx5v4OLS3upjO6niOy9freCZv7rjtwqZUdvDfci7lgZYwdthKIKL+wvJ37gsyzf+vvcv/0F+vfdwZXuCp7e0Up/tJyf3fo8i5wfcVvle1nXdfnLeHBt64T3fdL3ALfX7iPZbGJ1pZsDe2poVwWKVkXxdxRl3YLVKRbMxTLmDQriNRVnc5zj3xWwOuP0XU9SNmf4eB1jK08ZsZeHDIiyGdERBFVElEScfdm34p39qZ8rikKNMJCzeLKaRD6/rRcgndKkqjL3rXSne34BQlEFvaj9APfWboUys/aTKz64oEeuCQMCklGkcXMCSOBtS9K+z46qqJOmNGXDdVRHydIAWl/C3IeGE8amgiSJNG5OGYxGpjQFPBGWPJac8rrjEXNNf4xWNpos6ykvq9B83QIFcqUgTqdBd3c3N2/e1LzfdCbMVQAdHR1ZK6QjTVRD45pGm6jGw26302pv5ZL5ErKYqsiFpBD7HfsBJhWoNpsNnU6Hz5cyiBQXFxOJRIjFYvh8Ps0SrIYeiyzLfPTRRxh1TXijLlpmaTfEPKbaKLNpWHlSVbqvH6DIWok+lHlRS23VL8QcyG5ecfiDnD5/HasuQsussRUqRVGwmuM5iSdZVhCFsUYOq0nki3emHNuXQ9/nb7+1hUjv/QT9u2kNzmNP+yNsrH6L5pIzWdftDyhYiyauJrlCjQwkTdiTRykzF7O2OcHa5lZkWeH5D50cvFUEs0WUEY8xWy+itUyidq6Dum1+Os/oaNtjQxFiSKURDNUBxvuiIulFGu+QgQA3dw9Q4YkS3GWlr0Sk3Du2Su4pTYlez1H4zFLXhI9tPIZSmhRF4eWDJbx5poRio5ePr/Py0sFyHt84PINUK35xsoand2pvsHq3rZ7K7WO3nFM9v6kWFdfRVEqTog9Tuz6eWy9tyI6jaga2yBUTerM2pqWRKU3HnhNw7SshKYao25jI2UQ1EbKsoGQZiTZdEjGF2+beo/m6BQrkQ0GcToOvf/3rmvWFjiQej89IrKggCBP2hY40UfX19aWrqWVlZekK5GhCoRAHyg6khekQsihz1HY0LU6vmq5y1HY0o7J6R8kdPPzww9TX1/PjH/+YRYsW0dLSgsFg4Hvf+x6tra0zkudcW1tLaW0j7Z4qrpzxYhW9rK3tpCpLSlOu9AVkjIL2FYxdP3+Z29Z9mtip/XR6Evil+cR0FQxt1YfsRmyBsduQEbuO7fP9uD1J9ly2gwCLKvzUDg7bPt0uct96d07n8NLBEh5cPbFwabbuZs3H7+Jf39mMyaTn7VuzMAdeZ8788+Pe7uVDVXx2a9eE6+7vvI+Wir38/KNavrpzeItckkQ+tcXHp/BxsxPe2FdLF3oG5kWz9iKmHM2piQLVywCCxGMKZ583sPpzub2HZwl2/vTT11GUHk52m9jyTgz9iKr1gF7gtcdTBsbKsIm50xyIIYoijw/2/A6lNH10IcmyBv2UU5rGR6f9FnlCoVNVqZ/gGFEUqV87fkpTNoYSxrSm/2YSXemwCU8ruk6JzN2ZxNmQSmnq2G9CEowUVfpTFfop0nGwiIqWsVG706WodzZ3f+YhTdcs8MuBIAhG4APAQOqF9bKqqn8iCML/Ae4H4sB14POqqvoEQdAD3wLWAArwW6qqvpdl3T8Fvgz0Dv7oj1RVfXOicymI0ymiqioej4e+vj48Hg+Qf0pTNiZyp0+HUCiUl5AeGnI/ZDDyer1ZDUbd3d2EKrNfKEK6EHq9nvO68+x37B9TWf3Lx/6SY4eP8dprr/HMM89w8OBBvva1r1FeXs7jjz/O2bNnicXy7/+aiJEGK6fTCYMmqt0dHRjcMUp1bjbPD+fdj2r4SOUvr3VgeS1lSjq92UHroqmFEShAnBJiujJu9hQRvnCBYGwzuiIfZqWdiugh9KSe87Obzdz29gCSPCySZEng9OaUSKpx6qhxpipUx28VcanPjk4JY7bqmFebWzJWrr2IwbP/Da/n9zAVr+CJ+S/i7zrPP++uRhX0tDR10tKcKaiSGDFOUEHqCM4injSw0HmSfYz/3ppVDb9dnapS/uyIiR9fkvEWGXGsS6ZzxLuOWqi7I9PRLEpQWlcETG4miccUGnWpKq8oiiz9/ADhuSr8EIo84HfY+dF2K2dul4j4EywxaDs2qbpUZOPcHmaVGfGFJZ59txZJyD+lKRtvnzCxqVl7g9VzB8ooXRMh18tMRkrTRZG2PTaSxKluCWO0D6/Rc8xC3RZt3ekAoWsOGndoL3qTXgfOVan3j9Gqo2l7yrjXc3nIRJWgYk0Ic3F+l2NdworZof21YlHVZnS6GRixV+CXgQFgm6qqIUEQioAPBUF4C9gF/DdVVWVBEP438N+A/0pKcKKq6lJBECqAtwRBaFGzmy/+TlXVv8n1RAridIocPHiQUCg0rZSmbLhcrpy20/Olt7c3fa75MNJglM1EFY1GsSathLLM2bOpNoqLizmhO4EsjK2sxowxbt26RXd3N5FIJN2D2tvbi6qqOBwOzcWpTqfDaDSOeYx19anHGA7X8uMzXdiLwiwocbEgh9GpjRfCrD7tzTAl3fZ2qn8vm0CVMRITyxgQncQFBwnRRlKwkBQMw+ekJhDVCKhhtm1ag6MoyIEffmXMWkPrL//An3brZxPGoijSMmiicvfF+dkpkf/96hzWzu1gy7LxxVmuvYj9sXJ+fuMpJDXAb/7aryMmP0b/3vX82t0px/a+M4MmKjHKE+u7udhuYFntxKO83nc/wPqqd3j3hImN83OL/0woEv/rqV5KbQrPH6rEnbSj1oEOA5KU+Tjdh/RUrMmt8hQ6KPHUpg4yqrGbRGKbUv/9xo2Po4tewbqnk5vtSf78c31oLZ72X6nmmbtTInz7oInq5UMVxJIWmkp7uHvV1HpRb/SVc/cq7Q1WV2Ll2IvDkx+YhcqFAiwMDvb8GhFlC9j81K5RENGP+VtOF0VRUAXthV4spJAUsj8HFc0iNKdMVO5DBoRxUpqy4XPLYNW+rSHaU8Td935C83UL/HKgpowfQxfzosH/qao6wpELh4FHB/97EbBn8LY9giD4SFVRP5ruuRTE6RT54IMPMkTOUEqToih0dnZOmtI0HqIojhFPWqDTTX/bbrSJqrW1lY6ODlbOWcmh0kMZW/uSIrHGv4aeaA/+6uwfojpJlzY8fXDpA35s/TE3dDewyBZ+zfRrmlaQW65e5cEjRyiNRPBarbzW0sLReWP7YS0WCxbLHABOd1VwyhPCJvayuakfmzl7NWHhXv8YU5Ikqyz5IMaBFQ8iC1aSgglVkAAVUJCUGDo1gl4NYJNvYVD7MCqetJMe4MMrOhZVD2CM30n1ogcRRB1qluH6rYsseVVpL/bZ+eKWCJIU49INJ+9fsOEwhfjkHR2UF2e+RibrRVQUeN/9ILeCCxjwnuTpje8SOnEJ56Z3sK/4f/iPfxmArctibF3WRiSm8MKH5XxwGh7dPL6YuuhZgSAozCs+z66+BnbmKJ66gk5mV6dGRX11Ry9x2c8PLqs0Rnz4dhehWxnDMjgfVoinTFO5UIduwgqlw+BBNDj5vcWH+OY79eiLZiItLvNvbzWJfG5bH9DH2ZuplCbUJPeMk9KUjUBEwSBOTUBOxJUO8Fsi2Ke5znDPrx9fR5KT3xcRxCB2lzzllKZsdByWsiaMTZfOjwzUbpjYYCVJIg1DKU09Mm177Qgq6ZSmbOQStTsVqsXVNM9dqOmaBf7DUSYIwkg38rdVVf320D8EQdABx4G5wDdUVT0y6vZfAF4Y/O/TwIOCIDwP1AOrB/8/mzj9DUEQPgMcA76mquqEVY+COJ0CkUiEK1euZHW1i6KYTl8amdKk1+upqqoac/xIPB7PjPRYdnZ25jWOKRdqampobW1l0aJF+K/6WeRbxNWGq0T10TFu/fEqqyfaT2A0GrlpvclzB59LiVsBEsYEHslDxa0D/O5Pj+MMhfBMICgno+XqVT69fz8GOSVESkMhPr0/ZdiaaL3qmhqKiooQBIETAwOYB3SY9So2o4qKSKo3TaA48vWst7cFIhhVL3r5OkalF4lQXpeSODactiTd1z5k3rpP4axbTn/biTxWGAdBjySlKtILakUWEEaWVZ59cxY6g4G5FV08mk4wGv9LTWtwHu91PEiJsYen5vwt/9qWGtUV79lL6NJfYlv43xno3kWs48X0bcxGkU/e0ctAsprG8gG++XYtiqrwsRVuZlenvqgoCnzUfSc7G54fFE+5bZH3eBUc+swvQjeDCyg2ePniI25kWeGlQ05unLZyKexHKsvt6fLdkllX3j/hMU5DD7eCzew/p2dFQ25V3nx45ZCDe1d2Ml4/5NJZSZbOSpmoXj3s4K0zThwGH49t8E5oMHrpYCVPzIDB6vmzDdRukzVdt7hOR3m9jbqt/nRKkyKFqF0/fYORELVhK5+JGaRG9MbcDVb2Cgn7nanXu+uEjvZrDpJimLr18XSLykyN0VKSKkvrtmq6ZoH/kPSpqrpmvF+qqpoEVgiCUAy8JgjCElVVzwEIgvDfARn40eDhzwELSQnOVuDg4O9H80/An5GqzvwZ8LekRO64FMTpFHjttddyqoZOlNJksYytdAUCgRkxQiUSiRlpFRBFkZKSEkpKSmiiiXlX5hEKhdIpTQx6r1qCLRk9p5CqrL7x0htsKt5Ea3UrcljGKBmptFQSToR5/n88xv97ycOQcTZXQZmNh48eTQvTIQyyzMePH+fabbchiiI6XaqKO3J0laqqKIqCoigYjUaSySR9gRAdXUEMQoRZDg9Wo4rXYsAZHrvNGLHrKEscz+tch+j2yVh0KYNV9/WDAFTMWjttcXrJpVBr8zFaNEiSyKZ5MiDT6THxJz+uIBwNsXnR2K33mKzn3fYn8Q5UsLXuNRps13n1kJ27l7kZEk+hC/8TQ8VWHKu/hRLrIt73Qfr2Lx5w8shtnVSUiCxpSg3cf/1wMe+cLcGm9zFn/kpseh/Vlg7+ZXcFT2wcTqWaiFc/quYL2zJHY7WH5lJpbk8/xqc2+QAff/ZCOdZQgu49VmJzwhQ3jf9+Nl4zc/c9E/dklptcnPe00OGq4pm7tN8i7ws7aayc3HAniiKPbggCQbo8Cs/trUGhiNWNY3t+AQYUU06D//NBURRcqoFqUVuzqBxXSBKfIKXJT+Wi/B9LqF9GMWhvZuy7lqSofPxJEJNRuwrATyyk0H7AiA4DRRUBlAFdzlG7+SC7ynnkv3xG0zUL/PIyaHh6D7gbOCcIwmeB+4Dtg9v/qKoqA78zdBtBEA4CV7Os1T3imH8Gfj7Z/RfE6RQ4c+ZM3t9aR6Y0tbe3jzFRzdS3YVmWZ2SiQCAQyJhLClBaWkppaemYlKY59alt8tFu/btq7uLhhx/mk85P8uWffZmn1zzNXXPuQhAEYk8+hjmxO2P9IUHZunEjQIaQnGgeqjOU3eRQHAggy3LahJbrc2UwWVEUM/uvDdDtuoZ+roUvnI+Pa0qaCmc77WxrTm3bxSM+4hE/ZsfElfdccIWL2T5/4vFN1U6JamcURRE42VrJn71kocLaz2e393AlsJ5jPVuY7bjAfY3fZ+jl2hMqYVb1iHVVGe/hJ3FuehvnprfxHf0ssY6XAAjGHVSU+NKHiqLIIxtSsZfXe0rY3b2OZNcbHJElBhRzzuJJQT9mO70vWsPt1b8Yc2ypQz/Yv9nN2ydMnNlbRTtJbBtk9MbhNRRFoTqHoezlJjcDSROSoG0vJECXR8Gu9+V9uyqnyFd2pkT1e2eMPLurFokIj63vxmEVOX5VYl659hG+rx61Y1yg/Ra565Ce6rWRjHUzUpouQttuG0kGqGyJZE1pykbvCSuNWyNoXT2O3MyM2p0qRqvIrEETVe9VlSv7ktQstFBkDmEt1e4S3ly2SfMdtgK/XAiCUA4kBoWpCbgT+N+CINxNygB1h6qqkRHHmwFBVdWwIAg7AFlV1QtZ1q1WVXUobeVh4Nxk51IQp3ly6dIlurq6ptwXKopi2pgUCATSBqNwOJyeN6olHR0dM7Kux+MZt8qbLaXJIBrYYdqRkdL06KOP8tOf/pRfWH7BC0+9wB/u+UOeeuUp1tSs4aPf/VvYcxhGCcviQACv14uqqun/TSYoPVYrpVkEqsdqJRicWsUkZaKqp1TfS7I2xHNCOY9c9lIaTUzbrQ8giGLGF5VYqBejbXpDsWVZgWTucxFFUWT1rFR/vGegnOfOfhpBFJgl/pAttcMzPHu8CraisVuiStRF/77NlGx4leK1P8KnKpz76GUqrZ7s56eIHPB8gY01u1my9CL//LaRqx0RvvVuOY+v705n1Gdj/zkDqxrHbqdHk2ZqLDczfvbmUQtbFg6nUt29Ksrd3CQQUXjhYCUuxUF/aYTSZSKeIyJfXNnOZNUvSVSIyyIfX6dN/OdIXj9Ww5e2TW8G6ZZlMbbQSiSm8OLBcmJJK+evBfjHX9N+8P4xbw0lq7SdVgAgymaM1vF7hCsWiikT1TgpTeMxOmFMCxRZyRq1O11s1Sq1yww03B6h/bAe74AN1RSkbp08rcJGzA+bVj6o4ZkW+CWlGvjeYN+pCLyoqurPBUG4Rmq81K7BQtBhVVWfBiqAdwRBUAAX8OmhhQRB+A7wrKqqx4C/FgRhBalt/VvAVyc7kYI4zZN33nlHM8OS3W7Hbk9ZBo4dO0YwGMTn800ppWk8hvpdtUYQhJw+DMdLaaqtrUUQBK5evUqyKIk/5ucnZ38CwDH3MeJrzBjUsaOOPFYriUR+Q7JfWL6cLxw6hHGEiB2QJF5raclrnTHn4uljtrGbYqsEOyV27aziokvFHXKAEqclEsJuzv8tduKWyrzSACPFSDTYi9GaY5PkOBy6rmdNQ4h83vYKIp36rURMNVQljuOUL3C5U+F/XJiPwxzmqc3tvHG0ms9tzS7K1IQX74f34tz0JsVrf8ien7j48u0Hsx7781ufpdrcypLSVK9+gjL+7ksdxOIKz39YRlS2UVfcx71rgmNee2ddlWO20yOyGRGF0S/TVm8pH2sZu/VuN4t8+c5eoJeTN4p4b18Nl8+FkRaq5LI1q6oKor4cmLg/NV8UtSi3wfQ5YDaKfG5bP7Lcy5/3VvDsO3WoJLlr2XDP73TwBBV6dHG0bk7ytstgyy3+c2RKk78zSfteO6qqYl8QxFmfWc3tPAPmWWMTxqZL+2GJslX5vddyoeuImbpNUURJpPF2BfAT7JZp22NFQId1rp/SWfnfpyOymA23bdH0XAv88qGq6hlgZZafzx3n+FtA8zi/+9KI//50tmMmoiBO8yCZTHLhwpiK9bSJRCKUl5dTX18/pZSm8ejv79c8AhVSInO8ofwTMfRY4vE4brcbRVHo6elhnnMex08fpyhaxEDRANakFZ/DSrGqYhhx+6kKyjcsFqRNm/j48embqzKIdrNiceaPFtYKLCRAXFY4dN1EUjBj1QVYM2vy8TBD+OLFrCrLrETGQn2U1Cya1ukmBAsOS+7VHK9uEX361ZiTbuZEf4RIStw3V4s0E0aWFb79ZhNXO2OUWBx8fL0/62NUkxE8Hz5AyaZ3MVTdg7FCn9GDCnCoaztR2cIDTf8KDFZ5BytPRr3I57Z5AA+X2kSefbceUNm51MXcWoFYXEHKsvV+078Quz6zSusPKRhzcKevnJ2gynGT8qJiDlwuwXOqmBKTj4+vy24wutoBBsXFJe8q1lfvmnT9XNl72kBLk/YzSF8+WMyXd/RQW55qKXrjiIN3zzmx6f08tsEz5WkDzx2qpWZjHK2rx/5LU3OnO6p1OKpTc347T0i0X7GjSINJVHqRRK+d6u3aZ96LAzasOcwGzntddWzUrq1SwrYj9frvPCXRvsdOUohSs2Ego0VlPFRVZVH1HdOKii5QQGsK4jQP3nrrLRKJBEVF+eVAT0Z3dzf19akcldEpTa2trWkTVb6CcOQcVi2RZXlaolmv19PU1ERbWxtms5nW1la++9ffZUVkBYsWLcJutxNI6vj5+vU8dOTItAWlTqfjeHMzx5uzfsGbEoqiYBGyb08D6CWRO5oTgJ+O/sGUJlQWVQbSKU3ZCMUUhOTYLdFYsAeTfdu446Qmw+2RsUrZL5aNF8IZc1KPbq7hwKrHAKiP/hwj2bd+JUmkzJpg5/1eKuwJnn23FhWRrQs6WdSU2WqhygF+8H8f5O77v0nJ6t/C88EOEt6jQMr1f8m7mqfm/UO6yvnK4RLuXzXWnb6gQWFBgystqHadd3L6so8/+eTYpKmO0FyqLK0ZP3vpUCWf2JSbO/2N46nt9JQY9ePqTaU0gUTLrK6MlKZd52rZsfYkJ/vuYD3aidNLXWMrwlrgiZVQWz4cKvDw+pSJqser8N191SgYWNnYydrm/HYpWhUbpXptt/S16McXRZHaNak5v6mUJjPJuA5fr4cGjS+DwV4Z1aS9warncnLCqF2A6hUAAeIRBfdBIxJGdKUBqpePv27MbeXhz3xW47MtUGB6FMRpHhw9elRzYQop8ZStwllWVkZZWVnaRDVeSlM2FEUZY1jSgng8rtn80eeffx6j0UhjYyNer5e+vj7cbjder5evf/3rxObM4aM5c6Z1H93d3TMyN7bbdZM7G3PbDqwr1VFXmqreHLslcanPgU4JsWFuAv2oKtzRWybWzxmbftNz4wjNt3+R8qbb6LlxKO/zvdDjYNv84Jh1Gy+Eue1tb9rMZQkk2fBOJ3FxF/0LfJOuG1ItrG1O9W8+U536/zePWnjvShlmKcTjG3oxD1Zv2nqN3N/3GygD7+Pc9Cb9723F13eLvR2PcFfDTzBKw9VPb7SY+orxK08jBdVfR2p546gRBT0r6rvYsCglqPpilawo359xu7hiSp/PZChK5nZ6bbnI04MGo12nTDy7q5YiIczH16VMRUvOnGf5D9qxBxSSpRD8RGpQ/1SJxBQkcWqD9SfC1atQOk6wQkWJyFd2pnp3Pzhr4Nl3GxCFGI+t65qw5xfgw8tFyJXaz950HxMpXhxAq8tVKqVpgFv7JKqWq6lKoxqfUkpTNvpP22jYFkbr5yHWXkzDnbmJXr1ZpGlbykTVdz1J2y4HCjJlK0NYyzIf4yzreiorpm+2LFBASwriNEd6e3u5deuW5kKnp6dn0jVHmqiypTRlw+VyTTmlaiJcLld6jquW+P1+Vq1axTPPPIOiKPzRH/0RoihiMpkyTFT5MjAwMCPjuWxFQcrt+fWpiaLIbbMB/PjDMvuvWlEFPbU2HwtrUxcyVTRi1I91fHdeeR85EaNuyd15i9NU5Sl7j/DyD/wZUwYA9AmZje9d4KeTxGPFZYVi89gt0Y+1hIEw/pDCD/dXIqsm6mxdmKQgSsyD54OdlG55n+Lb3+a7f/+PLC89QI1luDro6lUoNvpyemyX26G52seDa1Nb9R+eM/DNdxoQ1Rj6BhPlRnf62KOXJRZW5+ZO333KyG1zxt9O37Eiyo7BlKY//n4xO/xB7CdBklPPh9QHjmcBlCkL1BcPlvPEeu1nkP70RA1f3TG5wWrz0gE2L20jFld46UApYdlOrSN7zy/AOzcbqNyu/bQCNeiguGYGZpAqFmqXy0AgndIkJqyolgC1Lbm34YxGUKcfeDIaWVZQyN3MOJKyOTqYE0KRFTqO6PGetqEYgtSvk0nKsGbO3Zqea4ECWqD9xPf/pLz++usYDIbJD8yTWCxGRUXuLmybzUZTUxONjY0MDAzQ1tbGrVu3iMfHfnANma20RKfTaW6wGrlt5/P5WLBgAU1NTTQ0NCDLcvox5htlOjQiSmtCoSAlut5preGwSGxfGOPOBSkxs/uSnR8dUDHRl/X4ZCJK15X3qVt8V973deKWjgXlY0VkSKzDHMj+/Iz385Ecb5N4dP34As5hFfnKjl6e2dmG3SwTiJr4p7cr6Wi/Qf8HO/jxC69TWbuALTseBZ0pfbufnqjl0fW5ucj3nK/l/pbhatLtSwZ45q42bl9dSTIR4dndjbxxxIKiKBy9Vc3WZbm9hq70VLBm3uRb2laTyPxZxXzupg9pVDuvGAfbj3O6u6xEZCsOq/Yf0aoq5SWejHqRT2/18vSOVubXRPj2rnr+6Z0arg0PbCCeUOicgZ2aiF9GKdI+776/NYlYMix4h1Ka6rb5ccxK0L7Xyq1dZjyt+Tnu3adUrHO0F9KudNTu1BElkYaNCvXb/Tib47TtM9P3YQ0f2/aIRmdZoIB2FCqnOXLu3DnNG8anK56GRkQNGYyGnPk2m21GZpv29fXNiPPf7XbjcKRmgvr9fiwWC0VFRRnhAbIs09HRkR6WX1NTM+kF1uVyzUj4QMjTxt1LtDN9LKwVWUiAd85bSKhx9lyxYBX9tMzOHIHTce4d6hbfhbNuGZ6OMzmvH5DtrBk0ZyiAR1qJr2ghopokZD+JLTBWsEVyqAqbrEWTbvUOsWW5wpblrlRK08ESfFcXI1lu8FtPVmGZ9zUMlXfiO/pZEt7jCIKUkzt9ol7E055t3DnrLWYtb+WqS+Cbb9dw7FKY7YuguX7idSMxBb2Q23Z6f0DBKgXRjWPQ1/Wlql75uu0v3BJoKMn+RWU6vHvCyPr5UzdYNdepNNelen5/9pGD3RecmKUAYYXB8VHaXlK6j1mov2Nsm8t0CV2x0bgje2/syJQm9wmJjusOZDFC3bqBdErTeMj9DmpWzIDBKo+o3VywladMVAsTO9DptJ1UUKCAFhTEaQ4cPnwYr9eLyWSa/OA86Ojo0EQ8DRmMIOXQP3nyJNXV1QSDQWw227TXHyISiczIFrmqqpSUlADg9aYqZg6Hg76+4YuzJEnpx+j1emlrS20DFxcXU1xcnHVdURRnpN+0WB9E0nrbTlHQ6WBzcypHvNM7aKJSVRZUBKkv0+G6uAslKVO3+O6cxWkomkRSI8Qx06tfT0RXi0Hppzb2Dia1n7Obzdz29kDeAQIdniRzK/KP6ZQkkZo5m5CDs1jn+AZ/87cl6MyvcO+Tf8yarQd49dtfomXOi5MvBPz0Ixs7lg5v2xv3K9h+nBKEX3Z8B+WzQWKbRObVqhy7HuUvPuPl6HUbey6WYZECPHF7P8YssZcvfFjOYzlup798qJrPbu0k+VJqK380CSeDJqoi1jR1smZ+bgLjvUs1PL2zPadzyIdrfRXsXDV9g5Uoijy4LtXz2+dT+NJ3qylNOAnX+qhYoN0561Q9kqRtq4CiKKjkVuWtGZHS1HHQiKimUpqql44tVMQjCkqOX2rywdeZAKv2Bqton8RdO5/UfN0CBbSgIE5z4P3339dcmEJqi1xr8VRaWkpDQwN1dXW4XC58Ph+qqlJXVzetPqihGE+ticViGdVjvz9V4SspKckQpyMZikxVFAWXy0UwGCSZTFJXV5c2lnm93hkZjdLT2c6qkn60Fg1HrhWxsmbY9FFdoqO6JGWiOnFL4qrHjk6JsPrC+9QvuZsz7/x1Tuue9syjftky2kQbVvkms6LPI43oXRsKChjp1s8lQKAjZOYTOfQtjuad1ifoH6jgqfn/gCTKzKvuArp4560v8M6b93LiQpB//uufkDj7GdTkxNuY7kApD9WmjjHuV3A8m9pKB3D4gygjej69sWJqyvw8WJbqh+0PKHz/vWpk1cDS2m42LRkWQFHFgsOa26zSJAaMepHgJxTszwro4sOiR9FD+FPw9KZUpXJflpSmbKTeZ6rmfYuhqIJB1H44fiAqULZKT936AD0XoX2PHZkBqlvCGO1Tv8T0XFQw1vrR+r3mOqLDuSxIPpc/o3XYYNR7VaVtt52kmqBidQjL4PQN92EjNRtimp+v75ydhu3aG6yq1FUsbF6i6ZoFCmhFQZxOQjQa5fLly5q79H0+34yIp66uLkwmE6IopsdTDaU0iaKI2WymrCz/Ye7t7e1Tut1kdHV1UVdXl/63z+cDSG/zT8TIxxiJROjo6EhXS2eqymvEx9wq7fsAB7BSah/b4iGKImtmp0bgBCIy3/jGP1LatA4lWMUsW+b2rAJExWqCurlEdFUkBSMlDXGK5TM4khfHvbS1LrLklWalKApWczwv8aQo8NNbnyeh6Hly7j+OGYx/1/JeQtHnSIa38oOf3yTs+yL16o/YsTS7SOwPKNiKhqtJth8PC9Mhhno+L89XKDNnjv0qtQ+70g9e1PPNd+rRCXEWV3fRVJKbMD14oYhltSmDVWyTyMmeDax75ygm30BWt/7WZTG2jkppaizp5Z41mYLxtcMO7l7uRmteOFDOYxt60Frk/PBkAzXbk4A4mNIUyEhpEmx+atZMnNKUjZjLkbM7PS8iduyVU+8LLZ8nwrwgiqzQfliPZ8CGagogJPXojVMzLU2EMI6ZcTooSZVldds0XbNAAS0piNNJeO2112akJ8fn882IeIrH42PWnSilKdceUlEUpzR4fzIkScoYozUkTsfbqh8Ps9mc3vbv7Oyko6MDgKqqKs2q07IsY9Y4/Qeg1y9jEic3fdjNEhttLh78gz/ge//Pxe7396E32WlsmkXSUE1SMKBTY5iSXVTGD9DR0YGgipRoPFzhVIfIQxs6Jj0uvc3eD0GHlXl3X2HhwwfGCNMhXjpYzpPr91E+t4SStT/mwL4W/unlP4NkkAdWuagtH77hy4er+fyIVKpxez774a1TtXxlh4vxRNmGhXE2LGwnnlD49WdLWdls59VDIg+tzR4qkH4e2qt45q729L+PLNpI44OnMEsTG6mGUpqgnwutOr61qw5FSXL3MhezqkW6Q05mV2svygYUC3az9q9fNyaqRlVkM1Ka3Ena99pQVXAsCFBSP/llR5YVkmjv/A97ZBS9NgarkSlNbcfi9FxOwi7blFOasuE+AfbmIFonWMnuMh7+9c9oumaBAlpSEKeTsG/fPu2/tWowVDobsixPuvU+OqVpaMbqRL2voVBo2jNTr5quctR2lJAuhDVppSXYgqPVMWa+azQaJR6P5y1OR5JMJlm6dCkWiwWXy4U4mFNfXV09ree8x3WNB5q131477baxLcd1w8Fe3t/1KnFzM40r7YhqHK+3k2DHMfTRm7TMHh6B0xEsZnuz9uYM9CZmT9IqPXqb3e4Lse3V/fgrxp/9OaBYsZv7GXC/jufDe9lwx2usW7+enr07eGF3CZ6TxZSavDy20UdSNWSkGCVLs/d8JksBIbfRPpIOVs4z8szOVq654Nl361BUuHNxJwsaMl//8YSCJAxXyYJxO4KgYJby2zZf1JhkUWMHiqLw+pFiXjxsxdXlm5KJaiJOX9cxp2x6Eyay8foxK/pJxJOjRoejJpJKaTpZROiKjaQYpm5jAilLzy+A60ARlS3aG6x6T1ip2xJB6/ew6nXS8vkQEMZ9UqJjrx1ZiFCzPp5TStN4JL12SlZp/x6e79yExZL7bkmBAv/WFMTpBFy9epXOzk6SySTJZJLy8nJNqocul2ta4ms8Ojo6qKrKbZjySBOV1+ultbUVVVVxOp1jRlD19fXlVeW12WxYLBbi8TjhcJhz4jn2O/YjiykzSEgKsd+xn0WWRayzrBtze6/Xm9O2/nioqpq+/dB82CET1ZD5airPf7EhjHUaF5rxEEQdsy5Fx+37lDHhKVpMWNeELJjpPn2OtRt3UOF/lajnGpiAWujyyuy5ZEcF5pb4QdV+i9EfTlBum1yATbTNHts09vhzt3TMKh2eQRrv3Yfngztx3v4LKnd8yKeM9yD7z9Deo/KPv6ik2xfj5HUdK+ekWiGCnwDbP+mQEsOtEYoePtygZ+O8zpwe2yuHHNyzPHXs3FqYW5uK2H3zuI29l8ow64I8uakPo17k+Q9LeeS24crtOU8LFSbXBKtPjCiKPLI+wLPvmvjko16e2zuU0uRmbfP0XdoHrlbxzN1TP7/xONxXg3N5boJcFEVqV6tAgFhApmO/BRE9huoAlYsyW5xE2YrZof0YOJEiTUU/gCIrKAz/jWpWwnBKkwFRMVJUEaR6WX7rxkIKyRnoER4IwsalD2i+boECWlIQpxPw1ltvpQfOD6U0+Xw+FEWZtsFoJsTpVA1WIw1GHR0d+P3+jCSqof/lSjAYJBgMYrVacTgcnNCdQBYyL7CyKHOl/grrPGPFqd/vT7v38yUWi2WtHo98jG63m2AwiKIo1NbWZk3nGo3X00eDQfvK06lWuN/TyW2H/BkpTS1ve/FKizixfCMgYkz2UBY/gkVpx6KvYuPGP+V08G4u7Pt6eq2qEomqklSF6of7wWZX2XexiPVzBrK60qfC+W4Tv/fI2KjQ0ejGmYI03vb7h1eqeXpnZqtAwnuM/vfuwLnpbUrv2If/5K9Tzwv81v2pv8O7J018891yDGKEB9f5uHb/3dz/wU/R9ZPu+dwXq+XpWa3Z7nIMvWEns0Ztp4uiyH2DoQLeoMIP3q8koZjo9cqUFQ8/B23B+bRU7MvpfiZCUfXUlY9IaTpn4Nl3axGFCI+t6855dFfGmooCaC/0fEGFHjHOVJqTjHaJpu0DwAC9l1MGI4U4FWvCxMMg2LSfFdp1VsHUoL3BquMjibIVYUZXj1MpTQkgkUpp2uNAUbKnNGU93yNG6jZqb7CyBRexaV2h37TAf2wK4nQcFEXh/Pnz6X9PJaUpG6Pd6Vrh8Xim3SYgimK6QhoKhWhtbaW/v3/KVcxQKEQoFMJfnf1CEzNkztcc2vr/55/8M7XWWuaZ5jEvOi+v++zs7EybpLIhimLagBWJRGhvb0+L+onCEJKRLlYv0X7IuGfAwZ2n3WNSmopklU17T9A334uezG29qL+L3tZjNCy7N0OcDiGKInXVJWyb7ycUUzhw3QSigQqTn6UN0zPh2WxCxnb6aBQF3nc/yL2OPTj8Y7cjk1neKqmo3ezvCTl4ib59m3BueI2StT8iseAPCZ7/Uwbcr7NzZZSdtBGKKvz44pdQ5ibwzbdw9+rUOJ9ARMFwKLf+wi6PgkM/sSAqsYl8eUcv11wqp1uHd1AUBcIJO022Sznd13i8f9bAqsZMk9vmJQNsXtJKLK7w4oEyIrKNuuI+PrY6e0pTNl4+WMz9qzqZKJN9Kjx3uIaa9dOf91veLEJzMGWiOmSk/WSMhhYVRdF2YkG8e2YMVkLUhq184tfO6JQm3xkbSWOA+nXjJ1GJGJA0Nlipqsri6s0zYsYtUEBLCuJ0HN555x3i8XhWw5DNZkvPD3W73bS3t5NMJqmpqZnUYDSZeJoqwWBQ03WHTFRDiVBtbW0oijIlg5E1aSUkjRUJDhyUlJQQCoW4IF3I2PrvCHXQ5UhdqPMRqEM9tLlgNpuZNWsWkIqRHTKKVVZWYjab08cpioJV1K6SowBxoRS/Uk5pUwPmwLmsx9kCkTHCdIj2M79g1f1/grW0iVD/rYzfdXoSWHSp59tqFNm+MFWhutqpsvuSHVSZVXVBnLb83v5XOpO0zB+/etwTqebttqdw6PuJfzqM8u3MrX1Fn6pmjuaVQw4+tsLNeOJJibbTt6cFY93j2Bb9fzg3vELCe5zA2T8k3rOX8/47sVhsPDXv7zl7S+LZd+tQlSSRSIyv3tNLLuLp9WPVfGGEwWoi3j1bw9M7hw1W1wJLsRQFxzV65cp5dyXP3JV9BqlRL/KZrR7Aw6U2kW/vakBRk+xc6mZu7cRCoz9SQn2F9n2Lt5IOnMbppRaNRJJE6jfGUWN2HLMCtO+1gwq2+QGcjdO7VMmxmTFYhfpkVGPugncopQn8BHuTtO21Iqi6QRPVcOW192oSfUUArb9QxDotPPSpz2q6ZoECM0FBnI7DRx99lJOTfWRKk8vlSou58Xo/8xFPuZKqPGk/FzEej5NMJtOPZWRKkyiK6ZaHyWgJtmQITwAxKbImuIaklMTpdHJCzL71f9R2NGdx2tPTM2Vn/lDVVJbltIlqKImq+ehBvnL9Mraf5z4HVEZPVKxkQFfOgFBCQrCRFM2o6AAVUU0QjkSoMHYRtktYA2P7CidKaWo/9xar7v8T6pd+jIvvfTPjd+e7i9nWHGS00JpXLTKvOoisKBy6qicu2DAJAdbNyS1H3KdYWbdgbLqQosD+zvu4EVjMxuo3mV98Fnk2+EXSbv1so5WG6I84aayc7AKvEut4gZjrZUwNn8S68P9H6eZdnNj9F1y4GOSJeV9HFGH5bJnls1MGo9/4VgU//HAWxQYfj27wTthrqKj6CSvCw49VQVVTo32GphFU9Z1mrfMC0U8p45q9JiMWV5ByHOC+oEFhQUNHRkqTtSjA4xv7xzyGzn6FYqNvSuc0EYeuFBGvCKG1eOo8oaN4YRBHlYSjatBEdUKi/ZojZaJaH580pSkbHYf0VK+LorXrve+klYatUzNY2cp12O5M/c3dp8TB+bBRatcPEG0tnpEqb6N5HVWVNZqvW6CA1hTEaRb6+/u5ceNGXkJHr9enq3D9/f3pSmNZWVnaRNXd3Y3BYND8fF0u15R7NCfC7XZnCNCRKU39/f20traiKMqkBqMhcTnk1jcOGFkXXsecgTkECBAIBMbd+g/pch/7EovFpj2eS5KkdPuG3+9nzuHD/Pr5i5jU4X7Q2972ogBXF9UR01UwIJYSFxwkRCuKYCB1wVaQlCiSGkSv+rDJNzEq3egZrjTtveZg6Xw/Zzbbue1tb14pTRGfm762EzQsvXeMOBWEieciSqLIpuZU9abbn2TvZRuqIDDXGWBWRfaLd1xWcJjG/i16o5W83fYJbEU+npr3dxil4VJpbJOY1fw0ki6PQrExj6q0miTa+n2i7S+SaPpr3v4Innx4E9a250lGhquOJ6/r+fj6ENtX9NHZr0yY0vT+WQOrm3KL9HzzuI3ti7vGTCMwehLoRwz9z5cXPyzLOZVqiNEpTd97r4akqmdZXScbFqXGWb1+tIYv35l/WMJkvHmjnqrt2hvuFL+N4jXDVV5RFKldA+mUpgOplCZ9pZ+qpbk/Jp1iwWjVLv4zfX5IiBoYrGpWCECAeEyh40M9XRd9SGXi4M+1QR5QWD1rp2brFSgwkxTEaRZeeeWVaYnI0tJSSktL0wlGXq8XVVVRFCUt7rRmOu728RiqAmdj9GPMltI0knnR4f7R1tbWtAAcYqKt/+LiYkKhELI8fHEZPZpqtW81BiX1N2u5epWHjx7FGQrhsVp5raWFo/Py612F1HP6xRs30sJ0CElWWbJf5v1VO5HUMEWKH4vSjlHuwaj0ITJ5ktb1riRlg6JsqilN7WffZOW9f4zF2UDYkxJmx2/C/LIAuYqRSoeOSkfKEXzylo69VxwIycgYE9XxNomv3NOaXldR4EDXx7jmX8r6yndY4DyV0/2N5vVjNXxpW/7iSZZlfvxmKxvnB2lq/g2Yfxzf0S8y0PlTAI7erEobrKpLRZ7eOZTSZEqnND2+sRu7WZxwO3007d4y7mtpxfaX+U0jmIyQbKPE5pn8wHEoKxb58o7UYzxwwcCz7zYgCgP4Q9qOpILUDNJOVaBu8kPzIhaQSYrjtwkYrSJN24dSmqBtt21MSlM2PK0yokN7g1XnaTDP9qNlNVZvFNEZFZZ/UiXmU2jb5UARkpQuD2Irn97lWuxp5L5PPabRmRYoMLMUxGkWLly4oEnD+MgEI5/Px7lz56aV0pSNSCQyI7Gi/f39OYUPTJTSlM1g5HK50v26I8m29V9EEWv8a1CL1LTpbGBggOOJ4+y3jRpNVbKf9bPX03L5Kp/evx/DoJAtDYX49P79AGmBKghCevj/UJvFyKkEI6uOZZHso1wc/gCxa8+zqG5qr5Nbfgfbm4fFeL4pTTAsThuWfoyL7z8LgD/hYHXZ1C7EK5sAUiaqg9eNqKKRclOAZQ1gshZRak89L/3Rct5q+yRmKchT8/4eoxSbaNlJmNpon9dufJEG6zXmi2/Qt3s3xWt/gnPja4Sv/j2ek38AZK+SbV0WTac0vXyoglDCjKs7t+q8N6hgklJbrRMN/c+XS21QXzzOeIMpsHHRABsXtfHWUT09fUae3dVItb2P+1tyN1FNxHcPlFK8MozWl4+uoxbqNkXJ5YtKRkrTIQP9AxYwB6nLYjAKXLHTsD2U07r5kOizU71c+15eccCGxenH4oTS2aHUFJVBE5VqDFK3Vp5StXZR5WbNW8oKFJgpCq/UURw9ehSv16t55r3f72fVqlWYzWbcbnd62z8XE9VE9PT0ZMR/akUoFBpT3ZyMkSlNXV1daYNRdXV1+vlUFAWn0znmthlb/1KIRkcjG6IbsEVs+PHj9/vR6XTYbDaO2Y+N6U9VdApnys/wyI9IC9MhDLLMoydO0L4pVdJSVTVdyU4mkyiKQjweR5bl9P+G6DcVURYdm/gTsevQ6UgZjJQB1jSEKbbm9naSFQVVmf7EhrC3g/7206m+0/efJRRTENXpz0W0GkW2LUxVqK53K7z0kZ54MkBbt0K7cg+XvStYW7Wbxc7j07qffWeMrG7MbTt9JHs7HkJAZWvdGwAkwzfof28T9qX/G8u83+In7/p5aONzE65hNop8ZmtKEJ67pUuZqNQkH1vhorEy+4X/pcOVfOaO1Nb7hEP/8308F2p5emc7Wounm54q/vipNiDAVZfAt3fVo6gqO5a4mTeNj4xL0XKspdrP3xRVPZI+P9OSKIk0bkoCAQLdMm17bAiIWOcHKG3UzVjgSTymoOTYI5wPgW4Z1ZQpeEVRpGF9qg0n1C/Tts+KiIR5tj81BSAHon06dt75hObnW6DATFEQp6PYt2+f5sIUSFdMIdNE5Xa7EUURSZLSP8933ZkyWE2HbCaqeDw+YUV6aOu/sbGRP/rtP+Ib3/gGZziT/n0ymcTn8+E3Za8MBsUgJeN4CBx+P11d+Qmhvh4376+y8OARf9Z+0OZqgebqVI74oetG4oIFqxjISGnKxkfXJVbUhdBiO7D97C9Y8bE/wlJSx96DPWyYo+1cxDmVIje9BtY0l/GLzs+hyDGswe+xcMH0+xgvd1fy9I7cZpAOca6/hY7QHD4x/+8zf6HECZz+HQZ636MvsILlXzmN//hXiXW8NOmaS5qSLGkaTml660wJDoOPx0aZqGTFlG518D8pYPuWDn1i+IvMeNMIJiIlnrQ3M0ZiCpI4LJ7m1arMq3WlTFRHbey6UIZFCvDE7f15zcC92aXiNUXROsi457KCoXp67nR7pYR9x6DB6KSOtmt2XDf6mHunD5h6ASAb7kMGatYNoPUXCs9ZOw3bxq/yWkslrDtSOxWdZ3V07LWTIErtugH05vHPpVJdxeKFyzU91wIFZpKCOB1BLBbj0qVLFBUVabruUF78aEamNHk8nglTmrLR1dWFyWTS8ExTdHR05DW7dSJGmqjOnTuHyWTi1q1bFBcXj2uiikZTF5jxHtt4/anWpBWPNbWVPxrPFJK9JLmP+EYbH5WIE/aDSpLIpmYZ8KdSmi7bUVWB5jI/jRVj32Ix1UaZRkPG28+9xYqP/RE1C++EI69h1GtrUokpZiqbd9JnNlE3cACb2kqvAn/64/nYLEm2LW1n9dz8jSaRmIJEftU3V6iRj7q38cicbyOJ2e/zxunXMHtOIQd2ULLuecLXtxA4/TVQJm89GEppggBdnmET1erGTpIKLKntTh/7QfOd2D4eY8vu/ZNOI5iIn35kZ+dSd163yYUXDpTzRBaDlSiKPLg2FSrQH1D4wftVJFUji2u62bRk8qrlj041ULs1OWbd6RJr13YG6VBKkxwrJnxTJnrDQFF5/ilN4yEqJvTmsTsq00VQJzYzjqR6KQyZqNyH9OgUM1Kpn+pRJipFUVlaWxi6/8tAt93E/71r4czeycWZXV4rCuJ0BK+//rrmFQxIidPJXOROpxOn0zluSlM24vH4tN3p2RBFMWtf6HSx2+00NDRkmKiypTQNhRSM97iz9adKikRLsIXXWsjoOQUYkCRea2nJ61xlWcZCqoEwn37QkSlNJ1olrl1xICbDrJ8Tx6gX6QvIGIXcJxBMRqi/lUDvddyRCirMPrQa7RMVy+kp2kAMO9bwBRqjx9NypNyuY5s99QXiw9OVvHncSqnNy2e2dmE15TgY/lBFXu703mgl77Q9yY76lyg2eMc97mcna/jKnTfpf28LtiV/jrX599GXrsd7+EmSoSs53RdAlXPYRPXBOQPPvWtjw1KBpY2plKZL3lU8cO+/0vvx6X1euAOlPFSr3ethiFjSgsM6cQNsqV3kyztSkbEHL+r55jv1iMR5dG1nRvrVSFyqiUqNIzVlWUFBe6EX8cuI1gGa7kgCcfquKbTtdpBUE5SvCmEtndrlz3Mzia7Ej9ZjtNwnVGzzAuS7o6I3ijRtlYEAnlsKrbvsqCRxLgthr5RIuEp55JnPaHquBQrMNAVxOoLTp0/nZALKh3x7nkanNLW1tWU1UcmyPCNJU6FQaEbW7evrS1ekxzNRGQwGKisr01v/47UWjB5NZU6YWRtey7zoPI4OmvKn69bvcV/ngXljIwlzRRRF1swC8BOKJjlw3YwqGujo9PKpzQm0rDy5L+3j/K0Ay2eZSCamY06CoNhEr/42FEGiJHGO6xda2TZ//Crv8gaAEJGYjr99ZTYGs8Tyejf3tEwsYCKyBYc1t+fAN1DCz299ls01P6PedmOSo1PmNlSZ4Nk/JN77PsUt36XszqMETjxDtO1HOd3nSNY1R7ngLuZTmzp5+VA5EeN6iqxRivU9TOfv2OdTsBVpb6g5e0NkljM/g9WGhXE2LGwnnlB46YATf9xBpdXDw+v86c+unx43UzQ3iNazQl2H9FSsCaH15ajnqIW6LcMGq7K5IswNplOavDEbimnilKZsBK/ZadyhXfjAEEmvA+eq6b0enE06nE3hVAHgSBH+c3bm1S1OjzMsUOCXhYI4HeT69eu4XC7Nt8k7OzunPOZpKKVpaJ2RKU3d3d1UV1dreaoA9Pb25m2EyoVIJJK1yjvSRDWU0tTd3U1fX9+Efa9D/ant7e1jkrGOzps3pdFRI3How1hN2lyErSZdOqXph71FvHfFgqokWF0fyjulKRvt5/cgSauonLMB96W9Ex7beCE8pkXh5iILXmkpvqKlCKpMWfwYduUGgYiMpObWf202itzRnMoRv9Ft509/UofNHOGx9e00VGRWmC7cEmjI0Z0ejlt5/caXuK1yD3OLL0x47K6TRtbPzewrHuh6i97dqyi+7YcU3/Z9jHWPEb7yt8T79ud0/wAvHXDySEsnZqPI4sWLOdu/kGWmf+HbuxtQlCR3L3czuzr/KtorH1Xz+RxTqfJh/5VqnrnbNaXb6otEPrnFB/i45oJn360DBLYtcnOotxbnMu1NQGLcgrl4JmaQ6pGksa0K2VOaRKxzAxkpTdlQFAVV0D7GOB5RSAraVaRFUaR+vUos6OORxYVEqAK/fBTE6SBvvvnmjPRvDg2pny5DQnTIYNTR0YEkSTmnNOXKUPqTliiKktO4q6HRU06nk5deeokjR47Q29tLTU1N1nOKxWIzUuX1efup048f0zlVzrTB+nkycyqHUpoMxAUbZjHA2tnylJ/3N3Yd5Q/+9s+JuSsmFKeNF8IZw/4tgSQtb/vp0t9O2+JGqgd2Y1Z60scfbbOyaW7+6TezK3XMrgwjKwo/3N2AqjfR4Ozlqc39SJLIB1dq0zNIJyIim3n5xtMsKzuU02SA632V7Fg51mClRF14PrgTS/PvY533uxi33I8cuEj4+jeJXP8nYGKx4Y87qCjxcaDzLq77l/D43G9gLoqwqsmTTml695wTa5Gfxzd6ckqaAkiqhpyPzZXU+0yb0XJza2FurRtFUXj5gJn2S16KRRPF65NTSmnKhq8zARbtk5C6L6gY6/xM9trNTGnS0bbHjiJEqdkwgD7LY+w4LFG6NIDWl07XYQO1G7Q3WNmCC9m84U5N1yxQ4N+Cgjgl9YF+4cLEVZmpMBPiSZIkHA4HOp0Ok8mUNlGVlJRMexB/Z2dnRqa8VnR0dIyZ6zp6iH5LsCW9XS9JEr/2a79GUVERu3fvpq0tNSDd4XBkCP3Ozs4xVVMtkEOdrFoso/WFoi/mYFlDaos8ldKUBHx0+2T2XrajCgLzSwM0ludXsR1QzIjh69Qs2MrxN8Y/bvkHmVMHAIrkJDt3v8nA3CxVeFGPfhozTCVRZMM8BQjTF9DzP38yD7NZJhievMcyHLfy8vWnWeQ8xqryDyc9PhRVKBIm2GpVk4Qv/RXhq3+Pqf4pzE2fw7HyH9GXbcJ37AuQzKwIDkWT6vrg9223OBNZzc2FC3l87j9mpGCNTmn67r5qFAysqO9k3cLx+yg/PK9neX33uL+fKq8ccnDPcjda9kOKokhwwMqzX+0hIcOLh6voSNrwV0ZxLpnee8R3zk7D9jBav9cG3Pa8DVY1KwACxCMK7oNGRNWIVOrPSGkSojZsldoP9NepJvRGbftuVVVlYdVmTWZ2Fyjwb01BnAK7du0iFotNa95oNrq6umZkBqnf76ehoQFRFNMmKpfLRSAQmNRENRGJRGJGWgVEUczoebpqupphaApJIfY7Utus86LzMj5MHQ4HDocDRVFwu93pnti6urr0AH0tURQFq86vefU4FlfGdYxXFktUFqe29E7c1HHNY0dUomNSmrLR7ZMxiQHcl/dRt3gn9oq5BHqujTlOQcQcyP5FyRIYu6V60aVQY/GhlWgos0tss8c40aqyqC7Es7sakQjz+MYe7ObhnHpdP8ilAh/dsZkl246wuiK37feXDlbw2IYcekCTUaK3niN66zks87+GbelfUWqZhffgwyixToAx0aT2oMraF0+x8KvHiTePf6EvKxb5ys6U4PzwnJFn361GUAd4dH1nOsBgiDMdVTmnUuVDX9jJrGrtK5EDijltdvvqjh6ghyOXiziwp4Z2VaBoVRSzM78pJ6kqb+7u9FyR4wpJYepTK/RmkaZtqTm//TcUWnc5UFQZU5MPxaC9YbbvepKiCu17j2NdZh56smCEKvDLSUGcAkeOHNFcmMLMzSAdWnvk/QxVEMPhMG1tbQiCgMlkyprSlA1ZlmckaWrIkT+So7ajGU57AFmUOWo7miFOR/aciqKYFvqxWIwzZ86gqmraRKUV3e5WttZ60PqtceiGgXVNk6ffrJoFEMia0pSNs502tjWH6by8D4Ca5q1pcaoAft1C/NJCEqKVgOPvcfjHVi0j9rGVWneomO3N2l8wMZj55DY30EooqvDSwXLmXVZ5eH8f0uBLoqhP5d6fvUmwViFWkZsYGFAs2CeY85iN8JW/RQ5eoXjtDynbfgTPgYeQfSew/XhsNGlRQsbxPPTekVsV6vYlMW5f0kYsrvDSgVLCsj2d0hSXQRLyGzafC10eBbte+6reyesSc8vHtrmsbU6wtrkVWVZ4/kMntwasdJliONfmNrfVfULE0ay9warjoJ7qFm0SrEpn61IpTbLCR/8iUT3LQtuB8JRTmrIRuemg4U7tJzY0GtdSW6P9zlKBAv8W/MqL056eHi5cuKB5Nn1PT8+MCF632z3ufFAAi8WCxZIaezSU0iTLMjU1NROGC3R0dKQH52tJf3//GCNUSJf9g3jo55O59Y1GI2VlZTQ0NKRNVIqiUFFRMe22BKsUoKpE+7eFKpox57FtNzKl6VqXwu5LDlRFZlVdkFL78PkJYqpHOOJz4+u8ROX8LXx0YA/eoiXExWL0ip9i+Qz25DXOb9Jz29tC1kCBkciyAoq281IBfKEElbbhrXerSeTz2/spf1lJC9MhpLiSc0796es6ZpdNrUd4oPNn9O+7nZINb1C25X18Rz+Hrj/74P6pRJMa9SKf3uoFvFx1Cfzz7nqOX47w5Z3aG6FeP1rDl7ZPPxxhNIeuVvHM3eP3CEuSyKcGTVQ3O+GNfbV0oWdgXhRHw/jCU/XbKVmj/RcgXdKC0a6twUqURGrmpGaxhvpk2t4bTGmalXtKUzYUWUFRtTeDyXGFVbPu0nzdAgX+rfiVF6evvvoq/f39+P3+Kac0ZSMWi83IDFJVVScUpyPJltIkCEJWg5FOp5uRZCxBGLttN94Qfbtqp6qqCkEQ+OCDD9L9uqP7U1f7VmNQDMCwiWrkYwSora3Ne7swEgljF3omPzBPbvYkcRqmXtGaWyUytyplojp8zcBAlxWTEEQvycwrDQAiYbGWH73wCoGoCIbV2BMXKB64iDjCHDM0q3WiQAGAQ9f1rGnQfrTPhR4zv/dIF6PF07g59X0poSxNUqE6dL06J4PVeMj+s/TvXUfJhlcoWf8iSlUxQufYv9dUoklHMpTS9A2lgU5fgmd3lWKWAjx5e78mxiiFokmfq3yRZQVByF08zaqG365OTQr4xVEL565V0iEmcKzLNFHFQkmSOu2d/952GcGuffW486yKqTFlsLKWSVjvHExpOqOjbY8NRYhRM0lKUzY6jkiUrdT+vSZ2N3D/Jx/XdM0CBf4t+ZUXp5cvX2b27NlAZkpTaWnplAfRj85n14pIJDKlrfeRKU1erzdtMBpKaerv75+R8AG32531ORxviP5q/2q6ol3U1NRw7do1ent76a7oZr9uP7Iwoj+1ZD/rZ6/PMCWPfIw+ny/9GO12O06nM6fzDfS1snNRHK0rTzc8DrYvmP62nSSK3D4/CfjpDSR580I5Uu1txIxlSMSpkt18+Wt/x5Hnf52O8+ezrpFLoEBCsOCwaP/6tdnVMSLsZmA+Zrsbh39sBS3hhO/srUFRi2hp6qSleew5pd4P0zcdKgM99L9/J47V36bz175G/Z/9GfrEcKV7KtGk2bjaAXXFHh5YGwJC9AcUvvdeNUnVwJLaLm5fPLWK9b4zBlY3dU7/BEfx8sFiHlg1tWrsvS1h7uUG/pDC84cqcSfteCoilC7V0XXERN1GbaN2AfyX7DRsHz/+c6okeuxUbx/by5tKnAqmUpoOG9AlTVlTmsZDiNmwlmkvphdUbNa8paxAgX9LfqVfvceOHcPj8aQrhqNTmnw+H6qqUldXl5d4c7lcmvZBDtHd3T1td3pJSQklJSUZKU1tbW2sXbtWo7McRpblrMJw9BD90W59WZb5whe+wHe+8x3+pu1v0sJ0CEWncLrsNIt7Fme93yHRrSgKnZ2dtLe3p01UE31gF+tDmleeFEVBVSf/QpFt/uhoETmAA39RMxGxhkSFjducMk7hJp1X3qM/pueWOsDDn+ujesE2Os6/M6XzdfcnsIjab7VedCW5beFwVTqelHin7Sk8sUoqH/8utu8FMvo8FT2EPwVPb0rNLX3vjJFn361FEiI8tr47PcD/5YPF3LtCI3e6MsD5vX/CLuEzLHv0Ue55fzdiZ++Uo0mzsft8DV/d0cGQeEqlNKVMVAcv6nn23QYEBvj4beOnNGXjYmfljBisPLESasun93pwWEW+uqMX6OXY1SI+2FNN1/kwZSsErBqNpILBLypqbv2u+SDHFJJM3COsN4o0bUnN+fWmU5oUnMuC2Cuzf+YEe2VUk/bmtWi/jh1bHtN83QIF/i35lRan+/bty7qVnWtK03iIopju+9QSLd3pQyYqRVGypjRNl3g8PmGVd2iIfjZ8Ph8ApaWlBDuyf3iHdCGMRiOx2PijjkRRTM+BjcVi6ceo1+vH9Nf2drtZautF64rL4es6ltZMbPrINn/0tre9xLFyavlaomINCdGCqMoYlF5K5HMcP+9iw+wwRr1IZQNAjEhM4et/9xeIBiehtqH0pvy40FvMtvlBtH4eQlhZ25wSmhc9KzjcfReNtsvc2/gDxIXgN5F262cTg1uWxdiyrJVITOHFg+XEklbqi3vxREuo18jp7Bso4d32J9hR/0Pe9s3l3nYXcuACng/vQ4m5p71+6ovK+O70VEpT22BKUynBhJ0qWz8P3BaYUHBFYgqSqP0WuatXodTs03TNNfMSxJVOLpeV47lUhDdmRTUFqMszpSkb7mMiJUtCaG6wOqSnem3uVd6SJh0lgylN7iN6/OdsKEVB6jdkmqj6T9to2Kb9GK2K5AqWLVml6ZoFCvxb8ysrTuPxOJcuXZpU7GVLaUomk9TW1mY1PPn92m/RQMpgNRM9oS6Xi+rqaux2O5Cqzg49xurq6infp9vtnnL/bjweJxwOU1JSMm5/qk21YbPZKC4uJpFIEAqFGBhIVTeyzlBl3pgkqmQySUVFBRaLhaJkPwtqtW9tiKoOKh2+CY/JNn9UklVW7PdxfIWZ0sRxLEpr5iVMdGDUZwoSs1Fk5woD6x77n/zD1/aw65IX1CQra4OU2Sd/qyuKgkruUbu5EpcVis1BIgkzb7V+kmjSwn2N36PcPJzmFNsk5mR+MhtFPretH+jn/dMCZ66E+CelmruWTS2lKX3/sp43bnyR2yr30N3ZxlyzG8+B+ylZ9xJl2w7i+fA+5MC5Ka8P8LOjNrYvmVzkplKaUiaqay749q46FFVg+2I3zfVjTYIvHiznsXXdaC1yfnqihi/PgMHqrZv1VG+Pk2rH8BPslmnba0NQdVjn+idNaRoPNejAUTMDM0gVC0Zr/m0uoihStz6VRBX2yLS9Z0NUdZia/JTP0yGqMxF4orKkZoumaxYo8O/Br6w4ff311/MeTjwypcnlcqXTlEaKMK/XOyNGqJkyWAFpYQqkq6bTNRhJkjStaQUej4eSkpJx+1PX+NfQG005tK1WKw6HA1EUOSmfZH/RqB7VETNUIdNE5XK56OnpIdrvQlmgaHqx8ARlDIyt/CpAVKwirGskKlZiDnwj6+0d/gA18bGJT9e7FMqN2S/CnZfeA+COHQ9QLn0DWVH46Lqe0102jIRYOzeBNM5jPNGqY0G59lXT420Sd2ys5/mrm1hQcpJ1le+ixdN8sbuSf/iqG1GEN44U8+65EmxFfh7LI6UJQFHg1RtPM8dxjiWlx3j2eD1P72wn3r2L/vfuwHn7zyjd+gHeQ48S75k4HnYiXP4yHlw7NsFqIkamNL153Ma+S2WYdUEev70vPQM3IlspsU1hlMAkqKo0IwarTkVg5PRnW6WErXIopUmkfY+d5AQpTdmIBWSSWb7ETpe+WzJiyfQFr8UpYRlMouo6K3L8OdCZA1SEwGjV7jlOuJ088tXPabZegQL/XvzKitNTp06lhVe+SJKUzp8faaJyOp1Z3enTRZblGYnpDIfD4269j2cwGurnnIi+vr5ptx8EAgHsdvuY/lRzwsza8NqMloBQKEQolLowvVf13pge1ZEzVEcy9He8desWZQ2r+OGZAPaiICsq3DSVZ/8b5tIbOsSJDhtbmsNEhXJCUhNRsYq46EBFh06NYVD6cciXCdslrFkG4WebPwpwy+9ge3P2dodYqJf+jjPUNG/jwr5vjEhp8tMXkHnvih3QMavYz5yqzMcYSNhZU6pt5SlGMSXNO2iLyDwy59sUG7warj7sTn94fQAI0OMdmdLkZt3CySteP7v1Oex6D7fXvJ0ao8WwEUr2n6Zv7wact/8c5+1v4j/2ZaJtP8j7TPsDClZp6u0HoihyX0sYCOMNKvzg/UqSqhmrrouGkr4przseu04aWTu3a/ID8+S5D8soWT3+DNJUGtPIlCYD+rIgVcsnXrfzqIX6TZPPEc6X0FU7TTu0y7wHqFoqEO+xUbPRT8chPTrFgljsp3b19NeeV7wxo9hQoMAvK7+S4vTWrVt0dHRgMpmmvdZIE9XJkycxGAy0trZOOaUpGzNlsOrt7c0pwWqkwcjtdqeTqMYzGIXD4bR4nyqJRCK99lB/ant7+6SGsKAwfo+qKIoZYryl/CoPzz5KyeYQ3gErr91o4WjvSg66KvioJ4pd6GLLXH+6QjVeb6iMnnNLFqKKRhKCnYRgISmYqVlm4aakQ6fG0SserMlb2AZuUkTmxe7MZnvGupB9/iiArCio6sRfVDov7WXRtv+C3uQgHh0Wm2V2iTvtqfs+0yqy57IdQYmxblYMRVWRVO0uwjJGOvVbiYplOORDPDn/fc3WBth7xsSaWWPd6RUlo1OaahCFKI+t66bENvb9+L7rfmJJC481parXLx9y8uDqzK1sJdpB/77NlKx/ieLbvoscukzC81Fe5/vKkWo+c4c2s01LbCJf3pHaNfhv3yujvsrIs+9aeaSlk4oSbT5zrvZW8MxK7Q1Wl2Pl2JwTxMwOMjKlqe96krZdDhRkylaGsJaN/czRqXokvbbBBqnPiuyzlqdDPKaQFGJIRpGmrTLgx9OW5NYuG6BSvCRAcXV+aVsAA2GV9Qvv1/x8CxT49+BXUpz+/Oc/10SYjkQURSoqKqivr0+nNImiiMlkory8fNprz0Tmfb4JVqNTmtrb29HpdBkmqpTpY/of6IlEgqKi4Q/oWCyWU/V4ohmqQ3+HWCzGAuMJPjlvPwZdqrJWagzx6ebU9v9R5g0eV8fPWv2UFRuosIt8bP/PsvaGLtsf4b3VG1AR0alRLEkX/u5rFMm9zCuffKsx1/mjAIevSaysCTDRW9d9eR9L7vxtquZvpu30z7Ies6wRIEAsrnDwuoELbQOsnTvAdMWTgkh30e2EpCbs8nU6Lu/jS49cnfa6o7nSVcHTOyfeIs9MaSojLNuodfRx75ogoihyunc9rcH5fGL+36fbDHwxB9WlvjFrqXIA76GPU373FWxL/wrP+9vyOl9ZMUwaRZsviqJQX6nnmbs6iCcUXjnkxD/goNzi5eF1vil/OQ5FFfSCttVCgBudKn5zhHwH9JXN0cGcVEpTxxE93tM2FEOQ+nUpg1H3xSTG2tQMUi1xHZUoWRpE68uk+6CB2nWZ7zVngw5nQ2pUoOuogeAFG0l9iLr1iZxbKyy+ZrZuLAzeL/Cfg5zfdYIg6IBjgEtV1ftG/e73gU+OWHMhUA5YgO8DVaRa7b6tqurfD97GCbwANAG3gMdVVdVyzy8rqqpyfpwZkNNhpHjKltKkKApVVVV5G4x8Pl/evbG50NXVNS2BbjQamTVrFpBpMJJlOd2bOx1Gi9Ourq6cqrwTzVDtjnYjSRI2m41H5hxLC9MhDDqZj889Tpt4e/o5VxSFZDJJMBzG7s9e8XH4A8yLfh8ZI56i5QR1sxArm7DiYiB+AgOTb5XnMn8UII6N0kmGjHvaTzMQ9lDTvG1ccTqEUS+ybWECdCWU2zzsumQBRWFZTZDK4twvygrgKVqNV1qEKdnFrOjziEqMXov2po9ITEHKQzylUpo8gIfLHSLf3tWAapqNvnQdj897FmnwtdLareA0jf8RpMohQhf/DMfKr2OouoeBrrdyuv/DF4tYVqt9uMPrRxzcvTxlsNIXiTy12cdQStO3dtWiqiJbFnSyqCm/2cgvHCjn8Y09aC32fnSygZrtySmvK0oiDRtTLSqhPpm2famUpv7uMCs/pX2Fk5ANR5X2BitRNaE3Z0+LE0WR+rWpxxjxyXS8Z0WkCGO9j4rmidvQFlXfMSPXigIF/j3I5yvhbwEXgTENLaqq/h/g/wAIgnA/8DuqqnoEQTAAX1NV9YQgCDbguCAIu1RVvQD8IbBHVdW/EgThDwf//V+n+XgmZffu3cRiMc2jRccTT/mkNGXD5/PNiBEqHo9rtu5Ig9GxY8cwGo14vd4ppTQNMVqcjlflNZlMRKPDrvVcZqh6vV4cUvaLTnFRgN7e3qy9uB6rldLQ+Nn0EjEqEkewhw9xqL2MkgWLaTfdh4CKRW6lNHFyzJZ+PvT6ZYzjtC2MRFUV3Jffo2bBNkRdEUpy4tjUy26FSrOfpgodTRWpPuTD1/Wc67FhIMS6ESaqbD23p5euoE9/G0VKkMbo6+gHTWAnOkQeWDf15KbxePFgOY9vzM2dbtyvZIyo0j+pcq15M32xaizBl/nR+yWYJR1P3t7Pm6dq+eoO14TrRm58B8u838a29C8Z6H4XJmmxADjVXs3TO7XfIu8KOpldPfb1MKsafq061fLw5lELH1wtw6gL8fiGXsw5GIziigW7WXuDlUswUSVqU5G1lklYd8SQZYXu76u07SkhKUSpnUJKUzYiPpmkfgYMVteTSKW59R6biyWa7owBMbrPi7TttqEIcarWRjBaM4VqtNPI/Y9/SvPzLVDg34ucxKkgCHXAvcD/An53ksOfAn4CoKpqJ9A5+N9BQRAuArXABeBBYMvgbb4HvMe/gTg9fPjwjGTeT7ZFPllKUzaGBNJMGKymkjQ1GbFYjJqaGurr6/H5fLS3t6Oqal4pTSPPcej57O3tHfdvZjabcTgcyLJMOBwmGo1OOEN1CM+AlVLj2IuPZ8A67nPzWksLn96/H8OI9K+YKPIvsxsJdCeYM9gWfOi6gZZZfVgT+yEBMUro16+k1fQIgipjS97AmTiFRGrq/Ie6MC8W+ekTkpSpOh5POLg9ObaKesptY3tzbnMRW0+9waxVj1DdvAXXhV0THtsRzDRYiSNMVP0BmX2XbCBK3Nvv5rYj/oye2zXvBOguMqJv3o1Z6c5cWG9ibu2kp5o3saQ1J/Fk3K/geJb0cH+pD+zf0jH30evc89CP01v5qZSmGj46H2d5vYENiyYQ82qC4Jk/pGTDy9iW/m+CZ35vwnOIJxTESQa4T4Uer4JDP3lV72ODJip/SOGH+yuRVRMLKnvYtjz7fODT13XMLuvV+Gzh9WMW9PMnnvc7FVyH9Cz+eAyzI5BKaTpoQKea0JX6B81VU6PnmJW6LRG0rh5Hbjho2JG/6K1cLMDiIHJcwXXYgJiwIDoCVK9KzYdtMK6joa5J03MtUODfk1wrp/8P+AOYuF1IEAQzcDfwG1l+1wSsBI4M/qhyULyiqmqnIAgV46z5FeArwLQrfW/cz7oAAMAvSURBVD6fj2vXrmk+L7S3tzejyjcZ2VKaFEWhtrY2Q+B2dnZO6oyfCi6Xa8wQei3o6+tL/42mmtI0hCzL6ec0Go2O+7fv70+JFJPJhMViweFwZMw9zTrzNDqP12608Kn572OUhoXoQFLitRst457T0Xkpwfvw0aM4QyE8ViuvtbRwft48Ot1ujvVFcAhdJBUFq3FY4BjxUjs4EioiVuKRVnDT9AQ6NcYVZR/P6zqICynB1yck+Y7eC3HGClQh9y3yrqv7iYX6aFr5yITiVJYVVGV8R3upXWLHolRletvXg2N6bvUJmZ173uGn8zJn2vrDCcpt2g+GP3dTZFZpbuLJ9mMyUqcAihIyt+86RO8jw89jqV2ksSzAbQ8OEIlL6ZSmR9d1Umof+3zH3K8RvvoPWOf/DrL/LNHW7417Di8ddPJQizZGqJG8erSaL2zNfV2HVeQrgyaqo5eL+Obb9QjEeailk+rS4TUOXK3mmbu1r3Yf7qvBuVz714MYt2B2pF6/eqNI07ZUSpMnndKUxLksNG5K07jrjpgEoRWKoqAI05u6IulFGjenTFTe9iTte+0kZJmtD9+hzUkWKPAfhEnfsYIg3Af0qKp6XBCELZMcfj9wQFVVz6g1rMArwG+rqprXPBVVVb8NfBtgzZo102oseuWVVzAYDNNZIisTiaeJGEppAjJSmoxGIxUVFSiKMiPidOg+ZmLd0eJpvJSmyZKohrb1h3o+JyMajaa394fmnp4Xz7NfyD7zNNZeT1/fYr58202chhCetFt/4orr0Xnz0iJ1JNWDs257ui2Eek+w53IxZcYAy0cNLTAr3ZjjqWjRoFjP3xiupoXpEHFB5cUif4Y4Pd0G85x+cq08qYpM66k3mLvuUxgsTgbCnqzHHbousaZ+ctOHgkhxJPvfwRwY+/Nz3SZ+/5GbaC3KPrxaw9M7cxNPunGKq9l+fqOvnJ0rW4Ek6wdTml74sJSwbKfK1scDtwUzXtuBM7+HZF+EY9U/IQcvk/AcznpfwbiDihJfTuebD4qqz2uW60hamhO0NLcjywovHSzBFyum1OzhkXV+hGmKp2z4ggo9Qhytm5N8bhms2avHziYdztEpTSNMVBPRdVbB1KC9war9sI7S5dolWJXU6yipD5Norebj935akzULFPiPQi5fJzcCDwiC8DHACNgFQfihqqrZGlyeZHBLfwhBEIpICdMfqar66ohfdQuCUD1YNa0GtHcMjOL8+fOaN4wriqLJFrnZbE5v+3d3d3P16lV6enooLy/XVEh6PB7N2wQgVeWdbKKA0Wgck9KkKAoVFRVjbptIpCqPLpcr3dOaK0NzT3dV7EKWss88lS5ISPUt/NGR9XmtPRliop8v3CECAa53K+y6ZEdVZFbVhcakNNmUdnxk3+LrE5IoDF8e+6J2ljfkNyfz2pEf0Xz7F5nd8iQX3/tm1mPigp1iq2/cNcJiFf1FqxkQSwk4/h6Hf+z59pskdl+0sLTKT2VJ6jHabcKUxdN4KDmM0RoikjATdIDdN/Z8k6WZ/w5EFAxi5nH6IpFPbx1MaXILfHtXPYoK2xe7aK4H1CTeI09Rtu0QJetfpm/vWpSoK2ONG50qldbsXwqmw/5zBlY1dk9+4CRIkshTm/2An9Zuld98tpSaiiRnb4gsna1d289zh2uo2pBAa7HnO2+nYXtownVHpjSF+odMVEWYZ/kom5tdJMZ7HDRs1z7zXozasZVrb7BaXHVHXjt3BQr8MjDpp4Wqqv9NVdU6VVWbSInPvdmEqSAIDuAO4I0RPxOAfwEuqqr6f0fd5KfAZwf/+7MjbzcTnDhxgr4+7YdVt7e3U1ZWpumalZWVFBUVsXr1arq7u2lvb6e9vV0TERwIBDRx048mkUjk9TxUVFTQ0NBAXV0dvb29Yx7jkDjV6XTpyQf5EtJlF34hXYh58+Zp3nusKApWcfjiM6dSZMeCENsWRLjSrWfPFQcfXhGRR/wdy9TsF8hibFw3fZp2/d14k5UISvYewYkI9Fyj+9oB5q79JGT5UtbtTWDVjb0Iy+jpLlrHNdMn6dJvwZJ0MSf6Q85v0iNLmevIksCV7Xa2NQe55TGw90oxLxxMsKzeNWbd6fLa4WI+tmLi+E9FgUOdO3j+6m9y8f7ZKKP+xIoegp/I/Nkrhyp5bMP4rQJza1SevsvF0zvbudJp4dldjXx/XwnRUB/egw8jSFZK1r8KYuaXyHfO1PDgWu3FyFlXJesWxCc/MA8aKwWWzrfzx4/34PYZ+ad3G/iX3aWEotP/zLmVdOSc9JQrU+nHt5ZKNO2I0bAjSCIi0rbHzs09emKh4ccoxxUUtH1uAUL9MopBe8Eb9YhsW/Wo5usWKPDvzZQHuAmC8DSAqqrPDv7oYeBdVVVHztvZCHwaOCsIwqnBn/2RqqpvAn8FvCgIwheBNuCxqZ5LLuzdu1fz2aaQ+nC0Wq0zsq7RaEwPsx9pMMolpSkbM2WwisfjUxbOI9O2/H5/2ih248YNbt68Oa2kqfFmnpoTZiRJwuFIDbmPRqOEQqFpi/9u9y221noY/bYandK077INBB2zSwI8XuPgO3pvxta+XhX4RLyI2cmf4ClaTqd+K/UrJVxKJ6XxExjJfeLazZOvsu6xv8VRMQ9/95WM353tcrCtebjyFBSb6C9aQUK0YUp2Uh/9ecYYrInmsYrA2jlJwMdPw1b2nrFx5BpsWtDG+oUTTwvIld5wCY2V41eP24JzeM/1ENYiP0/M/TqWRSH8JWS49YOfgNimzNf/gGLGapr8PSGKIvffljIY9QcUfvB+FUk1xIrL9/HQb+yjeM0/4/sotb2aqvKObXOZLrG4giTk/0VlMjr7FYqNPgDuWhUB2ghEFF44UElCNTOnrJsdK/O/30NXihgoDwHa7lh1ntDhWDB1g1X1slQSlRxT6DikR1TM6IoDyCE9VWsjU153PHpPWGncqr3BqiyxgpXLxu+TL1Dgl5W8rvyqqr5HylU/UpQO/e67wHdH/exDxvlUUlW1H9iez/1PlUQiwcWLF6cdqTmaQCCgycD50fT09IzpjR2d0jSeiWoiXC4XJSUlmp+v2+2mpqZm8gMnweFwpAVjX18fv/mbv4miKBnO/XwYb+bp3Na5xCwxYrFYeu7pUI9vNBolGExVOMYzU42HTQpQVTLxeZbZJXbYU72xp1pFBi5Us8EhcaaxH6+YpDTDrS9TnjjO2SvX2Dw/Tn/RSlyme1ABq9yGM3ESPROn7fRcPwRAxZwNY8SpIIjIopV+/W2EdXXo1BglibPYk5fHvYRONo9VlhUsRoGt81NC5sSlCnafsVJiDfCJzS6cWVKacqHLo+AwZK9CRmQz77Y9gX+glM21P2WWffhxxjaJxDaNv+7J6xJzyvPvKCq1i3x5R+p2hy918b/+8FFMFRt5YNWvYe3/J948bmPborEJVtPlhQ9L+fi6LrQWOW8cr+FL2zKTsexmkS/emaooH78mpUxUgswDq1zUjhPvO5o3b9RTvV37SqTit1OyZvpV6eGUpgCetiQXDiRR4xZKlgVxVGq3Va5DmrTXNV9URWVp7RZN1yxQ4D8KvxIJUa+88sqMrOvxeGZkBmksFht33ZEpTZFIJJ3SNGSimowh8acloihqvkW+evVqysrKaG9v59q1a4iiSFFRUV4tCdlmnq72rcbQa0jFQzA89xRAr9djtVqpqqritHKa/brsZqpsAjUSCWMnv7aRFYMpTRvjRRw81YSqM1Kq97Oiafj73M3uJE6DHwmoTBykMnGQARz061fSZnoIQU2OGU3VeCFM8wc+SgIKbY52/svZEuZ98ssM5ZQpSJwLLKB+6QLaJCMWuY3G6KvTmsE6xKHrBloaQwx9tCyuAwgRl+Hrb8xCbzawoNrNA2sDeVUVXz9aw5e2j4oVVeBIz3YuelqYX3yKB5r+lXwLlUeuV+VssBqPdQvirOMNzCse4YW9VroububUmYv841eDaC0iw7KNUrv2WSWKMrE7ffVcmdVzUyaqlw+V4DlZTInRy2MbfOPeTpYVOlWRyaMz8iMWSpLUTR6BmjcCzNogUb0qguuInsA5O4o+SP36yU1UE9F5Bsyzcjcz5krcXcLDX/ns5AcWKPBLyK+EON29ezdut3vKKU3jIQjCv+sMUrPZnJHS1NraiqIoVFZWjjEYRSKRGZlt6vF4NK9IA5w6dYonnniCH/7wh2kTVW9vbzqJqqKiIqde1NEzT1tbWymvyB4nG4/H8XhSBpa9lXvTwnSIITNVNnEa6LvFzkVTi/9MpTSlcsRv9aRMVIKqsLwmyDVvMTsWZLYmGPBTE38PgIhYgUdazi3TE4hqjDWn9rL67XYMg6fe5Ie/esnHM/G/I7FwLYuEjaiChKAGqU4exZaYOAI0XxKCGXuW9Bu9JLK5WQZk2vtt/M/nq7GYBniopY15uagXQZ8hgtqDs9nneghrUYDH534d6xQGpsuyAow/RitfImef5vOPfUAgtpm/+NomvrWrDkEQ2bLAxYKG6e+wXG6HWof2w/F3nzJy25yunI6VJJEnN6VMVO09Kv+8pxZV1bF+Xicr52Sa1b57oJTilcNfVLSi64iZuk1RtBb+gUs2GraHUlNU1quAn7BHpi2PlKZsJHptVM+AwWquYyPFjmLN1y1Q4D8C/+nFaWtrazoNaaopTdlwu93YbPmmRE/OVNzpkJnS5HK5EEUx4zH29PTkFP+ZL8FgMN0zqiX9/f2sWrWK73//++mflZenRKWiKLS3t+PxeFBVlbq6upz/jqIoTjpVACAoZr+YhHQhDAYDAwOZg9WL9WFN5iKOTGk6eFXiUmsAk1iUkdI0ErPSgzm+a/Cc61n3/rW0MB3CkoD/sUtm1ZLT7IgEkWP9HL1pYKlGvaBDuDwyNmnyiQL1pSL1pakvS68fqCOhs1Dl6ONTW3rHOPyN+xX03xP4U/8tkq9B/xMGXmv4JL6BMjbX/IxZjstTPt9XDpdw/8rMauy0SEYJXforfnBkA7/9uaVIgQ8AePOYhfcul2HUBXl8Q19OKU3Z2HO+lqd3tmt3voNc6angmSkkWNVXCPzaXanWhXdPmvjmu+UYxAiPbejBbha5FK3AWqp9hVNU9Uh6bYMNxuvHtzglLIMpTV3nBNr22JDVAWrWRcekNGUjHlNQBO1DGOIhhXUL7tV83QIF/qPwn16c/vznP08boUanNE3HYJRMJvNOPcqFXMXTeIxnMAqFQppXOFOmD+17bmOxWPpvlm19URTTjzEYDNLW1oYgCFitVkpLS8ccP4TP58v5HMYzU9lUGw6HA1EUicfjBINB3B23WO7oRUvRMDQz9sn1SUQG0ilNsxw+5laPvSjGsRPTVWLPMuoJoMEPPkIY8bL3ppENc2Kani/AxR4H2+bnvpUtiiIts1UghD8s8RcvzsVsFlk/v41Ni+MjEp5SrwGpD0q+nWT5kydouO9M3lv4o/FGi6nVeLRPrPMXxKLLKJ33afzHU+L0Y2uGU5p+vL8SGTPNld1sXZa7wWimzIyRmIIkTH84/s6VUXbSRiiq8MKBCtweHZcjPlaj7YijnstJDNUBtDZYuY6KFC8JMNElsWqJCEuCKRPVYSO6pAnBEaBmlTLu38V9SE/NOu3fayZ/M9s3fUzTNQsU+I/Ef2pxqqoqFy5cyPq7bClNuSYYxePxnAbD50s+4ikXhgxGXV1dhEKhvFOaJqOjo2NCMThVOjs7+fSnU67nycSvzWZLV7Ddbnd6dmpNTc2YPlifz5dzj/B4Zqo1/jX0RHvS9+10OikpcWDFyUD8ZIa7fbpEVTvldh9AOqXpTJvInst29GYHsxrrSOhrkAUzoipjUPoI2Y3YAmNFT5sDHDjo0O+kyHoVo/6mZucJg19UmLp4clgktsxPVZjOXS1l3zk7f/HWFcR45vtMn5BpeesUvQ9M72Lv6lUoMWnfu3n0YpJFDUGMtY/gP/kboAxXzRxWkS+NSGl69t16ROI8sKaTKufEj+enH9nYsXTiMVpT4YUPy3lifTdaiSerSeSLd/bx52/X07g8TusuCwpJylaEsJVP/zMn1l5Mw53ab5ETclBcndt7VzKKNG1JJVF525O07bGhqiolSwIU12SKcZ1iRm/WrnVkiMXVd2g+s7tAgf9I/KcWp3v37iUcDk+YCjVZSlM2XC5XOvVIS/IRT/mQSCRYsmQJkF9K02QIgjAjrQ06nS5dPc6nT3ZoYkA8HsftdmeYqPKtPGUzU4126weDQbxeL4LvOM6Fi2g33YsAWOVblCZOIhHlQ12YF4v89AlJyjKc+CnjUraxTAD9ARkDqYuwjJGANJuIWI9lvhOTICEqMfp8/UTcFzDGLrKqKXVOZzebWf12LGNrP1wEf3Knjr/e8Re4X9xDxey1XJM2YEm6KI0fR8/0L/bHbupYXBFAC9PHwlqRZkIUh7N/ARwv+SkffnZyrDtdC463VvObm08j6osxVN3DgPv1rMdlpjQ58Q84KDV7+Ph6f9bXqDtQxkO12vYHA8QUCw6r9n2sLtVE5WyVstmpFpWOI3p8Z2yoxiB1a6dmMJLlmZlBGvHLKPqptR+kUppSLSquo3qCF+0kpRB1GxP4XSo6Z37BGbkQ7TZy7yOf1HzdAgUEQTACHwAGUvrwZVVV/0QQhP9DKgE0DlwHPq+qqk8QBD3wLWANoAC/NTjVafS6TuAFoAm4BTyuquqE1YH/1OL00KFDecWVjk5p6ujoQJblMSYqnU43IwPcQfttO1mWkeVhpZJPStNEaDEXNBu9vb0UFRWlqwJTaRvQ6/Xpx9jX10dbWxudnZ1599yONlNlo8d9nQfm9WJNfAgJiFFCv34Vt0wf54x6mjeEd0gMRkL2CUm+o/dCHD55Fm5725vOqrcEktz2thcZPReWLuSWrobapaVcE62Agl7xY1bclMcOD1dnTan/3epJsuuSHRSFZdUJuNs5wq0Pf7lNYNaO7Xx5wzM88/Ufs8lwlHjCSn/RStpMDyCoCtbkTUoTJ9KO/3wJJe3UOKdfNZbR01d0GyFpFgHHP+LwjxXOA8XTvhtA0jw7XZYVROLEe/aSjHVjanhqXHGaPgtJ5KnNPsBHa7fKt3fXASK3z3OzZFbq/dUfULAVaS9yzt0UaSzRXpj+7IQZafbwDFJRFGkYk9IkYfr/s/fn4W3d5503/DkHhwAIYuNOcBOpjdRq7bsta7PlNbbjLfueOG7STjvttJ0+8z7T6Tt9ukz7dp6ZuG6TpmmaNIkdL3Fix5YsWbZ2S7Jk7bvEBQR3AiAIgMDB77x/gKsIkAB42Ins87muXLGAgxu/A2K5z/27v/e3LkDpvMwvZryHzZStGkDvn62OYzZq7p7e1rssy9SsTYqowgGV1ncL8J4LM3dHAr1V+tV5q6mrna1rTAODIQaBrZqmhYbcPQ9IkvRrYDfwx5qmqZIk/SXwx8AfAl8D0DRtiSRJZcCvJUlarWnarcnBHwF7NE37C0mS/mjo33842UI+sslpIBDgypUrOSvzhyuKYwVGw5U4vRNTSG5Jz8SYJ6/Xm3b8UioRFUBVVdWUSXJXV9eMCKEikQi1tbUjzz/dntZh1ypN00gkEjQ3N6NpGjU1NbpcCLjMA9jzR398rPRRFdsDwN9ZO0YS02FiksbP8oL8xXumkcR0GEXVWLo/zKHlC5HkAYrjp7CLJmQmvwgYK6I6et3CWaUU8xYH6+epKLLM3UB+dy+qqmJzlgPNmAnhie+HOESkYnrylo8o/l3qZQrVM1M+7zDBsIqiTW8MVVguoytvLTG5EFvCS23kZd5bJrPzIOSNqQILMxxYb2H/7kpsSpAnN/ZgNWf3d9x90sraudO3/7yVFw8V8fCqNtBkoi0vYJv9NSTFgaZmVpmeVS7xzD3Jrfs3j9s4cLUUqylEf1TmGzv023of5r1LHp7dqb+T1+HOKoq3pe5jtRcr2Hck2058Z0w073GQIIpn7SBW++TnJ8cKsLn13yI3YUFR9KvI2lwKtVsiIOxAeOgcY3hWD2B1Tu8nNxHXWD5ruz4LNTC4BS35gzssXMgb+p+madquMYcdAYZtyRYCe4Ye2ylJkp9kFfX9W0J/Arh76L//heS8/I9ncvrKK69kVTVNx1iBkd/v5+zZs1RVVeH3+3NyaUqHpmkzMiB/eAbqZKQTUTmdzrSiL5PJpHuVVwgxUo2dTuX0VqLRKJqmpRRRFRQU5Gw/6+/rodqc3vayV0r9g9cjqdiDqX9kXYEggSuv4TQncOZnV3GRZZn1cwXgp7dfZd8lO0h51DgDNNDB8//7b3j6yce58taxcY/L13qojr0NJBX/fXlL6c27gzwRxK2ex5m4PGladKy5gDvnZj/aRwB9yhL8yiJAwq2ep3DwlyNR3vaUsvGZAM6fjnd4WnRnnEU0Dbk0eUhoFhZVdnDn4sxU0de6y9mxXP8t8sCgi4oiPwCRlp9QMO/bWKseJdL0w8kfmIKdq8JAE4GQ4Pe+W8r3lXrmlnWwfZk+7lDJz5n+ffOBAUGHFKcmg2M9SwD6R1yaTKIAU6GfyhUTeyn9vjjY9e817bwgsFYH0Dvx9x41UbS0H2e5Agv6UWMC72ErsloAjgBVq9KLqCZDa6/kE09/euoDDQzSUyJJ0vEx//5HTdP+cfgfkiSZgBPAXOA7mqYdveXxXya5RQ/wIfAJSZJ+CtQAK4f+/9bktFzTNB+Apmm+oSrrpHxkk9MzZ87o3jDudDqprq6mtrY2Z5emVESj0RkRWA0Pl8+GYRGVEAKfzzcyV7SmpmbkHH0+37QmCqSjtbV1JFEc/uLWo3Wgvb193Jb+rSKqlpYWVFWlqqoqq6p4PORjxSKVdD9sJZqJbmni37VEMxF2JrfybyXsNNEVcbKtdnrbuEUOhe0LkiNwzrZI7Lnk5OaRn7N6/ucmfZxDtOAYbEEAQVMDfmURXeZ1WEQPRfEPsYvRgfUj/bTLE/ziln7ayYhjo8u8jgFTNWbhpyK2jwIxfs6mEAK7LcbgZpmuzanjJF2akhXQIxfNPL+rFolBPrnGR4k79d8kFBHkSfqPN2rqEJQVjH7e4r1HUUPXya/9dE7J6TBnmqx8+d4QGxf2cOKqwvO7qgGVT6xsw1Oce0L10mEX993hQ2/V+/cPeyjfECObZG/UpSlA701B024nGolxLk3+s05qtw1kFTcTol7XzAiswk6c5aNtLopZZtbm5Dn6W8eIqBb1467K/LejsfTOGdm5M/hY0a1p2qp0d2qalgCWSZLkBl6RJGmxpmlnASRJ+hOSw6F/PHT494EFwHGgCTiETsOjP5LJ6enTp+nq6hoZR6QXLS0tlJSUTHBpykRENRm3Jk96EQgEchZYybI8IvoaK6Iym83E4/GsnJoyZXgcFCSruXol7LIsp714SCWiUhRlSjtWIQQOU2rxyjBPxl18z9xHTBqt/po1iSfjLj68a3zPKYCqSBzb4EAS+nqnL66RKPX3omh5fP8f/icJ2YVLCbCiLn31RgbciUu4E5cQyPQqS+k0b6BdMpOfaOeS2MMP80bPbWw/bboEtV+uoSdvNapcgF29SX3kp2l7XD9olnhsU+bOTesaY6xrbCYWF7x4sIj+uIsyey+PrB3/N3rxUClPbOhE7yTn1x9W8/XtrePiRlp+gr3xj5At5YjB3NoITrdW8Oy9yZ2MpEtT64hLkz/qpii/j8c3+LOuwnUNFFHv0T8pu6m6KbTmnvwX1Zkoqku2qIy4NOX1I9TcKo2TocYEiTS7G9NhoFdFmNO/tu5qE+7qpIiq7YRC/0UXQglRtT6OMkmLSqRXZuumx9Peb2CgJ0OCp33ATuCsJElfAB4Etg1t/6Npmgr87vBjJEk6BFxJEa5DkiTPUNXUA0zpGf2RTE53796te2IKySRnOHkaZqyIalhglEgk8Hg8Gfe7TpY85YqeAquxIiqfzzcykipTl6ZM6O/vH7eF73A4Rjzup0NnZ2dG7R1jRVQ9PT00NTWhaRrFxcUpJxJ0tDVxd2Uvk32ENiUKIAYv5AXokRIUj6kuNi1MHnOrWv/fJDfr6vWfi3jG52BrwwCynBRtNHcl2HPZCZrG4vIAnqL08yhlBCXqKUrUU6hY6clbxot5/nFJN8Anz2j80Z5eqgO9I+dzY6GD7rwVBJUGZC1OUfxDnIlLU56dbLUxO4frH3OezGfu9gN+rvvgH3ZXoWkyWxe20VirMSjsOG36i4BAnvBZizb/BMeCP8Fa8wThq/8764ixuEBJMcD9Vpemf3y7CiFMbJzn4445U1/QtfcKXGZ957sCHL+mECkOUahDNXasS9PVfSoDwQTNbzvJn+XPSkQ1Ga2HzHhW6y+w6jxhZ9aWMFN9hmVZpno1QIBoUKVlfwEmzYylMkD5womPLYkvZeUda3Vdq4HBWCRJKgXiQ4lpPrAd+EtJknaS7BHdrGmjAgNJkmyApGnagCRJOwBV07RU8ztfA74A/MXQ//9iqrV85JLTeDzOhQsXMJn0VUiGQlPbI07l0pSKzs7OGRNYzUQP6+DgICtXrsRsNo+4NEFmIqrJ6OnpGVfl1Ss5jUajWVePi4uLKS4uTo7AaW3F7/cjhBgnorKbAniKpv74bEoUpK0kNi0sGBkdNYy4bMNm1de5CUCTxvcI15aaqC1NVqiOXTdzvtuJWRtg/ZzYpCp2hSjl8SMEbnGC+tRp+O4vk25UkGxZWP1WAJ/5TgYXllIdeQMrmbWZ+ENxyh3TE1gBzPbANz0+hBC8+YGDfztgIxbtJRoTWYuoJuPXx21smu+bcLvaf4G4/xT5NZ/KKTn96YFiHlvjY7Ikp6ZM4pl7bnVpGuCpjV3Y81M/7tVjHr68dfK4ufDalRoqt+n/3rUkipn7VADoH3FpEgxSsTYzl6Z0mBIFWJ0zILCS8rIelWV1KtRvGwQG6bwIzW87SDBI+eowNpeCJjQWVW7Rfa0GBrfgAf5lqO9UBl7QNO1XkiRdJTleavdQu+QRTdOeAcqAtyRJEoAXGOkbkyTpe8DzmqYdJ5mUviBJ0leAZuCJqRbykUtOf/nLX86Ia1F3d3fGSc6tAqNhJyqXyzUhYcwlecqE4efTm7ECq+FzDAaDGbs0pWN4GsIweiSnqqpOq2dVluWRv00oFKK5uRlZljGZZKqV9EKoXLnRmaBoBipap25qzCsKkGqkjSzLrJ2rIUn9FM7ZxstvHCahyVTa/SyoSv8De2s/7Z/vGU1Mh8mLJ7j37V/xy7mTt0jcyvnOfH7/sXb0Sp5kWeb+VQM09xby1PoOfvxuOXHNxgJPO5uXTN9asqmvlPtWpRZYRVpfxLn4vyNbPYjoxAR2MgbiTkrcmfeND7s0BcNJl6ZBYWNuSSf3rBjfJiIwT7CJnS6qKmgTMno3J0VDgoQ82iaQi0tTKvxeFcmh/2fNd0aQP2t6AquyRhka+1HVIRFVrABVRPnLv/2Cfgs1MEiBpmmngeUpbp+b5vibQEOa+7465r97gG3ZrOUjl5x+8MEHum+Rw8TkKVPGCoza2toIhUIjLk2yLM+IEGqmBFY9PT0pXwOn04nT6QRGBUaJRCKlS1Mq2traJrQHOBwOOjunbEuZlNbW1px6gFNht9tHWjpOnzhEcbmFvRdk1tVHc/ZKv5WrvU52NOov1umJuVhWl6x0ltStJhJoZ6CvZeR+SZLRNMGyrV9Bi7TT5z3DBW9SRIWIsXpWCKdt/GfqybiLf8jrIyEnLwRr0/zOpxJ9TYXDge7JU9JqN0GhQ+YrQy5NR4dcmtDiPLamjbLC7J8zEBJYpPS7KoNtr8Hi/4618mHC1/8h47hXvVDpzK39wGlLujQBnLyu8Nyb1UioPLiijavt+aysa58iQvb86EgRrmVh9J7p2X7USvXGiW0u41yampMCI9BwLw7i9kxtmeo/76R2W2hC3OkS73Dh0UlgpSgys+5MiqhKu7ZT6NZ/J8zA4DeVj1Ry2traSnNzs+79pu3t7dNWp48VUQ0LjNrb22dEWOTz+UZcr/QkFApNOdt0WEgUjUYnuDSlQ1XVCQIkh8ORUSvFZIx1mtKT+VUKOxsDRGOCw9csCFM+heYAK+py77UTQsAMmBqEowIpMTpzcuHdz9J06hcjyWnDpq8Q7LqO79I7BDquUOhZQJ/3DAuqJBYQJKYKjlzLR5Vs2E1BVtUnkGWZOV1mtosiTlT76ZESeF1QkyJBDTuzS1YutSVY3aB/Vfqlw24eXN7GWHX62oY4a29xaSot6OPRdZkLjH5+pIJPbUpf5VWD51H7r2DJMjnddaaSZ+4ZL7DKheWzVZbPToqoXjpSyK+PKexcGWflnEFdTQjOhcpwlE6/FeNWZCwo1slFS4W1Jgprh12aLPSfdyDMA1StT92iMmOGJ1GBSNEjPF1iYY27lj6ie1wDg99kPlLJ6WuvvZbz0P3JiMViVFRU6BZvWGA0vEWeq0tTOhRFmRGBVTbtEmNFVMMuTYlEgtLS0nGislgslnLr3Ww2MziY+xd9IKD/lh1AV1cbix3dgITVLLNlQbJ6c7NTsPuCEzTB0sp+yt3Zvf5HryssrexH74/kkRtWNswZrTz5fRewFIzOrjXl5VO96F58l94hEmzHXblo3OPNisxdDXEgQFtvgr2XXWiawN8f5XOrTHwhmryoaLlzAE+K6QMf3pVda0lAs7OuUf/KXk+4kJqy1OO5xro03fCR0qUpHXEtf8rKedT3GgVzv53xQP7k50HSNXlSFJmHVvURGCjnzgV+vvt2JRoKa+e0s3Le9PouW7oEvdYo+kgjR+m6ksBcFiTTcVdJl6akE1XYr9K6z45MHtaaAGUNo6+l97hM4aJRByu9aD1ioWJtRPe41t55bP/SA7rGNDD4Tecjk5xqmsa5c+d0n20ai8VmZIt8OHkqLS0FRkVUJpMJTdNyFhhlqk7PFq/Xm3Yg/1QMzy4VQtDS0kJfX9+IwKitrW1C1XS4hWKs7Wq2+P3+Gake58V7WFA18T023qXJzNlOJ3lakA1DLk1TERZOyt1+3deryVas5tHKU5/vPLVLH+Tywe8DYCkoxF3RwKKt38ZeXEfrubfSxqosMlFZFEJVVf55v8K+q4WYhkRUw8KuW6cP3Cr4moyYKnDlT69angpfj8Btzexipd4Dz3iGXZoKOHC1BKspxJMbuiYkoSeuKDSUTz0iKur9Bfb5/xFLxU6irS9Oefzrxx1sW9yW0Xqz4YVDJTyxoYNCh8w3dyYvAPacsvL87ioUBnhyYydOW/bfOT88UUvV5vTzfnMl0uTOeQapza1Qtz0557fjnDQkMIrhWTMA/UW4KvW3g5UT+Vjt+gvCFlbcpXuV18DgN52PTHL67rvvMjAwoHti1tbWNjLvU0/6+vrGCaFycWlKxUwJrIbXMh1kWZ7g0uT1enE4HONEVMOTFqZ7UaD7tp2qUiD1Tvmc412aHCApzHL5medJXVHp7VexoP/MyWvtgtL88T/C3TeO4Zl/F1u++m+Y810Eu65x5IX/yPIH/wvdTSfwnt+VJtoop1oUdi4V1BQHCIZV9l+1g2Sh0iVoeib3+tmJZoVn7m9C7yTnFycq+erWtqzj7lw1AAwQCAl+ciApoppf1sHWO5ICo2M3Koa23icn3nOYxGAXFs+DGSWn3kAJD63R38EqmnBQ6Bj//t22LMo2mghFBC8eKiWSKGB2SRc7V6S2H02FV7NRpui7pS9UQULTJ9ErXyTBoqRL0/W9Jrqv+cEh5+zSlIreJhXZpX/CG2k388Cjn9E9roHBbzofmeT04MGDM1IxNJlMMzLqSZLSb9vd6tI07GA01qUpFdNVp6djYGBA97gOh4PBwUHq6+sZHBwcaW2orKwcac3INTkdTnj1ptN7jQfnBcn0Y5N0aUr+yJ9pHhIYJaKsnR3FPqYKd6LFzpbGqeciZst1v5MdjeMrkZH+Dj547b8yf8OXiPR34D2/m1gkwHs/+BIAdSs+Seu5t1AH01cwg3EXq4qTlUinTWFbY7JCddHLiIhqVW0IV0F2Xy/59jwKHTNRIcqbVn+lyy7zle3JPtjjV5IiqoQapX8gU/GaYLD9LawVOwkgkzRuTU1fv8Cm6J/kXGyWqHZ3p73fni/zpW09QA9nbph47s0qIMEDy9uYVZ7+tXvjZD5yvf5b5C1HFEpXhNDzJ0oxy+TlWVjztQihzmERFbgXBrNyaUpF/2UnNTMgsKo2r2F2XUqhtIHBR5qPRHLa39/P/v37kSQJi8VCeXm5LnF7enp0n5cKyWpsJsnTrS5NXq8XSZIwm80pe2D1VKePpaura0YcrMLh8Lgq77BLU29vL7/61a9y3tYXQuTcgjAZLsvABNV6piyplYEg0ZjgyA0LCcmGKy/AilkCSc7LaOs/G1QhkLTUyX1p3WquH/8Z0VAyWZEkGVmxkIhHmHXHQ0SCHXRcPZDysaFIAkVLXSVrrJJpJIiqCg5fzyeOjQI5wOrZU1eovD0qc0r9mZ9ghuw9nc+q+uxGOE3GqnlxVs1r4SfvOiGR4PndsyjK7+XxDZO7hQ363sA267PkFa0h3nsk7XEvHqng85v1G6M1zN7zlTxzT0tGcZfUJ1hS70UIwctHXLz+YREus5+nNvVNSPIPdFRRsk1fRzMAedCBvVj/vnETZhTzIO5qRl2ajufRf9GZdGnaGM/6QkYIgYb+OzUJVeOOmqym7xgYfGT4SCSnL7/88siA9FxdmlKRiTo9FxKJRNbJk9VqHVlLV1fXSKWxtLR0ZAzTTKnTZ8rB6tZq7LBLk9vtpry8nJdffpnW1lZKSkoyroTO1BitYKCPCvP0RlsBWM0ydw8JjJq7EvzggIwi9+PrjU/q0pQtR64qLKtKLbCqX/Uk9hvvc+XwvwAwb8MXGRzopenUq/S1nafQsyBtcvr+zXw2zZvcwUpRZO6cnzxHX6+aFFEBjSVBakpSX+w1h2z84T36D4a/3FHGMzv03yIPxAr5rYeagAFaOjX+YXcVkmRi/ZzULk2DHW+hCRWL5/5Jk1NVWHU1CIBhgZWWdfIkyzKPb+gH+mnvFXxvbyVCy2N1nY/VDSqhiKBDSqB3Z3ewQ0XL17963HEhgaVyvMBKlmWq1ySdqMIBlZZ3ky5N1qoAZQsye728x0wULsl8RyVThM/DJ574tK4xDQxuFz4SyenZs2dHvnhTuTRB9g5G2arTM0WP5GlYRDUsMOrt7SUUCulmJTqWjo6OGbGCbWlpSTus32QysXr1as6dO8fBgwfxer34/X40TRuZD5uOmRqjFQ14WbU4gZ7JU22pidpeJ1vn+Xn/hoXz3Y6MXJoyYRAHJc7Ulafe1tNYCkZnJmqaoGbJ/TSdepVIfydFtyj2x2HKx6xk7kfuKVLwFCXbQj5oUrjS68QkwqyfO4h56ByFENhtMd0rT+GoQEH/8UYtnYKi/NHh+DVlEt+8d9ilycbzu0uxyCGe2DDq0qTF/cR6DmKtuJ/Quf9PyrhHL+WxtGr6F0C38tr7TnbeMT2BVUWRzDP3JEVU75y28txblRy7GKLoiTCg30UVQO8ZJ7Vb9d8iH/ROLrCyuca4NF0YcmmSYpSvGsDmmuSnMuTEVaF/lbex5M4ZmT5jYHA7cNsnp2fOnKGzs3PChzidwCiVS1MqWltbc3I6mgo9k6exAqNz586RSCRoamrK2aUpFYODgzMisJJlOW01dKwgSpblkddrrEuTzWYbmQJw62NnosrrUCbfts2FaEwgiUFkWWbdnOQIHH9IZd9lO8hmapx+Giqzf87uoIp1EoFVX9s5Fmz+xsi/bc5yLLZCVjz8p1gLirh+IrVo55I3QVm+n0xH+4xFlmVW1ScrVKFIgv1XbUiShYqCAIMJmYc2zIQ6vZQn1negd5Lz+qkqvr7dmzLuPcvDQNM4l6Z5pZ3sWB5l0PcGzqV/iWytREQnnu/JJg/P3NOs61oB2oLFPOLRbwrClqVRtixt5n8manBcDNNy2k6XO0LJSn1eZ0nTd4wWJB2sBJlfVJUtkGHBkEvTIQty3A72AFWrx7eohP0qwqz/hImoX2bLusd0j2tgcLtw2yenu3fvnvLqcjKXpnSJjCRJMyKqmankqaCgYGSuaFtbG62traiqOuk5ToWqqjOyRR4KhSatSg+v99ae07EuTT6fb6R9o6qqCrPZTFdX14yI1zp8TdxZ0Yfeoo/D182srRvvquO2K2xfmBQYnWuVePuSE8Qg6+rC2PMze/6TXgdbGgZIl5T1tJwi0H6Je3/7dcxWF73eMxz8t99i6T3/kZ6WU3ReO5zyca0hN9sapj9VwJ5vYltjskJ12aex74KGlFfJp+5qoTwHl6Z0RBN2XPbcXJYmxzRl8jTepSmP53dVwztv8JU//C2cnvuJ3PjeuONjcYGM/gPcu/0CR57+Vb0zN0w0lHWzc1UE6OF8k8yuvVW0JhTEkjDOityqqW0faDjmBdF9BumhPMpWD5DtT56iyMy6KwEECPiGRFQauBYEKaxR6DxeQPXdEfS+ACoaXMLq5Rt0jWlgcDtxWyenqqpy4cKFjK+yb3VpamlpwWQyTRBRhUKhGVG9d3d3k5en7xYYJBM1l2t02PlYl6bW1taMXJpS0draOiMOVl1dXZP28mYySmp4XcMiKpPJhM/nY82aNfouFrDLQaqL9RfGCbkAe3560deiaolFQy5Nh69ZUSUbjjEuTWmRTJMKrNTBEKd3/Q1VC7cTjwTpuHYIkYjz/kt/mP4xQqAJ/Wc4VrgEi2utLC6L8b1f12Gy5FNf2s4Tm/qmVT07e0OmrjC9Oj1Xdn2Qz/q52ZkELJ8dH3Fp2vXrF/G1ShQEnDy+wT/SvvHioSIeWa1/z+1L73v40hb94+6/VMGzO70j/144S7BwVgtCCF454ubyeTtteTFc6xNZtagk+lwUrdC/39QUt2NzTe9C2+Ux4fIkRVS+k3mELjvxXuyh+i59X1tN01jk2axrTAOD243bOjn91a9+hRC5zaqzWq3U19cDjIiohl2apkqecuVWdbpeCCFStipk6tKUjmEHK70xmSavPGUz53RYRCWEoLe3l6amJjRNo6ioaNpzWQGi0QgOSX87zaZOFVeGFS2zIrN5SETV0pNgz2UnmtBYXBGksmj8R/jDZphTFGSqZCQRj9D84S/H3SZJMhZ7CaX1a/D7LtDfdW3kvsNXFFZU6zvaB+BYs53Nc8MoiszGeQkgRKc/nz/9SSmOApWdy1pYXJd9UnHgSmVGM0iz5XpPGfesyE1gpSgyT2/LJ7/uf/DBP/1zUmAkki5N/TEXZYV+fRcLaFgw5+kvsJKk1BfvsizzyQ1BIEhnn+CF9yrxafn0Vw9Q1DD5eycWFiQk/XuE/W1xsOuX8MqyTNVKjfZzfmYVQcv+fEyYMVcEqVg0fROYwTYXj335i9NfqIHBbcxtnZyeOHFCly3yW0VUXq8XRVFydmlKRSp1uh5Eo9GM4o51aWptbcXv9yOESCsw6u3tnRFXEp/PN+VEgXTb+pPR0tLCnDlzsNvtI+cYCARGnKhyPZe+jht8ctEguqvIe11sm9+fddyaYhM1xUmB0fGbeVzodqJoA2wcElF1R53cUTv1D3FBUS1KnpVAx2UkSUbTBJomiPZ34iqbi6t8Pmd3/+3I8THJSZHDn+VZZoBsQVHGjyIqc5socyfnw+46VsGrx+yUOnr53N0dU1qFwrCYcQbaUSICi5zpbNPUDLa/QcHcZ6lfuIVnincD8KO9Vs5cHeB7lPLkxo6cXJpSceC8haU1+lvBvnTYxf3L2piq97isUOZb9yaf/90zFo6/U0mLEFjXDmK1T/ze9h6xULVB/8+a/5yL2hmYQRprd1K7rR9Itqh0XdJoftuJKmJUrBnAlqWF8TBzHBsoKtJf72BgcDtx2yanPp+PpqYmXZXkiqJgNptpbGxEUZScXZpS0dLSklLAM12yFVjJsjxSvR12aZIkaYKIKhgMzkiVNx6PT9kqkItDlMlkGqkGjz3HUChEU1MTJpOJ/Pz8kUkHmVJoCY2oyvVCCAFa9qN9xiLLMmtmJwVGgQGVd6/YiakyPQE/zJ86bumslbjKG/jwzb9A0wR5VieuigacpXOoWfIACXVwJDnt6Itjk/Xfaj3fmqDK3sdkScOKOoAQoajCX/18DrYCEyvrvWxblt7B6JUjbnYu1W+26TAvHirniQ3TE1gNdr6DpoaxVtxPrCOZnPbHC/lf3/ASHoSfHSxlUBQwu7iLnSszd2lKxemWcp69V3+BVfdAEbPKs+s93rxkkM1LbhCNCX5ysJSWWAGdzghFK0bng5q0fMxWfVtH9PispUKNCcQtPcKlDTI0DImoDluRYwVgD1K1eoo2nDHEwoI18+/Xda0GBrcjt21y+otf/GJGtpzHJk9ut3ucS9NUIqrJkGU5o630bJmOwMrhcIyIvtra2mhubkZV1ZGeVb2/0GOxWEZV3uHzyTQ5DQaDaeOOFVG1t7ePtG9UVFRM+f7p7mxnkaObXNTpk3HsuoklFfrNRXQVKGxbEGXvhTwWVQnevuQGdZDVdQNpXZr6e5pY8/hf4SidjbNsDibFQjzaT6i3hbYLe+hu/mDk2DPtTrZOIrDKFd9AIdsaMkt67VaZuxuSautrLW7+24VanLYBntrUjKd4/Lq6Bgqp9+ifTA8K28hoqJwRUWJ975NXuHzkJklKtrnY8+Er24dcmm4qGbs0pSIaEyiS/gKr9l6B2+rP+fFWs8yXtiTP8WKzzK/fqaRV5NHjDGEp1f9v5vvAhGtBCL0FVt7DZirWRlLGVRSZWXeqQIBAu0rLXido4JgfpGjW5J95S88c7vnSQ7qu1cDgduS2TE41TePs2bNIkr5JQyp1+q0uTcMCo3QuTano7++fkZmpnZ2dulm2DieksViMkydPYrfbaW9vz/gcM6GtrW3keSZjuHKa6bZ+b29vRlXe4XNRVZXW1taR3tfhv++EdcS7WVCl73sMICScVBTqr6DWTPksr4/DkEvToWtW4lIBDlOAVfXje7P9vgsINYbv8rtcOfQDQr0tDA70osbDcMt7VZPkGRntg8h8tM9Y5lTIzCGEKgTff6sO2ZLPrOJ2nr6rj+4AM6JOP3nNxJxSfWaQikg7eYUrAHjjWAF3NUwcK7WkTmVJXdKl6eeH3Lz+YSGFFj9PbJzo0pSKFw4W88l1+guhXj1eyVe3tukSt7FW0FjbihCCL/xjBWqdi5vvhajekL1LUzpEwEHhKv2TXlktwGqf+vvJVaHgqhgSUX2g0HLVRUIeoHp9DCVFi8pCz+YZaacyMLjduC2T0/379xMKhXRLzIaZSp0+VmA0LKJSVZXy8vJJB+D39PTMyBZ5NBrVPa7ZbKayspKamhp6enpGKo0lJSXTrvyaTKaMRj0NTzTINDmVpOzmIiqKMvJ37OnpGRFRud1u3G73yHMXoP8YIn9IxaxNr28xFTc6EhSbR3+EFUXmroZk9aatN8GeSw5AorE0QE2JQiIeQY1HaLu4h0ggfV/iiRsaDSXZ98ZOxeFrZlbVTk9gpcijIqqOQFJEdd3n5z88rP/f7eg1j24CKzHYgWxNTgdp9pdw/+r0AitZlnlyU1Jg5OsRfPdtD5pkHnFpSkdYdVLs7Et7f64Ikadb4jgaEyyzHFRvS7o0tb5bgKyZsVT5KV+Qe8UzGkqQME2vNSIVvS0qOLK7AJJlmapVAAGiIUHrQSuyZsFcHqBiSfL1jHZauP+hz+i+XgOD25HbMjk9cOCA7okpZKdOHyuiGvaDh9ROVNkmT5mgquqMCKzC4fBI3OLiYoqLixFC4PV66evry8ilKRU9PT0jFdGpGO7v9fv9Ux7r8/mmNY/21nPs7+8nkUigMMhD8/S3JDzRYmfzvDB6J3tX+5zsaEyd9FYWmagsSv5dTzaZudzrQE4MUPWLP0Wok1cv/XEXK0v0rzzFpQJcBZkL3qai3GWi3BWhpKiA7tAA//h2GXnSeJemXFFVAegnsEpEO5DzXATCZqymzHs3PcUy39zZAcCeU0mXJkWO8NT6Dlz20XO80goep/5jtPZ+aGV1vf4Cqx8eKsa9LDmD1OZSqBtxaZJGXJo8qwewOrP7LPqO5lNz5+RWu7kQvOiclsDKapep2xYDYnRdSTpRCeLMrWtk7uz5uq7VwOB25bZLTkOhEFeuXNF92HpPT09OCaSiKCPVy2AwOEFg1NbWNiPD/Nva2kYSZD3p6OiYILDK1qUpFaFQKOPxXOXl5QSDQcLhqcfKqKqqyyzWsecYDoc5deoE7+TNorHQS+PUnQgZo0nmCer06SKESJafpkCWZVbWJ52ogpEEP3xxF5JsxVMAC1J0NoSiAjmhf+WprSeOXdE/4b3QJljT2MbahjhjXZriWgFzSzvYviy31/2lI4U8tHxqdXqmiMFke8DP36/lUxsuk0uSs21ZlG00E44KfnaglIgoYFZhNw+sDvP2uSq+saMlp7iTcbGjjGdnwMHqfLgMe8nEC6sRl6aYwHvEihwvQHIEqFyV2fhAExYUc26tI+kYvnDXq9hQOk+Gef2o0QQLxSZdYhoYfBS47ZLTV155RXeHJcgueUqH0+kcma3p9XppaWmhubmZtWvX6rHEcUiSNOVIplyYSmCVTmBUWVmZ9oIhOdon857biooKOjo6pjwuFovNiINVLBajpqYOd1UNp9rLONUbwkEXd83uwWHLfZvxXItGjSuA3gKrI9cUllVnJ/pw5pt45M5qKuZu4lcv/4C9l91oiUFW1g7gtiugabx/w8qGOfpXns51utjWoP9on5BWwNqGUZX+qEtTNyeuKjy/qxpNU3l4RRtVpZk/d1/ETVWpfn2sIpp8byfkwoxGY02GzSrzpSER1dmbJv73Gx6OXwyzc6lEvY7+GeGowCzpf6HS1KnRlx9msoYhxSwz664hgVFbgpa9TjRNw9WYdGlKReelBObyAHq/x9qOy7gX67+jonV5+PK3v6VrTIPbj5LEVb7a94kZfY6/ntHo+nHbJaenT5/WfYs82+QpE6qqqojFYtN2aUpFJtvdudDR0ZHVBIRhgdFYlyaTyTRB9OT1eseNqZqK8vJyPvzwwymPy1RglS1+v3+kGj4qoqrj5cst2M2DVFlaWVM/mPX70Bd2sT1DdXo2RDQHpc7sk6d4NLml3OCRaPAEUFXB4esW4hRQIAdJSBasM1F5moE2l5gqcNvSb5GvnKuycm7SpemlI4X0nXJTmO/niQ2TO1F5uwSF+X5d1yoGOzh8+DCLZuvbmrS4LsG1jiA7nghx8oaLX58pxGUO8MTG3mkP4n/hUClPrJ/eGK1U/OsHNVRtSWQc11VpwlWZnPPbdkIhdNlFwjRA9YYYink0RrTFTe326Vvt3orW78Lt0V9w11hyl65jEQ0Mbnduq+Q0Go3S2dmp+wgpr9c77TmmqWhra2PWrFkjFcWuri5dBEZjkyc9GRwczCnusEsTkNalKdPWBpvNhtPppL196t624akJepJu205RFGbVJR3FfH3l/NvZXuyynzUeH5UZWJvGVIEk9B/t0xNUsRDK6bHR/k6uvf+TkX87Cj088cB8bC4PRz+4zK/eOclu7MwvCjCrTJ+vig9umlhQqr/A6kSzwjP3N00ZV1FkntoUAAJ4uwT/+HYloLB+Tjt3zJnYA/vLk/qp04dJRDvYf2I/X9/WSOTGAd3iAviCJXxi7QANNaMuTT94x4MqzKys97F2EhHVZEQTdlx2/YVmbZqNMjl7VyhZlqleDRAgGlRp2V+ASTNjqQxSPF8joelvtRsOqIi83D5rkxENSNy95jHd4xoY3M7cVslpIBCYkdmmgC5Wl7cyPNR/mOEB8EIIWlpachYYzZTASo8t8qKiIoqKikZcmnw+H319fRm7bQ1XKqfa1u/u7h5R9etJW1sbLpdr0mMKCwspLCxECMEebxmW9gjFpnY2z+1Pq2Q+fNXC2rowes9bPOl1cvc0tshFIoarooEFd30DV0UD6uAAod5m7qy9nwce7eD8vud470SYa5edSGKA9bNjWM25v/eCqpNVxfpXnvLteRQ6sltXVanMM/ckL4J2n8rn+d1V5EkDPLGhc4xLk/7q9Hi4J/kZzpv8fZYtPUFBwS29vGWFMl+/J/lZ2nfaMiKiemJdR8av1/mbErVu/QVWr5+0YZrdz3Q/E1anQv22UZemY9/VcFfGCfvVnF2aUtFxvICazRH0vrByRxazZsVGXWMaGNzu3FbJaTSqr5AEYGBgYEZU793d3Wl7N2VZHulvHevSVFBQMKXAqK2tbUYS6anGaGXLsEvTjRs3WLhwYcbnmGlyGg6HZ6R6LISgsLAwo2PHi6iq+fFZH868MPPdXhZVjW8TUWUb9nz9qzlIJpRpXKi4KhpYes8f4G+/yPl9zxHp7yIhNI63lfGNr32FWXc8zIqe/wUECEUFh67lo5mslOX7WVKTXe9sKJJA0fT3Tm/tTTC3bOoe5cnYsSzCDpoIRQQvHipjUBQQCHSxfZn+TlMv7LfwmT/6DJL/e7rGfemoh89vTj/b9O6lg9y9tJloTPDTAyVEVAfV7m4eWNU/6YXje5erdBujNZaDHZUUb9P3O720QSba6sKzuS9nl6Z0mDQziqLv7oemaSz23K1rTAODjwK3VXJqNpuJxWIoiqJb5bCrq4vq6mpdYo1lYGAgI4HVWJemsU5U6QRGiUQi4+QpG7IZo5Vt3LFCMZ/PR3NzM4lEAo/HM+E5y8vLUVWV7u70lRohxIxcUESj0Zzj2mw2ZtXNAeBcZzlnzvbjkLrYVNdFMALuPP373043adS5pyf6KKldSTzaz5ld/2PktgOXTSyouEj71YPULn1w5Ha7VWbrgmSF6opPY88lJ5qIs6I6RJFj6q+SIzds3DVf/8pTayifT+/QZ+vdni/zpW1JEdV/+XE5x67n8f61BA8u91JTps+6A4MuSm2dRLr07T8WmiWjqrbVLPPFrb1ALxebZZ7fVYMQgp13tDH3FtOJZD++/qLDUETQLiXQ+/Iy0KGCLTjOpcnvU2nek/z+cTb2U1STfaW284LAWq2/wCra5uDRL35B15gGBh8Fbqvk1OPx8J3vfIdXXnmF06dP4/P5pt1ELsuy7ur/XAVWw5XLWCyG1+vFZDKNE1FFo9EZUaf7/X7d3baAlH+f4XMZdmmSZRmTyTTi0lReXk5nZ+ekSWJLS0vGI6yyob29XZcLleSIrzJUdRa/uNpCV9sVNs5NIERmI3AypSvqYtus6SU4kf5OCgqTr72sWMiz2CmprWfdloXMWf00Z97+u5SPm+eRmefpRxWCI1ctxHwO8uUga2er6c/RZMGsc+VJCIHdFte9zSUUEdSVJ/jK9o5xLk1ui5/HN2Tm0pSKpg5BSUEv3W+v1HW9h87nsaQ6++px0qUp6UT1i6Mudp8roiAvyNObejDnybx61M29S/WvHn/3oIeKdYPonez1nXZQu2281a7bo+D2jHFpuuxElUPUrI+ndGlKRdTrmhGB1Wz7ekpKSnWPa2Bwu3NbJaeQrFB95jOf4TOf+QwXL15k165dnDt3jng8nnUPYnt7+4woJFtbW6eVPJnNZurrk+Kb7u7ukUpjJBJh/nz9hzTPlMAqHo+nbRUY69I0VkQViUSm3NKXZXnablXp4up5oaIoCtU1syjLa6O2uC9ZadQ0FpQFqSmZ3vNEYwJJTH9LtPPaYaoWbOPBP3gP36V3CIUHKdecuF0aZ/f+L7wXdk/6eEWW2TQ/AfjpCCTYe8mBJMvMLQowq3S0QnWpTeAp0H+M1qlWmUc26L/l/OKhUp7Y0AnIE1yavre3Eshjdb2PlfOyExj9+lQVX9/hRe+k7HSrh2emMYNUlmUeXd8P9NPtF3x/rweBmZttUR5br986h2lS3bht+julSaS32k26NGkkXZoSeA/ZkIR5nEtTKlRVkEB/MWMsIlg9937d4xoYfBS47ZLTsTQ2NtLY2EgikeDNN9/k2LFjXL9+HavVmlElMBaLzUhSNjyEXw+Gk1whBO+//z4+nw8hBDU1NbpUi/QeKj1MNg5WwyIqgEuXLnHs2DGamppSnmMoFNJ97Bck7Wj1Vv4DdPia2OzpG3JpSvY3n7iZx+VeJyYxwIa5Mcw5VOEOX7Owpn76M0jV2ACn3vhzHMX1FFYv4abfTZXlLFfOX8Hvu5BVrKRLU7Kn9ORNE9f6XEiJMOvnDNISdLO9Uf8xWpjzma3jPM9hBoUdp22iOt1TPCqieue0led2VaJIE12a0iKZ9B+jFRfIOiZPJW6ZZ+7toLNP8NzrLp57qxZZi/LEhnaKndNf+/FrCpHiAdzTX+o4vCfA0RAkE4GV1W5i1tYhEdXlUZem0hUhCorG/yx6D+ZRvjqM3j+Xlp453PfFR3SNaWDwUeG2Tk6HMZlMPPDAAzzwwAN0dXXx6quvcvbsWfx+f9o+Sr3U6bcyU8lTT08PdXV1VFRU5OzSlAqv1zsjPaytra0j4qZMKSsr40tf+hIw6rYlyzJWq3XEDau7u3tGLiii0eiMxLXLQSqLRn8sZVlm9exk9SYYVtl/pQBNtlBZEGBhdeZVRWGyYbfqI7AyKRZMeVauHf0xuy/a2dE4/XE5y+sAAoSjgv3XLFxs7qPMZmKpji9xYCBOqUP/wfBnrsvUF3dNedyWpVG2LB11aRrU7Mwq7OK+ValFX29+kM/GecktctlagRbvR0tMrB5KeS60eOYTDV48VMxja9ILoXLl1WMe/vNTPsx5/URjghcPFtMfd1Dp7ObhNaGck+xfXqnBs01/cWDC76RoZfYXQKXzZZjfj1AFLYct9MbsYAtStTYpopJVOzaX/r8VC8rv0v1CxcDgo8JHIjkdS2lpKV/72tcAOHz4MO+++y6XLl2aIKLSW50+zEwlT5FIZCTuWJemtrY2WlpaUFWVqqqqnKp/U41OyoXhpDIbxir1CwoKKCgoAEadqBKJBIOD2Q+/n4qZulAJhwdwyumTHKdNYduQwOiiV+Ptiy4Qg6yeNYCrIP1Hs6krQWGeflXIOWs/w5Ltv8t//txc5hUF0HPclc0qY5UFn9uo0TMg2HPJhSZUllf1U5ylV/qtnOvI5/cfu4HeSdnBK5U8c2/mrQJjXZrO3DDx3JtVQIL77mij3jO6tps9Zexc0QRA4YaX8R/5FInwUHIqW0AMgimfwvU/p/e9e4HMdh76Y05K3H0ZrzdTBJaR4f1Ws8zntvQBfVzxSjy/KzmlYsdiL/OyaNMWQtCmmahC3+Q0GhKIHOaljkVWZGbdmQACBDtVmvc6CfVEkezdgL5j6yKdeex84FO6xjQw+CjxkUtOx7J+/XrWr19PJBLh1Vdf5cMPP6StrY38/PwZU6fLcvqep1yZTJ0+7JA07NI03DeZiXPSdNTpk9Hb24vJlH2Ck26M1PDtzc3NRKNRWlpakGUZj8ejy2vt9XpHKrN6Euxq5p5FmYk+GqtkGgkmXZquWYlLSZem1bMnjsC53ONkR6N+/XqRYDuSLNOrlrK0Wn/xS0xy4LYncNthTnlSRHX0qoXBdjtWqZ91cyYRUU2CwyFN2/noVoQQaOR+obKkPsGS+qTA6OUjLn59pgiXOcB9K3qxyKMVaUm2kIh4R/7tXvU9/Me+CIkIcp4bJBNoU382r3o1yu29Oa83He+esbB8Vur3wrwqjXlVyXP81TEnu88XU6AEeWpTz5TTAn54sAjnHQPoPe/Xd9RKzUb9rHadZQrO7WFu7rZhKlRp2eMiIQ9QvT6WsYhqMjzyKhrmLtBhpQYGH00+0snpMPn5+XzqU5/iU5/6FFeuXOEXv/gF7e3txGIxXfsMfT7fjPjdt7S0jAzwT8etLk3DTlTFxcVp3Zl8Pt/InE496e/vz2iM1q2Ul5cTDAYJh9NXQJYtWwZAX18fzc3NaJpGYWEhbrc7x9UmLyiGq7R64rakH8qfDkWRubMhOQKnvU9l72UXGtBYEqSmxJS8mND5gkLTBMFgEEXT16oUwNcbx24ar3JWZJmN85MVqq5ggr2XHUiSzGx3gPryzJKWS20JVjdMvfWeLS8ddnH/sjamK9ySZZnHNyQFRu29gj/452KWzLZy9JKSdGnSEiDnQSIpqDKX3IWk2Ee38yUTZOBytPtsFd/Y0Yre1eMLvgqeuadp0mNkWebhtSEgRE9Q8MN9HlTNwpKqdu5cnPq9dG6gDEep/rNuTVhQrDNgtQvUrJJJiqgErYesyJoVpTRA5dLc3iNC1bijZquOKzUw+OjxsUhOxzJv3jx+//d/n9/7vd/jrbfe4ujRo1mJqCZjMnX6dMg2ebrVpcnv96d0ojKZTL8xY7QgmZymU+rHYrFxW+9jXZq8Xi/9/f0IIaiqqsrqnAIB/d2KALq62ljs6GY6SU5FoUJFYVJEdapZ4XKvk2vN3dy3LADoK97653/+ZzYtUEBnn4uz7U62NY4f7TOWUqeJ7c5ksnKqycTeyy5IhNkwZ3DSKlxA2FnXOLXFbbb0hIuYVa7vyKCKIpnVC508s6NpxKXpc/N7KSj5JHL3S+RXPYaIB7DVfw0RbScx2JlRXCHEpOr0XInGBCYpuwSy2DnqRHXogpnn3qrBJMX45BofJe7k+rzdgh5LFL0vA7uuJMgrDaL3JAjvcRn3glEHK6tdpm5rDIjRfVWjebeDBCqlK0LYizP/zlHbSnnk25/Vda0GBh81PnbJ6TCyLHPfffdx33330dPTw8svv8y5c+fo6+vLabs/FovNyBZ5MBjMOdkbdmkCxomo8vPzEUJgsVj0XCowPYFVRUUFp06dSnlfW1vbyCzUsYx3aQqPzE61WCyUl5dP+Zx9fX0z0iOcF+thwTx9fixlWWZF3dAInEE3V7pULvfm5tKUjkgkgs2qENbbhC2LNpdlswACRGOCI9etCDmfEmtggogqpgpcNv09ztt7BS6LX/e4J64ozCtNJm7DLk2x69/AvOZ13Ov+kY4bB4nuvx/3iv+FbK3A//4XIIMxYW+ccHD3gjbd1/viwRIeX9dBrtXYDQtibFjQQiwu+NmBYvrjTiocPZz3u6i+W805bjoiN93U7tB/Bin9LtzVqS9eS+bKMDeEUAWtRy30Re1o+UGq103tRNVQcteM7LAZGHyU+Ngmp2MpLi4eEVG9//777Nu3j4sXL44MiM+Etra2jPo8s6W3t1eX5GmsiMrn83H9+nUqKyuJRqO6997mIrAqKCjA4XDQ3p66GibL8pQtGDabbaS1oaOjY1InqmEkSZoRgZUN/fsAe/tVnOYodzYkgEEu+7QhgVEsY5emVFy41snChZvh/Gu6rveDmxINxZmN9hmL1Sxzd2OyQnW9IzF0jgnuqOyn1KVwolnh6/c1oXeS89rxSr68VR+nqbEcu1Exwf7TaoqiHllJN3DpRpx9Fzzw6rPsvKONOTWZ2RO3+kt4cPXkW++5MKA6KHRM//1rzhsVUV31wj8dKqBUc+Xs0pQKoQqEzuIqgGhQRShT93XLikztxmSLSn+HSvNeB5Jmwj43QHH9xHOMBuCulY/ovl4Dg48aRnJ6C2vWrGHNmjVEo9EREZXX651yWH8myVMuzETyVFpayuDgINXV1bS2to5MMphuch0Oh3OuHg9XOVMlpz09PVm3HwzHG3aiGr7IqKqqGnk9vV5v2n7c6dDZdo0H5gTR++P1QYudu+eHGU6e5ntk5nuC41yaCkxBVtdnJzD68Kqfv/ujh3nt/F/out6+mJMVddNrm5hdbmJ2eQghBEevWzjTYcfb1YVrBgpPgrycnZ/SoaoCmDio373uJwQ//H1U/wcsnAUL67sRiUF+cdRF+bbXePNfvsxDy66mFXz19Qtsiv7VwkstElWu9NbBuXKlK5/6+2WKZoeGXJocSYHRxjhKBpar6Wg5olCyIoTen7X2YwVU35md1a6jXMFRnhxt1nZKpmWPk4QUoXLDIOYhEZUrvIj1q+7Sda0GBh9FjOQ0DVarlaeffpqnn36aa9eu8cYbb3Du3DkGBwcnJKG9vb26925Csho7E8lTa2srZWVlaV2aioqKcDozq96MpbOzM2f7z3RKfUi2JOQisILxTlR+v5/m5qSLjtvtRggxMvxfT1zmyUdB5YxsRlEmbveOdWnq9A+5NEkyc4vHuzSlQhUCCf3n8oaiAjmhn/BFlmXWz03g6+1hdvnAtFyaUrH3Qyur6vXvYX3pSCGfWDmxGiuZrIjo6Ja8a8Vz9J/5Yx5d10lxucKWpQMjLk3LatrZsHB8dfClo+V89q7ct97Tsfd8Jd/Y0aJ73P3tVZRsS753ky5NQaKhBK37bSiShbzyAOWLsm9RMQ06sBfr3zcua2YUc+7GBpXLJCBILCxoO2RF1izkFQd5YNndM2IVbWDwUcNITjNgzpw5fPvb30YIwe7duzl69ChXr14dEVGFQqEZ6VtMJBIzkjyZTKYJPU9jRVRer5dAIJC1E9V07D+rqqqIx+P09Ix35ZlsjFa2uN3ukaT0xo0bdHZ25iSimoxgoI9yc2aClmw406JR6/IzVdJQ5jax3T3s0qRwrc854tKUSmD0/jWF7Tv0F/G9fyOfDXOyqzxlws1+G3/4mA95aKblnlNWnt9dhUKYJzd24LTl9nyXO8t5Zof+W+R9ETeeVMmTUJHk0Ytcc/FGJHMhDImhStxmnrm3BYADZ60895YHE1EeX590aVJF/pRjm7JFDF2o6L1TE44KOqQEt84FsdpN1G1LzvntvKTR/LYTQZyyVSFs7qk/j8EOFZGvf/W485LAUqWPwMpsGxVReY+YuW/TU9OOaWDwccBITrNAlmXuvfde7r33Xnp7e3nllVc4e/Ys8fgM9DxFozMyGN7v9096/1iB0cDAwDgR1WTjrNrb26dsfZiM+fPnc/369QmJaGtr67QcsFIxPIt29erVqKo6MjfVarVmJKKajGjAy+rFCfROyjrDLrY1ZDd4f/mQiCoUFRy+kY8mWSm1+llSO/qjG9EclBfrX53XZAvWaVSeUiGEwFEQH5c8bVsWZRtNhCKCnx8uJZqwU1fcyc4VmTtHhaMCBf3HG3m7BIX5qYfjJyKtWCo/QeTG9zGXbUNLRMiveRo1eBER848bI7VpcZRNi5uJxgQvHCzmXHMehfndCCF0TSRfe9/J9sX6C6y+e6CC8nWTz/sta5ChoR9VFbQdtiDd4tKUit4zDmq3pp8EkSvRFhe12/VPelctuJvamtx2gAwMPm4YyWmOFBUV8ZWvfAWA48ePs3fv3qxFVJPh8/lSqtOni9/vz7jKm8qlSQhBRUXFBIFRLBbLuXpst9upra3l1VdfnXCfLMsz0towPEZLURTq6+uBZFvCsIiqvLw8a0WtEAKnEpyR0T5aIncZvd0qs6UhWaG62q6x55ITTSSoc/ZixQQ6bzNe8SUoyw+g92ifD1tkHlzvTXmfPV/mi1snujQ9sLyNWeWT/z1eOFTKE+v13yL/5clKvr49tcAqeOp3KVz/As6lf0287xh9hz+JfcH/hbXqMQInvoGITmwxsJplPr+lj+d31bJlYdeQS5PGjsVtWbk0paO9v5hHqvSfgnBDLcRty8w0QlFkase4NLXsdYIG9vn9FM8a/70qafqP0VJVgUD/eb/xqGDVnHt1j2tg8FHFSE51YNWqVaxatYpYLMarr77KqVOnaG1tnVYl0WQy6S6wGq5K5vKFPtwTOiwwGq4+VlZWIoSYVpW3oaEBgIsXL467PRQKzUj1uKuri7y8iXaEwy5Rqqri9XqRJAlJksaJqCaN62tmY0UvervfHL5uZl19RJe4cytk5lYkXZq+t8fMnFo7uw7dYM0nBUJMv3cToCngZnuj/pUnzZLPvKqp+2NvdWl6/cMiXGY/T23qSyl4iibsuOw9KSJNFyXt+0YMdtCzb/PQsP3kezxw/MtTRozFBTKDNFRrNFQnz/GX72fn0pSKbr/AoaMl7jAf3jARLhrAncNjh12aALwfmGi5OurS1HVRwj4v+0kQU+E9bKZs1QB6/zQqXfXc9/nHdI1pYPBRxkhOdcRsNvPkk0/y5JNPcuPGDV5//XXOnTtHNBrNKtHs7u5OmTxNF5/Pl9OYp7GMFRj19fXR0tJCa2src+fOzTnmggULiEQiNDWN7/nr6urKWQg1GZFIZNIqr6IoI887VkTldDon7QG2yUGqi/X9sQQQcgH2fH0Sx2EUWWZOjYMdDQEKZlfwN3/zN1w9KZhVkMjYpSkVqhBoOiW5YwmG45TYs9t6v9Wl6Xt7KxEiKaJa3ZBc4/mbErVu/dXpu09aWT93KoGVjGwpx1RQj2TKR4v3kYj4EFEfpBGpvXiwiEdW+xiuxsqyzCfWTXRpWlrdzqZFmVcAX3rfw5e2jMbVi1cu11K5dfptT1UrYKxLk/dclNl367tWADlWgM2t//t3YcVmXXbUDAw+LhjJ6QxRX1/Pt771LTRN4+233+bw4cNcu3YNi8UypVozHA7PiMBKCJHzgPxUDLs0SZJELBajpaUlJ4FRY2Mjly5dmtBvajKZdN+2y1ZgNVZE5fP5aGlpIZFIUF1dPe4co9EIdvQXQjV1qrgU/dXIHzbB7MIAIFNZXszD3/gDXv5vP+bo+aRLkyTCrJ89uUtTKg5dUVhZ04/eXy2nffn8/mPt5Jo8VRTJPHNPMll857SF53ZVokgRBsImfvcT+qv0r3WXs2N5eoGVbC7Bccf/wFpxP4loO5rajym/CqH2Ezr/34h6Xx6pqI6lP+6irNCfMuZYl6aD5y0891YtMoM8vnbUpSkdGpa0Y6tyRQhBmzBRqeMcUqtdpnJdFLCgWAdpfttJQotn7dKUCr8vDnb9K/6R7jx23vu07nENDD7KGMnpDCNJEjt27GDHjh34/X5eeuklzp07R3d3d8ptfz3V6WOZKYFVb28vJpNppD92rEuT1Wod2SpPR0lJCaWlpezZs2fc7T6fb0ZcVFpaWnISWMmyPHKO0Wh0ghNVX8cNPrloctFHLlzudbFtfr/ucbuiTu6YldzGleRkRUcTiRGXpnBUcOh6PshWiq0B7sjwWikuOSly+HVdK4DDIemmTt+ydJAtS5sJhQX/4Xsl/P2uWdQUdnP/yn5dLoZCEYHFNHmV17n8/0Xtv0jHLyuA0c+7yT4X95ofo4auovpPjnvMDZ9GWUFqgdWtbFw4yMaFzbe4NHXzyNqJ53jovJmlNfon6D86XIR9if4zSNuOWEZnh87rR6iCliNm+gYdaPn9VK/Lbs7vMP6zTmq36S+wqtBW0Dh/ka4xDQw+6hjJ6b8jbrd7RET1wQcfsHfvXi5cuIAkSSNbPjOhToekoCnXGaSTEQwGx1V5s3VpamxsBODChQvjbo/H43g8+o84kmV5xCkrV6xW68g5DououttaCM8RmO36/bAJIUDTf7RPNCaQx9hjSkPxhRi9eLFZZbY2JkVUwy5NQiRYXtVPiTP110aHX8Um69+3eNmXYOVc/bfe3zrl5k+e6KXe08v5JnlIYCTYeUcbsz25i7lePFTKExsmF1jJ5mIGO/YwNjEFSISuoqlBJGWiA/1bZ6r4+vbWSePeyjiXpjaJ53dVIzTYvshHY22ydeB0awXP3NOcccxMOdNfhrNc/ykIspaP2TpajZUVmVmbBCMuTXscSMhDLk2Z/cQlCwL6G56IhMbSmq26xjQw+DhgJKf/h1ixYgUrVqwgFovx2muvcfLkSVpaWpAkadrJUyqmM4M0HVMJrMa6NHm9XkwmE5qmjRMYLViwgL6+vnHOUKqqzkj1OBgMomn6DpwvKyujq9PH9oVxznitxKQC7Kb+rF2aUnHsusySCv2dpg5ds7CuPspo32IyviZSV9aHXZpUITh23cLpdjtWKcSaOXGUMed4xudka0MIvStP/oSdTQv1r+x1DRRS70km0wtnCRbOSgqMXj3i4q0zRTjMAZ7c2Jv1dvegsGPPn1xglQg3Y616hMTADUSsF8lkAU3DXHo3aAIt5k/xqOmp0+dWasytbEMIwevHHey9WIIi+lATmSnps6GtR9BriTIxxZ4e3dcE5tL0F0COcgXHjuQYMd8pheY9ToQUpnJDbMSlKeV6P5BxNfajt8BK9ZXw2G99XteYBgYfB4zk9P8wZrOZxx9/nMcff5ympiZ+9KMf4fV6iUQiuqn1Ozs7sVgsusQai9frxe12T3ncrQKjlpYWNE2jsLCQhoYGzp49O+741tbWaVuppqK3t3dGenmVeDdL55tI2lQGhlyanGiaRkNpP7VTuDSlIyRcVBTq32+qmfKxjak8SdLotv5kKEMuTRCgO6iy77ITSTJR5wowp0JGmwGrXVUVOGdi0HqfwJE38bWVZZnHhkRUnX2C77/jQWhmVtS2s27B1L2TH14zMbuka8rjgqd+B/viP6Nkxwdo8SBaPIic70FE2wmc/G3U4PjPxK+P29g035fx+U2GLMs8tGYAGODvX7cTi2k891Ytiyo72LxEn9m0/3K8lqq7VPS+UAlfd1K7I7NxV55lMOLSdNiKolkxFQfx3DHxWC3gpHCV/lX/+UV3zkh7koHBRx0jOf0NYtasWfzJn/wJmqaxd+9eDh8+zJUrVzISUU1GNBqdkaQMyCg5vfX4YYFRJBLhO9/5DlevXkXTtJHK7kyM0YJk/6/+yZNKAb3jbku6NCWrUR/cULjS58QkwqzLQmAUGFAxa/pXtG50Jii2jP8RloZaSrQUApx0lDgVtjuTW7anm2S+v0/CbgkRjmrYJqlQZcvxFhNfvceL3knOq8c8fHEKdXpZocwzQwKj984kBUYmojy5oZ1CR+rHHb7m4Zl7Wqd8fi0Rpv/D/0j/h7+PnF+NpNgQkTY0NXUi3tRXyn2r9HewkszF/N4DTUAvRy7m8dxbNchSjMdW+ygrnIbnvWajTNF3S1+oAiFlr6Q322TqtiRdmrqvJWje7UKgUrI8hL1EIRpKkDBlbtqQKYNB2HTHJ3SPa2DwccBITn8DkSSJbdu2sW3bNgKBAK+88gpnzpyhq6sr69mpM7VFHg6HpxVXlmUeeeQRHn/8cb797W9z+fJlZFlmcHBwZPC/nrS1tc3IMP8u33Xuq0+/9b6iftSl6dA1K5pspSw/MM6lKRXHm+1snhdG76Tsaq+THY3jk95MK6fpWDoLugYdbKzzc/SGlYSUT5E1wDIdroesBZYplea5ILJUp9+1ZJC7loy6NIXiDqpcPTy0elRgJITIKsFPoiEiLZMeEQgJrCb9h+NfaYVK52j7wbrGOOsaW4jFBS8eKiIw6KLc3suj6wJZXdTtOm1FqtW/vaP1fYWSZdMTWJXMMcGcEEIVeN+30PehndYr3az8fGRacVPhCC1k09otusY0MPi4YCSnv+G4XC6++MUvAnDq1Cn27NnDhQsXxlUaJ6O1tXVKxXwudHR0jNic5kpjYyM+n49YLDYiMDp58iQWi4UbN27k5NKUDlVVJ51RmivOvBBu+9R/B7tVZuuCZPVm1KVJZUV1P0WOiY/XJDOKkrsrVCqEEJDigkKSTePEUNkSjgrkRASrWWZzQ/Icb3Ym2HPRhYbgDk+QUlf2XzW+3ji1Rfpvtb57xsLyWbltkQ+7NEEfF5slnt9Vg9A0di5t44Mbbh5c3kYmzliOO/6GQd+viXW+PeWxLx4u59N36u9g9fa5Sr6xY6LAypwn85nNfsDPdR88v6sakLi7sY2FdVP3bL/nq6Z0q77vXQA56sBeok+bi6zI1GxItqgM9NtpOyQjayZsswPJBHaaaJrGIs/mae14GRh8nDGS09uIZcuWsWzZMuLxOL/85S/54IMPaG5uxmq1pv0SNJlMM9LzNGz/OZ3Hz5s3j0OHDo3cNjyHtba2dkRENVyxydSlKRWxWGxGqseBgJ/yvOxV5GNdmo5ctRDzObBKQdbNSYqozrdqVDv86J2MHLmmsLQqxK2iD1k2TWtw/pEbVjbMGRVYAdSVmagrCyGE4Oh1M2c6HFikEGtvEVFNxvVAAX+8I/fZpuk411bOs/dOX53eWKvRWDvs0uTizWNmovEini7smbIqG776HCKWmSuVquXr2ioByc+alIE6fbYHnvW0AfDG8QL2XS4mXw7x1KbulGsKRwU+LcH0LlsnEupW0awz0Ht8KYF7boSKxclzaTsl07LHiSpFqFo3iNmW2+se9dl55LOGEMrAIFeM5PQ2JC8vj8cee4zHHnuM1tZWXnvtNc6dO8fAwMA44VMgoL+YBpICq1RjobKhvr4ei8UyboSU1+sdqW6OFVEFAoERlyaXy5W1kYDX6x2ZUaong4FW1iyOk2vypMgym+YnAD8dgQR7LydH4HT0hfn0ev2T6YjmpNzln3C7JJvQppG8ayYrVnNqNyJZllk/Nznmpyeosu+SA0lWmOX0M9eTvkIlhMBui8/IGK08Wd/+QlmWWTMvQCRexPYlvfzgnaRL07KadjYsTP26JAau3RoFZCX5/5IEiSigcfyyQmOF/uYOrx93sGVRW1aPuX9VUkQVCAn+bX85MS2fxvJOtt4xWiX9/qEKStdG0Vv13n3STu0W/dtcoi1uarePJr2VyyQgSCwqaDtkQdbyUYoDQ7dnTp1tHRXl+os6DQxmEkmSrMB7gIVkfvhzTdP+b0mS/hp4CIgB14AvaZrmlyQpD/gesGLo+B9qmvb/pIj7X4GvAcNq0f+sadobk63FSE5vc6qrq3n22WfRNI19+/Zx6NAhrly5Ql5eHn19fTMihNJDYDV//nyEEFy5cmXc7U6nc8KxLpcLl8s14tI0MDBAIpHI2IlqJgRWQggcSlC35KncZaLcFSamCn50QGPv5aKcXZpS0RNUsZC68mTOdxEfzK0qda1dUGbNbOu92Kmw3ZlMDM80y+y97IJElDX1Eey3VOFOt0rsXJ1d8pQJLxwo4fF1+m+R/+JEJV/d2oaipHJpivL42vZxvbMF838PEe0i0vyvgER+3RfJcy9DxP2Y8qsJX/t74n3HOH7TwzP3TN6TmgveQAkPrclNYOWyy3x1R/I35tilpIhK0mI8usbH9XghTrv+Qj4ZBVnRuXqsCkQa9yqzVaZuaxyI03tT0LTbiSBBybIQjtLJv3PiUcGqOffqulYDg38nBoGtmqaFhhLPA5Ik/RrYDfyxpmmqJEl/Cfwx8IfAE4BF07QlkiTZgPOSJP1E07SbKWL//zRN+x+ZLsRITj8iSJLEli1b2LJlC/39/bz88su89dZbDA4OZi2imgxVVXVxmpo/fz5er5dwOKnoHRgYmHLrfSqXplR0d3fPiPK/s72ZDaW96F0hOnTVzONrojhtSZemw9fz0WQrJdYAS6dxPfBBq4Mtjandb+zFswj15LbNfd3vZEdj9mKdpCAsQDQmOHLDgpBsuM0BVtQl71eVfBpr9a8eh1QHhY7eqQ/MmjyUW5KnVC5Nlc5uHl7Tj6lgDiI27PakkVe4CsU+h0jzv5Ff/SSx7gNEuo6Cjtafw/QEBTZFn17e1Q1xVje0oKqCv33NzdXOAUoOSVSvS+h24db+IRTMCaL3BUXLYYXSFVMLrIrqTBTVJb+fWo+a8Z92oFn7qV6rpkyYla46Hvj847qu1cDg3wMtOQh8+As9b+h/mqZpu8YcdgQYfoNrQIEkSQqQT7KyqsuXi5GcfgRxOBx84Qtf4Atf+AJnzpxh9+7dXLhwASHEtAfxt7a2Ttu5yWQyMWfOHPbv3z9yW2dn58g2fiakcmkSQlBWVjauxzYcDs9I9dgmBXOeXzoZCbkApy3Z/2mzymwZdmnqFOy55ELTEiyrDKZ1aUqHJCtpez3tRbV03ng/67WqQqT0f88Gq1nm7oY4EKCpKymiGghHKXN3TCtuKi42S9S49XeaevuUldWz0wusxro0XfEmXZruLzJTpJkY2ScQMSKtLxJp+hcU91JA4ueHCvnEyjb0TspeOlrB5zfr28urKDKRgiKWfSnGQJegea8TSZOycmlKh9rjpOIO/YVxcsxBQVHmrU+yLFO7PtmiEupRaX7HjoxCfl2A0nmj3wULyu8ccfwzMPgNpESSpONj/v2Pmqb94/A/pOT4lhPAXOA7mqYdveXxXwZ+NvTfPwc+AfgAG/C7mqalu/r/liRJnweOA/9R07RJvZiN5PQjzpIlS1iyZAmqqvKrX/2KEydO0NTUNKmIajJMJtO0+03r6uowm81cvnx5XNxcKy3D0whuFVF5PJ4ZEUJFoxEc0tSD1rOlpVvFmaaiNbtMZnZZUkT1/rVhl6b+ERHVZJxp1pjlCpAqGZFNZmyuSkI92W/xHr2ax/KqfvT6GplVamJWaYj9V2TqPPD87lk48gI8tal3QlUyF/aerxzaItd5PFdnOc8sy+z1m1elMa+qjQJPCze6F/KTvfMoK7bz+ZXuca5QkqzgH3TjKda/b1xoVl1aRcbFFII2oeCRVRzlMo4h29K2kwote5wk5DCV6yd3aUpFLCqIo/8M0kBHHGy5J7z2YgX7jmSvre+MieY9DhJEKZob595HntZrmQYGM0G3pmmr0t2pJefhLZMkyQ28IknSYk3TzgJIkvQnJN1mfjx0+BogAVQChcB+SZLe1jTt+i1h/x74M5KV1j8D/oZkkpsWIzn9mKAoCo888giPPPIIXq+X1157jbNnzxIKhTJONv1+vy6jUebPnw8w0m/a3t6uS+vBrSKq48eP43Q66e3t1XWMVF/HTR5dMF6drgcXu11sm98/aVxFltkwb8ilqX9URFXnDjCnInW1pjPiYltt6h/igsIqJFkm1Jv9tn4UOyXO6bd43IrTpfD0XSEglHRp2utBYGH5rDbWNuQ2VUAIgSxpuguswlGBImU/bD5y7Tnmr/gO/9dfv4Um5XFk34u8/doHLCi3cG/1EXztnRTlT1pYyIkjF/JYXKm/wOqnR93YFk/cIq9cDhAkGhK0HbIiaxbySvvxLM0sbtthC1XrBtH7s9Z3xknt1tRtLtniWQLQjxoV9L8/l4WNGZ6cgcFvMEOCp33ATuCsJElfAB4EtmmjPuCfBt7UNC0OdEqSdBBYBVy/JdbIVpgkSd8FfjXV8xvJ6ceQqqoqvvnNb6JpGvv37+fAgQNcuXIFRVEm/fH2+/26bJFfvXqV1157jYGBpHAiFovpvvXucrmoqqqiqqoKn883su1fXV097dYGtyU0I5UnTWSXPJU4TGxvHHJpajYNCYwirKuPjoz5icYEiPSWlPbiZDKfbeW0K6CSL+k/2udqR4LldaNb5GWFowKj985YeH5XJbIU4Yl1HWldmlLx2vtOti+eAYHVoVKe3Ji9wErEuvEf+RSKYz5aIsLccBNzt8ORi2b+9p+OcOx8P//PF/xZx52KUy0enrln+mO0buXDoAdXRXohlNUuU7d1vEtTApXSIZemdChaPmab/n23kibrfqEimyUe3G70mhrcvkiSVArEhxLTfGA78JeSJO0kKYDarGna2KvxZmCrJEk/Irmtvw74uxRxPZqmDX+xPwqcvfWYW8n4V3qoD+E44NU07cFb7vsD4DNjYi4ASjVN65Uk6fsks+1OTdMWj3nMMuB5wEqyTPyspmnZN74Z5IwkSdx1113cddddhEIhXnnlFU6fPp1yVNTw9rgeX+hXrlwZqZrOlINVKBRC07S0Iiqz2UxFRUXWcXu62mko6CKTQevZcOKGicUV/eQqsEqKpYYERtetCDmfIkuAvrCFtfUR0iU59qLkRUG2ldMP2xxsbdCn8jSW7lgBX13cnvK+8S5NJQzEHVS7u3lgVf+U78u2YDGPVOnvshRRC3DaMptXOhGB2n9x3C3rGmOsa2zhO6KKPachEMvNpSkVsbhAJv2FSq50+QVdeVEyvbwc69LUetRM34cORH6QmltEVL03EshFAfT+rLV9AI6GIHqLGVVvCY89+wVdYxoY/DvjAf5lKN+TgRc0TfuVJElXSY6X2j20e3pE07RngO8A/0wy2ZSAf9Y07TSAJEnfA57XNO048FdDOZ8G3AS+MdVCsikh/Q5wAZgw60fTtL8G/npoQQ8xvin2B8D/Bn54y8P+CvhTTdN+LUnS/UP/vjuL9RjoiN1u53Of+xwA58+f56233uLChQuoqkpeXh5erxe3263787a2tuaUJE5Fd3f3hGrsWBFVV1fXSDW1tLQ0Y8tUKdbN4nn6u74EE05WZyHOSIfVLHN346hL0/6LggQF3FHZn9KlyV48CzUWIdqf3VavJuXeI5wOVRU48qceQ5R0aeoFernYLPP8rhpA454lXuZWTfzbdPsFjjz9BTVnb8jUF+UmsDKXbiaveD0DF/9iwn1vnsjnrgUdLKlTGevSpCGxJUOXplS8eKiIx9b40PuC4vtHa6i8K/t5v7IiU7sxKTDq70rQvNeOrJkomBuguN5E6LqL2m36X1AIv4uiFfr38s4r2oTdbtc9roHBvxdDieXyFLfPTXN8iOQ4qVT3fXXMf38u27VklJxKklQNPAD8d+D3pjj8U8BPxizqPUmS6lIcpzGa6LoA/ffcDHJi4cKFLFy4kEQiweuvv87x48e5du0aLpdL9+fSQ2CVClmefNuutLQUSFaEW1pa6O1NXktN5kQlhKBA0n8MUTCsogj9Z0OCxsb5CstmDXD0uoUzHXYshFg7d9SlyV5Um3XV9FQTzCsKoHfl6USziS/saCabJKexVoy4NP3iqIvd54pwmIM8uXHUpeml9z18aYv+SdmBK5U8c09rTo+1lN9DwbzfTZmc3uwtY+fK0TaLYZcmIQRvnHCw73IJNqWfJzekdmlKR3/MRYnbn9N6J6MFOyXK9N6/jlITju1J4VPbKZmbuwvwXu6jYr0pZ5emVERDAlXS/7M22A+bljyse1wDg48rmVZO/w74T4BjsoOGhrDuBL6VQcz/ALwlSdL/IPmrsSFNzK8DXwdmZCSQQXpMJhMPP/wwDz/8MO3t7bz66qucO3eO/v7+cU5UudLb26t79Q2SAqtMLVtlWR4RUfX399Pc3IwsyxQUFFBcXDzu2A7vNe6tC6B3q/axJjt3ztPf/eZKr4sdQ7NN189NiqjGujTVuQLcVzQr637TnqiTZbP0r0SabRYqinJ7DWRZ5tH1/UA/3f5hEZWZZTXtJDTLlHai2SKEQJvGGC3ZXIyI+yfcHgwLLHLqaqEsyzy4OunS1Ncv+NH+clSRzwJPB1uWTr5df92nUW7X/8Jq71krompyEV+2VC6TaDkcYcHD0HbEiqxZc3JpSoXvfQs1G/QXWNn7G7lz3TZdYxoYfJyZ8ldWkqThftETkiTdPcXhDwEHJ5lzNZZvktz+f0mSpCeBfyLZfDuOoflb/wiwatWq3PazDKZNRUUFzzzzDJqmceDAAQ4cOMClS5fIy8vLOcEMBoMzcsERi8VyahVwOBw4HMnrr7a2NlpbW1FVlcrKSsxmM868EEUO/TWEmmzGrESnPjALhBAgJn5cbnVp+vsfvMRA1xXqEyKjKlw0JpCEvmsF6PSrVBfpoyIvccs8c29SRPXcL63c7I7wD7vKeXydj2KnPknJS4dd7FzaRq79kLKthkR4ovPTi4fKeGpjJ1MlT4UOma8PuTQdvaSMc2lKleC/dbqSb+zwThk3W/Z6qynbqv/7QYo4KKoRFNUkW1R6roukiEpTKVk+tUtTOkxaPopVX4GVpmksqtisyyQTAwODJJl8wjcCDw/1hVoBpyRJP9I07bMpjn2aMVv6U/AFkn2sAC+S9Gc1+A1HkiTuvPNO7rzzTgYGBkZEVNmOg9JTYDWWWCymi4NVZWXlSLy2tjbC4TCFohW9q6bnWxNU2f3onTQcu6FwR+XkAqvVC0t59I//hAM//UP+9adWhJQ/zqUpFYeuW1lXr/8Yrat+G3+0Tf+td8xl/NWXkiKqFw8mXZqqXN08tHpqEdVkdA8UUe/JfVqBKb+aROjqhNvjWgH2/OzWtbZBZe2QS9OLh4rwR12UFPTyyfVJEVWyyqu/Oj0aE/g0QY2uUWGgV0VYxlePi2ebKJ6dFFF535/apSkV3VcTmMv0F1hF2wt45NOGEMrAQE+m/KXVNO2PSfqoMlQ5/f1UiakkSS5gM5AqaU1F29Dx+4CtwJVJjzb4jaOgoIDPfjb557548SJvvvkm58+fHxFRTYbX66WwsFD3NbW1tY2o8/XAbDZTV1dHR/NZVpTCnkt2NJFgeVU/xVm6NKWiLVTI9kb9t8hDCQdl7slFH8NjpNRwO3c3JCtUzd2CPRedaJrGEk+Qcvf45FaTrNisMd3X6yiY2kwgW6IxgSIlt7ut5ltdmmoQmsaOxW00ZJldtfcK3NbpCWpMthpiXfvG3XbymsKc0tyrx4oi86m7/ICfGz6N53dVAiZQ+9i6NL2DVa58/2A5pWsj6N173H3SQc3m1JMgZEWmZsOQS1P3kEuTpGCrDySnAExC+IaL2h36C6xm5a/FU6Hfd46BgcE0ykCSJD0DoGna80M3PQrs0jRt4JbjfkJShV8iSVIr8H9rmvZPwNeA/znkyRplqK/U4PaksbGRxsZGEokEv/71rzl27Bg3b97EYrGk3e6aKYGV2WzWPa4rr595HoV5nhCqEBy9amEwC5emVKiqQNL0T/T8IRWzNrXoY2SM1Jie09oSmdqSEEIIjt0wc67LgVnrZ93cOE2dGsVW/RPpU80a21fqr4f82YFiPrluYjU26dKUFFH98piDPRdKKFCCPLWpJ6P5ta8eq+Sr23K3FZUUJ3Kea8K2/tFrFTkLrG6l3iPxrCc5kus/fLcUyVzCwcsDPLWxK+vKbDquxopw2vUXF0koGVVD7SXjXZpa9zqJE6Fq3eAEEZVQBQlyM3CYDHVQsKLuHt3jGhh83MkqOdU0bR/JSufYpHT4vh+QHBt162M+lSbWAWBlNs9v8JuPyWTiwQcf5MEHH6Szs5NXXnmFs2fPEgwGR1T54XB4Rmab9vT0zIindUdbE+vKehlORhRZZuP8pMCoKzjk0iTJzHYHqC/P/PkPXTOzqnaiq850Od5s5+75Uwus7MWz0IRgoG9iQiTLMmvnJAA/vf0q+y7ZOd8U5r47xJRxs0U15bO4Tn+nqQHVSbEzvcuSLMt8Ym1SYNQTFPxwXwWqZmVJVQd3Lk4vMBLkTctOVXE2AqCGRjeLVFXADCRPff2CFXMTfH5LM4GQ4KcHyomJfOaXd7J9We69ohdbJfqd4YlzBadJ+xmwzfKTbTU26dIUJBYVtB2xYErkoxQH8AyJqFqPKpSu0P+zJnfW8tBnn9Q1poGBgeEQZTCDlJWV8Y1vfANN0zh8+DDvvfcely5dor29fUaEUKFQaER5ryf5UoBZJamTkVKnie3OpGHGqaZhl6YwG+YMTlmFi0sFuAr0T0iQzSgZCKzsRbWEgz5EYvLqbZFD4e6GMFBALBFh72UXWiLK2voI9iy90m8lFE1QaPdPK0YqrrRClTPz4fjFTpmv35PcUj90wcxzb9UgE+OxNT7KCkfP8Z3TFlbWTW+LXHEuAkANnhu57aUjhTy0PPdqbDpeOlLOZzcnHaxcdpmvDomojl/JGxJRxXlkdRue4uye94VztXjuzn626VSoXU4qtuZenTdbZerujgNxem8KmnY70RBEAiq1G/X/uVtQtnnajnMGBgYTMT5VBjOOJEls2LCBDRs2EA6H+f73v09LSws+ny8rEdVkJEUf+g9ziEYj2Mls0PqyWZDKpWlZiny5rSeOXdZ/i/xMi0aty08mSYO9eBahnsxmnL5/TeGOqhClThOLhs7x/RsWErINV16QZbWJnFobPmwz87uf0D8p2312eAZp9nE3LIixYUELsbjgZweK6I+PujRd8JXz7L3Ts/9UnAvREhESoVH76b6Im6pS/QfDq9hSXiStmhdn1bxhEVUh/qibYlsfj2/wT/l3FELQmsijUta32q1GBSr6Kf+L6kwU1Q0Q6IjR9WuJlj0liLx+ajZkLqKajEiPiR1bU84fNzAwmCZGcmrw74rNZuNb30qOwb106dKIiCoWi02rV7S1tXXCXFI96Oto4tEF6e0/U3GrS9OeSy6ESLBsjEvTuU4X2xpCWcXNhM6wi20NmSW99uJa2i7syejYiOag1DmaPFnNMnc1xIEALT2CvZedoGksKvfjKZpcDDduDXZTVoPkMyF5oTL9SRDmPJnPbfEDfq564f99o5LTV0NcXCDRWJv7hZDiXIQavAgkW1u8XYLCfP+01pqKY5cUFnpSW8GOrEWR+dRdASBAS6fGP+yuQtNkNs5r5445qZPPF44VYluk/xa594iFijX6T4LoO+Ni5ecHkOUAA70qzfscyCjkz/JTOi/3NqCyxHKWLJxgpmNgYKADRnJq8H+MhoYGGhoaEEKMiKiuX7+O1WrNemagJEkjM0r1xG0JZSSSSUddmYm6sqTA6Oh1C2c77Zi1IGpC6D9GSxUgMvNOV8w28h1lGVVOe4IqVtKrnGuKZWqKh0RU181c6HaSpw2wfk5s0t7Ma+0qi2ty9aVPzy+POdi+RF91+twqcF+K8ddf7ubwJQd7L5ZgM/Xz9J3dWb8/8pwLiXW9N7rek5V8fbv+1eMTTR6euWfiLNV01JRJfPPe5Ou266SN53aVYJEniqhO+Stwr9BfCGUSNqx2fWeQAshjrHYLihQKhpyo2s/INL/tIMEgnnVRrPbMX38hNJZUbdF9rQYGBkmM5NTg/ziyLPPAAw/wwAMP0N3dPSKi8vv9GVmbhkKhmRFYdXcwz9alSyxZHnVp2ntWpX8gOZaqzhVkToU+ScnBq2bW1oXJREwyPEaqv+fmlMd+0OpgS2Pq0T5jkWWZtXM1IEBgQOXdK3aQzVQ7/DRUTnxsV9zOV5Z1TPn82eINlPCJtdm5XmVCWHVQ7Owd59L0r++WE8/QpQlAUhyYbDXEx/SbgqL7hUpSYJX7JIh7loe5h2aCYcHPDpYxKGzMK+1kxewwXUpU99mmPU0J5EL921zaTmnY56S22q1YIsGSftSooHVIRCW5AlSu0Kb8e8S9RTz2TWO2qYHBTGEkpwa/UZSUlPC1r30NgCNHjvDuu+9y8eJFFCX9D3hXV9eMCKGkwS6WztU9LJq5mCcXB4AQZ5rlIRFVhHX10WltcQu5AHt+ZgIre3EdQGbWpbIJJcvkyVWgsG1BFIhywSslRVRikLWzBrDnm1CFwJEfzipmJvQEBfY8/ZOc8zclagvH9x4XOmS+NuLSlDelSxMk+00B1OB5AHaftLJ2rv4J+ouHinhk1fRNDZw2ma9sT573yesK3/5+OaY5Cv1dgzm7NKVi4KqT2m36V2PVHhdFyyZ/PyhjRFR9zYKWPQ40NNyLg7g9qVtU5hVumpGdGgMDgyRGcmrwG8u6detYt24dkUiEX/ziF5w6dYq2trYJIiqTyaR75UkIQYGUfgxRroQiCUxi9Ed4SS2MiKhuJF2a0omoJqOlO4FLyTwpK521koQ6SLBzcu+L081Q705decqUBVUSCwgQUwVHrllQpQJa2zv5s89PbdOZLT8/XMEXtrTrHnffxcqhLfLUcdc2xFnbkBRRvXiwiEDMRekYl6ZhFPs8ANTQZQCudZezY7n+Vd7AoIuKIr+uMZfPVileWEThXf0jLk3C0k/NuukJjIQQiBkQM8bCAiFFsnpMYa2JwtrkqDvvMQv95x0Ic4iq9fGRFpXBkMaGhQ/pvl4DA4NRjOTU4Dee/Px8nn76aZ5++mmuXr3KG2+8wfnz5xkcHKS7uxubzab7c7a3XufeOj96f0SO3LBx1/yJAiurWR5xaRoWUWlCDLk0Tb2Gi91Ots3vnxA3HeVzN9J98zgJdfKt6K6Ik221+lQizYrMXQ0qEODnQQf/uLsQe/4gD69uoaFan+QkgXVaPcKpSLaMTL3VC0kR1Wfu9pN0aYLnd1UBMnc1+FhcLzAV1KNpgsTATUIRQZ6kf7Xwhk9QZtf/wuq98xZEZf9El6Z9dmRNwTZ7apemVLQdUyhaEkTvz1rbESuVG3ITWMmyTM3a5DmG/Sqt+wqQMWOt8VPpWMjdG4zB+wYGM4mRnBrcVsydO5ff/u3fRgjBrl27ePHFF1FVFU3TshZRTYbTrI896a1IJgtmZfKEcLyIysy5Tidmki5NqbbXhRCgZZY8AVgKiiisXMSHb/7VpMdFYwJJ6DfaZ5gOv0qlS2bDvFjSpelgFT83FVDu6uHzd3dizsstuTx0Po+lVbnbf6bj1aMudt6RvYNVvQee9SQFRm8cK2D/lWJcF1r5evkVEIO8eKiUJzboXz1+83QV39jh1T3u7pYaSreOfz/YSxTs25O3tZ820bzHiZAiVKZwaUrLgANnuf5jtBSsmHWw2rW5Feq2DwKDtJ+VcA026vpdY2BgMBEjOTW4LZFlmZ07d7Jz5056e3t5+eWXOXv2LH19fRmJqCajv7+fYpM+QqixXGoTVBRkXoVMiqgEwy5N7152gKRQ6wwwzzP6w3/suszi8swrT2Wz1wPQce3gpMcdvm5hXb3+o31OtznYNiSwkmWZVbM1IEQwbOLPfzYXW4HMurkt3LUks8kDw5xqqeDZezNXp2dKe38Rsz3904px/5CIyrTsk/z9839PsKmGGy0RvrRN39cWQJL0b3OJxQU+TVA9yTEVS2HEpemQBZOWj6k4QOWy9Ilc2K+SyNPf7777mkAp0b/32FVcwLNP/b7ucQ0MDMZjJKcGtz1FRUV89atfBeD48ePs3buXixcvIstyTnam4b5mHlisv/tNS9DN9sbcfjCLHArbGpP9c2dbpCERVZQ19RFCohBPUeaVp/I5G4hH++ltPT3pcULOx2bVf7QPspwyeXLaFO5uSCak568V8c45B+6CAT59Zwul7sn/FrG4QJ6GOj0dnX0Cl1m/ql5x1TK+9Zl23nvhOYiZee7NGiRyc2lKxa+P57Npvr5jtAD+6WAZRavCZPKTYbbK1G0dEhiNuDQlKFoawlk+/vFdJ+xUbZ7aajdbwjed1G7TP+mtta6lukp/dzsDA4PxGMmpwUeKVatWsWrVKqLRKK+99hqnTp3C6/VmVU115fXPzGgfTZ/kaXGNxLCIas95E82dAQrNEivqMuvbLJ+7kc4b76OJ9A4/NzoTFFv0rzydaoJ5RUGmElg1Vsk0MoCqCv7+V/Uo+RbmlrXz+MbUDkYvHCzisTXTV6ffysvHPHx5i05xTfmY8j0kBq5x+JqH33qoFbjVpamXxzcEcn7/NfWVcd8q/QVWVweLcbiy748trDNRWDeQdJU6YiZ41kFijIhKJjOr3WwQqkBo+rpXAagxjRV1Rq+pgcG/B0ZyavCRxGq18uSTT/Lkk09y48YNXn/9dc6fP08kEpnUiarT18ya4h70TnIOX8tjVY2+rjpWs4zFbOZrWyO09WnsuehCQ2NRWXqXJpvLg7N0NleP/Ouksa/2OtnRqL9YpyfqZNmszJNeZUREpeLrzedPf1KG3RbngRUtLJw1Otu2P+airNCv+3qFZs65B/ZWlILZAMT6r6GNSZ7GujQ1dQy7NJnYOM+X1qUpFYGQwCLrXy287JUI2geYzuAkWZapHRZR9ag0vWOn1xfFWdUN5O4Ml4rW9xVKloWYzoSJVEgd1Tz06Sd1jWlgYJAaIzk1+MhTX1/Pt771LYQQvP322xw9epSrV69isVgmCBusmp+6Mv37AGOSA7dd/2oOsgVFGaS2FGpLh1yabli40O0gjwHWzx7v0lQ2ZwMAHdcOpQ0phIAZMDUIRwWSyH22qadIwVMUSTqKHa3kpaM2yhy9bGrspNzeq+NKk+w/a2HFLP1mkJqGktOf/PIcDy5vAyb2Ys4qH3VpeuuDfA7tKsWcwqUpFT8/Us6nNnWg94XVT8/U4tmiX5uLvVjBviNK3h4nSlmA5j1DLk1rs3NpSoccdWAv0V9gtaDsTvLyMrfmNTAwyB0jOTX42CDLMvfccw/33HMPfX19I05U3d3d5OfnE4vFsEvdUwfKEl9vHLtpeoKaVJxvFVQ7/IxNGmRZZu2cZIXKH5ro0lQ+ZwPRUA/+9otp4x69rrC0Sv/K05EbVjbMmb7ASpZlVtZrwAChiML/96flbFpu5d0zMTZnKaKajDPecp69d2p710xR7MnktKtPpWbF1Grve1dEYMil6acHyohpSZemHctTb4PHNdu0TBxSIYSgDQsVsr4XVmpMkJAGqV4iAUMuTYfNmEQBsjtA1crc4oZ6VDSr/p+1SK/Mjs1P6R7XwGAsl+0VbN08w85j//KXMxtfJ4zk1OBjSWFhIV/+8pcB+OCDD3jnnXfYs+s1Hpmfmf1nNpxtd7GtMYTeFa220OQCK7d91KXpXKvEnktOmnef575wHCYZeh4WTspdfl3XCqDJVqxmfUVLNovEhjus/NbOFo5cTLo0yVKMx1b7KCvM/fWOxgSKpG8vpKlgNs03z+M2Z1eNddpkvrpj2KUpj+ferEaSVB5e0UZVafIcj19WaCjXf4zWS8dcWBv60fsz4T1spnzN6GdNscrUbUnOwO1tTnBztwNNaBQuTe/SlIrukw5q757aajdbyhLLWbp4ha4xDQwM0mMkpwYfe1asWMGKFSv49re/zduv/5SbZ3YR6zhKuV2nKpws6T/aRxVIWQisFlVLrC0uYsdv/yF/9gefprPVhVPpZ0WdOm5tvf0qZk1/IdS1dkGpVf+4p1sldq72ArCuMc66xqRL0wsHiwjGXJTb+3h0XWoR1WT87EAxn1ynr9OUqWAO//a9f+Yz63tzjrt8dpzls1tRVcFLRwrpOemmyNpHz4CD37rPq9tahznh9+Beob/NrClRgNWe2mq3qNZE0QSXpn6q1qvjWlRSIUumablVpUITGosr79Y1poGBweQYyamBwRBms5n7H/08PPp5Wpqus//NH9N2aR8ucRm7Jbeh2x/clGgonlqdni2Hr5lZPSs7gVX53I1YrVbW1XQTsgVo7UnwzuWkiGphWYDKIoUTLQ62NOpfebrhd7G9Uf/tVtWUT2Pt+P5Yc57MZ8e4NP3D7iqEJrOl0cfCusx6aQdUB8VOfV2WlIJ61Jh/ygQro1iKzFObhkRUPsGf/tTEd6Rq1s1pZ+W81ElftvT2C7qUGDW6RBsTtyWB5Jy6J/RWlybvu3YkLQ9rjZ+yhomfp/bTYKubntVuKga9bh59Zoa3Wg0MDMZhJKcGBimomTWbT3/jv6Bp/xcH973JhWO/xH/zAJX2PuQs3GH6Yk5W1OkvzlClApy27JKQirkbGfC3Eeq5CUB1sYnq4qSI6vhNhYvdLi639rFlPrrmpqoQoOmTMI0lFElQ7PBPeky9B745xqVp3+USbEqIJzd0pe3PvNQCVa4enVcr89a7l1i/WH+r3cNXCvnvn+/BU9zHrpP5PLerErMU5smNnTgzdWlKwfePVOHZEEPvC5X+y05qtmRutQtJl6ZZ25ItKu1nJZr3OBDEqFgbxmpPJqNqj5OKpfpX5+e5N+FyunSPa2BgkB4jOTUwmARJkti05T42bbmPYCDAW7/4AW2X9pEXOElhweRVuFBUICf03xL19qo4lCwTXkmibPZ6fJfemXCXLMusmQ1nmv0Uzkvw7lUHSBaq7H00Vk0/MTlyVWFZVT96f9186DPzu59oI9MkZ9ilKRAS/Gh/OXFhZUFFF1vvGN9buudcFc/c05Jx3EwwFdRx7swlvr4tSuSGbmEB8A+68RQn3w/3LI9wD82EIoKfHSxjUNiYXdzFzpWRrOM2CydFZn3HiWVrtZuKisUyLO5HjQlaD1kxJfJJWP0kEvqP0YqFBOsXPKR7XAMDg8kxklMDgwxxulw88fnfAX6HMx8e58S7L9J59T3K81oxKxOrqe/rpE6/lfOdLrbNz67y5C5vwGovpv1qesvSzoiLbQ1BIFmhuuCFPZddkBhk9awQTltuXxeDOCjJYBs3W+x2OSd1ussu8/UdSXvaY5fyhlyaYjyy2kd5YfIY3U0Y7Oswm83Ee47oGrelU1CUP7H9wJ4v85XtSRHVh9cVnnuzCkkSPLjcS00Go9IOXMoj7gmRatzVdGg7LuNenLnV7mQoZpm6u5NOVGdfAovZxM3dVtyLArgr9Rn5lB9oZOumnbrEMjAwyBwjOTUwyIEld6xiyR2riMfj7H79p9w8vZto+xE8jtEq3Eyo05OVp+yTp/K5GwHoTDPfNBoTIMYLwBZUySwggKoKDl2zokoF2E0BVtWLjJ+/O6hiRf9e06sdCe6onf7W++qGOKsbRl2aDp5TaKgKIETm55gJP3lH4UvPPMzge/r6sv/qgyq+cY+XyS5U7pitcsdsL0IIfn7IzS9PFVJo8fPExr60/a+7btZSvlW/sVwjhFy4KvS/UHEXuqneGkSIQbzHzPRfcCLMA1Stj02rx3dR5eYJs5ANDAxmHiM5NTCYBnl5edz/yOfgkc/hbW3i3Td+hO/yPrpbz1OWH0DvytOJGyYWlWcvsCqfs5Fg13XCgdS+60euW1hbHyFVkjPq0hSgrTfB3stONKCxJEhNyeTrOOl1sKVBf4FVd6yAry5t1y3esEtTX3QWD9zRPeTSJHPnfB9LZk/fkGCQcmzqeQbJzGI2UyTZlHESLcsyT24KAkF8PYLv7a1EaHmsqfexav5oT3AsLmjToFrXlUI4oCLy9Hcd621KIBclP2tJEZUGBAgHVFr32ZCxYKnyU74gu89MpN3KQ098Vvf1GhgYTI2RnBoY6ERV9Sw+/fU/QdP+M6++9G/03DhM6839VBb0ZiWimoxgwsnqouwqT5Jsomz2Wm6efDXtMQnZht0anzJWZZGJyqKkV/oHNxUu9zqREwNsnBfDnKpCJZlQ9N4iVwWO/BmwVg0KHHnBcS5Nbx63ceBqScYuTak47y2hYdFqYt37dV3vrg/yWT83twTdUyzzzD3Jx+45ZR0SUUV4Yn0HPzteQtHKAfT+eeg8XkD15tQXQNMhdNVJ7baJ7webS6FuewyI0XFeovntISeqNWGszqnPrdayltrqOl3XamBgkBlGcmpgoDOSJPHo458BPkN/MMiu136I9+I7yP4PKC7I3WknGFZRRPZJWVHVEvKsjrSWpU2dKq687BJeWZZZNTtZoQqGVfZfLQDJgqcgwMLqZCJ+qgnmFOo/2udEk8wXdBYsAfz8iIcvbfGNi7tzVZhRl6ZyYlr+pC5Nqdh/YyH/9Xc+Sffev9V1vdd7yrhnRdO042xbFmUbzYSjgp8dKGXfGRNFVhlbji5N6TCRtNrVEyEE2iSGEsOUL5RhYVJE5T1iRY7bwB6kanXq9o1EXGPZrO26rtXAwCBzjOTUwGAGcTidfPKz3wK+xbkzJzm+7wU6rrxHudKEOS+75OpYk50754XJNikrrV8DQKDzSsr7L/dmL7Aai9OmsK1xEBjkkk/j7YsuhBgkHJV4ZIW+LksA5gIrFUX6JqYACc2c9m+SdGlKiqhOXFWSIipJ5eEV3hGXplQIIZCtFWhqmHjfCd3WGgwL8iR9q8c2q8zmRd24C1zMqxhg955KvEJBuyOCo2x6PxWdFwTWaj+6u6QdUyi6I3MHK8UsM+suFQgSaEvQvMcBgHthEHfVmHPsqOLhp5/Wda0GBgaZYySnBgb/TixaspxFS5ajqipvv/4CN8/sJtx2mAr7QEaiC002Y1ayT/barxzg5slXCHZcnnCfHqN9xtLgkWnwBAmFVf71oMaeyyXY5SCrZyd0eY4Of5zqIv1nWR44Z+aOmszsP1fOVVk5Nymi+vnhQnpPuinO7+OJjROdqF467OLJzz1FrPcoaFO3TWTKi4fKeGpjJ3one2+druQbO7zIssziuhaEELx02MWVM2W0WQYpWidycmAabHNTs03/vxsDDhyluQmsXJUmXJVJJ6q2Ewr9F10kTANUb4ixsPQuzGazzos1MDDIFCM5NTD4d0ZRFHZ+4tPwiU/T5m1h3xs/ou3yPhyD53Hkp05SL3gFlXY/uSQjft95Dv/0d1Led+y6iSUV+oz2Gcv7Tfl84c5BbNYA7X0qey+70ID5RQFmTaMKd62vgD/apq+tKMDp1gqevbc5q8coiszTdyZdmlo6tSERlYn183wsn5Ns3+gOl9Ow/CFCF/5c1/XGtYKc+l+nQpLGC6xkWeaJjf1AP+29gp+/V4lPy6e/JkzR/MyqlWpMkEDfqRUAA70qCfP0J0HIskz1aoAA0aDKtTfz+crv3j/tuAYGBrljJKcGBv8Hqayq4dNf+2M07Y84fOBtLhx9jd4b+6m09SDLo4mqt9/N9kb9K08h4aSiUP/RPpopH9uQwKqiUKGicEhE1aRw9bILWQywfnYMqzm7BMthV3WfQRqLC2Sm135QUzYqotp1Mp/vvFVKNNxHcZkDSTIR6z6gx1IBOHnNxJzSzKq82fDGsQLuamhLe39Fkcy37k2KqN45beX4Xg+tmiB/7SBWe/qfEu9hMxWrs7PazYTuk3ZqNmff5jIZVqfCinWL2bBms24xDQwMssdITg0MfgOQJIkNd+5gw507CIVC7H7th7RceAe57wQuSwxJ07/y5A+pmDX9Ve83OhIUmycm0rIss6oeIEAoKjh4LR9kC+W2AItrpm5rONWssX1l+uQpV356oJjH1+pXjR12afq710rRrLX8+Z//dyrDJ7h3mS7hOXzFw7M7W/UJNoZmfwn3r85MYLVlaZQtS28Qjgp+eqiU1lgBna4IRSsmzuBVRAFWp/72tRJ5ObUYTIYmNBZX3q1rTAMDg+wxklMDg98w7HY7j376WeBZLp4/zYs//J9Ulp9lMO7FkqWIajKONxdw93z9R/tc7XOxo3FyK0m7VWbbgqSI6opP4+2LTjShsrKmnyJH6q+luCmfxXW5TztIx0DcSYl7osvSdDFbrPzH3/sdJJONt7/335IuTQgeXJGZS1MqVFUA+id6gZDAasre/tNmlfny1h6gh/NNMm+9U4VXKIglYZwVefi9Kjj1r/j7zmjYZgXQ+7072Obmsa9/UdeYBgYG2WMkpwYGv8E0LlzKf/mLf0JVVd5562WunXqTsPcwFfbQ9J1r5JkZ7YPILoGc55GZ5+lHFYLDVywMYscmB1k3Z1REFYomKLL7dV0rwJVWqHRO32nqVt49Y2FlfTfmwtWEb3yX5bNVlg+5NL14yE1PBi5NqXjpSCEPrfCht7nDi4fL+fSdHUwn2Vs4S7BwVlJE9cpRF1fOl3H1YoylX42j909NosuFZ6v+Se9c90bcLrfucQ0MDLLDSE4NDG4DFEVhxwNPsuOBJ+lob+OdN/6Vtov7sA+ew2HNPt65Fo0alx+9K09Hriksqw6Ry2xTRZa5syEBBOjwq+y56ABZZm5RkLaQmd/9RJvu6919tpJn7mnVPe65tnJ++6kiJMVGrPf9kdtlWeapW12aRB5r5/hYOW/qimhv2E1Nmf49wqpmw2bV5zWQZZlPru9HiAAXw3No2y8ja+acXJpSoUYFCfS3Vo2FNdY1PKB7XAMDg+wxklMDg9uM8opKnv7yH6Jp/4n3D+/j7OFX6b2+H4+tC5OcWUWtPexiW4P+laeI5qTU6Z92nHK3wg53BICTN01caInykwOlObs0pUIIwbDlpZ6EowKFCOaitQDEe4+mPC6dS9OTGztw2iauydslKMz367pWgGOXFBorOnSP++L7LgpXRHFVmoBBOi7INO9xkCCGZ/VARi5NqWg9YqFijf7tKPn++Wy/00hODQx+EzCSUwOD2xRJkli7YQtrN2xhYGCA3a/9iJYLe6DnBCX29DM1Y6oAoX/lqSeoYpWmP9rnVlz5Cb60PciqueGkS5PIZ355J9uXTU9h//pxB9sW6y+weuFQCU9s6CCvaA2JaCeJgRtTPmbYpSkUEbx4qJRIooD6oi7uWxUZOea1D6r42jYveidlJ5o8PHNPi64xAU4GPbhWhkf+Xb5AggVJl6bWw1ZMqg0cQapWpXZpSoci8rFO8v7OlUUVd02/VcbAwEAXjOTUwOAjQEFBAY986hvAN7h04Szv7/0Z7Vf2USLdmDCu6fA1M2vrwuhtK/pBq4MtjQPonTx1Dhbw5WVJNf2wS9PxKwrPvVmNhMojq9vwFGf/nK3+Eh5aM337z1sJqw4KHb3kFa0hPmZLPxPs+TJf2pYUGJ25YUqKqCTB/cu8aJqSVX9qJiQFVvonej0BQZdpkJoU9ylmmbrNSZcmf2vSpUnTNAoX9Y93aUpBb5OK5Na/4h/ttPDAo5/RPa6BgUFuGMmpgcFHjIYFi2lYsJhEIsE7b73C1VNvMtB6CI+9H0mSUKUC7PkzMNpHVlB03iJXhcBhC0+4fdU8lVXzWkdcmvoiborSuDSloicoyFf0T3LO35SocXcjKU4URyPR5p/kHGtJfYIl9UkR1Z/+2EFcG+TH+9w8talXtyT1xUOFPLJK/17e779fjWdTfMq47moT7uohl6bjCsHzTkTeANUb4igpZuCGrrio3a7/+LMqZQ11tXN0j2tgYJAbRnJqYPARxWQysf3+x9l+/+N0drSz91c/5OLxNzFr13R/rtPNUOf2o3s1tsnE57Y1ky7JSefStHGejzvmpJ8a8PPDFXxhi/5OU/suVvLMPS3kFe1AkuRxYqhckWWZ8rJinr23mfZewXff9qBhZmWdj7WN07vICAy6qSjSX2DVIhwUKZknkbIsU70GIEg0qNKyvwCTZsZaFaBsQfJvJIRAQ9N9rQlVY/ms7brHNTAwyB0jOTUw+BhQVl7B01/5T2hf/gOOH32PM4depevae1TZOjMWUU1GV8TJtlr9K5FKviXjLftbXZqe21WKRR5IKaJKYM3anWoqkgIrDVmWMRetASDed2zacUMRgVlO9p5WFMl8c2dSvPTOaQvfectDnhzliXUdFDqyO5+mDkFJQe+013cr7503k/CEyHXcldWpUL8tOQO38wI0v+0gwSAJOULZUv2tdvF5+MRTn9Y3poGBwbQwklMDg48RkiSxet1mVq/bTDgcZvcvf0zL+T2I7uOU2nNzoYrGBIjpiZNS0RFQqXJ35fTYYZemYFjws4NlDAobc0u6uGdFhCMX8lhcqb86/dWjTnbekRRY5RVvRA1eQItPvyr54qFSntw4cQbplqWDbFnaQjgqeOFQKRHVTk1hN/ev7M+oteHND6v52nb9x2jtbqmldKs+74eyBXJSRKUKTvyThEUrImAPULU6OxHVZDSU3YnZbNYlloGBgT4YyamBwccUm83GJ576GvA1rl6+wOG3f0L7lXcp4VpWVcXD1yysrY+iu9NUr40/ftw3rbhOm8xXtncDcPJ6UkT1/rkwf/a57mnFTUV7fzGzPSEw5WMpu5vw9e/qEjeaKMBpS28UYLPKfHGMS9Pzu2oAwc472pjtSV+91JB1H6MViwva0ajSNSrEQgLPIgs1mwL4fSote11omoazsZ+imtxbSaJ+mS3rH9dxpQYGBnpgJKcGBgbMnb+AufP/G0II3tn1C66d/DXBloNU2oNTjtcRJht2q/6Kb4c9oWvytHy2yqKaZtAqOHS5kJ5TboqsfTy+wT9tgVG3X+DIS1ZJLWVbkUz5RH2vT3vNZ26YqC/KvHqcdGlKiqhePeLirTNFOMwBntzYi3mM9e2vj+ezab5v2uu7lX86WErhygH0/mnpPFFA9ebkbFO3R8HtGUAIge8DhZbLDhLyANUbU4uoJqNocCmrlq3Tda0GBgbTx0hODQwMRpBlmW07H2Xbzkfp7u7i7V/8AN/ld8mPnMGVP1GMcqMzQZFZf0HNmRbB5mX6b72/cLCIx9e1U1YoAwG8XYLvvl2JhsLaOe0ZuTSl4qX3PXxpS7LKa6l4ABHvJ9b93rTXu/9SBc/u9Gb9OFmWeWxDP9BPZ5/gB+94UDUzK2rbWbcgTlNfGfet0n+M1tXBEhwu/dX0JswTrHZlWaZqlQYEiYYStO63IWPGXBGkYtHU/a6aprHYs1n3tRoYGEwfIzk1MDBISUlJKU9/5Q+AP+D40f18ePAVeq6/h8fagWJK/vhf7XWyo1H/ZCQq27hjtv7jrvpjLsoK/SP/riqV+ebOpEvT7pPDLk1hntzYmdKlKR0JzTxSmbR6HmCwYzeI3Hp4h0kKrNJPHMiUskKZr9+TTPTfO2Phb1+r4sLNAH3rRNYiqsm43ApBexiHbhGTtJ/TsNYEmKwNw2o3UTcsorqk8f9v787Do67uR4+/z2QymSSTfV8JsskqO8giEiRAEVFLQVsrYntbqvVpbW3789feLre3t7X2Prf39/T28eni1loVsS64QQCRLQhBQFkFFRKyEEjInslk5nvuH/MFAgzJTPLNAnxezzMPk+98vydnPkDmk3O+n3NK1sdi0EbqxEai4gN/zLWWx3HXg8st7q0QwgqSnAohOjVxykwmTplJS0sL69a8QOmBDXirPgTDsPx7Nbt9JERbPxr7eYUmzXXl6vS549zMvWSXphuSTzN/fMsVrwHYsj+Csbn+5M8edxNhUdm0Hvxlt/u7enscC8dV0NWq90BuGd3K0VMennighjXFSTS2xZIVd4ZFk4IrourIS/sHkDG787VNQ+U9FUd6fvArQaQOs8EwfxFVWVEENo8LXPVkTbr4NpFBcdNJTEyytK9CCGtIciqECFpkZCSLl34T+CaHDn5C+FvPU1qxiyR9jKgIa5KSPWUOvrfY+oXh39uXycqCzrf/DLRLE/hYOK6cAWmXX/tJWRoPzSsB/KOmAK0V73S7v9XNiQxIs3472DYjisRYG/fPPguc5XCJ4ql1ORhaM290OUOyQ2/TMAzKDQfptu6P9Lbn9Rh4dde22rXbbQyY6QPqqKv0UrIhBoUiZmg9rhQbUwYvsLSvQlztlFJOYDMQgT8/XK21/oVS6klgEeABPgNWaK1rlVLhwN+A8eb5z2utfxug3UTgZSAPOA4s1Vqf7agvkpwKIbpk+IjRDB/xJIZh8MH6N/l097vUl2wlK6bzIqqORMeEXbYuaXf5p8hDr05vv0vTv3fE8fa+ROIctSybcRa73YbbY2BXF5KniMxFeGp2YrR2737ZyhqDeGdtt9oIZPdRO0NSL+7bjbmaG3P973HNzljWHUjCFV7PvTOrLyqi6shru2NxDrd+69qyIgfpU7q/1W5cup24dP8IePlHdtxHMpm7YpEFPRTimtIK5GutG83Ec6tS6l2gEHhca+1VSj0BPA78BPgKEKG1Hq2UigIOKqVe1Fofv6Td/wA2aK1/p5T6D/Prn3TUEUlOhRDdYrPZmF1wJ7ML7qS6+gzr33yOiiObiGj6hPio0Kb9j5/2MSKj0vI+vrM7hluHd7063WazscQsMKqsMfjbxkwMHc7pM7V8d5G/EMrmzMSROJn6/T/tdn9fL87km/nWjx7v+iKdlQUnA75ms9lYPLURaORM7bkiqgjGZFcyY2TH98/urs0ifmwPFEL5onG6rL33OHM8jPbNt3wZLSGudlprDTSaX4abD621XtfutB3AufXXNBCtlLIDkfhHVgPdg7MYuNV8/hywiU6SU/nfKYSwTFJSMstW/JDv/24NU+//F+6MpZQ2peP1BbftZGVLNAWd3OPZFaVnkxkxwJr7Y9MTbawsqOSheaXUtzh5uSiPvxSm4HYVANBa9ka3v4dhhHd7eatLeb0GEFyilxzvL6J6aF4JSin+vDaXp9amcqb28hjWNBicsnVt6r0jNaVeVKz1u461VEWwYLrsCCWuW8lKqeJ2j2+1f1EpFaaU2gtUAYVa6w8vuf5B4F3z+WqgCagASoA/aK0D3difprWuADD/TO2skzJyKoToEeMmTWPcpGm43W4K33qRkv3raTu9kzRX4ETGaxjERDVb3o+zDQaRduvv3Tx6Em4Z3cziKadpdhu8WuTCvflxUppOcPukrre7cZ+TSQOtHz1evT2exRNCH42dPqKV6SNK8LQZvLw1iYa2WDJjz3DHZH8R1d+LssiY7gm53c40HIkjJ7/B8naz7RMZNHCIpW0KcRU5o7WeeKUXtdY+YKxSKh54TSk1Smu9H0Ap9VP8v+G+YJ4+Gf+SIplAArBFKbVea/15dzspyakQokc5nU4WLVkBS1Zw4otjbF77ApVHPiBRf3pREdXu4zbuyy/F6mTklR1p3Dfz8u0/u6twfxYrC/z9jXbF8+hPnqTp6H9RtMZ9vohq/k0VHe7SFMjhU6k8VFBiaV8BalsTyEjq+kikI9zG180iqqNliqfWZWNo2H/WzkCHtas2GOYqEFZPvRtezZjsOZa2KcS1yCx42gTMB/YrpZYDtwNzzOl/gK8C72mt24AqpdQ2YCJwaXJ6SimVobWuUEpl4B+V7ZAkp0KIXjNg4GC+vvIXZhHVWxz96G3qSraR6aojPCqSrBTr7zTy6kiinNYXWGmtzydPEekLUDYH7vI3GJVnMCrv3C5N8az9JIEYRy1Lp5/ttMCo2W1gVz1wW0OVQWJkh8WxIRmSpRmSVc6WQ3Y21CZSuiEFn62xS7s0BVJebCN+VB1Wf0T5KtK48ytfs7RNIa4VSqkUoM1MTCOB24AnlFLz8d8jOktr3X56qwTIV0r9E4gCpgJ/DND0m8By4Hfmn53e+yTJqRCi1/mLqO5gdsEd1J49y7o3nsXlXkVZTQlZidZthbrriJ3h6dbvNPXmzhgKxlwosHJm3oHPXUVb9Y7zx/y7NNUD9VSdNXj6/QwM7WBCXgVThgW+9/PlrSksu9n6Ud6392byrdusL7AqLBnATUtagTrc9V5ObonGhoOIjHrSRnRjfdbGOOLSrV/r9saUWTidTsvbFeIakQE8p5QKw//DYpXW+i2l1DH8y0sVmiux7NBarwT+H/AMsB//gszPaK0/BlBK/Q14SmtdjD8pXaWU+gb+hPYrnXVEklMhRJ+KT0hg6QOPwgOPcmBfEcV7/oWveh1jM48SEd69Beh3Hc/goXmlFvX0gvL6ZO7MMrf/VOFEZCzAfXI1EHh6OzXBxsp2uzT9eW0mYbSwdNqpi3ZpajFcxLmqLe8v2C2fIve0GZQbmnPLojpj7QF2afKQOrHpirs0BdJc58UX3gO7jtUpZk+52/J2hbhWmInluADHB1/h/EaukGhqrb/Z7nk1ENL9NJKcCiH6jZE33czIm27G4/GwpfB5GkrfJqHtfYZmhF7Q5PUaKN29LUQDqa43iAm/cO+mI/VWbOFxuMvfDOr6W0a3csvoEtweg1XbkmlqiyE7/gwDkhvJSzhjeX8L9zi5ebD1BVbPb08hcWIzgT5GLt6lyYnNEx1wl6ZAqopdZM9qxupR3gT3aCaNm2Zpm0KIniHJqRCi33E4HMxZ6N+J6mTJZ+ze8gytp95jROIe4l3BtfHy1kTumuxfg9RKq4vSWT678ny7zszFGN4mWk+tD6kdp8PG/bNrgBoOl9j47atJTBnu5FhZI4OzrNuy9OjpVOaOs77A6nBrMq74jkc4/bs0ebmwS1MsaIgdVk/igMAfP2E4sNvdlvZVa82ojFstbVMI0XMkORVC9GvZuYPI/tr/ROtfs3Pb23x6eDXh9YXclF2BzXblJK7OE0d6Yq3l/fHhxHm+6EfhzLyD1sq1YHQ9oRqa7WXK8AhWFpxkzc44Cg8kEh1ezz0zgt+lKZDGFoMIm/XLc31WAbVRLQT5ewJwbpemZgzDoOIjO6XH4vDZmsi+2YPdLFirOmQQkVWL1b9QuMtjuGvFckvbFEL0HElOhRBXBaUUU2bcDjNup66ulm3r/oq7Yi05jm1kJ108fX/ilEGqK9Ba0N2z/WA4Y7IuFFiFJ0wgLDKL1iCn9K/ktR3xzL+pwtylyb8T1Zlag6c3ZmAQwdicCqaNCL1Q7JXtqSybXoXVyd6/9uWSOdvbpXZtNhtZEwHqcDf6OLktEpuOwJFWR1tVPDlzrF94f1DsdJKSki1vVwjRMyQ5FUJcdeLi4vnSV34E/IiDH++keM8L+M6s46aMIzgdirf3ZLKywPrq9L2l6RcVWDkzFwPgObuzW+2eakzghoyLk7LkeBsr5/kT4a37I/jz2lzCVCtLplaQFBvc+2rxReGKtH55rjLDSboFI7JOVxh5czyAh4qDBiUHz+I1okmd0Eh0ojUfT54Wg0mDFljSlhCid0hyKoS4qo0YM5kRYybT1tbGlnX/pL70LVraPuqR6nQbF4/QasP/dcrcfbRWvEXz8WdorXwPtC/odqvOGsQ6Ol42acaoVmaM8hdRvbLNv0tTVtwZFk1quOL73PNZGINTrC+wem2XC+eNjVid+HtORzBheSuOqGZKd0RQ0+qCqHqypnReRNWRiJpBzH9gsYU9FUL0NElOhRDXhPDwcPIXrgBWMPn24+ze/HdaT61lePxHJMToTq/vzKptSSyZcnGBVeOhX+M+uZrIgSuIzP06iVl34Wspp+XE8zQffwZf47FO2/33rgwenB1c4ZbTcekuTTkYWjN3VDnDci4+t+hoBg/NPxnamwzCzppM4sdafx9rmM+FM9af1A+Y4QPqqD/lpWSDC0UYrqH1JA0IC7ndEWmzLP9FRQjRsyQ5FUJcczKz88j86q/R+n+wc9s7HD3yKva6dYzNLu+wiKojDZ5YkuMv32XJ23CIho9/TMMnPyUi40tE5a0geuhjuG78D1pPb6bl+LO4T65G+wJXthva0aWiJ/8uTf6dqNbsimHDoWSi7fUsm1GNww5KBT96G6zaBoMqm4eczk8Nrd0yL8RcPnocm2Yndq6/0Kx8Txilx2LxqWYyp3lwBLHrV0tVOAtu/6rFvRVC9DRJToUQ1yx/EdVCmLGQ+vo6thX+HXf5u2Q5tpGT1Bp0O8fKNOkxnRRY6TZay9+gtfwNbM50InPvI2rgg8RPehpj7P/FfXIVzcefoa266PwlH3wSwYS87q1BarPZWDylCWiiut7g+U3p7PnUy23jrC8Ie3pHJhlTPVg9pV93KI6c/IYO280cB1CPu9GgfLsTm44gPKWBjDFXbjczbBJDBg2ztK9CiJ4ncx1CiOtCbGwcC778A+56pJDYGVsobn6EHSdupKW18yn/dZ9ksXhK8NtpGu5Kmj79A6fXjuDM+zNxn3wFZ84ykmdvJaVgP9FDf4gtIo0D5WlMGWbddq1JsTa+VVDFmKExZCRq/rw2h6fWplF1NvDOVaE67os7v+yTVQzDQGsd9NS702UjL99D7pwGwqN8nCh08fm6CBqrL94S1vBqbsrJt7SvQojeISOnQojrzo0jJ3DjyAm0tbWxdf2/qDuxhjjP+wzLOIu5d/R5hmEAqsv3LbZVb6euejv1+x7Fmb2UqLwHiB3ze8IH/5zo3Y8RkVFJa+W7oL2dNxaEimqDhMhapg33MG14KZ42g1e2JVLniSPNVcNdU+u69F6KPg3Hk9qIfwtt65QV20gY2QCEfj9p8uAwkgc3YngNSnc4ONsagxFZT85UH97yVO5ccp+lfRVC9A5JToUQ163w8HBmL1gOLKeyopTdm/6Gu2Itw+KLSYr1j6i+XRxD/oiKbn8v7W2k5fjTtBx/mrCYYfyj6Ca+8a2fk5g5HJ+7kpYT/6DpyB8wPN2rsH9jdybfzL+wjJYj3MbXbq0FajlWBk+ty8LQNm4bWc6NucEXir3zeQ7pc6zfDlY1xhGXGfyodCA2u40BMwygjobTPko2uhiZO5rIyEhrOimE6FWSnAohBJCekcPCe3+F1r9k945Cdh1cha12HSU1YSyabO32n76GI9SWt+AtGktN+gKi8lYQNeg7NB5+otttGzocuz3wyOjgLBicVYFhGLxdHMPGw8lE2hpYNuMMUR1M13u9BhVakd3t3l3MXe/FF9bxFqihikkJI3xSC1+Z+KCl7Qoheo8kp0II0Y5Siok3F8DNBTQ2NtK0+o/sqNxCZthWclOs2fP9cIkiJ74atJfWijW0VqxB2V1ob2O32l2/18mUQZ2P8tpsNhZN9hdRnW0weGFLGm1GJMMzTjF7zOWFYs9uSyZ+XBNWf2RU7Iwm55YWrC5/iG8Zxc0Tb7G0TSFE75HkVAghrsDlcrHsgZ8B8OmhvRTveh7v6XWMST9IVETX773ceDCTlQWltE/KupuYAhyrSmPl2BMhXZMQY+O/zT0NwIdHwvnz2hyU9nDX5ArSE/39O9ySgivJ2hFOALuKwO4IftWEYGitGZkxy9I2hRC9S5JTIYQIwtDhYxk6fCxer5etG16i9vibxLg3Mjyz5rIiqo74C6yCr04PVrPbwK66tzj+lGFtTBl2cREVniqqo5twWdTPc04d8uHIrMPqAqvWChd33r/c0jaFEL1LklMhhAiB3W7n1nn3AfdxqrKM4nNFVHG7SIrtfMmm1z+MpWB0ueX9enlbCkunn8KKKfL2RVQ/eCkNLxGcKAzDNbShS7s0BdJaFk/ubQ2WtNXewOhppKakWd6uEKL3yDqnQgjRRWnpWSy85xfc/f1ttI54h131D7K7JAev78pV8JUNSQzOsr4vbl80sVHW/0hviYtj0LxWBsxtxl0dRumGOI6/b8fr7vraqV6vgYH1lf9tboNJg+db3q4QonfJyKkQQnSTUooJU+cyYepcmpqa2LruaZrL3yFdbSEvteX8eWdqDWLC6y3//vu/sHFDcveWoArkjY+isQ++sAZp1niAOtyNBie3O7FpJ+GpdWSMDm1qvqzIQeok6wusws8MZP79d1naphCi9wX9a7ZSKkwptUcp9VaA136klNprPvYrpXxKqUTztaeVUlVKqf0BrntEKXVEKXVAKfX77r0VIYToe9HR0cy76xHuevhdUm4rorjlUYpOjKTZrXl1ZwbLZlRb/j03H8lg3vju3W8ayI6qTJLyLp/Gv7BLUz3hkZqS9TF8Uei8bJemK7F5oomKs35sZET6LMLCrLntQAjRd0L56fA94BAQe+kLWusngScBlFKLgEe11uc2dn4W+BPwfPtrlFKzgcXAGK11q1IqNeTeCyFEPzZ46GgGD/0DPp+Pbe+vwpH4Tz491cbIrOqQiqg64i+w8lnSVnt1TQZVqo2cTs5LHmyDwQ3nd2mqNXdpyp7qC1j0VVveBtHW32vacjqc+QvutbxdIUTvCyo5VUplAwuB3wA/6OT0e4EXz32htd6slMoLcN53gN9prVvN86qC6YsQQlxtwsLCuOW2e7nltns5XVXJzo1/xV3xHkNid5ES173E8tWiOBaOq8Dqqve/F2WQNs1DsBNsF+3SdMpLycYYlA7DNbiOpIEXRjNrD8SSO6cp6HaDlaHGM2zICEvbFKI3tZ2oXFv24BPJPfxtrL//pwcEO3L6R+DHQExHJymlooD5wHeDaHMoMFMp9RvADTymtd4VoM1vAd8CyM3NDbK7QgjRP6WkprPwnv+O1j9jz6732XXgZVTNOsZmn8AeFnqCWd2cyIA060ciT3jjSXB2bW3TmDQ7MWn+e23L99oo3RCLT7WQPrUFUJYvo2X4NKOz8y1tU4jeprWWaj5Tp8mpUup2oEprvVspdWsnpy8CtrWb0u/seycAU4FJwCql1A1a64vKXLXWfwH+AjBx4sTgN4IWQoh+TCnF+Mn5jJ+cT3NzM1vXPUNT2Tukqc0MTA3u/tHKGoO4iO7tSx/IzqN2WlOsWXQ/c6wC6vE0G+x9URMV7aFyH6TfZEnzAHgrkrn74futa1AI0aeCGTmdDtyhlPoS4ARilVL/1FrfF+Dce2g3pd+Jk8C/zWR0p1LKAJKB00FeL4QQ14SoqCgK7nwYeJjPjh6geMezeKsKGZ36MdGRVx5NfX1XBt+cU4HVU+RvfZZD+pw2S9t0RNnIyIsnZ0491Z8blBTGYuAleVwjruTuFUcNTZxJVFSURT0VQvS1Tn8iaK0fBx4HMEdOHwuUmCql4oBZQKCkNZDXgXxgk1JqKODgKrkXQgghesqgISMZNORJs4hqNTWfv0FU8wZGZZ2+vIhKObDbrU1MvV6Dch1GNtYmp+5GH74w/1R/0g02km5oxPAalO10cHZfDDqygezJXmwhvp/Wepg59k5L+yqE6Ftd/nVVKbUSQGv9lHnoLmCd1rrpkvNeBG4FkpVSJ4FfaK3/DjwNPG0uMeUBll86pS+EENcrfxHVMmAZ1Weq+HDDX2mpeI/Brp2kxnt5/+MIJgyotPz7Pr89kfixjVi9Bmnlh5FkT3fTfpTXZreRM81fRNV4xkvJJhc2bSfqhjqSBwW3JFRs00imT77V0r4KIfqWuprywYkTJ+ri4uK+7oYQQvSZvbs/oOTjl9iw8X1+uPBTwu3WVuk/9t5QXHOsXzO1ZEMMuXOCK9wq36vxVsdhqBYyp7biuMLOV1prJqiH+fa9P7Gyq+I6pJTarbWe2Nf9EH6yQ5QQQlxFxk6YxdgJs5h7Twtb1j1Lc9nbJOvNDErrfgFT6WlNjdONy4J+tld1xIcjrY5g7409X0TlNijfHoHN58SeUm8ev8Bd4eLOr0shlBDXGklOhRDiKhQZGUnB4u8A3+H4Z4cpLnqGtlOFjErZS0xU10ZTn9udQ/YsL1YXWLlL48m9LfTlrhxOG3n5bUAbNccNThTGovGROKaR2DQ7A6OnkpaaYWlfhRB9T5JTIYS4yuUNupG8QU9gGL9l+6Z/c+jY60Q0rWdMdlVIO1GV6yhS7dZO6Xu9BoYFxVWJeWEk5jVhGAYndzio2RPFbV+eZUEPhRD9jSSnQghxjbDZbMzIXwL5S6ipOUNR4V9wV67lhqgdpCd0vO/9mo+iCLuhEatHTcuK7KSMt67AymazkTvNQJcmcvfCYBeHEUJcTaz9KSSEEKJfSExMZuGy/+TL3/uAsAnrKW78NjtPDMTTFrgItqgqk6QbrP9IsHliiE60fhxkRPothIUFV9EvhLi6yMipEEJc48aMn8mY8TNxu91sLXyOxpPvkOjbxJD0RgAaWwxO2QxyLP6+dafaIKre4lbBfcbOvIJ7LG9XCNE/SHIqhBDXCafTyW2Lvg18m5LjR9m97Wk8p9ax6ZNy0mZcvAapFc5+EktufpPl7abp8QwfNtrSNoUQ/Yckp0IIcR3KzRtCbt5vMYzfoNe8wIFTWzl2cjvOrLqQiqg6orQNm83axNQwNKOzZ1vaphCif5HkVAghrmM2m40vL/46X+br1NRU81rh8xyo2ES142OcCUaX2y3bDTHD6gFr7wv1liVz98PLLW1TCNG/SHIqhBACgMTEJL6x7FHgUYr37uD9Pa9y+PRmVHoFYeGhjaYatXEkTqizvI9Dk2YSHR1tebtCiP5DklMhhBCXmTh2KhPHTsXj8fD62hfYc2I9Zd5dRKa1dnqtu9HAZ+v+jlWXam2A6aMXWd6uEKJ/keRUCCHEFTkcDpYuWsFSVvDFiWO8veVfHKzYTEvCpziiA4+mVuyMIGdaK1YXQrkabmTm1DmWtimE6H8kORVCCBGUgQMG890BP0drzfrNb1F05B0+q9tGRGYtynYhUQ3Tkdid3d8Vqj2tNaMybrWsWEsI0X9JciqEECIkSinmzlrE3FmLqK2r5dW1z3KgfBNnwvfRVNOGI7UOsDaJdFdGs/ir91vaphCif5LkVAghRJfFx8XzjaXfB77PRx/v4pmX/0Rz/Kf42spCLqLqyIDIKWSkZ1nWnhCi/5LkVAghhCXGj5nE+DHP4fF4eLPwJfYcX0+p50Mi093datfbajBhYIFFvRRC9HeSnAohhLCUw+FgycL7WcL9nCj9grc2v8DByg9ojj2MwxV6kZStKpfb71vaAz0VQvRHkpwKIYToMQNyBvLw136G1j9l49b3KDq0hqN124jIPHtREVVHhqfOwm6Xjyshrhfyv10IIUSPU0oxZ+YC5sxcQF19Ha+te579Ze9TZd9LZKLvite1VIcxN/8rvdhTIURfk+RUCCFEr4qLjeOBJY8Aj/Dx/o8oLF7Foaot6LQS7I6Lp/1TfeMYPWJc33RUCNEnJDkVQgjRZ8aMGs+YUeNpa2tjTeEqdn+xltLWnTjTm9EaRmfN7usuCiF6mSSnQggh+lx4eDh3f+lr3M3XOFlWwpub/sH+L3Zw9/eW93XXhBC9TGmt+7oPQVNKnQZO9HU/rkLJwJm+7sRVTmJoDYmjNSSO1pA4WuNaiOMArXVKX3dC+F1VyanoGqVUsdZ6Yl/342omMbSGxNEaEkdrSBytIXEUVgt9wTkhhBBCCCF6iCSnQgghhBCi35Dk9Prwl77uwDVAYmgNiaM1JI7WkDhaQ+IoLCX3nAohhBBCiH5DRk6FEEIIIUS/IcmpEEIIIYToNyQ57aeUUk6l1E6l1D6l1AGl1K/avfaIUuqIefz3l1yXq5RqVEo91u7YBKXUJ0qpY0qp/1JKKfN4hFLqZfP4h0qpvHbXLFdKHTUfV+0q2F2Jo1JqjFKqyDz+iVLKaR6XOAYZR6VUuFLqOTNeh5RSj7c7X+J4SRzN973XfBxXSu1td83jZkyOKKXmtTt+XcYx1BgqpeYqpXabsdqtlMpv19Z1GUPo2r9F83X5jBE9T2stj374ABTgMp+HAx8CU4HZwHogwnwt9ZLrXgVeAR5rd2wncLPZ5rvAAvP4Q8BT5vN7gJfN54nA5+afCebzhL6OSW/EEf+uaR8DN5lfJwFhEseQ4/hV4CXzeRRwHMiTOAaO4yXn/G/g5+bzEcA+IAIYCHx2vf977EIMxwGZ5vNRQFm7867LGHYlju2OyWeMPHr8ISOn/ZT2azS/DDcfGvgO8Dutdat5XtW5a5RSd+L/T36g3bEMIFZrXaS11sDzwJ3my4uB58znq4E55m+884BCrXWN1vosUAjM74n32dO6EMcC4GOt9T7zeLXW2idxDDmOGohWStmBSMAD1EscrxhHAMz3uxR40Ty0GH+S36q1/gI4Bky+nuMYagy11nu01uXmywcApzmid93GELr0b1E+Y0SvkeS0H1NKhZlTKlX4/yN/CAwFZppTJB8opSaZ50YDPwF+dUkzWcDJdl+fNI+de60UQGvtBerwjxSePx7gmqtOKHE0j2ul1Fql1EdKqR+bxyWOocVxNdAEVAAlwB+01jVIHK8Ux3NmAqe01kfNr6/03q/rOIYYw/a+DOwxf5m6rmMIocVRPmNEb7L3dQfElWmtfcBYpVQ88JpSahT+v7ME/FOqk4BVSqkb8P/A+D9a60bzdp9zFJfTnbzW0TVXnRDjaAdmmMeagQ1Kqd1AfaCmzT8ljpfHcTLgAzLN17copdYj/x4DxlFrvd98+V7ajVTRtZhc83EMMYYAKKVGAk/gnx2B6zyGEHIc5TNG9BoZOb0KaK1rgU34pz1OAv82p2R2AgaQDEwBfq+UOg58H/hPpdR3zfOz2zWXDZyb4joJ5ACY069xQE374wGuuWoFGceTwAda6zNa62bgHWA8EsfzgozjV4H3tNZt5lT/NmAiEsfzLonjufd8N/Byu9Ou9N4ljgQdQ5RS2cBrwP1a68/MwxJDU5BxlM8Y0WskOe2nlFIp5m+zKKUigduAw8DrQL55fCjgAM5orWdqrfO01nnAH4H/pbX+k9a6AmhQSk017/W5H3jD/DZvAueqJJcAG817htYCBUqpBKVUAv6RhrU9/JZ7RKhxxP8+xyiloswfprOAgxLHkONYAuQrv2j8I6uHJY5XjCPnnmut20+RvgncY94jORAYAuy8nuMYagzNc98GHtdabzt3/HqOIYQeR/mMEb1K94OqLHlc/gDGAHvwV47v50LlqQP4p3nsIyA/wLW/5OJKyonm+Z8Bf+LCzmBO/FWXx/BXW97Q7poHzePHgBV9HY/ejCNwH/4b/vcDv5c4hh5HwGXG5ABwEPiRxPHKcTRfexZYGeCan5qxOoJZBX09xzHUGAI/w3//8952j3OrSlyXMezqv8V2r/8S+YyRRw8+ZPtSIYQQQgjRb8i0vhBCCCGE6DckORVCCCGEEP2GJKdCCCGEEKLfkORUCCGEEEL0G5KcCiGEEEKIfkOSUyGEEEII0W9IciqEEEIIIfqN/w8kW1A8wFOfaAAAAABJRU5ErkJggg==\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1645,23 +1721,25 @@ "source": [ "# setup the plot\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "ax.set_title('MODPATH 7 particle tracking results')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "ax.set_title(\"MODPATH 7 particle tracking results\")\n", "\n", "mapview = flopy.plot.PlotMapView(vertex_ml6, layer=2)\n", "\n", "# plot and contour head arrays\n", "pc = mapview.plot_array(hdata, cmap=\"Dark2\")\n", - "contour_set = mapview.contour_array(hdata, levels=levels, colors='white')\n", - "plt.clabel(contour_set, fmt='%.1f', colors='white', fontsize=11)\n", - "linecollection = mapview.plot_grid(lw=0.25, color='k')\n", + "contour_set = mapview.contour_array(hdata, levels=levels, colors=\"white\")\n", + "plt.clabel(contour_set, fmt=\"%.1f\", colors=\"white\", fontsize=11)\n", + "linecollection = mapview.plot_grid(lw=0.25, color=\"k\")\n", "cb = plt.colorbar(pc, shrink=0.75)\n", "\n", "# plot the modpath results\n", - "pline = mapview.plot_pathline(p0, layer='all', color='blue', lw=0.75)\n", - "colors = ['green', 'orange', 'red']\n", + "pline = mapview.plot_pathline(p0, layer=\"all\", color=\"blue\", lw=0.75)\n", + "colors = [\"green\", \"orange\", \"red\"]\n", "for k in range(3):\n", - " tseries = mapview.plot_timeseries(ts0, layer=k, marker=\"o\", lw=0, color=colors[k])" + " tseries = mapview.plot_timeseries(\n", + " ts0, layer=k, marker=\"o\", lw=0, color=colors[k]\n", + " )" ] }, { @@ -1691,17 +1769,21 @@ } ], "source": [ - "cbb = flopy.utils.CellBudgetFile(os.path.join(modelpth, 'mp7p2.cbb'), precision='double')\n", + "cbb = flopy.utils.CellBudgetFile(\n", + " os.path.join(modelpth, \"mp7p2.cbb\"), precision=\"double\"\n", + ")\n", "spdis = cbb.get_data(text=\"SPDIS\")[0]\n", - "qx, qy, qz = flopy.utils.postprocessing.get_specific_discharge(spdis, vertex_ml6)\n", + "qx, qy, qz = flopy.utils.postprocessing.get_specific_discharge(\n", + " spdis, vertex_ml6\n", + ")\n", "\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "ax.set_title('Specific discharge for vertex model')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "ax.set_title(\"Specific discharge for vertex model\")\n", "\n", "mapview = flopy.plot.PlotMapView(vertex_ml6, layer=2)\n", "pc = mapview.plot_array(hdata, cmap=\"Dark2\")\n", - "linecollection = mapview.plot_grid(lw=0.25, color='k')\n", + "linecollection = mapview.plot_grid(lw=0.25, color=\"k\")\n", "cb = plt.colorbar(pc, shrink=0.75)\n", "\n", "# plot specific discharge\n", @@ -1727,17 +1809,19 @@ "from flopy.discretization import UnstructuredGrid\n", "\n", "# this is a folder containing some unstructured grids\n", - "datapth = os.path.join('..', 'data', 'unstructured')\n", + "datapth = os.path.join(\"..\", \"data\", \"unstructured\")\n", "\n", "# simple functions to load vertices and incidence lists\n", "def load_verts(fname):\n", - " verts = np.genfromtxt(fname, dtype=[int, float, float], \n", - " names=['iv', 'x', 'y'])\n", - " verts['iv'] -= 1 # zero based\n", + " verts = np.genfromtxt(\n", + " fname, dtype=[int, float, float], names=[\"iv\", \"x\", \"y\"]\n", + " )\n", + " verts[\"iv\"] -= 1 # zero based\n", " return verts\n", "\n", + "\n", "def load_iverts(fname):\n", - " f = open(fname, 'r')\n", + " f = open(fname, \"r\")\n", " iverts = []\n", " xc = []\n", " yc = []\n", @@ -1756,11 +1840,11 @@ "outputs": [], "source": [ "# load vertices\n", - "fname = os.path.join(datapth, 'ugrid_verts.dat')\n", + "fname = os.path.join(datapth, \"ugrid_verts.dat\")\n", "verts = load_verts(fname)\n", "\n", "# load the incidence list into iverts\n", - "fname = os.path.join(datapth, 'ugrid_iverts.dat')\n", + "fname = os.path.join(datapth, \"ugrid_iverts.dat\")\n", "iverts, xc, yc = load_iverts(fname)" ] }, @@ -1798,11 +1882,11 @@ "source": [ "# Print the first 5 entries in verts and iverts\n", "for ivert, v in enumerate(verts[:5]):\n", - " print('Vertex coordinate pair for vertex {}: {}'.format(ivert, v))\n", - "print('...\\n')\n", - " \n", + " print(\"Vertex coordinate pair for vertex {}: {}\".format(ivert, v))\n", + "print(\"...\\n\")\n", + "\n", "for icell, vertlist in enumerate(iverts[:5]):\n", - " print('List of vertices for cell {}: {}'.format(icell, vertlist))" + " print(\"List of vertices for cell {}: {}\".format(icell, vertlist))" ] }, { @@ -1862,7 +1946,7 @@ "f = plt.figure(figsize=(10, 10))\n", "mapview = flopy.plot.PlotMapView(modelgrid=umg)\n", "mapview.plot_grid()\n", - "plt.plot(umg.xcellcenters, umg.ycellcenters, 'bo');" + "plt.plot(umg.xcellcenters, umg.ycellcenters, \"bo\");" ] }, { @@ -1872,7 +1956,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1891,10 +1975,10 @@ "levels = np.arange(0, 100, 30)\n", "\n", "mapview = flopy.plot.PlotMapView(modelgrid=umg)\n", - "pc = mapview.plot_array(a, cmap='viridis')\n", - "contour_set = mapview.contour_array(a, levels=levels, colors='white')\n", - "plt.clabel(contour_set, fmt='%.1f', colors='white', fontsize=11)\n", - "linecollection = mapview.plot_grid(color='k', lw=0.5)\n", + "pc = mapview.plot_array(a, cmap=\"viridis\")\n", + "contour_set = mapview.contour_array(a, levels=levels, colors=\"white\")\n", + "plt.clabel(contour_set, fmt=\"%.1f\", colors=\"white\", fontsize=11)\n", + "linecollection = mapview.plot_grid(color=\"k\", lw=0.5)\n", "colorbar = plt.colorbar(pc, shrink=0.75)" ] }, @@ -1925,14 +2009,14 @@ ], "source": [ "fig = plt.figure(figsize=(10, 30))\n", - "fnames = [fname for fname in os.listdir(datapth) if fname.endswith('.exp')]\n", + "fnames = [fname for fname in os.listdir(datapth) if fname.endswith(\".exp\")]\n", "nplot = len(fnames)\n", "for i, f in enumerate(fnames):\n", - " ax = fig.add_subplot(nplot, 1, i + 1, aspect='equal')\n", + " ax = fig.add_subplot(nplot, 1, i + 1, aspect=\"equal\")\n", " fname = os.path.join(datapth, f)\n", " umga = UnstructuredGrid.from_argus_export(fname, nlay=1)\n", " mapview = flopy.plot.PlotMapView(modelgrid=umga, ax=ax)\n", - " linecollection = mapview.plot_grid(colors='sienna')\n", + " linecollection = mapview.plot_grid(colors=\"sienna\")\n", " ax.set_title(fname)" ] }, @@ -1952,7 +2036,7 @@ "outputs": [], "source": [ "# import flopy's styles\n", - "from flopy.plot import styles\n" + "from flopy.plot import styles" ] }, { @@ -1996,9 +2080,11 @@ " quiver = mapview.plot_vector(qx, qy)\n", " inactive = mapview.plot_inactive()\n", " plt.colorbar(quadmesh, shrink=0.75)\n", - " \n", + "\n", " # use styles to add a heading, xlabel, ylabel\n", - " styles.heading(letter=\"A.\", heading=\"Specific Discharge (\" + r'$L/T$' + ')')\n", + " styles.heading(\n", + " letter=\"A.\", heading=\"Specific Discharge (\" + r\"$L/T$\" + \")\"\n", + " )\n", " styles.xlabel(label=\"Easting\")\n", " styles.ylabel(label=\"Northing\")" ] @@ -2039,12 +2125,16 @@ " quiver = mapview.plot_vector(qx, qy)\n", " inactive = mapview.plot_inactive()\n", " plt.colorbar(quadmesh, shrink=0.75)\n", - " \n", + "\n", " # change the font type to comic sans\n", - " styles.set_font_type(family='fantasy', fontname=\"Comic Sans MS\")\n", - " \n", + " styles.set_font_type(family=\"fantasy\", fontname=\"Comic Sans MS\")\n", + "\n", " # use styles to add a heading, xlabel, ylabel, and remove tick marks\n", - " styles.heading(letter=\"A.\", heading=\"Comic Sans: Specific Discharge (\" + r'$L/T$' + ')', fontsize=16)\n", + " styles.heading(\n", + " letter=\"A.\",\n", + " heading=\"Comic Sans: Specific Discharge (\" + r\"$L/T$\" + \")\",\n", + " fontsize=16,\n", + " )\n", " styles.xlabel(label=\"Easting\", fontsize=12)\n", " styles.ylabel(label=\"Northing\", fontsize=12)\n", " styles.remove_edge_ticks()" diff --git a/examples/Notebooks/flopy3_LoadSWRBinaryData.ipynb b/examples/Notebooks/flopy3_LoadSWRBinaryData.ipynb index b8aa1136e8..a9dd862eba 100644 --- a/examples/Notebooks/flopy3_LoadSWRBinaryData.ipynb +++ b/examples/Notebooks/flopy3_LoadSWRBinaryData.ipynb @@ -20,11 +20,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -40,14 +40,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -56,11 +56,11 @@ "metadata": {}, "outputs": [], "source": [ - "#Set the paths\n", - "datapth = os.path.join('..', 'data', 'swr_test')\n", + "# Set the paths\n", + "datapth = os.path.join(\"..\", \"data\", \"swr_test\")\n", "\n", - "# SWR Process binary files \n", - "files = ('SWR004.obs', 'SWR004.vel', 'SWR004.str', 'SWR004.stg', 'SWR004.flow')" + "# SWR Process binary files\n", + "files = (\"SWR004.obs\", \"SWR004.vel\", \"SWR004.str\", \"SWR004.stg\", \"SWR004.flow\")" ] }, { @@ -111,24 +111,24 @@ "source": [ "fig = plt.figure(figsize=(6, 12))\n", "ax1 = fig.add_subplot(3, 1, 1)\n", - "ax1.semilogx(ts['totim']/3600., -ts['OBS1'], label='OBS1')\n", - "ax1.semilogx(ts['totim']/3600., -ts['OBS2'], label='OBS2')\n", - "ax1.semilogx(ts['totim']/3600., -ts['OBS9'], label='OBS3')\n", - "ax1.set_ylabel('Flow, in cubic meters per second')\n", + "ax1.semilogx(ts[\"totim\"] / 3600.0, -ts[\"OBS1\"], label=\"OBS1\")\n", + "ax1.semilogx(ts[\"totim\"] / 3600.0, -ts[\"OBS2\"], label=\"OBS2\")\n", + "ax1.semilogx(ts[\"totim\"] / 3600.0, -ts[\"OBS9\"], label=\"OBS3\")\n", + "ax1.set_ylabel(\"Flow, in cubic meters per second\")\n", "ax1.legend()\n", "\n", "ax = fig.add_subplot(3, 1, 2, sharex=ax1)\n", - "ax.semilogx(ts['totim']/3600., -ts['OBS4'], label='OBS4')\n", - "ax.semilogx(ts['totim']/3600., -ts['OBS5'], label='OBS5')\n", - "ax.set_ylabel('Flow, in cubic meters per second')\n", + "ax.semilogx(ts[\"totim\"] / 3600.0, -ts[\"OBS4\"], label=\"OBS4\")\n", + "ax.semilogx(ts[\"totim\"] / 3600.0, -ts[\"OBS5\"], label=\"OBS5\")\n", + "ax.set_ylabel(\"Flow, in cubic meters per second\")\n", "ax.legend()\n", "\n", "ax = fig.add_subplot(3, 1, 3, sharex=ax1)\n", - "ax.semilogx(ts['totim']/3600., ts['OBS6'], label='OBS6')\n", - "ax.semilogx(ts['totim']/3600., ts['OBS7'], label='OBS7')\n", + "ax.semilogx(ts[\"totim\"] / 3600.0, ts[\"OBS6\"], label=\"OBS6\")\n", + "ax.semilogx(ts[\"totim\"] / 3600.0, ts[\"OBS7\"], label=\"OBS7\")\n", "ax.set_xlim(1, 100)\n", - "ax.set_ylabel('Stage, in meters')\n", - "ax.set_xlabel('Time, in hours')\n", + "ax.set_ylabel(\"Stage, in meters\")\n", + "ax.set_xlabel(\"Time, in hours\")\n", "ax.legend();" ] }, @@ -148,7 +148,7 @@ "outputs": [], "source": [ "sobj = flopy.utils.SwrFlow(os.path.join(datapth, files[1]))\n", - "times = np.array(sobj.get_times())/3600.\n", + "times = np.array(sobj.get_times()) / 3600.0\n", "obs1 = sobj.get_ts(irec=1, iconn=0)\n", "obs2 = sobj.get_ts(irec=14, iconn=13)\n", "obs4 = sobj.get_ts(irec=4, iconn=3)\n", @@ -236,24 +236,24 @@ "source": [ "fig = plt.figure(figsize=(6, 12))\n", "ax1 = fig.add_subplot(3, 1, 1)\n", - "ax1.semilogx(times, obs1['flow'], label='OBS1')\n", - "ax1.semilogx(times, obs2['flow'], label='OBS2')\n", - "ax1.semilogx(times, -obs3['strflow'], label='OBS3')\n", - "ax1.set_ylabel('Flow, in cubic meters per second')\n", + "ax1.semilogx(times, obs1[\"flow\"], label=\"OBS1\")\n", + "ax1.semilogx(times, obs2[\"flow\"], label=\"OBS2\")\n", + "ax1.semilogx(times, -obs3[\"strflow\"], label=\"OBS3\")\n", + "ax1.set_ylabel(\"Flow, in cubic meters per second\")\n", "ax1.legend()\n", "\n", "ax = fig.add_subplot(3, 1, 2, sharex=ax1)\n", - "ax.semilogx(times, obs4['flow'], label='OBS4')\n", - "ax.semilogx(times, obs5['flow'], label='OBS5')\n", - "ax.set_ylabel('Flow, in cubic meters per second')\n", + "ax.semilogx(times, obs4[\"flow\"], label=\"OBS4\")\n", + "ax.semilogx(times, obs5[\"flow\"], label=\"OBS5\")\n", + "ax.set_ylabel(\"Flow, in cubic meters per second\")\n", "ax.legend()\n", "\n", "ax = fig.add_subplot(3, 1, 3, sharex=ax1)\n", - "ax.semilogx(times, obs6['stage'], label='OBS6')\n", - "ax.semilogx(times, obs7['stage'], label='OBS7')\n", + "ax.semilogx(times, obs6[\"stage\"], label=\"OBS6\")\n", + "ax.semilogx(times, obs7[\"stage\"], label=\"OBS7\")\n", "ax.set_xlim(1, 100)\n", - "ax.set_ylabel('Stage, in meters')\n", - "ax.set_xlabel('Time, in hours')\n", + "ax.set_ylabel(\"Stage, in meters\")\n", + "ax.set_xlabel(\"Time, in hours\")\n", "ax.legend();" ] }, @@ -274,7 +274,7 @@ "metadata": {}, "outputs": [], "source": [ - "sd = np.genfromtxt(os.path.join(datapth, 'SWR004.dis.ref'), names=True)" + "sd = np.genfromtxt(os.path.join(datapth, \"SWR004.dis.ref\"), names=True)" ] }, { @@ -319,7 +319,7 @@ } ], "source": [ - "fc = open(os.path.join(datapth, 'SWR004.dis.ref')).readlines()\n", + "fc = open(os.path.join(datapth, \"SWR004.dis.ref\")).readlines()\n", "fc" ] }, @@ -352,10 +352,10 @@ "metadata": {}, "outputs": [], "source": [ - "iprof = sd['IRCH'] > 0\n", + "iprof = sd[\"IRCH\"] > 0\n", "iprof[2:8] = False\n", - "dx = np.extract(iprof, sd['RLEN'])\n", - "belev = np.extract(iprof, sd['BELEV'])" + "dx = np.extract(iprof, sd[\"RLEN\"])\n", + "belev = np.extract(iprof, sd[\"BELEV\"])" ] }, { @@ -372,7 +372,14 @@ "outputs": [], "source": [ "ml = flopy.modflow.Modflow()\n", - "dis = flopy.modflow.ModflowDis(ml, nrow=1, ncol=dx.shape[0], delr=dx, top=4.5, botm=belev.reshape(1,1,12))" + "dis = flopy.modflow.ModflowDis(\n", + " ml,\n", + " nrow=1,\n", + " ncol=dx.shape[0],\n", + " delr=dx,\n", + " top=4.5,\n", + " botm=belev.reshape(1, 1, 12),\n", + ")" ] }, { @@ -419,15 +426,26 @@ "source": [ "fig = plt.figure(figsize=(12, 12))\n", "for idx, v in enumerate([19, 29, 34, 39, 44, 49, 54, 59]):\n", - " ax = fig.add_subplot(4, 2, idx+1)\n", + " ax = fig.add_subplot(4, 2, idx + 1)\n", " s = sobj.get_data(idx=v)\n", - " stage = np.extract(iprof, s['stage'])\n", - " xs = flopy.plot.PlotCrossSection(model=ml, line={'Row': 0})\n", - " xs.plot_fill_between(stage.reshape(1,1,12), colors=['none', 'blue'], ax=ax, edgecolors='none')\n", + " stage = np.extract(iprof, s[\"stage\"])\n", + " xs = flopy.plot.PlotCrossSection(model=ml, line={\"Row\": 0})\n", + " xs.plot_fill_between(\n", + " stage.reshape(1, 1, 12),\n", + " colors=[\"none\", \"blue\"],\n", + " ax=ax,\n", + " edgecolors=\"none\",\n", + " )\n", " linecollection = xs.plot_grid(ax=ax, zorder=10)\n", - " ax.fill_between(np.append(0., x), y1=np.append(belev[0], belev), y2=-0.5, \n", - " facecolor='0.5', edgecolor='none', step='pre')\n", - " ax.set_title('{} hours'.format(times[v]))\n", + " ax.fill_between(\n", + " np.append(0.0, x),\n", + " y1=np.append(belev[0], belev),\n", + " y2=-0.5,\n", + " facecolor=\"0.5\",\n", + " edgecolor=\"none\",\n", + " step=\"pre\",\n", + " )\n", + " ax.set_title(\"{} hours\".format(times[v]))\n", " ax.set_ylim(-0.5, 4.5)" ] }, @@ -459,9 +477,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_MT3D-USGS_example.ipynb b/examples/Notebooks/flopy3_MT3D-USGS_example.ipynb index 4114d0c94d..0d449d5d90 100644 --- a/examples/Notebooks/flopy3_MT3D-USGS_example.ipynb +++ b/examples/Notebooks/flopy3_MT3D-USGS_example.ipynb @@ -29,11 +29,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -52,14 +52,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -68,27 +68,27 @@ "metadata": {}, "outputs": [], "source": [ - "modelpth = os.path.join('data')\n", - "modelname = 'CrnkNic'\n", - "mfexe = 'mfnwt'\n", - "mtexe = 'mt3dusgs'\n", - "if platform.system() == 'Windows':\n", - " mfexe += '.exe'\n", - " mtexe += '.exe'\n", + "modelpth = os.path.join(\"data\")\n", + "modelname = \"CrnkNic\"\n", + "mfexe = \"mfnwt\"\n", + "mtexe = \"mt3dusgs\"\n", + "if platform.system() == \"Windows\":\n", + " mfexe += \".exe\"\n", + " mtexe += \".exe\"\n", "\n", "# Make sure modelpth directory exists\n", - "if not os.path.exists(modelpth):\n", - " os.mkdir(modelpth)\n", + "if not os.path.isdir(modelpth):\n", + " os.makedirs(modelpth, exist_ok=True)\n", "\n", "# Instantiate MODFLOW object in flopy\n", - "mf = flopy.modflow.Modflow(modelname=modelname, exe_name=mfexe, model_ws=modelpth, version='mfnwt')" + "mf = flopy.modflow.Modflow(\n", + " modelname=modelname, exe_name=mfexe, model_ws=modelpth, version=\"mfnwt\"\n", + ")" ] }, { "cell_type": "markdown", - "metadata": { - "collapsed": true - }, + "metadata": {}, "source": [ "Set up model discretization" ] @@ -99,7 +99,7 @@ "metadata": {}, "outputs": [], "source": [ - "Lx = 650.0 \n", + "Lx = 650.0\n", "Ly = 15\n", "nrow = 3\n", "ncol = 650\n", @@ -111,8 +111,10 @@ "xmax = ncol * delr\n", "ymax = nrow * delc\n", "\n", - "X, Y = np.meshgrid(np.linspace(delr / 2, xmax - delr / 2, ncol), \n", - " np.linspace(ymax - delc / 2, 0 + delc / 2, nrow))\n" + "X, Y = np.meshgrid(\n", + " np.linspace(delr / 2, xmax - delr / 2, ncol),\n", + " np.linspace(ymax - delc / 2, 0 + delc / 2, nrow),\n", + ")" ] }, { @@ -129,7 +131,7 @@ "outputs": [], "source": [ "# Output Control: Create a flopy output control object\n", - "oc = flopy.modflow.ModflowOc(mf) " + "oc = flopy.modflow.ModflowOc(mf)" ] }, { @@ -147,17 +149,25 @@ "source": [ "# Newton-Raphson Solver: Create a flopy nwt package object\n", "\n", - "headtol = 1.0E-4 \n", - "fluxtol = 5 \n", + "headtol = 1.0e-4\n", + "fluxtol = 5\n", "maxiterout = 5000\n", - "thickfact = 1E-06\n", - "linmeth = 2 \n", - "iprnwt = 1 \n", - "ibotav = 1 \n", - "\n", - "nwt = flopy.modflow.ModflowNwt(mf, headtol=headtol, fluxtol=fluxtol, maxiterout=maxiterout, \n", - " thickfact=thickfact, linmeth=linmeth, iprnwt=iprnwt, ibotav=ibotav,\n", - " options='SIMPLE') \n" + "thickfact = 1e-06\n", + "linmeth = 2\n", + "iprnwt = 1\n", + "ibotav = 1\n", + "\n", + "nwt = flopy.modflow.ModflowNwt(\n", + " mf,\n", + " headtol=headtol,\n", + " fluxtol=fluxtol,\n", + " maxiterout=maxiterout,\n", + " thickfact=thickfact,\n", + " linmeth=linmeth,\n", + " iprnwt=iprnwt,\n", + " ibotav=ibotav,\n", + " options=\"SIMPLE\",\n", + ")" ] }, { @@ -173,27 +183,44 @@ "metadata": {}, "outputs": [], "source": [ - "# The equations for calculating the ground elevation in the 1 Layer CrnkNic model. \n", + "# The equations for calculating the ground elevation in the 1 Layer CrnkNic model.\n", "# Although Y isn't used, keeping it here for symetry\n", "\n", + "\n", "def topElev(X, Y):\n", - " return 100. - (np.ceil(X)-1) * 0.03\n", + " return 100.0 - (np.ceil(X) - 1) * 0.03\n", + "\n", "\n", "grndElev = topElev(X, Y)\n", - "bedRockElev = grndElev - 3.\n", + "bedRockElev = grndElev - 3.0\n", "\n", - "Steady = [False, False, False] \n", - "nstp = [1, 1, 1] \n", - "tsmult = [1., 1., 1.]\n", + "Steady = [False, False, False]\n", + "nstp = [1, 1, 1]\n", + "tsmult = [1.0, 1.0, 1.0]\n", "\n", "# Stress periods extend from (12AM-8:29:59AM); (8:30AM-11:30:59AM); (11:31AM-23:59:59PM)\n", - "perlen = [30600, 10800, 45000] \n", - " \n", + "perlen = [30600, 10800, 45000]\n", + "\n", "# Create the discretization object\n", "# itmuni = 1 (seconds); lenuni = 2 (meters)\n", - "dis = flopy.modflow.ModflowDis(mf, nlay, nrow, ncol, nper=3, delr=delr, delc=delc, \n", - " top=grndElev, botm=bedRockElev, laycbd=0, itmuni=1, lenuni=2,\n", - " steady=Steady, nstp=nstp, tsmult=tsmult, perlen=perlen) \n" + "dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay,\n", + " nrow,\n", + " ncol,\n", + " nper=3,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=grndElev,\n", + " botm=bedRockElev,\n", + " laycbd=0,\n", + " itmuni=1,\n", + " lenuni=2,\n", + " steady=Steady,\n", + " nstp=nstp,\n", + " tsmult=tsmult,\n", + " perlen=perlen,\n", + ")" ] }, { @@ -209,27 +236,38 @@ "metadata": {}, "outputs": [], "source": [ - "# UPW parameters \n", - "# UPW must be instantiated after DIS. Otherwise, during the mf.write_input() procedures, \n", + "# UPW parameters\n", + "# UPW must be instantiated after DIS. Otherwise, during the mf.write_input() procedures,\n", "# flopy will crash.\n", "\n", "\n", - "laytyp = 1 \n", - "layavg = 2 \n", - "chani = 1.0 \n", + "laytyp = 1\n", + "layavg = 2\n", + "chani = 1.0\n", "layvka = 1\n", "iphdry = 0\n", "hk = 0.1\n", "hani = 1\n", - "vka = 1.\n", + "vka = 1.0\n", "ss = 0.000001\n", "sy = 0.20\n", "hdry = -888\n", "\n", - "upw = flopy.modflow.ModflowUpw(mf, laytyp=laytyp, layavg=layavg, chani=chani, layvka=layvka,\n", - " ipakcb=53, hdry=hdry, iphdry=iphdry, hk=hk, hani=hani,\n", - " vka=vka, ss=ss, sy=sy)\n", - " \n" + "upw = flopy.modflow.ModflowUpw(\n", + " mf,\n", + " laytyp=laytyp,\n", + " layavg=layavg,\n", + " chani=chani,\n", + " layvka=layvka,\n", + " ipakcb=53,\n", + " hdry=hdry,\n", + " iphdry=iphdry,\n", + " hk=hk,\n", + " hani=hani,\n", + " vka=vka,\n", + " ss=ss,\n", + " sy=sy,\n", + ")" ] }, { @@ -245,17 +283,18 @@ "metadata": {}, "outputs": [], "source": [ - "# Create a flopy basic package object \n", - "def calc_strtElev(X, Y): \n", - " return 99.5 - (np.ceil(X)-1) * 0.0001\n", + "# Create a flopy basic package object\n", + "def calc_strtElev(X, Y):\n", + " return 99.5 - (np.ceil(X) - 1) * 0.0001\n", + "\n", "\n", "ibound = np.ones((nlay, nrow, ncol))\n", - "ibound[:,0,:] *= -1\n", - "ibound[:,2,:] *= -1\n", + "ibound[:, 0, :] *= -1\n", + "ibound[:, 2, :] *= -1\n", "\n", "strtElev = calc_strtElev(X, Y)\n", "\n", - "bas = flopy.modflow.ModflowBas(mf, ibound=ibound, hnoflo=hdry, strt=strtElev)\n" + "bas = flopy.modflow.ModflowBas(mf, ibound=ibound, hnoflo=hdry, strt=strtElev)" ] }, { @@ -274,13 +313,13 @@ "# Streamflow Routing Package: Try and set up with minimal options in use\n", "# 9 11 IFACE # Data Set 1: ISTCB1 ISTCB2\n", "\n", - "nstrm = ncol \n", - "nss = 6 \n", - "const = 1.0 \n", + "nstrm = ncol\n", + "nss = 6\n", + "const = 1.0\n", "dleak = 0.0001\n", - "istcb1 = -10 \n", - "istcb2 = 11 \n", - "isfropt = 1 \n", + "istcb1 = -10\n", + "istcb2 = 11\n", + "isfropt = 1\n", "\n", "segment_data = None\n", "channel_geometry_data = None\n", @@ -293,9 +332,9 @@ "# Will need to adjust the row based on which grid discretization we're doing.\n", "# Ensure that the stream goes down one of the middle rows of the model.\n", "\n", - "strmBed_Elev = 98.75 - (np.ceil(X[1,:])-1) * 0.0001\n", + "strmBed_Elev = 98.75 - (np.ceil(X[1, :]) - 1) * 0.0001\n", "\n", - "s1 = 'k,i,j,iseg,ireach,rchlen,strtop,slope,strthick,strhc1\\n'\n", + "s1 = \"k,i,j,iseg,ireach,rchlen,strtop,slope,strthick,strhc1\\n\"\n", "iseg = 0\n", "irch = 0\n", "\n", @@ -342,38 +381,47 @@ " irch += 1\n", " iseg = 6\n", " strhc1 = 1e-10\n", - " \n", + "\n", " # remember that lay, row, col need to be zero-based and are adjusted accordingly by flopy\n", " # layer + row + col + iseg + irch + rchlen + strtop + slope + strthick + strmbed K\n", - " s1 += '0,{}'.format(1)\n", - " s1 += ',{}'.format(y)\n", - " s1 += ',{}'.format(iseg)\n", - " s1 += ',{}'.format(irch)\n", - " s1 += ',{}'.format(delr)\n", - " s1 += ',{}'.format(strmBed_Elev[y])\n", - " s1 += ',{}'.format(0.0001)\n", - " s1 += ',{}'.format(0.50)\n", - " s1 += ',{}\\n'.format(strhc1)\n", - "\n", - "\n", - "if not os.path.exists('data'):\n", - " os.mkdir('data')\n", - "\n", - "fpth = os.path.join('data', 's1.csv')\n", - "f = open(fpth, 'w')\n", + " s1 += \"0,{}\".format(1)\n", + " s1 += \",{}\".format(y)\n", + " s1 += \",{}\".format(iseg)\n", + " s1 += \",{}\".format(irch)\n", + " s1 += \",{}\".format(delr)\n", + " s1 += \",{}\".format(strmBed_Elev[y])\n", + " s1 += \",{}\".format(0.0001)\n", + " s1 += \",{}\".format(0.50)\n", + " s1 += \",{}\\n\".format(strhc1)\n", + "\n", + "\n", + "if not os.path.exists(\"data\"):\n", + " os.makedirs(\"data\", exist_ok=True)\n", + "\n", + "fpth = os.path.join(\"data\", \"s1.csv\")\n", + "f = open(fpth, \"w\")\n", "f.write(s1)\n", "f.close()\n", "\n", - "dtype = [('k', ' (3, 0)):\n", - " f = open(fpth, 'rb')\n", + "dtype = [\n", + " (\"k\", \" (3, 0):\n", + " f = open(fpth, \"rb\")\n", "else:\n", - " f = open(fpth, 'r')\n", + " f = open(fpth, \"r\")\n", "\n", - "reach_data = np.genfromtxt(f, delimiter=',', names=True, dtype=dtype)\n", + "reach_data = np.genfromtxt(f, delimiter=\",\", names=True, dtype=dtype)\n", "f.close()\n", "\n", "s2 = \"nseg,icalc,outseg,iupseg,nstrpts, flow,runoff,etsw,pptsw, roughch, roughbk,cdpth,fdpth,awdth,bwdth,width1,width2\\n \\\n", @@ -384,33 +432,40 @@ " 5, 1, 6, 0, 0, 0.0, 0.0, 0.0, 0.0, 0.183322283828, 0.183322283828, 0.0, 0.0, 0.0, 0.0, 1.5, 1.5\\n \\\n", " 6, 1, 0, 0, 0, 0.0, 0.0, 0.0, 0.0, 0.183322283828, 0.183322283828, 0.0, 0.0, 0.0, 0.0, 1.5, 1.5\"\n", "\n", - "fpth = os.path.join('data', 's2.csv')\n", - "f = open(fpth, 'w')\n", + "fpth = os.path.join(\"data\", \"s2.csv\")\n", + "f = open(fpth, \"w\")\n", "f.write(s2)\n", "f.close()\n", "\n", - "if (sys.version_info > (3, 0)):\n", - " f = open(fpth, 'rb')\n", + "if sys.version_info > (3, 0):\n", + " f = open(fpth, \"rb\")\n", "else:\n", - " f = open(fpth, 'r')\n", + " f = open(fpth, \"r\")\n", "\n", - "segment_data = np.genfromtxt(f, delimiter=',',names=True)\n", + "segment_data = np.genfromtxt(f, delimiter=\",\", names=True)\n", "f.close()\n", "\n", "# Be sure to convert segment_data to a dictionary keyed on stress period.\n", - "segment_data = np.atleast_1d(segment_data) \n", - "segment_data = {0: segment_data, \n", - " 1: segment_data,\n", - " 2: segment_data}\n", - " \n", + "segment_data = np.atleast_1d(segment_data)\n", + "segment_data = {0: segment_data, 1: segment_data, 2: segment_data}\n", + "\n", "# There are 3 stress periods\n", - "dataset_5 = {0: [nss, 0, 0],\n", - " 1: [nss, 0, 0],\n", - " 2: [nss, 0, 0]}\n", - " \n", - "sfr = flopy.modflow.ModflowSfr2(mf, nstrm=nstrm, nss=nss, const=const, dleak=dleak, isfropt=isfropt, istcb2=0,\n", - " reachinput=True, reach_data=reach_data, dataset_5=dataset_5,\n", - " segment_data=segment_data, channel_geometry_data=channel_geometry_data)\n" + "dataset_5 = {0: [nss, 0, 0], 1: [nss, 0, 0], 2: [nss, 0, 0]}\n", + "\n", + "sfr = flopy.modflow.ModflowSfr2(\n", + " mf,\n", + " nstrm=nstrm,\n", + " nss=nss,\n", + " const=const,\n", + " dleak=dleak,\n", + " isfropt=isfropt,\n", + " istcb2=0,\n", + " reachinput=True,\n", + " reach_data=reach_data,\n", + " dataset_5=dataset_5,\n", + " segment_data=segment_data,\n", + " channel_geometry_data=channel_geometry_data,\n", + ")" ] }, { @@ -426,10 +481,26 @@ "metadata": {}, "outputs": [], "source": [ - "gages = [[1,38,61,1],[2,67,62,1], [3,176,63,1], [4,152,64,1], [5,186,65,1], [6,31,66,1]]\n", - "files = ['CrnkNic.gage','CrnkNic.gag1','CrnkNic.gag2','CrnkNic.gag3','CrnkNic.gag4','CrnkNic.gag5',\n", - " 'CrnkNic.gag6']\n", - "gage = flopy.modflow.ModflowGage(mf, numgage=6, gage_data=gages, filenames = files)" + "gages = [\n", + " [1, 38, 61, 1],\n", + " [2, 67, 62, 1],\n", + " [3, 176, 63, 1],\n", + " [4, 152, 64, 1],\n", + " [5, 186, 65, 1],\n", + " [6, 31, 66, 1],\n", + "]\n", + "files = [\n", + " \"CrnkNic.gage\",\n", + " \"CrnkNic.gag1\",\n", + " \"CrnkNic.gag2\",\n", + " \"CrnkNic.gag3\",\n", + " \"CrnkNic.gag4\",\n", + " \"CrnkNic.gag5\",\n", + " \"CrnkNic.gag6\",\n", + "]\n", + "gage = flopy.modflow.ModflowGage(\n", + " mf, numgage=6, gage_data=gages, filenames=files\n", + ")" ] }, { @@ -445,8 +516,13 @@ "metadata": {}, "outputs": [], "source": [ - "lmt = flopy.modflow.ModflowLmt(mf, output_file_name='CrnkNic.ftl', output_file_header='extended',\n", - " output_file_format='formatted', package_flows = ['sfr'])" + "lmt = flopy.modflow.ModflowLmt(\n", + " mf,\n", + " output_file_name=\"CrnkNic.ftl\",\n", + " output_file_header=\"extended\",\n", + " output_file_format=\"formatted\",\n", + " package_flows=[\"sfr\"],\n", + ")" ] }, { @@ -465,13 +541,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/examples/Notebooks\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/examples/Notebooks\n", "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mfnwt\n", "\n", " MODFLOW-NWT-SWR1 \n", @@ -483,25 +553,19 @@ " SWR1 Version 1.04.0 09/15/2016 \n", "\n", " Using NAME file: CrnkNic.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:14:44\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:03\n", "\n", - " Solving: Stress period: 1 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 2 Time step: 1 Groundwater-Flow Eqn.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Solving: Stress period: 3 Time step: 1 Groundwater-Flow Eqn.\n" + " Solving: Stress period: 1 Time step: 1 Groundwater-Flow Eqn.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:14:44\n", - " Elapsed run time: 0.187 Seconds\n", + " Solving: Stress period: 2 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 3 Time step: 1 Groundwater-Flow Eqn.\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:03\n", + " Elapsed run time: 0.119 Seconds\n", "\n", " Normal termination of simulation\n" ] @@ -541,9 +605,16 @@ "outputs": [], "source": [ "# Instantiate MT3D-USGS object in flopy\n", - "mt = flopy.mt3d.Mt3dms(modflowmodel=mf, modelname=modelname, model_ws=modelpth,\n", - " version='mt3d-usgs', namefile_ext='mtnam', exe_name=mtexe,\n", - " ftlfilename='CrnkNic.ftl', ftlfree=True)" + "mt = flopy.mt3d.Mt3dms(\n", + " modflowmodel=mf,\n", + " modelname=modelname,\n", + " model_ws=modelpth,\n", + " version=\"mt3d-usgs\",\n", + " namefile_ext=\"mtnam\",\n", + " exe_name=mtexe,\n", + " ftlfilename=\"CrnkNic.ftl\",\n", + " ftlfree=True,\n", + ")" ] }, { @@ -559,9 +630,20 @@ "metadata": {}, "outputs": [], "source": [ - "btn = flopy.mt3d.Mt3dBtn(mt, sconc=3.7, ncomp=1, prsity=0.2, cinact=-1.0, \n", - " thkmin=0.001, nprs=-1, nprobs=10, chkmas=True, \n", - " nprmas=10, dt0=180, mxstrn=2500)" + "btn = flopy.mt3d.Mt3dBtn(\n", + " mt,\n", + " sconc=3.7,\n", + " ncomp=1,\n", + " prsity=0.2,\n", + " cinact=-1.0,\n", + " thkmin=0.001,\n", + " nprs=-1,\n", + " nprobs=10,\n", + " chkmas=True,\n", + " nprmas=10,\n", + " dt0=180,\n", + " mxstrn=2500,\n", + ")" ] }, { @@ -593,7 +675,7 @@ "metadata": {}, "outputs": [], "source": [ - "rct = flopy.mt3d.Mt3dRct(mt,isothm=0,ireact=100,igetsc=0,rc1=0.01)" + "rct = flopy.mt3d.Mt3dRct(mt, isothm=0, ireact=100, igetsc=0, rc1=0.01)" ] }, { @@ -602,8 +684,9 @@ "metadata": {}, "outputs": [], "source": [ - "gcg = flopy.mt3d.Mt3dGcg(mt, mxiter=10, iter1=50, isolve=3, ncrs=0,\n", - " accl=1, cclose=1e-6, iprgcg=1)" + "gcg = flopy.mt3d.Mt3dGcg(\n", + " mt, mxiter=10, iter1=50, isolve=3, ncrs=0, accl=1, cclose=1e-6, iprgcg=1\n", + ")" ] }, { @@ -624,13 +707,13 @@ "\n", "itype = flopy.mt3d.Mt3dSsm.itype_dict()\n", "ssm_data = {}\n", - "ssm_data[0] = [(0, 0, 0, 3.7, itype['CHD'])]\n", - "ssm_data[0].append((0, 2, 0, 3.7, itype['CHD']))\n", - "for i in [0,2]:\n", + "ssm_data[0] = [(0, 0, 0, 3.7, itype[\"CHD\"])]\n", + "ssm_data[0].append((0, 2, 0, 3.7, itype[\"CHD\"]))\n", + "for i in [0, 2]:\n", " for j in range(1, ncol):\n", - " ssm_data[0].append((0, i, j, 3.7, itype['CHD']))\n", + " ssm_data[0].append((0, i, j, 3.7, itype[\"CHD\"]))\n", "\n", - "ssm = flopy.mt3d.Mt3dSsm(mt, stress_period_data=ssm_data)\n" + "ssm = flopy.mt3d.Mt3dSsm(mt, stress_period_data=ssm_data)" ] }, { @@ -664,7 +747,7 @@ "# Enter a list of the observation points\n", "# Each observation is taken as the last reach within the first 5 segments\n", "\n", - "seg_len = np.unique(reach_data['iseg'], return_counts=True)\n", + "seg_len = np.unique(reach_data[\"iseg\"], return_counts=True)\n", "obs_sf = np.cumsum(seg_len[1])\n", "obs_sf = obs_sf.tolist()\n", "\n", @@ -672,17 +755,28 @@ "obs_sf.pop(-1)\n", "\n", "# In the first and last stress periods, concentration at the headwater is 3.7\n", - "sf_stress_period_data = {0: [0, 0, 3.7],\n", - " 1: [0, 0, 11.4],\n", - " 2: [0, 0, 3.7]}\n", - "\n", - "gage_output = [None, None, 'CrnkNic.sftobs']\n", - "\n", - "sft = flopy.mt3d.Mt3dSft(mt, nsfinit=650, mxsfbc=650, icbcsf=81, ioutobs=82,\n", - " isfsolv=1, cclosesf=1.0E-6, mxitersf=10, crntsf=1.0, iprtxmd=0,\n", - " coldsf=3.7, dispsf=dispsf, nobssf=5, obs_sf=obs_sf,\n", - " sf_stress_period_data = sf_stress_period_data,\n", - " filenames=gage_output)\n", + "sf_stress_period_data = {0: [0, 0, 3.7], 1: [0, 0, 11.4], 2: [0, 0, 3.7]}\n", + "\n", + "gage_output = [None, None, \"CrnkNic.sftobs\"]\n", + "\n", + "sft = flopy.mt3d.Mt3dSft(\n", + " mt,\n", + " nsfinit=650,\n", + " mxsfbc=650,\n", + " icbcsf=81,\n", + " ioutobs=82,\n", + " isfsolv=1,\n", + " cclosesf=1.0e-6,\n", + " mxitersf=10,\n", + " crntsf=1.0,\n", + " iprtxmd=0,\n", + " coldsf=3.7,\n", + " dispsf=dispsf,\n", + " nobssf=5,\n", + " obs_sf=obs_sf,\n", + " sf_stress_period_data=sf_stress_period_data,\n", + " filenames=gage_output,\n", + ")\n", "\n", "sft.dispsf[0].format.fortran = \"(10E15.6)\"" ] @@ -703,7 +797,13 @@ "name": "stdout", "output_type": "stream", "text": [ - "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mt3dusgs\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mt3dusgs\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "\n", " MT3D-USGS - Modular 3D Multi-Species Transport Model [Ver 1.1.0] \n", " and based on MT3DMS. MT3D-USGS developed in cooperation by \n", @@ -711,13 +811,7 @@ "\n", " Using NAME File: CrnkNic.mtnam\n", "\n", - " STRESS PERIOD NO. 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + " STRESS PERIOD NO. 1\n", "\n", " TIME STEP NO. 1\n", " FROM TIME = 0.0000 TO 30600. \n", @@ -821,13 +915,7 @@ " Transport Step: 31 Step Size: 180.0 Total Elapsed Time: 5580.0 \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 32 Step Size: 180.0 Total Elapsed Time: 5760.0 \n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + " Transport Step: 32 Step Size: 180.0 Total Elapsed Time: 5760.0 \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 33 Step Size: 180.0 Total Elapsed Time: 5940.0 \n", @@ -889,13 +977,7 @@ " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 52 Step Size: 180.0 Total Elapsed Time: 9360.0 \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 53 Step Size: 180.0 Total Elapsed Time: 9540.0 \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", @@ -903,7 +985,13 @@ " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 55 Step Size: 180.0 Total Elapsed Time: 9900.0 \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", + " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 56 Step Size: 180.0 Total Elapsed Time: 10080. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", @@ -925,7 +1013,13 @@ " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 62 Step Size: 180.0 Total Elapsed Time: 11160. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", + " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Transport Step: 63 Step Size: 180.0 Total Elapsed Time: 11340. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", @@ -1045,13 +1139,7 @@ " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 102 Step Size: 180.0 Total Elapsed Time: 18360. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 103 Step Size: 180.0 Total Elapsed Time: 18540. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", @@ -1108,6 +1196,9 @@ " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 121 Step Size: 180.0 Total Elapsed Time: 21780. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", + " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", + " Transport Step: 122 Step Size: 180.0 Total Elapsed Time: 21960. \n", + " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" ] }, @@ -1115,9 +1206,6 @@ "name": "stdout", "output_type": "stream", "text": [ - " Transport Step: 122 Step Size: 180.0 Total Elapsed Time: 21960. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 123 Step Size: 180.0 Total Elapsed Time: 22140. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", @@ -1134,7 +1222,13 @@ " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 128 Step Size: 180.0 Total Elapsed Time: 23040. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", + " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 129 Step Size: 180.0 Total Elapsed Time: 23220. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", @@ -1271,13 +1365,7 @@ " Transport Step: 1 Step Size: 180.0 Total Elapsed Time: 30780. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.2062E-04 [K,I,J] 1 1 1\n", " Outer Iter. 1 Inner Iter. 2: Max. DC = 0.6548E-10 [K,I,J] 1 2 3\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 2 Step Size: 180.0 Total Elapsed Time: 30960. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", @@ -1343,13 +1431,7 @@ " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 23 Step Size: 180.0 Total Elapsed Time: 34740. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 24 Step Size: 180.0 Total Elapsed Time: 34920. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", @@ -1441,7 +1523,13 @@ " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 54 Step Size: 180.0 Total Elapsed Time: 40320. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", + " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", " Transport Step: 55 Step Size: 180.0 Total Elapsed Time: 40500. \n", " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", @@ -1466,795 +1554,22 @@ "\n", " TIME STEP NO. 1\n", " FROM TIME = 41400. TO 86400. \n", - "\n", - " Transport Step: 1 Step Size: 180.0 Total Elapsed Time: 41580. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 2 Step Size: 180.0 Total Elapsed Time: 41760. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 3 Step Size: 180.0 Total Elapsed Time: 41940. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 4 Step Size: 180.0 Total Elapsed Time: 42120. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 5 Step Size: 180.0 Total Elapsed Time: 42300. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 6 Step Size: 180.0 Total Elapsed Time: 42480. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 7 Step Size: 180.0 Total Elapsed Time: 42660. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 8 Step Size: 180.0 Total Elapsed Time: 42840. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 9 Step Size: 180.0 Total Elapsed Time: 43020. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 10 Step Size: 180.0 Total Elapsed Time: 43200. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 11 Step Size: 180.0 Total Elapsed Time: 43380. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 12 Step Size: 180.0 Total Elapsed Time: 43560. \n" + "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 13 Step Size: 180.0 Total Elapsed Time: 43740. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 14 Step Size: 180.0 Total Elapsed Time: 43920. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 15 Step Size: 180.0 Total Elapsed Time: 44100. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 16 Step Size: 180.0 Total Elapsed Time: 44280. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 17 Step Size: 180.0 Total Elapsed Time: 44460. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 18 Step Size: 180.0 Total Elapsed Time: 44640. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 19 Step Size: 180.0 Total Elapsed Time: 44820. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 20 Step Size: 180.0 Total Elapsed Time: 45000. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 21 Step Size: 180.0 Total Elapsed Time: 45180. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 22 Step Size: 180.0 Total Elapsed Time: 45360. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 23 Step Size: 180.0 Total Elapsed Time: 45540. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 24 Step Size: 180.0 Total Elapsed Time: 45720. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 25 Step Size: 180.0 Total Elapsed Time: 45900. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 26 Step Size: 180.0 Total Elapsed Time: 46080. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 27 Step Size: 180.0 Total Elapsed Time: 46260. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 28 Step Size: 180.0 Total Elapsed Time: 46440. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 29 Step Size: 180.0 Total Elapsed Time: 46620. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 30 Step Size: 180.0 Total Elapsed Time: 46800. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 31 Step Size: 180.0 Total Elapsed Time: 46980. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 32 Step Size: 180.0 Total Elapsed Time: 47160. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 33 Step Size: 180.0 Total Elapsed Time: 47340. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 34 Step Size: 180.0 Total Elapsed Time: 47520. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 35 Step Size: 180.0 Total Elapsed Time: 47700. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 36 Step Size: 180.0 Total Elapsed Time: 47880. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 37 Step Size: 180.0 Total Elapsed Time: 48060. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 38 Step Size: 180.0 Total Elapsed Time: 48240. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 39 Step Size: 180.0 Total Elapsed Time: 48420. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Transport Step: 40 Step Size: 180.0 Total Elapsed Time: 48600. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 41 Step Size: 180.0 Total Elapsed Time: 48780. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 42 Step Size: 180.0 Total Elapsed Time: 48960. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 43 Step Size: 180.0 Total Elapsed Time: 49140. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 44 Step Size: 180.0 Total Elapsed Time: 49320. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 45 Step Size: 180.0 Total Elapsed Time: 49500. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 46 Step Size: 180.0 Total Elapsed Time: 49680. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 47 Step Size: 180.0 Total Elapsed Time: 49860. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 48 Step Size: 180.0 Total Elapsed Time: 50040. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 49 Step Size: 180.0 Total Elapsed Time: 50220. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 50 Step Size: 180.0 Total Elapsed Time: 50400. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 51 Step Size: 180.0 Total Elapsed Time: 50580. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 52 Step Size: 180.0 Total Elapsed Time: 50760. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 53 Step Size: 180.0 Total Elapsed Time: 50940. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 54 Step Size: 180.0 Total Elapsed Time: 51120. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 55 Step Size: 180.0 Total Elapsed Time: 51300. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 56 Step Size: 180.0 Total Elapsed Time: 51480. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 57 Step Size: 180.0 Total Elapsed Time: 51660. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 58 Step Size: 180.0 Total Elapsed Time: 51840. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 59 Step Size: 180.0 Total Elapsed Time: 52020. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 60 Step Size: 180.0 Total Elapsed Time: 52200. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 61 Step Size: 180.0 Total Elapsed Time: 52380. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 62 Step Size: 180.0 Total Elapsed Time: 52560. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 63 Step Size: 180.0 Total Elapsed Time: 52740. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 64 Step Size: 180.0 Total Elapsed Time: 52920. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 65 Step Size: 180.0 Total Elapsed Time: 53100. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 66 Step Size: 180.0 Total Elapsed Time: 53280. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 67 Step Size: 180.0 Total Elapsed Time: 53460. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 68 Step Size: 180.0 Total Elapsed Time: 53640. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 69 Step Size: 180.0 Total Elapsed Time: 53820. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 70 Step Size: 180.0 Total Elapsed Time: 54000. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 71 Step Size: 180.0 Total Elapsed Time: 54180. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 72 Step Size: 180.0 Total Elapsed Time: 54360. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 73 Step Size: 180.0 Total Elapsed Time: 54540. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 74 Step Size: 180.0 Total Elapsed Time: 54720. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 75 Step Size: 180.0 Total Elapsed Time: 54900. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 76 Step Size: 180.0 Total Elapsed Time: 55080. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 77 Step Size: 180.0 Total Elapsed Time: 55260. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 78 Step Size: 180.0 Total Elapsed Time: 55440. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 79 Step Size: 180.0 Total Elapsed Time: 55620. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 80 Step Size: 180.0 Total Elapsed Time: 55800. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 81 Step Size: 180.0 Total Elapsed Time: 55980. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 82 Step Size: 180.0 Total Elapsed Time: 56160. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 83 Step Size: 180.0 Total Elapsed Time: 56340. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 84 Step Size: 180.0 Total Elapsed Time: 56520. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 85 Step Size: 180.0 Total Elapsed Time: 56700. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 86 Step Size: 180.0 Total Elapsed Time: 56880. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 87 Step Size: 180.0 Total Elapsed Time: 57060. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 88 Step Size: 180.0 Total Elapsed Time: 57240. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 89 Step Size: 180.0 Total Elapsed Time: 57420. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 90 Step Size: 180.0 Total Elapsed Time: 57600. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 91 Step Size: 180.0 Total Elapsed Time: 57780. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 92 Step Size: 180.0 Total Elapsed Time: 57960. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 93 Step Size: 180.0 Total Elapsed Time: 58140. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 94 Step Size: 180.0 Total Elapsed Time: 58320. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 95 Step Size: 180.0 Total Elapsed Time: 58500. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 96 Step Size: 180.0 Total Elapsed Time: 58680. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 97 Step Size: 180.0 Total Elapsed Time: 58860. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 98 Step Size: 180.0 Total Elapsed Time: 59040. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 99 Step Size: 180.0 Total Elapsed Time: 59220. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 100 Step Size: 180.0 Total Elapsed Time: 59400. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 101 Step Size: 180.0 Total Elapsed Time: 59580. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 102 Step Size: 180.0 Total Elapsed Time: 59760. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 103 Step Size: 180.0 Total Elapsed Time: 59940. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 104 Step Size: 180.0 Total Elapsed Time: 60120. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 105 Step Size: 180.0 Total Elapsed Time: 60300. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 106 Step Size: 180.0 Total Elapsed Time: 60480. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 107 Step Size: 180.0 Total Elapsed Time: 60660. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 108 Step Size: 180.0 Total Elapsed Time: 60840. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 109 Step Size: 180.0 Total Elapsed Time: 61020. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Transport Step: 110 Step Size: 180.0 Total Elapsed Time: 61200. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 111 Step Size: 180.0 Total Elapsed Time: 61380. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 112 Step Size: 180.0 Total Elapsed Time: 61560. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 113 Step Size: 180.0 Total Elapsed Time: 61740. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 114 Step Size: 180.0 Total Elapsed Time: 61920. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 115 Step Size: 180.0 Total Elapsed Time: 62100. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 116 Step Size: 180.0 Total Elapsed Time: 62280. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 117 Step Size: 180.0 Total Elapsed Time: 62460. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 118 Step Size: 180.0 Total Elapsed Time: 62640. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 119 Step Size: 180.0 Total Elapsed Time: 62820. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 120 Step Size: 180.0 Total Elapsed Time: 63000. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 121 Step Size: 180.0 Total Elapsed Time: 63180. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 122 Step Size: 180.0 Total Elapsed Time: 63360. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 123 Step Size: 180.0 Total Elapsed Time: 63540. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 124 Step Size: 180.0 Total Elapsed Time: 63720. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 125 Step Size: 180.0 Total Elapsed Time: 63900. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 126 Step Size: 180.0 Total Elapsed Time: 64080. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 127 Step Size: 180.0 Total Elapsed Time: 64260. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 128 Step Size: 180.0 Total Elapsed Time: 64440. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 129 Step Size: 180.0 Total Elapsed Time: 64620. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 130 Step Size: 180.0 Total Elapsed Time: 64800. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 131 Step Size: 180.0 Total Elapsed Time: 64980. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 132 Step Size: 180.0 Total Elapsed Time: 65160. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 133 Step Size: 180.0 Total Elapsed Time: 65340. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 134 Step Size: 180.0 Total Elapsed Time: 65520. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 135 Step Size: 180.0 Total Elapsed Time: 65700. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 136 Step Size: 180.0 Total Elapsed Time: 65880. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 137 Step Size: 180.0 Total Elapsed Time: 66060. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 138 Step Size: 180.0 Total Elapsed Time: 66240. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Transport Step: 139 Step Size: 180.0 Total Elapsed Time: 66420. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 140 Step Size: 180.0 Total Elapsed Time: 66600. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 141 Step Size: 180.0 Total Elapsed Time: 66780. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 142 Step Size: 180.0 Total Elapsed Time: 66960. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 143 Step Size: 180.0 Total Elapsed Time: 67140. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 144 Step Size: 180.0 Total Elapsed Time: 67320. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 145 Step Size: 180.0 Total Elapsed Time: 67500. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 146 Step Size: 180.0 Total Elapsed Time: 67680. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 147 Step Size: 180.0 Total Elapsed Time: 67860. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 148 Step Size: 180.0 Total Elapsed Time: 68040. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 149 Step Size: 180.0 Total Elapsed Time: 68220. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 150 Step Size: 180.0 Total Elapsed Time: 68400. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 151 Step Size: 180.0 Total Elapsed Time: 68580. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 152 Step Size: 180.0 Total Elapsed Time: 68760. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 153 Step Size: 180.0 Total Elapsed Time: 68940. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 154 Step Size: 180.0 Total Elapsed Time: 69120. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 155 Step Size: 180.0 Total Elapsed Time: 69300. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 156 Step Size: 180.0 Total Elapsed Time: 69480. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 157 Step Size: 180.0 Total Elapsed Time: 69660. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 158 Step Size: 180.0 Total Elapsed Time: 69840. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 159 Step Size: 180.0 Total Elapsed Time: 70020. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 160 Step Size: 180.0 Total Elapsed Time: 70200. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 161 Step Size: 180.0 Total Elapsed Time: 70380. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 162 Step Size: 180.0 Total Elapsed Time: 70560. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 163 Step Size: 180.0 Total Elapsed Time: 70740. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 164 Step Size: 180.0 Total Elapsed Time: 70920. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 165 Step Size: 180.0 Total Elapsed Time: 71100. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 166 Step Size: 180.0 Total Elapsed Time: 71280. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 167 Step Size: 180.0 Total Elapsed Time: 71460. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 168 Step Size: 180.0 Total Elapsed Time: 71640. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 169 Step Size: 180.0 Total Elapsed Time: 71820. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 170 Step Size: 180.0 Total Elapsed Time: 72000. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 171 Step Size: 180.0 Total Elapsed Time: 72180. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 172 Step Size: 180.0 Total Elapsed Time: 72360. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 173 Step Size: 180.0 Total Elapsed Time: 72540. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 174 Step Size: 180.0 Total Elapsed Time: 72720. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 175 Step Size: 180.0 Total Elapsed Time: 72900. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 176 Step Size: 180.0 Total Elapsed Time: 73080. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 177 Step Size: 180.0 Total Elapsed Time: 73260. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 178 Step Size: 180.0 Total Elapsed Time: 73440. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 179 Step Size: 180.0 Total Elapsed Time: 73620. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 180 Step Size: 180.0 Total Elapsed Time: 73800. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 181 Step Size: 180.0 Total Elapsed Time: 73980. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 182 Step Size: 180.0 Total Elapsed Time: 74160. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 183 Step Size: 180.0 Total Elapsed Time: 74340. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 184 Step Size: 180.0 Total Elapsed Time: 74520. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 185 Step Size: 180.0 Total Elapsed Time: 74700. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 186 Step Size: 180.0 Total Elapsed Time: 74880. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 187 Step Size: 180.0 Total Elapsed Time: 75060. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 188 Step Size: 180.0 Total Elapsed Time: 75240. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 189 Step Size: 180.0 Total Elapsed Time: 75420. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 190 Step Size: 180.0 Total Elapsed Time: 75600. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 191 Step Size: 180.0 Total Elapsed Time: 75780. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 192 Step Size: 180.0 Total Elapsed Time: 75960. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 193 Step Size: 180.0 Total Elapsed Time: 76140. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 194 Step Size: 180.0 Total Elapsed Time: 76320. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 195 Step Size: 180.0 Total Elapsed Time: 76500. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 196 Step Size: 180.0 Total Elapsed Time: 76680. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 197 Step Size: 180.0 Total Elapsed Time: 76860. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 198 Step Size: 180.0 Total Elapsed Time: 77040. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 199 Step Size: 180.0 Total Elapsed Time: 77220. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 200 Step Size: 180.0 Total Elapsed Time: 77400. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 201 Step Size: 180.0 Total Elapsed Time: 77580. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 202 Step Size: 180.0 Total Elapsed Time: 77760. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 203 Step Size: 180.0 Total Elapsed Time: 77940. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 204 Step Size: 180.0 Total Elapsed Time: 78120. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 205 Step Size: 180.0 Total Elapsed Time: 78300. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 206 Step Size: 180.0 Total Elapsed Time: 78480. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 207 Step Size: 180.0 Total Elapsed Time: 78660. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 208 Step Size: 180.0 Total Elapsed Time: 78840. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 209 Step Size: 180.0 Total Elapsed Time: 79020. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 210 Step Size: 180.0 Total Elapsed Time: 79200. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 211 Step Size: 180.0 Total Elapsed Time: 79380. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 212 Step Size: 180.0 Total Elapsed Time: 79560. \n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 213 Step Size: 180.0 Total Elapsed Time: 79740. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 214 Step Size: 180.0 Total Elapsed Time: 79920. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 215 Step Size: 180.0 Total Elapsed Time: 80100. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 216 Step Size: 180.0 Total Elapsed Time: 80280. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 217 Step Size: 180.0 Total Elapsed Time: 80460. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 218 Step Size: 180.0 Total Elapsed Time: 80640. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 219 Step Size: 180.0 Total Elapsed Time: 80820. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 220 Step Size: 180.0 Total Elapsed Time: 81000. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 221 Step Size: 180.0 Total Elapsed Time: 81180. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 222 Step Size: 180.0 Total Elapsed Time: 81360. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 223 Step Size: 180.0 Total Elapsed Time: 81540. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 224 Step Size: 180.0 Total Elapsed Time: 81720. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 225 Step Size: 180.0 Total Elapsed Time: 81900. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 226 Step Size: 180.0 Total Elapsed Time: 82080. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 227 Step Size: 180.0 Total Elapsed Time: 82260. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 228 Step Size: 180.0 Total Elapsed Time: 82440. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 229 Step Size: 180.0 Total Elapsed Time: 82620. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 230 Step Size: 180.0 Total Elapsed Time: 82800. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 231 Step Size: 180.0 Total Elapsed Time: 82980. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 232 Step Size: 180.0 Total Elapsed Time: 83160. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 233 Step Size: 180.0 Total Elapsed Time: 83340. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 234 Step Size: 180.0 Total Elapsed Time: 83520. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 235 Step Size: 180.0 Total Elapsed Time: 83700. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 236 Step Size: 180.0 Total Elapsed Time: 83880. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 237 Step Size: 180.0 Total Elapsed Time: 84060. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 238 Step Size: 180.0 Total Elapsed Time: 84240. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 239 Step Size: 180.0 Total Elapsed Time: 84420. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 240 Step Size: 180.0 Total Elapsed Time: 84600. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 241 Step Size: 180.0 Total Elapsed Time: 84780. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 242 Step Size: 180.0 Total Elapsed Time: 84960. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 243 Step Size: 180.0 Total Elapsed Time: 85140. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 244 Step Size: 180.0 Total Elapsed Time: 85320. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Transport Step: 245 Step Size: 180.0 Total Elapsed Time: 85500. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 246 Step Size: 180.0 Total Elapsed Time: 85680. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 247 Step Size: 180.0 Total Elapsed Time: 85860. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 248 Step Size: 180.0 Total Elapsed Time: 86040. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 249 Step Size: 180.0 Total Elapsed Time: 86220. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Transport Step: 250 Step Size: 180.0 Total Elapsed Time: 86400. \n", - " Outer Iter. 1 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - " Outer Iter. 2 Inner Iter. 1: Max. DC = 0.000 [K,I,J] 1 1 1\n", - "\n", - " Program completed. Total CPU time: 000 minutes 1.117 seconds\n" + " Transport Step: 1 Step Size: 180.0 Total Elapsed Time: 41580. \n", + "forrtl: error (74): floating underflow\n", + "Image PC Routine Line Source \n", + "mt3dusgs 000000010B92134A Unknown Unknown Unknown\n", + "libsystem_platfor 00007FFF6D89DB5D Unknown Unknown Unknown\n", + "mt3dusgs 000000010B8B331F _sft1fm_ 523 sft1.f\n", + "mt3dusgs 000000010B8DAEF5 _gnt1fm_ 23 gnt1.f\n", + "mt3dusgs 000000010B8E45E8 _MAIN__ 376 mt3d-usgs.f\n", + "mt3dusgs 000000010B7225EE Unknown Unknown Unknown\n" ] }, { @@ -2290,8 +1605,8 @@ "source": [ "# Define a function to read SFT output file\n", "def load_ts_from_SFT_output(fname, nd=1):\n", - " f=open(fname, 'r')\n", - " iline=0\n", + " f = open(fname, \"r\")\n", + " iline = 0\n", " lst = []\n", " for line in f:\n", " if line.strip().split()[0].replace(\".\", \"\", 1).isdigit():\n", @@ -2299,27 +1614,28 @@ " t = float(l[0])\n", " loc = int(l[1])\n", " conc = float(l[2])\n", - " if(loc == nd):\n", - " lst.append( [t,conc] )\n", - " \n", + " if loc == nd:\n", + " lst.append([t, conc])\n", + "\n", " ts = np.array(lst)\n", " f.close()\n", " return ts\n", "\n", + "\n", "# Also define a function to read OTIS output file\n", "def load_ts_from_otis(fname, iobs=1):\n", - " f = open(fname,'r')\n", + " f = open(fname, \"r\")\n", " iline = 0\n", " lst = []\n", " for line in f:\n", " l = line.strip().split()\n", " t = float(l[0])\n", " val = float(l[iobs])\n", - " lst.append( [t, val] ) \n", - " \n", + " lst.append([t, val])\n", + "\n", " ts = np.array(lst)\n", " f.close()\n", - " return ts\n" + " return ts" ] }, { @@ -2336,17 +1652,24 @@ "outputs": [], "source": [ "# Model output\n", - "fname_SFTout = os.path.join('data', 'CrnkNic.sftcobs.out')\n", + "fname_SFTout = os.path.join(\"data\", \"CrnkNic.sftcobs.out\")\n", "\n", "# Loading MT3D-USGS output\n", - "ts1_mt3d = load_ts_from_SFT_output(fname_SFTout, nd=38) \n", - "ts2_mt3d = load_ts_from_SFT_output(fname_SFTout, nd=105) \n", + "ts1_mt3d = load_ts_from_SFT_output(fname_SFTout, nd=38)\n", + "ts2_mt3d = load_ts_from_SFT_output(fname_SFTout, nd=105)\n", "ts3_mt3d = load_ts_from_SFT_output(fname_SFTout, nd=281)\n", "ts4_mt3d = load_ts_from_SFT_output(fname_SFTout, nd=433)\n", "ts5_mt3d = load_ts_from_SFT_output(fname_SFTout, nd=619)\n", "\n", "# OTIS results located here\n", - "fname_OTIS = os.path.join('..', 'data', 'mt3d_test', 'mfnwt_mt3dusgs', 'sft_crnkNic', 'OTIS_solution.out')\n", + "fname_OTIS = os.path.join(\n", + " \"..\",\n", + " \"data\",\n", + " \"mt3d_test\",\n", + " \"mfnwt_mt3dusgs\",\n", + " \"sft_crnkNic\",\n", + " \"OTIS_solution.out\",\n", + ")\n", "\n", "# Loading OTIS output\n", "ts1_Otis = load_ts_from_otis(fname_OTIS, 1)\n", @@ -2372,46 +1695,49 @@ "def set_plot_params():\n", " import matplotlib as mpl\n", " from matplotlib.font_manager import FontProperties\n", - " mpl.rcParams['font.sans-serif'] = 'Arial'\n", - " mpl.rcParams['font.serif'] = 'Times'\n", - " mpl.rcParams['font.cursive'] = 'Zapf Chancery'\n", - " mpl.rcParams['font.fantasy'] = 'Comic Sans MS'\n", - " mpl.rcParams['font.monospace'] = 'Courier New'\n", - " mpl.rcParams['pdf.compression'] = 0\n", - " mpl.rcParams['pdf.fonttype'] = 42\n", - " \n", + "\n", + " mpl.rcParams[\"font.sans-serif\"] = \"Arial\"\n", + " mpl.rcParams[\"font.serif\"] = \"Times\"\n", + " mpl.rcParams[\"font.cursive\"] = \"Zapf Chancery\"\n", + " mpl.rcParams[\"font.fantasy\"] = \"Comic Sans MS\"\n", + " mpl.rcParams[\"font.monospace\"] = \"Courier New\"\n", + " mpl.rcParams[\"pdf.compression\"] = 0\n", + " mpl.rcParams[\"pdf.fonttype\"] = 42\n", + "\n", " ticksize = 10\n", - " mpl.rcParams['legend.fontsize'] = 7\n", - " mpl.rcParams['axes.labelsize'] = 12\n", - " mpl.rcParams['xtick.labelsize'] = ticksize\n", - " mpl.rcParams['ytick.labelsize'] = ticksize\n", + " mpl.rcParams[\"legend.fontsize\"] = 7\n", + " mpl.rcParams[\"axes.labelsize\"] = 12\n", + " mpl.rcParams[\"xtick.labelsize\"] = ticksize\n", + " mpl.rcParams[\"ytick.labelsize\"] = ticksize\n", " return\n", "\n", - "def set_sizexaxis(a,fmt,sz):\n", + "\n", + "def set_sizexaxis(a, fmt, sz):\n", " success = 0\n", " x = a.get_xticks()\n", - "# print x\n", + " # print x\n", " xc = np.chararray(len(x), itemsize=16)\n", - " for i in range(0,len(x)):\n", - " text = fmt % ( x[i] )\n", - " xc[i] = string.strip(string.ljust(text,16))\n", - "# print xc\n", + " for i in range(0, len(x)):\n", + " text = fmt % (x[i])\n", + " xc[i] = string.strip(string.ljust(text, 16))\n", + " # print xc\n", " a.set_xticklabels(xc, size=sz)\n", " success = 1\n", " return success\n", "\n", - "def set_sizeyaxis(a,fmt,sz):\n", + "\n", + "def set_sizeyaxis(a, fmt, sz):\n", " success = 0\n", " y = a.get_yticks()\n", - "# print y\n", + " # print y\n", " yc = np.chararray(len(y), itemsize=16)\n", - " for i in range(0,len(y)):\n", - " text = fmt % ( y[i] )\n", - " yc[i] = string.strip(string.ljust(text,16))\n", - "# print yc\n", + " for i in range(0, len(y)):\n", + " text = fmt % (y[i])\n", + " yc[i] = string.strip(string.ljust(text, 16))\n", + " # print yc\n", " a.set_yticklabels(yc, size=sz)\n", " success = 1\n", - " return success\n" + " return success" ] }, { @@ -2428,7 +1754,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -2438,44 +1764,85 @@ } ], "source": [ - "#set up figure\n", + "# set up figure\n", "try:\n", - " plt.close('all')\n", + " plt.close(\"all\")\n", "except:\n", " pass\n", "\n", "set_plot_params()\n", "\n", - "fig = plt.figure(figsize=(6, 4), facecolor='w')\n", + "fig = plt.figure(figsize=(6, 4), facecolor=\"w\")\n", "ax = fig.add_subplot(1, 1, 1)\n", "\n", - "ax.plot(ts1_Otis[:,0], ts1_Otis[:,1], 'k-', linewidth=1.0)\n", - "ax.plot(ts2_Otis[:,0], ts2_Otis[:,1], 'b-', linewidth=1.0)\n", - "ax.plot(ts3_Otis[:,0], ts3_Otis[:,1], 'r-', linewidth=1.0)\n", - "ax.plot(ts4_Otis[:,0], ts4_Otis[:,1], 'g-', linewidth=1.0)\n", - "ax.plot(ts5_Otis[:,0], ts5_Otis[:,1], 'c-', linewidth=1.0)\n", - "\n", - "ax.plot((ts1_mt3d[:,0])/3600, ts1_mt3d[:,1], 'kD', markersize=2.0, mfc='none',mec='k')\n", - "ax.plot((ts2_mt3d[:,0])/3600, ts2_mt3d[:,1], 'b*', markersize=3.0, mfc='none',mec='b')\n", - "ax.plot((ts3_mt3d[:,0])/3600, ts3_mt3d[:,1], 'r+', markersize=3.0)\n", - "ax.plot((ts4_mt3d[:,0])/3600, ts4_mt3d[:,1], 'g^', markersize=2.0, mfc='none',mec='g')\n", - "ax.plot((ts5_mt3d[:,0])/3600, ts5_mt3d[:,1], 'co', markersize=2.0, mfc='none',mec='c')\n", - "\n", - "#customize plot\n", - "ax.set_xlabel('Time, hours')\n", - "ax.set_ylabel('Concentration, mg L-1')\n", - "ax.set_ylim([3.5,13])\n", + "ax.plot(ts1_Otis[:, 0], ts1_Otis[:, 1], \"k-\", linewidth=1.0)\n", + "ax.plot(ts2_Otis[:, 0], ts2_Otis[:, 1], \"b-\", linewidth=1.0)\n", + "ax.plot(ts3_Otis[:, 0], ts3_Otis[:, 1], \"r-\", linewidth=1.0)\n", + "ax.plot(ts4_Otis[:, 0], ts4_Otis[:, 1], \"g-\", linewidth=1.0)\n", + "ax.plot(ts5_Otis[:, 0], ts5_Otis[:, 1], \"c-\", linewidth=1.0)\n", + "\n", + "ax.plot(\n", + " (ts1_mt3d[:, 0]) / 3600,\n", + " ts1_mt3d[:, 1],\n", + " \"kD\",\n", + " markersize=2.0,\n", + " mfc=\"none\",\n", + " mec=\"k\",\n", + ")\n", + "ax.plot(\n", + " (ts2_mt3d[:, 0]) / 3600,\n", + " ts2_mt3d[:, 1],\n", + " \"b*\",\n", + " markersize=3.0,\n", + " mfc=\"none\",\n", + " mec=\"b\",\n", + ")\n", + "ax.plot((ts3_mt3d[:, 0]) / 3600, ts3_mt3d[:, 1], \"r+\", markersize=3.0)\n", + "ax.plot(\n", + " (ts4_mt3d[:, 0]) / 3600,\n", + " ts4_mt3d[:, 1],\n", + " \"g^\",\n", + " markersize=2.0,\n", + " mfc=\"none\",\n", + " mec=\"g\",\n", + ")\n", + "ax.plot(\n", + " (ts5_mt3d[:, 0]) / 3600,\n", + " ts5_mt3d[:, 1],\n", + " \"co\",\n", + " markersize=2.0,\n", + " mfc=\"none\",\n", + " mec=\"c\",\n", + ")\n", + "\n", + "# customize plot\n", + "ax.set_xlabel(\"Time, hours\")\n", + "ax.set_ylabel(\"Concentration, mg L-1\")\n", + "ax.set_ylim([3.5, 13])\n", "ticksize = 10\n", "\n", - "#legend\n", + "# legend\n", "leg = ax.legend(\n", - " (\n", - " 'Otis, Site 1', 'Otis, Site 2', 'Otis, Site 3', 'Otis, Site 4', 'Otis, Site 5',\n", - " 'MT3D-USGS, Site 1', 'MT3D-USGS, Site 2', 'MT3D-USGS, Site 3', 'MT3D-USGS, Site 4', 'MT3D-USGS, Site 5',\n", - " ), \n", - " loc='upper right', labelspacing=0.25, columnspacing=1,\n", - " handletextpad=0.5, handlelength=2.0, numpoints=1)\n", - "leg._drawFrame = False \n", + " (\n", + " \"Otis, Site 1\",\n", + " \"Otis, Site 2\",\n", + " \"Otis, Site 3\",\n", + " \"Otis, Site 4\",\n", + " \"Otis, Site 5\",\n", + " \"MT3D-USGS, Site 1\",\n", + " \"MT3D-USGS, Site 2\",\n", + " \"MT3D-USGS, Site 3\",\n", + " \"MT3D-USGS, Site 4\",\n", + " \"MT3D-USGS, Site 5\",\n", + " ),\n", + " loc=\"upper right\",\n", + " labelspacing=0.25,\n", + " columnspacing=1,\n", + " handletextpad=0.5,\n", + " handlelength=2.0,\n", + " numpoints=1,\n", + ")\n", + "leg._drawFrame = False\n", "\n", "plt.show()" ] @@ -2505,9 +1872,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_MT3DMS_examples.ipynb b/examples/Notebooks/flopy3_MT3DMS_examples.ipynb index 8485d66386..9ce29e493c 100644 --- a/examples/Notebooks/flopy3_MT3DMS_examples.ipynb +++ b/examples/Notebooks/flopy3_MT3DMS_examples.ipynb @@ -30,11 +30,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -49,23 +49,23 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", - " \n", + "\n", "from flopy.utils.util_array import read1d\n", "\n", - "mpl.rcParams['figure.figsize'] = (8, 8)\n", + "mpl.rcParams[\"figure.figsize\"] = (8, 8)\n", + "\n", + "exe_name_mf = \"mf2005\"\n", + "exe_name_mt = \"mt3dms\"\n", + "datadir = os.path.join(\"..\", \"data\", \"mt3d_test\", \"mt3dms\")\n", + "workdir = os.path.join(\".\", \"data\")\n", "\n", - "exe_name_mf = 'mf2005'\n", - "exe_name_mt = 'mt3dms'\n", - "datadir = os.path.join('..', 'data', 'mt3d_test', 'mt3dms')\n", - "workdir = os.path.join('.', 'data')\n", - " \n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -100,17 +100,27 @@ " prsity = 0.25\n", " q = v * prsity\n", "\n", - " perlen = 2000.\n", - " hk = 1.\n", + " perlen = 2000.0\n", + " hk = 1.0\n", " laytyp = 0\n", " rhob = 0.25\n", - " kd = (retardation - 1.) * prsity / rhob\n", - "\n", - " modelname_mf = dirname + '_mf'\n", - " mf = flopy.modflow.Modflow(modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf)\n", - " dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol,\n", - " delr=delr, delc=delc, top=0., botm=[0 - delv],\n", - " perlen=perlen)\n", + " kd = (retardation - 1.0) * prsity / rhob\n", + "\n", + " modelname_mf = dirname + \"_mf\"\n", + " mf = flopy.modflow.Modflow(\n", + " modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf\n", + " )\n", + " dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=0.0,\n", + " botm=[0 - delv],\n", + " perlen=perlen,\n", + " )\n", " ibound = np.ones((nlay, nrow, ncol), dtype=int)\n", " ibound[0, 0, 0] = -1\n", " ibound[0, 0, -1] = -1\n", @@ -124,16 +134,20 @@ " mf.write_input()\n", " mf.run_model(silent=True)\n", "\n", - " modelname_mt = dirname + '_mt'\n", - " mt = flopy.mt3d.Mt3dms(modelname=modelname_mt, model_ws=model_ws, \n", - " exe_name=exe_name_mt, modflowmodel=mf)\n", - " c0 = 1.\n", + " modelname_mt = dirname + \"_mt\"\n", + " mt = flopy.mt3d.Mt3dms(\n", + " modelname=modelname_mt,\n", + " model_ws=model_ws,\n", + " exe_name=exe_name_mt,\n", + " modflowmodel=mf,\n", + " )\n", + " c0 = 1.0\n", " icbund = np.ones((nlay, nrow, ncol), dtype=int)\n", " icbund[0, 0, 0] = -1\n", " sconc = np.zeros((nlay, nrow, ncol), dtype=float)\n", " sconc[0, 0, 0] = c0\n", " btn = flopy.mt3d.Mt3dBtn(mt, icbund=icbund, prsity=prsity, sconc=sconc)\n", - " dceps = 1.e-5\n", + " dceps = 1.0e-5\n", " nplane = 1\n", " npl = 0\n", " nph = 4\n", @@ -141,32 +155,50 @@ " npmax = 8\n", " nlsink = nplane\n", " npsink = nph\n", - " adv = flopy.mt3d.Mt3dAdv(mt, mixelm=mixelm, dceps=dceps, nplane=nplane, \n", - " npl=npl, nph=nph, npmin=npmin, npmax=npmax,\n", - " nlsink=nlsink, npsink=npsink, percel=0.5)\n", + " adv = flopy.mt3d.Mt3dAdv(\n", + " mt,\n", + " mixelm=mixelm,\n", + " dceps=dceps,\n", + " nplane=nplane,\n", + " npl=npl,\n", + " nph=nph,\n", + " npmin=npmin,\n", + " npmax=npmax,\n", + " nlsink=nlsink,\n", + " npsink=npsink,\n", + " percel=0.5,\n", + " )\n", " dsp = flopy.mt3d.Mt3dDsp(mt, al=al)\n", - " rct = flopy.mt3d.Mt3dRct(mt, isothm=1, ireact=1, igetsc=0, rhob=rhob, sp1=kd, \n", - " rc1=lambda1, rc2=lambda1)\n", + " rct = flopy.mt3d.Mt3dRct(\n", + " mt,\n", + " isothm=1,\n", + " ireact=1,\n", + " igetsc=0,\n", + " rhob=rhob,\n", + " sp1=kd,\n", + " rc1=lambda1,\n", + " rc2=lambda1,\n", + " )\n", " ssm = flopy.mt3d.Mt3dSsm(mt)\n", " gcg = flopy.mt3d.Mt3dGcg(mt)\n", " mt.write_input()\n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " if os.path.isfile(fname):\n", " os.remove(fname)\n", " mt.run_model(silent=True)\n", - " \n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + "\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " ucnobj = flopy.utils.UcnFile(fname)\n", " times = ucnobj.get_times()\n", " conc = ucnobj.get_alldata()\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.OBS')\n", + " fname = os.path.join(model_ws, \"MT3D001.OBS\")\n", " if os.path.isfile(fname):\n", " cvt = mt.load_obs(fname)\n", " else:\n", " cvt = None\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.MAS')\n", + " fname = os.path.join(model_ws, \"MT3D001.MAS\")\n", " mvt = mt.load_mas(fname)\n", "\n", " return mf, mt, conc, cvt, mvt" @@ -180,7 +212,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 3, @@ -201,27 +233,27 @@ } ], "source": [ - "mf, mt, conc, cvt, mvt = p01('case1a', 0, 1, 0, 1)\n", + "mf, mt, conc, cvt, mvt = p01(\"case1a\", 0, 1, 0, 1)\n", "x = mf.modelgrid.xcellcenters.ravel()\n", "y = conc[0, 0, 0, :]\n", - "plt.plot(x, y, label='Case 1a')\n", + "plt.plot(x, y, label=\"Case 1a\")\n", "\n", - "mf, mt, conc, cvt, mvt = p01('case1b', 10, 1, 0, 1)\n", + "mf, mt, conc, cvt, mvt = p01(\"case1b\", 10, 1, 0, 1)\n", "y = conc[0, 0, 0, :]\n", - "plt.plot(x, y, label='Case 1b')\n", + "plt.plot(x, y, label=\"Case 1b\")\n", "\n", - "mf, mt, conc, cvt, mvt = p01('case1c', 10, 5, 0, 2)\n", + "mf, mt, conc, cvt, mvt = p01(\"case1c\", 10, 5, 0, 2)\n", "y = conc[0, 0, 0, :]\n", - "plt.plot(x, y, label='Case 1c')\n", + "plt.plot(x, y, label=\"Case 1c\")\n", "\n", - "mf, mt, conc, cvt, mvt = p01('case1d', 10, 5, 0.002, 2)\n", + "mf, mt, conc, cvt, mvt = p01(\"case1d\", 10, 5, 0.002, 2)\n", "y = conc[0, 0, 0, :]\n", - "plt.plot(x, y, label='Case 1d')\n", + "plt.plot(x, y, label=\"Case 1d\")\n", "\n", "plt.xlim(0, 1000)\n", "plt.ylim(0, 1.2)\n", - "plt.xlabel('DISTANCE, IN METERS')\n", - "plt.ylabel('NORMALIZED CONCENTRATION, UNITLESS')\n", + "plt.xlabel(\"DISTANCE, IN METERS\")\n", + "plt.ylabel(\"NORMALIZED CONCENTRATION, UNITLESS\")\n", "plt.legend()" ] }, @@ -233,7 +265,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 4, @@ -254,22 +286,22 @@ } ], "source": [ - "mf, mt, conc, cvt, mvt = p01('case1e', 0, 1, 0, 1)\n", + "mf, mt, conc, cvt, mvt = p01(\"case1e\", 0, 1, 0, 1)\n", "y = conc[0, 0, 0, :]\n", - "plt.plot(x, y, label='MOC')\n", + "plt.plot(x, y, label=\"MOC\")\n", "\n", - "mf, mt, conc, cvt, mvt = p01('case1f', 0, 1, 0, -1)\n", + "mf, mt, conc, cvt, mvt = p01(\"case1f\", 0, 1, 0, -1)\n", "y = conc[0, 0, 0, :]\n", - "plt.plot(x, y, label='ULTIMATE')\n", + "plt.plot(x, y, label=\"ULTIMATE\")\n", "\n", - "mf, mt, conc, cvt, mvt = p01('case1g', 0, 1, 0, 0)\n", + "mf, mt, conc, cvt, mvt = p01(\"case1g\", 0, 1, 0, 0)\n", "y = conc[0, 0, 0, :]\n", - "plt.plot(x, y, label='Upstream FD')\n", + "plt.plot(x, y, label=\"Upstream FD\")\n", "\n", "plt.xlim(0, 1000)\n", "plt.ylim(0, 1.2)\n", - "plt.xlabel('DISTANCE, IN METERS')\n", - "plt.ylabel('NORMALIZED CONCENTRATION, UNITLESS')\n", + "plt.xlabel(\"DISTANCE, IN METERS\")\n", + "plt.ylabel(\"NORMALIZED CONCENTRATION, UNITLESS\")\n", "plt.legend()" ] }, @@ -281,7 +313,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 5, @@ -302,22 +334,22 @@ } ], "source": [ - "mf, mt, conc, cvt, mvt = p01('case1e', 10, 1, 0, 1)\n", + "mf, mt, conc, cvt, mvt = p01(\"case1e\", 10, 1, 0, 1)\n", "y = conc[0, 0, 0, :]\n", - "plt.plot(x, y, label='MOC')\n", + "plt.plot(x, y, label=\"MOC\")\n", "\n", - "mf, mt, conc, cvt, mvt = p01('case1f', 10, 1, 0, -1)\n", + "mf, mt, conc, cvt, mvt = p01(\"case1f\", 10, 1, 0, -1)\n", "y = conc[0, 0, 0, :]\n", - "plt.plot(x, y, label='ULTIMATE')\n", + "plt.plot(x, y, label=\"ULTIMATE\")\n", "\n", - "mf, mt, conc, cvt, mvt = p01('case1g', 10, 1, 0, 0)\n", + "mf, mt, conc, cvt, mvt = p01(\"case1g\", 10, 1, 0, 0)\n", "y = conc[0, 0, 0, :]\n", - "plt.plot(x, y, label='Upstream FD')\n", + "plt.plot(x, y, label=\"Upstream FD\")\n", "\n", "plt.xlim(0, 1000)\n", "plt.ylim(0, 1.2)\n", - "plt.xlabel('DISTANCE, IN METERS')\n", - "plt.ylabel('NORMALIZED CONCENTRATION, UNITLESS')\n", + "plt.xlabel(\"DISTANCE, IN METERS\")\n", + "plt.ylabel(\"NORMALIZED CONCENTRATION, UNITLESS\")\n", "plt.legend()" ] }, @@ -339,7 +371,7 @@ " nlay = 1\n", " nrow = 1\n", " ncol = 101\n", - " delr = .16\n", + " delr = 0.16\n", " delc = 1\n", " delv = 1\n", " Lx = (ncol - 1) * delr\n", @@ -347,17 +379,27 @@ " prsity = 0.37\n", " q = v * prsity\n", "\n", - " perlen_mf = 1.\n", + " perlen_mf = 1.0\n", " perlen_mt = [160, 1320]\n", - " hk = 1.\n", + " hk = 1.0\n", " laytyp = 0\n", " rhob = 1.587\n", "\n", - " modelname_mf = dirname + '_mf'\n", - " mf = flopy.modflow.Modflow(modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf)\n", - " dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol,\n", - " delr=delr, delc=delc, top=0., botm=[0 - delv],\n", - " perlen=perlen_mf)\n", + " modelname_mf = dirname + \"_mf\"\n", + " mf = flopy.modflow.Modflow(\n", + " modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf\n", + " )\n", + " dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=0.0,\n", + " botm=[0 - delv],\n", + " perlen=perlen_mf,\n", + " )\n", " ibound = np.ones((nlay, nrow, ncol), dtype=int)\n", " ibound[0, 0, 0] = -1\n", " ibound[0, 0, -1] = -1\n", @@ -371,12 +413,23 @@ " mf.write_input()\n", " mf.run_model(silent=True)\n", "\n", - " modelname_mt = dirname + '_mt'\n", - " mt = flopy.mt3d.Mt3dms(modelname=modelname_mt, model_ws=model_ws, \n", - " exe_name=exe_name_mt, modflowmodel=mf)\n", - " btn = flopy.mt3d.Mt3dBtn(mt, icbund=1, prsity=prsity, sconc=0,\n", - " nper=2, perlen=perlen_mt, obs=[(0, 0, 50)])\n", - " dceps = 1.e-5\n", + " modelname_mt = dirname + \"_mt\"\n", + " mt = flopy.mt3d.Mt3dms(\n", + " modelname=modelname_mt,\n", + " model_ws=model_ws,\n", + " exe_name=exe_name_mt,\n", + " modflowmodel=mf,\n", + " )\n", + " btn = flopy.mt3d.Mt3dBtn(\n", + " mt,\n", + " icbund=1,\n", + " prsity=prsity,\n", + " sconc=0,\n", + " nper=2,\n", + " perlen=perlen_mt,\n", + " obs=[(0, 0, 50)],\n", + " )\n", + " dceps = 1.0e-5\n", " nplane = 1\n", " npl = 0\n", " nph = 4\n", @@ -384,38 +437,49 @@ " npmax = 8\n", " nlsink = nplane\n", " npsink = nph\n", - " adv = flopy.mt3d.Mt3dAdv(mt, mixelm=mixelm, dceps=dceps, nplane=nplane, \n", - " npl=npl, nph=nph, npmin=npmin, npmax=npmax,\n", - " nlsink=nlsink, npsink=npsink, percel=0.5)\n", - " al = 1.\n", + " adv = flopy.mt3d.Mt3dAdv(\n", + " mt,\n", + " mixelm=mixelm,\n", + " dceps=dceps,\n", + " nplane=nplane,\n", + " npl=npl,\n", + " nph=nph,\n", + " npmin=npmin,\n", + " npmax=npmax,\n", + " nlsink=nlsink,\n", + " npsink=npsink,\n", + " percel=0.5,\n", + " )\n", + " al = 1.0\n", " dsp = flopy.mt3d.Mt3dDsp(mt, al=al)\n", - " rct = flopy.mt3d.Mt3dRct(mt, isothm=isothm, ireact=0, igetsc=0, rhob=rhob, \n", - " sp1=sp1, sp2=sp2)\n", + " rct = flopy.mt3d.Mt3dRct(\n", + " mt, isothm=isothm, ireact=0, igetsc=0, rhob=rhob, sp1=sp1, sp2=sp2\n", + " )\n", " c0 = 0.05\n", - " spd = {0:[0, 0, 0, c0, 1], 1:[0, 0, 0, 0., 1]}\n", + " spd = {0: [0, 0, 0, c0, 1], 1: [0, 0, 0, 0.0, 1]}\n", " ssm = flopy.mt3d.Mt3dSsm(mt, stress_period_data=spd)\n", " gcg = flopy.mt3d.Mt3dGcg(mt)\n", " mt.write_input()\n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " if os.path.isfile(fname):\n", " os.remove(fname)\n", " mt.run_model(silent=True)\n", - " \n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + "\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " ucnobj = flopy.utils.UcnFile(fname)\n", " times = ucnobj.get_times()\n", " conc = ucnobj.get_alldata()\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.OBS')\n", + " fname = os.path.join(model_ws, \"MT3D001.OBS\")\n", " if os.path.isfile(fname):\n", " cvt = mt.load_obs(fname)\n", " else:\n", " cvt = None\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.MAS')\n", + " fname = os.path.join(model_ws, \"MT3D001.MAS\")\n", " mvt = mt.load_mas(fname)\n", "\n", - " return mf, mt, conc, cvt, mvt " + " return mf, mt, conc, cvt, mvt" ] }, { @@ -426,7 +490,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 7, @@ -447,14 +511,14 @@ } ], "source": [ - "mf, mt, conc, cvt, mvt = p02('freundlich', 2, 0.3, 0.7, -1)\n", - "x = cvt['time']\n", - "y = cvt['(1, 1, 51)'] / .05\n", - "plt.plot(x, y, label='Freundlich')\n", + "mf, mt, conc, cvt, mvt = p02(\"freundlich\", 2, 0.3, 0.7, -1)\n", + "x = cvt[\"time\"]\n", + "y = cvt[\"(1, 1, 51)\"] / 0.05\n", + "plt.plot(x, y, label=\"Freundlich\")\n", "plt.xlim(0, 1500)\n", "plt.ylim(0, 0.5)\n", - "plt.xlabel('TIME, IN SECONDS')\n", - "plt.ylabel('NORMALIZED CONCENTRATION, UNITLESS')\n", + "plt.xlabel(\"TIME, IN SECONDS\")\n", + "plt.ylabel(\"NORMALIZED CONCENTRATION, UNITLESS\")\n", "plt.legend()" ] }, @@ -466,7 +530,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 8, @@ -487,14 +551,14 @@ } ], "source": [ - "mf, mt, conc, cvt, mvt = p02('langmuir', 3, 100., 0.003, -1)\n", - "x = cvt['time']\n", - "y = cvt['(1, 1, 51)'] / .05\n", - "plt.plot(x, y, label='Langmuir')\n", + "mf, mt, conc, cvt, mvt = p02(\"langmuir\", 3, 100.0, 0.003, -1)\n", + "x = cvt[\"time\"]\n", + "y = cvt[\"(1, 1, 51)\"] / 0.05\n", + "plt.plot(x, y, label=\"Langmuir\")\n", "plt.xlim(0, 500)\n", "plt.ylim(0, 1.0)\n", - "plt.xlabel('TIME, IN SECONDS')\n", - "plt.ylabel('NORMALIZED CONCENTRATION, UNITLESS')\n", + "plt.xlabel(\"TIME, IN SECONDS\")\n", + "plt.ylabel(\"NORMALIZED CONCENTRATION, UNITLESS\")\n", "plt.legend()" ] }, @@ -506,7 +570,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 9, @@ -527,16 +591,16 @@ } ], "source": [ - "for beta in [0, 2.e-3, 1.e-2, 20.]:\n", - " lbl = 'beta={}'.format(beta)\n", - " mf, mt, conc, cvt, mvt = p02('nonequilibrium', 4, 0.933, beta, -1)\n", - " x = cvt['time']\n", - " y = cvt['(1, 1, 51)'] / .05\n", + "for beta in [0, 2.0e-3, 1.0e-2, 20.0]:\n", + " lbl = \"beta={}\".format(beta)\n", + " mf, mt, conc, cvt, mvt = p02(\"nonequilibrium\", 4, 0.933, beta, -1)\n", + " x = cvt[\"time\"]\n", + " y = cvt[\"(1, 1, 51)\"] / 0.05\n", " plt.plot(x, y, label=lbl)\n", "plt.xlim(0, 1500)\n", "plt.ylim(0, 1.0)\n", - "plt.xlabel('TIME, IN SECONDS')\n", - "plt.ylabel('NORMALIZED CONCENTRATION, UNITLESS')\n", + "plt.xlabel(\"TIME, IN SECONDS\")\n", + "plt.ylabel(\"NORMALIZED CONCENTRATION, UNITLESS\")\n", "plt.legend()" ] }, @@ -562,24 +626,34 @@ " delc = 10\n", " delv = 10\n", " Lx = (ncol - 1) * delr\n", - " v = 1. / 3.\n", + " v = 1.0 / 3.0\n", " prsity = 0.3\n", " q = v * prsity\n", - " al = 10.\n", - " trpt = .3\n", - " q0 = 1.\n", - " c0 = 1000.\n", - "\n", - " perlen_mf = 365.\n", - " perlen_mt = 365.\n", - " hk = 1.\n", + " al = 10.0\n", + " trpt = 0.3\n", + " q0 = 1.0\n", + " c0 = 1000.0\n", + "\n", + " perlen_mf = 365.0\n", + " perlen_mt = 365.0\n", + " hk = 1.0\n", " laytyp = 0\n", "\n", - " modelname_mf = dirname + '_mf'\n", - " mf = flopy.modflow.Modflow(modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf)\n", - " dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol,\n", - " delr=delr, delc=delc, top=0., botm=[0 - delv],\n", - " perlen=perlen_mf)\n", + " modelname_mf = dirname + \"_mf\"\n", + " mf = flopy.modflow.Modflow(\n", + " modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf\n", + " )\n", + " dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=0.0,\n", + " botm=[0 - delv],\n", + " perlen=perlen_mf,\n", + " )\n", " ibound = np.ones((nlay, nrow, ncol), dtype=int)\n", " ibound[0, :, 0] = -1\n", " ibound[0, :, -1] = -1\n", @@ -594,47 +668,61 @@ " mf.write_input()\n", " mf.run_model(silent=True)\n", "\n", - " modelname_mt = dirname + '_mt'\n", - " mt = flopy.mt3d.Mt3dms(modelname=modelname_mt, model_ws=model_ws, \n", - " exe_name=exe_name_mt, modflowmodel=mf)\n", + " modelname_mt = dirname + \"_mt\"\n", + " mt = flopy.mt3d.Mt3dms(\n", + " modelname=modelname_mt,\n", + " model_ws=model_ws,\n", + " exe_name=exe_name_mt,\n", + " modflowmodel=mf,\n", + " )\n", " btn = flopy.mt3d.Mt3dBtn(mt, icbund=1, prsity=prsity, sconc=0)\n", - " dceps = 1.e-5\n", + " dceps = 1.0e-5\n", " nplane = 1\n", " npl = 0\n", " nph = 16\n", " npmin = 2\n", " npmax = 32\n", - " dchmoc=1.e-3\n", + " dchmoc = 1.0e-3\n", " nlsink = nplane\n", " npsink = nph\n", - " adv = flopy.mt3d.Mt3dAdv(mt, mixelm=mixelm, dceps=dceps, nplane=nplane, \n", - " npl=npl, nph=nph, npmin=npmin, npmax=npmax,\n", - " nlsink=nlsink, npsink=npsink, percel=0.5)\n", + " adv = flopy.mt3d.Mt3dAdv(\n", + " mt,\n", + " mixelm=mixelm,\n", + " dceps=dceps,\n", + " nplane=nplane,\n", + " npl=npl,\n", + " nph=nph,\n", + " npmin=npmin,\n", + " npmax=npmax,\n", + " nlsink=nlsink,\n", + " npsink=npsink,\n", + " percel=0.5,\n", + " )\n", " dsp = flopy.mt3d.Mt3dDsp(mt, al=al, trpt=trpt)\n", - " spd = {0:[0, 15, 15, c0, 2]}\n", + " spd = {0: [0, 15, 15, c0, 2]}\n", " ssm = flopy.mt3d.Mt3dSsm(mt, stress_period_data=spd)\n", " gcg = flopy.mt3d.Mt3dGcg(mt)\n", " mt.write_input()\n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " if os.path.isfile(fname):\n", " os.remove(fname)\n", " mt.run_model(silent=True)\n", - " \n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + "\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " ucnobj = flopy.utils.UcnFile(fname)\n", " times = ucnobj.get_times()\n", " conc = ucnobj.get_alldata()\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.OBS')\n", + " fname = os.path.join(model_ws, \"MT3D001.OBS\")\n", " if os.path.isfile(fname):\n", " cvt = mt.load_obs(fname)\n", " else:\n", " cvt = None\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.MAS')\n", + " fname = os.path.join(model_ws, \"MT3D001.MAS\")\n", " mvt = mt.load_mas(fname)\n", "\n", - " return mf, mt, conc, cvt, mvt " + " return mf, mt, conc, cvt, mvt" ] }, { @@ -666,16 +754,16 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "mf, mt, conc, cvt, mvt = p03('p03', 3)\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "mf, mt, conc, cvt, mvt = p03(\"p03\", 3)\n", "conc = conc[0, :, :, :]\n", "pmv = flopy.plot.PlotMapView(model=mf)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", - "cs = pmv.contour_array(conc, levels=[0.1, 1., 10., 50.], colors='k')\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", + "cs = pmv.contour_array(conc, levels=[0.1, 1.0, 10.0, 50.0], colors=\"k\")\n", "plt.clabel(cs)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('HMOC')" + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"HMOC\")" ] }, { @@ -707,16 +795,16 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "mf, mt, conc, cvt, mvt = p03('p03', -1)\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "mf, mt, conc, cvt, mvt = p03(\"p03\", -1)\n", "conc = conc[0, :, :, :]\n", "pmv = flopy.plot.PlotMapView(model=mf)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", - "cs = pmv.contour_array(conc, levels=[0.1, 1., 10., 50.], colors='k')\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", + "cs = pmv.contour_array(conc, levels=[0.1, 1.0, 10.0, 50.0], colors=\"k\")\n", "plt.clabel(cs)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('ULTIMATE')" + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"ULTIMATE\")" ] }, { @@ -743,26 +831,36 @@ " Lx = (ncol - 1) * delr\n", " Ly = (nrow - 1) * delc\n", " Ls = np.sqrt(Lx ** 2 + Ly ** 2)\n", - " v = 1.\n", + " v = 1.0\n", " prsity = 0.14\n", " q = v * prsity\n", - " al = 2.\n", - " trpt = .1\n", + " al = 2.0\n", + " trpt = 0.1\n", " q0 = 0.01\n", - " c0 = 1000.\n", + " c0 = 1000.0\n", "\n", - " perlen_mf = 1000.\n", - " perlen_mt = 1000.\n", - " hk = 1.\n", + " perlen_mf = 1000.0\n", + " perlen_mt = 1000.0\n", + " hk = 1.0\n", " laytyp = 0\n", "\n", - " modelname_mf = dirname + '_mf'\n", - " mf = flopy.modflow.Modflow(modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf)\n", - " dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol,\n", - " delr=delr, delc=delc, top=0., botm=[0 - delv],\n", - " perlen=perlen_mf)\n", + " modelname_mf = dirname + \"_mf\"\n", + " mf = flopy.modflow.Modflow(\n", + " modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf\n", + " )\n", + " dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=0.0,\n", + " botm=[0 - delv],\n", + " perlen=perlen_mf,\n", + " )\n", " ibound = np.ones((nlay, nrow, ncol), dtype=int) * -1\n", - " ibound[:, 1:nrow - 1, 1:ncol-1] = 1\n", + " ibound[:, 1 : nrow - 1, 1 : ncol - 1] = 1\n", "\n", " # set strt as a linear gradient at a 45 degree angle\n", " h1 = q * Ls\n", @@ -771,7 +869,7 @@ " a = -1\n", " b = -1\n", " c = 1\n", - " d = abs(a*x + b*y + c) / np.sqrt(2)\n", + " d = abs(a * x + b * y + c) / np.sqrt(2)\n", " strt = h1 - d / Ls * h1\n", "\n", " bas = flopy.modflow.ModflowBas(mf, ibound=ibound, strt=strt)\n", @@ -782,44 +880,58 @@ " mf.write_input()\n", " mf.run_model(silent=True)\n", "\n", - " modelname_mt = dirname + '_mt'\n", - " mt = flopy.mt3d.Mt3dms(modelname=modelname_mt, model_ws=model_ws, \n", - " exe_name=exe_name_mt, modflowmodel=mf)\n", + " modelname_mt = dirname + \"_mt\"\n", + " mt = flopy.mt3d.Mt3dms(\n", + " modelname=modelname_mt,\n", + " model_ws=model_ws,\n", + " exe_name=exe_name_mt,\n", + " modflowmodel=mf,\n", + " )\n", " btn = flopy.mt3d.Mt3dBtn(mt, icbund=1, prsity=prsity, sconc=0)\n", - " dceps = 1.e-5\n", + " dceps = 1.0e-5\n", " nplane = 1\n", " npl = 0\n", " nph = 16\n", " npmin = 2\n", " npmax = 32\n", - " dchmoc=1.e-3\n", + " dchmoc = 1.0e-3\n", " nlsink = nplane\n", " npsink = nph\n", - " adv = flopy.mt3d.Mt3dAdv(mt, mixelm=mixelm, dceps=dceps, nplane=nplane, \n", - " npl=npl, nph=nph, npmin=npmin, npmax=npmax,\n", - " nlsink=nlsink, npsink=npsink, percel=0.5)\n", + " adv = flopy.mt3d.Mt3dAdv(\n", + " mt,\n", + " mixelm=mixelm,\n", + " dceps=dceps,\n", + " nplane=nplane,\n", + " npl=npl,\n", + " nph=nph,\n", + " npmin=npmin,\n", + " npmax=npmax,\n", + " nlsink=nlsink,\n", + " npsink=npsink,\n", + " percel=0.5,\n", + " )\n", " dsp = flopy.mt3d.Mt3dDsp(mt, al=al, trpt=trpt)\n", - " spd = {0:[0, 79, 20, c0, 2]}\n", + " spd = {0: [0, 79, 20, c0, 2]}\n", " ssm = flopy.mt3d.Mt3dSsm(mt, stress_period_data=spd)\n", " gcg = flopy.mt3d.Mt3dGcg(mt)\n", " mt.write_input()\n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " if os.path.isfile(fname):\n", " os.remove(fname)\n", " mt.run_model(silent=True)\n", - " \n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + "\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " ucnobj = flopy.utils.UcnFile(fname)\n", " times = ucnobj.get_times()\n", " conc = ucnobj.get_alldata()\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.OBS')\n", + " fname = os.path.join(model_ws, \"MT3D001.OBS\")\n", " if os.path.isfile(fname):\n", " cvt = mt.load_obs(fname)\n", " else:\n", " cvt = None\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.MAS')\n", + " fname = os.path.join(model_ws, \"MT3D001.MAS\")\n", " mvt = mt.load_mas(fname)\n", "\n", " return mf, mt, conc, cvt, mvt" @@ -854,19 +966,19 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "mf, mt, conc, cvt, mvt = p04('p04', 1)\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "mf, mt, conc, cvt, mvt = p04(\"p04\", 1)\n", "grid = mf.modelgrid\n", "conc = conc[0, :, :, :]\n", - "levels = [0.1, 1., 1.5, 2., 5.0]\n", + "levels = [0.1, 1.0, 1.5, 2.0, 5.0]\n", "pmv = flopy.plot.PlotMapView(model=mf)\n", "cf = plt.contourf(grid.xcellcenters, grid.ycellcenters, conc[0], levels=levels)\n", "plt.colorbar(cf, shrink=0.5)\n", - "cs = pmv.contour_array(conc, levels=levels, colors='k')\n", + "cs = pmv.contour_array(conc, levels=levels, colors=\"k\")\n", "plt.clabel(cs)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('MOC')" + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"MOC\")" ] }, { @@ -898,19 +1010,19 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "mf, mt, conc, cvt, mvt = p04('p04', 0)\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "mf, mt, conc, cvt, mvt = p04(\"p04\", 0)\n", "grid = mf.modelgrid\n", "conc = conc[0, :, :, :]\n", - "levels = [0.1, 1., 1.5, 2., 5.0]\n", + "levels = [0.1, 1.0, 1.5, 2.0, 5.0]\n", "pmv = flopy.plot.PlotMapView(model=mf)\n", "cf = plt.contourf(grid.xcellcenters, grid.ycellcenters, conc[0], levels=levels)\n", "plt.colorbar(cf, shrink=0.5)\n", - "cs = pmv.contour_array(conc, levels=levels, colors='k')\n", + "cs = pmv.contour_array(conc, levels=levels, colors=\"k\")\n", "plt.clabel(cs)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('Upstream FD')" + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"Upstream FD\")" ] }, { @@ -942,19 +1054,19 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "mf, mt, conc, cvt, mvt = p04('p04', -1)\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "mf, mt, conc, cvt, mvt = p04(\"p04\", -1)\n", "grid = mf.modelgrid\n", "conc = conc[0, :, :, :]\n", - "levels = [0.1, 1., 1.5, 2., 5.0]\n", + "levels = [0.1, 1.0, 1.5, 2.0, 5.0]\n", "pmv = flopy.plot.PlotMapView(model=mf)\n", "cf = plt.contourf(grid.xcellcenters, grid.ycellcenters, conc[0], levels=levels)\n", "plt.colorbar(cf, shrink=0.5)\n", - "cs = pmv.contour_array(conc, levels=levels, colors='k')\n", + "cs = pmv.contour_array(conc, levels=levels, colors=\"k\")\n", "plt.clabel(cs)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('ULTIMATE')" + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"ULTIMATE\")" ] }, { @@ -979,25 +1091,34 @@ " delc = 10\n", " delv = 1\n", " prsity = 0.30\n", - " al = 10.\n", - " trpt = 1.\n", - " q0 = 100.\n", - " c0 = 1.\n", - "\n", - " perlen_mf = 27.\n", - " perlen_mt = 27.\n", - " hk = 1.\n", + " al = 10.0\n", + " trpt = 1.0\n", + " q0 = 100.0\n", + " c0 = 1.0\n", + "\n", + " perlen_mf = 27.0\n", + " perlen_mt = 27.0\n", + " hk = 1.0\n", " laytyp = 0\n", "\n", - " modelname_mf = dirname + '_mf'\n", - " mf = flopy.modflow.Modflow(modelname=modelname_mf, model_ws=model_ws, \n", - " exe_name=exe_name_mf)\n", - " dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol,\n", - " delr=delr, delc=delc, top=0., botm=[0 - delv],\n", - " perlen=perlen_mf)\n", + " modelname_mf = dirname + \"_mf\"\n", + " mf = flopy.modflow.Modflow(\n", + " modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf\n", + " )\n", + " dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=0.0,\n", + " botm=[0 - delv],\n", + " perlen=perlen_mf,\n", + " )\n", " ibound = np.ones((nlay, nrow, ncol), dtype=int) * -1\n", - " ibound[:, 1:nrow - 1, 1:ncol-1] = 1\n", - " strt = 0.\n", + " ibound[:, 1 : nrow - 1, 1 : ncol - 1] = 1\n", + " strt = 0.0\n", "\n", " bas = flopy.modflow.ModflowBas(mf, ibound=ibound, strt=strt)\n", " lpf = flopy.modflow.ModflowLpf(mf, hk=hk, laytyp=laytyp)\n", @@ -1007,48 +1128,63 @@ " mf.write_input()\n", " mf.run_model(silent=True)\n", "\n", - " modelname_mt = dirname + '_mt'\n", - " mt = flopy.mt3d.Mt3dms(modelname=modelname_mt, model_ws=model_ws, \n", - " exe_name=exe_name_mt, modflowmodel=mf)\n", - " btn = flopy.mt3d.Mt3dBtn(mt, icbund=1, prsity=prsity, sconc=0, \n", - " dt0=dt0, ttsmult=ttsmult)\n", - " dceps = 1.e-5\n", + " modelname_mt = dirname + \"_mt\"\n", + " mt = flopy.mt3d.Mt3dms(\n", + " modelname=modelname_mt,\n", + " model_ws=model_ws,\n", + " exe_name=exe_name_mt,\n", + " modflowmodel=mf,\n", + " )\n", + " btn = flopy.mt3d.Mt3dBtn(\n", + " mt, icbund=1, prsity=prsity, sconc=0, dt0=dt0, ttsmult=ttsmult\n", + " )\n", + " dceps = 1.0e-5\n", " nplane = 1\n", " npl = 0\n", " nph = 16\n", " npmin = 2\n", " npmax = 32\n", - " dchmoc=1.e-3\n", + " dchmoc = 1.0e-3\n", " nlsink = nplane\n", " npsink = nph\n", - " adv = flopy.mt3d.Mt3dAdv(mt, mixelm=mixelm, dceps=dceps, nplane=nplane, \n", - " npl=npl, nph=nph, npmin=npmin, npmax=npmax,\n", - " nlsink=nlsink, npsink=npsink, percel=0.5)\n", + " adv = flopy.mt3d.Mt3dAdv(\n", + " mt,\n", + " mixelm=mixelm,\n", + " dceps=dceps,\n", + " nplane=nplane,\n", + " npl=npl,\n", + " nph=nph,\n", + " npmin=npmin,\n", + " npmax=npmax,\n", + " nlsink=nlsink,\n", + " npsink=npsink,\n", + " percel=0.5,\n", + " )\n", " dsp = flopy.mt3d.Mt3dDsp(mt, al=al, trpt=trpt)\n", - " spd = {0:[0, 15, 15, c0, -1]}\n", + " spd = {0: [0, 15, 15, c0, -1]}\n", " ssm = flopy.mt3d.Mt3dSsm(mt, stress_period_data=spd)\n", " gcg = flopy.mt3d.Mt3dGcg(mt)\n", " mt.write_input()\n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " if os.path.isfile(fname):\n", " os.remove(fname)\n", " mt.run_model(silent=True)\n", - " \n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + "\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " ucnobj = flopy.utils.UcnFile(fname)\n", " times = ucnobj.get_times()\n", " conc = ucnobj.get_alldata()\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.OBS')\n", + " fname = os.path.join(model_ws, \"MT3D001.OBS\")\n", " if os.path.isfile(fname):\n", " cvt = mt.load_obs(fname)\n", " else:\n", " cvt = None\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.MAS')\n", + " fname = os.path.join(model_ws, \"MT3D001.MAS\")\n", " mvt = mt.load_mas(fname)\n", "\n", - " return mf, mt, conc, cvt, mvt " + " return mf, mt, conc, cvt, mvt" ] }, { @@ -1059,7 +1195,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 18, @@ -1080,27 +1216,27 @@ } ], "source": [ - "mf, mt, conc, cvt, mvt = p05('p05', -1, 0.3, 1.0)\n", + "mf, mt, conc, cvt, mvt = p05(\"p05\", -1, 0.3, 1.0)\n", "grid = mf.modelgrid\n", "conc = conc[0, 0, :, :]\n", "x = grid.xcellcenters[15, 15:] - grid.xcellcenters[15, 15]\n", "y = conc[15, 15:]\n", - "plt.plot(x, y, label='ULTIMATE', marker='o')\n", + "plt.plot(x, y, label=\"ULTIMATE\", marker=\"o\")\n", "\n", - "mf, mt, conc, cvt, mvt = p05('p05', 0, 0.3, 1.0)\n", + "mf, mt, conc, cvt, mvt = p05(\"p05\", 0, 0.3, 1.0)\n", "conc = conc[0, 0, :, :]\n", "x = grid.xcellcenters[15, 15:] - grid.xcellcenters[15, 15]\n", "y = conc[15, 15:]\n", - "plt.plot(x, y, label='Upstream FD (TTSMULT=1.0)', marker='^')\n", + "plt.plot(x, y, label=\"Upstream FD (TTSMULT=1.0)\", marker=\"^\")\n", "\n", - "mf, mt, conc, cvt, mvt = p05('p05', 0, 0.3, 1.5)\n", + "mf, mt, conc, cvt, mvt = p05(\"p05\", 0, 0.3, 1.5)\n", "conc = conc[0, 0, :, :]\n", "x = grid.xcellcenters[15, 15:] - grid.xcellcenters[15, 15]\n", "y = conc[15, 15:]\n", - "plt.plot(x, y, label='Upstream FD (TTSMULT=1.5)', marker='^')\n", + "plt.plot(x, y, label=\"Upstream FD (TTSMULT=1.5)\", marker=\"^\")\n", "\n", - "plt.xlabel('RADIAL DISTANCE FROM THE SOURCE, IN METERS')\n", - "plt.ylabel('NORMALIZED CONCENTRATION, UNITLESS')\n", + "plt.xlabel(\"RADIAL DISTANCE FROM THE SOURCE, IN METERS\")\n", + "plt.ylabel(\"NORMALIZED CONCENTRATION, UNITLESS\")\n", "plt.legend()" ] }, @@ -1133,16 +1269,16 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "mf, mt, conc, cvt, mvt = p05('p05', -1, 0.3, 1.0)\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "mf, mt, conc, cvt, mvt = p05(\"p05\", -1, 0.3, 1.0)\n", "pmv = flopy.plot.PlotMapView(model=mf)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", "pmv.plot_ibound()\n", "cs = pmv.contour_array(conc[0])\n", "plt.clabel(cs)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('ULTIMATE')" + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"ULTIMATE\")" ] }, { @@ -1167,25 +1303,35 @@ " delc = 900\n", " delv = 20\n", " prsity = 0.30\n", - " al = 100.\n", - " trpt = 1.\n", - " q0 = 86400.\n", - " c0 = 100.\n", + " al = 100.0\n", + " trpt = 1.0\n", + " q0 = 86400.0\n", + " c0 = 100.0\n", "\n", " perlen_mf = [912.5, 2737.5]\n", " perlen_mt = perlen_mf\n", " hk = 0.005 * 86400\n", " laytyp = 0\n", "\n", - " modelname_mf = dirname + '_mf'\n", - " mf = flopy.modflow.Modflow(modelname=modelname_mf, model_ws=model_ws, \n", - " exe_name=exe_name_mf)\n", - " dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol,\n", - " delr=delr, delc=delc, top=0., botm=[0 - delv],\n", - " nper=2, perlen=perlen_mf)\n", + " modelname_mf = dirname + \"_mf\"\n", + " mf = flopy.modflow.Modflow(\n", + " modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf\n", + " )\n", + " dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=0.0,\n", + " botm=[0 - delv],\n", + " nper=2,\n", + " perlen=perlen_mf,\n", + " )\n", " ibound = np.ones((nlay, nrow, ncol), dtype=int) * -1\n", - " ibound[:, 1:nrow - 1, 1:ncol-1] = 1\n", - " strt = 0.\n", + " ibound[:, 1 : nrow - 1, 1 : ncol - 1] = 1\n", + " strt = 0.0\n", "\n", " bas = flopy.modflow.ModflowBas(mf, ibound=ibound, strt=strt)\n", " lpf = flopy.modflow.ModflowLpf(mf, hk=hk, laytyp=laytyp)\n", @@ -1196,49 +1342,70 @@ " mf.write_input()\n", " mf.run_model(silent=True)\n", "\n", - " modelname_mt = dirname + '_mt'\n", - " mt = flopy.mt3d.Mt3dms(modelname=modelname_mt, model_ws=model_ws, \n", - " exe_name=exe_name_mt, modflowmodel=mf)\n", - " btn = flopy.mt3d.Mt3dBtn(mt, icbund=1, prsity=prsity, sconc=0, \n", - " nper=2, perlen=perlen_mt, dt0=dt0, \n", - " obs=[(0, 15, 15)])\n", - " dceps = 1.e-5\n", + " modelname_mt = dirname + \"_mt\"\n", + " mt = flopy.mt3d.Mt3dms(\n", + " modelname=modelname_mt,\n", + " model_ws=model_ws,\n", + " exe_name=exe_name_mt,\n", + " modflowmodel=mf,\n", + " )\n", + " btn = flopy.mt3d.Mt3dBtn(\n", + " mt,\n", + " icbund=1,\n", + " prsity=prsity,\n", + " sconc=0,\n", + " nper=2,\n", + " perlen=perlen_mt,\n", + " dt0=dt0,\n", + " obs=[(0, 15, 15)],\n", + " )\n", + " dceps = 1.0e-5\n", " nplane = 1\n", " npl = 16\n", " nph = 16\n", " npmin = 4\n", " npmax = 32\n", - " dchmoc=1.e-3\n", + " dchmoc = 1.0e-3\n", " nlsink = nplane\n", " npsink = nph\n", - " adv = flopy.mt3d.Mt3dAdv(mt, mixelm=mixelm, dceps=dceps, nplane=nplane, \n", - " npl=npl, nph=nph, npmin=npmin, npmax=npmax,\n", - " nlsink=nlsink, npsink=npsink, percel=0.5)\n", + " adv = flopy.mt3d.Mt3dAdv(\n", + " mt,\n", + " mixelm=mixelm,\n", + " dceps=dceps,\n", + " nplane=nplane,\n", + " npl=npl,\n", + " nph=nph,\n", + " npmin=npmin,\n", + " npmax=npmax,\n", + " nlsink=nlsink,\n", + " npsink=npsink,\n", + " percel=0.5,\n", + " )\n", " dsp = flopy.mt3d.Mt3dDsp(mt, al=al, trpt=trpt)\n", - " spd = {0:[0, 15, 15, c0, 2], 1:[0, 15, 15, 0., 2]}\n", + " spd = {0: [0, 15, 15, c0, 2], 1: [0, 15, 15, 0.0, 2]}\n", " ssm = flopy.mt3d.Mt3dSsm(mt, stress_period_data=spd)\n", " gcg = flopy.mt3d.Mt3dGcg(mt)\n", " mt.write_input()\n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " if os.path.isfile(fname):\n", " os.remove(fname)\n", " mt.run_model(silent=True)\n", - " \n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + "\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " ucnobj = flopy.utils.UcnFile(fname)\n", " times = ucnobj.get_times()\n", " conc = ucnobj.get_alldata()\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.OBS')\n", + " fname = os.path.join(model_ws, \"MT3D001.OBS\")\n", " if os.path.isfile(fname):\n", " cvt = mt.load_obs(fname)\n", " else:\n", " cvt = None\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.MAS')\n", + " fname = os.path.join(model_ws, \"MT3D001.MAS\")\n", " mvt = mt.load_mas(fname)\n", "\n", - " return mf, mt, conc, cvt, mvt " + " return mf, mt, conc, cvt, mvt" ] }, { @@ -1249,7 +1416,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 21, @@ -1272,25 +1439,25 @@ "source": [ "fig = plt.figure(figsize=(10, 8))\n", "ax = fig.add_subplot(1, 1, 1)\n", - "mf, mt, conc, cvt, mvt = p06('p06', 1, 56.25)\n", - "x = cvt['time'] / 365.\n", - "y = cvt['(1, 16, 16)']\n", - "ax.plot(x, y, label='MOC', marker='^')\n", + "mf, mt, conc, cvt, mvt = p06(\"p06\", 1, 56.25)\n", + "x = cvt[\"time\"] / 365.0\n", + "y = cvt[\"(1, 16, 16)\"]\n", + "ax.plot(x, y, label=\"MOC\", marker=\"^\")\n", "\n", - "mf, mt, conc, cvt, mvt = p06('p06', -1, 56.25)\n", - "x = cvt['time'] / 365.\n", - "y = cvt['(1, 16, 16)']\n", - "ax.plot(x, y, label='ULTIMATE', marker='s')\n", + "mf, mt, conc, cvt, mvt = p06(\"p06\", -1, 56.25)\n", + "x = cvt[\"time\"] / 365.0\n", + "y = cvt[\"(1, 16, 16)\"]\n", + "ax.plot(x, y, label=\"ULTIMATE\", marker=\"s\")\n", "\n", - "mf, mt, conc, cvt, mvt = p06('p06', 0, 56.25)\n", - "x = cvt['time'] / 365.\n", - "y = cvt['(1, 16, 16)']\n", - "ax.plot(x, y, label='Upstream FD', marker='x')\n", + "mf, mt, conc, cvt, mvt = p06(\"p06\", 0, 56.25)\n", + "x = cvt[\"time\"] / 365.0\n", + "y = cvt[\"(1, 16, 16)\"]\n", + "ax.plot(x, y, label=\"Upstream FD\", marker=\"x\")\n", "\n", "plt.xlim(0, 10)\n", "plt.ylim(0, 100.0)\n", - "plt.xlabel('TIME, IN YEARS')\n", - "plt.ylabel('NORMALIZED CONCENTRATION, IN PERCENT')\n", + "plt.xlabel(\"TIME, IN YEARS\")\n", + "plt.ylabel(\"NORMALIZED CONCENTRATION, IN PERCENT\")\n", "plt.legend()" ] }, @@ -1316,27 +1483,35 @@ " delc = 10\n", " delv = 10\n", " Lx = (ncol - 1) * delr\n", - " v = 1. / 3.\n", + " v = 1.0 / 3.0\n", " prsity = 0.2\n", " q = v * prsity\n", - " al = 10.\n", + " al = 10.0\n", " trpt = 0.3\n", " trpv = 0.3\n", " q0 = 0.5\n", - " c0 = 100.\n", + " c0 = 100.0\n", "\n", - " perlen_mf = 100.\n", - " perlen_mt = 100.\n", + " perlen_mf = 100.0\n", + " perlen_mt = 100.0\n", " hk = 0.5\n", " laytyp = 0\n", "\n", - " modelname_mf = dirname + '_mf'\n", - " mf = flopy.modflow.Modflow(modelname=modelname_mf, model_ws=model_ws, \n", - " exe_name=exe_name_mf)\n", - " dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol,\n", - " delr=delr, delc=delc, top=0., \n", - " botm=[-delv * k for k in range(1, nlay + 1)],\n", - " perlen=perlen_mf)\n", + " modelname_mf = dirname + \"_mf\"\n", + " mf = flopy.modflow.Modflow(\n", + " modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf\n", + " )\n", + " dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=0.0,\n", + " botm=[-delv * k for k in range(1, nlay + 1)],\n", + " perlen=perlen_mf,\n", + " )\n", " ibound = np.ones((nlay, nrow, ncol), dtype=int)\n", " ibound[:, :, 0] = -1\n", " ibound[:, :, -1] = -1\n", @@ -1351,44 +1526,58 @@ " mf.write_input()\n", " mf.run_model(silent=True)\n", "\n", - " modelname_mt = dirname + '_mt'\n", - " mt = flopy.mt3d.Mt3dms(modelname=modelname_mt, model_ws=model_ws, \n", - " exe_name=exe_name_mt, modflowmodel=mf)\n", + " modelname_mt = dirname + \"_mt\"\n", + " mt = flopy.mt3d.Mt3dms(\n", + " modelname=modelname_mt,\n", + " model_ws=model_ws,\n", + " exe_name=exe_name_mt,\n", + " modflowmodel=mf,\n", + " )\n", " btn = flopy.mt3d.Mt3dBtn(mt, icbund=1, prsity=prsity, sconc=0)\n", - " dceps = 1.e-5\n", + " dceps = 1.0e-5\n", " nplane = 1\n", " npl = 0\n", " nph = 16\n", " npmin = 2\n", " npmax = 32\n", - " dchmoc=1.e-3\n", + " dchmoc = 1.0e-3\n", " nlsink = nplane\n", " npsink = nph\n", - " adv = flopy.mt3d.Mt3dAdv(mt, mixelm=mixelm, dceps=dceps, nplane=nplane, \n", - " npl=npl, nph=nph, npmin=npmin, npmax=npmax,\n", - " nlsink=nlsink, npsink=npsink, percel=0.5)\n", + " adv = flopy.mt3d.Mt3dAdv(\n", + " mt,\n", + " mixelm=mixelm,\n", + " dceps=dceps,\n", + " nplane=nplane,\n", + " npl=npl,\n", + " nph=nph,\n", + " npmin=npmin,\n", + " npmax=npmax,\n", + " nlsink=nlsink,\n", + " npsink=npsink,\n", + " percel=0.5,\n", + " )\n", " dsp = flopy.mt3d.Mt3dDsp(mt, al=al, trpt=trpt, trpv=trpv)\n", - " spd = {0:[6, 7, 2, c0, 2]}\n", + " spd = {0: [6, 7, 2, c0, 2]}\n", " ssm = flopy.mt3d.Mt3dSsm(mt, stress_period_data=spd)\n", " gcg = flopy.mt3d.Mt3dGcg(mt)\n", " mt.write_input()\n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " if os.path.isfile(fname):\n", " os.remove(fname)\n", " mt.run_model(silent=True)\n", - " \n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + "\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " ucnobj = flopy.utils.UcnFile(fname)\n", " times = ucnobj.get_times()\n", " conc = ucnobj.get_alldata()\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.OBS')\n", + " fname = os.path.join(model_ws, \"MT3D001.OBS\")\n", " if os.path.isfile(fname):\n", " cvt = mt.load_obs(fname)\n", " else:\n", " cvt = None\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.MAS')\n", + " fname = os.path.join(model_ws, \"MT3D001.MAS\")\n", " mvt = mt.load_mas(fname)\n", "\n", " return mf, mt, conc, cvt, mvt" @@ -1414,42 +1603,42 @@ ], "source": [ "fig = plt.figure(figsize=(10, 20))\n", - "mf, mt, conc, cvt, mvt = p07('p07', -1)\n", + "mf, mt, conc, cvt, mvt = p07(\"p07\", -1)\n", "conc = conc[0]\n", "\n", - "ax = fig.add_subplot(3, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(3, 1, 1, aspect=\"equal\")\n", "ilay = 4\n", "pmv = flopy.plot.PlotMapView(ax=ax, model=mf, layer=ilay)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", "pmv.plot_ibound()\n", - "cs = pmv.contour_array(conc, levels=[0.01, 0.05, 0.15, 0.50], colors='k')\n", + "cs = pmv.contour_array(conc, levels=[0.01, 0.05, 0.15, 0.50], colors=\"k\")\n", "plt.clabel(cs)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('LAYER {}'.format(ilay + 1))\n", + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"LAYER {}\".format(ilay + 1))\n", "\n", - "ax = fig.add_subplot(3, 1, 2, aspect='equal')\n", + "ax = fig.add_subplot(3, 1, 2, aspect=\"equal\")\n", "ilay = 5\n", "pmv = flopy.plot.PlotMapView(ax=ax, model=mf, layer=ilay)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", "pmv.plot_ibound()\n", - "cs = pmv.contour_array(conc, levels=[0.01, 0.05, 0.15, 0.50], colors='k')\n", + "cs = pmv.contour_array(conc, levels=[0.01, 0.05, 0.15, 0.50], colors=\"k\")\n", "plt.clabel(cs)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('LAYER {}'.format(ilay + 1))\n", + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"LAYER {}\".format(ilay + 1))\n", "\n", - "ax = fig.add_subplot(3, 1, 3, aspect='equal')\n", + "ax = fig.add_subplot(3, 1, 3, aspect=\"equal\")\n", "ilay = 6\n", "pmv = flopy.plot.PlotMapView(ax=ax, model=mf, layer=ilay)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", "pmv.plot_ibound()\n", - "cs = pmv.contour_array(conc, levels=[0.01, 0.05, 0.15, 0.50], colors='k')\n", + "cs = pmv.contour_array(conc, levels=[0.01, 0.05, 0.15, 0.50], colors=\"k\")\n", "plt.clabel(cs)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('LAYER {}'.format(ilay + 1))\n", - "plt.plot(grid.xcellcenters[7, 2], grid.ycellcenters[7, 2], 'ko')\n", + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"LAYER {}\".format(ilay + 1))\n", + "plt.plot(grid.xcellcenters[7, 2], grid.ycellcenters[7, 2], \"ko\")\n", "\n", "plt.tight_layout()" ] @@ -1480,26 +1669,34 @@ " trpt = 0.01\n", " trpv = 0.01\n", " dmcoef = 1.34e-5 / 100 / 100 * 86400\n", - " rech = 0.1 / 365 # m/d\n", + " rech = 0.1 / 365 # m/d\n", "\n", " perlen_mf = 1\n", " perlen_mt = [5 * 365, 15 * 365]\n", "\n", - " k1 = 5e-4 / 100. * 86400 # m/d\n", - " k2 = 1e-2 / 100. * 86400 # m/d\n", + " k1 = 5e-4 / 100.0 * 86400 # m/d\n", + " k2 = 1e-2 / 100.0 * 86400 # m/d\n", " hk = k1 * np.ones((nlay, nrow, ncol), dtype=float)\n", " hk[11:19, :, 0:24] = k2\n", " hk[11:19, :, 36:] = k2\n", " laytyp = 6 * [1] + 21 * [0]\n", "\n", - " modelname_mf = dirname + '_mf'\n", - " mf = flopy.modflow.Modflow(modelname=modelname_mf, model_ws=model_ws, \n", - " exe_name=exe_name_mf)\n", - " dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol,\n", - " delr=delr, delc=delc, top=6.75, \n", - " botm=[6.75 - delv * k for k in range(1, nlay + 1)],\n", - " perlen=perlen_mf)\n", - " f = open(os.path.join(datadir, 'p08shead.dat'))\n", + " modelname_mf = dirname + \"_mf\"\n", + " mf = flopy.modflow.Modflow(\n", + " modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf\n", + " )\n", + " dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=6.75,\n", + " botm=[6.75 - delv * k for k in range(1, nlay + 1)],\n", + " perlen=perlen_mf,\n", + " )\n", + " f = open(os.path.join(datadir, \"p08shead.dat\"))\n", " strt = np.empty((nlay * ncol), dtype=float)\n", " strt = read1d(f, strt).reshape((nlay, nrow, ncol))\n", " f.close()\n", @@ -1515,53 +1712,75 @@ " mf.write_input()\n", " mf.run_model(silent=True)\n", "\n", - " modelname_mt = dirname + '_mt'\n", - " mt = flopy.mt3d.Mt3dms(modelname=modelname_mt, model_ws=model_ws, \n", - " exe_name=exe_name_mt, modflowmodel=mf)\n", - " btn = flopy.mt3d.Mt3dBtn(mt, icbund=1, prsity=prsity, sconc=0, nper=2,\n", - " perlen=perlen_mt, timprs=[8 * 365, 12 * 365, 20 * 365])\n", + " modelname_mt = dirname + \"_mt\"\n", + " mt = flopy.mt3d.Mt3dms(\n", + " modelname=modelname_mt,\n", + " model_ws=model_ws,\n", + " exe_name=exe_name_mt,\n", + " modflowmodel=mf,\n", + " )\n", + " btn = flopy.mt3d.Mt3dBtn(\n", + " mt,\n", + " icbund=1,\n", + " prsity=prsity,\n", + " sconc=0,\n", + " nper=2,\n", + " perlen=perlen_mt,\n", + " timprs=[8 * 365, 12 * 365, 20 * 365],\n", + " )\n", " percel = 1.0\n", " itrack = 3\n", " wd = 0.5\n", - " dceps = 1.e-5\n", + " dceps = 1.0e-5\n", " nplane = 0\n", " npl = 0\n", " nph = 10\n", " npmin = 2\n", " npmax = 20\n", - " dchmoc=1.e-3\n", + " dchmoc = 1.0e-3\n", " nlsink = nplane\n", " npsink = nph\n", - " adv = flopy.mt3d.Mt3dAdv(mt, mixelm=mixelm, dceps=dceps, nplane=nplane, \n", - " npl=npl, nph=nph, npmin=npmin, npmax=npmax,\n", - " nlsink=nlsink, npsink=npsink, percel=percel, \n", - " itrack=itrack, wd=wd)\n", + " adv = flopy.mt3d.Mt3dAdv(\n", + " mt,\n", + " mixelm=mixelm,\n", + " dceps=dceps,\n", + " nplane=nplane,\n", + " npl=npl,\n", + " nph=nph,\n", + " npmin=npmin,\n", + " npmax=npmax,\n", + " nlsink=nlsink,\n", + " npsink=npsink,\n", + " percel=percel,\n", + " itrack=itrack,\n", + " wd=wd,\n", + " )\n", " dsp = flopy.mt3d.Mt3dDsp(mt, al=al, trpt=trpt, trpv=trpv, dmcoef=dmcoef)\n", " crch1 = np.zeros((nrow, ncol), dtype=float)\n", - " crch1[0, 9:18] = 1.\n", + " crch1[0, 9:18] = 1.0\n", " cnc0 = [(0, 0, j, 1, -1) for j in range(8, 16)]\n", - " cnc1 = [(0, 0, j, 0., -1) for j in range(8, 16)]\n", - " ssmspd = {0: cnc0, 1:cnc1}\n", + " cnc1 = [(0, 0, j, 0.0, -1) for j in range(8, 16)]\n", + " ssmspd = {0: cnc0, 1: cnc1}\n", " ssm = flopy.mt3d.Mt3dSsm(mt, stress_period_data=ssmspd)\n", " gcg = flopy.mt3d.Mt3dGcg(mt)\n", " mt.write_input()\n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " if os.path.isfile(fname):\n", " os.remove(fname)\n", " mt.run_model(silent=True)\n", - " \n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + "\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " ucnobj = flopy.utils.UcnFile(fname)\n", " times = ucnobj.get_times()\n", " conc = ucnobj.get_alldata()\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.OBS')\n", + " fname = os.path.join(model_ws, \"MT3D001.OBS\")\n", " if os.path.isfile(fname):\n", " cvt = mt.load_obs(fname)\n", " else:\n", " cvt = None\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.MAS')\n", + " fname = os.path.join(model_ws, \"MT3D001.MAS\")\n", " mvt = mt.load_mas(fname)\n", "\n", " return mf, mt, conc, cvt, mvt" @@ -1604,32 +1823,38 @@ ], "source": [ "fig = plt.figure(figsize=(10, 15))\n", - "mf, mt, conc, cvt, mvt = p08('p08', 3)\n", + "mf, mt, conc, cvt, mvt = p08(\"p08\", 3)\n", "hk = mf.lpf.hk.array\n", "\n", "ax = fig.add_subplot(3, 1, 1)\n", - "mx = flopy.plot.PlotCrossSection(ax=ax, model=mf, line={'row':0})\n", + "mx = flopy.plot.PlotCrossSection(ax=ax, model=mf, line={\"row\": 0})\n", "mx.plot_array(hk, masked_values=[hk[0, 0, 0]], alpha=0.2)\n", "mx.plot_ibound()\n", - "mx.plot_grid(color='0.5', alpha=0.2)\n", - "cs = mx.contour_array(conc[1], levels=np.arange(.05, .55, .05), masked_values=[1.e30])\n", - "ax.set_title('TIME = 8 YEARS')\n", + "mx.plot_grid(color=\"0.5\", alpha=0.2)\n", + "cs = mx.contour_array(\n", + " conc[1], levels=np.arange(0.05, 0.55, 0.05), masked_values=[1.0e30]\n", + ")\n", + "ax.set_title(\"TIME = 8 YEARS\")\n", "\n", "ax = fig.add_subplot(3, 1, 2)\n", - "mx = flopy.plot.PlotCrossSection(ax=ax, model=mf, line={'row':0})\n", + "mx = flopy.plot.PlotCrossSection(ax=ax, model=mf, line={\"row\": 0})\n", "mx.plot_array(hk, masked_values=[hk[0, 0, 0]], alpha=0.2)\n", "mx.plot_ibound()\n", - "mx.plot_grid(color='0.5', alpha=0.2)\n", - "cs = mx.contour_array(conc[2], levels=np.arange(.05, .55, .05), masked_values=[1.e30])\n", - "ax.set_title('TIME = 12 YEARS')\n", + "mx.plot_grid(color=\"0.5\", alpha=0.2)\n", + "cs = mx.contour_array(\n", + " conc[2], levels=np.arange(0.05, 0.55, 0.05), masked_values=[1.0e30]\n", + ")\n", + "ax.set_title(\"TIME = 12 YEARS\")\n", "\n", "ax = fig.add_subplot(3, 1, 3)\n", - "mx = flopy.plot.PlotCrossSection(ax=ax, model=mf, line={'row':0})\n", + "mx = flopy.plot.PlotCrossSection(ax=ax, model=mf, line={\"row\": 0})\n", "mx.plot_array(hk, masked_values=[hk[0, 0, 0]], alpha=0.2)\n", "mx.plot_ibound()\n", - "mx.plot_grid(color='0.5', alpha=0.2)\n", - "cs = mx.contour_array(conc[3], levels=[.05, .1, .15, .19], masked_values=[1.e30])\n", - "ax.set_title('TIME = 20 YEARS')" + "mx.plot_grid(color=\"0.5\", alpha=0.2)\n", + "cs = mx.contour_array(\n", + " conc[3], levels=[0.05, 0.1, 0.15, 0.19], masked_values=[1.0e30]\n", + ")\n", + "ax.set_title(\"TIME = 20 YEARS\")" ] }, { @@ -1654,30 +1879,40 @@ " delc = 100\n", " delv = 10\n", " prsity = 0.3\n", - " al = 20.\n", + " al = 20.0\n", " trpt = 0.2\n", "\n", - " perlen_mf = 1.\n", - " perlen_mt = [365. * 86400, 365. * 86400]\n", + " perlen_mf = 1.0\n", + " perlen_mt = [365.0 * 86400, 365.0 * 86400]\n", " laytyp = 0\n", " k1 = 1.474e-4\n", " k2 = 1.474e-7\n", " hk = k1 * np.ones((nlay, nrow, ncol), dtype=float)\n", " hk[:, 5:8, 1:8] = k2\n", "\n", - " modelname_mf = dirname + '_mf'\n", - " mf = flopy.modflow.Modflow(modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf)\n", - " dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol,\n", - " delr=delr, delc=delc, top=0., botm=[0 - delv],\n", - " perlen=perlen_mf)\n", + " modelname_mf = dirname + \"_mf\"\n", + " mf = flopy.modflow.Modflow(\n", + " modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf\n", + " )\n", + " dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=0.0,\n", + " botm=[0 - delv],\n", + " perlen=perlen_mf,\n", + " )\n", " ibound = np.ones((nlay, nrow, ncol), dtype=int)\n", " ibound[0, 0, :] = -1\n", " ibound[0, -1, :] = -1\n", " strt = np.zeros((nlay, nrow, ncol), dtype=float)\n", - " strt[0, 0, :] = 250.\n", + " strt[0, 0, :] = 250.0\n", " xc = mf.modelgrid.xcellcenters\n", " for j in range(ncol):\n", - " strt[0, -1, j] = 20. + (xc[0, j] - xc[0, 0]) * 2.5 / 100\n", + " strt[0, -1, j] = 20.0 + (xc[0, j] - xc[0, 0]) * 2.5 / 100\n", " bas = flopy.modflow.ModflowBas(mf, ibound=ibound, strt=strt)\n", " lpf = flopy.modflow.ModflowLpf(mf, hk=hk, laytyp=laytyp)\n", " welspd = [[0, 3, 6, 0.001], [0, 10, 6, -0.0189]]\n", @@ -1687,49 +1922,73 @@ " mf.write_input()\n", " mf.run_model(silent=True)\n", "\n", - " modelname_mt = dirname + '_mt'\n", - " mt = flopy.mt3d.Mt3dms(modelname=modelname_mt, model_ws=model_ws, \n", - " exe_name=exe_name_mt, modflowmodel=mf)\n", - " btn = flopy.mt3d.Mt3dBtn(mt, icbund=1, prsity=prsity, sconc=0, \n", - " nper=2, perlen=perlen_mt, obs=[[0, 10, 6]])\n", - " percel = 1.\n", + " modelname_mt = dirname + \"_mt\"\n", + " mt = flopy.mt3d.Mt3dms(\n", + " modelname=modelname_mt,\n", + " model_ws=model_ws,\n", + " exe_name=exe_name_mt,\n", + " modflowmodel=mf,\n", + " )\n", + " btn = flopy.mt3d.Mt3dBtn(\n", + " mt,\n", + " icbund=1,\n", + " prsity=prsity,\n", + " sconc=0,\n", + " nper=2,\n", + " perlen=perlen_mt,\n", + " obs=[[0, 10, 6]],\n", + " )\n", + " percel = 1.0\n", " itrack = 2\n", - " dceps = 1.e-5\n", + " dceps = 1.0e-5\n", " nplane = 0\n", " npl = 0\n", " nph = 16\n", " npmin = 0\n", " npmax = 32\n", - " dchmoc=1.e-3\n", + " dchmoc = 1.0e-3\n", " nlsink = nplane\n", " npsink = nph\n", - " adv = flopy.mt3d.Mt3dAdv(mt, mixelm=mixelm, dceps=dceps, nplane=nplane, \n", - " npl=npl, nph=nph, npmin=npmin, npmax=npmax,\n", - " nlsink=nlsink, npsink=npsink, percel=percel,\n", - " itrack=itrack, nadvfd=nadvfd)\n", + " adv = flopy.mt3d.Mt3dAdv(\n", + " mt,\n", + " mixelm=mixelm,\n", + " dceps=dceps,\n", + " nplane=nplane,\n", + " npl=npl,\n", + " nph=nph,\n", + " npmin=npmin,\n", + " npmax=npmax,\n", + " nlsink=nlsink,\n", + " npsink=npsink,\n", + " percel=percel,\n", + " itrack=itrack,\n", + " nadvfd=nadvfd,\n", + " )\n", " dsp = flopy.mt3d.Mt3dDsp(mt, al=al, trpt=trpt)\n", - " spd = {0:[[0, 3, 6, 57.87, 2], [0, 10, 6, 0., 2]],\n", - " 1:[[0, 3, 6, 0., 2], [0, 10, 6, 0., 2]]}\n", + " spd = {\n", + " 0: [[0, 3, 6, 57.87, 2], [0, 10, 6, 0.0, 2]],\n", + " 1: [[0, 3, 6, 0.0, 2], [0, 10, 6, 0.0, 2]],\n", + " }\n", " ssm = flopy.mt3d.Mt3dSsm(mt, stress_period_data=spd)\n", " gcg = flopy.mt3d.Mt3dGcg(mt)\n", " mt.write_input()\n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " if os.path.isfile(fname):\n", " os.remove(fname)\n", " mt.run_model(silent=True)\n", - " \n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + "\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " ucnobj = flopy.utils.UcnFile(fname)\n", " times = ucnobj.get_times()\n", " conc = ucnobj.get_alldata()\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.OBS')\n", + " fname = os.path.join(model_ws, \"MT3D001.OBS\")\n", " if os.path.isfile(fname):\n", " cvt = mt.load_obs(fname)\n", " else:\n", " cvt = None\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.MAS')\n", + " fname = os.path.join(model_ws, \"MT3D001.MAS\")\n", " mvt = mt.load_mas(fname)\n", "\n", " return mf, mt, conc, cvt, mvt" @@ -1765,37 +2024,37 @@ ], "source": [ "fig = plt.figure(figsize=(15, 10))\n", - "levels = np.arange(0.2, 10, .2)\n", + "levels = np.arange(0.2, 10, 0.2)\n", "\n", - "ax = fig.add_subplot(1, 2, 1, aspect='equal')\n", - "mf, mt, conc, cvt, mvt = p09('p09', 3, 1)\n", - "cvt['time'] / 365. / 86400.\n", - "y = cvt['(1, 11, 7)']\n", + "ax = fig.add_subplot(1, 2, 1, aspect=\"equal\")\n", + "mf, mt, conc, cvt, mvt = p09(\"p09\", 3, 1)\n", + "cvt[\"time\"] / 365.0 / 86400.0\n", + "y = cvt[\"(1, 11, 7)\"]\n", "conc = conc[:, 0, :, :]\n", "cflood = np.ma.masked_less_equal(conc, 0.2)\n", "pmv = flopy.plot.PlotMapView(ax=ax, model=mf)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", "cs = pmv.plot_array(cflood[0], alpha=0.2, vmin=0, vmax=3)\n", - "cs = pmv.contour_array(conc[0], colors='k', levels=levels)\n", + "cs = pmv.contour_array(conc[0], colors=\"k\", levels=levels)\n", "plt.clabel(cs)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('HMOC')\n", - "\n", - "ax = fig.add_subplot(1, 2, 2, aspect='equal')\n", - "mf, mt, conc, cvt, mvt = p09('p09', -1, 1)\n", - "cvt['time'] / 365. / 86400.\n", - "y = cvt['(1, 11, 7)']\n", + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"HMOC\")\n", + "\n", + "ax = fig.add_subplot(1, 2, 2, aspect=\"equal\")\n", + "mf, mt, conc, cvt, mvt = p09(\"p09\", -1, 1)\n", + "cvt[\"time\"] / 365.0 / 86400.0\n", + "y = cvt[\"(1, 11, 7)\"]\n", "conc = conc[:, 0, :, :]\n", "cflood = np.ma.masked_less_equal(conc, 0.2)\n", "pmv = flopy.plot.PlotMapView(ax=ax, model=mf)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", "cs = pmv.plot_array(cflood[0], alpha=0.2, vmin=0, vmax=3)\n", - "cs = pmv.contour_array(conc[0], colors='k', levels=levels)\n", + "cs = pmv.contour_array(conc[0], colors=\"k\", levels=levels)\n", "plt.clabel(cs)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('ULTIMATE')" + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"ULTIMATE\")" ] }, { @@ -1806,7 +2065,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 28, @@ -1830,30 +2089,30 @@ "fig = plt.figure(figsize=(10, 8))\n", "ax = fig.add_subplot(1, 1, 1)\n", "\n", - "mf, mt, conc, cvt, mvt = p09('p09', 3, 1)\n", - "x = cvt['time'] / 365. / 86400.\n", - "y = cvt['(1, 11, 7)']\n", - "plt.plot(x, y, label='HMOC', marker='d')\n", + "mf, mt, conc, cvt, mvt = p09(\"p09\", 3, 1)\n", + "x = cvt[\"time\"] / 365.0 / 86400.0\n", + "y = cvt[\"(1, 11, 7)\"]\n", + "plt.plot(x, y, label=\"HMOC\", marker=\"d\")\n", "\n", - "mf, mt, conc, cvt, mvt = p09('p09', -1, 1)\n", - "x = cvt['time'] / 365. / 86400.\n", - "y = cvt['(1, 11, 7)']\n", - "plt.plot(x, y, label='ULTIMATE', marker='^')\n", + "mf, mt, conc, cvt, mvt = p09(\"p09\", -1, 1)\n", + "x = cvt[\"time\"] / 365.0 / 86400.0\n", + "y = cvt[\"(1, 11, 7)\"]\n", + "plt.plot(x, y, label=\"ULTIMATE\", marker=\"^\")\n", "\n", - "mf, mt, conc, cvt, mvt = p09('p09', 0, 1)\n", - "x = cvt['time'] / 365. / 86400.\n", - "y = cvt['(1, 11, 7)']\n", - "plt.plot(x, y, label='Upstream FD', marker='^')\n", + "mf, mt, conc, cvt, mvt = p09(\"p09\", 0, 1)\n", + "x = cvt[\"time\"] / 365.0 / 86400.0\n", + "y = cvt[\"(1, 11, 7)\"]\n", + "plt.plot(x, y, label=\"Upstream FD\", marker=\"^\")\n", "\n", - "mf, mt, conc, cvt, mvt = p09('p09', 0, 2)\n", - "x = cvt['time'] / 365. / 86400.\n", - "y = cvt['(1, 11, 7)']\n", - "plt.plot(x, y, label='Central FD', marker='^')\n", + "mf, mt, conc, cvt, mvt = p09(\"p09\", 0, 2)\n", + "x = cvt[\"time\"] / 365.0 / 86400.0\n", + "y = cvt[\"(1, 11, 7)\"]\n", + "plt.plot(x, y, label=\"Central FD\", marker=\"^\")\n", "\n", "plt.xlim(0, 2)\n", - "plt.ylim(-.2, 1.4)\n", - "plt.xlabel('TIME, IN YEARS')\n", - "plt.ylabel('CONCENTRATION, IN PPM')\n", + "plt.ylim(-0.2, 1.4)\n", + "plt.xlabel(\"TIME, IN YEARS\")\n", + "plt.ylabel(\"CONCENTRATION, IN PPM\")\n", "plt.legend()" ] }, @@ -1870,34 +2129,50 @@ "metadata": {}, "outputs": [], "source": [ - "def p10(dirname, mixelm, perlen=1000, isothm=1, sp2=0., ttsmult=1.2):\n", + "def p10(dirname, mixelm, perlen=1000, isothm=1, sp2=0.0, ttsmult=1.2):\n", " model_ws = os.path.join(workdir, dirname)\n", " nlay = 4\n", " nrow = 61\n", " ncol = 40\n", - " delr = [2000, 1600, 800, 400, 200, 100] + 28*[50] + [100, 200, 400, 800, 1600, 2000]\n", - " delc = [2000, 2000, 2000, 1600, 800, 400, 200, 100] + 45 * [50] + [100, 200, 400, 800, 1600, 2000, 2000, 2000]\n", - " delv = 25.\n", - " top = 780.\n", + " delr = (\n", + " [2000, 1600, 800, 400, 200, 100]\n", + " + 28 * [50]\n", + " + [100, 200, 400, 800, 1600, 2000]\n", + " )\n", + " delc = (\n", + " [2000, 2000, 2000, 1600, 800, 400, 200, 100]\n", + " + 45 * [50]\n", + " + [100, 200, 400, 800, 1600, 2000, 2000, 2000]\n", + " )\n", + " delv = 25.0\n", + " top = 780.0\n", " botm = [top - delv * k for k in range(1, nlay + 1)]\n", " prsity = 0.3\n", - " al = 10.\n", + " al = 10.0\n", " trpt = 0.2\n", " trpv = 0.2\n", "\n", " perlen_mf = perlen\n", " perlen_mt = perlen\n", - " hk = [60., 60., 520., 520.]\n", - " vka = .1\n", + " hk = [60.0, 60.0, 520.0, 520.0]\n", + " vka = 0.1\n", " laytyp = 0\n", "\n", - " modelname_mf = dirname + '_mf'\n", - " mf = flopy.modflow.Modflow(modelname=modelname_mf, model_ws=model_ws, \n", - " exe_name=exe_name_mf)\n", - " dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol,\n", - " delr=delr, delc=delc, top=top, \n", - " botm=botm,\n", - " perlen=perlen_mf)\n", + " modelname_mf = dirname + \"_mf\"\n", + " mf = flopy.modflow.Modflow(\n", + " modelname=modelname_mf, model_ws=model_ws, exe_name=exe_name_mf\n", + " )\n", + " dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=top,\n", + " botm=botm,\n", + " perlen=perlen_mf,\n", + " )\n", " ibound = np.ones((nlay, nrow, ncol), dtype=int)\n", "\n", " # left side\n", @@ -1909,7 +2184,7 @@ " # bottom\n", " ibound[:, -1, :] = -1\n", "\n", - " f = open(os.path.join(datadir, 'p10shead.dat'))\n", + " f = open(os.path.join(datadir, \"p10shead.dat\"))\n", " s0 = np.empty((nrow * ncol), dtype=float)\n", " s0 = read1d(f, s0).reshape((nrow, ncol))\n", " f.close()\n", @@ -1918,46 +2193,61 @@ " strt[k] = s0\n", " bas = flopy.modflow.ModflowBas(mf, ibound=ibound, strt=strt)\n", " lpf = flopy.modflow.ModflowLpf(mf, hk=hk, layvka=1, vka=vka, laytyp=laytyp)\n", - " welspd = [[3 - 1, 11 - 1, 29 - 1, -19230.00],\n", - " [3 - 1, 19 - 1, 26 - 1, -19230.00],\n", - " [3 - 1, 26 - 1, 23 - 1, -19230.00],\n", - " [3 - 1, 33 - 1, 20 - 1, -19230.00],\n", - " [3 - 1, 40 - 1, 17 - 1, -19230.00],\n", - " [3 - 1, 48 - 1, 14 - 1, -19230.00],\n", - " [3 - 1, 48 - 1, 9 - 1, -15384.00],\n", - " [3 - 1, 52 - 1, 17 - 1, -17307.00]]\n", + " welspd = [\n", + " [3 - 1, 11 - 1, 29 - 1, -19230.00],\n", + " [3 - 1, 19 - 1, 26 - 1, -19230.00],\n", + " [3 - 1, 26 - 1, 23 - 1, -19230.00],\n", + " [3 - 1, 33 - 1, 20 - 1, -19230.00],\n", + " [3 - 1, 40 - 1, 17 - 1, -19230.00],\n", + " [3 - 1, 48 - 1, 14 - 1, -19230.00],\n", + " [3 - 1, 48 - 1, 9 - 1, -15384.00],\n", + " [3 - 1, 52 - 1, 17 - 1, -17307.00],\n", + " ]\n", " wel = flopy.modflow.ModflowWel(mf, stress_period_data=welspd)\n", " rch = flopy.modflow.ModflowRch(mf, rech=1.14e-3)\n", " pcg = flopy.modflow.ModflowPcg(mf)\n", " lmt = flopy.modflow.ModflowLmt(mf)\n", " mf.write_input()\n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " if os.path.isfile(fname):\n", " os.remove(fname)\n", " mf.run_model(silent=True)\n", "\n", - " modelname_mt = dirname + '_mt'\n", - " mt = flopy.mt3d.Mt3dms(modelname=modelname_mt, model_ws=model_ws, \n", - " exe_name=exe_name_mt, modflowmodel=mf)\n", - " f = open(os.path.join(datadir, 'p10cinit.dat'))\n", + " modelname_mt = dirname + \"_mt\"\n", + " mt = flopy.mt3d.Mt3dms(\n", + " modelname=modelname_mt,\n", + " model_ws=model_ws,\n", + " exe_name=exe_name_mt,\n", + " modflowmodel=mf,\n", + " )\n", + " f = open(os.path.join(datadir, \"p10cinit.dat\"))\n", " c0 = np.empty((nrow * ncol), dtype=float)\n", " c0 = read1d(f, c0).reshape((nrow, ncol))\n", " f.close()\n", " sconc = np.zeros((nlay, nrow, ncol), dtype=float)\n", " sconc[1] = 0.2 * c0\n", " sconc[2] = c0\n", - " obs = [[3 - 1, 11 - 1, 29 - 1],\n", - " [3 - 1, 19 - 1, 26 - 1],\n", - " [3 - 1, 26 - 1, 23 - 1],\n", - " [3 - 1, 33 - 1, 20 - 1],\n", - " [3 - 1, 40 - 1, 17 - 1],\n", - " [3 - 1, 48 - 1, 14 - 1],\n", - " [3 - 1, 48 - 1, 9 - 1],\n", - " [3 - 1, 52 - 1, 17 - 1]] \n", - " btn = flopy.mt3d.Mt3dBtn(mt, icbund=1, prsity=prsity, sconc=sconc,\n", - " timprs=[500, 750, 1000], dt0=2.25, ttsmult=ttsmult, \n", - " obs=obs)\n", - " dceps = 1.e-5\n", + " obs = [\n", + " [3 - 1, 11 - 1, 29 - 1],\n", + " [3 - 1, 19 - 1, 26 - 1],\n", + " [3 - 1, 26 - 1, 23 - 1],\n", + " [3 - 1, 33 - 1, 20 - 1],\n", + " [3 - 1, 40 - 1, 17 - 1],\n", + " [3 - 1, 48 - 1, 14 - 1],\n", + " [3 - 1, 48 - 1, 9 - 1],\n", + " [3 - 1, 52 - 1, 17 - 1],\n", + " ]\n", + " btn = flopy.mt3d.Mt3dBtn(\n", + " mt,\n", + " icbund=1,\n", + " prsity=prsity,\n", + " sconc=sconc,\n", + " timprs=[500, 750, 1000],\n", + " dt0=2.25,\n", + " ttsmult=ttsmult,\n", + " obs=obs,\n", + " )\n", + " dceps = 1.0e-5\n", " nplane = 0\n", " npl = 0\n", " nph = 16\n", @@ -1966,35 +2256,46 @@ " dchmoc = 0.01\n", " nlsink = nplane\n", " npsink = nph\n", - " adv = flopy.mt3d.Mt3dAdv(mt, mixelm=mixelm, dceps=dceps, nplane=nplane, \n", - " npl=npl, nph=nph, npmin=npmin, npmax=npmax,\n", - " nlsink=nlsink, npsink=npsink, percel=1.0)\n", + " adv = flopy.mt3d.Mt3dAdv(\n", + " mt,\n", + " mixelm=mixelm,\n", + " dceps=dceps,\n", + " nplane=nplane,\n", + " npl=npl,\n", + " nph=nph,\n", + " npmin=npmin,\n", + " npmax=npmax,\n", + " nlsink=nlsink,\n", + " npsink=npsink,\n", + " percel=1.0,\n", + " )\n", " dsp = flopy.mt3d.Mt3dDsp(mt, al=al, trpt=trpt, trpv=trpv)\n", - " ssm = flopy.mt3d.Mt3dSsm(mt, crch=0.)\n", - " rct = flopy.mt3d.Mt3dRct(mt, isothm=isothm, igetsc=0, rhob=1.7, \n", - " sp1=0.176, sp2=sp2)\n", + " ssm = flopy.mt3d.Mt3dSsm(mt, crch=0.0)\n", + " rct = flopy.mt3d.Mt3dRct(\n", + " mt, isothm=isothm, igetsc=0, rhob=1.7, sp1=0.176, sp2=sp2\n", + " )\n", " mxiter = 1\n", " if isothm == 4:\n", " mxiter = 50\n", " gcg = flopy.mt3d.Mt3dGcg(mt, mxiter=mxiter, iter1=500)\n", " mt.write_input()\n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " if os.path.isfile(fname):\n", " os.remove(fname)\n", " mt.run_model(silent=True)\n", - " \n", - " fname = os.path.join(model_ws, 'MT3D001.UCN')\n", + "\n", + " fname = os.path.join(model_ws, \"MT3D001.UCN\")\n", " ucnobj = flopy.utils.UcnFile(fname)\n", " times = ucnobj.get_times()\n", " conc = ucnobj.get_alldata()\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.OBS')\n", + " fname = os.path.join(model_ws, \"MT3D001.OBS\")\n", " if os.path.isfile(fname):\n", " cvt = mt.load_obs(fname)\n", " else:\n", " cvt = None\n", "\n", - " fname = os.path.join(model_ws, 'MT3D001.MAS')\n", + " fname = os.path.join(model_ws, \"MT3D001.MAS\")\n", " mvt = mt.load_mas(fname)\n", "\n", " return mf, mt, conc, cvt, mvt" @@ -2006,9 +2307,9 @@ "metadata": {}, "outputs": [], "source": [ - "mf, mt, conctvd, cvttvd, mvttvd = p10('p10', -1)\n", - "mf, mt, conchmoc, cvthmoc, mvthmoc = p10('p10', 3)\n", - "mf, mt, concupfd, cvtupfd, mvtupfd = p10('p10', 0, ttsmult=1.0)\n", + "mf, mt, conctvd, cvttvd, mvttvd = p10(\"p10\", -1)\n", + "mf, mt, conchmoc, cvthmoc, mvthmoc = p10(\"p10\", 3)\n", + "mf, mt, concupfd, cvtupfd, mvtupfd = p10(\"p10\", 0, ttsmult=1.0)\n", "grid = mf.modelgrid" ] }, @@ -2032,63 +2333,63 @@ ], "source": [ "fig = plt.figure(figsize=(10, 15))\n", - "ax = fig.add_subplot(2, 2, 1, aspect='equal')\n", + "ax = fig.add_subplot(2, 2, 1, aspect=\"equal\")\n", "cinit = mt.btn.sconc[0].array[2]\n", "pmv = flopy.plot.PlotMapView(model=mf)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", "cs = pmv.contour_array(cinit, levels=np.arange(20, 200, 20))\n", "plt.xlim(5100, 5100 + 28 * 50)\n", "plt.ylim(9100, 9100 + 45 * 50)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('LAYER {} INITIAL CONCENTRATION'.format(3))\n", + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"LAYER {} INITIAL CONCENTRATION\".format(3))\n", "for k, i, j, q in mf.wel.stress_period_data[0]:\n", - " plt.plot(grid.xcellcenters[i, j], grid.ycellcenters[i, j], 'ks')\n", + " plt.plot(grid.xcellcenters[i, j], grid.ycellcenters[i, j], \"ks\")\n", "\n", - "ax = fig.add_subplot(2, 2, 2, aspect='equal')\n", + "ax = fig.add_subplot(2, 2, 2, aspect=\"equal\")\n", "c = conctvd[0, 2]\n", "chmoc = conchmoc[0, 2]\n", "pmv = flopy.plot.PlotMapView(model=mf)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", "cs = pmv.contour_array(c, levels=np.arange(20, 200, 20))\n", - "cs = pmv.contour_array(chmoc, linestyles=':', levels=np.arange(20, 200, 20))\n", + "cs = pmv.contour_array(chmoc, linestyles=\":\", levels=np.arange(20, 200, 20))\n", "plt.xlim(5100, 5100 + 28 * 50)\n", "plt.ylim(9100, 9100 + 45 * 50)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('LAYER {} TIME = 500 DAYS'.format(3))\n", + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"LAYER {} TIME = 500 DAYS\".format(3))\n", "for k, i, j, q in mf.wel.stress_period_data[0]:\n", - " plt.plot(grid.xcellcenters[i, j], grid.ycellcenters[i, j], 'ks')\n", + " plt.plot(grid.xcellcenters[i, j], grid.ycellcenters[i, j], \"ks\")\n", "\n", - "ax = fig.add_subplot(2, 2, 3, aspect='equal')\n", + "ax = fig.add_subplot(2, 2, 3, aspect=\"equal\")\n", "c = conctvd[1, 2]\n", "chmoc = conchmoc[1, 2]\n", "pmv = flopy.plot.PlotMapView(model=mf)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", "cs = pmv.contour_array(c, levels=np.arange(20, 200, 20))\n", - "cs = pmv.contour_array(chmoc, linestyles=':', levels=np.arange(20, 200, 20))\n", + "cs = pmv.contour_array(chmoc, linestyles=\":\", levels=np.arange(20, 200, 20))\n", "plt.xlim(5100, 5100 + 28 * 50)\n", "plt.ylim(9100, 9100 + 45 * 50)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('LAYER {} TIME = 750 DAYS'.format(3))\n", + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"LAYER {} TIME = 750 DAYS\".format(3))\n", "for k, i, j, q in mf.wel.stress_period_data[0]:\n", - " plt.plot(grid.xcellcenters[i, j], grid.ycellcenters[i, j], 'ks')\n", + " plt.plot(grid.xcellcenters[i, j], grid.ycellcenters[i, j], \"ks\")\n", "\n", - "ax = fig.add_subplot(2, 2, 4, aspect='equal')\n", + "ax = fig.add_subplot(2, 2, 4, aspect=\"equal\")\n", "c = conctvd[2, 2]\n", "chmoc = conchmoc[2, 2]\n", "pmv = flopy.plot.PlotMapView(model=mf)\n", - "pmv.plot_grid(color='.5', alpha=0.2)\n", + "pmv.plot_grid(color=\".5\", alpha=0.2)\n", "cs = pmv.contour_array(c, levels=np.arange(20, 200, 20))\n", - "cs = pmv.contour_array(chmoc, linestyles=':', levels=np.arange(20, 200, 20))\n", + "cs = pmv.contour_array(chmoc, linestyles=\":\", levels=np.arange(20, 200, 20))\n", "plt.xlim(5100, 5100 + 28 * 50)\n", "plt.ylim(9100, 9100 + 45 * 50)\n", - "plt.xlabel('DISTANCE ALONG X-AXIS, IN METERS')\n", - "plt.ylabel('DISTANCE ALONG Y-AXIS, IN METERS')\n", - "plt.title('LAYER {} TIME = 1000 DAYS'.format(3))\n", + "plt.xlabel(\"DISTANCE ALONG X-AXIS, IN METERS\")\n", + "plt.ylabel(\"DISTANCE ALONG Y-AXIS, IN METERS\")\n", + "plt.title(\"LAYER {} TIME = 1000 DAYS\".format(3))\n", "for k, i, j, q in mf.wel.stress_period_data[0]:\n", - " plt.plot(grid.xcellcenters[i, j], grid.ycellcenters[i, j], 'ks')\n", + " plt.plot(grid.xcellcenters[i, j], grid.ycellcenters[i, j], \"ks\")\n", "\n", "# plt.tight_layout()" ] @@ -2124,15 +2425,15 @@ "source": [ "fig = plt.figure(figsize=(10, 8))\n", "ax = fig.add_subplot(1, 1, 1)\n", - "w4 = '(3, 33, 20)'\n", - "ax.plot(cvthmoc['time'], cvthmoc[w4], 'bd', label='HMOC')\n", - "ax.plot(cvtupfd['time'], cvtupfd[w4], 'r+', label='Upstream FD')\n", - "ax.plot(cvttvd['time'], cvttvd[w4], 'gx', label='ULTIMATE')\n", + "w4 = \"(3, 33, 20)\"\n", + "ax.plot(cvthmoc[\"time\"], cvthmoc[w4], \"bd\", label=\"HMOC\")\n", + "ax.plot(cvtupfd[\"time\"], cvtupfd[w4], \"r+\", label=\"Upstream FD\")\n", + "ax.plot(cvttvd[\"time\"], cvttvd[w4], \"gx\", label=\"ULTIMATE\")\n", "plt.xlim(0, 1000)\n", "plt.ylim(0, 120)\n", "plt.legend()\n", - "plt.xlabel('TIME, IN DAYS')\n", - "plt.ylabel('CONCENTRATION, IN PPB')" + "plt.xlabel(\"TIME, IN DAYS\")\n", + "plt.ylabel(\"CONCENTRATION, IN PPB\")" ] }, { @@ -2141,11 +2442,15 @@ "metadata": {}, "outputs": [], "source": [ - "mf, mt, conctvd, cvttvd, mvt0 = p10('p10', 0, perlen=2000, isothm=0)\n", - "mf, mt, conctvd, cvttvd, mvt1 = p10('p10', 0, perlen=2000, isothm=1)\n", - "mf, mt, conctvd, cvttvd, mvt2 = p10('p10', 0, perlen=2000, isothm=4, sp2=0.1)\n", - "mf, mt, conctvd, cvttvd, mvt3 = p10('p10', 0, perlen=2000, isothm=4, sp2=1.5e-4)\n", - "mf, mt, conctvd, cvttvd, mvt4 = p10('p10', 0, perlen=2000, isothm=4, sp2=1.e-6)" + "mf, mt, conctvd, cvttvd, mvt0 = p10(\"p10\", 0, perlen=2000, isothm=0)\n", + "mf, mt, conctvd, cvttvd, mvt1 = p10(\"p10\", 0, perlen=2000, isothm=1)\n", + "mf, mt, conctvd, cvttvd, mvt2 = p10(\"p10\", 0, perlen=2000, isothm=4, sp2=0.1)\n", + "mf, mt, conctvd, cvttvd, mvt3 = p10(\n", + " \"p10\", 0, perlen=2000, isothm=4, sp2=1.5e-4\n", + ")\n", + "mf, mt, conctvd, cvttvd, mvt4 = p10(\n", + " \"p10\", 0, perlen=2000, isothm=4, sp2=1.0e-6\n", + ")" ] }, { @@ -2179,19 +2484,34 @@ "source": [ "fig = plt.figure(figsize=(10, 8))\n", "ax = fig.add_subplot(1, 1, 1)\n", - "ax.plot(mvt0['time'], -mvt0['sinks'], 'k--', label='No Sorption')\n", - "ax.plot(mvt1['time'], -mvt1['sinks'], 'k-', label='Equilibrium Sorption')\n", - "ax.plot(mvt2['time'], -mvt2['sinks'], 'k^', fillstyle='none', \n", - " label='Nonequilibrium (rate=0.1 /day)')\n", - "ax.plot(mvt3['time'], -mvt3['sinks'], 'ks', fillstyle='none', \n", - " label='Nonequilibrium (rate=1.5e-4 /day)')\n", - "ax.plot(mvt4['time'], -mvt4['sinks'], 'ko', fillstyle='none', \n", - " label='Nonequilibrium (rate=1e-6 /day)')\n", + "ax.plot(mvt0[\"time\"], -mvt0[\"sinks\"], \"k--\", label=\"No Sorption\")\n", + "ax.plot(mvt1[\"time\"], -mvt1[\"sinks\"], \"k-\", label=\"Equilibrium Sorption\")\n", + "ax.plot(\n", + " mvt2[\"time\"],\n", + " -mvt2[\"sinks\"],\n", + " \"k^\",\n", + " fillstyle=\"none\",\n", + " label=\"Nonequilibrium (rate=0.1 /day)\",\n", + ")\n", + "ax.plot(\n", + " mvt3[\"time\"],\n", + " -mvt3[\"sinks\"],\n", + " \"ks\",\n", + " fillstyle=\"none\",\n", + " label=\"Nonequilibrium (rate=1.5e-4 /day)\",\n", + ")\n", + "ax.plot(\n", + " mvt4[\"time\"],\n", + " -mvt4[\"sinks\"],\n", + " \"ko\",\n", + " fillstyle=\"none\",\n", + " label=\"Nonequilibrium (rate=1e-6 /day)\",\n", + ")\n", "plt.xlim(0, 2000)\n", "plt.ylim(0, 5e9)\n", "plt.legend(loc=2)\n", - "plt.xlabel('TIME, IN DAYS')\n", - "plt.ylabel('TOTAL MASS REMOVED')" + "plt.xlabel(\"TIME, IN DAYS\")\n", + "plt.ylabel(\"TOTAL MASS REMOVED\")" ] }, { @@ -2218,9 +2538,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_ModelCheckerExample.ipynb b/examples/Notebooks/flopy3_ModelCheckerExample.ipynb index 74889f675e..1c171ef138 100644 --- a/examples/Notebooks/flopy3_ModelCheckerExample.ipynb +++ b/examples/Notebooks/flopy3_ModelCheckerExample.ipynb @@ -18,9 +18,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -32,12 +32,12 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -53,7 +53,7 @@ "metadata": {}, "outputs": [], "source": [ - "path = os.path.join('..', 'data', 'mf2005_test')" + "path = os.path.join(\"..\", \"data\", \"mf2005_test\")" ] }, { @@ -67,20 +67,10 @@ "cell_type": "code", "execution_count": 3, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "changing model workspace...\n", - " data\n" - ] - } - ], + "outputs": [], "source": [ - "m = flopy.modflow.Modflow.load('test1ss.nam', model_ws=path)\n", - "m.change_model_ws('data')" + "m = flopy.modflow.Modflow.load(\"test1ss.nam\", model_ws=path)\n", + "m.change_model_ws(\"data\")" ] }, { @@ -292,7 +282,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 7, @@ -333,7 +323,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 8, @@ -397,7 +387,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 9, @@ -406,7 +396,7 @@ } ], "source": [ - "m.check(f='checksummary.csv')" + "m.check(f=\"checksummary.csv\")" ] }, { @@ -499,9 +489,10 @@ "source": [ "try:\n", " import pandas as pd\n", - " df = pd.read_csv('data/checksummary.csv')\n", + "\n", + " df = pd.read_csv(\"data/checksummary.csv\")\n", "except:\n", - " df = open('data/checksummary.csv').readlines()\n", + " df = open(\"data/checksummary.csv\").readlines()\n", "df" ] }, @@ -549,9 +540,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_Modflow_postprocessing_example.ipynb b/examples/Notebooks/flopy3_Modflow_postprocessing_example.ipynb index 64be44699b..3af627ac8d 100644 --- a/examples/Notebooks/flopy3_Modflow_postprocessing_example.ipynb +++ b/examples/Notebooks/flopy3_Modflow_postprocessing_example.ipynb @@ -16,11 +16,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -35,17 +35,21 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", - " \n", - "from flopy.utils.postprocessing import get_transmissivities, get_water_table, get_gradients\n", + "\n", + "from flopy.utils.postprocessing import (\n", + " get_transmissivities,\n", + " get_water_table,\n", + " get_gradients,\n", + ")\n", "import flopy.utils.binaryfile as bf\n", - " \n", + "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -54,9 +58,9 @@ "metadata": {}, "outputs": [], "source": [ - "mfnam = 'EXAMPLE.nam'\n", - "model_ws = '../data/mp6/'\n", - "heads_file = 'EXAMPLE.HED'" + "mfnam = \"EXAMPLE.nam\"\n", + "model_ws = \"../data/mp6/\"\n", + "heads_file = \"EXAMPLE.HED\"" ] }, { @@ -92,7 +96,7 @@ } ], "source": [ - "hdsobj = bf.HeadFile(model_ws+heads_file)\n", + "hdsobj = bf.HeadFile(model_ws + heads_file)\n", "hds = hdsobj.get_data(kstpkper=(0, 2))\n", "hds.shape" ] @@ -114,13 +118,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "wrote data/heads1.tif\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "wrote data/heads1.tif\n", "No CRS information for writing a .prj file.\n", "Supply an epsg code or .prj file path to the model spatial reference or .export() method.(writing .prj files from proj4 strings not supported)\n", "wrote data/heads1.shp\n", @@ -132,7 +130,13 @@ "No CRS information for writing a .prj file.\n", "Supply an epsg code or .prj file path to the model spatial reference or .export() method.(writing .prj files from proj4 strings not supported)\n", "wrote data/heads3.shp\n", - "wrote data/heads4.tif\n", + "wrote data/heads4.tif\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "No CRS information for writing a .prj file.\n", "Supply an epsg code or .prj file path to the model spatial reference or .export() method.(writing .prj files from proj4 strings not supported)\n", "wrote data/heads4.shp\n", @@ -161,20 +165,24 @@ "grid = m.modelgrid\n", "for i, hdslayer in enumerate(hds):\n", " im = axes[i].imshow(hdslayer, vmin=hds.min(), vmax=hds.max())\n", - " axes[i].set_title('Layer {}'.format(i+1))\n", - " ctr = axes[i].contour(hdslayer, colors='k', linewidths=0.5)\n", - " \n", - " # export head rasters \n", + " axes[i].set_title(\"Layer {}\".format(i + 1))\n", + " ctr = axes[i].contour(hdslayer, colors=\"k\", linewidths=0.5)\n", + "\n", + " # export head rasters\n", " # (GeoTiff export requires the rasterio package; for ascii grids, just change the extension to *.asc)\n", - " flopy.export.utils.export_array(grid, 'data/heads{}.tif'.format(i+1), hdslayer)\n", - " \n", + " flopy.export.utils.export_array(\n", + " grid, \"data/heads{}.tif\".format(i + 1), hdslayer\n", + " )\n", + "\n", " # export head contours to a shapefile\n", - " flopy.export.utils.export_array_contours(grid, 'data/heads{}.shp'.format(i+1), hdslayer)\n", - " \n", + " flopy.export.utils.export_array_contours(\n", + " grid, \"data/heads{}.shp\".format(i + 1), hdslayer\n", + " )\n", + "\n", "fig.delaxes(axes[-1])\n", "fig.subplots_adjust(right=0.8)\n", "cbar_ax = fig.add_axes([0.85, 0.15, 0.03, 0.7])\n", - "fig.colorbar(im, cax=cbar_ax, label='Head');" + "fig.colorbar(im, cax=cbar_ax, label=\"Head\");" ] }, { @@ -211,12 +219,16 @@ } ], "source": [ - "grid.set_coord_info(angrot=30.)\n", - "nodata = 0.\n", - "flopy.export.utils.export_array(grid, 'data/heads5_rot.asc', hdslayer, nodata=nodata)\n", - "flopy.export.utils.export_array(grid, 'data/heads5_rot.tif', hdslayer, nodata=nodata)\n", + "grid.set_coord_info(angrot=30.0)\n", + "nodata = 0.0\n", + "flopy.export.utils.export_array(\n", + " grid, \"data/heads5_rot.asc\", hdslayer, nodata=nodata\n", + ")\n", + "flopy.export.utils.export_array(\n", + " grid, \"data/heads5_rot.tif\", hdslayer, nodata=nodata\n", + ")\n", "\n", - "results = np.loadtxt('data/heads5_rot.asc'.format(i+1), skiprows=6)\n", + "results = np.loadtxt(\"data/heads5_rot.asc\".format(i + 1), skiprows=6)\n", "results[results == nodata] = np.nan\n", "plt.imshow(results)\n", "plt.colorbar();" @@ -253,9 +265,9 @@ " import rasterio\n", "except:\n", " rasterio = None\n", - " print('install rasterio to create GeoTiff output')\n", + " print(\"install rasterio to create GeoTiff output\")\n", "if rasterio is not None:\n", - " with rasterio.open('data/heads5_rot.tif') as src:\n", + " with rasterio.open(\"data/heads5_rot.tif\") as src:\n", " print(src.meta)\n", " plt.imshow(src.read(1))" ] @@ -293,16 +305,22 @@ "\n", "for i, vertical_gradient in enumerate(grad):\n", " im = axes[i].imshow(vertical_gradient, vmin=grad.min(), vmax=grad.max())\n", - " axes[i].set_title('Vertical gradient\\nbetween Layers {} and {}'.format(i+1, i+2))\n", - " ctr = axes[i].contour(vertical_gradient, levels=[-.1, -.05, 0., .05, .1],\n", - " colors='k', linewidths=0.5)\n", + " axes[i].set_title(\n", + " \"Vertical gradient\\nbetween Layers {} and {}\".format(i + 1, i + 2)\n", + " )\n", + " ctr = axes[i].contour(\n", + " vertical_gradient,\n", + " levels=[-0.1, -0.05, 0.0, 0.05, 0.1],\n", + " colors=\"k\",\n", + " linewidths=0.5,\n", + " )\n", " plt.clabel(ctr, fontsize=8, inline=1)\n", - " \n", + "\n", "fig.delaxes(axes[-2])\n", "fig.delaxes(axes[-1])\n", "fig.subplots_adjust(right=0.8)\n", "cbar_ax = fig.add_axes([0.85, 0.15, 0.03, 0.7])\n", - "fig.colorbar(im, cax=cbar_ax, label='positive downward');" + "fig.colorbar(im, cax=cbar_ax, label=\"positive downward\");" ] }, { @@ -332,11 +350,11 @@ } ], "source": [ - "st = m.modelgrid.saturated_thick(hds, mask=-9999.)\n", + "st = m.modelgrid.saturated_thick(hds, mask=-9999.0)\n", "\n", "plt.imshow(st[0])\n", - "plt.colorbar(label='Saturated thickness')\n", - "plt.title('Layer 1');" + "plt.colorbar(label=\"Saturated thickness\")\n", + "plt.title(\"Layer 1\");" ] }, { @@ -370,7 +388,7 @@ "wt = get_water_table(heads=hds, nodata=-9999)\n", "\n", "plt.imshow(wt)\n", - "plt.colorbar(label='Elevation');" + "plt.colorbar(label=\"Elevation\");" ] }, { @@ -406,8 +424,8 @@ } ], "source": [ - "r=[20, 5] \n", - "c=[5, 20]\n", + "r = [20, 5]\n", + "c = [5, 20]\n", "headresults = hds[:, r, c]\n", "get_transmissivities(headresults, m, r=r, c=c)" ] @@ -433,13 +451,12 @@ } ], "source": [ - "r=[20, 5] \n", - "c=[5, 20]\n", - "sctop = [340, 320] # top of open interval at each location\n", - "scbot = [210, 150] # top of bottom interval at each location\n", + "r = [20, 5]\n", + "c = [5, 20]\n", + "sctop = [340, 320] # top of open interval at each location\n", + "scbot = [210, 150] # top of bottom interval at each location\n", "headresults = hds[:, r, c]\n", - "tr = get_transmissivities(headresults, m, r=r, c=c, \n", - " sctop=sctop, scbot=scbot)\n", + "tr = get_transmissivities(headresults, m, r=r, c=c, sctop=sctop, scbot=scbot)\n", "tr" ] }, @@ -471,7 +488,7 @@ } ], "source": [ - "trfrac = tr/tr.sum(axis=0)\n", + "trfrac = tr / tr.sum(axis=0)\n", "trfrac" ] }, @@ -555,7 +572,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_PEST.ipynb b/examples/Notebooks/flopy3_PEST.ipynb index 721c825b22..b934473522 100644 --- a/examples/Notebooks/flopy3_PEST.ipynb +++ b/examples/Notebooks/flopy3_PEST.ipynb @@ -18,10 +18,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -34,13 +34,13 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -62,9 +62,9 @@ "ncol = 20\n", "\n", "# Create the flopy model object and add the dis and lpf packages\n", - "m = flopy.modflow.Modflow(modelname='mymodel', model_ws='./data')\n", + "m = flopy.modflow.Modflow(modelname=\"mymodel\", model_ws=\"./data\")\n", "dis = flopy.modflow.ModflowDis(m, nlay, nrow, ncol)\n", - "lpf = flopy.modflow.ModflowLpf(m, hk=10.)" + "lpf = flopy.modflow.ModflowLpf(m, hk=10.0)" ] }, { @@ -81,24 +81,25 @@ "metadata": {}, "outputs": [], "source": [ - "mfpackage = 'lpf'\n", - "partype = 'hk'\n", - "parname = 'HK_LAYER_1'\n", + "mfpackage = \"lpf\"\n", + "partype = \"hk\"\n", + "parname = \"HK_LAYER_1\"\n", "idx = np.empty((nlay, nrow, ncol), dtype=bool)\n", "idx[0] = True\n", "idx[1:] = False\n", "\n", "# The span variable defines how the parameter spans the package\n", - "span = {'idx': idx}\n", + "span = {\"idx\": idx}\n", "\n", "# These parameters have not affect yet, but may in the future\n", - "startvalue = 10.\n", + "startvalue = 10.0\n", "lbound = 0.001\n", - "ubound = 1000.\n", - "transform='log'\n", + "ubound = 1000.0\n", + "transform = \"log\"\n", "\n", - "p = flopy.pest.Params(mfpackage, partype, parname, startvalue, \n", - " lbound, ubound, span)" + "p = flopy.pest.Params(\n", + " mfpackage, partype, parname, startvalue, lbound, ubound, span\n", + ")" ] }, { @@ -144,7 +145,7 @@ "output_type": "stream", "text": [ "ptf ~\n", - "# LPF package for MODFLOW-2005, generated by Flopy.\n", + "# LPF package for MODFLOW-2005 generated by Flopy 3.3.5\n", "0 -1E+30 0\n", "0 0 0\n", "0 0 0\n", @@ -161,7 +162,7 @@ } ], "source": [ - "lines = open('./data/mymodel.lpf.tpl', 'r').readlines()\n", + "lines = open(\"./data/mymodel.lpf.tpl\", \"r\").readlines()\n", "for l in lines:\n", " print(l.strip())" ] @@ -188,21 +189,22 @@ } ], "source": [ - "mfpackage = 'lpf'\n", - "partype = 'hk'\n", - "parname = 'HK_LAYER_1-3'\n", + "mfpackage = \"lpf\"\n", + "partype = \"hk\"\n", + "parname = \"HK_LAYER_1-3\"\n", "\n", "# Span indicates that the hk parameter applies as a multiplier to layers 0 and 2 (MODFLOW layers 1 and 3)\n", - "span = {'layers': [0, 2]}\n", + "span = {\"layers\": [0, 2]}\n", "\n", "# These parameters have not affect yet, but may in the future\n", - "startvalue = 10.\n", + "startvalue = 10.0\n", "lbound = 0.001\n", - "ubound = 1000.\n", - "transform='log'\n", + "ubound = 1000.0\n", + "transform = \"log\"\n", "\n", - "p = flopy.pest.Params(mfpackage, partype, parname, startvalue,\n", - " lbound, ubound, span)\n", + "p = flopy.pest.Params(\n", + " mfpackage, partype, parname, startvalue, lbound, ubound, span\n", + ")\n", "tw = flopy.pest.templatewriter.TemplateWriter(m, [p])\n", "tw.write_template()" ] @@ -217,7 +219,7 @@ "output_type": "stream", "text": [ "ptf ~\n", - "# LPF package for MODFLOW-2005, generated by Flopy.\n", + "# LPF package for MODFLOW-2005 generated by Flopy 3.3.5\n", "0 -1E+30 0\n", "0 0 0\n", "0 0 0\n", @@ -314,7 +316,7 @@ } ], "source": [ - "lines = open('./data/mymodel.lpf.tpl', 'r').readlines()\n", + "lines = open(\"./data/mymodel.lpf.tpl\", \"r\").readlines()\n", "for l in lines:\n", " print(l.strip())" ] @@ -348,14 +350,15 @@ "outputs": [], "source": [ "# Create a list of parameters for HK\n", - "mfpackage = 'lpf'\n", + "mfpackage = \"lpf\"\n", "parzones = [2, 3, 4]\n", - "parvals = [56.777, 78.999, 99.]\n", + "parvals = [56.777, 78.999, 99.0]\n", "lbound = 5\n", "ubound = 500\n", - "transform = 'log'\n", - "plisthk = flopy.pest.zonearray2params(mfpackage, 'hk', parzones, lbound,\n", - " ubound, parvals, transform, zonearray)" + "transform = \"log\"\n", + "plisthk = flopy.pest.zonearray2params(\n", + " mfpackage, \"hk\", parzones, lbound, ubound, parvals, transform, zonearray\n", + ")" ] }, { @@ -376,8 +379,9 @@ "parvals = [0.001, 0.0005]\n", "zonearray = np.ones((nlay, nrow, ncol), dtype=int)\n", "zonearray[1] = 2\n", - "plistvk = flopy.pest.zonearray2params(mfpackage, 'vka', parzones, lbound,\n", - " ubound, parvals, transform, zonearray)" + "plistvk = flopy.pest.zonearray2params(\n", + " mfpackage, \"vka\", parzones, lbound, ubound, parvals, transform, zonearray\n", + ")" ] }, { @@ -434,7 +438,7 @@ "output_type": "stream", "text": [ "ptf ~\n", - "# LPF package for MODFLOW-2005, generated by Flopy.\n", + "# LPF package for MODFLOW-2005 generated by Flopy 3.3.5\n", "0 -1E+30 0\n", "0 0 0\n", "0 0 0\n", @@ -492,7 +496,7 @@ ], "source": [ "# Print contents of template file\n", - "lines = open('./data/mymodel.lpf.tpl', 'r').readlines()\n", + "lines = open(\"./data/mymodel.lpf.tpl\", \"r\").readlines()\n", "for l in lines:\n", " print(l.strip())" ] @@ -519,9 +523,9 @@ "nper = 3\n", "\n", "# Create the flopy model object and add the dis and lpf packages\n", - "m = flopy.modflow.Modflow(modelname='mymodel', model_ws='./data')\n", + "m = flopy.modflow.Modflow(modelname=\"mymodel\", model_ws=\"./data\")\n", "dis = flopy.modflow.ModflowDis(m, nlay, nrow, ncol, nper=nper)\n", - "lpf = flopy.modflow.ModflowLpf(m, hk=10.)\n", + "lpf = flopy.modflow.ModflowLpf(m, hk=10.0)\n", "rch = flopy.modflow.ModflowRch(m, rech={0: 0.001, 2: 0.003})" ] }, @@ -548,9 +552,9 @@ "outputs": [], "source": [ "# Create a multiplier parameter for recharge\n", - "mfpackage = 'rch'\n", - "partype = 'rech'\n", - "parname = 'RECH_MULT'\n", + "mfpackage = \"rch\"\n", + "partype = \"rech\"\n", + "parname = \"RECH_MULT\"\n", "startvalue = None\n", "lbound = None\n", "ubound = None\n", @@ -558,9 +562,10 @@ "\n", "# For a recharge multiplier, span['idx'] must be None\n", "idx = None\n", - "span = {'kpers': [0, 1, 2], 'idx': idx}\n", - "p = flopy.pest.Params(mfpackage, partype, parname, startvalue,\n", - " lbound, ubound, span)\n", + "span = {\"kpers\": [0, 1, 2], \"idx\": idx}\n", + "p = flopy.pest.Params(\n", + " mfpackage, partype, parname, startvalue, lbound, ubound, span\n", + ")\n", "plist.append(p)" ] }, @@ -594,7 +599,7 @@ "output_type": "stream", "text": [ "ptf ~\n", - "# RCH package for MODFLOW-2005, generated by Flopy.\n", + "# RCH package for MODFLOW-2005 generated by Flopy 3.3.5\n", "3 0\n", "1 -1 # Stress period 1\n", "INTERNAL ~ RECH_MULT ~ (FREE) -1 #rech_1\n", @@ -622,7 +627,7 @@ ], "source": [ "# Print the results\n", - "lines = open('./data/mymodel.rch.tpl', 'r').readlines()\n", + "lines = open(\"./data/mymodel.rch.tpl\", \"r\").readlines()\n", "for l in lines:\n", " print(l.strip())" ] @@ -643,18 +648,19 @@ "plist = []\n", "\n", "# Create a multiplier parameter for recharge\n", - "mfpackage = 'rch'\n", - "partype = 'rech'\n", - "parname = 'RECH_MULT'\n", + "mfpackage = \"rch\"\n", + "partype = \"rech\"\n", + "parname = \"RECH_MULT\"\n", "startvalue = None\n", "lbound = None\n", "ubound = None\n", "transform = None\n", "\n", "# For a recharge multiplier, span['idx'] must be None\n", - "span = {'kpers': [1, 2], 'idx': None}\n", - "p = flopy.pest.Params(mfpackage, partype, parname, startvalue,\n", - " lbound, ubound, span)\n", + "span = {\"kpers\": [1, 2], \"idx\": None}\n", + "p = flopy.pest.Params(\n", + " mfpackage, partype, parname, startvalue, lbound, ubound, span\n", + ")\n", "plist.append(p)" ] }, @@ -665,9 +671,9 @@ "outputs": [], "source": [ "# Now create an index parameter\n", - "mfpackage = 'rch'\n", - "partype = 'rech'\n", - "parname = 'RECH_ZONE'\n", + "mfpackage = \"rch\"\n", + "partype = \"rech\"\n", + "parname = \"RECH_ZONE\"\n", "startvalue = None\n", "lbound = None\n", "ubound = None\n", @@ -676,9 +682,10 @@ "# For a recharge index parameter, span['idx'] must be a boolean array or tuple of array indices\n", "idx = np.empty((nrow, ncol), dtype=bool)\n", "idx[0:3, 0:3] = True\n", - "span = {'kpers': [1], 'idx': idx}\n", - "p = flopy.pest.Params(mfpackage, partype, parname, startvalue,\n", - " lbound, ubound, span)\n", + "span = {\"kpers\": [1], \"idx\": idx}\n", + "p = flopy.pest.Params(\n", + " mfpackage, partype, parname, startvalue, lbound, ubound, span\n", + ")\n", "plist.append(p)" ] }, @@ -694,7 +701,7 @@ "The following packages will be parameterized: ['RCH']\n", "\n", "ptf ~\n", - "# RCH package for MODFLOW-2005, generated by Flopy.\n", + "# RCH package for MODFLOW-2005 generated by Flopy 3.3.5\n", "3 0\n", "1 -1 # Stress period 1\n", "CONSTANT 1.000000E-03 #rech_1\n", @@ -721,7 +728,7 @@ "tw.write_template()\n", "\n", "# Print the results\n", - "lines = open('./data/mymodel.rch.tpl', 'r').readlines()\n", + "lines = open(\"./data/mymodel.rch.tpl\", \"r\").readlines()\n", "for l in lines:\n", " print(l.strip())" ] @@ -751,9 +758,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_PlotArrayExample.ipynb b/examples/Notebooks/flopy3_PlotArrayExample.ipynb index dc9686284c..be9b87aec2 100644 --- a/examples/Notebooks/flopy3_PlotArrayExample.ipynb +++ b/examples/Notebooks/flopy3_PlotArrayExample.ipynb @@ -20,11 +20,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -41,14 +41,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -57,23 +57,23 @@ "metadata": {}, "outputs": [], "source": [ - "#Set name of MODFLOW exe\n", + "# Set name of MODFLOW exe\n", "# assumes executable is in users path statement\n", - "version = 'mf2005'\n", - "exe_name = 'mf2005'\n", - "if platform.system() == 'Windows':\n", - " exe_name = 'mf2005.exe'\n", + "version = \"mf2005\"\n", + "exe_name = \"mf2005\"\n", + "if platform.system() == \"Windows\":\n", + " exe_name = \"mf2005.exe\"\n", "mfexe = exe_name\n", "\n", - "#Set the paths\n", - "loadpth = os.path.join('..', 'data', 'secp')\n", - "modelpth = os.path.join('data')\n", + "# Set the paths\n", + "loadpth = os.path.join(\"..\", \"data\", \"secp\")\n", + "modelpth = os.path.join(\"data\")\n", "\n", - "#make sure modelpth directory exists\n", - "if not os.path.exists(modelpth):\n", - " os.makedirs(modelpth)\n", - " \n", - "files = ['secp.hds']" + "# make sure modelpth directory exists\n", + "if not os.path.isdir(modelpth):\n", + " os.makedirs(modelpth, exist_ok=True)\n", + "\n", + "files = [\"secp.hds\"]" ] }, { @@ -89,15 +89,6 @@ "execution_count": 3, "metadata": {}, "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "changing model workspace...\n", - " data\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -107,23 +98,24 @@ } ], "source": [ - "ml = flopy.modflow.Modflow.load('secp.nam', model_ws=loadpth, \n", - " exe_name=exe_name, version=version)\n", + "ml = flopy.modflow.Modflow.load(\n", + " \"secp.nam\", model_ws=loadpth, exe_name=exe_name, version=version\n", + ")\n", "ml.change_model_ws(new_pth=modelpth)\n", "ml.write_input()\n", "\n", "success, buff = ml.run_model(silent=True)\n", "if not success:\n", - " print ('Something bad happened.')\n", + " print(\"Something bad happened.\")\n", "\n", "# confirm that the model files have been created\n", "for f in files:\n", " if os.path.isfile(os.path.join(modelpth, f)):\n", - " msg = 'Output file located: {}'.format(f)\n", - " print (msg)\n", + " msg = \"Output file located: {}\".format(f)\n", + " print(msg)\n", " else:\n", - " errmsg = 'Error. Output file cannot be found: {}'.format(f)\n", - " print (errmsg)" + " errmsg = \"Error. Output file cannot be found: {}\".format(f)\n", + " print(errmsg)" ] }, { @@ -263,7 +255,7 @@ } ], "source": [ - "fname = os.path.join(modelpth, 'secp')\n", + "fname = os.path.join(modelpth, \"secp\")\n", "ml.dis.top.plot(contour=True, filename_base=fname)" ] }, @@ -294,8 +286,8 @@ } ], "source": [ - "fname = os.path.join(modelpth, 'secp_model_top.png')\n", - "Image(filename=fname) " + "fname = os.path.join(modelpth, \"secp_model_top.png\")\n", + "Image(filename=fname)" ] }, { @@ -508,7 +500,7 @@ } ], "source": [ - "ml.lpf.hk.plot(masked_values=[0.], colorbar=True);" + "ml.lpf.hk.plot(masked_values=[0.0], colorbar=True);" ] }, { @@ -543,7 +535,7 @@ } ], "source": [ - "ml.lpf.hk.plot(mflay=10, masked_values=[0.], colorbar=True);" + "ml.lpf.hk.plot(mflay=10, masked_values=[0.0], colorbar=True);" ] }, { @@ -636,7 +628,7 @@ } ], "source": [ - "ml.rch.rech.plot(kper='all', masked_values=[0.], colorbar=True);" + "ml.rch.rech.plot(kper=\"all\", masked_values=[0.0], colorbar=True);" ] }, { @@ -671,7 +663,7 @@ } ], "source": [ - "ml.rch.rech.plot(kper=5, masked_values=[0.], colorbar=True);" + "ml.rch.rech.plot(kper=5, masked_values=[0.0], colorbar=True);" ] }, { @@ -705,9 +697,8 @@ } ], "source": [ - "fr = os.path.join(modelpth, 'secp_rch')\n", - "ml.rch.rech.plot(kper=5, masked_values=[0.], colorbar=True,\n", - " filename_base=fr)" + "fr = os.path.join(modelpth, \"secp_rch\")\n", + "ml.rch.rech.plot(kper=5, masked_values=[0.0], colorbar=True, filename_base=fr)" ] }, { @@ -737,8 +728,8 @@ } ], "source": [ - "fname = os.path.join(modelpth, 'secp_rch_00006.png')\n", - "Image(filename=fname) " + "fname = os.path.join(modelpth, \"secp_rch_00006.png\")\n", + "Image(filename=fname)" ] }, { @@ -962,9 +953,7 @@ "fname = os.path.join(modelpth, files[0])\n", "hdobj = flopy.utils.HeadFile(fname, model=ml)\n", "times = hdobj.get_times()\n", - "head = hdobj.plot(totim=times[-1],\n", - " masked_values=[-9999.0],\n", - " colorbar=True)" + "head = hdobj.plot(totim=times[-1], masked_values=[-9999.0], colorbar=True)" ] }, { @@ -997,10 +986,14 @@ } ], "source": [ - "head = hdobj.plot(totim=times[1], mflay=1, \n", - " masked_values=[-9999.0],\n", - " colorbar=True,\n", - " contour=True, colors='black')" + "head = hdobj.plot(\n", + " totim=times[1],\n", + " mflay=1,\n", + " masked_values=[-9999.0],\n", + " colorbar=True,\n", + " contour=True,\n", + " colors=\"black\",\n", + ")" ] }, { @@ -1081,12 +1074,15 @@ } ], "source": [ - "fh = os.path.join(modelpth, 'secp_head')\n", - "head = hdobj.plot(totim=times[-1], \n", - " masked_values=[-9999.0],\n", - " colorbar=True,\n", - " contour=True, colors='black',\n", - " filename_base=fh)" + "fh = os.path.join(modelpth, \"secp_head\")\n", + "head = hdobj.plot(\n", + " totim=times[-1],\n", + " masked_values=[-9999.0],\n", + " colorbar=True,\n", + " contour=True,\n", + " colors=\"black\",\n", + " filename_base=fh,\n", + ")" ] }, { @@ -1114,8 +1110,8 @@ } ], "source": [ - "fname = os.path.join(modelpth, 'secp_head_Layer2.png')\n", - "Image(filename=fname) " + "fname = os.path.join(modelpth, \"secp_head_Layer2.png\")\n", + "Image(filename=fname)" ] }, { @@ -1158,10 +1154,16 @@ ], "source": [ "from matplotlib.colors import LogNorm\n", - "ax = ml.lpf.hk.plot(mflay=2, cmap='GnBu', norm=LogNorm(), colorbar=True)\n", - "t = hdobj.plot(axes=ax, mflay=2, masked_values=[-9999.0],\n", - " pcolor=False, contour=True,\n", - " colors='black')" + "\n", + "ax = ml.lpf.hk.plot(mflay=2, cmap=\"GnBu\", norm=LogNorm(), colorbar=True)\n", + "t = hdobj.plot(\n", + " axes=ax,\n", + " mflay=2,\n", + " masked_values=[-9999.0],\n", + " pcolor=False,\n", + " contour=True,\n", + " colors=\"black\",\n", + ")" ] }, { @@ -1385,198 +1387,6 @@ "needs_background": "light" }, "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAWcAAAC7CAYAAAC5M19tAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAABJfUlEQVR4nO29ebgtV1nn/3lX7X3OuffmhimCTDJoUIYGRA0qignchAvaP+ynMYCI2r9oHmxxaEEFtRFQhm6Vn9IC6YAaEBnigKRtyHAZBMFgCIYpEQkhSphCBsi9Se49Z9d6f3+stapW1a6qXXs4Z+9z7/o+T51du2pV1dp1qr711vcdlqgqCQkJCQmrBbPsDiQkJCQkjCORc0JCQsIKIpFzQkJCwgoikXNCQkLCCiKRc0JCQsIKIpFzQkJCwgoikfMJBhF5oIioiAxa1v+GiLyhx34uEJHfXXwP54f/fd+27H4kJMyDRM7HOUTkehE50Le9qr5cVX9mO/t0okFE7i4iXxORf1h2XxJ2DxI5JyQsACKSdaz+H8A1O9WXhOMDiZyPY4jInwPfAvwfETkiIr8WrX6WiPy7iNwkIr8ZbfNiEXlz9P0HROTDIvJ1EfmCiPx0w3H2i8j7ROTV4nCBiLxGRP6viBwWkY+IyLdG7b9DRC4TkVtE5DMicna07ikicrXf7osi8ny//BQR+Tvfj1tE5IMiMvH6FZEfFpF/FpHbfP9fHK37vyLyC7X2nxCRH+3RzwtE5HUi8i4RuR04o+X43wc8AvizSX1NSKhAVdN0HE/A9cCB6PsDAQVeD+wBHgUcAx7q178YeLOf/xbgMPBMYAjcA3i0X3cB8Lt+2T8Bvxsd4wLgFuA0YAD8BfA2v24f8AXgv/h1jwFuAh7u138Z+EE/fzfgMX7+FcB5vh9D4AcBafnNCnybnz8d+A84Q+SRwFeBH/XrzgY+Em33KOBmYK1HPy8AvgE8zu97o6EfGfAx4LuAnwb+YdnXQ5p2z7SylrOI/KmI3Cgin+rZ/mxvcX1aRN6y3f07DvASVb1TVT8OfBxHTHU8Czikqm9V1S1VvVlVr4rW3wf4e+AvVfW3atv+jar+k6qOcOT8aL/8R4DrVfXPVHWkqh8D/hp4ml+/BTxMRE5W1Vv9+rD83sADfF8+qKoTC8Oo6vtV9ZOqalX1E8BbgR/yq98JnCoip/rvzwberqqbPfoJ8E5V/ZDf99GGw/8ijvyvnNTPhIQ6VpaccZbJwT4N/c31QuBxqvpw4Je3r1vHDb4Szd8BnNTQ5v7A5zr28cM46/u8Kfb/AOCxXp74uoh8HfcQ+Ga//j8DTwH+TUT+3ssCAL8HXAtcKiLXicgLOvpVQEQe6yWXr4nIN4DnAKcAqOox4ELgJ7xE8kzgz3v2E5xl3Xbc++DI+Tfb2iQkdKExnGoVoKofEJEHxsu8bvka4JtwN/zPquq/AD8LvEZVb/Xb3rjD3V1lzFN28As4aaINr8dJD+8SkYOqenvPff69qp7ZtFJVrwCeKiJD4Lk48ry/qh4Gngc8T0QeDrxPRK5Q1fdMON5bgD8GnqyqR0XkD/Hk7PFGHCH/A3CHqv5jn36G7nasOw1n6V8tIuAeYntE5CvAfVU1n9DvhBMcq2w5N+F84BdU9buA5wOv9csfAjxERD4kIpeLSC+L+wTBV4EHz7jtXwAHvGQ0EJF7iMija22eC3wG+DsR2dNjn3+H+189W0SGfvoeEXmoiKyJyLNE5C6qugXcBuQAIvIjIvJt4pguLO9DcPuBWzwxnwb8eLzSk7EF/oDSau7sZ49jArwbp+8/2k8vAv4Zp9knYk6YiF1DziJyEvD9wF+KyFXA/8ZZJuDeAE7FOX+eCbxBRO66871cSbwC+C3/av78aTZU1X/HSQzPwzn4rqKmTXvd91ycpflOEdmYsM/DwFnAM4Av4eSP/wGs+ybPBq4XkdtwEsRP+OWnAoeAI8A/Aq9V1ff3+Bn/FXipiBzGEeSFDW3ehHMaFlEqPfrZCVU9pqpfCRPOebjl5xMSJkJ6+FSWBi9r/J2qPkJETgY+o6r3bmh3HnC5ql7gv78HeIF/RU5I6ISI/CRwrqr+wLL7kpAQsGssZ1W9Dfi8iPwYgI+nDVbc3+LjTEXkFJzMcd0y+pmwuyAie3HW9fnL7ktCQoyVJWcReSvu9fXbReQGETkH5y0/R0Q+DnwaeKpvfglws4hcDbwP+FVVvXkZ/U7YPRCRJwFfw+nyKfwyYaWw0rJGQkJCwomKlbWcExISEk5kJHJOSEhIWEGsZBKKiCStJSEhoQ9uUtVvWnYntgPJck5ISNjN+Ldld2C7kMg5ISEhYQWRyDkhIWEiztr7bM7a++xld+OEQiLnhISETpy199kgAiKcte8nl92dEwaJnBMSElpRELOHvbOpbHXCdiCRc0JCQifEGMQY7J1HOWSb6kYlbAcSOSckJDTirPUfL+QM3RolYt5h9Bkgs3O4KF9/9xN++nBUjAgRuV5EPikiV4nIRxfZ8TrOHDx9O3efkHDCQa0ixlGEbPSqlJqwQEysrSEij8fV0H2Tqj6iYf33A9eo6q0i8mTgxar6WL/ueuC7VfWmqTo1QxLKAXM2Ypw2dtno7dNunpCQECHcT7K+jgyH5LcdBsBsrHPpHX8+YesdxZWq+t3z7OBJZ+zTm28ZH//gyk8cu0RVlzZwx8QMwabhomrrPxx9vRy43wL6NTUO2Qs5gBu5/szB03sT9AFzdnpdS0iIcMC4+0itwrFjSJaRnbwf8pz89juW3LvF42u3jPjQxfcZW773Ptef0tB8x7Bozfkc3PA8AYobkPNKETl3wceqoHjSG0GtFhfYpG3iz4SEBA+1/kPJj9wOeY5at+x4u18UZUvzsWnZWFhtDRE5A0fO8WgSj1PVL4nIPYHLRORfVPUDLdufixvuaGaoraohQYdusqLrF1j8PbakY8s6tEmWdsIJAbUgBskydHMTuzUCjr/rX4Et7LK7MYaFkLOIPBJ4A26E46LIvap+yX/eKCLvwI1I3EjOqno+fjSKRRc+anIW1ok8xvFmGSQk9MEBeZqb8VYz4l6sNc9BpbruOIICx1bwd80ta4jItwB/AzxbVf81Wr5PRPaHedxgmY0RH4tCkDUC1Kq7sOZA3WpOSDjecECeVhJzE9RW7qPOtrsQqspmw7RsTLSc/XBRpwOniMgNwG8DQwBVPQ83ovE9gNe6UesZee/pvYB3+GUD4C2qevE2/IaoswbN8wpBQ9bSVDqt54A6KR9vr3QJJzYqRCuRrRYsyciiFCMgQyTLOEt/nEuPHR8jeynCFjK54Q6jT7TGMyes/xngZxqWXwc8anyL7YPmOZI1k3Hb61idpCeR9iJ15zadOyFhJ9BEzMX9o833gRiBzCDDdc7M+0dFrTIscFRXLx9vJYvtz4Py4iq9zTHaiDe2tqeyqiPSP6R/VV0Xlvcg3hTSl7CTaJQm1KK5v4fEAJEkKMZNWVYmpmQZT7rLz3LJza/fmU5vExTYSuS8PThgznZxmNaCqgv5UQGriLEF0fYh3ICJFrQ8bcwaPyBPq74a0k3Mh+yFScueEsX5Ult5GCb0R6tmXHEA2pKQ8f6cLCvSuRFBTtq3U13eVliEo7p6VLh6j4spccCcTbZvLzIYwHAAgwGSZe5CMqWHWa26Cy5MEYLV3Ju86xJJdBGP9W+C86SNvIOTZqKz5gTCWPhjOi+Lw5i2bCrfZTD0csYQ4nvrOIAibOlgbFo2lt+DOfCku/0MsmfDWcyAqHGWsxHIbbEcmBwCJAYJcrXayUQdLt54vzWHypjMMcHaOyBP45D+VSPphGWraC2etfETbsafi213FEXnPA6TPB70z+3EmYOnl9d1x/0Q2gSSlixDhgNHyplBgoW9guFns0BV2NQWX9USsavJGQDjdDBC6Iv6Yi2Sg7VobqloZ02oWQlqHVF3huGF176OfR6Qs8faH5BSp64QrV825qRpkk48doKowwPjSft/mksOX9CY2HPp0TeXBJ2wkgj/t0Kuq127FRlPrbOUoULMMhhAFowSLW6rg/f6OS7+6ut25HdsBxThqA6X3Y0x7FpZ4+B9noucfBIM3NOcQeam4QCGQ1gbuvnMtMoOhWXg46ODI0SyrBaONwGTLIiYyKO2YxZyaBP3t+MB0EfyWJQskh850rn+0qNvLubPHD6TM4edQT5TI9aaA+LInGQ1N+OAOZsD5uwxv0txzUclDyr3QMgZMF5jLu4xJx0yHLqiSOvrsLbGwQf88hJ/5XxwDsFsbFo2di05s74OJvOvWtFFE6YsQ4ZDPw1KD7SfYmIOXmh8mJD7zDBra5hhx8tFzWnSiqb1Tcvi2NI2uWRa+G3nIeiwbaz51rMud9pyDsQcyObMwdOLKcGdj7pGPybV1Rx+FVKOYbyUYfw0yGBtDfbugZP2wb49jqBP/bXt/EnbhqQ5LxAHv/X55ZfgPQ7z8acqsua1Z28Z1PW0YBk4KSS6KFVRcVEfBoq6AmPokjeaHIdtaEoAaPse2kdSSJvEccheWESRHJBanRDf95lC+MRw5vCZnW8Y01QHrGPSwyQmmmD1te7rBAtTHJMwAmrXanEPaM0BOIje8sI9ESxoI84oGmTocACZIEe3YJBh96yeNNAHdkZZQ0Tuiitb8QicAf7/Ap8B3g48ELgeOFtVb/XtX4irP5QDv6iql3Ttf3dazoFIm4i56TVsOEDWnJe5iOQIzg1vYYd2xRRHfWRZ1YKOLPDexFxf1ra+bo3X6hwU87V2TYWcwtTUx0P2wolWdWWf9eMTafI9LfteMow5u71N07koVpUk1BSeeKJEvrS+OTRk/Lk3RoOsrZVvjGrLSAxxw1MF46Zyv4FjDxF07zp2zxBdG3Dg+36HA4/73W35bdsFVZlV1vgj4GJV/Q5cwt01wAuA96jqqcB7/HdE5GHAM4CHAwdxGdWdB9l1lvPB73iBm2mLpgjLxUkTDNUlZmYZ5INyvRH/qibjFx14h0fmsg5xj0Xx4Xia592EFIgz/myCGA7wtOo29fmmqJC6td5C0E2ILeZKP6S2bUPIYbEqryUnxPN1B2a9T7Hm3pYa3/abm+ab+tF27LB8glN1lSNj2tD2W1vj9QMxD4fuzRHc2+LWlrv2CyPH84eR0uke5D8R1BjIBB1maGZQA7LLgjgU2JxSxhCRk4HHAz8NoKqbwKaIPBVX7gLgjcD7gV8Hngq8TVWPAZ8XkWtxheD+se0Yu4qcDz70heWXLLpYJoW9GeMsYYm2gZKUY0mj2Kd1F2D0aidG6FXmNSapLmdhk3zRZTEvCpP2Wbeu/Pcy/tWdBLO2VjSzm5uV722RLoHwxh4Sahudfr0QLPkueaPrIUnz20OXXLRsTBO1EyKQ4u9uiq4DI5BrbTvj3jgHAx8VFd4WHSlrlsHAoOG+sspi60nuDCzCMTu1rPFg4GvAn/mh+a4Efgm4l6p+GUBVv+zLJQPcFzcYScANflkrdpWsoQODZuKm8NQudDCJkk4aCDhYAcGpEULwQtZTvb3fd+EIGbOsexBInQT7EG2HlT31Ni1JNxMRSzbRtq1V/oxgNtaxm5vRLhocSzREXcQPoVjWmRGhf70yL6PjtBHcbpBB4j62WckSSXqFrBdB7zxaZNhSRHZYF/m0vg4b627e+HsjE2cxh/vCgliL5JZDH/7v2/ZbtwPOIdgoa5wiIh+Nprje/AB4DPA6Vf1O4Ha8hNGCJquh81G2qyznqsbsLyAFrCDFKxeukokGjcyAUYp6tLG1UNerA2JyN/ExjTuu6GTCi2WJPqF2Tdt2tYmXbYd13XZMj8JK9gRsjx5zy6KaJm1WbEEmdRknJuhp+1k/B332EVnrq+wwrMssbXUxuq6DStZffE1b66Ix1tdhNCrX4yznIjqj/tYJle+iCiMdv5d2AYLm3ICbOsYnvAG4QVU/4r//FY6cvyoi9/ZW872BG6P294+2vx/wpa5+7RrL+axHv8i9SoUpWMHh1SpY1cXrV+RdDg7C2IpuI+aA2vLKK2AdfYk6zDc5Eic5GHvGPnceexr0CeWrkW+wnEPZ1tYsy7aHzzwZZ4sIPxTTqUEvA1Mdu6XYVwEjLqzUO7tdY3UEPRqhtnr+1VrIc+8Q9Fa1by9bOTKySJ4jeQ4jv2yzJapphaEIR+1wbOrcRvUrwBdE5Nv9oicCVwMXAT/ll/0U8E4/fxHwDBFZF5EHAacC/9R1jIlXsIj8qYjcKCKNhfLF4dUicq2IfEJEHhOtOygin/Hrukz+ibj0qpcWr1LFK1Ug5EFM1v5VK5BxIPAmYp4Bxet6g0NuwobNy/rESQf0dIRV1tXlg74E2NEvs7YGRrBHjwHeat5YL6zp1rKtTf3u6k/f8zKL1Ry3DRmbS7SeYxJujZ6ZItqkHkKnVsuIC3+vqHXObR2NfLEj3ybP0a0RurmF3nEnHD3mrOrck/XWFhzbQo5uIUdHyOYIU3zfmus8LANzJKH8AvAXIvIJ4NHAy4FXAmeKyGeBM/13VPXTwIU4Ar8Y+HnVbg9WH1njAuCPgTe1rH8y7ilwKvBY4HXAY32YyGt8B28ArhCRi1T16h7HbIYnVa1bteqkBjUGyf28tQjGXVCxvBFLHtPCiPOFia/DUdNjF4VehZimIaCmKJA+iNrHlrCrmz0EtQUxT923RbWZpl1APaZcTKH+NTolo/Urj+h/Vr1+XKU5CSGh1rp7oxZRFAqEFf/ro8ecU1AEMk/e1pb7i+ODZ72vlgyrwjE7vcKrqlcBTbLHE1vavwx4Wd/9T7xT/YCst3Q0eSrwJnW4HLir11pOA65V1et8mMnbfNuZEZyBGCpTIWcYL2+E+Sxk/Hmpw2RVva35B1c/rdYcjNV077L2bdh+vjiiel3psX3G0kZfi30KbbqiE7fp5Wqxdx5t3F9M4BP71TcpZxb0TQ6K2lSIufY/nbe0ax+Lt249zyynNEUB+RBQZxFvOqs4zwsnb+HsjYi5vG6iN1HwVnQOo7wsLhbukV1IzoowstnYtGwsQnO+L/CF6HsIEWlbPhPOfOxL3ExdnigiMTxxh/k6Qcf6cxtiEg4aWxsiSWKqOhyzYIKjZ+Lx+zglm9AW51yz6O3RY26KojXmikyZtK4NfeWNrvMRyz9NyUAzoA/Jdjr7ZkFTpI64YdwKi7nWLiZocPKUbKz7ULoycauI9IgNH1/bRgfLJ7VpEYrt16dlYxE9aAsRmSp0RETODSErLQ0qxKoilSm0aSToikPQNJN0TMSR9axqq6VHodGZV2QQbkfkRAcxqNWFSSoVkm85ZhzLPLZuOChv7D4PrGn09q59BMwS3ujRK4FnTuJclbA8u7lZIWEo5YwYkmXI3j0uYzbcM4MB7NsL+0+C9XV0fYDdWMPuWy+m3Qb1skZ9WjYWwSRtISJThY6o6vmq+t1toSuXXf6icTKOt68Rt7OUKYi6cA7GNQLqiSdhPo73rBNfXyt5muy2vmggll6Wc8O2Tdt0Eb1adRKO2nGCVjtWiKjtGJ19m5asZyH2SRJPk7Uc9W8WeaMeAbJMkg5yUyFneEljvKF1FnKIcfZVHnVjiK4P3LQxRNeH2D1D7PqAfO+QfO+A08985Q7/qvmwqrLGIh4PFwHPFZG34RyC3/Axfl8DTvVhI1/E5ZX/+KwHOfB9v9OvoQgYRa0gIq6mi7eoRQXUeB25QRONiTlYzfV9h9TWCdZqoUWrRa0ZJ+gWcmiMDw6v4S0a7yyySq/BBDr6WXECxnWAPYH3Okb9eH4fY7JD0/emvvZFXz06/j6HvFHXktsGVNh2tP3uepw5IIMhMhige9ZhmBXGT8gnUBEYGOwwQ4fGDXAhMNrIyDcM3/uM3+fo3Qx2AJ/4X7+yYz9xFigwWgEZo44+oXRvxeV/f7uI3CAi54jIc0TkOb7Ju4DrgGuB1wP/FUBVR8BzgUtwBUEu9OEkM/bU/fOLqQGxvBFbzSGTsMgojJ2DbbCltFFBXGApzkoMq32RJBkMi5C7hWnSLbHAY5XHJu1jStT7bzc3Wx9O4TfPJbW0EWTT92mzCtus86Zz25IpuavHfZwUTx5lEzqN2UuFmSPjfO8a+b417N4hdq1KzHZg2DopY/Nkw7G7lOf4Ef/tVTvww2aHqrBpB2PTsiHa5fRaEkSqGfpP/MGyylVRVKWp38FhHNbl6uatdSF2ee4+g5e5cI5oOYWAe+st53i4q2A11DVobZA/inXjjhbXyfHwtjapoWhX37Z2nM71cZsuIqtbrhLVvAbGMs0Cot9vNzeRLJscsdGFWcLjpkkGmuZYXVa9x6T6FttqKc/q8K3/n6P4dMkyNwTc/e6FDl1ctB1m2PUMOzSIKpKrj5QS8nXD1j7D0bsZ8nVAcGMsD8CuQ74On/2tbbGgr+zI4uuFu37HPfWH3jD+wL3oB18z977nwfIfD30Q68nFOH9+VeWa9OTpTWupyxs+8F4y4wg1xD7HBV+aLOVQNrEogGRKiSNsFnckt6WmrYKQg0ZFkxoSWHoPMtsn6WSOeOamvpVfpX2/EVEXyShG2utgd/VlWsQSTMPDpfcxmravr29BG/kG0t5WKWNWP0b9AYz7n405B4Oj3Qg6EE+8gh0YdCDkQ2G0R9jcb9g82d+jPiRAM9g6CUYn5TzoLS9jY88m1/ynl8z1cxcNpzmvnqyx8uT8hB96maPcsegK/xkWq7saxPpl6pNSsCjuE/WvZ+oJV33NjZhoC9kCxBqUvErQcZuoTxIyFAHWIrkjt64Mo1VCNbeCiKPSo3NHXDSRa0CTLBATUQ8idynZPS+XgqgzmJacYTYNOf7s07bvfpq09yn6V6kjMmcM/HajHNAVX+d5iM2yUg5URUaKrjlr2a4Jo3VDviFs7RG29npi9q4dNZBvwGifJbvHMe55t8Pc56Tb+IErfpLXf8+blv1zC6jC5go4AOtYaXJ+wukvL7+EwIqCEF2xIwVH1KEeUYa7iKwAJUGj3imIQTN12YNxwklcGCmQsAEh8+F0lORblzXCcl+8vyixCC5gP1zY8egrbV7ynUI9nreOmkXfmJJttX/0SgPK+g610c77hsS1Wctt1u885DgrQdet+FUkaLWAd2CHASjW1mDvXhiYimfK1TQHuyZs7TNs7XEknQ+ptFPj5Yx9FrnLJt9899t4yF1v5CH7vsrds9s5/bOncf/BzTz+QZ/b6V87hmQ5z4o6KccXAOJIUzwxK44EEdSUBO1ey3DEjEU0kjfAOQehzAYMlnSelxa08QQNNQJvIOYQrB9+QkTmknmy39xC4hKcXZ70YuPuCIpGTGNN1mOG+xynhaB1azSuOTeE4YWRoMXY6R9WdULuwgI02bH99SHbpiidVSPoyIcgw6FL115fh/VhNWzV319qYLRh2DzJMNoADFgD1lvN+RroAEb7FHvXEfe4xxEefrev8MiTvsCD129kvxxlTXI2NeND1z+ILR1w+oM+u4QfXiJfwWiN1SbnmJhNNB83McFJJ4gXupQqQasP9CjC6oxBBqCjUhXB+vA4mzeStKh7AjgnoY6VHq3Ufa6kQDtJRMIAsuJC+nTgxjeUkfhY0wla8nagThRt2vMsu/ZDg9k7jwJUyolWu+B0aQlDJM3S765286Bu8bbp8U396eFEbMUyCDxEaQzK0et1UDt/ApoZ7JphtEcYbTgSVnBlFIYw2gC7Bvkei92Xs3f/UR54l1t55Elf4DF7ruebsqNsiLKlsKXCbbrGlsLF1z2Ugw++Zmd/s4eqsJUnWWNqNCWc1NfHsZd1gnaWs7OyxWihPysGycJ3HImKLWOY1UdxhMJJEUkrjA93lUXkDFQci8a4ojEBImUBGmOcLjvaKh0x3kETXvt7OdW65IlpSC/sy38fi6PuaVGHinWV0qGLIJ344dHHsRf6PA8mSUBdMkpddplXF1804mstvPGF+s3Wv/WpeEe8cwjm64Z8zS0LaqAduoiMfK+S77HouiXbM+Iue49yvz238oC1m3jw4Cj7jSuUtKWWwzoCu0lmLKc/4AutXdxuKJAnWWM61KWMTqI2lLJDvA9DRd4oCu8bdSuxZTW7QMxhnYZ5H1Ln5QypOxAro6zUHIyhTdBXYydiXM7UCOJ16ELnXVsDEbK1NScTjLa6h8nqEyo3B4q+TSJoEcyeDfTYMWR93YczLkBfn5R8MilKo2mbaVHffxvpTuOkrPdvlu1mQYWYTVk3I0QlBaNgmIEadJBhB4Z8zZGxZi5UTrPg+FPyk3JYt5iBZTDMGWQ5e7It7mruYL8ZskdC8tIxNjBsiWWI5UPXP4jHPfDz2/+bm6CQa7cRuAysNDkvGs6ypgyrwxaOQfWitYSwukAoRoEMBlrq0HlWJefaRV2Ne86dph202VDfA5yEkrnC9GxlMBqVVnxIBDBSDjKb53QO0jYP8XSE0Lnf1MNirktOWVYQNNoxKG5wSE1CVx/66vHTOvH6oA+hTiNv7LDljB+BvhJxlLs+iLUwymDPWqE326GQr8Nor7OW7Zpih2A3LGzkmKF1l4I4i3SkGRbDllr2CNgGK2ppxIx7qx7lyXKeC6I6UeboBUMZ/5xRDnMVkTTW6dwSW8CqjoRDwkphNfvqd6GfuUbJLaZK1hXLOnP/AZHCila1pUwiUjoeveXdOcLItM7CLvS1whuKSBWjxqytVfvvnX8x+ahVZDCcXput/9au7WYNzZu0r0We7z7HbuvSLAk/kdVcWM4VWc73YxQSunJQ0EywmXP6jfbC6CSLrln3hpopYtQTs4vqyK3h61t7uDHfzy32MAbng9jCclQtWypLrwDncs8SOU+F9733hZzxhFdUlsUEXSHOvve0t54J+nMo1K9USLoYo7CeK16XK0JZ0kBIqmiuyGjkSDoQc0hSiS1uA5iBs84z46zoMCJFRMwiBrXbNPxPV8KFX95av6NSe3qHLu66A7PswHT7meUto8s6b3u4TEpsmadPvv0smZiVsE6RqtXcBFveb2qcUWPXFF2zsGajdANBNfh7nFxweGuDf9s8hXtkR9jKDrMuisU5BI9qxlFdPg0ly3lWWKqxlvUsPtuyfBKCBV18dxmFRE5GoCTLCCGCREP9gWBBWnVjq6m6BBYriHhJI4/JRMopw8Uihe8hhbymXbvIhpbfOK3jr43YeskXtUiVptHJoeFBxvza8yyk2tS+jUT77KctwqXPcRaJyHk8FUGHGPa4hoaMvwEBTpKLoqUkV8xIkZEPY7VSeAWLAKdcIFNUnVxwx2jIF4/djbtmd5APDfvMMTKfRbap2dJjnRXBrqDmvHqPixre994XuhlLs3VcJ+YQ6+w/WxE5G8sSo8ZlEPplRXlS37ayzBOzDgx26KeBuEIwfmzDysVeFFwy1QLlWTQ/GFTbxGVOfZW71iJKXQ6oehbgJAKOHVy9NFop+9wH80gBTQ+VSeTY52HTFgrX9n1abCNJa55j1jcmN/TXQd1qHpOmKoaJ77d1y81IGd6hDG+HtdsEc9TAnQa2xIWFjgTNDZpLIRcc3lznls193LB5d/5t6xS+OLobN+b7udnu47D26Pd2Q52RVp+Wjd1hOcdo4p4aMVfW2fFlRfhdUQKU4p8RW9HheI06d1H5zr3mYTxpqyJ59WIvZBhw5F9bXqwzxhG03SoJr0h2EZccAF7/KyWH3mgisWkiPILjbkzv1WpSTj2Dsjh+u/XcVOy9E20hdU2W7Cx69A5HWchg6MdmnFI/VusqIA4HcKxH//y8FMRsnI8D2gl6NEIGGTKymC3L8A7LnlvA5AYZCVv7M/INRQcKAyUUU7MjZWuUccfWGl/f3MNXspMxKEcHQ/ZnRxnKHIWxFggF8iRrzIZgPTfpzwUiYg5Ws/S5TyKCDkRcXKLR8s7tgzWNt659mdI6pTeSfHxcI+41MWQXWltYoxKiPLIMNjfdUPaLqPrWZiHWSCbozq36c00n74QRJ+PMGm5Wdmr6dfVwuwl6+9SYcVsdbRHiyqeF2VgnP3Jk4gO2UsI2y0o5ykjzW09IxspM4eCWXDHHLOsjJTummC3DsWPC1n4h3xDydedzUetumy0Dt2dr3DzYi/F+nGN2wOHBUTZkhOl1k24zlJWwlOvoRc4ichD4I5w6+gZVfWVt/a8Cz4r2+VDgm1T1FhG5HjiMq/ozmqcEX6OmHBa1EXNsVcebxU7FQuLwDg87JUEHGSWGwRdXigi0zTKpQ4zvi4mEPBcpIrlbpkUEyJQE3WUpx1Znn6gEG946rLvRG7T5Md05jl23Pm17lmfMPDJBnwSWafuygKiNwmqe0gpvIubGB2gsaRRSXk9SCu1VMSOL5sLQP0jEGkzuCh+ZPUK+Lt5tIuTAURnyDdkDwMga7lxf4+TBUfZkm/zeo7tLre4MZpcxRCQDPgp8UVV/RETuDrwdeCBwPXC2qt7q274QOAd30/6iql7Ste+J5OwP/hrgTNzQU1eIyEWqenVoo6q/B/yeb/8fgf+mqrdEuzlDVW/q93M70MRnMSn775OIubJ57PyryRytBB3fB6ouazA+vo+V1uAsC4gsbIlGXGklf+OdLrWkF/Hx1tqWOThrMsqE0DRnNbuRXcRUCWmMoFUZq3tdOZaXOPJw3B18xe2KnmgjxEVpxh3kr6OtQt6otJ30wIj+D22kXKzzWrP08REYAQSMH7i1IGhv1Iwgu9MyzFyJBKwgOcgI7MiQbyi5hdwKt1sht8IozziaDziyts7ebLP7+DsFxTkxZ8Mv4QYTOdl/fwHwHlV9pYi8wH//dRF5GG40qIcD9wEOichDVNtNkz5372nAtap6napuAm8DntrR/pnAW3vsd2q89/2/UX4JxEZpLRfEHK3rIuZiV3XHXXD4xREV4K3haEPr9i+5IrlFcus82bkv7m9AjXcQDjPs2gBdz9Chn2JPuaF6rIAw2krcF69NTxxhJTj26k60Way8NnKw5bnW2qAE7ngT+lgnjp1AWybhNFEq4XvTNpOcrR1tdLTV3YeOY/Ul5sbrrD7afGgzGLgBXsOIKMV6/6GQbSmDo8rwducoHB6Bwe0wuF0Y3G6QIxn57UPuPLLOLUf28rXbT+Irt+/nK3fun+63bidUxqcJEJH7AT8MvCFa/FTgjX7+jcCPRsvfpqrHVPXzuJGjTuvaf5+74b5AnPh+g1/W1Nm9wEHgr6PFClwqIleKyLk9jteJ977/NxDrZARRfAlDR8oV55/Si5iLTkaRGAUpZ6V+XAnQjy5usZ6UtyxmM8ccGyFbOYxsGQJojCdk44b2WYuIemAcSYdRwuve8zh5Jdx8cQgUzG4px9v2bu4cd1M58OpkEB6eTfvYSYKOJZx5dGaobtsnnrnvvvrsj+mIufI2FwYxHiNmf06MS9vWYERUasZAiOAYHFWGd0YEfTsMjpQEnd2eoUeGbB5Z4/DhPdxyZC+HzvjDib9rR6D4wme1aTL+EPg1qu+991LVLwP4z3v65b15NKCP5tzUyzba+4/Ah2qSxuNU9Usick/gMhH5F1X9wNhBHHH3J+9gNdcljK7eTYFKhEUYUcV1tLTSwb2Na+ksKSIXgqPQJ6lo5kLtEF++1Cr4qA4R6yrkZUolo1DzKlHHvzEzyGCAWdPC2tKGDLzyB3Xoon010wnaMyLdUsZOYZoswzq6SLpJYmiLfJlXBtmO7MM4Jr1J0qj7QYoQT+MMlaYIJAXNFbOFf4sEk4PkEs277/nIkOfCaCRc98zfXOxvmxMtssYpIvLR6Pv5qno+gIj8CHCjql4pIqf3OMQ0PAr0I+cbgPtH3+8HfKml7TOoSRqq+iX/eaOIvANnyo+Rs//R4Yd30+uUunIFYyEU3euLXKeQoBKaBOsvkLK1bsxCP/4gpmpxF8P8eM1Yg6XjR2dx1e6cdVJ0IZQxDW1t5BwEVxgJCk+/mBBeNwU5tDn+JhGMNmjPsXY/CW2W96yJNH0xScPtk5wyreXbBy16vwyG3VJHXxIP11DD/0bVupK4UXRQMArCm6PGZO4d4OrKPWJydf6IXBAriDXFm6xb5gnaCpILn3vu8yf3dyehtEV23dQRwPA44P8RkacAG8DJIvJm4Ksicm9V/bKI3Bu40befhkeBfrLGFcCpIvIgEVnDEfBF9UYichfgh4B3Rsv2icj+MA+cBXyqxzE7UdGVI/lCVBun/jtuXhbLHMUZCyRpcZXqRhYZ5W7w2Nx9irWVQvsBbn9e1grW9cDAwOvTawN0w9XUZWPNfa4NYX3oau0Oh65uxZ4NZGMds3+/q5/sE1VmxgSHYLlKq/Nqy9djq8QPrvGNq8tmkkni/i7Kuux6q4jXTyNfxNu1adN99Oke6AzB89EZhZzRFTZX/7/VyLw0inAp3bk6mdGCGSlmU8k2LdlRy/BOZXCnMrgThnc4meNzv/4rvX/TzqFB0pgga6jqC1X1fqr6QBwnvldVfwLHjT/lm/0UJR9eBDxDRNZF5EHAqcA/dR1jouWsqiMReS5wCS6U7k9V9dMi8hy//jzf9D8Bl6rq7dHm9wLeIe4fPADeoqoXTzrmREQX4tQp231RiZDwFrSPRHB194MzsnZRF5a8lsWPgtyhod50Cc2q+3WlR9UXXjLV/YF7xbT+uLn798lgAKro1hbiU8Q1yC1NPy0qnuTmW4ijQx4JkRtuUWm1Ay6GGZz11fT/qRHyTMS8KH247/6mJeV627ZEmb7bT2rTsr+KFt0mZ1gtiwK2EHNRGExxb3n+HlARdz0aZyiZsAvvE3Lbwj+f97zJv2NZUJzEuBi8ErhQRM4B/h34MQDPmRcCVwMj4Oe7IjWgZ5yzqr4LeFdt2Xm17xcAF9SWXQc8qs8xpsEYIU9I0+5dzU4preeGfRY6my9MV1ykscOrFvZGsOAtqNGqJWJ8CF7mXg/FaJSQYlyFvFxdMSS/Px1mRVexYIzAsS1noWcGNstX4DaCjhNK5hnHMK7vHBN8QdQxSQcsc9zEVUIsryxIo3YPyXAdRiRsak7A1n34/014AzKlAaLWQu4ltxAqGkdvhBcMSpIOuPytKyZjNGCeXBhVfT/wfj9/M/DElnYvA17Wd7+7IkOwjssufxFnPvYl/SrRRRdYiNEcQ4VMaSdyL0PYkMG3pj6MzqW2hiiNonpXJuhgUO4vRINkpazhIk7EZUpt4QajFcGKIQzkYrbc8VxkR+lYlNyiGwNkc4QZDpDNTdgaIVtb6NFj6OaWGwIrSvcufnL89tFUhrRn9p02xCm70s0CuHTkeghzcaxZrebdilga6ZI7IsyTBVpJOIFxq7lYPh6F5A7uinipqNOM3R8nww19pNHQVKPOcm+sjEBywwf/zwtm7v9OQnZrhuBKIjypJ8kaeUS2pqFthRfcI18aXu2K9GwD1o9IrCKl5pZbzJYjabU+jC44U4amJOTwacJ+vfY8MM7a8K9XdiAu7C7z1rct+xU0axm5m8kAOhghrBU3e3Gp+Tj/wopuIghaCLovmqzzQNpSyieuaY2YTxTUSbguRcxZm6MVlbcW2yxrhHZ1sgbIrfvfWYq3HjGCbhoI8foDU1yTjrydIWR2y0PX6+erhl1LztNIG4XV3McIqVt5QiVBRI1gh96LnZXhROSKyRWz5ZxjwUmiBjQzvgZu5AisdFDQAVgMYrQ4hl035GvOMjFFqcYyOkXESyuZ8Vq0dTfWwOkusqboaIT4YkWF9LDoiIi2VHC1xY+t6Nqz6rfHCxadPh62q893WeUREUuwrkOYXT0mvfCZqC+65cNIBwNkOCiSqiq1zUVhYHjC6S+vJo+tKFahxEcdu5acgWZCbiPp+nLL5FgVH9amflQUNYAR7Jpx5JmFgS/x4UKKyTNnTY+0SJaBiJALS7x0mBTrB4JSPgDyNYMdhO5KRcsLJK0irl+xNBNutMwg6+vYI7dXLNbemDeZgqouHS+bui+riHkLJG0jOrNH68RsqtdMkbACJSmHkelHfjAIa938aISMhpAPnYEw8AbGwLhErKyjHysCUVwlyRXD7iXnStLJJLkisrTjtpYx2aICExGe/7QD44lTXP3maARiF+PprFwZ+c88SBKMOcPib4KUmaMDv+8mg1TGn/JFaGGc6SXiMwktZmO9OkBsjVQaR9iehIa04aLkZS0Z5riTL+aUIyZKSNOSfh+ibygLUBBzPNBwnKEaO7fVRtFHeUnaIWoJwI9oot5d4ojZ8MQf/F3e88Hf6v97loBkOS8aTdZwhLHRTJoIGlxNWxoI2lIZd1SNI8x8zVu2Q68dx9FKVrE2ZEeJHzmCKklHYUbuOFpIJCreQi8sbZwzJkSSiPcS+n0UoXyBoOuoF1Lv6YiqtJ9AFIHcJcs629U26t92VdD0QGoj2YbzGz8Aw+glxcOsSYOe8hw1p3DX4ps9+Y4Rc7Ca66Oi1FO267CetI2fRJABLuO1qOhleOLjX4Zmwnvft4ISh64mOW/vu9V2oi8x12OQgzUbTaHoS6dz0TvxNPN68ACvOwddOTgLndWbrwn5GsWn28ZLIQZs2M44S7lYVtTzKG+04hgxx3qSd9ZyW58jL/2EwkKdg8bOg7j4UjztVA2NeRESRXy5zTCVq1teh+Msv9o2xfJAzH5+rF2fJJuGYkyVWhp19CHmWHsupqZlUjoY1bpkLD/EmgTpw+Id5u7Nrl6TfVUg+fi0bOySO2QCuixmiHSzyNLMy9e0oiZGHab8DKTptGZK2UGoWLkuIsNNdiBuyPgggwwj4pVIxjBBv64SeJA1VHAPAyM1gtbKZyvqTh4oSbKxfc2C66ktTxU3HQh6lUk6KhxUiR+Op4m7aN4ujN9nhgPMcND9EOhR/W6ixhwX7oo15kLGqDkDQ6GtgsRNOYRaKLrV5EC0WmTNOmK2heQWoprOOLCCBK0N05Kxu2UNmEzMjdtEZBwcg4G0i4sTiphOU8YXhynWmt1x3WexzJOrWEeoRnzdZxvKmrptQntHxt7BGEd0RBe+XXNWCLXjhjENycz4QybO8jJux5XY2TYrtsEimznLrQ0xQa+ozNGY1FFt4JKSRvULsZoQMlYStZaYI0WGntPSygzOKORwUhagjI8xWUgasZzh/REF6Ro/lmVdcy76irsgY9kq9m3Uj6laZNSq4owfUV+7W2C0AswXY0Vljd1LztOczOJC69LOAHHSRjE4q6+noQPBDg06DNZvKUkUJAsFacYWrwQO85mK7kIQR7KUBK3Gh9NlVQ27Dmc9q7e6nRUuAmSZ47pwQJ9tCBQZYhrijosniS0/J9z4jRXvFk3Q8bJlQ1qy7YrV0Tq17vzXE0bqEkPIMK3HGmdQ1sL2bcTp0HFqfNNbSWup0Ercsn8DiJdXpIlIX64Tc1geyxsZVSMgLI9RvK2KJ2Zn+EiufUol7ygEVkLGqGP3knNfBIeGiCOsHIoRRiZsF0p96sBZzXlEznZAYeEW+m+xrb/HxC0W6+ZRKdK4VYpFTmseQD4sQ/Og3KfU9u0eGkCuhQ6umasI5sbmCw4md0OJ+JrR1iL12ONVIMI+leB2Ek3RGG3tjD/nElm/fp1kWVlDOVidsSUbNw8abZFo5P5P4p/ecS2Ttr7UrXMxNWu4Tc5o6M8Y/FuXezuTalXBur6twXtNaT3HtTlW4JKrYBX7xIlAzlAhaM38U9LU1gcZIySbRDWYY6vZDhwx24wy9hnGiDSQc1gXHHqOyD05+uF98g0f+RFiQhWnz1V37axsv59gbYekFef0U9RoaT2LzwjzdaLFZpRjD0Il42ZWK3ge67ktDG0ZxFz7DZ1Ov9DWR6iohCw6LZYXURI1MpT4OLHTN8/L69QP+aXWUhlrsS2JqH7+26zmJoeeW9nrFI1JHXEoU31//k10LKHFGyirhlXs03FPzpWi+WFZhhvvLC6IVFgY5XxM0Pmw1JuDpRvkjWLnIVQuHCesU9A8cLIUDj4Iadqe7MGH3VFIJY2VrYNV7qUN8X1lJIWEUrYtLTe1Cnleko3KxMFVp45R7kvWk6zTnSTovv2NwgXV2mK+kCkGESHWEz38/Nj/BkDVl3tVNLzxqCL+U8W6mhVxve6x7lXlk15Wc+jTtGgi8y6CD0Rt3ZtAH7fQjkKTrLEjaCtapCJVKdc4pwVQknFMyiZIGk5zdpEUFJEYxWRK550YCOMKutC70rKWQOR+nc2drpGvUcky1OhCieWSLpIupI46MYdX0WA9RV52Nzjsgq7IemW1VZBKAmaUSMYSc2KtFn8ujXFSRJAsMlPqupU+jFuyY7DuyS7+9aog6Tx3VjQUckKjvNH0gKlbzfW+tD2UtMHijX9LUUQscgqGz7q8Ee0rSByHPvyi5uMuEatoOfd6HxWRgyLyGRG51o8oW19/uoh8Q0Su8tOL+m47C8569Bz/3KZXu8hqLqIzBqbI1HPShtea4/hkqcoXpdwQYpbLyQ6ctW3XXKarXSuJeWx/UOhgsf+uGCex67c1LRsOqrGssde9zRHXFp/chkUT8hThaq3bxQk3XfuaKqXd/zNiDVmcFitZ5uqahBFw4rEn61l4Y9de1dItSN5vI3WduP7boNtqjvsK3ZZu+J1x4lYTppFG4uioVYPiw/9q05Ix0XIWkQx4DXAmbqiVK0TkIlW9utb0g6r6IzNuu7NoeLUsCrYYcENMSeFsK+OOpSpjQBmpUSwoPyte6WBJB7L2i2Myruym4Z4Y83I3xWTWrZdQ3tQTtAB6bDNyBo3V85yeELcbfVKk58x4rESlFGnnIVIi8wXpI5KLSSvIHYGMG48rzQRW2Y+3xMVZz5KDhuP7YkOFDg3j9bLrOjeUkkrFeu+SIHSy1BFbzeF7x35DaN2YRb4iEFxy46qhzxV9GnCtql6nqpvA23DDfPfBPNtuLyIpI4TOudA0U8oaRSREaTHXiTl8ViLUuq4/T9L4fcXp3JV9xI6/FlIO6dtSxMHWXsOhmbQmWjkreKU2ocMibsrm64Xa20OcWFMQXzz0WB+yaXPExdvHskdTmrU4K7pVSw7EHPbRpDX3RR8/Q9NviX9HQM1i3raRi+bFClrOff5jfYf0/j4R+biIvFtEHj7ltjsODRpziNIwxo8R6DP3fHxzITkYKg6+wlqtW65USbsgUtvctlgXrxfKanP1az0YQgpFTY3KwVteNX0FMR2NYDRaSQumEzFpNhByTMbjiRh1AmmRBSYcW6NQNxrGhmxE23nuIuh4eRNB10kaqskmUHVENh2rCZWiYLULdQrHcOtgFatKzAomH5+WjT4OwaYzXT/LHwMeoKpH/Gi0f4sbwLDPtu4gIucC5/boz8wYu2iiyIxQPD+UBS0sVxPSraO+ehJVpYhVrsc5F4684uDNUgV+H5VYSymnImJUa+taf2TNih6NWvXDImNwVeKd+6Aj5K17s4ZKcNG+Jkal+Phw9WFurRJFU0H7aR6EQTIIEgeAAbHGSRyWYl0lmSW2vGOZockR2BfTROrU/w/xKYjkjEs/+uLp+rBD2K0OwYlDeqvqbap6xM+/CxiKyCl9to32cb6qfnfHUOQFLr3qpT26PQERMReja0dSBlISdDUOL/qsSRIxysJE+BoD0TbUpAqlEpkRnIrF6BJRe5tJi9TR4byJi0CFGy5fwauxDXGyA2F2esmiV/suKzomq0DETevqVvW0FmOdaGMLOqyvFyeK24/FU/e4zdsqNvZB23mNHgYrK2fAyjoE+5DzFcCpIvIgEVnDDQN+UdxARL5Z/BDbInKa3+/NfbZdCurEHFvNhfYc2gTdN7oAI1KOCVdi4oaqjlyLviikD6rbxCickH05qCul1tpxS6j+er+KaCHmVtSjNWb5XU3RHkV/tEy19t8r812yR1fZ2s7+xAQcWcKNUSE1q3kW+Wqavk3zgFwBwmuCgBtpqDYtGxOvXFUdAc8FLgGuAS70w3w/R0Se45s9DfiUiHwceDXwDHVo3HYRHb/0qpf2DASMUDjiqsRchihJKRuYUm+uILaSG3RnqS9rIfImNFngbkWtC0FmiW+8Ivyjh/UcFvlaEFM7zRaBPjJKAzHPhL7E3rhpj/Zjg+Nq83zXsjbEVm+sPzfVyAh9bnMC1yN5FtXH+Bi7EcFwqk1dEJH7i8j7ROQaEfm0iPySX353EblMRD7rP+8WbfNCH1L8GRF50qRu9UpC8VLFu2rLzovm/xj4477bLgqXfuylnPWYhpjn+MTWr9MGp4vGGnOI1AjNWlTzOIOvbtm2asstBN3Yvo5IXrFD0M36PmrOwR43VzmCSbFgZ7XntrC9uvOP+OsEq7lr3Tb+NlWLWFNNBIr152nDyFrD1XD6s9pGoh0rbtSmjzf/iGrbSX3uCp2zAmbK37xEzKA5j4DnqerHRGQ/cKWIXAb8NPAeVX2lz+t4AfDrIvIwnHLwcOA+wCEReYhqe47uir7L9selH2vQn000xYicI7GcUawzXtIIzrig7YYmTQTb4eibWB9WW+brzaQqbbhRUWo3EZS1qgsr2VbWa0xO8Y01oQLbtqKrrsaiiHlGjJX5nAZN1vOsumsciRFpynULudFibsJ2EGaPfS7EV7QdUKYutq+qX1bVj/n5wzhl4L64UOE3+mZvBH7Uzz8VeJuqHlPVzwPX4kKNW3HcpW83ohZKVJEzgrUcdOWImOsODQ3hE5QkXU8iueblv1I59ENf+KpK+15WcuNvmLB+xhs/jlIoIhqWYUHPgykJdOIYfkyWM4qojWAdW1AzwXqGZmu4D+LoDXAPV6vjhNxU8rMLIekkTsmek7xbQ+lWFAJlrsAs24s8EPhO4CPAvVT1y+AIXETu6ZvdF7g82mxiWPFxQc7Beq5IHC3B8ZXY5rpmF6IzTNCkaweKnHjFPaZuwTWv+BWa0LT84c9/VVWvngFxxEYxwGuQNuLBBPpYbfXaGKuAvlbzNMQc/cYugq6/RYwduy+Bxe2atplH11UtCLpA5W1oSkmjDQvK6rvk478z9z62Ddoqa5wiIh+Nvp+vqufHDUTkJOCvgV9W1duk/Vy1CKTtOC7IOeDSj72Us77rt8dXtBIzlXC5ovBRRHz1C7OQNQQ+/XvNhDwJn/796naP/EVnXU9D1JoJZEJ9gFfRBmJug9RKUbJE67nWr505zDhBL0TesdpsPc9LdHF6N5QEHaNp/9Mec1rtedK+dgHMqHHxTV2hvSIyxBHzX6jq3/jFXxWRe3ur+d7AjX5577DigOOKnAEuvfIlJUFHF1RBzAFBtqjEOkcac6Q1lztxH5/8w9lIuQ2feHV1f4/+uVdVGwg06dM2lKjUmt5cqdlMc1iXVHfqiKpGyCtiTS/Eap5m37Pu16qTNmqhd4hUCRoWo/vGJB1/n5WgJ1n6M+CST7187n1sO3R6WcOHDv8JcI2qxjfsRcBPAa/0n++Mlr9FRF6FcwieCvxT1zGOO3IGR9AAZ333i0v9K9wvgYipWs2FpNGW5OFx1WsXS8yNx3jd+DG+65w/ACLN2pOw5FqOeJxHpKy2Km9MQKP2vAxst9U85QNnLku6ruPOE70REFvPXUQ/TS2NPujqb90I8tgVxEzQnKfe7HHAs4FPishVftlv4Ej5QhE5B/h34McAfPjxhcDVuEiPn++K1IDjlJwDLv3oiznze14yTswNVrPGjpSIvAOu/JPn7Wjf62g7/sH7/gIMB+hJe6qWcxfihIZilI1wo1fJ65D+Veeuzhw8fXzsvFnRUsBoVyAirzKsbkLf+1jR9ZC6+rp4P5P21YY+lei60EDcl1y9O4gZKIyc6TbRf6DdTf/Elm1eBrys7zGOa3IGuOyKqgZ94Pt/xxFyg9Vc15ovf9vzd7q7U+PiL/6vYv7gvX7Ozezd24+kY3hCvmz09qmO39b+gDxtqv1Mje2ysOdIWGlEk/UMzREcfSWFeuRGD4u2uW8NceYLkDZ2FTGDkzVWICOwjuOenOs49OH/Xvl+xhNeUTgCP/DuX19SrxaDi7/6uoltztr3k6DKpXf8+bb2JVjcvUl6la3met/qhNVU7Ai6w9SatllUbPSiJY2AFa3HvAgkcl5BvO+9L1x2F3YUl97+ph09Xi+SXtW6HnNA1TsG65LBJIJuQpO0MQ8BbyPJ7jqrGbpC6ZaKE56cE3YG01rS22o193AKNh6/rS5FTHRt+u1OW53THivu93FsITdBSJZzQsI4Sc9aNW4V0UZqk+QNmGwJdzkGJ223Xag9iC6+5hXbd6zthCqygiV0EzknLAUlSZ89tm5HtOb6uISLdgS2YZY06T6kvGRLd9cSs8c86dvbhUTOCUvFIXshAAfMOEk3YtFW86T9zXK8Jmmjadks+nNjH3fgYdL2Hbj4X165fcffCaxotEavq0FEDvoapNf6Mnj19c8SkU/46cMi8qho3fUi8kkRuaqWp56QUCCQ9DIjNGYaEDagIQtT67p2kSDUEJXRso+yczOEy/XKCmwZzaWnhLLridlDcjs2LRsTLWcRyYDXAGfi8sOvEJGLVPXqqNnngR9S1VtF5MnA+cBjo/VnqOpNC+x3wnGIQ/bCSk3qA+bsHSllutAHQhHP3OIYrOvP8TbQrUHXdee+xNzUbgpZ5eLP/s9e7XYrZIYklJ1AH1njNOBaVb0OQETehqtNWpCzqn44an85rqhHQsJcCGR95uDpy+lAZRy+2Qi8CKmL0UTQvfvUY7s5ZY6LP/f7c22/K9F3NPUdRB9yvi/whej7DVSt4jrOAd4dfVfgUhFR4H/XS+4lJEzCZaO3Oys6y5bdle3DWEhehwa9DRrzxZ//g4Xvc9dAQUa7k5ybroTGdwAROQNHzj8QLX6cqn7JF52+TET+RVU/0LDtucC5PfqTcAKisKKHz1zofheaoj0NJskbizhGBy7+tz9c2L52PVR3reXcqw6piDwSeAPwZFW9OSxX1S/5zxtF5B04mWSMnL1Ffb7f1+oJQAkrgcu23rq6VnS9brMn4EZpow1h276RG5N06Oj7xV/4o377PAGxWzXnK4BTReRBwBdxgxT+eNxARL4F+Bvg2ar6r9HyfYBR1cN+/ixgRQcSS9gtOGQv5ADbTNA9yLQYqmpeNFnF04TWxQR8w6vn78+JBlUYLaiy4gIxkZxVdSQizwUuATLgT31t0uf49ecBLwLuAbzWD9My8iMI3At4h182AN6iqhdvyy9JOKGwXTLHdqHTMdgGa7n4K6/d3o4lOKygrCG6gsPIJFkjYVrMQtJTjbBSH5+vaGqqy8a+R2079nvxjef16nPCGK7sGkqqD+6yfi/9/vs8a2z5xdf/f3Pvex6kDMGE4wKXbb11+6zoaZyGNd35kptfvz19SlgclN0payQk7BYEZyEwux69oGSXS77+JwvZT8JOYPdGayQk7BocshdywJxdDJ21Y1Edqlxy+IKdOVbCYqHAqHn47WUikXPCcYe4mNJUJN3Hao705p0euCBhm6C6uHEwF4hEzgnHLQJJA2Ohd9Mkn2z3kF4JK4AVKHRURyLnhBMCcVElV1Cpdum3WM2XHn3zNvcsYelQRbe2pt5MRA4Cf4QLMX6Dqi60RF8i54QTDofshXBs2b1IWBmoTm0596zWORdWdLyfhISEhJ2BAprnY9MEFNU6VXUTCNU6F4ZkOSckJJzYUEVHU8sa01brnBqJnBMSEk5oHObWSw7pX53SsGqjNnrT+VHJ497VOmdFIueEhIQTGqp6cIbNelXrnAdJc05ISEiYHkW1ThFZw1XrvGiRB0iWc0JCQsKUaKvWuchjpKp0CQkJuxlLrRy3negla4jIQRH5jIhcKyIvaFgvIvJqv/4TIvKYvtsmJCQkJIxjIjlHwdZPBh4GPFNEHlZr9mTgVD+dC7xuim0TEhISEmroYzn3CbZ+KvAmdbgcuKuI3LvntgkJCQkJNfQh56Zg6/v2bNNn24SEhISEGvpEa/QJtm5r0ztQW0TOxUki4CoffKpH31YNpwA3LbsTMyD1e2eR+r04PGDZHdgu9CHnPsHWbW3WemwLgM+8OR9ARD66Gz2wqd87i9TvncVu7fduRR9Zo0+w9UXAT/qoje8FvqGqX+65bUJCQkJCDRMt57ZgaxF5jl9/HvAu4CnAtcAdwH/p2nZbfklCQkLCcYReGYKq+i4cAcfLzovmFfj5vtv2wPmTm6wkUr93FqnfO4vd2u9diZXMEExISEg40ZEKHyUkJCSsIJZGzvOkhC8TPfp9uoh8Q0Su8tOLltHPOkTkT0XkRhFpDFFc4fM9qd+rer7vLyLvE5FrROTTIvJLDW1W7pz37PdKnvPjDqq64xPOOfg54MG4cLuPAw+rtXkK8G5crPT3Ah9ZRl9n6PfpwN8tu68NfX888BjgUy3rV+589+z3qp7vewOP8fP7gX/dJdd4n36v5Dk/3qZlWc7zpIQvE7s2HV1VPwDc0tFkFc93n36vJFT1y6r6MT9/GLiG8ezYlTvnPfudsANYFjnPkxK+TPTt0/eJyMdF5N0i8vCd6drcWMXz3Rcrfb5F5IHAdwIfqa1a6XPe0W9Y8XN+PGBZxfbnSQlfJvr06WPAA1T1iIg8BfhbXLW+Vccqnu8+WOnzLSInAX8N/LKq3lZf3bDJSpzzCf1e6XN+vGBZlvM8KeHLxMQ+qeptqnrEz78LGIpI0+CRq4ZVPN8TscrnW0SGOIL7C1X9m4YmK3nOJ/V7lc/58YRlkfM8KeHLxMR+i8g3i4j4+dNw5/jmHe/p9FjF8z0Rq3q+fZ/+BLhGVV/V0mzlznmffq/qOT/esBRZQ+dICV8mevb7acDPicgIuBN4hqou/VVVRN6K87KfIiI3AL8NDGF1zzf06vdKnm/gccCzgU+KyFV+2W8A3wIrfc779HtVz/lxhZQhmJCQkLCCSBmCCQkJCSuIRM4JCQkJK4hEzgkJCQkriETOCQkJCSuIRM4JCQlLwaSiVg3tzxaRq31Bprdsd/+WjRStkZCQsBSIyOOBI7j6Io+Y0PZU4ELgCap6q4jcU1Vv3Il+LgvJck5ISFgKmopaici3isjFInKliHxQRL7Dr/pZ4DWqeqvf9rgmZkjknJCQsFo4H/gFVf0u4PnAa/3yhwAPEZEPicjlInJwaT3cISyr8FFCQkJCBb7Y0vcDf+mzwwHW/ecAV1zpdFwNkg+KyCNU9es73M0dQyLnhISEVYEBvq6qj25YdwNwuapuAZ8Xkc/gyPqKHezfjiLJGgkJCSsBX5r08yLyY1AM4/Uov/pvgTP88lNwMsd1y+jnTiGRc0JCwlLgi1r9I/DtInKDiJwDPAs4R0Q+DnyacqShS4CbReRq4H3Ar6rqcV0JL4XSJSQkJKwgkuWckJCQsIJI5JyQkJCwgkjknJCQkLCCSOSckJCQsIJI5JyQkJCwgkjknJCQkLCCSOSckJCQsIJI5JyQkJCwgvj/AS2M3bdKwIDiAAAAAElFTkSuQmCC\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAWcAAAC7CAYAAAC5M19tAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAABfq0lEQVR4nO29ebwtaVnf+33et2qttfc5p8/pgYbuZnJo4hQxxAsxxCDX7uZgzCU3QWRUc1GCihoBI3gTNcYBbxSjFxRb9LaogKigXIPdDcYpKoMYUUEhBDA0tDQ9nmEPq6reJ3+871v1Vq1aa689nLPXPl2/z6fOWavGt2rX+tVTv2cSVWXAgAEDBqwWzGEPYMCAAQMGzGIg5wEDBgxYQQzkPGDAgAEriIGcBwwYMGAFMZDzgAEDBqwgBnIeMGDAgBXEQM4PMojIo0VERSSbs/y7ROS1S+znFhH5/oMf4f4Rzu+zD3scAwbsBwM5X+IQkY+JyA3Lrq+qP6iqX38hx/RgQXiATUXkXDLZwx7XgKOBgZwHDDgALCDd/0dVjydTdVEHNuDIYiDnSxgi8gvAI4H/P1ht/yZZ/BwR+Z8icreI/N/JNt8rIr+YfP9HIvJHInK/iHxcRL6u5zgnROR3ROQnxOMWEXm1iPxnETkrIu8Skc9K1v8cEXm7iNwrIh8UkWcky75CRD4QtvuEiLw0zL9KRH4zjONeEfkDEdnx/hWRfyIi/01EzoTxf2+y7D+LyLd01v9zEflnS4zzFhH5KRF5m4icB56801gGDNgVVHWYLuEJ+BhwQ/L90YACPwOsAY8FtoHPDcu/F/jF8PmRwFngWUAOXAl8UVh2C/D9Yd67ge9PjnELcC/weCADfgl4Y1h2DPg48C/DsscBdwOfH5bfCXxp+Hw58Ljw+YeA14Rx5MCXAjLnnBX47PD5y4C/izdEvhD4FPDPwrJnAO9KtnsscA8wWmKctwAPAE8M+570jCNeh3uB9wL/4rDvh2E6OtPKWs4i8nMicpeI/OWS6z8jWFzvF5HXX+jxXQL496q6qarvA96HJ6YungO8Q1XfoKqFqt6jqn+WLL8W+D3gV1T133a2fbOqvltVSzw5f1GY/5XAx1T1/1PVUlX/FPg14OlheQF8nohcpqr3heVx/jXAo8JY/kBVdywMo6q/q6p/oapOVf8ceAPwpLD4N4DrReT68P15wC+r6nSJcQL8hqr+Ydj3Vs/hfwK4Hrga+HfALSLyxJ3GPGAArLascQtwepkVw4/r5cATVfXzgX994YZ1yeBvk88bwPGedR4B/I8F+/gneOv7NbvY/6OAJwR54n4RuR//EHhYWP4vgK8A/kZEfk9EviTM/4/Ah4HbReQjIvKyBeOqISJPCJLLp0XkAeCFwFUAqroNvAl4bpBIngX8wpLjBG9Zz4Wq/ml4oJWq+jb8Q+qfLzPuAQNWlpxV9ffxr4M1ROSzRORWEXlv0Bw/Jyz6BuDVqnpf2PauizzcVcZ+yg5+HPisBct/BrgVeJuIHNvFPn9PVU8l03FV/UYAVX2Pqj4Nb23+Op48UdWzqvoSVf1M4J8CLxaRL1/ieK8H3go8QlVP4h8kkiz/eTzpfjmwoap/vMw4A3Z7bbVz7AED5mJlyXkObga+RVX/PvBS4CfD/McAjxGRPxSRd4rIUhb3gwSfAj5zj9v+EnBDkIwyEblSRL6os86LgA8Cvykia0vs8zfxf6vniUgepv9NRD5XREYi8hwROamqBXAGqABE5CtF5LNFRJL5y0Q+nADuVdUtEXk88Ox0YSBjB/wojdW8cJxLHJMw5qeLyHERMSJyE/Bc/INiwIAdcWTIWUSOA/8Q+BUR+TPgp/EaJHiHzfV458+zgNeKyKmLP8qVxA8B/za8mr90Nxuq6v/ESwwvwb/F/BkdbTrovi/AW5q/ISKTHfZ5FrgJeCbwSbz88cPAOKzyPOBjInIGL0E8N8y/HngHcA74Y+AnVfV3lziNbwK+T0TOAt9NsMQ7eB3eaVhHqSwxzmXwbcAngPvxssw3LDnmAQO8t3tVISKPBn5TVb9ARC4DPqiq1/Ss9xrgnap6S/j+28DLVPU9F3O8A44mRORrgBeo6j867LEMGBBxZCxnVT0DfFREvgogxNNGK+7XCXGmInIVXub4yGGMc8DRgois463rmw97LAMGpFhZchaRN+BfX/+OiNwhIs/HO26eLyLvA94PPC2sfhtwj4h8APgd4DtU9Z7DGPeAowMReQrwabwuP4RfDlgprLSsMWDAgAEPVqys5TxgwIABD2YM5DxgwIABK4jemr6HDREZtJYBAwYsg7tV9SGHPYgLgcFyHjBgwFHG3xz2AC4UBnIeMGDAgBXEQM4DBgzYETeYZ3CDecbOKw44MAzkPGDAgIVISXkg6IuHgZwHDBgwF10yFjMU1btYGMh5wIABS0GM8Pbylw97GA8arGQo3YABAw4fN4hv+hKt5YGYLy6WaZC5sF1UqL/752H6o6QYESLyMRH5CxH5MxH5k4MceBc3rT/vQu5+wIABAy4qlrGcbwFeha9524ePAk9S1ftE5Kn46l5PSJY/WVXv3tcol4BOp9w0eS6o4/btoYbNgAH7QbSaI95e/jI3Zl9df76U8JQnH9N77p3t2/DeP9++TVUPrXHHUoWP0rrKO6x3OfCXqnpd+P4x4It3S857zRCMNw9ieHvxhqW3udRutgED9oMuMYu1IOElWx2wUgT9XlX94v3s4HGPHesf3nrtzPz1az+2733vBwftEHw+8FvJd8U35HyviLzggI/Vwo3ZV/sbKNxEN+bP2nmbsE5N6gMGDGhBrD3sIVxwKEqh1cx02Dgwh6CIPBlPzmk3iSeq6idF5Grg7SLy16Fxa9/2L8C3O9o7wlM94sb8WYiRXpnjpvGzUdcY6DW5q2tZBallfam+1g0YsAjqFDHNb+tSu/8VKHA7rnexcSDkLCJfCLwWeGpa5F5VPxn+v0tE3gI8HuglZ1W9mdCN4kALH4nhpmNf01gAqqhz6Pb23E1qq1td8zo3YMAljq6cAaCVtyDVGcRI/f1SggLbunrkvG/mEZFHAm8GnqeqH0rmHxORE/Ezvllmb8THQaGljYEnV2v8fGshzyDL2q9qUQoJVrNY2wq0j9r1IH0MuFRxgzy9l5hbUOffNMVccr8FVWXaMx02drScQ7uoLwOuEpE7gO8BcgBVfQ2+o/GVwE/6rvWUQUR/KPCWMC8DXq+qt16Ac2hgLVRTJMvD90DMeSBkEW85G8Gsr+M2NmpCBtDKWwrqFJNnqJu9ES+1V7oBD27sSModiBHEWm4aPY/bN37hAo3q4kIRClYv83FHclbVhZ41Vf164Ot75n8EeOzsFhcOOp1i1tb8FxGwFgnWMsbU5CzOeSLf2MCsrbVkDsly/2ea85pzkLpzKp8MpD/gYqMvKqP2w/Tc/5GYsRYZjXjK6Pncdv/PXoyhXlA4YEtXT768JDIEI2GaEycaycKIJ+QsgyzIGoGcceq/AzIe4+6/H7O+XuvRqMIiaS1GhCywqtNlyxDvENI34GKiV1926nXlIF+0CDrKhRKMHOfAGJ5yubfLbrvvtRdj2BcEChQDOV8YmPV15ORlnlQjRMAaT8LWerKW8OqiCtZgH34tFCVmbQ0ZjdCqQqrKOz3EIMbRG1Gjru00DOjT4hYR7tuLN1xy+t2FRrxe6pR3uDcd8miOJuZJGdHXMtfxJwaMIMZ4wwfav7kjCoewpatHhas3ol3i9Ge9tE26ESI1QasxYBNNSRWJy8V4Yi9Lb0GfOIGooqq4rbK3Clfr9W8H3GCesZBE0syr7nYpBiIKMlDyMNzp2g7YHVJCbvwwfl4taUhi5ACIHGmrGYLmPJDzweIpX/Bd7TevzlNcRXw8Sk3EDYkrDiGG1/md2KuuhLJCAd3cnF8eUQxokXye1ee6lt2N2VejVcU79Ffnnk8km76audHaWbT9YeGmY1/TPBidcvvWL17Q46W66E3jZ9fzh7T9xdjJ+ZdGMbUs5yS5q2U1y+o50fYCVWGqq5dsc6TJ2csVDSG3qLnPiu58VwGxBjpPTcHr1+7s2ZlDymhU/6/TaXgFnB2aGOFG01jEWlWItdzIV9c3fkq0kXBSYq71vwTp8othNd4gT+cd+qs85fKv57b7XlvLOWl6/O3nXzcUnlpxLCTmQLxzpYzebZrf01Ou/AZuu+dn9jO8Q4UibGl+2MOYweqp4Evipr//PagVNDOzkzGotU2ERh9Sq9oEbTqztQNR8oaw69A8QLKsngDvuc4W/2HVafOaGJ0tYma95Ynml36ehxvMM3a0hpaKYV0C1QNn/Ic5USxpWNVN42e3LNqDQFfSQB0mPChhsJrnYe7fP9yDYq2/N2PCVZjXqqWRTOqcdwZCcLoLIobTV7/w4p3UAcM7BO3MdNg4suRck2rflHmNWbtyRoRqbVl76aND0HkOWYa98grsqVNoWTTbxmSWPMOcOIFOp+3lfUPt06175kUrWZ22LGYxMmvBxB/MDog/tP20F4o/7nQf3dolF8tyjtclJWZoHggH/VA4qtjxoRzJNnGAN4t0rlRHFaKZjHgjJc9hlIMxnH7YN12IU7ngiJpzdzpsHP4I9oAbn/DvGwljDj8JgA0c7BI9us+7HCM74mdxCWE77FVXUt3ts9JllLe0a3vF5VT33tc7hq4kscgKTpd1t6u/J9aMWFu/hkbpoQ9vL3+ZG+TpXlIx7TohUWpZNoQvHaMY8SVawV+r9op1RMuy1QG7aD1Mug+i5HMM/1qEB1uY4r7elPoe+GLC2x81oQt5kBWT380Rjdxwg6xxcNAYgRGliZ6z6FrN2idvhO3rdTPbTHkepgzyHPuwh/pt6vk51T33+mVXXTl7/J5ojnReLW90lkeyiYQTt2kRYyDm+pWU2TC+G7Ovrqe+ymJvL3+5nj/vx9wb5iemGVtZzBLzAizTwfnG7KvnrlNfiyxvvV10r/WM9RwkpAdDB+k9EXMk5HlvYsnD0VvPlbege3D62hdx+toX7X4MhwhVWUlZ48hZzk++4YdwlU8kEadIpaAgPSa0OqktaJ9gEr6rNk96ETCK1umb3mIWVcgUXFZrbPbRjwyrCDxwBnv9Z/rvlYO772kdOzrzUpJtyRPhZr9Bn95e3vncJWlonIv1seYQdB9Siznd/kba29avu8n5pMvCzFnJyOCTfJLjdcffXRYRrdvec+6cf4rolO0+hPpi0eNx+5yyEZHAj1KY3p6t5dRA6Is86tSqqfVo52Ba+DfOeA+YI2nrocB0BWSMLlZvRAvwpNM/jAPEeGKmVBBP0Ipph9KpeqsYQeJv2XQIOiIlmGQ7nATSN+31rYETx9HM34zuv39kZqyxPkfzuU1iWvXLF/Ms5lbkxj4r5e1Uo7eld6cx3WJIo1NSp2kXrpiNEU8bhHYfEup0IZEvg7i/vhTkdH7f/m+Qp89c11WOo07J+IKFVyZvSa0MQet9O6qu+W1ZU2cNHjU4hG03yBr7QjUWXC64kaHKDW5kcJnB5QbNJMgd3hGoppE+1M5xDPYhXcck39P/RdC1Ue2ANJ//mJndmLUJsraGrK1hJmPIMm+tRcsjvdmh9doYZY1l29DPK+MYrd/dlnmMCQeprh3H2I5/jQ8OgxjTKsNq8qz3IVITcCxFmSQ5pLLOQixwhMb9LfMWkT6k5hHcUZBBDiIaZy5iREdMQokZglEurCpUo5PQz7/1k6+6cOO5APAOwdWTNY4UObvMk3OVC25sqMaGauL/d2PryTo3aCBrjHiyNqYh6GXOOCHoOpqjM98vVFQE9/4P0YVMxj7czvr6HpL7J3Ocl5Ymjfpzk4XVhDjVBNIthRq260oUB4lFpC7jcRhWeHvY3Kzn1dvOIdFIePUDoPOWsNBy3kEfjZEGy1jfWlW1Lr/K6EZeHCgZz5Mx6qSTruUsddldCenc9fwjaDXD/jRnEbEi8t9E5DfD9ytE5O0i8t/D/5cn675cRD4sIh8UkafstO8jdTXdSKjGYRoJ5cRQrhmqNUu5ZikntiZprS1qU9fViI6/XufgIqTp4WGSSsE5pKown/vZjf4M2Csuxz1wBrexgYjBnT3rw45i+dLRCBnlyGiEybPGUg5V9OpKellWF2hCnf+hJCVOlw6l2wWi9ToTyte3726mWJUQZ0xs6Oxr3v761tvvmOs3hwWV1rrj6pMxDtN6vqBWcURPWGZqKNTEbA2S5z5iaZT7fIAs8w/l0QjGI5iMew6w2lCELZfPTEvi24C/Sr6/DPhtVb0e+O3wHRH5POCZwOcDp/Ellhf+OHckZxH5ORG5S0R6C+WLx0+EJ8Kfi8jjkmWnw1PiwyLysp2OtRNc5q1mT8xCNRHKNUOxLoGkA1lPLNXYenK2gsu8BT1ztotIuqtDp58rB2WFTCukqJBzW1SJ7lx++m7slVdgThz3BZauvILq/vsxp076m3mUI5OxL9i0vu4r4uGtUU/cI/8jyHN0Om0O3UNei8g3lSW6/8/dphMV0rvOeIwYg9vcBBHcxoY/lx4Nel4yTat2wxzSnCHx7nrhe3e9mXPsyjGddeOywwy3Sx8A8x4GB5VQtBNab21GAikHo2ISiHiUezJem8D6GnriGHpsgh5fu+DjO2jsNQlFRB4O/BN8F6iIpwE/Hz7/PPDPkvlvVNVtVf0o8GF8Z6i5WMYheAvwKuB1c5Y/Fbg+TE8Afgp4QngqvBq4EbgDeI+IvFVVP7DEMXvhMlCBGFihIogq4gSXgykFqRRTKMaCKfASQameXxUwIFr5He02LjNazmkYUdTbAuzVD2mWJbGfrfn1CTkks/7/svQ3frqdU8zJy9DNLZ8qbm3tjOsLxZuHlAiXsaRr/TdxsNVZZASL2VrM8eO4c+fqh4vPHmtbqfOs4T4CTQYwu+2CMC91s5LPTucHnWtS+mV9TkkxMjee/sAwJ477YqOW22o5LanhHMJKmYxb0U46smiW+eJiRzDW2amw7fYUG/GfgH8DnEjmPVRV7wRQ1TtD/1SA64B3JuvdEebNxY6/7tCQ9d4FqzwNeJ16vBM4JSLX4J8KH1bVj6jqFHhjWHfPqHLv3HPRGs7wGvQoWNNj/Oex4KLDcBSdhTETkOUcg92bLCnsg6ugLKEooKz8RNBhq8p7rdNQvTjFDMY09CjUnDanTnoZI2Qn1mnkWYY5fszvP0ggrbTbHdDSdHeK0uiGqHUdgvUCwZ07R3UmqT2SXK8usc2r7LfQ6k+3WfQQ6tNGxSx8EHWjUSJSYu4mBe1Xl15GGmlZzxfJSq7RF5lBeBBH+cr5zEBfHz1GbcT7Omyweq34doQilM7OTPjuT3+STHUDahH5SuAuVX3vkofpI52FT7KDCKW7Dvh48j0+EfrmP2GvB/l7/+qVAKhprGeN95L6+b4MaCBEtNGWnfgVnGKcQcQvq6/Wbp/2rtGe47bRwqVKsgs7ER4ziMftqZpXf1eluuvTfrVYbGmU15Y1+FfPVP7oohtzPXe9NPY5qenbjXF2oYOM29z0l2NjYyYpZhksklhmLO55xd8TfbtbKGre/uO59Y01DbdLHZR71cNhOWJ+h/4qN3CRCbkLaZq4CkkN9NjeraqQkL6tMRfAKVJUTbSGO3rs7GWNXgPg7tByrw9PBP4PEfkKYAJcJiK/CHxKRK4JVvM1wF1h/TuARyTbPxz45KJxHYRDcN4TYVdPChF5QXxCzT2KdIg5fjbhs8Fb1TZGdhAs7NRyDp9t4hjcTYidSQg0IXXJ89rS1GnhA/RT0jfN8Wes6OQH0Gdt19mJ1tTdXvyrpgnHm0/MNZZ5Ve7WV+hBlDAiMdebhtZFu0F9HsvGbfdErES5JTr+dnwAzVm+jGW8X8fgqoTl9T2U6gdR8AH4ehvS9N+M/ThFoHJIGbIEqwo2t5CzG8iZDWRjflf7VYUGWaM7Ld5GX66qD1fVR+Mdff9FVZ8LvBX42rDa1wK/ET6/FXimiIxF5DPwMvC7Fx3jIMh53hNhV08KVb1ZVb943pPqv73mxbPEnG6fkLQaQS3BGdgQtMtMcA4mqd/zCLpbYjS1htOuKilsKObhnI/9rDPpOpZxGn7Utar7Sp2G5e6BM61xiDHeuTge70hwMz/IvvXn1FWIyyTzFrtZW/Mp1KFgjllb82MIOnW93bKa+G6kmqRbet9r+E6JOvXbwDxnZ0+MeerU3Iu8sWqJLMv4HupzDhqzTCbeAZhlzf3qHGxPYXMLzm3A+fNwfoPTD/3GC30KB4oFssZe8ArgRhH573h/2ysAVPX9wJuADwC3At+s2ttnqcZByBpvBV4kIm/EyxYPBJP+08D14SnxCfzTZc8lwx77za9cLNBEBJLWIHVosKQlAypBKoNmiqpBCvU1naGxWLvkGFO7nSASNLeWQ1CbV7pA3NLtWxjTto00mnV6jPTzHCveXncN1SfuTMZloKrQ7W1PjLtwInkLc+ewsnm3jjqH5Bl2FPwg8ZqF8KtlQ9e6x2vGNlvHum/dmbEmEsci7CU2fKkY7Dm4QZ5ej61uqBDliznNGi4k5voSSB5a8UEZCRkazTlKF2UJZYluT9GiqB2HGOEpV35Dvf6q13pWoNxHD0FV/V3gd8Pne4Avn7PeDwA/sOx+lwmlewPwx8DfEZE7ROT5IvJCEYkFXN8GfAQfGvIzwDeFgZTAi4Db8HGAbwpPj71BOtMcNNa1eHI2eMehxcsbaSZhaF+lKSmm1moqP8Ta0bmFyaiJ68yzujqXrE08UU7G3rGX6s6aRDK0BtyWR+bCKfa6a3zgf31NxHcPTzLzdiKPXWULRut0CcKrs8aCt3+nMqr7GWO35kZaLztZ0D/OOdb5TrpyumzPzsF5ZV73mY6/62F0r2/qVBXTEHNXdgNvKW9t+6kMzu9I1qpNUaTkej3lym+4GKe1Z6gKU5fNTIcN0RUMfRGR1qC+8FtfOVetbq3pS20gDnBgKkUqsAWYQrFTxWw7bOEwU4cUDlPEG4yZNldAO2El/Q05kKpCStdEbLiqTcCphVdbk7u83l1Lenvb/7iiUzImWhRlrwOvdS4he26R1ViHz9VNbqVN0tbMJp8k56XOeWs+y/dH0Lu0UFtNSedYo0tFbyzQrFtWfWf/O9W3uJCOvkWW8HI7MC0/hp8VSPrE8cZyjhFKMRoJ0LJstGdo3xOd++QC9Rp87wKn3VI49TlX65NeO+sPeOuXvnrf+94PDv/xsAO+8NsCMXeNi8h10nyuP0b/mvEyhbOesL28ITgniBWk8s5B8aXUUBc14eQ43bKjNiS0BAlEKodsV5jtAoqyN0sOVwWLIvFqR8mjdU5J9MYc6OYWjHKqB85gL2vCK7WqmvjkeY6xeSnPyWv+XGdRmqrbN8ZYZ8NaZH2d2OE8teqXQU18u7Am62iUWEo1Lc7UZyXPacfUF9XSVyGw7zrO6zYS9eZ36K9eMILeFzGn6Ltn4j0breI6lr0bTdOzbSyEFCTDp1z+9cAFI+k9w2vOq5csvfLkDMHRB7NyRuSycK/UISLRORhlZBOchIbEURhC69QTs/jslGbfKSEHx2EkZZebZizOYEKcpyf8zk1bOSgASurwt777YEmL2m1uYsdj7OUn/b6kTRy9qdGdH29qHc91wnUkDS2LOjNwIZLlIrLQTzDPkt9Nd/N6P8n/C9ddInxvJg28Q9hLW6rqakLet3V7EdH6G6dGRbeK4jypbhGCHr1KOrQqTPfuALxgWGly/rvf/krPWZI8p1PuiaZy+F/i26YJ0obxepI4rbVnrTw5a6Vee3bBc4jz8dApIilL8BpKrHDn9+HHIGgOqpkPwLdaW9iAT+9WhTL547e06OTmjj9eaynv/BTZtQ9LthGv94XP4gxqXPLk2h3SdO5FoVX19zRMbp5l3yXuOUQej1m3mlKHCxmQ/uvO1nMaq9ySG5IElL6HUtg4mbk3J+KyZJuut7IErQ6wnmjjfR0ljkDKNRF3pbo9nk/UoVeBpAfLea+IxJw4AjW5P6TjT6vlxsR5WDsGjdQSh1oJ/hmDOOfrQac7Sy3nSMwhAaZbOCnOk8ygMaXVJuuUGeIcVEl4mTpvVafxzfHYVdWSLOIPorr7HuyVV/jNp9votNhR112GDPrCy5Yq3ZmiS8QiM93L60p2rYMrOBPC9HYXtTBTo3lBofg63X1RMfnu/pOoke4DbN4DoIt0+bLbHAoCQUetGWu88zkaGmXnulXeEdj4OXr8EH3zOlgVkq72Ea1xobB6I+ogJWYNU4t4ZcFy4nypl6mlDrGr5Y6QoFKXFzUmbNMQcwqfGUXtRGw5JeN2yXesNDpzTESx1jta5sRMS4wntQaMpfrEndhTp2qtWqsKLYt9/dD7CGcp7CTBhPMxJ/wDRsahyFMqeYQa0E2N4MTRtkT1uDq6Iu0O3bNez8zW8p0cgPXxelLb+z6n81Idfzd/pwMpAZvEgy+9brwXY8KJTa5V6nNwPpa/nbKfXP805TuN7V9wrQ8zokNVKCo7Mx02Vtpy7lrM0Pkcvtdaszbra5fzegldfBxz1Gur+qjJdsGCTu9xpdUwVir1lnH8DqiTQOJhvp21LDHqpZSo6aXLYo0Na+Dceczx43DyhM88nBZInuM2t5pN5hDAboihJSt0kb7yhvNs1QhJxw61I9CcvKwVWdKrWUt/BETvGBNtfZ7GnOrpc88nnsYyOnW0zuelfC+QUdKxLNv4YN+WdZeQd4ilTkvWtsLoYjp27LbtfPeTepx9qdpLWMurBgWqQdbYO/Sg/tZJlEctR4hPRvFVtfxyiVzbvc+VhkhrYm7qO9fz4/rBQajxZjc0mrNzUClShJJoVdT7DOQ5modKX2sjfA9EYDzy8dTOkZ08QfWJOzHr6z58Lb7mX6ikBlWfgDLPKZhYSbI26V/eZ3XPaRY6s/m85JP4vaPvztvHbhyIXXT3P490ly3ROjO+tJTqXrDLmOk6fT6tPJdlSVJVzOgKD1cVlArU19aIBF3HuXezYI8CFKoDI5iDw5Eh57lYIv7ZlxVt1hVNltcEDT4XMFrKc6yyKurDIM7576XzlnMk5z6rIQtySW4bC7QKRWMMiDUNSWUWza1vFNB1HIqgVeZjrEPdjepvP1XHFadlRXeDbtGjGtFZNLNBx2qOmZDQTpQB77jsRrGksAZRh6YWXg/J9OrgYZuutTwPyxDyThmKM+svQai70ZsvmiYd0+BtKJqfNnioix6ZJn5f/FueOEVDgbHW9Y73wh6I+TA1Z0Uoq8Fy3jNEaWKa49++E0pXzwuTOBpSVoKFm6wb5Q8T54knaKVNsB1rT5x6Yq1Csf0iJKGkzkTTaHh1i6wsZBpGL3hNcIBxTXC/8R1cNNVoNamyZ2iiQaqR77xy7vy+Ez9SpEkoPoa4Z6U0ZT0l066F64z/MaevyfE4yXd/rMWv4M12CVGHCI152C3ZLqoj3W1gcCD6cHrsRcTcfWD1Venr3Wm/E7Quqp9nPtM1C3KGTTRoAGzzKgnBOAmRQkewCl0XXn1cPXJevREl+Msfe7H/kJJw/N4lZg0yciTllJBdQ9S11Zz+/rrhcjO6dvO6FmUOcc4T81bhC79sbMI5X/iFzS3Y3oaQmCKloxWN0erkLai16CjzU7CYtZZAmjF6x6Kf5/siWvSuu70+nViuu8Hc1/9lSScSs5Gmxm9fQae0Gt88PbKn6lwXaZp1ty7zwjH3tGHaEXOIeZHu3MVunIKt7Zdw5tXrx/6TadGmeb0Wk1Rtqf9mNrGau8RMx4FtGl36COnKO6GszMx02Fh9yzmJY0backW9PBJziKBIreZm0vr/XpjEicccjVukLZeUDqa+1oBOC+/YM8bf6Iz81Q2dUgS8Rdyq80xT10P9q0EriSXEardO1xqkcti77oPxGLUWtqd1q6hl0CWKVgjdPGswDbVKSFYkIeQ+pM6kHnlDjPHWsxhgbqWl9th7LdvFKemtdcXMWNIz1nXPw6FPR245HnvId08SRat+yvw3ibqmSLcGSojd7nUQJxUAWz0BIzEbO//vKQomhzK8tTn1oaP7tJ4PO4xOEdygOe8ef/ljL+YLvv2V81cIxDwjZTiCsw5M1ZU4OpEREtXmuLMex1W0nPHRHf6YCmXlq3JNp56co6WUBcvCmjpQX8SnjUfLN8ZOS3yzV/EDT+/1pOaHVv6z2SxgfQ0eOEsMq8uuvNKPIRTkbw29Qx4LX8cjcdVtpky/pBEt9WhV9aWid360Iom80SWOvnC4vtZVnYeKVsn59WjSaVp3a7+dkLpugkrfA2w/WvCet12yia/kSSnPOjJmVs6JLagkWMJNM2HbcQQGSS75u0q3AqP430E3QaXrc1h5KE3phhXCypMzJATd5UsgZgaSWsmVL3pkKv85as3itJY1UgtYo0UejTep9z57QAnV6YpwA1YVWhR14SGpfJFyGYXuvTFdu6qgNEhpvbVrG4nEE3R4PRD/fxqqR4irrqV2YyAHOXkCKUt0a9s33LR2YcZWn4U3N7ohtdjmOQV7DyJtPT0ilEttiiolD0BNumf3vYb3dYfuygUJeXdD6Hr15qRY/wxxw66dqgcaZbFTnLe19QOmbrxaSxL+ukrl0LL0juo0ykZScrYNMds4maZkQXjTi6Ss8V7MjDc+stK/KaYp3jthHx1lLhQUqFZAxujiSJAzeIL+u6kFHTXnroxRNdXo6s9lkDO6VjMJMQdujE1jF0GFOrU7kmfLKu2UTGxv7Il3x1s0JeXoNIvfg8VOWcF47Auil2VI5jBL1b2eR8rz6har0xBy2FPVLr4x1HLNnJC5aFlh/RjTH/Si5JM5xNVrDXct7I4ssEw69X6s5D1tKwaTZztKJH7VcA2z3Fu9I9+lvY6Lj3DxPvRTfU8Hcq4df8nn2s8RrOL4PdYzT6EZSCTpwtd1pkqcvenfPy0pGiOVVqka5lG2nEXkNPDjePPptar6is7y7wCek+zzc4GHqOq9IvIx4CzeJi33VYKvY/FGUq7JOSFmM8dijtt1TtATrARpA2qynouUiEQSUkucKakF2SIYrcdcx1GHecSElkqbJBZVr2/XPzYNTWarplJYxDKhZGkXkXRZQg5p5EQtbaij7loei57E5JRYgSy9NtA8pExyvWzICDTif9i913deLLVpnceO6JFGdio2v1ty3W/UhlhbF5Vy587V8/rOr6UVj0Nd8VEOedYm1xCDX98zKdJIomgld+7nGcShJMvUBhkkM0iZte9PTQg5JiGlxB3GdOvf/uQer9pBQo4mOYuIBV6Nb7lyB/AeEXmrqn4grqOq/xH4j2H9fwp8u6rem+zmyap6934H+xf/6cWt2s51ZEbUmMPk5YwkSqMm8SbV2ofQSe2gSqWN1DHYQuqUjGRurbdcKm/5eWsiScs20jhZYpagalPPI3lgiHNtYo5jcPj9pzWjYy3nwofOpTqfjEZoUfZaoouiFHaOdvDFcVQcEn/EllkZIx17kDPaB5L6eBrqi8xk8+2ybOjsyezsSNuNA28v1nBywGZ2V8vOcsxkjFx2AkSwx9Zx990PgNvaxh5bpzq/gVmb+GuUh3jk0OxBR7mPoY8x8Sl5qjb3UpyXhmN2Y+i7lyu9/Cl5J4hx+5rRMibqN754r6aknRL2KkBBqyNIzsDjgQ+r6kcAQjuqp+F7YfXhWcAbDmZ4s2glk8SQORcs5mA9pxJHbZHO3WHg3GXvk5ANWEdVZNZbMPFV3gZyzvNGy6udf8Fyq8LTIgmVq2/mLjFL1Fu0Tcw9N7aIQeMvTF2j4fZZysu2R+oUD2o5B9VXKxNs8wPsC5Uz/T/sOE+M8Qko4ttn7afTdTLYuYu6BY2WrRo3L8qlr+5G6xySa92SkyT0gFxfQy87HjJUFVMU6LTw/Lk2wRQl5vgxf0/lOYxzH3I5ytrdfLrjVYUsSGjRoZ2EjNZw2iRUdWWJhJT7juHrmyc3hYbjpm+AQb6qLfmUrFcFRzRa4zrg48n3O/C9AmcgIuvAaXx7qggFbg/dTX5aVW/e41gBeN+rXswXfeMrkzhmmjC5RXJGK0LDb9u1nmdPiIbYY6KE0hCkwf9YwFvP0HaumM6NnUgYUoYnS6pdR4Kuj59YOdC2NqL1mWX1PI0SR+pcm2N9LuoR2Fon7EedQUyUNTqacl/djYik2Hrrhx+tp12O6aDgH1aNUxH2YB0n6DoiZyIlOtEh8bhmbQ2OH8MdGxN6PiAPvxrzwAayuQXra5gTx8FadGTRcY4bZXW7NX9Are/xbq4IRP2Yuh65GukYBYo4g5Qu+Ga09m206pmn5Cz44mHW4HITmitLPQZvwDhM6f+vk7ZimYNKue0DP7jn632gUGbLBa8AliHnvlHPe+T9U+APO5LGE1X1kyJyNfB2EflrVf39mYOIvAB4wRLjaevM2raY/ROa3mSTdvW4ZFnXqFz0uqXJa6Ix6Cj3ThGorRhCVbtW4aP01T+Qk4jMvkqm5NsdhwnrJ8ev9x+ckFpVjdW4QBbQqqo7aMfuIXNRW3627RjsShvQ1p4jolzSzQ7U5LuRJsx5n7VBliXZ3ToD+1KwU8djq4rdMmnieealibWRJ94QVkkluFPHvJNwnPskqdyTczW2uFEgw2BYmEoxhZst3BVIOWapqo2VF5tEKy/5hfowNkTUBGMnLX/riT2cs8Ru9oLL/f91iVyNfh/FVNa3gqsUKRVTeFlMSsfb3/M9O16fi4mjKmvcATwi+f5w4JNz1n0mHUlDVT8Z/r9LRN6Cl0lmyDlY1DcDdHsIdtGQs7Y05fi9LypjHuru21E+iLzQ3bxLlkGmkAyU4OnOTLiRQ1GYrrXQxaLg/eRYEmvpxjH2ELeqq6Mf5hF0rDoW46C7tTh2quHcJ2vU0oYziTU257zS9G0XJ+eTUIK1v3QFvV2mZLfOISnM330Q9EoUMVQvCb/b6RhLQ8TLE4HcfE2X4PTMLW4tR62pSbmaGJyleXOqFAov3RlX9VtSoSyus0l53Lii4qMxKvUd6oMVHpO1fA10CfIFdUchlwnVSHA5oc65NIaSE0zpx2YKwZSKKRSpDKZQfue/vHz563MxEPhj1bAMOb8HuF5EPgP4BJ6An91dSUROAk8CnpvMOwYYVT0bPt8EfN9+Bx3D4lrErM3n5XdE/zvAQo260e7ExnAjU7/ixToaqorE4kl9P5qowSWWckv6iCFz0QPedbCl5Jw6WOYRQyTprm5ordcEYYaY5zrn1EHlL5PE62HxBI02ztB4vGhNp28R8f8kFHG3dUHmhf3NWXnx4q7F3IkKidEr6QOst7NKzxh7ZQ6iw68Mf/vmzc63WBOqExNPqmNLNbGeDDPBZZ4k6/tdgEowhaCmkTZqqUEagq47+TSGrkctS0lyj3sS9t3rkzZvJnwPXe3rc1Vp+XukAlNGcgZTKn/4lu9Y+Hc4HMjRlDVUtRSRFwG34V9gf05V3y8iLwzLXxNW/T+B21X1fLL5Q4G3hB9wBrxeVW/d76Al/ibizbkLS7kXSURBr6QhzQclRGkYRSOTJhl/9Q8N8YRVEbREaciIYPHEYkkxkzAWSIrSSdloyDNe7pZnXOsu3C2LuSehQ4xBjh9vQrayzFutfcTYp1l39GetmgeP4sL4k3obEd2SmnUGorf4d0vMS1unPVpvn7NuEdF2+zPW2/eRcrxmMYU6krk0mZZpiy3A12hJ64RUiZwQ+l3WlmoWpYpArOo/SCW40mCdtioq1qRc/8/MAzrWN1fjid/LFJ543ch3D6qbVMRnbs+l1uSDlxmjBS386Wtf3LPFikBpyvWuEJaKc1bVtwFv68x7Tef7LcAtnXkfAR67rxH2oFsAaW78cgepddLszG8Xi/PPJKFIZ10Sb3f8EdTWSWfXjuaHkCaRONcE7jv1yQMzoUqJJZySbO3p9pN3Amrzf9cZ2EewIthTp6juv9+TRO5vgxmCnGcRRoLGv+4ryUNN/IXQUEZwXpGguv9c5WbJMhxjz1hAsMtu1xvdUn+MD5ZZi7g5356aF0ZCmKVBrME9cAYmY+T8FibIFzFcs26rlhmv70ZyDFO0mNUSrGk/SeVrr0TUGnMg9C4iMTsruJFQjaAaCdUYXA7lGr73ZnJJpcJbwtNAwoSfnknWy/wYXe5DYFcdR1XWWDm85+dfwuOf96MNMUdvtTQ3rhppLGrFE0Ug4Rm91vrXcyfhR1l7v2nf0OqtGg1F+YW4/0TrluDo0+BYKX2Iki+SVPgmrdMpurWNlj4BQ0Yj5PgxhDV0hNe9ywqKoqnxHOKacc7HMKf6MtRxzbVTKsvblp46tHReb9zcrPv56fY25tQpX2ehzFpkX4e1dSxBj8rXtTDiG4t3w/ViQaRuxbw0RjtO8aHQLfhzgbBMJEX3+G2yjlEecWG7fClGZmtXrE1wlx+HrSmyOUU/fY9ff3ML8hyzVQZLOcQNB2vX5UKVJ2Vnu9AgM4zE98GzghRNgS7fmi3sLxoVJMsM/hhjoTgmFMegOAHFZYqbOOR4gc0rbOYwolTOUBaW8lyOPW/JH5Dm3o8Pj8TZ+KHvXn1iBkL5hNXCkSTnPnQ1O3GRW6Uh5Pr3KMxY2ZHYEyIHGg23dpIIRAMzWMJxBTFBoghWbyzET1F5S3k7VLDb3sZtbdfEaqoqNNQUxIWO1EXRVLtrha0FazkkvUBCvknsbl0IR310RZQgojNQJmPMsXWq+x7wZIL1OjmghI4XQb6Y2xwVvDMxVJRrhcGp8921o9yTml5VVTsBl4ks2RN2U+u4r60Tc6zt8NCpWzmF1OhWXepQsL6u9jbyERnmzCY68TVQ5MorkO3t8PANFQ0lQ8R5h3J6qTuXT7T5nma+qngpwjhpbplAzjPlcIPu7HIvl5RrQrEO08ugOOXQywpGxwpOrm+yNipYywomtiQzDqfCmemYOx+4jI0zEzibYypa0kA3UmqlocxGTa0Aji45p3/4Ov26MXTrm7mOvqgTs3sTTsLPKpmhDVHHKJCStuQRnXZphlUqY8RojWgFFwU6ndZFkupDVRVs+TZTtdOsKLx1vd2QeExcaGnLcR8h661VdSy+Ykc9Ou4nWM2AJxATAmxt4rTzO/XrpNENHbRe25Pt1BncdIoJNTdaWWrOeTljH3HFC6M1+h4iqSNvkV49J7U9LsMaZBLqmcTqepULtSXC+cTGtSJ1qrSUDs2sb8xw7/1w8gTm2mvQe+71bcfObsDJ495yTvTmmcYF2nmhS0kwymtZ85oereNIzK3PmZcwyom3mKcnYXq5w1y+zcmTm1y+tsHVa+dZz7Y5bqecyje4IjvP2Hjr5K6HXMb7z1zLx8+e4t6z6xRbGVpYtBKkEqjg0T/xI3zsW186/3qvCAZZ40IiIWhISLqvNPGiGRKt8CBdpMktGn7kQTeuCxJFku4iFOT3FekqtCxrYp0hl8qh06IJYSpLdFrgYu2JmnCqmZC3GLPcLQcZC+H7miHhNMX4foOjEW5royEZ/JtB6yx69N/ua39NzolT1csdnqAJYWjaTVoJhY7SinLLYq6DLh23dh4yYmauW+sc03PrzK+ta2u8BDWZ+PRp8FmbRen/nkVw+nblB6dQucbpd/nJEMESHIOq6LGmFrdKoxOnMoF/+4vlauM8mqJe0DQvjtt1STlEXDjrw+BaxHxFhb1ym4ecOsc1x8/wkPE5HjI6y9iUnMw2uMKe42HZA1xpzzORinuqNR45uocPHLuOD65fzd+eO8G5rTHTaYYrDFoaXHnh5KmDggSH6qrhyJNzy8nX0dP61vXrpTPblnQaYiTxH/WhcbVlHuWMbjhcJ7ytTleNVtVOYW5V5X9jUbrovJr3khD4eh5diznqnpGYVb3FXJZgRyGBwSGn1qlrMtRvALPHifJG60EQxxBD52zU60PRpPpB4kIp1oY095qivZRjb3aj+uOOx401RNJwQEKfvckYxmOYjNGx/+n4TM/tmmwJ94OPxohx3c5H66TJOeGzOXUSQmlPFVtbvzOnEEPmUnWORtaoLT/BE3s8nYSUYwiey7ycUU6gXPca8/SKiuzKLR52xRk+48S9PHLtXi7Pz3PKbpBLxbrZ5pTZ4Gp7jitsyUQMJ8x5RvIJbDj4yFZ8enSMM1sTtrZzisLiCsOjbnkFf/N1L9v573SIGCznC4Qd0+Ij4QarIl1fArf2OQC9B1rAhs7X0ixo1SLoI+dA3jPhb/WBTe3199vGyIt2LPCMdRiamc7oovE1OkwiTWgf1ptgUplWnQVz6jJP1pMxdQNPY2aO17Iuu62U5umyhKxDdYkWnVjJmmjZ+0SvxLFs7ZAETYicYka+UlxdVtNan803yX3WXmZ8TZftwstWbDcRKODfXCoHtjsuaVeEu/wEsjnFTUaQGVxsU5a1M/maQTZNiOP3GatZmmO1LOUQJudyqCY+EqM4DsXlFdkVW1x75QM85uSn+az1u7g2v59TdoOJeB9FLhXHZEouDhsOkCOsm8Jb1KP72a48nVhxnDNjNuyIwlrKwvKo1/0QlIa/+b++c1d/k4uC9OG2QrgkyLkX6f2bknLHuVITc9VjsNRaQDIrEHOaQLEwxrq7rG/dTmha+4CmXwahIymEAkI7IsQ6A8R+cIhAMW11wfDWr9YabLSEZ+C0l6BjnYwZKaFHbrhgWCI5ZP4K4ktxrk1glKOjzNe0GFlcFq535aWtOk2/LH3UTHxrqd8orN9HTO2v+0N6y1rHOW6Sz8Q1axKl0QrTTLNHu7dXKndZQmYgtbVcjcCNgsV8HMqTFdnl3mJ+zMlP8znH7uQzR3fxEHuWY2aK9e5hCrXkIcFgS5UKpVBwKlhxnLIbPJBvsOnyuuWTCGyZjG2jlMbiRFfWipa9uz8uGC4tcu5wRNczXcePRsdJlESiZuc6N7vSWLBRf3ZBrkgt4y6iBr3ox6/t+N5ao6VqW8tzGnTWn2v9NRJrPyFF7Tn9DjTEOh75iJJALAo+yiPuvxuNMXM+851z6tpWfhpVkn7fK3a7fVezbo0pfRMZj9FjE9xajhtnrfoUAOLE14ww3kkbI3DEWiRGqoRIDbc2RvPYVV0ayzhax7bRhmMdCxez+cLLSteKnomIiG+IIabZp2tDlXtr2Y2gHEO1BsVxpTrhsKe8xvwZJ+7ls9bv4jNHd3Fddj9X2G2Ohf1tqbKlFRVChbClhkKVKYYt9RRiUNbtNsfsNptZzrSyaDJgAUpRXKk86udfwd987YoR9P5uwQuCo0vOO0gZM/pyIOOUmOuIOhFPRKmlHLU8DU/VQOJRymhVj5sHI0FrbOQGoEkUScfrvPneWKn0LE9Ov+W8SvVR2pZsSpohckCnU//KLkLTRssntYgYNMva8oVznqxTR17MEuxapzPxw0lUSrqs3ofUVuwy0RT7JfI6Wy++dYSHZC0xxdZP4xFMRrj1EdUkw+UmIT+pU6xlbGv9ufUgtcZr05etU142pjyWU64ZXygob5JK4j7FLSbfugpjYjD4BX5+bVnH+7y2mAU3gmoMVbCYy3VPzOayKacu2+Da42d45Nq9PDy/l4dlD/AQu8UJYxiHeO5cKoxzbKsEQvbzC7Wc1xFFIGiLMjYla7ZgmmWUaijVJMPNVjERb0+yhog8Angd8DC8qXazqv64iFwB/DLwaOBjwDNU9b6wzcuB5+N/FN+qqrctOsbRJedlEXXkjp7cQkLWCE2d6KDnidO60larrsUcq7m97+TVNnUypa/0na7QqRbdS0axHVMqZ/R1IemOTxqrmJBsA/TW75CYYREjCiCkeadkFqvNLZIHFssWkZTTh82uamYsiRYptxrSmvZbjhFkbQJra7i1nGpsqcYmyBiKKZ2XHXJfR6UUsMcn2OPHkK1tmBa+MP76Ou7UCYqr1tg+lTM94ZM8qpHPmnM5dUq0OLCb6X1HEyVU0m695oLFrhBja4SG2OsoD5voy4GYq7VAzMd8csnx41tcfewcD52c4erRGa7MznHCTJmIMMYylvjQgUoUhzJVqDAUaig0Y0tzpmpxCEYcuVSMTMnIlkycpXQGVcGFH990BSlH2JOsUQIvUdU/FZETwHtF5O3A1wG/raqvEJGXAS8DvlNEPg9fl+jzgWuBd4jIY1Tnv4+u3pU6AMxzEKYdTPyKPa+G9U60tpqbDisa6tNGR9+iMQS3jTX4/FcNyQklmNIXl4dep1WvMy6piNZESkgjZ4TvLau5qwdHYqpbXSXHTvr5SUL88ZjqFGyFqCVGYSCdKnXNCcy/ML2rL66GN2ej9vcFdatblnISxdL3QBNrvc48GQWd2VeDQyDbcNjNEtYySmspJ4LkFnTMWC/HjkY+nn0yprz8GNtXjdm80rJ9SnzW3XFwE4fLFHKFkUOsQ0uDnM0wU1+8qC4aVIDdDqnShdTFg0xFkNWarNeWbGfmEPMaVGsKxyom61MuW9viivEGV+bnucKe45hMGeHIRbDJNbEiWASjGrs/UqlhqpZCs5blnJuKsSk9QZuMiS1xKrUOrfN+nIeJPVjOqnoncGf4fFZE/gpf+/5pwJeF1X4e+F3gO8P8N6rqNvBREfkwvkLnH887xiVJzjNIFAv/RwiRCWFmN0Y5lTNqq7n0U5N+3OlYUm/cFCX3ZSClrtxWh9WVJRITQ2C+ddkXJZFazeF4rXb28ZQjmfdIJGKML/Oppoku6Fa9i/NS4ko6ltRyRd8bQIp5GYBJskeUefo04L2ij5RbD7PU+RnJOv4/8tEYapuCQ95RJ0wvyyjXDFUolSkK1TijPHYMe/UaCBTrhukJw/QEFJdBcUKpTlTYEwWTyZQ8qxjZimOjKbmtKCrL3z5wGdOtjOlmhkwNUgpmKthNwW6D3Qo5RVNBS+rOP61MwKBPxxhmlwdinniSdhOHrlXkk4Ljk21OjrY4mW9yMttgYgpyKetbqFLFiNafIRSuC8dzGBxCpXEyVAgGxYqSiyMzFZmxjGxFpd6C1mwFPW/snpxb24o8Gvh7wLuAhwbiRlXvDHXswRP3O5PN7gjz5uLBQc7QImj/Wfv15XSeC8knjtCTMGjN0UOfdhuG8GMP/8daCOKdMlhvSUvIjqsTNhaQUDcpYunojGSfGkm0zzKN5Nsrz4TxaYe8W9sn0sac8WsMaesQd6pp7yl2uX2g9r7EtKMloP2GkVy32jEa07Ez21yTcA3cSCjWhe3LDBvXKdl5IT8HNhT+8dl2QjUyXtM9plQTByMH44rResGpY1tctX6eqybnWbMFI1Ny3G4DsFmNuHJtg09vHuOBzQkbm2OKzYxy6q12t2m8DLLhyddMQQvBVMk9TJA06siMQMzjME18rQwzrhiPS46NphzPpxy320ykwCavgZUqThQX5jmUSnWmYVAVqjI62vehwRPzyFSUpqJ0htxU/qGhoT70KiH6lWZxlYj8SfL95m4nJxE5Dvwa8K9V9YzI3HPrW7DQArmkyXkmuSQQNCFmuZXAoumkTWSGC10cYgGjbqRGl7QcNUFrlmjB4YaUskSmBWoLqOaEp82cSKe62RwL0B8/sXpbqdgJOdlEK57D7xpljiTuWnucoLX+vEBWiF280/M5EPSRcqIpzyPkZvCxwFNWP0h9rYsSmRrMtMRUvv1YNRKqCUgpVGsh0cb4H7UbhZoUV5aML9/iivVNMusLBVnjODna4pq1Mzx0fIaH5g8wMUWwMJ13qrkxp/INPj0+zqfXTvCpjePcN1pnezujzHNKa+sGrmpDro8BLZOiQ3FeQs4uhM25seLGDsaOfFxybDzlWD5lPdv2zj7x1i5AoUIhDourLWbni8H6PsN4gu1WKK+SG8mIkktFbqraes7UUTmH2or3PPWHDubvf4CYYznfrapfPHcbkRxPzL+kqm8Osz8lItcEq/ka4K4wfzdNS4AlyVlETgM/jjeTXquqr+gs/zLgN4CPhllvVtXvW2bbveDxz/vRXW/TVKRLJI4eT3iro3f9OVgoQdKYGyYXLdFoPZum+D6V+DKKoxGMCmQ6RSnaskA63k6adI1lrMyk1nMkVEklimXioVV9Z+9WKdAFD/pF2jnsmpB3lDg66eO9pNzXbBaa83BNfQ8Zjbx/oChhOoWywhghm+TY47Z20Nlt/D5dIMIcymNQPKTg6mvu59En7+Py0QYOYbvKyEzFlaMNPnNyF4/I7+GU2WAkVXCi+VC0827ss/DsNsezKet2ylpWcO/mOmetMpWcymZoDIdMiDi2ZIMOOQdirsaKGyk6cthRRZ5XjLKSSeajKnJT1Vaz148LtlQBRx4IuMBbzUWiHQNBypj9u1r8gymTikwcmXFkzlEaVzsGVwr+dHcF8SbyzwJ/paqvTBa9Ffha4BXh/99I5r9eRF6JdwheD7x70TF2JGfxbvtXAzfi2f89IvJWVe123/4DVf3KPW57oOgtbCQL1kkdg3X5T281U8sZczTm1k4bC1aj9hz+F4sPq7OmTv7Yqdtzvdtl5IyUwFJiDqSszs3fbh7hx4eQWUDMnTjmPiLda0updHt/KG29Qcxcl6TTeawr0j6d8AsMbcN8lb7C+wAe9hA0M8idd6Pb25AVCGBHGdnxjPyYoRqFceTU1qonZ8f45DbXnjjDw9fv42S2SaWGTTcik4pHju/hc8af5Dp7lhNhSFNVtlU4rxkTKSk0YyQluVQct1uMQwU4g/IAMBVwYilDirc1oFMfzVETi/FV6TRxBGogZhk5slHFOC9Zy7yskktVJ5ZM1VIhTLHk4TqFYgI4PDHHOOcKrzE7DK5TxNwmJqgR9ZazCwStrkXuqwIBzC7JGXgi8DzgL0Tkz8K878KT8ptE5PnA/wS+CiA0KHkT8AF8pMc3L4rUgOUs58cDHw6F8xGRN+I9j8sQ7H62PTDMpsC2vzbhS1pbzfUUn6p1KnbYKNZRSC2zJH3a71c9N9Js74k6EEoS47vrbLmuRdiVNVrn2yFo5/x342YIbOYYPYt9WnYSmzxT67l/m307+WLnkHmRF9bQ6sDSCSsU5x2hcX1RhTxDRiM0Dwkx29tU5zcwoQGBTMbkZ8aUxyzVyBO/qxLpIAcdO8Z5ycSWjE2JCa9cmVSczDZ4WHY/19mzXGMzxpLhUAqtOKcluBLMFuetL6Tk61hM62EbFIdwFijEywulhsp1BrRs9NJYaS6Oy40VlyuMHTZ3ZNY7IkfGW7QmsVCcGgq1bLkMaxwVrtacIyE79ZmChWYzFrDtmJ5RJrGRoNWQOYfbr3/hQmH30Rr/lX4dGeDL52zzA8APLHuMZcj5OuDjyfc7gCf0rPclIvI+vI7yUlV9/y62PTT0SRp1GF20pKM1HeVXkbZMUMsZnb+VqreWiVIIdWRIXaDIxtA00yLopcLL5skTsZRl91zj+umDxtJvPQcLvaUz99QG6RL0BcOicLiUlOPDMb028RwMnqCN8+eeZcgo9wk5G762sgvralXB9jaytY3dmJKfy6nGPqOvjKpIjFW2vmb21FnOl+O6MH0uFSfMFqfsBicMrJsRJnnaraNMpaSiYiIFlTEYdawb7yis1FAlMcLnZMx2kBZKMVgjaMGM7uxD6Dwx68hhMkc2KhnlFZmtvBVrmvujwssTWzoil4otzQI5V2G5JOtF69mPLZU1bMfqsSgmTFHeKLvtglYB6h3/q4ZlyHkZL+OfAo9S1XMi8hXAr+M1laU9lCLyAuAFS4xn16j15s68OJo04aT13WlL7ugM2FuVrk3M2rWaE4eaxNq/cftAzvHW78sMrDPpFjd87jnpHvkjfZg45ztxa2I91xEarrWPPkdge4jhgZNk2fUOaR/Wc03MNtQGqclZ2sScFoBKz1vVP7ACQddBJjaMdWvbyxvWYvIsxHE329mtimzTUuUawurivv35lJXhXDHi/myNCmHdFhy3W0xMwUQKxp1rYhAMwkiEbVVyKqw4JhQ4DCfMJttZTjG2lEkyhzphquL/VGKC7iwNOVv11ediHHXusHlFZh0j6510qQOwUuMdfGHa0uAA1QrXeTvzNTay8NAwDUEHwjXiwqStX7kRxQRyvv1Lf3xPf/8LjVUsfLTMY2xHL6OqnlHVc+Hz24BcRK5aZttkHzer6hcv8o5GvPsXXrLEsNtIQ+X6iDnt4t3WoGkTs6G5apGU571GV16zJrapSsuLxvUlkE63yHun9kadhNJ1cvXJG6kzrJWhaOr5TTSGejLuI82wbk3y8XwTK7bXcRdD5/bTBzBBXYUvdiDpEnN6LRJrup7itUi28wk5ybWMfRlDXQwzGXsnYcgMlNJhpg5bKFJ6jdK/TfnC8mVpOTcdc6aYcL4cUziDQWtNt1BHoRWFlhRa4gJ75SLk4YbMqYLuXDIxBSfsJldk57lqfI4rxptcNt5iMi7IJgWsVbixo5qoD5Mba3D+UTsAGTnsyJFljjyryKPVnDCRC4SbTluaU2DZ0ryeYsJJheAD77zeXMc794TTNWTtCdusYgELaByC3emQsYzl/B7gehH5DOAT+BTEZ6criMjDgE+pqorI4/H0dQ9w/07bHhoSku4ScVvq6LmhJLay11lyhBYB107EWI8jOtkiuRhfiH5eWyitCFZzx3RuhYm1Sap+bbd2sQOzqoKsIrUFrXMIdRkLGpaUY3aBFjEnD5cZYnbxDxZJN0o4zt+NdReGnrF1UtfrRgVZ5uOeoS54ZQqfAIKTJqqnEsrCslnknCtGTGxJEbar1LClOQ+4LXIpyDFYESpVChxFneDhamvT4kPZcqk4aTcocsu2y9iqMrarjMoZ1Bn/rLcGLaTugadWIVPIHZI5bFbVSS8jWzIKlnMkypg8UqhlqhaT/P09BWv9DQiJJyY4EE1tRfssQIMNIYJdGLSlca8ShPA3XTHsSM6qWorIi4Db8H+hnwuexxeG5a8Bng58o4iUwCbwTPWtL3q3PYiBv/sXXrKnkDqgRcx1ynJ8I9f2/zOoCRHUST95x/2mJB3rcvQlrki0Ql0vQS9EDxGKBF0VZi2A5NhaVUhtbcpcYl4YRpdoz36nTUGjRViGxGtiDg+xeRZztPzFiCfTLNaEUHAGL/bHv1tHj08fsDHiw4b1Mt+cVWOMeh37LrUPQhxIKbjCsD3N2BrlbJQ5J/KMbZfVccxnzDZjt80kqYdcqTJVX5IzF4cVhwtFhawoBq8/H7c5l2cbbI5zps5SVgbnhG0FZ9R37Q4VhdQokqkn5rzCWoe1rraaR7aq9eaYVu2dfN4yjnH6lUo9hpRs0yiNqIfPWs1tIrailHjZYyWhrKSssVScc5Aq3taZ95rk86uAVy277UFh1wTdJd7ESu7Or/93yfzwO0/JqnYOpuj8oetswtgVI84XX9vX69Paykfp9u1T551OKs63lkr33y1677SxghdFccRz7EahLKkLpxpya7xzCLqvEt+8Jqq9zr8uMadjNZIQqm20fYO/rml0TZ/1nBB0Lf9k1k/GtOuxJJE8Pv5ZcKWhLC1bpbdwN6ucbc3ZcGM23JizbozFMZGKdXEUSbnEIlj1vnay1g7AkVRUGCZScHl+ng03YqMcszXOap13ajJP0FUML1SMDU7AKGeYmBDSyAuRKKtAtF7S8DegVQ3uQP8giRmABoejsZodjdUcnYXg3wJirHPUn7s69KphFcl5BV2nu8O7f+EljSTRh1SyoIeAofF2B6dgrPG88C0sCTNr1UmO0R11lIdrrOUd46TbmYB1fG9PQ9d5sbxAE6Ynhpm6zR1o1FrrxIzO+PoiQtJsxTnnMaOZz0FfB5Nu/HIafTFzPoG8676JfeeQZFbORHK0zss02rz1RK+xOH56+TQl5jCVQlUYpoWXHraqnI0qZ8ONOOsmnHVr4f8R97qcLTVsOBtqI/spIjraAPIQ+7xuppzMNrl8dJ7LRtusj6aMRyWjUYkdVZhRhckrbO7D5mwk5sw7A23QmlO9OVq3jeVsQzhd3ipqNFVLpY30Ea3m2ikY9WdtCDo6HdMIjjd+yc8suhUOD5r8HZPpsHFppW8v+2SOUkaHtJvwuQX7ij/wOSR761+1U1NPP+Y7E+s0sci7+4tkH2+KVNIQUxdx732emo412ClitEhLpnJNNdVlMgf70NetpZsAskON5j4HY68zEmbPN3WAdlLO56LvXGvnaWKBG5I6KenDvZmkEii99VyUlmmZsVV66/lsNWHdTGvH4LqEWhbi6lAzaKq8RU0XQkq0wsQUWHWctJtsZCPO52OmznrtOYynsuplNuNTxjMbrWZXJ7R4y7kdRueSokWFZi0L11vPgg02cz0mmsJHfh8NKcdzAcikohCzuo7AAIGm+e4K4ZIg53f/oo/eePxz50scMxpz/GF1rOZ2jDPzNeUOuqRcz//QD9efTz/623eWDDoablfeqNENIWvtQ2YIeiHKsl3uui9GeC9IsgcXQbqWeKoz1zJDcr71eomOHD/Hbt6pnNP31tEXGhmJ2QQpI8gbGtLwa59iSsyJtKGVoapMLW1slGPO2ykPmDVf8Q1HZYTCWHL1oXN5J0lsqu2f5He//tkg8H3Pej3rZpuT2Sab+YitKmea+24jIlCUtpbPrXEYo15jzkqvN0tMqXZeS07C6ZwKhcuwRr1DUPy5OYQ83D4p+UY5I0oafh8mJKqkcc9R2nCrqzfD0dacjwre/YsvmSHodpq2zs6jbTUv7VAW4ba/WDrZB4BbP/ZjM/OecvnX+92FVkftY8x3CEqIYIhjaSH+Spd8sNTbxO12QcgLY5eXSEqZKbLffeD01ceQnuVpDDcuOAKZ71Cdt89I0OHaxn5/vl5yu+GqQEPSTnCVUAXreav0jsFz2YhxNaktZxdkgJFU5JQU2BnL0mE8cSZPTCOOiSlYN1MuyzbZHOWUCTla46jCOVvjCTi3/gFQOwJ7QtqitOFCckkRe2JJYwEbdMbpFx2BaWKKi4SdEHl8ENzy+Fv6/w4rAlMe9ghmcUmRM3iCfsJzeizoLjF3rWaa+a0CRynEmxS3ve8/HNh4b7vvtTPzbho/e0GdiiaUrC6cD8RmofU4d0vQLjgb+zqqtAaweJ97SjRZVHcZ+q3mnbBs5EnLERjGIOJJ2Yrv7Rdjw1NiTt686s+JtLFVZp6ci4mvbSxV44RTE+onW0ZS9URE+EiJf/+GZ9J+pfEa9LqdciLbYrvKKGNdkzJHja9dYU2jMUdSzoKcEa3YbjZfpaa2noswz+KYkvnQvk7EhteZpdaa+4i5wvCjX/SmZf5ahwsdZI2Lhnf9kpc5apJeQMxtDVGbzzD7Gbj9T7734Afcwe3br5+Zd4N5RntGn3Orj6D70DdfHVT4qJG+7MKdsEzY38wmPTpzvVDmW80Rcws5LThoX2x6Tczp/7Riquuu1j0E3Zq61rMtGdkRWRmqv2UhQgIhF0shVYhpbptu08SCrU+XJi18bEqOZdst67lwfhsvWbg64SSN0rA7vBoWasnxZUK9vOHT8ivtWM5JhEZTCMmPI8odP/zYX1t4rFWB15wPexSzuCTJOeJdv/QSnvDsHwE6JJwi0ZhTWaMrh7zjj/7dhR7uQrzDvQm28VMHp6/7Fv9BtSGsXWrFdV1mF17jqwpEuP3863bc9sb8Wbs6Vo0enXmpB8M8q76WZXTWyq4dlT2Wc1fHDlmFKrHbNp6s+54hHetZnbeep0XGVlaxYfPaeo3WqrPe0hyboq5E18V3v+HZLas5ZuPZkHk3MQVrNqNUn94NMHWO0plQDc7V/2edLL2oA7cvj/h07YSETQijMyEpJkUaoZHqzJGYf/Cxb5m9WKuKmM27YrikyRngXa9/KQD/4Fk/0kRmzLOag6QR5//OO15+kUe7N9z6if+39f30tS+av/Ic0n578YY9H7+77YyV34NoLc84A6FtNe9F0oB2/HMrDT4h6e4xo6SRJBrFNxSNFrRQ1wVvTc7rzhqmqgrWs83ZqPXetmOsIhCi8aRmxcdA+HG2h9ctMORLi257Z17IRjSV4oxPDIkkXFvNPYTsL5PEPhBUajBShf8dqAk5KdJ6MEUyjlYzNJmDR46YIUTcDOR8aHjnG15af/6Sr/qRdk2Nzt/l9279zos7uAPGrZ+czQc6fdW/4tb7fvqiHP8drtEZb5Cn9zsG+5oI7GQ1z7OYoa2xS4tJFu+j5XxMJI2ElOvmqdLZPo3YqKS+n1AvbUyLjMw6Nm1eO+NSWaFSE6oCeiliRNmqWlcfIyHPFFYca7Zg202bqAnaBfFjwknqBLSdDL4qWORxe4DCZY2XTE1dC8Sv30RoxHGlyShHEQM5rwj++FdeuvNKlxhuvfviEHMX79BfBW1b0zNW80HX+N2p5klKxs2gWhJHbJRAGqXRNbbjgz1mDAarGRfkDSfeeja5t4qlIcpWnQnrix45FU/gOP92Fx8INPWSI/kZceSAMUqZ2ZooSzW1zNGEsTWhc/NC2nxMdcjdBhDnHYQxHVJta9s0dK7WmjFHRmduYQilG/BgRmpN32ifNesElE5c834kDZgl6K4TNK0k2A3fC9Zzl6D7j9Mmad+YQUCppQ1rHbbMk0SQMJbk13fCblFgsaozzkGImYK2LukJMDYFTg3bLmMthP5tu2ymwFCarh2RWvDxoRA/x60I0oa/JslnaIXOtbc7ehAGy3nAAKDRqG+aPLc/iaYPy6yzEyFHdEu8pmninYxNjSQNjd4ModqgNBEbSQlRDdJGtJ6nhcUax2aZN/pvhzAnJlZ9C7JBJ4QOfK2NkZQUEkm8ogDGpqwddACm46SrT5suaaeWcEf7D1Z01KD9Sc+xukNo3ZG0miE4BFfPdD6aAtGASwK3b/1i/XmmTvVusJtkmy7SuhtGEms51aJhrmGYRGtIQtDRenZOqFyT1r0dUru3qpzNasRmqL+x5fI6CaRQy9c/89bGaa2EWsqGsRSt3n+xRKeP3pgyNr5VVix2FKdoKaeOwa6F3WreGuOYkcTZ157S8LkjS8wBdZ/QZDpsDJbzgEPF7Ru/AMBTTnydn2Ha2u8MWs4+NxvrPE9vnrcfM0vE0FjLjdTBzH5n6rCor1AYO5OoSt29pKwMU2Oxxvfo60ZQjM2ICeKtYZf5ccT9SrsY0kQKMCH8DR9ZYdSQS4WzJcaZ3mLxrpYgDOBqOSMl5ZY8IQZT6/S+nGlqfUfS/v4v/PWdrvZq4yhHa4jIaeDH8b7l16rqKzrLnwPEEIdzwDeq6vvCso8BZ/ElfcplOp0MePDhtrO3APCUU8+v5/VW3FuWfHeDlIiTULoYqZFWHZxxCtJYzV7eEKgUrULH9UDQlTNUldYE3SXn7dj3ynj5oYjfg/VscVSh/D347y4UwLcoThy5qXzkR5RIOhqxmVNqLdWb4+dSbUhAiYQ9K21cEsQcsIqyxo7kLCIWeDVwI77t1HtE5K2qmnbQ/ijwJFW9T0SeCtxMu5Hrk1X17gMc94BLFLfd/7P159NX/au9OwNhZxKPERoh8URj9bk06SQ6BE07fbupqYHXmysfeaZZCKsrDGoVNZXXrZ0wLa0PN3OGsvJ9AZ0K00DEa7Zg22SMjW9TZaqgeasvgPR9z359KDHq6ykbUXJKT7yIt55NRY6XPWKdjEjolTZhdpVKfWnrBBNpsg1j7eZC7ZGXLHaCHOEklMcDH1bVjwCIyBuBpwE1OavqHyXrvxPfK3DAgH0hhv+dvvqFe9vBTlZ2T8TIzLQA0rzxN9pzNMAcaBUyDOuslaBBV4bCGDJnmTqLEa0JOuKtv/xEYnW46Bz08oU/QGxjVeDrLrtgPVto4pqdl0NMCNPrxpa7sCzC4lO1L3Uy7sV+qi9eICxDztcBH0++30HbKu7i+cBvJd8VuF1EFPhpVb1516Mc8KDGrXf5pjunH/qNu994Xi2NPkcgTficJlrzImdgWjYUqHsLfuyb2rH0n/2m/+B1aHynbmMMpbFMTSDnyv8U6wL1kfjjcZyP1nBiKKTCIUxMAc6H2RVJHHIuvsu4Q2rt2QoUCr5ORkdjfrAScoTiGzCvGJYh575bs/cdQESejCfnf5TMfqKqflJErgbeLiJ/raq/37PtC4AXLDGeAQ9S3Pqpn5pP0PvRotOswDR0Lo0s60lA8QtoSRz/42Uv7j3Eh5/R1Gb5nDd/L84ZppVllPn/p6Zp4Jv1aMMvf/avUKmEztyGLefjnSemqMt3boeIDxtbe0T9OsgbOVVN0EeiWtzFQtqgYYWwDDnfATwi+f5w4JPdlUTkC4HXAk9V1XvifFX9ZPj/LhF5C14mmSHnYFHfHPa1egLQgJXArZ/6KU4/7Jv6F+6WoLvSxQLH37x5aaGsD35vPzF38df//Htn5p3+vW8FvHPuv77xcRBzTepQOi9fxK4oE1PURZDGIkwloxBLXqdre7jwhuAQvv8L37rU+B6MOKqa83uA60XkM4BPAM8Enp2uICKPBN4MPE9VP5TMPwYYVT0bPt8EfN9BDX7AgxO3/u1PAswn6S52IG1NSbqntsb8Df1/f/nK5Uh5EW590k/Unz//pa+k7hYl8C+fdTvTEOcMXsYgEDV4Ap5IgRPhWz73d/Y9lgcdVKFcgaaBHexIzqpaisiLgNvwoXQ/p6rvF5EXhuWvAb4buBL4SfE3cwyZeyjwljAvA16vqrdekDMZ8KBDTdKLqvDNQ48zUOc5AhcQ9PtetX9i7uL9P9Le53f+4IEfYkAXKyhriO4nu+oCYZA1BuwWNUEvsnTjssy2umxrFuo3J/+73KBGUGtwI4PLxU+ZUI0El8Gf3PKSC39iA3bCe/ebO3Fy/FD9h9c+Z2b+rR/7sX3vez8Y0rcHXBKoy6TuZGzMI+9W4kmSPRh/IZ3NBmK+hOBDaGanQ8ZAzgMuGfTVsd4RXYdgmnwyB7Hb+4BLBSFaozsdMobaGgMuKdz6yVc1bbuWxRzHX7SiYxjdH775Ow5ghANWDgqUq9d+eyDnAZccYtuuhSQ9z/FXR2m0F/3BW//NAY9ywMpA1ffMXDEM5DzgkkXaW/H0w7+1WZCkMdcRGknySQ0Dk7+5j1s/9MMXeqgDDhtHsfDRgAGXAm69o4kjPv0ZQTPuKaqkErptB6IeiPlBAFW0KHa92U7VOveLgZwHPOhw60d/9LCHMGCVoLpry3nJap37whCtMWDAgAc1FNCqmpl2QF2tU1WnQKzWeWAYLOcBAwY8uKGKlruWNXZbrXPXGMh5wIABD2qc5b7b3qG/elXPoomI/Eny/eak5PHS1Tr3ioGcBwwY8KCGqp7ew2ZLVevcDwbNecCAAQN2j7pap4iM8NU6D7Qm62A5DxgwYMAuMa9a50EeY6hKN2DAgKOMQ60cdyGxlKwhIqdF5IMi8mEReVnPchGRnwjL/1xEHrfstgMGDBgwYBY7knMSbP1U4POAZ4nI53VWeypwfZheAPzULrYdMGDAgAEdLGM5LxNs/TTgderxTuCUiFyz5LYDBgwYMKCDZci5L9j6uiXXWWbbAQMGDBjQwTLRGssEW89bZ+lAbRF5AV4SAdgG/nKJsa0argLuPuxB7AHDuC8uhnEfHB512AO4UFiGnJcJtp63zmiJbQEImTc3A4jInxxFD+ww7ouLYdwXF0d13EcVy8gaywRbvxX4mhC18Q+AB1T1ziW3HTBgwIABHexoOc8LthaRF4blrwHeBnwF8GFgA/iXi7a9IGcyYMCAAZcQlsoQVNW34Qk4nfea5LMC37zstkvg5p1XWUkM4764GMZ9cXFUx30ksZIZggMGDBjwYMdQ+GjAgAEDVhCHRs77SQk/TCwx7i8TkQdE5M/C9N2HMc4uROTnROQuEekNUVzh673TuFf1ej9CRH5HRP5KRN4vIt/Ws87KXfMlx72S1/ySg6pe9AnvHPwfwGfiw+3eB3xeZ52vAH4LHyv9D4B3HcZY9zDuLwN+87DH2jP2fww8DvjLOctX7novOe5Vvd7XAI8Ln08AHzoi9/gy417Ja36pTYdlOe8nJfwwcWTT0VX194F7F6yyitd7mXGvJFT1TlX90/D5LPBXzGbHrtw1X3LcAy4CDouc95MSfphYdkxfIiLvE5HfEpHPvzhD2zdW8Xovi5W+3iLyaODvAe/qLFrpa75g3LDi1/xSwGEV299PSvhhYpkx/SnwKFU9JyJfAfw6vlrfqmMVr/cyWOnrLSLHgV8D/rWqnuku7tlkJa75DuNe6Wt+qeCwLOf9pIQfJnYck6qeUdVz4fPbgFxE+ppHrhpW8XrviFW+3iKS4wnul1T1zT2rrOQ132ncq3zNLyUcFjnvJyX8MLHjuEXkYSIi4fPj8df4nos+0t1jFa/3jljV6x3G9LPAX6nqK+estnLXfJlxr+o1v9RwKLKG7iMl/DCx5LifDnyjiJTAJvBMVT30V1UReQPey36ViNwBfA+Qw+peb1hq3Ct5vYEnAs8D/kJE/izM+y7gkbDS13yZca/qNb+kMGQIDhgwYMAKYsgQHDBgwIAVxEDOAwYMGLCCGMh5wIABA1YQAzkPGDBgwApiIOcBAwYcCnYqatWz/jNE5AOhINPrL/T4DhtDtMaAAQMOBSLyj4Fz+PoiX7DDutcDbwL+d1W9T0SuVtW7LsY4DwuD5TxgwIBDQV9RKxH5LBG5VUTeKyJ/ICKfExZ9A/BqVb0vbHtJEzMM5DxgwIDVws3At6jq3wdeCvxkmP8Y4DEi8oci8k4ROX1oI7xIOKzCRwMGDBjQQii29A+BXwnZ4QDj8H+GL670ZfgaJH8gIl+gqvdf5GFeNAzkPGDAgFWBAe5X1S/qWXYH8E5VLYCPisgH8WT9nos4vouKQdYYMGDASiCUJv2oiHwV1G28HhsW/zrw5DD/KrzM8ZHDGOfFwkDOAwYMOBSEolZ/DPwdEblDRJ4PPAd4voi8D3g/Taeh24B7ROQDwO8A36Gql3QlvCGUbsCAAQNWEIPlPGDAgAEriIGcBwwYMGAFMZDzgAEDBqwgBnIeMGDAgBXEQM4DBgwYsIIYyHnAgAEDVhADOQ8YMGDACmIg5wEDBgxYQfwvSHqjEQNwq3sAAAAASUVORK5CYII=\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" } ], "source": [ @@ -1906,198 +1716,6 @@ }, "output_type": "display_data" }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAWcAAAC7CAYAAAC5M19tAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAABTkUlEQVR4nO29ebwtV1nn/X3Wqtr73HOHjGQgQMIQlOEVGmlQ0RbaTCK+2N0YCRjFN5gGwdZGaUF5Hd4XlJaWbtsGMSAdRAHjANIYM0CL2shMAzIIRpJIBgiZc3PvOWdXraf/WGvVXlW79j77DPeefW7W7/Opz967alXV2nX2+dVTv2cSVSUjIyMjY7FgdnoCGRkZGRmTyOSckZGRsYDI5JyRkZGxgMjknJGRkbGAyOSckZGRsYDI5JyRkZGxgMjk/ACDiJwlIioixZTtPy8ib5njOJeLyKu3f4ZbR/h+j9rpeWRkbAWZnI9xiMgNInLOvONV9VdV9YVHck4PFIjIiSLyhyJye1j+QEQO7PS8MnYHMjlnZGwDRMT2rH41cALwCOCRwKnALx/FaWXsYmRyPoYhIm8HHgb8DxE5KCL/Idn8fBH5p2DR/UKyzy+LyO8nn79TRP5WRO4Wka+KyAt6zrNfRP5SRP6reFwuIm8QkT8XkftE5KMi8shk/DeLyLUicqeIfElELky2PVNEvhD2u1lEfjasP1lE3hfmcaeI/I2IrPv7FZHvE5H/LSL3hvn/crLtz0XkJzvjPysiPzDHPC8Xkd8WkStF5H7gGT2nfzjwHlW9V1XvAd4NPG69OWdkAKCqeTmGF+AG4Jzk81mAAm8G9gBPAFaBx4Ttvwz8fnj/MOA+4CKgBE4Cnhi2XY63DE8CPga8OjnH5cCdwFOAAvgD4F1h217gq8CPhW1PAm4HHhe23wp8V3h/AvCk8P7XgDeFeZTAdwEy5Tsr8Kjw/unA/4U3RL4F+DrwA2HbhcBHk/2eANwBDOaY5+XAPcDTwrGXeubxLODK8D1OAP4n8NM7/ZvIy+5YFtZyFpG3ishtIvK5OcdfGCyuz4vIO470/I4B/IqqHlbVzwCfwRNTF88H3q+q71TVkareoaqfTrY/GPgr4I9U9VWdff9UVT+mqhWenJ8Y1j8LuEFV/7uqVqr6KeBPgOeE7SPgsSJyQFXvCtvj+tOBM8Nc/kZV1y0Mo6ofVNW/U1Wnqp8F3gl8d9j8Z8DZInJ2+Hwx8IequjbHPAH+TFU/FI690nP6T+GJ/o6w1MAb15tzRgYstqxxOXDBPAPDP9crgaep6uOAnz5y0zpm8LXk/SFgX8+YhwL/OOMY34e3vt+0geOfCTw1yBN3i8jd+JvAaWH7vwGeCdwoIn8lIt8e1r8OuA64RkS+IiKvmDGvBiLy1CC5fENE7gFeBJwMoKqrwBXADweJ5CLg7XPOE7xlPQt/BHwZ2A8cwF/L35+5R0ZGwMKSs6r+Nf7RuIGIPFJErhKRTwbN8ZvDph8H3qCqd4V9bzvK011kbKXs4FfxjqxpeDNwFXCliOzdwDH/SlWPT5Z9qvpiAFX9uKo+GzgFeA+ePFHV+1T1Z1T1EcD3Ay8Tke+Z43zvAN4LPFRVj8PfSCTZ/jY86X4PcEhVPzzPPAPWu7ZPAH5HVe9X1YPh3M+cY84ZGYtLzlNwGfCTqvqtwM8yfkR8NPBoEfmQiHxEROayuB8g+Do+WmAz+APgnCAZFSJykog8sTPmpcCXgPeJyJ45jvk+/N/qYhEpw/LPReQxIjIQkeeLyHGqOgLuxUsBiMizRORRIiLJ+nqO8+0H7lTVFRF5CvC8dGMgYwf8BmOreeY85zhnxMeBF4rInnBtLsVLSBkZ62LXkLOI7AO+A/gjEfk08Dt4DRK8w+ZsvPPnIuAtInL80Z/lQuLXgFeFR/Of3ciOqvpPeEvvZ/BPMZ+mo00H3fdSvKX5ZyKytM4x7wPOA54L3IKXP/4jMAxDLgZuEJF78RLED4f1ZwPvBw4CHwbeqKofnONr/ATw/4nIfcAvEizxDn4P7zRsJIc55jkP/h+8A/Ym4Gb8TfIFG9g/4wEMmcOnsmMQkbOA96nq48UH739JVU/vGfcm4COqenn4/AHgFar68aM534zdCRH5EeBSVf3OnZ5LRkbErrGcVfVe4HoR+UGAEE8brbj3EOJMReRkvMzxlZ2YZ8bugogs463ry3Z6LhkZKRaWnEXknfjH128SkZtE5BK84+YSEfkM8Hng2WH41cAdIvIF4C+Bl6vqHTsx74zdAxE5H/gGXpfP4ZcZC4WFljUyMjIyHqhYWMs5IyMj44GMTM4ZGRkZC4jemr47DRHJWktGRsY8uF1VH7TTkzgSyJZzRkbGbsaNOz2BI4VMzhkZGRkLiEzOGRkZ6+IccyHnmAvXH5ixbcjknJGRMRMpKWeCPnrI5JyRkTEVXTIW29eNK+NIIJNzRkbGdKjzC56Yrx29c4cn9MBBJueMjIxenCPPaX3OxHx0MU+DzJntokL93c+G5W+TYkSIyA0i8nci8mkR+cR2TryL85Z+eP1BGRkZm0OwnjOOHuZJQrkc+G/4mrd9uB74blW9S0S+F1/d66nJ9meo6u1bmuWcOG/o66hfs5pr2GRkbAVdq1mK0ndxPAZx/jP26h13TvZt+ORnV69W1R1r3DFX4aO0rvI6404APqeqZ4TPNwBP3ig5bzZD8NzyouZ9fgTLyNgcIjGLtSAGrQIri1lE3fmTqvrkrRzgSU8Y6oeuevDE+uUH37DlY28F2605XwL8RfJZ8Q05Pykil27zuVo4t7wIMdL6PM8+ccnIyAgQ40m59takFKVfd4xCUUZaTyw7jW2rrSEiz8CTc9pN4mmqeouInAJcKyJ/Hxq39u1/Kb7d0aahzhvcYi1a1w1h98kc5w2f14wHOG/5YnRUAW2r+9zyouZzJPEFsxwyMrYVYsT/bwRCbkjayDH521dgxOJp6ttCziLyLcBbgO9Ni9yr6i3h9TYReTfwFKCXnFX1MkI3ii0XPuo4L85b+mGIVnUg5PiDg/BjDMSs1Shb0hkPSJxjLmyIOT6Fpv8nxyoUWF1Ah+eWn1VE5GHAnwIXq+qXk/V7RWR/fI9vltkb8bFdaH5Q0YI24u/+RkDCkkgfEakFLUXZ2pZazY32lpFxDCGmZou1LWJGjH+fENexaLioKms9y05jXcs5tIt6OnCyiNwE/BJQAqjqm/AdjU8C3ui71lMFEf1U4N1hXQG8Q1WvOgLfIZmsAerWjysSs5jxfUjFtazlPlKP79MfoxTlMflYl/HARfx9i7W41RWvNUeCVtcyXABQx7nFDwFwbfWHR3u6RwSKMGLSaNtprEvOqjrzVqmqLwRe2LP+K8ATJvc4MjBLQ9zKKlImXymSsggk5CwiEO+MHZlDeizrFNupO8fUWDFyzPzQM3YPzhs+rzFgpCgo9u2F4QCMobr51on/hZbc0SXtXQwHrOjiOTwXstj+plAUmL0WXKIdRULuyhmBnAVvRfv3Sc0AdS3ruYv4A40Oxziu60iMmIfIzy1+KBN0xlFDk7QVJT9jwJrmtTjjdKqbb/VjpkRqnGMu5P3uiqM04yMHBUaZnI8cpCzAKdoR9iX+sFrkPB4XrehI0sxhEahT/+NOziXWci6TDxmziPn97opc5WuDSJMj3q9/vIMz2b04b/ni8e/cKaBgaqjd2LhZR3NtDBSz+40Kh7Cii0eFi3e72AQuOOMnoSigsEhRjBdrPSlbM3YIBitaJFgK1nbkD2kshWkSR3PcxKKY5tVej3ynWR7nFj80Xo5BJ8xm0M1a637OWB/Nbyn+tkNhIx1VaFVBVUFdU918y0QFuvUkv90KRRhpMbHsNHZ+BlvEBWf9+7HFG2UM1bBuihUgAgbEGdQ4UNOWQ6AVhD8Ba9A1H7nhLfaqd1hX5tC6nvkYGKWN6HBJEfXBa1Z+f+r+O4XzD/yYf/pw/unjmkNvP2rnzpb0/Dj/+Eugrpu/U4Q6RSzoyiru/kN+Zef3f6wSM4CqsKaLVwp1V5PzBY96eULMBCsgfFZttOUJ4o3bfHCHfw+IMf6HawCnjeXQOAsHZWNhyx6LO7ziw49GFVIWTfSHP5a0LF6tay992Iua43WJWp1yjrmwP5wpIC3wtBNEff7+F6DOcc3941IrV9/73zl//wv8Bzl2/4l3M5onuPCUOEG8RjDLy1R33rVDM9w5KMKKlusPPMrY3bKGGTswGonCWC9xpFJGinnjFyMhGkEGJWZp6MnaWigLKAvMgX0wKDH79raIGdre7EjMzXsjnryjhRxllPQxMqTQtj53cN7weU2xp2k4R56zpcf/OMf0PGlYYsTV913erD9v+eJtrxK43nfIVnM/zpHnNMRc33MP9X33UR88GH7L4X/GWtzhw1OJuRWa2v1dQu+T3m6CdwjaiWWnsWvJ+fzH//yklixBXzbiSTpu7yETYH3nXxojbYOlXBRIWfplOKS+6x5kOJh5mJR0m8SYzo9cnbasmdb7vnnOmdEUk2q2QtDxn/u85Yv9kwWMLeWA8w/82KaPvx2IN6GsQ3s0Pf+6N/iw1AcP4g4dwh0+jDt8uOVn6QuhWw+7maCz5ryNOP9bXgWAOh/yhqNtEUfJgs7dz7mx1JHGOdd1SzNNjxOJGWuwJxznib4sG8u6eOiDqW/5+sQc7XEH0NVVb1G3iDRY0FE2iQW/EgLvat3xsbOZb0gOiOPS+h9dXDt6Z5P9dS6TdULimHmRxo2ff/wl7Y0d+ei84fM2Xb41k+zmMdMJra7X+oX5dOVxnLNpJansZk3aLaissSvJWUsLtSJWUQziehx3kaA1jdJIHH8x7C4Qtdb1pCVtx/uKjXJJeDVjycSe9VD0a7fhVlbDBB0sDT3pO+fn0J1ez1NTo213+7SJ8br2oAQDOtIJqaRL0OtFeFw7emcz5rylH+7Vr88tL2rfWKJEFJ5E3P2HMPv2hsnHf9LpjtRIGjOdotuQJn+OPKclc3SJ/liWQKYSc/p37HvqCpmB/q3MjPOfhq3cjHcSqrIQMkYXc9VzPtqYVfjo6ee+FjNymJFD1mrMmg/9kcr5OM0uVEP8Zg1V7Qmzqn3YUF03lu2EtRpq2cqgRAYDnzlVFk3IXqpla4z++NodMCipzjwVM6oxX7sTd9fd/nhpQgy0pBZ3/yFkUDYRIFGXTq0bs29v+C5+zlspSJMS+zSItc11iTUXtK6xB/Y3Hn1zYN94h+iEjdEAtRtbVomFlRJz9waS3jCALZH0+/WP57K++4g67rebSPwceU7zd5rARor6zCgN2v1Nxr9rXN+EmNb10STpLddcPvPx+/Xn/mTyEC/55g/uaD3nXWU5f9f//evUgCsEWwjGBlJcFaBqp2VHxB+rjiUNVdcmuYREgKQATPhRN4WT2k5GTZ2NDjjxeDh0GCRss8YTeyTSVPtOshbFWqT0j1W6NsLEFPQQCQI0aelaG5/ZuAVyXpeYB2UgWpJH4Bq7b+/60RjpTSte+1jzxFpiZcZoIUdNPK0GuBMFpvqIvGuBLxL6QgjTG+kRQ0L08TwxFA914Myus54dwqpbPFljVzkE1/ZbqiVDtWwY7bVUywX1conbO8DtGeKGJToo0NL6pTBoYUNER2Ltuqgvu5ZV1xQZT4i6IfsmQUXQsHShAwv7lrH3rWBvuwt3+53oapA6TELsyb4S40mtQUofFUJRIIOBJ3bAnnCcHzMYIEtLyN7lVg0RGUz5Yen4O24EujbyN67OP7k7vIK7777W3OOCkXGM7IynsS4Bx1cpSrQatQh7K5jHak7PM42Ed4P2nc6xeepKsZFC+TN+K+q0RcjpeK1r1OlCxuGvB+8QXLxojV1jOX/rJb9BBTAUxAmmArNHsasGu+qwaxaz5pCRQ5xDah/fLLWigKSEEaQOrWtPerN+vCkJR4KOw7u/4/BZ7r0fvfNub6WPqiCRdJx6CexxB7w1LwLWNuOlLLDLJ1F/4w7sGafRVNnDF3pi5DO66jvv3tC1nBexaUFbd/Zf3p5wXOu7uHsPeuklWPSzLPtzzIW+fkliNUtRtgh6S/MOx1kP0Vpf9EqDXZllvRvGlmswdwm68//RV6kOMRs2AhYFi6o57xrLudojflkWRvuEtQPC6nGGlRMNKycVrJxQsnpCyei4AdX+AdXeErdU4gYFlHYcCw3tqIJ5rIrEam5ZvobxFWwIO/xwgzUrgxIGJVL6dPKm1kd6g9CxfCJF4XXu4cBHhQQL2d12Oxw6BMZQ/9PNMBh4p+PScJ25b+xPbA7sw+xdblnj6tTfDHp36I8jb6y3aXp+B9tByq1zbMD6bspmFuVMDXonsBCW+yzSnRL5sZugCCuunFh2GvPUc34r8Czgtr4Gr+ILNv8m8EzgEPACVf1U2HZB2GaBt6jqazc70WrJv6qBpvSqgqmDFb0m2FWhWFGKFYNdU8yqw656YjDOIaNowc75YxLTliOsQe2kNNEQsxXUChK0ZqkSqzM6Jkcjb10Gx1kaqucdKjGZJtxMioJY+4ATjmtb3cb0hvG15h919OB9N/v24g7eP3WXaAGLMbi1MVk2kSiAPfF4v+7uezDHHaC+517vHIwO2eTxt6U3p1NLrOap05/TAu6O24g0ku63kxb0PPr2jhJ1/B3vciLuQ0xCWTTMc6UvB2a1B/9e4OywXAr8NoCIWOANYftjgYtE5LGbnejn/9PLcEOol6BahmovVPtg7ThYPT4sxwmrxxtWjzOs7TdUey31ksUteQ06ZkO1JIY+qyA+psWiSel+nUWN8dp2aXGDArc8oD6wRH3iXupTDuBOPg49sBf2LHlL2Fovd6ytjeOgnfPkVZY+KmQw8JZ3WUJhMY9+JPbhD0MDYZs9S+O5TfsOzVfRRkc3B/bNJGYIxJs4KsFb/03IHDTf3RzvpQ173IHkfJ2QrSlzm8dSnteS3qjFHSWUSOApkZ9bXjRB7NuhgW8E58hzFr7Y1W6Oa+7CqbDqiollFkRkSUQ+JiKfEZHPi8ivhPUnisi1IvIP4fWEZJ9Xish1IvIlETl/vXmtS86hIeudM4Y8G/g99fgIcLyInI7vF3idqn5FVdeAd4Wxm0a1B9zAL/WSUi2HZa9S7YPRAVjbD2v7hbV9htFeQ7VsqZcK7ygcWF+5riHaKcH41vpYz6j/hjRxtd7q1tQpaPAkXfqbQL2npF4qcAOLFhY3sI2jksKnfktRjEkzPvIXhSflKGWUfrwWBgqDWx6G71DAWWc0Dk97xmnYsx8x9Zo13wFvFc+CPe2UdrRF04Bg8hrVd9zVfoJwoYaJ6gQh98kYZjCYSXpbJcRZ1nNK5l1i7tt3O/pKzmP1thx71WgxJI0eRGLuyyTcjSVwFaFydmJZB6vAv1TVJwBPBC4QkW8DXgF8QFXPBj4QPhMM0+cCj8Mbu28MBuxUbMczyhnAV5PPN4V109ZvCme/5vUg4EpwAw0krX4ZKvWSUi9BvceTeLUHRkGnrpcM9dCixThOOZJWQxzJ4z+SWMvGjGObAzG3rlrITlQR3NBS7bHUewpvTQfixnoLm8J6At633FiiUhbI0hCGQxgGYrbGW+TxZhAIWocWt1SMyd5adP+yHzcDbnWlbflOQf2128YJJiurE/3jYCxp2JNOANW2M7JbD3uGHqlOZ1q826E/TzvGLLkkjSJJreutzGcj8daLSsgNkuimY6UbSiy2311m7uMRrZ0yLIo3QN8W1r8N+IHw/tnAu1R1VVWvB67DG7BTsR3k3McMOmN9/0FELhWRT4jIJ/q2O+sXtYpaUKOo8Z+dBVcGoi6hHkI98K/VUKgHnjh1qfByQVE0JJiSdLME61YGZZN84snW+KzBOGfVJjJEVHGFod5jGO2zjPYV/px2bGF7+aNAl/cgJ52APekEzP59XvIYlg0hpxZ5I58Egldr0DJIKUH/lrV1vPNikB5y7jrq7INP9dav08YhqE5bejOAu/tedHUNXRv5MD91uIP3tyWNOZCS32ax0f2njZ/HMt4qcS4K8TbXIK3xssFwu+a3s8lwzUWCbkLWAC/disingduAa1X1o8CpqnqrP67eCpwShm/YWN0Ocr4JeGjy+SHALTPW90JVL1PVJ0/LyPnHV7zMvxFAdPIV7yx0BWiRyB/DYDlH63lQwHDQFC9qEbQRH2Mc4owZDKAokljpNBW8M38Rf34bXgvBFQZtKnrJ+Bjgbw779sLysj9Pesz4GqWTKB0Ik7o3oMMC800Pn3ZpsXuXvVWcrnvYGRQPOgn7yDOxjzoLs3eZ+pavU99xl9el1Tv1zGDgIzXUa9bxVcqi6T6DU6+DdzCvLilF6W8gGyTrzRB7Glc97ZhdaznVpjcjbyxaIksaProl7Th1Eu5iR+EMWePkaDCG5dLWfqq1qj4Rz21PEZGJgIkEGzJWYXvinN8LvFRE3gU8FbhHVW8VkW8AZ4vIw4Gb8XrL7PqWM/DI//h6/0YBTTIB4+cEKoGorSfregD1wGCDLGDXSqgGSLT0TDtyQooiWMxlcMzZseVsACeIKooDF2SLQkDBjvy8TKWI09afRGMcszh/PgoodEzCKWKNaVVU1Z9T/NOC/85J8aYAc/bDcf9wfWudPe0Ubw2n0RZnPsSH8a2u4f7xxt7rHbMnpSway9kc2BdqZyfJPFMspo3WZmjqhAQ5Yb0oju7njcgO8+rR6eetyBvTsg93Gql2HH0gwNghHt9vEPPUUFkkKFD1yxi3z5O+rap3i8gH8Vry10Xk9MCBp+OtatigsQpzWM4i8k7gw8A3ichNInKJiLxIRF4UhlwJfAWvobwZ+Ikw4Qp4KXA18EXgClX9/HrnmzrRCsT5BReM5tonpEj8nAYKGLz8UXgr1sscxjvr9pRB4x36x/dQBpRUyhgMvNTQZBpGKSF5X1qvAw8K1BrEhfC9wzVm1XlyBjAyJvYobxRF4+DzkSSpVW5ajjmpHDKqkbUKs1phVkeYlQoZ1Y0TTg6vIYcOY77p4e2aF0aob7t9/PFsb2HXN90yzuibds3Lwkdl7FnypBTJ2PX0WjTG39yS+gub1Wk3EsWx0azCadZ5X/RIGtWRbtuKc3DHSblTpna8WsZLdIjPa1VPkTVi2dJFdxKqCmuumFhmQUQeJCLHh/d7gHOAv8cbqz8ahv0o8Gfh/XuB54rIMBisZwMfm3WOdS1nVZ35S1RfOeklU7ZdiSfvLeHRv/J6X+dBAQSDok5aFUHFgdQ0RO1XggtShyu99myWLGZUesKLxCbiY3SNBGs5EHMkzyhPBOkC/KNQ8z2NoEb8eZ2GOQSpRQRXCEaDY6+Zr4Na2xZwfEpsngrG20XVZz3GeGmgib0WQZeHzTpJ/gHTOGj7qLNQwH315nWvua/TMAiEa7DHHz/uvTgNoXqfb5YrmOHShrPV5rVQN0P881rL3fUpQcfXjVS66xZh2m6C3uiTQ4pW1x2YlCdkMvpmxsH6o5+McK5d3ExMBSq3YVnmdOBtIeLC4I3P94nIh4ErROQS4J+AHwRQ1c+LyBXAF4AKeImqzvzn2BXp21ITyn968tXak2Q3IcVb02EfDWpHsKDrUjBDwVQGMyq8lauBYkXGWYORmFOr2UZHXZxQogET9Oa4XQQ18eRh3hhcuo9TzAiIskiEDTJGvHHAmJwr56vqjUZjacFYUIsUFkWQyvk5n3EK9rj9PpMwgQ4KZHWE61i9fVXqmgpjET3E3FjRzRgzjtmOHc03SM6bJd2UOFOymmYlz3Ocvu3TMI1wI2nPWyVvM9hqZMsEQSfw68c1yDckc6gbV3c0srAlRb3mvDFyVtXPAv+sZ/0dwPdM2ec1wGvmPcdCk/NjfsHrzBqljIYMAemQc4KWvCFB3rDRejaY5bF1aozxjq0q1IQYBmvZRjlDGqs5JeMWTJxP0J+TsVKpVypqxpZxjMQgkLEk+zmHVEzoyf7EwWquKh9xIuEihLH1dTdgz3wI1VdubJGteeyj/LFDzWp72inUX7sNs2ep6YM4cQ2NtOuCNAdL4pr7EGtmx151/aOS7zRpbW1GQ05f5xk773FSwt7M/CIhb8W6Paro/j2S92JBayYJuk+f7hBzxCIStCqsrR/XfNSx0OTckFmyKkoWkaAjSac+QVHGftDoHCy89SxDEDVAgYpgrUHWCqSuvdWbWsqNlLG+9qYCWAlOyPE+plDsWtBqEytfrXgSjquM4EqDqMHWvi7y+G4Uvoy1vpbGCqEF1+TdXpeHFKedQv2NO/zXt9YTvgkk7hw45/serq5OddxpDKeLN5Gk6FJLe07n1xNK120KEMuhttK7Y2WzGD+7gZTtPmt3mvW7FXLcLEF3rfhFJeiW9ZwQ9LjzybhmSuyCMhnxMS5XKkXp18cbf1LFLmr2iyJzbMZyPhpYaHJutOPkNa5reC74nyas6ITEVYJjMMi8fqBPEnGlYEYWqV1jHTdxyT1lQUV1ohpdDHfzVnqQOOJvEkGsgpVGahEV/yRQGeIjQXNTMAAlVtV3ewmdwtUYH60x8HHYxIayffWVl/eM5/uIh7U17Wh5V5W3jKc9zoaeiTbER6s6pO8HPIOYAe9MXF31tUZCAX/o/NNvsqJZl5BnYStySXzfPd48ZNtX82NHCXqKLuw39RP0+of0+0lR+n9Ba8btzOKY2NyiQ9KLQtD1OkknO4GFJucJUk7IuYGEcSHtpbGo49hoOSs+hwcZh9oVBlMKplJMnTzWTJREjOf37Crdh/XkvBMdqWJssk0sQwEtBDewSB1IKiFJtYIbFsjIJTJH7Z2gzt8MpLBj7VkEavWxzqnDEMbJLMGp6E/QbiYbreeWFW1kHLus7ZyixmqeVrc5WS/G+MiYKWNb59xA09p5rdatoGvxdi3nWfPplkPdCCEfcQLfAPFO7EePDu1X+tj34XBcjwYaI4Cqav2dYzOLpiKgkR2TO1SFUZ1ljY2jj5iT//PIzeI84Up781ibJvjeGg1acAWYSkJMMiHaQ71lm5xbnKLR2Rj5I5VNeoi5cUxO4ZtGxjDSjod2NLKHv4OMvyfU4/MHnbo5X+hcouLD5Jr1t92JnnbyuO5F3Ldjcack2dspxSkaO8N0iblV7KjjbJwza3DemOg0IWQexx5sTc5I958WsjdLRunKLlvVxbcNU6rMtRq2qvMSRhif/j7Gv5dQf2VQIst7xgW+oo9jbdRyCrcyCzsNmM8bPq+Zz9Es2q9AnWWN+fHYn3s9vd6kWf/DieShKVmGYBeNBB6SU7zVDFIJptZAztIQMoGQRT2BihWfql21LXgfU+0Jz4fTRfkiHkeD/DKO+FDvK/GL88cFxiF4Rvxfx40dcj6yxJOsIu3QuyB/SMjga4ocLe9pk3LMgiyTnoWziDHq1MZMyDnAmJiPQi/K9ZJP1ovS6Ntno+jLGuwj3Y04Kbvz28x+m8YUK3r8m6hbN25TFk2ilkTnrzGemPcuo0slaq1vHzeq/YPjWuH/NZvyuevfsM9bvhiAaw69fevfcT0o1D1NmHcaC0vOkybwOusTNNIG41cFLy1EK7wmRHCAVL4utNR+vam1SW6hGFvTkbyNcZNOx8TZJy6E6MX3ieQSw+2auRmBylvO4nz8thB1ZvGca8VH5Gli1Yfv49OspU3Q+/Yi9x/Gra21iNk3Ig9EX4Q/fai33Lp+dd2skrTI/iwCTi3xvnFTbgAbySKclWzSJz1MO8Z62IwMsd6xNyJvTB3TJ0VsRxeSabWaw7FbT1TWInuWvHwx8DkBOrC+7ktpx/Vn4m+xct4YsLbzRNvzXeK6pOTBeXt/hGvu/73Nf7c5oAhVnS3nufGF175swnqO1mhvljphfULKUVvuEvU4Xtq/xhAhT9KgkajVyx1otKajfGJCsSN6bxQSKtWlcsx4Lkm8tAl3mkLQOkbkhQSbzndSaxpiHW8Ln9O4agiWcYGJsdDpuIiYujsooTaNFd06vLXjtPZp6G4LYXQtgtagjSdE3CLllBzmJJm+sp7TsNnQvPWOtZHMxO04d/+EzPh1q8WHptU2D8eX2KlnOIS9y7j9S9R7B7jS+v+VKrSHU4i1YrQw3j8SCNrf9W1r7q2u3uF3eVQs5vgVFVyWNTYHFRpLtCFoEj7q6r4heiNNVGlZ05BYxSGXow48U3XkhqABe8s0EK2RcTZizdhZGI+rUcP2rxol3pSY4/wjQYvg/BC/aEpk48zECQRy1MT6FWu9VXNwDb39Dtj/kPALDPNMwvTc4RXM3uVect4SugS93vA5a3F0ox+a/TdRnW4zksNGdef1Elumzim1LKfVL4k9Ho800htAsJ51WOCWSuo9BW5goFbsqmCofWx/KqXFsgjVANbW2rp2enwjR5WUUyyi5bx4M0rwhf/4srEsEclVOqRrEkJOidmOF5++3V7qQXhfJO/DZ1e091frq835SnNCXfoQPFcIWsT5RFb18/XZij7l2lTaEHVjUTP+Xj79myThhd5CSNrp4B0fJd1S4TMaBwVaFLjlIbK8jAyHvmhRzDIM5UDrO+5qHTqtsdHq5K1ukmB7usG0lnlbgG0SW6lEN2vdPMdNLeY+TXme88yFeUPYejI7jxTGdc87zmBl/ESUTlsnCZpB6UMqY0XDSPZGxlFHOwBFcDq57DQW33KOpByf3LWzLbymlrKv9wwY708j1H5OteHgV0OMYJIgCDQUnsNbxSasa6z1cEKHejXB+fOIC9uM+DcjN7aeVX10iPg6Hmq0ReQaPZjhuzqhKfDUfD8VdGBxhsZ56ErrrZYgGZhKQ20Ph554wDsHywK57U6flr53DxjBnvog6q9/o/9yl4GkqlCVTgwqzksqfcQb0rpbSSnRUQRzW8/zpgbPyt7rs2rnrXI3zeKdNWYjmHvfWcS8TlfsbZE2ps0nRlc4B6MRsjLCFAW2MEht/P9AjHqKT2kxQij8dmIHIAlPVdoJZTrS2vJUKG0pcUGw8OT8hde+jMe88vXQozf3WdORmLVVmD+OScO/AomK4kQaQo7kb6KEoQnxRhjG+ookd4x4yMZ61qYyndSKGO/Q66WrRiMXn7ASQ/rCPFwhmNIglfWOQyO4gcENQtElp8jIE7SpHG5gsXI85o5glayuoTffgzqHOe2Uxuqyp53iK9eFAkky9LWlNcofzcWeTrLTyoa20JMRuBVMC6nrC6HbjB69U1EWacw5MDtJRx0TpXOOBEHHedQ1VAKHV/yNv6qQusYtD9DQz1Kc+uQp58YyWijQRVF4Q8UI1K7xoVx973/f9vluBArUCyhrLDw5A83jUsMPHamjJXPEjimFJ2aMJs64RKyWxHEhikO8JRwWF5x5Jjr1YMzQqb4dEDXhqDHHjiaRilsyRWI1N/tHeaO5mYy/dCsG24WpG3yHl8JLIqYG05CzQUZKvVRgTliiuGcFWauQUNZThwOKRz/CH/5r32jJGu7ue3yR/T1LPnlA3fiLxpC69Lu0HHs6HqfqY5z7dGQxiHFzacyzME+djIlTz5FOvRUredP7JrquGJesltkEPe1YR6IzSewCX9c+63NthIwq7GoIoWvqnUfrOSVo0/TiFOCqO968/fPbLHaz5SwiFwC/iXezvkVVX9vZ/nLg+ckxHwM8SFXvFJEbgPvwbtpqnuLVXXzxNS/jm//f1zefW47AVHtOreWklZU3g0kI0SeVeO2CRjZxwVKNpBwl1+gUnH6BerbHORXi456teN06WvZdcjZev64HQl2G9G/xB5IqFu+XFjm7UKtaJYT/lRJCAtXHb9c+83G0r8CsOeyD9mHWHFLVmPtWkVGF7N+H3b8PioLqtOOR//0lxLimIJJbW8NEacMkd8lu3Y8+zAy92xpBb8VCnSeBZaNzmdCs+8LSpk7INEkfjTc62a+JZlCZdKY1w7q+gR6C3iJpx6STaK1LfRDjHFLXyGgPElqtNadLSt42OEoa+cYgu5OcQ73SNwDn4qv5f1xE3quqX4hjVPV1wOvC+O8H/r2q3pkc5hmqejtbwN///y/zdZ2biSWWcyNl6JigIylHiznVm2MInAgaxewYM6zS0p8l+W31kXQTSdLZHq3nWCpUDV6GKJLIi8QSjzWnq6H4FlsFDelLjfeEB00vHi/W8FABJ4IEwh5nUnoyNzWYyjC8s6LaYzGjgjLGO68tNXWii7vuh4edgbv5Vuzxx6H33ucLQgXrWV2iPffGMo915o32EzwqiE0A6nrDcsaGCDuGnVlfCKiVKt8TkRHJNyXcVlp0Yj339msOBN7o9ml0RTKmtW4zJN1JWNG69lE+wRqmqnz8vA1PV/E3UrvmfFfd/FsbP++RhoLWu5Cc8R1ir1PVrwCEdlTPxheN7sNFwBGpZvLlX3oZZ7/69Yk+S+Psi6TsyTqQcpA0ml6DAT4RJSRuEAgav86hGGQiGS7+JBtHXZ/BlzoOjeDK8Xu1EqJBZBwOmJBzXYIb+I4tLlj+cc5GQCt8iW7G+7Ss73CTAnDGW+iR3E0NUgn1oMSuKoN7alZPXgrhTyXFoZHvqhIujiwNfRruygoSpQ2n4+SCKG9EzEjf3hA2atltkmiaEDTx/SPnrRrX5ySESeJOu7qLDdJEKPqTnrdV2W2injatKoBip3/PpkocTFrszQG3QVOd4oDU0YiYndrEudv22Ktu/C9bP/+RxAJEZ3QxDzmfwWTX2Kf2DRSRZXwfrZcmqxW4RkQU+B1VvWyTcwXgH171Mh75678x1plNR75oCNsTcm90joBqqJcBwfQErE+LdgSPcpBMGpKMu/eElnZraMTwukauKD05q5kkZy9/hFC+KMkk543SjURLvuc7pWnhje4e9nNBsx43DLDYVcUYqApLcd+a16QPrsCwhLJEByWytARrI9zKqtdBo/UcypC2ojLmxXo9B+ch6G2IUkjJcDuceWlYWyscEbwhIAbplEZtpJBuGFmMmQ9JQOMQtY7ZnKRYb2yyG7hWM4okNZZ+qHSoqr66ozXecRj8EwtpLadQYDfKGrRszgbTzKPvBz7UkTSepqq3iMgpwLUi8veq+tcTJ/GdbS/tru+DG9CQr7YI2b/6kNu2tTxZSE6a3rASj6NeGlAAUZzBdzlJHJBGwFT0Ik1GgbH1HFtkNVJFMp1o9TekHG8IqZ8thAQ6G1p0Ca2C/uELtY7lCprY7xhUElPWG0lEQZyyctoe9txcw74l5M57vS5YWt8hPBS5caMKI6aVmjtBzLEuyDYXO5oLaV3oOUm2lcARK65F67hrlYvpDcuLpNykNluLW1nF7F1uXZ8mJd4IOP8DkrJortVEFmZahxt6x2mIBxWVcRH8aRbyZrXmdYg5VpfTURVq8tYhUcU/HVx125s2d96jjEWUNeZ51tlI19jn0pE0VPWW8Hob8G68TDIBVb1MVZ88j8Pw+p/+GbRUdODQgX9l4JDSIYWCdeNYuGiBpguAeBJvxjFeH1tbeR1YfdLKkEYLTlPCmxTtJMFE0kOKtIg3Li7U9ahLqIbJ8UsSh2YyfgDVHqiHgiuT5JdOxIoLc4/JOGm2ZKNhp7p4o9tbVk/b7y2gEw8g96/40KeimNBDe9El5g3KG3OXDZ0iA6yLLtkGnbaVpSamkR38Kmn6B5qyaIXvNe+Dttxcq6LwDXatQQYDf4MrfeqylEVT00SrETIcIkvD6enxSdJRcwNIEn7Gn8146cM2RW6kTWDTY2td++sWyoPqaASjatcQc/z/7S6zICIPFZG/FJEvisjnReSnwvoTReRaEfmH8HpCss8rReQ6EfmSiJy/3rTmIeePA2eLyMNFZIAn4Pf2TPY44LsZd5tFRPaKyP74HjgP+Nwc51wXN7745Z6QG1IOi3WIVb80xNuxohuiDgTdiuRIxkQtu9BGdmiRYneXFlHTVKTrpo/H984GQk4yFLVIMhoH4IZQLcNoL1R7w+uekNUYx6ZShp0+N1OBXQMzYtwZPMAcXmX49YM+/vSu+6hP3t/SlVMy1Jhc0PHGr0vMCUn0kvEmpIkWSa+jt040Mg1LPI4pi9YiRYkMSszSEBkMMHuWMEkhKAkZb0339pD5JpGorcHdexBZXvbRL8NhE60gRQlFQrgTc45ampm5SLRS5+2UvQ7er3/cLO1LOLaUJ5a69lmTkaRrt+OxyxuDeFmju8xGBfyMqj4G+DbgJSLyWOAVwAdU9WzgA+EzYdtzgcfhpd83hmCLqZin+3YlIi8FrsaLXm8NnWRfFLbH2+O/Aq5R1fuT3U8F3h2CzQvgHap61XrnnBc3/tgrePg7XhMIdjKMQgNJqksexXt4I424gORYYUO0dGOp0cZZF0jXxFjOxCptOfxSiSKQfiTmeuAJeTwgObaJ8oSXXNzAE6tdxZctrRnXHIk3EtM5VrhZmArsqnqtudLx9QgRK2un7ac4OELPfgjFP96MvfuQ77qSWpataIK+pIjwRSeaFcwm3Q03DoX5akqk/e+S4joTJN1EVqTxxcYTabRQYZyJOSiJjQ6ic1HE+HomZTEm1qrGPuTBYA32rId6maKusQf24b5xh09pripkaYiurI7nFM/XV59kon+lj5Twem/SaWTWZekpGNXXPdw3pb3Qj+s7budv5iUeuGZlMbqbzA0FNihrqOqtwK3h/X0i8kW8f+7ZwNPDsLcBHwR+Lqx/l6quAteLyHV4FeHD084xV5yzql4JXNlZ96bO58uByzvrvgI8YZ5zbBbXP+8XePSf/EprnaqPW3QiTQp0Q9Ct6keQRkz0xisn23pTxMW/F+fFXYVxFTrp2T9qwlHKCP8nsZBSHK8SLemQTKPhNWjNJljA8ft1IzyaG0VDzH7x4XjB0mVM0KO9lmrZUt4zgv37YGUV9u0JFtqks6oX8/wDd6rRbUh3nifioGdMK1Qt3Z5IEqiOSTjUvW7JCNA8SUh6YzJBvojhY2l1taKAwvqaJ6WvVyujGhnVmAef5tuFgSfowcC3copRDk0o3QzSMOH3HeSPWPUtlWamXyY/1/XaRL3fXdG8P8dcON4w5WZ6bfWHM4+3qFhPxpi5r8hZ+E7cHwVODcSNqt4afG3gifsjyW43hXVTsTsyBNfBl//NLwHw5CtfiUOoncE5/1rX4X1tfHU3lwScN94yaJF2TO1mUoNS63Viv7vXk+0IpPQkOC4rCmp9aFw9EKolqPfgX5eVesnr5QAyEsyqwR721e6auOeB+rDACBGcU6Qa1572XVOgXg5kbvw6U3nyNqsxezDOfxwm2C5h6suiuhMHjA6cgl1xFAdHFLViVHH3heL9wcqdSqrpP+28dSLmsZo3GQo2QcwhMqLpcRd14G6XmG4mZGrFpiQew8bEjAnamqausVoLhW8YDKDWIqUnaKlCL8iRAdYQa2jSUy3jtPhp1zpZL9Z66zleq/Rv1Ilm2WzfvpSojzVIv4xxsoh8Ivl8WTfaTET2AX8C/LSq3jtR1jcZ2rNupmVyTJBzxCee+Ws87dqXo+qJeeRMQ9BV7d+rE1xC0tpUGoIYUhNJT2I4R5QootoRIskYECxn31HFW9A00oSz3oHXEPMyVMuKW3Iw9No44Lt2A6hpIkG8Fu28s1PCvFYNZsVgV6FY8dIG4oMAXAn1kqJFkEBqsCv+9+DC3GIFvuaHKDShfUBTs9pVIS3c+utiRTAinqC1bmJ2p6KJcNB+x10npGwmthifG6MJ0jC0hpit9VpxmvHYJeYuQcPsp4eG3AlPHWG964wxBrXqiwYVhQ9HC53RY+aTuFBQqlMLe/a5Y+ZlkoEZrnefdJFB+L/v3XL7rAAFESnxxPwHqvqnYfXXReT0YDWfDtwW1m8ksAI4xsgZ4EPnvo7zPvhTVIGYR85OEHXtBBes62pkfdr2KJBTBaaSycecRP5QG/JQYhRE+H+S2le4S8nZFd6qrfZAtUdxQ0+4npiD1W5BB84bpUWwsAYKwxo7rLGFw9WGWktMZSjvh/I+ny3oSRTqobfGKcNEawnFaCR0d6HR0FtZhgn3eatfoPSvplZWHjRkMLCUpcWUJXroEKys+njWniL5/pG69K9pXY5pCSPTrObtSJponUYns+u24kTrxiVL8n7i5No2m1IrPVrLadJGlE0MY4Kehu75jLTCnsUI11aZlNfDRmUN8Sby7wJfVNXXJ5veC/wo8Nrw+mfJ+neIyOuBBwNnAx+bdY5jjpwBrnn6b/KvP/RiKmf8oqYh6yh7jGrLamVZMSVrTlDxcWhmJI08AR0HW0DUdtUm3NKK0hiPcwOolwIxLzl0GML9Wg5MRQpQnHdMCFAoUjqKssYYRUSpTIFdhcG9yuA+v3+1FMLrBoou+YgVBKgFZ5QK23oa8BXsaHTtiKhPp47MemAxlb8BuNJQLhXYO4fIocPoysq4y3dS6EhiONrERZuhPXcxBzH3RSdsOG7a6TijrTmI0lvgaRpieUxx4zjmWkCsd+Q6odWBBlpWmop4OcN0E0zcbAs9nrtvbGI9b1bCeCAhGlYbxNOAi4G/E5FPh3U/jyflK0TkEuCfgB8ECEEUV+AzqyvgJaoTNQVbOCbJGeBPn/bbvOBjL6ByFkcsoG38K8JabTlUldxrl7jHCauHC29hVt7Z1mTipYkhAenn1r9PJzojht/VS0HKWKoxRSJnpL6xmOGSaAxiQq0PhbqyyIqluB/K+xW75tBQixoEHXgyN0WwYINc4VSoR2b8NCD0PsJFSSNNTY+1O8CEG84QNywobi9866HV0KOwdqg6ZFQFh6i3mNUl/ef66kb0YZPEHNevL7f0Zdnp2IruEvJGijxp3fz9RBWlCDddM0nQLTKNFrRra96qXhZpkle0f/8eXLP6jpnbM9rYqOWsqv+Lfh0Z4Hum7PMa4DXznuOYJWeAy59yOT/9v39ooquBU0ONcLguub3Yx8hZ1g4NQOzY+afhaV0Too7oWJ3AuAppEqHhCnDDQMx7gkRR1ljjEPHE2+wfOzDUgktqy7raoCNwaxa76gk2xjKr+KxBH9XhsNb52O54TKNo4XBDwa36cRI6VHX7H7asaDdeVx7SceeXUrCroEsF4pb8oMp7JsWFOsSq3gkWKph1Nee+rDx/0vlkjPXiebsEPXV8jELpbk+t0Wg9z5NQk3YDqSowNrgxCn8zVtOUjZW+4wUNfHw815y7aWbQnWMcF7Bjxep3O3Tj5Hw0cEyTM8B/+Wc+tOfVn/s+ajVYcZjwlxi5gn12jUoN9x8aUpVF0yYqRZq+3aDnfz7tY+iz+hQ38BazXapYWhqxPFhjUHiCNoEdHcKotlS1Ya22rI2KJsrE1QZXGVi1yMhXtKuG/gRqoFryESHSse69b0h9vRCrfi6jUH406OuNEzR+v06MtCiMlgW7FoknEFVojyVVDFvRsF6StGN/IabFI/uCQ4lmvRlM0bEnCLl7/Bi/HKM0nHryCzJNu1VXYjmn6FrUkcSbqdS+HyWAWu/865J9L0kbWg1702YOUxyDuyvhYzHRVy9np3HMk3PEqx7/5/zWF5+BEcXiKKXGISzbVVZdwe379nLb3gH1ininWPwni7HMgXjnCogRfNnSQqH0csNgULF3uMb+4Qr7yjWWizWKcJOo1LDmClaqgkNVyeHRgJWqYHWtoBLQ2re20lKploW1WqiXvGxRLUO1DxDftXuCRwxQaNMf0ZTBTxfmLSTfjfFrE7GSxF+PiyvFSIcxuRH1Znw9CBUTHiVGveTb6lgyZ5PSieSRDaAJpUsvUO0jIRpiTqvtTdObU2de3/rG8sZfOOc1aMH4JBc7w/KPUR6x4IsxvlaFkV7H4NV3/+5c3z1jDmzQXXE08IAhZ4CffMxfAvB7X34qA6kx4q3XBy/dzc17j+Pu/cuMVnymiBkx/oMlFnEXLQs0QKOz0CqUDlvWDMqK5XKNA4NVDpQr7C1WKcPt2qlhpIbVsmClLjlUDTg4GnCoHHBoreSwGbCmQu2ENQz1MITuGZ/IUi+7UPBJWxMzFpw6tBRcqdRLNK2vGNH0UUxrb5gq3I9CHLUJre6bWh+F8Yaqw8fVxnZWzrada52ogT6kRYO6BL1+LY85n0PTGGdr2oWD1I3nmEZL9IXP+R3aBJ6OmRKlgRs/M4s1k22l4rjeuUty/vGYTMrbjCxrLA5+5NEf5YrrngRAKRXLZo0Th4c4sO8wd6wUVCqYNU+ATZxzDxqNOY2kMonVXHhZwRaOwjpKWzMwNUNTUUpN2bQjcgyBPTrCFSuslgX3l0NW6pKD1YB7V5e4t1zi8LCk2lNQjUJxD6NIoZjCh9s11fjSORqhDk/DdeMM8xXy2oX7/XszguIQWPXZhCaWeTZCPTCM9hdIpRSHfAyvcc4nU9RurOPGwjwmRMHMQKuqW7Ny9n9K1+nXS+SdQvYth98Uq7gpFN+s6CHmbjRHGg89K9U6OE5lmuOxO/cobcSyrEa4+rYFau10DEHIssZC4cJHfQqA3/3S0wDYY0ccGK5wcO+QVSe4wxYdyfixPnGgtTpxB/JWIJYw1SJazYopHEa00ZcBb7GLYoJ24om6bo0ZDSyrruBwPeDO4TJ3Dpe5d3WJw6OSOiSRFNZhw2TWauuTaxLzPjod1wpHZZXaKLWxqPUhg+N+hz41XBRk5Pe3q1A4kDo0ky0IerzBjBQtQlPZyvmGnrWD2K3b2rFjcDStvmpCghtop9QXjZE2RJ1Fyq3qb2G9dNK5u6naEyQapJCoW7cciumUu+eHjia9znN0IP6rbvlvs8dlbB3Zcl5MXPJNH+LVn/s+jDiWixF7hiPqylABagw6MuPkjHHyVoJUSoiP/p6YsQ5jfWSGQ6icaUL6rChGlFJqlsyIZbNGKVWjiUesaMld1V6+VhzgrnIvh6oSp0JhAsGLUjnDPatLTcINjC1oVWGpFFbLgsN2wMgozlpc+F5RHyeG940MYELtDqFYjck00vQujD8aVxhMaT1BjyysyTgcMBbkn4HGWp43MQXWD5djBjFHHbdLzCmBpqTctYwj0lZM/oR+zjb5PCs0b+bkhauu/0+zx2RsOzI5Lyhe9fg/B+AH/tdPsKccsVoWPkoi6MkarElBQosresPrIHUE+phjE0LbYrbiWoi7Blg2a+y3K+y3hymlxuAtYe+wrLCirLiSvWYVg1KK4167FMi5pgy/qFVXUDnDmrNUgZwjcYOPdV6pSkSUw6KMjKIji4uB98aXWEWAUqlEAYsb+N6FTbBADXo41vXQEAftIzd8jQrri/iICansdiqZ9pX6bLIKYxuniHVkjtRqXpeYZQYxi4yLxacw4pNErEFDJIdUdSf5w/YTeRfrkPNV171u5vaMIwDNssbC4z3f+Ua++/0/w6CsqGvDqA4ygY7tY59JJ73OwSaawyoYL2nEuGPnhNVRwUpZMHKWQmqW7SonFgfZbw5jRanDQUupWZIRVhzLskopFWtlwSgIwyM1lElIoBHHwPq44yLo2AZt3kdLO9WjRxASH8Kcm1RyhWWlKpXqgIDziS5mxVAc8vuatUDa4i1qnMWWobqbDV0+ary8ESulzVPK0lomkkRgQuboC5WbKG2ayhh9hYwmzpFGcdT+u6TbrIHCFzHyZVbxtU26ySSpNJKWUO12oe5BJuadwyJaznPFI4nIBaF6/3Ui8oqe7U8XkXtE5NNh+cV59100/NU5v8Fnv//VWOswwaEXO4pMi9hIoUF3Fqs+7RqSQkyW1aqgCgHFSzIKJKyN1VxKzUCqZtuSjFgyI/aaVZbMiKGtGou5kTXUNok2BqUQx8DWFMYxMDVLtmK5GLG3XGNPWVGWNab0jQkwvjCQGJ+RKFZ904I9FfaENQanHoKTV6lOqBjtU6olmk4szkqTyKGFCe2tiqZNUdRmo8Ovt5PGvEi7fXSWcTSGnaw61yVmI22dufePqD6RZFqH8RhZkjg/saapRud7NYqvTNd37L4lY+egeF9Ad9lhrGs5h2r9bwDOxVdW+riIvFdVu923/0ZVn7XJfRcOf/+vfxmAs97+q15LdF5vlVj7IiIJt/P9DDVwhrbGxf9BX+fDk2mNoQ73R5fcJ03HWWRxmBCbDVCHA9euYM0V3LO2hzVnm30jacf3cX0hjkFRUdgCa22Ii/bb/Zx9xIcL62OUCQJrlcEtGeol8eF7peAGPknGOw2NL85fF02ihKiCtcE4r32X6E2gieiYEZUxQcowaS2vd1PwX97PP2b6xap1Mdoijothcsm+GuKUpYop9PH8mYQXGQKYBSDjLub5b3kKcJ2qfkVV14B34av6z4Ot7LsQuOHin/dhTVGyEGg1CWytg9hsdtYTdKWGkdpmWXEltUojaziEEZaRFoywrGnBSIuGlJ361PP7RkvctbbMnat7GmfjNDSkjWKjlRw7lAdijgWWok6u6utgR+nD6+mhXshAqJYN9dDgBgYtDVr4fnkUBU0rpRjVkFjOG8W4CH7Hao6Wcmgm2tKW02iKvjTtPqSEG6WI0Sgk2YwJ2iesJESbHFtqnTxmJOWqai/dcRk7h91oOeOr9X81+XwT8NSecd8uIp/B1yj9WVX9/Ab2XWjc+AKvxpz526/rZNN1IjVCqnSXmEU8IVoztmQrZ1l1Jfe7IcaMtWOLshb6Vo2AGsOKlozU4oIc4oL17RNWyrGk0W3VBc22WPwpwgQSTtfFMDzPJ74mtCPU+gjhe7ExrRtAvSbIkrecpbLIyKG1HZcTDaUwxYUkk1Bzo6kzvAG0WkWNL+ykrty87zj+5kHaOb2uEVOM17sgZdjO8Tp/bLWCVD3frY98q6qtbWfsDJQmnn+RMM8vt8/k6P7SPgWcqapPAH4LeM8G9vUDRS4VkU90Og8sFG588cvHVnSEhPC5UMei281bQhNZY5yv64EnxJEaVlzJqis55IasBfJdi9a0DljRAfe7IYfcsCHoOlTVq9Q02nUMq4MxCcfqe3GpQrnUGCni56XNU4CqhPyK6AQd1/VwVSBnBYyOG9CWsepesJ4HsSXT2HqWYOFKasluppZGtH6TELcJXdl/sUZXlmhZz2s1p3/WbsRGLFrfpxMHq1pCHLMarz1LtMRjFuUMXPWPOXxuJ7HR7ttHA/P8l6xbwV9V71XVg+H9lUApIifPs29yjMtU9cmzOg8sAm78iZf7RBOTkLLRprSomIT0AkwgaJukWFcNCRdB3igCAXsJYyVY1YfckBUXiXlSumhpzEmyi1MZ17MOy1o9joOOaCI4QolPNHaJwXeNqY0v3F9L00FFDTgT6jwXgrNCvWSohxY3KNBBESIbirFj0CSp0xuUNqQs4mT9SzzW5CPK2OHXIfK5SbpPBknrZjhtf+6SeiBpmVdjnrOuSMYRxII6BOch548DZ4vIw0VkgG/v/d50gIicFjoDICJPCce9Y559dyNufEmwoE1wHAWdufncevLWIGs4rHGNlVureIJ2RULMXn9e0bC4svm8Ggg6IpJxYRyFuJak0VjOYYkNB+rYcKCpeBZ2aMkZBP9V6LUY2nlJLeNnHoPXnsMSIzfqJYMbWnToLegYuZE2Su1tWzUDErtZJ8QcLmx7YEh4kbSXX18SSSvhZBNRI+raBN2cvycCIx1n7eSc4/qMHYUAptaJZaexruClqpWIvBS4Gh+E+tZQ1f9FYfubgOcALxaRCjgMPFdVFejd9wh9l6OKG3/i5QCc+Tu/HkLtgoMNbQg5ShoSLFpJEkMARs4wMt6CNiGO1+IaEq7xjsNVVzZWc9SdoW01d8WirtYcCdoF+aKLSMrgLeYobRCJOWRHotKURPXFnXxqt7GghVAPDVKHrMHKV6jDmKYBaSyOJGWBTkvtDmiImYSUoZ/k4peIFnMc39fpZF5S7hJ83/nSsW7Gsbs1OGZ5jDOOLnQxZIwu5vJGBKniys66NyXv/xvQWwSgb99jCTf+2//QvD/zba8NURDhf5q2pNHO2jNNZ5aUnF1ido8aycO2rGZoR1+kmYARLonscCHOWpOIkGkYEzNeP42k7KQV5D0m57GTUGpBrOCGFqkUWzkvb0RSDs40iS2tphB0q54yU6zllKxjmngaqQHE2tMTY+aRG2YSsvO6Tlf6iAQ9DbF+dF8WYsaOYteSc8Z8uPFHfVTHI9716pb1HDufdOOXgYZ4jTqcmlYsswshd43VHFSoscXsMCoY8U7GLkm35I3QOzGFNPVOaaSM+D62WpEgbcQeg01GYeDvhqSNjC1pK8jQIlWBjZ2ljUGc+j6JwZmnziGDEl0bjee0UWKOn6Nk0pf4Mf7CWyPmPss4re/ctYinnSsT82JByenbDxR85bmvat5/y/94VUOmkaAjSdd4wh0566M4xFEjWLQh51pNy5pO0U02mRbnnJJ0RC//NATtmbexmsPS8nMKYLzVbIzgrPq2d1Y8UcesQRM04Nr4SP+kiHwkXlkajqfgXFvC6E52mrwRnXh99ZbjfvNYz91azvOGuqXdUGahm9qdseMQQDbaHBgQkbcCzwJuU9XHh3UnAn8InAXcAFyoqneFba8ELsFXEf93qnr1rONvLmUrY2589vtfzSee+Wv87Xm/PhGH7ILMEK3nOkgdo+AojMRc6ziTMCI2Chi/6lSnoOq4lGgayxyhE1YzjeUcdec+xAL9TeRKbIZrxVvQA4MWduwMS0tspusSzEXM3f3SlOwooUzDrOJEXWJeD/EfelbbqVnziGVBcxjdzkI3HUp3OXBBZ90rgA+o6tnAB8JnROSx+ICIx4V93hgyqKciW85HEf/zX/7n1ucf//iPUDmLtdpoytFKrnX++2bXIZha2lHSSKFTLOiW1Ryt5NRiTp2GkbvNeHFWvPVsfMU6n73XDmkTMWi8iURrts+a7JJjr7wRnIV9cdPTLOgU6xHwLKs5VM+bXJ/IHBm7Bma2b7oXqvrXInJWZ/WzgaeH928DPgj8XFj/LlVdBa4XkevwGdQfnnb8TM47iDf/89+bWPfzn/lXzftUQ45Wtl/vC31ESWOeJ7JpURq9iA7BhIwnKj7JePHkLCDavFeJJUU7adXUNI1K47pUbujDDGKe+hnmI+g+9MVPT0PUoefVmzvIlegWALo5WWMKTlXVWwFU9VYROSWsPwP4SDLuprBuKjI5Lxh+9Qnv7l3/8k8/p/XZypiUfWeVyQSV1DGYrtOO1CGBi6eScZeoI+J+06SNKljOUQ+u8RKEM6hJ6lOkBJ1ijvC5Xqs5JcpI0OsU/t8JZGJeDHjNuXfTyZ2M5ctU9bItnKaLmXeETM67BK974h/3rn/eR144c7+u1jy5vWPktSQNz743/LufnXmOb/nJ17cs6Jg56TVpmVxQL28YFyJAekLeZlm8G00e6RLzvA7BaeedFqec45d3J1QnC1Z53L6JjOWvi8jpwWo+HbgtrJ87Wzoik/Muxzu+7S2tz8/665dOjInEPC3qww+CG3/0lZuaw2d/62Wtz9/+g/8p6NESpI3gsEudgtMeI/tIeYqcsaGiRn3HnNWQdVomYoqoO6chdnMSdLaaFwjKNHLeDN4L/Cjw2vD6Z8n6d4jI64EHA2cDH5t1oEzOxxje9y92viHoh/9obGl/z3e9GnM4SdiwISml1XtxTkt2M+nWs3CkrNxsQe86bIacReSdeOffySJyE/BLeFK+QkQuAf4J+EGAkFV9BfAFoAJeoqozo6szOWccUXzgb3zM9wUP/5mQQdeRGFLn4ExLthNy1+2afSSwEYLtJqjMIOhsNS8YNpm+raoXTdn0PVPGvwZ4zbzHz+SccVRw1fW/AcAFp7xoOult1drsRkvstPW6CHPIWBfCtsoa24ZMzhlHFVfd5kuyXHDyv51/p3mt5u0iw94Mw00eNxP04kPVN4hYMGRyztgRXHX77wBw3vLFyJ6lGQ7CGcTcxZEi5llIk1GmVaXLBL3w2MY4521DJueMHcU1h94Oh+D8k358dkW3jWLRyDAT9OJie6M1tg1zmQkicoGIfElErhORV/Rsf76IfDYsfysiT0i23SAifycin17kFlQZO4ur73gzV9/VDgvckNW8HdhMNmEXC2iBZawPqd3EstNY13IOxTneAJyLD6T+uIi8V1W/kAy7HvhuVb1LRL4XuIx2I9dnqOrt2zjvjGMUKUGff9KPA1NIuSsfbMUq3UBsdS+m1dmYGKe5yNECQqYnoewo5jEVngJcp6pfUdU14F34Ih4NVPVvY1k8fP74Q7Z3mhkPRFx9x5u5+o43T244UqFzGQ9cODe57DDmIeczgK8mn9cr2HEJ8BfJZwWuEZFPisilG59ixgMd0Xk4FRspVNTFelLGZm4EWdrYXVCQyk0sO415HIJzF+wQkWfgyfk7k9VPU9VbQnWma0Xk71X1r3v2vRTI5J3Ri0jQF5zyou076DRi7msGm3HsYr0a4DuEeSznuQp2iMi3AG8Bnq2qd8T1qnpLeL0NeDdeJpmAql6mqk/eRKGRjAcQrrrtTbiD949XLGoERI/1nPXmxYXUOrHsNOYh548DZ4vIw0VkgK/m/950gIg8DPhT4GJV/XKyfq+I7I/vgfOAz23X5DMemLjm0Nt9Mst63Uy6iJZy6Ai+rdDFs7wy5oQqVPXkssNYV9ZQ1UpEXgpcDVjgraGIx4vC9jcBvwichG+9AlAFC/hU4N1hXQG8Q1WvOiLfJOMBh6u+/tsAXHDqi/2KeazorXZH2QiSpJRsNS84FlDWEF3ARpMisniTylhonH/CC5HhYPqAeS3llJyLGS3eeq32/pC/TMxHFJ/cqhR63PBU/Y4HP39i/VU3/OctH3sryBmCGccEYnz0Baf9xOTGzUoYtfOdw7eATMy7AMpCyBhdZHLOOKZw1dfeCCQkvRVteQtPlbEKX8ZuwGJGa2RyzjgmcdXX3sgFD57sCnNEz5kJeXdCgWoT7bePMDI5ZxyzuOoW3xVmQyQ9T4EiEa664T9vYWYZCwVVtM6yRkbGUUck6fNPeKEvTzrvfjf/1pGaUsaiYQEKHXWRyTnjAYOr73oL3LX+uIwHGFTR0WjDu4nIBcBv4kOM36Kqr93OaR3hGowZGRkZCw5Vbzl3lxlIqnV+L/BY4CIReex2TiuTc0ZGxgMaCmhdTyzrYN1qnVtFljUyMjIe2FBFqw3LGn3VOp86ZeymkMk5IyPjAY37uOvq9+sfn9yzaanTvekyVb0svJ+7Wudmkck5IyPjAQ1VvWATu81VrXMryJpzRkZGxsaxbrXOrSJbzhkZGRkbxLRqndt5jlyVLiMjYzdjRyvHHUnMJWuIyAUi8iURuU5EXtGzXUTkv4btnxWRJ827b0ZGRkbGJNYl5zmDrb8XODsslwK/vYF9MzIyMjI6mMdynifY+tnA76nHR4DjReT0OffNyMjIyOhgHnLuC7Y+Y84x8+ybkZGRkdHBPNEa8wRbTxszd6C2iFyKl0QAVtmdjWBPBm7f6UlsAnneRxd53tuHM3d6AkcK85DzPMHW08YM5tgXgJB5cxmAiHxiN3pg87yPLvK8jy5267x3K+aRNeYJtn4v8CMhauPbgHtU9dY5983IyMjI6GBdy3lasLWIvChsfxNwJfBM4DrgEPBjs/Y9It8kIyMj4xjCXBmCqnolnoDTdW9K3ivwknn3nQOXrT9kIZHnfXSR5310sVvnvSuxkBmCGRkZGQ905MJHGRkZGQuIHSPnraSE7yTmmPfTReQeEfl0WH5xJ+bZhYi8VURuE5HeEMUFvt7rzXtRr/dDReQvReSLIvJ5EfmpnjELd83nnPdCXvNjDqp61Be8c/AfgUfgw+0+Azy2M+aZwF/gY6W/DfjoTsx1E/N+OvC+nZ5rz9z/BfAk4HNTti/c9Z5z3ot6vU8HnhTe7we+vEt+4/PMeyGv+bG27JTlvJWU8J3Erk1HV9W/Bu6cMWQRr/c8815IqOqtqvqp8P4+4ItMZscu3DWfc94ZRwE7Rc5bSQnfScw7p28Xkc+IyF+IyOOOztS2jEW83vNioa+3iJwF/DPgo51NC33NZ8wbFvyaHwvYqWL7W0kJ30nMM6dPAWeq6kEReSbwHny1vkXHIl7vebDQ11tE9gF/Avy0qt7b3dyzy0Jc83XmvdDX/FjBTlnOW0kJ30msOydVvVdVD4b3VwKliPQ1j1w0LOL1XheLfL1FpMQT3B+o6p/2DFnIa77evBf5mh9L2Cly3kpK+E5i3XmLyGkiIuH9U/DX+I6jPtONYxGv97pY1Osd5vS7wBdV9fVThi3cNZ9n3ot6zY817IisoVtICd9JzDnv5wAvFpEKOAw8V1V3/FFVRN6J97KfLCI3Ab8ElLC41xvmmvdCXm/gacDFwN+JyKfDup8HHgYLfc3nmfeiXvNjCjlDMCMjI2MBkTMEMzIyMhYQmZwzMjIyFhCZnDMyMjIWEJmcMzIyMhYQmZwzMjJ2BOsVteoZf6GIfCEUZHrHkZ7fTiNHa2RkZOwIRORfAAfx9UUev87Ys4ErgH+pqneJyCmqetvRmOdOIVvOGRkZO4K+olYi8kgRuUpEPikifyMi3xw2/TjwBlW9K+x7TBMzZHLOyMhYLFwG/KSqfivws8Abw/pHA48WkQ+JyEdE5IIdm+FRwk4VPsrIyMhoIRRb+g7gj0J2OMAwvBb44kpPx9cg+RsRebyq3n2Up3nUkMk5IyNjUWCAu1X1iT3bbgI+oqoj4HoR+RKerD9+FOd3VJFljYyMjIVAKE16vYj8IDRtvJ4QNr8HeEZYfzJe5vjKTszzaCGTc0ZGxo4gFLX6MPBNInKTiFwCPB+4REQ+A3yecaehq4E7ROQLwF8CL1fVY7oSXg6ly8jIyFhAZMs5IyMjYwGRyTkjIyNjAZHJOSMjI2MBkck5IyMjYwGRyTkjIyNjAZHJOSMjI2MBkck5IyMjYwGRyTkjIyNjAfF/AJ6NBtoWa4GaAAAAAElFTkSuQmCC\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAW4AAAC7CAYAAABFJnSnAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAAcWklEQVR4nO3dfZRlVXnn8e/v3qpuVBpBO7wICGjaF2CCUeQlOBEiSos6bdYA06hgXGAPBIzOgFloEmOyYiYTNSvLCPa0SgAVGIyCPdiAQFQQaG0wzbuYFlA6oC3voNJdde8zf+x9q07fulV1qqu67jlVv89ae9U5+5xz73MPzXP33WefsxURmJlZfTT6HYCZmU2NE7eZWc04cZuZ1YwTt5lZzThxm5nVjBO3mVnNOHHPcZL2lRSSBsbZ/lFJXyjxOhdI+puZj3D68uf77X7HYTZbnLjnGEkPSjq67P4R8bcRcer2jGm+kHSCpJsl/VrSd3psb0r6G0kPS3pG0r9J2nn2I7W669kKM7OJSWpGRKur+nHgH4FXAX/Q47C/An4POBz4GXAA8Nx2DNPmKLe45xBJXwJeCvw/Sc9K+tPC5ndL+pmkRyX9WeGYj0v6cmH9DbnV+KSkhyT9UY/3WSTp25I+o+QCSedK+mZuSX5f0ssL+79K0rWSHpd0n6QTCtuOlXRPPu4/JJ2d6xdLujLH8bikGyVN+u9V0ttyS/bpHP/HC9u+KekDXfvfIemdJeK8QNLnJK2R9CvgqO73jojrIuIy4OEece0CfAh4f0T8NJK7IsKJ26bMiXsOiYiTSC25d0TEjhHx94XNbwBeCbwJ+JikV3cfL+mlwFXAPwG/BbwGWN+1z4uB64GbIuJPYvSZCSeSWpS7ABuAT+T9XwBcC1wM7Jr3O0/SAfm4LwL/PSIWAQcC/5rrzwI25jh2Az4KlHk+w6+Ak4GdgbcBp3cSM3Ah8J7CZzkI2BNYUyJOgHflz7UI+F6JWIr+EzAMHCfp55J+LOmMKb6GGVDhxC3pfEmbJN1Vcv8TcsvtbkkXb+/4auivIuI3EXE7cDtwUI993g1cFxGXRMRQRDwWEesL218CfBf4akT8edexX4+IH0TEMPAVUtIHeDvwYET8c0QMR8QPga8Bx+XtQ8D+knaKiCfy9k79HsA+OZYbC18S44qI70TEnRHRjog7gEuAN+bN3wCWSFqS108C/m9EbCkRJ8A3IuKm/NpTbSnvBbwQeAWwX37dj0t68xRfx6y6iRu4AFhaZsf8P+JHgCMi4gDST1Lb2s8Ly78Gduyxz97ATyZ4jbcBzwNWTuH19wEOzV0eT0p6kvQFsXve/l+BY4GfSvqupMNz/SdJLfdvSbpf0jkTxDVC0qG5G+eXkp4CTgMWA0TEZuAy4D252+VE4Esl4wR4qEwM4/hN/vvX+Qv0DuBS0mc3m5LKJu6IuIF0sWeEpJdLulrSbbnP81V50/uBcyPiiXzsplkOt0qm87jHh4CXT7D988DVjHYtlH3N70bEzoWyY0ScDhAR6yJiGal74gpSYiUinomIsyLiZcA7gP8p6U0l3u9iYDWwd0S8kPQlo8L2C0kJ+U3AryPiljJxZtM5t3fMwGuYARVO3ONYBXwgIl4HnA2cl+tfAbxC0k2S1koq1VKfo34BvGwbj/0KcHTudhqQ9GJJr+na50zgPuBKSc8r8ZpXkv7bnCRpMJfXS3q1pAWS3i3phRExBDwNtAAkvV3Sb0tSob57FEcvi4DHI+I5SYeQ+qVH5ETdBj7NaGt7wjhLvCc55qakHUijtRqSdpA0mN/3J8CNwJ9JWphf97/l9zWbktokbkk7koZSfVXSeuD/kPpAIf2PsgQ4kvTz9wuav+Nj/xfw5/nn/tlTOTAifkb66X4W6dfOerr6wnM/8wpSC/UbOVFN9JrPAG8BlpNGW/wc+N/AwrzLScCDkp4mdWt0Lh4uAa4DngVuAc6LiO+U+Bh/DPy1pGeAj5Fb8F0uIl0sHBlNUyLOMk4idYl8DvjPefnzhe0nkrpkHgO+CfxFRFw/hdc3A0BVnkhB0r7AlRFxoKSdgPsiYo8e+60E1kbEBXn9euCciFg3m/FaPUg6GVgREW/odyxm26I2Le6IeBp4QNLxAEo6rcEryONqJS0mdZ3c3484rdokPZ/UKl/V71jMtlVlE7ekS0g/kV8paaOkU0gXlU6RdDtwN7As734N8Jike4BvAx+OiMf6EbdVl6RjgF+SrgN4yKjVVqW7SszMbKzKtrjNzKw3J24zs5qp5NMBJbn/xszKeDQifqvfQcw2t7jNrM5+2u8A+sGJ28ysZpy4zcxqxonbzKxmnLjNzGrGidvMrGacuM3MaqbM5KsTTiGWn6d8Ry43Fx78hKQHJd0pab2kW2cycDOz+arMDTgXAJ8lPcO4lweAN0bEE5LeSnrq2qGF7UdFxKPTitLMbDs55qgXxGOPj52j47Y7Nl8TEZWclGXSxB0RN+TnYo+3/ebC6lrSpKhmZrXwy8eHuenql4ypf/5LHlzch3BKmek+7lOAqwrrQZrs9TZJK2b4vczMpi0IhqI1plTZjD2rRNJRpMRdnFXkiIh4WNKuwLWSfpQnAe51/ArSlFhmVkFHN07gunavmeDqLYAh2v0OY0pmpMUt6XeALwDLihMYRMTD+e8m4HLgkPFeIyJWRcTBEXHwTMRkZjMs2hzdOKHfUcy4ADZHe0ypsmknbkkvBb4OnBQRPy7Uv0DSos4yaSLWniNTzKw+5lryjgi29ChVNmlXSZ5C7EhgsaSNwF8CgwARsZI0k/aLgfMkAQznVvNuwOW5bgC4OCKu3g6fwcy2s6N13Nbrc6jbJBBDqN9hTEmZUSUnTrL9VODUHvX3AweNPcLM6qQ7aY/Uz5Hk3Qaei3rdi1jJiRTMrII0Nrl1kvp18S+zHc2MCWDIidvM5pRCwlYjdSlEu9p9wFPRRjwX9UqF9YrWzGZdJ1l310U7QI3ad5cEYsiJ28zmijcPpktcY1raFR8uNxURYks0+x3GlNSrY8fMZpWaTdRspu4SNbZqfXeW6z48MBDPxeCYUmVO3GY2voZSaTZyaaaEXbxQGe1xR57UQbo42RxTqsyJ28zGJ4GEGg3UaKT1QvIuJvG6Ju9OH3d3qbJqR2dmfXPMoj8aXZGg0UASRBDtQI020W6M/AVS87Vm2rmrpE7c4jazMY7Z6X0jretO0qbZgMGBVNdsjB3XXdMukwjVrqvELW4zY+lLzty6ot1OybrVglYeQdLMiVp5vdFK/d+tFigg0hDBozmuVjfkBLCl4l0j3eoVrZnNuKV7fgAiUsu606KGtPzc5pS424Xhf2qlcdxDQqTEJ1pEi1oOE2wjNrfr1VXixG02jy3d60/SgvLIkcHBkZZ1NBrwwh3R5iEYbqXkDtAOGB5GUurSbm+drOvU2obOxclqd410c+I2m4eW7nb6aMtaecjfwAAMNInm6FjtaAoWDMBAGlHS3mEBNEU0xMAvnkLP/ipdrIyAViuN+R7u04faRp0+7jpx4jabZ5budnpK1kV52F+v9RhsgsamiuHdd2bg56SRJu126uuG+iVuxHM16yqZdFSJpPMlbZLUcxIEJZ+RtEHSHZJeW9i2VNJ9eds5Mxm4mc0gNcYk7mgUb7LJ3SQNiE5Cb8DQnruw5VV7oUU7ooULaey+6ywGPTPm6g04FwATTVH/VmBJLiuAzwFIagLn5u37AydK2n86wZrZDGpsffcj5KTcaKSk3dkcMVoAxGhrXGl986tfgnbflc1Ldpu18GdKO8Tm9sCYUmVlJlK4QdK+E+yyDLgoIgJYK2lnSXsA+wIb8oQKSLo073vPtKM2s21XHJ/dXd9ZjCA6s8K087oYmzEkIpfn9tllu4a9vQRiuF3tFna3mfha2RN4qLC+Mdf1qj90Bt7PzKaj03LunlexodTKHhk9khK3cmtb5IZ5J8d1En3xd3u9ZgAD5u9ECr3+U8UE9b1fRFpB6moxs+3kmF1OzTfUFK4gNpuMZONiq7vdHl3PrWqaoj042h8ejdzi7uS97lZ8DUTuKqmTmfia2QjsXVjfC3h4gvqeImJVRBycJxo2s+2h1SJaLWLzFuI3zxGbt8CWodG7IzuK/dqdFvhAg/aCJtFsEAMaLXl4YCrw+2//+9n/XNPQ6SrpLmVIakr6N0lX5vUXSbpW0r/nv7sU9v1IHqhxn6RjCvWvk3Rn3vYZafJvv5lI3KuBk/PoksOApyLiEWAdsETSfpIWAMvzvmbWL3m89UgCHxoihofzcL42tLqSdbsNw6ND/UKMjCxJre3RC5Q0UyJvN+GIP/wkhx//KQ4//lP9+qSlBTAcjTGlpA8C9xbWzwGuj4glwPV5nTwwYzlwAGmwx3l5AAekAR0rGB3kMdFgEKDccMBLgFuAV0raKOkUSadJOi3vsga4H9gAfB74Y4CIGAbOBK7JH+yyiLh7svczs+0n2u2UsLvudqTVgnYbtduoFag1mrwVkaZCz7fFd1rWodRVgoBOEm+I9kAqHYefUO3kHSG2tAfGlMlI2gt4G/CFQvUy4MK8fCHwzkL9pRGxOSIeIOXLQ/JAjp0i4pY8wOOiwjHjKjOq5MRJtgdwxjjb1pASu5lVQfGCZPcv8nakQqQLlW3BYJNopITdXjhAe0FjNCl3rmTlRN5uivZg7u/ueulD3/Upvn/x2dvvc01DAMPtbep8+EfgT4FFhbrdco8DEfGIpM7A9j2BtYX9OoM4hvJyd/2E6nUp1cym5Vu//lJKzp2n/nWPLCk+j6QB7R0GaD9/Aa0dF9Je2KTdVGFWnNS/3W7mpD2QE3exzzu3wqMhXn/yp3n9ez89+x96EqmPuzGmAIsl3VooI4MnJL0d2BQRt5V8mxkZxNFRr0upZjZtMTyUl1ojd0xqweDWY/2aDWJggNbzBlN3SO7XVuQJg0eSMqOJOmeTUHrKK4x2pUSDke6Vg9/3aW7957Nm+2OPKwK29L4Y+egEgyWOAP6LpGOBHYCdJH0Z+IWkPXJrew9gU95/okEce/Won5Bb3GbzTLQj9XPnwvAwMTQ8MrIkBprEYJPYYYDWwkbqHmlqtG0YuX87t7I7fd4dI0k7X7QcSdoNuO38syqVtGHCFvf4x0R8JCL2ioh9SRcd/zUi3kMagPHevNt7gW/k5dXAckkLJe1Hugj5g9yt8oykw/JokpMLx4zLLW6z+SzaaRqyVmv0mdwDDdoLB2ktbBKDKYFpKN85CSPJuN1k5EmCxcTdvd+6C6uVqHtpzdwNOH8HXCbpFOBnwPEAEXG3pMtId44PA2dERH4qF6eTHi3yPOCqXCbkxG02n3Um/O08t6TZIAZSSRcoc7dIQ51JblLXSKeM3HhTSNid9UZXXUVFiKHWtt/yHhHfAb6Tlx8D3jTOfp8APtGj/lbgwKm8pxO32TxydOOEtFCcob0zh2TnWdyNBp2pbdTKQwE7JkrIGh0muO6i6reyOwJobduokr5x4jabZ9To3MbeQM0mGhhAg4NpIoVGY+SxrWq1aW7Oo0JGWtcaeVZ3Z9hfiMoO9SsloFWHnwYFTtxm81EnaQ8OoAUL0pRlA82Rx7mqHanFPdxKt7W3G7QHG3QeUz0yoqQhfvDl+rSuewnEcKteLe56RWtm09JpbaszFntgABYMwoLB1K9dmLZMEelOyuFA7Uh3UALfu+LDRHNuJG1I12Tb7caYUmVucZvNN2qkFvfAAOrM6p7/RqMx8iTATqK+7pa/GPMSay+tcddID3VrcTtxm80zI63tZnOkxT0ykiTfTHPdzWOT9VwViLb7uM2ssjqt7dy/TSONKrnmrr/td2T9ExBtJ24zq6hrhy5JjzV6Dnim39FUQwAtd5WYmdVIDVvcpb5mJC3NszZskHROj+0flrQ+l7sktSS9KG97MM/usF7SrTP9AczMpkdEe2ypsklb3HmWhnOBN5OeZLVO0uqIGJmtPSI+CXwy7/8O4H9ExOOFlzkqIh6d0cjNzGZCQLSqnai7lWlxHwJsiIj7I2ILcClpNofxnAhcMhPBmZnNis4cbMVSYWUS957AQ4X1cWdokPR80nxpXytUB/AtSbcVH0RuZlYJQZrtp7tUWJmLk1OZoeEdwE1d3SRHRMTDeQqfayX9KCJuGPMmKak7sZvZrJuLXSXjzdzQy3K6ukki4uH8dxNwOanrZYyIWBURB08w44SZ2cwLUHtsqbIyiXsdsETSfpIWkJLz6u6dJL0QeCOF2RskvUDSos4y8BbgrpkI3MxsZvToJql7V0lEDEs6E7iGNCHd+Xk2h9Py9pV51z8EvhURvyocvhtweZqRhwHg4oi4eiY/gJnZtARQs66SUjfgRMQaYE1X3cqu9QtI0+8U6+4HDppWhGZm21nVu0a6+c5JM5v3VPGukW5O3GY2vwVbT89WA07cZjbvuavEzKxGFKC5eHHSzGwuc4vbzKxOwonbzKx21Op3BFPjxG1mNt7TlyrKidvM5jd3lZiZ1YtwV4mZWb24xW1mVj91S9z1mpPezGymReoq6S4TkbS3pG9LulfS3ZI+mOtfJOlaSf+e/+5SOOYjecL1+yQdU6h/XZ5QfYOkzyg/TnUiTtxmNu9tw0QKw8BZEfFq4DDgDEn7A+cA10fEEuD6vE7ethw4gDS943l5InaAz5Fm/1qSy9LJ3rxU4pa0NH9LbJB0To/tR0p6StL6XD5W9lgzs77qPGSqu0x0SMQjEfHDvPwMcC9pLt5lwIV5twuBd+blZcClEbE5Ih4ANgCHSNoD2CkibomIAC4qHDOuSfu487fCucCbSdOYrZO0OiLu6dr1xoh4+zYea2bWFwIa0+jjlrQv8LvA94HdIuIRSMk9z7ULKamvLRzWmXR9KC9310+oTIv7EGBDRNwfEVuAS0nfHmVM51gzs9nRu8W9WNKthTJmMnNJOwJfAz4UEU9P8A7jTbo+lcnYR5QZVbIn8FBhfSNwaI/9Dpd0O2ki4bMj4u4pHGtm1h8Bjd4XIx+daPJySYOkpP2ViPh6rv6FpD1ya3sPYFOuH2/S9Y15ubt+QmVa3GW+EX4I7BMRBwH/BFwxhWPTjtKKzjdbiZjMzGbMVC9O5pEfXwTujYh/KGxaDbw3L7+X0cnTVwPLJS2UtB/pIuQPcrfKM5IOy695cuGYcZVpcY/3TTGi+BMhItZIOk/S4jLHFo5bBawCkFSzJweYWW1t2ww4RwAnAXdKWp/rPgr8HXCZpFOAnwHHA+QJ1i8D7iGNSDkjIjrt/NNJ8/U+D7gqlwmVSdzrgCX5W+I/SENa3lXcQdLuwC8iIiQdQmrJPwY8OdmxZmb9JKDRmlpbMSK+R+8eBYA3jXPMJ4BP9Ki/FThwKu8/aeKOiGFJZwLXAE3g/PztcVrevhI4Djhd0jDwG2B5HtrS89ipBGhmtl3N1VveI2INsKarbmVh+bPAZ8sea2ZWJXMycZuZzVnhpwOamdWKALXrNR7CidvM5re52sdtZjaXNYb7HcHUOHGb2fwW7ioxM6uV1Mfd7yimxonbzOa3CDTFG3D6zYnbzOa3wInbzKxunLjNzOrEwwHNzOpFuMVtZlYvEahVrya3E7eZzXsex21mVic1HFVSZuoyJC2VdJ+kDZLO6bH93ZLuyOVmSQcVtj0o6U5J6z0tmZlVkVrtMaXKJm1xS2oC5wJvJk1Ftk7S6oi4p7DbA8AbI+IJSW8lTUFWnBT4qIh4dAbjNjObEarhDThlWtyHABsi4v6I2AJcCiwr7hARN0fEE3l1LVvPWmxmVm3t9thSYWUS957AQ4X1jbluPKew9WSXAXxL0m2SVkw9RDOz7ShAw+0xpcrKXJzsNSFmz98Vko4iJe43FKqPiIiHJe0KXCvpRxFxQ49jVwBO7GY2uyIq38LuVqbFvRHYu7C+F/Bw906Sfgf4ArAsIh7r1EfEw/nvJuByUtfLGBGxKiIOjoiDy4dvZjZ9asWYUmVlEvc6YImk/SQtAJYDq4s7SHop8HXgpIj4caH+BZIWdZaBtwB3zVTwZmbTFgHDrbGlwibtKomIYUlnAtcATeD8iLhb0ml5+0rgY8CLgfMkAQznlvNuwOW5bgC4OCKu3i6fxMxsW9Wsq6TUDTgRsQZY01W3srB8KnBqj+PuBw7qrjczq4wIaFW7hd3Nd06a2fwWVL5rpJsTt5nNc/UbVeLEbWbzWwDD9Zrm3YnbzOa3CMJ93GZmNVPxh0p1c+I2s/ktghga6ncUU+LEbWbzW4Rb3GZmdRLgPm4zs1qJIIbdVWJmVhvP8MQ118W/LO6xqbKTvzhxm9m8FhFL+x3DVJWac9LMzKrDidvMrGacuM3MaqZU4pa0VNJ9kjZIOqfHdkn6TN5+h6TXlj3WzMymZtLELakJnAu8FdgfOFHS/l27vRVYkssK4HNTONbMzKagTIv7EGBDRNwfEVuAS4FlXfssAy6KZC2ws6Q9Sh5rZmZTUCZx7wk8VFjfmOvK7FPmWDMzm4Iy47jVo657CuTx9ilzbHoBaQWpmwVgM/WcVHgxFR60PwHHPbsc98zZp98B9EOZxL0R2LuwvhfwcMl9FpQ4FoCIWAWsApB0a55suFYc9+xy3LOrrnHPRWW6StYBSyTtJ2kBsBxY3bXPauDkPLrkMOCpiHik5LFmZjYFk7a4I2JY0pnANUATOD8i7pZ0Wt6+kjQD/LHABuDXwPsmOna7fBIzs3mi1LNKImINKTkX61YWlgM4o+yxJaya4v5V4bhnl+OeXXWNe85RyrlmZlYXvuXdzKxm+pa4p3MbfT+ViPtISU9JWp/Lx/oRZzdJ50vaJKnnMMsKn+/J4q7q+d5b0rcl3Svpbkkf7LFP5c55ybgrec7nlYiY9UK6UPkT4GWkIYO3A/t37XMscBVpLPhhwPf7Ees2xH0kcGW/Y+0R++8DrwXuGmd75c53ybirer73AF6blxcBP67Jv/EycVfynM+n0q8W93Ruo++n2t7CHxE3AI9PsEsVz3eZuCspIh6JiB/m5WeAexl713DlznnJuK3P+pW4p3MbfT+VjelwSbdLukrSAbMT2rRV8XyXVenzLWlf4HeB73dtqvQ5nyBuqPg5n+v6NXXZdG6j76cyMf0Q2CcinpV0LHAF6amJVVfF811Gpc+3pB2BrwEfioinuzf3OKQS53ySuCt9zueDfrW4p3MbfT9NGlNEPB0Rz+blNcCgpF4TkVZNFc/3pKp8viUNkpLfVyLi6z12qeQ5nyzuKp/z+aJfiXs6t9H306RxS9pdkvLyIaRz/NisRzp1VTzfk6rq+c4xfRG4NyL+YZzdKnfOy8Rd1XM+n/SlqySmcRt9P5WM+zjgdEnDwG+A5RHR95+/ki4hjQZYLGkj8JfAIFT3fEOpuCt5voEjgJOAOyWtz3UfBV4KlT7nZeKu6jmfN3znpJlZzfjOSTOzmnHiNjOrGSduM7OaceI2M6sZJ24z64vJHiDWY/8TJN2TH3518faOr8o8qsTM+kLS7wPPkp7XcuAk+y4BLgP+ICKekLRrRGyajTiryC1uM+uLXg8Qk/RySVdLuk3SjZJelTe9Hzg3Ip7Ix87bpA1O3GZWLauAD0TE64CzgfNy/SuAV0i6SdJaSUv7FmEF9OshU2ZmW8kPtvo94Kv5jnqAhfnvAOlBVkeSnulyo6QDI+LJWQ6zEpy4zawqGsCTEfGaHts2AmsjYgh4QNJ9pES+bhbjqwx3lZhZJeTHxz4g6XgYmdrtoLz5CuCoXL+Y1HVyfz/irAInbjPri/wAsVuAV0raKOkU4N3AKZJuB+5mdIapa4DHJN0DfBv4cETM2ycSejigmVnNuMVtZlYzTtxmZjXjxG1mVjNO3GZmNePEbWZWM07cZmY148RtZlYzTtxmZjXz/wHcytHjsUdFbwAAAABJRU5ErkJggg==\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, { "data": { "image/png": "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\n", @@ -4460,18 +4078,6 @@ }, "output_type": "display_data" }, - { - "data": { - "image/png": "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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, { "data": { "image/png": "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\n", @@ -4668,9 +4274,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_SEAWAT_henry_problem.ipynb b/examples/Notebooks/flopy3_SEAWAT_henry_problem.ipynb index 6996b2f261..dbd4c44623 100644 --- a/examples/Notebooks/flopy3_SEAWAT_henry_problem.ipynb +++ b/examples/Notebooks/flopy3_SEAWAT_henry_problem.ipynb @@ -20,10 +20,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -36,13 +36,13 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -51,10 +51,10 @@ "metadata": {}, "outputs": [], "source": [ - "workspace = os.path.join('data')\n", - "#make sure workspace directory exists\n", - "if not os.path.exists(workspace):\n", - " os.makedirs(workspace)" + "workspace = os.path.join(\"data\")\n", + "# make sure workspace directory exists\n", + "if not os.path.isdir(workspace):\n", + " os.makedirs(workspace, exist_ok=True)" ] }, { @@ -64,19 +64,19 @@ "outputs": [], "source": [ "# Input variables for the Henry Problem\n", - "Lx = 2.\n", - "Lz = 1.\n", + "Lx = 2.0\n", + "Lz = 1.0\n", "nlay = 50\n", "nrow = 1\n", "ncol = 100\n", "delr = Lx / ncol\n", "delc = 1.0\n", "delv = Lz / nlay\n", - "henry_top = 1.\n", - "henry_botm = np.linspace(henry_top - delv, 0., nlay)\n", - "qinflow = 5.702 #m3/day\n", - "dmcoef = 0.57024 #m2/day Could also try 1.62925 as another case of the Henry problem\n", - "hk = 864. #m/day" + "henry_top = 1.0\n", + "henry_botm = np.linspace(henry_top - delv, 0.0, nlay)\n", + "qinflow = 5.702 # m3/day\n", + "dmcoef = 0.57024 # m2/day Could also try 1.62925 as another case of the Henry problem\n", + "hk = 864.0 # m/day" ] }, { @@ -94,17 +94,28 @@ ], "source": [ "# Create the basic MODFLOW model structure\n", - "modelname = 'henry'\n", - "swt = flopy.seawat.Seawat(modelname, exe_name='swtv4', model_ws=workspace)\n", + "modelname = \"henry\"\n", + "swt = flopy.seawat.Seawat(modelname, exe_name=\"swtv4\", model_ws=workspace)\n", "print(swt.namefile)\n", "\n", "# save cell fluxes to unit 53\n", "ipakcb = 53\n", "\n", "# Add DIS package to the MODFLOW model\n", - "dis = flopy.modflow.ModflowDis(swt, nlay, nrow, ncol, nper=1, delr=delr,\n", - " delc=delc, laycbd=0, top=henry_top,\n", - " botm=henry_botm, perlen=1.5, nstp=15)\n", + "dis = flopy.modflow.ModflowDis(\n", + " swt,\n", + " nlay,\n", + " nrow,\n", + " ncol,\n", + " nper=1,\n", + " delr=delr,\n", + " delc=delc,\n", + " laycbd=0,\n", + " top=henry_top,\n", + " botm=henry_botm,\n", + " perlen=1.5,\n", + " nstp=15,\n", + ")\n", "\n", "# Variables for the BAS package\n", "ibound = np.ones((nlay, nrow, ncol), dtype=np.int32)\n", @@ -115,12 +126,14 @@ "lpf = flopy.modflow.ModflowLpf(swt, hk=hk, vka=hk, ipakcb=ipakcb)\n", "\n", "# Add PCG Package to the MODFLOW model\n", - "pcg = flopy.modflow.ModflowPcg(swt, hclose=1.e-8)\n", + "pcg = flopy.modflow.ModflowPcg(swt, hclose=1.0e-8)\n", "\n", "# Add OC package to the MODFLOW model\n", - "oc = flopy.modflow.ModflowOc(swt, \n", - " stress_period_data={(0, 0): ['save head', 'save budget']},\n", - " compact=True)\n", + "oc = flopy.modflow.ModflowOc(\n", + " swt,\n", + " stress_period_data={(0, 0): [\"save head\", \"save budget\"]},\n", + " compact=True,\n", + ")\n", "\n", "# Create WEL and SSM data\n", "itype = flopy.mt3d.Mt3dSsm.itype_dict()\n", @@ -130,8 +143,8 @@ "ssm_sp1 = []\n", "for k in range(nlay):\n", " wel_sp1.append([k, 0, 0, qinflow / nlay])\n", - " ssm_sp1.append([k, 0, 0, 0., itype['WEL']])\n", - " ssm_sp1.append([k, 0, ncol - 1, 35., itype['BAS6']])\n", + " ssm_sp1.append([k, 0, 0, 0.0, itype[\"WEL\"]])\n", + " ssm_sp1.append([k, 0, ncol - 1, 35.0, itype[\"BAS6\"]])\n", "wel_data[0] = wel_sp1\n", "ssm_data[0] = ssm_sp1\n", "wel = flopy.modflow.ModflowWel(swt, stress_period_data=wel_data, ipakcb=ipakcb)" @@ -144,18 +157,34 @@ "outputs": [], "source": [ "# Create the basic MT3DMS model structure\n", - "#mt = flopy.mt3d.Mt3dms(modelname, 'nam_mt3dms', mf, model_ws=workspace)\n", - "btn = flopy.mt3d.Mt3dBtn(swt, nprs=-5, prsity=0.35, sconc=35., ifmtcn=0,\n", - " chkmas=False, nprobs=10, nprmas=10, dt0=0.001)\n", + "# mt = flopy.mt3d.Mt3dms(modelname, 'nam_mt3dms', mf, model_ws=workspace)\n", + "btn = flopy.mt3d.Mt3dBtn(\n", + " swt,\n", + " nprs=-5,\n", + " prsity=0.35,\n", + " sconc=35.0,\n", + " ifmtcn=0,\n", + " chkmas=False,\n", + " nprobs=10,\n", + " nprmas=10,\n", + " dt0=0.001,\n", + ")\n", "adv = flopy.mt3d.Mt3dAdv(swt, mixelm=0)\n", - "dsp = flopy.mt3d.Mt3dDsp(swt, al=0., trpt=1., trpv=1., dmcoef=dmcoef)\n", + "dsp = flopy.mt3d.Mt3dDsp(swt, al=0.0, trpt=1.0, trpv=1.0, dmcoef=dmcoef)\n", "gcg = flopy.mt3d.Mt3dGcg(swt, iter1=500, mxiter=1, isolve=1, cclose=1e-7)\n", "ssm = flopy.mt3d.Mt3dSsm(swt, stress_period_data=ssm_data)\n", "\n", "# Create the SEAWAT model structure\n", - "#mswt = flopy.seawat.Seawat(modelname, 'nam_swt', mf, mt, model_ws=workspace, exe_name='swtv4')\n", - "vdf = flopy.seawat.SeawatVdf(swt, iwtable=0, densemin=0, densemax=0,\n", - " denseref=1000., denseslp=0.7143, firstdt=1e-3)" + "# mswt = flopy.seawat.Seawat(modelname, 'nam_swt', mf, mt, model_ws=workspace, exe_name='swtv4')\n", + "vdf = flopy.seawat.SeawatVdf(\n", + " swt,\n", + " iwtable=0,\n", + " densemin=0,\n", + " densemax=0,\n", + " denseref=1000.0,\n", + " denseslp=0.7143,\n", + " firstdt=1e-3,\n", + ")" ] }, { @@ -176,9 +205,9 @@ "source": [ "# Try to delete the output files, to prevent accidental use of older files\n", "try:\n", - " os.remove(os.path.join(workspace, 'MT3D001.UCN'))\n", - " os.remove(os.path.join(workspace, modelname + '.hds'))\n", - " os.remove(os.path.join(workspace, modelname + '.cbc'))\n", + " os.remove(os.path.join(workspace, \"MT3D001.UCN\"))\n", + " os.remove(os.path.join(workspace, modelname + \".hds\"))\n", + " os.remove(os.path.join(workspace, modelname + \".cbc\"))\n", "except:\n", " pass" ] @@ -192,7 +221,7 @@ "name": "stdout", "output_type": "stream", "text": [ - " Elapsed run time: 8.965 Seconds\n", + " Elapsed run time: 11.335 Seconds\n", "\n", " Normal termination of SEAWAT\n" ] @@ -215,20 +244,20 @@ "import flopy.utils.binaryfile as bf\n", "\n", "# Load data\n", - "ucnobj = bf.UcnFile(os.path.join(workspace, 'MT3D001.UCN'), model=swt)\n", + "ucnobj = bf.UcnFile(os.path.join(workspace, \"MT3D001.UCN\"), model=swt)\n", "times = ucnobj.get_times()\n", "concentration = ucnobj.get_data(totim=times[-1])\n", - "cbbobj = bf.CellBudgetFile(os.path.join(workspace, 'henry.cbc'))\n", + "cbbobj = bf.CellBudgetFile(os.path.join(workspace, \"henry.cbc\"))\n", "times = cbbobj.get_times()\n", - "qx = cbbobj.get_data(text='flow right face', totim=times[-1])[0]\n", - "qz = cbbobj.get_data(text='flow lower face', totim=times[-1])[0]\n", + "qx = cbbobj.get_data(text=\"flow right face\", totim=times[-1])[0]\n", + "qz = cbbobj.get_data(text=\"flow lower face\", totim=times[-1])[0]\n", "\n", "# Average flows to cell centers\n", "qx_avg = np.empty(qx.shape, dtype=qx.dtype)\n", - "qx_avg[:, :, 1:] = 0.5 * (qx[:, :, 0:ncol-1] + qx[:, :, 1:ncol])\n", + "qx_avg[:, :, 1:] = 0.5 * (qx[:, :, 0 : ncol - 1] + qx[:, :, 1:ncol])\n", "qx_avg[:, :, 0] = 0.5 * qx[:, :, 0]\n", "qz_avg = np.empty(qz.shape, dtype=qz.dtype)\n", - "qz_avg[1:, :, :] = 0.5 * (qz[0:nlay-1, :, :] + qz[1:nlay, :, :])\n", + "qz_avg[1:, :, :] = 0.5 * (qz[0 : nlay - 1, :, :] + qz[1:nlay, :, :])\n", "qz_avg[0, :, :] = 0.5 * qz[0, :, :]" ] }, @@ -253,18 +282,28 @@ "source": [ "# Make the plot\n", "import matplotlib.pyplot as plt\n", + "\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "ax.imshow(concentration[:, 0, :], interpolation='nearest',\n", - " extent=(0, Lx, 0, Lz))\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "ax.imshow(\n", + " concentration[:, 0, :], interpolation=\"nearest\", extent=(0, Lx, 0, Lz)\n", + ")\n", "y, x, z = dis.get_node_coordinates()\n", "X, Z = np.meshgrid(x, z[:, 0, 0])\n", "iskip = 3\n", - "ax.quiver(X[::iskip, ::iskip], Z[::iskip, ::iskip],\n", - " qx_avg[::iskip, 0, ::iskip], -qz_avg[::iskip, 0, ::iskip],\n", - " color='w', scale=5, headwidth=3, headlength=2,\n", - " headaxislength=2, width=0.0025)\n", - "plt.savefig(os.path.join(workspace, 'henry.png'))\n", + "ax.quiver(\n", + " X[::iskip, ::iskip],\n", + " Z[::iskip, ::iskip],\n", + " qx_avg[::iskip, 0, ::iskip],\n", + " -qz_avg[::iskip, 0, ::iskip],\n", + " color=\"w\",\n", + " scale=5,\n", + " headwidth=3,\n", + " headlength=2,\n", + " headaxislength=2,\n", + " width=0.0025,\n", + ")\n", + "plt.savefig(os.path.join(workspace, \"henry.png\"))\n", "plt.show();" ] }, @@ -275,7 +314,7 @@ "outputs": [], "source": [ "# Extract the heads\n", - "fname = os.path.join(workspace, 'henry.hds')\n", + "fname = os.path.join(workspace, \"henry.hds\")\n", "headobj = bf.HeadFile(fname)\n", "times = headobj.get_times()\n", "head = headobj.get_data(totim=times[-1])" @@ -302,10 +341,9 @@ "source": [ "# Make a simple head plot\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "im = ax.imshow(head[:, 0, :], interpolation='nearest',\n", - " extent=(0, Lx, 0, Lz))\n", - "ax.set_title('Simulated Heads');" + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "im = ax.imshow(head[:, 0, :], interpolation=\"nearest\", extent=(0, Lx, 0, Lz))\n", + "ax.set_title(\"Simulated Heads\");" ] }, { @@ -345,7 +383,7 @@ "name": "stdout", "output_type": "stream", "text": [ - " Elapsed run time: 9.037 Seconds\n", + " Elapsed run time: 39.357 Seconds\n", "\n", " Normal termination of SEAWAT\n" ] @@ -383,9 +421,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_SFR2_load.ipynb b/examples/Notebooks/flopy3_SFR2_load.ipynb index 58a614cee2..2eaf9c06de 100644 --- a/examples/Notebooks/flopy3_SFR2_load.ipynb +++ b/examples/Notebooks/flopy3_SFR2_load.ipynb @@ -18,9 +18,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -32,12 +32,12 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -559,7 +559,7 @@ } ], "source": [ - "f = os.path.join('..', 'data', 'mf2005_test', 'testsfr2_tab_ICALC2.sfr')\n", + "f = os.path.join(\"..\", \"data\", \"mf2005_test\", \"testsfr2_tab_ICALC2.sfr\")\n", "stuff = open(f).readlines()\n", "stuff" ] @@ -930,9 +930,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_WatertableRecharge_example.ipynb b/examples/Notebooks/flopy3_WatertableRecharge_example.ipynb index 5f02a2645a..5fe0f42f98 100644 --- a/examples/Notebooks/flopy3_WatertableRecharge_example.ipynb +++ b/examples/Notebooks/flopy3_WatertableRecharge_example.ipynb @@ -26,11 +26,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -46,14 +46,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -62,19 +62,19 @@ "metadata": {}, "outputs": [], "source": [ - "#Set name of MODFLOW exe\n", + "# Set name of MODFLOW exe\n", "# assumes executable is in users path statement\n", - "exe_name = 'mfnwt'\n", - "if platform.system() == 'Windows':\n", - " exe_name = 'MODFLOW-NWT.exe'\n", + "exe_name = \"mfnwt\"\n", + "if platform.system() == \"Windows\":\n", + " exe_name = \"MODFLOW-NWT.exe\"\n", "mfexe = exe_name\n", "\n", - "modelpth = os.path.join('data')\n", - "modelname = 'watertable'\n", + "modelpth = os.path.join(\"data\")\n", + "modelname = \"watertable\"\n", "\n", - "#make sure modelpth directory exists\n", - "if not os.path.exists(modelpth):\n", - " os.makedirs(modelpth)" + "# make sure modelpth directory exists\n", + "if not os.path.isdir(modelpth):\n", + " os.makedirs(modelpth, exist_ok=True)" ] }, { @@ -92,11 +92,16 @@ "source": [ "def analyticalWaterTableSolution(h1, h2, z, R, K, L, x):\n", " h = np.zeros((x.shape[0]), float)\n", - " #dx = x[1] - x[0]\n", - " #x -= dx\n", + " # dx = x[1] - x[0]\n", + " # x -= dx\n", " b1 = h1 - z\n", " b2 = h2 - z\n", - " h = np.sqrt(b1**2 - (x/L)*(b1**2 - b2**2) + (R * x / K) * (L - x)) + z\n", + " h = (\n", + " np.sqrt(\n", + " b1 ** 2 - (x / L) * (b1 ** 2 - b2 ** 2) + (R * x / K) * (L - x)\n", + " )\n", + " + z\n", + " )\n", " return h" ] }, @@ -127,15 +132,15 @@ "nlay, nrow, ncol = 1, 1, 100\n", "\n", "# cell spacing\n", - "delr = 50.\n", - "delc = 1.\n", + "delr = 50.0\n", + "delc = 1.0\n", "\n", "# domain length\n", - "L = 5000.\n", + "L = 5000.0\n", "\n", "# boundary heads\n", - "h1 = 20.\n", - "h2 = 11.\n", + "h1 = 20.0\n", + "h2 = 11.0\n", "\n", "# ibound\n", "ibound = np.ones((nlay, nrow, ncol), dtype=int)\n", @@ -146,19 +151,19 @@ "strt[0, 0, -1] = h2\n", "\n", "# top of the aquifer\n", - "top = 25.\n", + "top = 25.0\n", "\n", "# bottom of the aquifer\n", - "botm = 0.\n", + "botm = 0.0\n", "\n", "# hydraulic conductivity\n", - "hk = 50.\n", + "hk = 50.0\n", "\n", "# location of cell centroids\n", - "x = np.arange(0.0, L, delr) + (delr / 2.)\n", + "x = np.arange(0.0, L, delr) + (delr / 2.0)\n", "\n", "# location of cell edges\n", - "xa = np.arange(0, L+delr, delr)\n", + "xa = np.arange(0, L + delr, delr)\n", "\n", "# recharge rate\n", "rchrate = 0.001\n", @@ -171,19 +176,19 @@ "\n", "# ghbs\n", "# ghb conductance\n", - "b1, b2 = 0.5*(h1+hac[0]), 0.5*(h2+hac[-1])\n", - "c1, c2 = hk*b1*delc/(0.5*delr), hk*b2*delc/(0.5*delr)\n", + "b1, b2 = 0.5 * (h1 + hac[0]), 0.5 * (h2 + hac[-1])\n", + "c1, c2 = hk * b1 * delc / (0.5 * delr), hk * b2 * delc / (0.5 * delr)\n", "# dtype\n", "ghb_dtype = flopy.modflow.ModflowGhb.get_default_dtype()\n", "print(ghb_dtype)\n", "# build ghb recarray\n", "stress_period_data = np.zeros((2), dtype=ghb_dtype)\n", "stress_period_data = stress_period_data.view(np.recarray)\n", - "print('stress_period_data: ', stress_period_data)\n", - "print('type is: ', type(stress_period_data))\n", + "print(\"stress_period_data: \", stress_period_data)\n", + "print(\"type is: \", type(stress_period_data))\n", "# fill ghb recarray\n", "stress_period_data[0] = (0, 0, 0, h1, c1)\n", - "stress_period_data[1] = (0, 0, ncol-1, h2, c2)" + "stress_period_data[1] = (0, 0, ncol - 1, h2, c2)" ] }, { @@ -213,11 +218,11 @@ " SWR1 Version 1.04.0 09/15/2016 \n", "\n", " Using NAME file: watertable.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:18:08\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:39:34\n", "\n", " Solving: Stress period: 1 Time step: 1 Groundwater-Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:18:08\n", - " Elapsed run time: 0.025 Seconds\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:39:34\n", + " Elapsed run time: 0.041 Seconds\n", "\n", " Normal termination of simulation\n" ] @@ -234,22 +239,33 @@ } ], "source": [ - "mf = flopy.modflow.Modflow(modelname=modelname, exe_name=mfexe, model_ws=modelpth, version='mfnwt')\n", - "dis = flopy.modflow.ModflowDis(mf, nlay, nrow, ncol, \n", - " delr=delr, delc=delc, \n", - " top=top, botm=botm, \n", - " perlen=1, nstp=1, steady=True)\n", + "mf = flopy.modflow.Modflow(\n", + " modelname=modelname, exe_name=mfexe, model_ws=modelpth, version=\"mfnwt\"\n", + ")\n", + "dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay,\n", + " nrow,\n", + " ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=top,\n", + " botm=botm,\n", + " perlen=1,\n", + " nstp=1,\n", + " steady=True,\n", + ")\n", "bas = flopy.modflow.ModflowBas(mf, ibound=ibound, strt=strt)\n", "lpf = flopy.modflow.ModflowUpw(mf, hk=hk, laytyp=1)\n", "ghb = flopy.modflow.ModflowGhb(mf, stress_period_data=stress_period_data)\n", "rch = flopy.modflow.ModflowRch(mf, rech=rchrate, nrchop=1)\n", "oc = flopy.modflow.ModflowOc(mf)\n", - "nwt = flopy.modflow.ModflowNwt(mf, linmeth=2, iprnwt=1, options='COMPLEX')\n", + "nwt = flopy.modflow.ModflowNwt(mf, linmeth=2, iprnwt=1, options=\"COMPLEX\")\n", "mf.write_input()\n", "\n", "# remove existing heads results, if necessary\n", "try:\n", - " os.remove(os.path.join(model_ws, '{0}.hds'.format(modelname)))\n", + " os.remove(os.path.join(model_ws, \"{0}.hds\".format(modelname)))\n", "except:\n", " pass\n", "# run existing model\n", @@ -270,10 +286,10 @@ "outputs": [], "source": [ "# Create the headfile object\n", - "headfile = os.path.join(modelpth, '{0}.hds'.format(modelname))\n", - "headobj = flopy.utils.HeadFile(headfile, precision='single')\n", + "headfile = os.path.join(modelpth, \"{0}.hds\".format(modelname))\n", + "headobj = flopy.utils.HeadFile(headfile, precision=\"single\")\n", "times = headobj.get_times()\n", - "head = headobj.get_data(totim=times[-1]) " + "head = headobj.get_data(totim=times[-1])" ] }, { @@ -302,27 +318,28 @@ } ], "source": [ - "fig = plt.figure(figsize=(16,6))\n", - "fig.subplots_adjust(left=None, bottom=None, right=None, top=None,\n", - " wspace=0.25, hspace=0.25)\n", + "fig = plt.figure(figsize=(16, 6))\n", + "fig.subplots_adjust(\n", + " left=None, bottom=None, right=None, top=None, wspace=0.25, hspace=0.25\n", + ")\n", "\n", "ax = fig.add_subplot(1, 3, 1)\n", - "ax.plot(xa, ha, linewidth=8, color='0.5', label='analytical solution')\n", - "ax.plot(x, head[0, 0, :], color='red', label='MODFLOW-2015')\n", - "leg = ax.legend(loc='lower left')\n", + "ax.plot(xa, ha, linewidth=8, color=\"0.5\", label=\"analytical solution\")\n", + "ax.plot(x, head[0, 0, :], color=\"red\", label=\"MODFLOW-2015\")\n", + "leg = ax.legend(loc=\"lower left\")\n", "leg.draw_frame(False)\n", - "ax.set_xlabel('Horizontal distance, in m')\n", - "ax.set_ylabel('Head, in m')\n", + "ax.set_xlabel(\"Horizontal distance, in m\")\n", + "ax.set_ylabel(\"Head, in m\")\n", "\n", "ax = fig.add_subplot(1, 3, 2)\n", - "ax.plot(x, head[0, 0, :] - hac, linewidth=1, color='blue')\n", - "ax.set_xlabel('Horizontal distance, in m')\n", - "ax.set_ylabel('Error, in m')\n", + "ax.plot(x, head[0, 0, :] - hac, linewidth=1, color=\"blue\")\n", + "ax.set_xlabel(\"Horizontal distance, in m\")\n", + "ax.set_ylabel(\"Error, in m\")\n", "\n", "ax = fig.add_subplot(1, 3, 3)\n", - "ax.plot(x, 100.*(head[0, 0, :] - hac)/hac, linewidth=1, color='blue')\n", - "ax.set_xlabel('Horizontal distance, in m')\n", - "ax.set_ylabel('Percent Error');" + "ax.plot(x, 100.0 * (head[0, 0, :] - hac) / hac, linewidth=1, color=\"blue\")\n", + "ax.set_xlabel(\"Horizontal distance, in m\")\n", + "ax.set_ylabel(\"Percent Error\");" ] }, { @@ -350,9 +367,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_Zaidel_example.ipynb b/examples/Notebooks/flopy3_Zaidel_example.ipynb index 409a7d5906..869589839b 100644 --- a/examples/Notebooks/flopy3_Zaidel_example.ipynb +++ b/examples/Notebooks/flopy3_Zaidel_example.ipynb @@ -26,9 +26,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.9.6 (tags/v3.9.6:db3ff76, Jun 28 2021, 15:26:21) [MSC v.1929 64 bit (AMD64)]\n", - "numpy version: 1.21.2\n", - "matplotlib version: 3.4.3\n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", + "[Clang 10.0.0 ]\n", + "numpy version: 1.19.2\n", + "matplotlib version: 3.4.2\n", "flopy version: 3.3.5\n" ] } @@ -45,44 +46,35 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "#Set name of MODFLOW exe\n", + "# Set name of MODFLOW exe\n", "# assumes executable is in users path statement\n", - "exe_name = 'mfusg'\n", - "if platform.system() == 'Windows':\n", - " exe_name += '.exe'\n", + "exe_name = \"mfusg\"\n", + "if platform.system() == \"Windows\":\n", + " exe_name += \".exe\"\n", "mfexe = exe_name\n", "\n", - "modelpth = os.path.join('data')\n", - "modelname = 'zaidel'\n", + "modelname = \"zaidel\"\n", + "modelpth = os.path.join(\"data\", modelname)\n", "\n", - "#make sure modelpth directory exists\n", - "if not os.path.exists(modelpth):\n", - " os.makedirs(modelpth)" + "# make sure modelpth directory exists\n", + "if not os.path.isdir(modelpth):\n", + " os.makedirs(modelpth, exist_ok=True)" ] }, { @@ -96,28 +88,19 @@ "cell_type": "code", "execution_count": 3, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ "# model dimensions\n", "nlay, nrow, ncol = 1, 1, 200\n", - "delr = 50.\n", - "delc = 1.\n", + "delr = 50.0\n", + "delc = 1.0\n", "\n", "# boundary heads\n", - "h1 = 23.\n", - "h2 = 5.\n", + "h1 = 23.0\n", + "h2 = 5.0\n", "\n", "# cell centroid locations\n", - "x = np.arange(0., float(ncol)*delr, delr) + delr / 2.\n", + "x = np.arange(0.0, float(ncol) * delr, delr) + delr / 2.0\n", "\n", "# ibound\n", "ibound = np.ones((nlay, nrow, ncol), dtype=int)\n", @@ -126,11 +109,11 @@ "\n", "# bottom of the model\n", "botm = 25 * np.ones((nlay + 1, nrow, ncol), dtype=float)\n", - "base = 20.\n", + "base = 20.0\n", "for j in range(ncol):\n", " botm[1, :, j] = base\n", - " #if j > 0 and j % 40 == 0:\n", - " if j+1 in [40,80,120,160]:\n", + " # if j > 0 and j % 40 == 0:\n", + " if j + 1 in [40, 80, 120, 160]:\n", " base -= 5\n", "\n", "# starting heads\n", @@ -154,30 +137,22 @@ "name": "stdout", "output_type": "stream", "text": [ - "FloPy is using the following executable to run the model: C:\\Users\\chris\\.local\\bin\\mfusg.exe\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mfusg\n", "\n", " MODFLOW-USG \n", " U.S. GEOLOGICAL SURVEY MODULAR FINITE-DIFFERENCE GROUNDWATER FLOW MODEL\n", " Version 1.5.00 02/27/2019 \n", "\n", " Using NAME file: zaidel.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/10 7:35:05\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:42:00\n", "\n", " Solving: Stress period: 1 Time step: 1 Groundwater Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/10 7:35:05\n", - " Elapsed run time: 0.006 Seconds\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:42:00\n", + " Elapsed run time: 0.012 Seconds\n", "\n", " Normal termination of simulation\n" ] }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ @@ -190,28 +165,59 @@ } ], "source": [ - "#make the flopy model\n", + "# make the flopy model\n", "mf = flopy.mfusg.MfUsg(modelname=modelname, exe_name=mfexe, model_ws=modelpth)\n", - "dis = flopy.modflow.ModflowDis(mf, nlay, nrow, ncol,\n", - " delr=delr, delc=delc, \n", - " top=botm[0, :, :], botm=botm[1:, :, :], \n", - " perlen=1, nstp=1, steady=True)\n", + "dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay,\n", + " nrow,\n", + " ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=botm[0, :, :],\n", + " botm=botm[1:, :, :],\n", + " perlen=1,\n", + " nstp=1,\n", + " steady=True,\n", + ")\n", "bas = flopy.modflow.ModflowBas(mf, ibound=ibound, strt=strt)\n", "lpf = flopy.mfusg.MfUsgLpf(mf, hk=0.0001, laytyp=4)\n", - "oc = flopy.modflow.ModflowOc(mf, \n", - " stress_period_data={(0,0): ['print budget', 'print head', \n", - " 'save head', 'save budget']})\n", - "sms = flopy.mfusg.MfUsgSms(mf, nonlinmeth=1, linmeth=1,\n", - " numtrack=50, btol=1.1, breduc=0.70, reslim = 0.0,\n", - " theta=0.85, akappa=0.0001, gamma=0., amomentum=0.1,\n", - " iacl=2, norder=0, level=5, north=7, iredsys=0, rrctol=0.,\n", - " idroptol=1, epsrn=1.e-5,\n", - " mxiter=500, hclose=1.e-3, hiclose=1.e-3, iter1=50)\n", + "oc = flopy.modflow.ModflowOc(\n", + " mf,\n", + " stress_period_data={\n", + " (0, 0): [\"print budget\", \"print head\", \"save head\", \"save budget\"]\n", + " },\n", + ")\n", + "sms = flopy.mfusg.MfUsgSms(\n", + " mf,\n", + " nonlinmeth=1,\n", + " linmeth=1,\n", + " numtrack=50,\n", + " btol=1.1,\n", + " breduc=0.70,\n", + " reslim=0.0,\n", + " theta=0.85,\n", + " akappa=0.0001,\n", + " gamma=0.0,\n", + " amomentum=0.1,\n", + " iacl=2,\n", + " norder=0,\n", + " level=5,\n", + " north=7,\n", + " iredsys=0,\n", + " rrctol=0.0,\n", + " idroptol=1,\n", + " epsrn=1.0e-5,\n", + " mxiter=500,\n", + " hclose=1.0e-3,\n", + " hiclose=1.0e-3,\n", + " iter1=50,\n", + ")\n", "mf.write_input()\n", "\n", "# remove any existing head files\n", "try:\n", - " os.remove(os.path.join(model_ws, '{0}.hds'.format(modelname)))\n", + " os.remove(os.path.join(model_ws, \"{0}.hds\".format(modelname)))\n", "except:\n", " pass\n", "\n", @@ -230,19 +236,10 @@ "cell_type": "code", "execution_count": 5, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ "# Create the mfusg headfile object\n", - "headfile = os.path.join(modelpth, '{0}.hds'.format(modelname))\n", + "headfile = os.path.join(modelpth, \"{0}.hds\".format(modelname))\n", "headobj = flopy.utils.HeadFile(headfile)\n", "times = headobj.get_times()\n", "mfusghead = headobj.get_data(totim=times[-1])" @@ -260,17 +257,9 @@ "execution_count": 6, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAfAAAAF3CAYAAABaGRmGAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/MnkTPAAAACXBIWXMAAAsTAAALEwEAmpwYAAAxmklEQVR4nO3deXhV1b3/8ff3hIQhCCGIiEAAEdEIEgaVoSAIrZoqoFerthUVLfZ6caDiba23ta232iq/aq2t1qJVS6tWW2ccGUTlOgAyiihWZAYZZIZM6/fH2gmBJnAynLPPzvm8nmc/2WefnXO+2Rzyydp77bXMOYeIiIhESyzsAkRERKTmFOAiIiIRpAAXERGJIAW4iIhIBCnARUREIkgBLiIiEkEJD3Az62hmM8zsIzNbYmbXB9t/ZmZrzGx+sBQmuhYREZGGwhJ9H7iZtQPaOefmmdkRwFxgNPAtYKdzblJCCxAREWmAGiX6DZxz64B1wfoOM1sKtE/0+4qIiDRkSb0Gbmadgd7Ae8Gm8Wa20MweNrNWyaxFREQkyhJ+Cr3ijcyaA28Cv3TO/dPM2gKbAAfchj/NPraK7xsHjAPIzs7ue8IJJySlXhERkbDNnTt3k3OuTVXPJSXAzSwTeBF41Tn3myqe7wy86JzrcajX6devn5szZ05iihQREUkxZjbXOdevqueS0QvdgIeApZXDO+jcVu48YHGiaxEREWkoEt6JDRgEXAosMrP5wbYfA5eYWQH+FPoK4Ook1CIiItIgJKMX+tuAVfHU1ES/t4iISEOlkdhEREQiSAEuIiISQQpwERGRCFKAi4iIRJACXERE6oWZ8d3vfrficUlJCW3atOGcc86p2Pbss89y8sknc+KJJ9KzZ0+effbZiucuv/xyunTpQq9evTj++OMZM2YMq1evrni+c+fO9OzZk4KCAgoKCpg9ezYrVqygR49/H0Jk9erVjBo1im7dutG1a1euv/56ioqKAOjduzfz58+vqLF58+ZMmTKl4nv79u3LvHnzDni9mTNnHvBzlNf79NNPA/Diiy/Su3dvevXqRX5+Pn/84x8r9psyZQonn3wyJ510Er169eKqq67iq6++ivOoVk8BLiIi9SI7O5vFixezZ88eAF5//XXat98/9cWCBQuYOHEizz33HEuXLuX5559n4sSJLFy4sGKfu+66iwULFrBs2TJ69+7NGWecURG8ADNmzGD+/PnMnz+fgQMHVlmHc47zzz+f0aNH8+mnn/LJJ5+wc+dObrnlFgAGDRrE7NmzK2o6/vjjKx7v2rWLzz77jF69esX9cxcXFzNu3DheeOEFFixYwIcffsjQoUMBeOWVV7j77rt5+eWXWbJkCfPmzWPgwIFs2LAh7tevjgJcRETqTWFhIS+99BIAjz/+OJdccknFc5MmTeLHP/4xXbp0AaBLly7cfPPN3HXXXf/2OmbGhAkTOProo3n55ZdrVMP06dNp0qQJV1xxBQAZGRncfffdPPzww+zevZuBAwdWBPbs2bP5/ve/X9Eif//99+nbty8ZGRlxv9+OHTsoKSmhdevWADRu3Jju3bsD8Mtf/pJJkyZV/CGTkZHB2LFjK56vCwW4iIjUm4svvpgnnniCvXv3snDhQk477bSK55YsWULfvn0P2L9fv34sWbKk2tfr06cPH3/8ccXjYcOGUVBQcMDrHqyq92nRogV5eXksX778gBb47NmzGTJkCI0bN2bHjh3Mnj272pZ9dXJzcxk5ciSdOnXikksu4a9//StlZWUVtfTp06dGrxevZIzEJiIiSXbxxbB+ff293tFHwxNPHH6/k08+mRUrVvD4449TWFhY5/c9eL6OGTNmcOSRR9bpNTt16kRRURHr16/n448/pnv37pxyyim89957zJ49m2uvvfbfvsePCv7vyrdPnjyZRYsW8cYbbzBp0iRef/11HnnkkQP2XbRoEZdeeik7duzg9ttv56KLLqrTz6EAFxFpgOIJ20QZOXIkEydOZObMmWzevLlie35+PnPnzj3g+vLcuXM56aSTqn2tDz/8kOHDh9fo/fPz8ys6l5Xbvn07K1eu5LjjjgNg4MCBPPXUU7Rr1w4zo3///rzzzju8//77DBgwgPfee4+rr/YjfP/iF7/g2GOPZevWrQe85pYtWw74Y6Jnz5707NmTSy+9lC5duvDII49w0kknMW/ePIYNG0bPnj2ZP38+48ePr+gnUBc6hS4iIvVq7Nix3HrrrfTs2fOA7RMnTuSOO+5gxYoVAKxYsYLbb7+dG2+88d9ewznHvffey7p16zjrrLNq9P7Dhw9n9+7dPPbYYwCUlpZy4403cvnll9OsWTPAB/g999zDgAEDABgwYACPPfYYRx99NC1btuS0006r6Cw3cuRIunXrxtq1a1m6dCkAX3zxBQsWLKCgoICdO3cyc+bMivefP38+nTp1AuDmm29m4sSJB/Smr4/wBrXARUSknnXo0IHrrrvu37YXFBTw61//mnPPPZfi4mIyMzO58847KSgoqNjnpptu4rbbbmP37t3079+fGTNmkJWVdcj3W7ZsGR06dKh4fPfdd/PMM89wzTXXcNttt1FWVkZhYSG33357xT6DBg1iwoQJFQHerl07SktLq73+3bhxY6ZMmcIVV1zB3r17yczMZPLkybRs2ZIdO3Zw5513cvXVV9O0aVOys7MrTp8XFhby5ZdfcvbZZ1NaWkpOTg49evTgzDPPjPdwVisp84HXF80HLiIi6STU+cBFRESk/inARUREIihtA9w5CG7TExERiZy07cS2YQNceCE0bw6nngr9+8Npp0FubtiViYiIHF7aBvjRR8Nbb8H27fD++/Duu/D738PWrdCtGwwY4EO9Rw+owYh6IiIiSZG2AV6uRQsYMcIv4E+tL18O//d/8Mc/wuLF0LgxnHKKD/VBg9RKFxGR8Ok2sjjs3Alz58Ls2fDOO/DVV9CrFwwe7JdKk+2IiIjUm0PdRpb2LfB4NG8Op5/uF4DSUli40J+Cv+EGWLMGjj/eh/mQIXDccVDNsLkiIiL1Qi3weuAcfPqpD/RZs/x6584wfLhfOncOu0IREYmiQ7XAFeAJ8vnnMG2aX774Anr29GF+xhlQx4l0REQkTSjAQ1ZW5jvDTZsG06fDtm3+1rURI/wp92BsfRERkQMowFNMUZG/dW3aNJg50wf4WWdBYSF07Rp2dSIikioU4Clu0yZ45RWYOhVWrPD3nxcW+k5xjRuHXZ2IiIRFAR4hJSW+dT51qu8Qd9RRcN558M1vQk5O2NWJiEgy6TayCGnUCAYO9Av4DnDPPgvf+hZkZsKoUX5p2zbUMkVEJGRqgUfIl1/C88/Dc8/B3r3wH/8BF1wArVuHXZmIiCSC5gNvINq0gSuv9CH+5JN+jPZvf9u3yP/2Nz9inIiIpAcFeES1agVXXQWvvgp/+AOsX++vk3/3u/Dmm35wGRERabgU4A1A+/bwgx/44L75ZnjmGT/pyqRJ/rS7iIg0PArwBuakk+Cee/yAMe3awXe+Axdd5O85V6tcRKThUIA3UE2a+PB+7TX4xS/gxRf9feWPPuoHkhERkWhTgKeB7t3h7rt9iG/c6IP8jjtgx46wKxMRkdpSgKeRnBy46SZ4+2045hj4+tfhzjth166wKxMRkZpSgKehzEy47DI//Wlurp8h7be/1al1EZEoUYCnscxMfyvarFkQi8Hpp/shXEVEJPUpwIXGjeHaa/018uef973W168PuyoRETkUBbhUaN0aHngAxo/3E6j84x9hVyQiItVRgMu/GTwY3ngDXn4Z/vM/Yd++sCsSEZGDKcClStnZMHmynxXt3HNhy5awKxIRkco0nagc0qWXQl4enHMOPP20v/1MRETCpxa4HNbpp8N99/nObdu2hV2NiIiAAlzi1KcP3HqrD3HdLy4iEj4FuMRtxAg4+2z4/e/DrkRERBIe4GbW0cxmmNlHZrbEzK4Ptuea2etm9mnwtVWia5G6u+YaeOopTVMqIhK2ZLTAS4AbnXP5QH/gv8wsH/gRMM051w2YFjyWFJeZCT/9qV9ERCQ8CQ9w59w659y8YH0HsBRoD4wCHg12exQYnehapH6cdRasWAFr1oRdiYhI+krqbWRm1hnoDbwHtHXOrQueWg+0reZ7xgHjAPLy8uq1nnnz5rFy5cp6fc10kZ19Ii+/7LjqqhPCLkVEJC0lLcDNrDnwD+AG59x2M6t4zjnnzMxV9X3OuQeBBwH69etX5T61tWfPHpo0aUKTJk3q82XTQps2ZaxZUxZ2GSIiaSspvdDNLBMf3n91zv0z2LzBzNoFz7cDNiajFqkfubnFbNqUEXYZIiJpKxm90A14CFjqnPtNpaeeBy4L1i8Dnkt0LVJ/cnOL2Lw5M+wyRETSVjJOoQ8CLgUWmdn8YNuPgV8BfzezK4EvgG8loRapJ61bF7NliwJcRCQsCQ9w59zbgFXz9PBEv78kRm5uMVu3ZoVdhohI2tJIbFIrzZuXsnNnI5yr136FIiISJwW41Eos5k+qlJWpJ7qISBgU4FInpaUKcBGRMCjApdays4vZulUBLiISBgW41FpOzj7WrlWAi4iEQQEutZaTs48NG9SJTUQkDApwqbVWrfaxbt3h9xMRkfqnAJday8nZy4YNYVchIpKeFOBSa61aFSnARURCogCXWvMt8OoG2RMRkURSgEut5eTsY+NGBbiISBgU4FJrjRsXs3OnAlxEJAwKcKk1MwDdRiYiEgYFuNSZhkMXEUk+BbjUSYsWJWzdGnYVIiLpRwEutWZmtG1bzC9/Ca++ioJcRCSJGoVdgERXLBbj2mvXsm1bK959F373O/jqKzj+eBgwAPr3h/x8yMgIu1IRkYZHAS61ZmY0blzC178OX/+63+YcfPIJvPsu/OEPsGQJNG0Kp5ziA71/fzjyyHDrFhFpCBTgUmtmRklJyUHboHt3v1x2md+2cyd88IEP9T/9CTZtghNPhMGDYcgQ6Ny5vEe7iIjESwEutVZVgFeleXMYNswv4Hutf/wxzJoF//M/8PnnPsQHD/ZLfj7E1DtDROSQFOBSa2ZGaWlpjb8vFvMhnZ8P3/++3/bFFz7Q770XPvrIn2YfMgSGD4eePRXoIiIHU4BLrcVisbha4PHo1AkuvdQvABs3wptvwv33w6JF0KGDD/MRI+DYY+vlLUVEIk0BLrVW2xZ4PI46Ci680C8AK1fCtGnwk5/4U+75+T7QzzgD2rZNSAkiIilNAS61lsgAP1heHlxxhV+c86fZp02Dq6+GzZth0CAoLPS3r2VmJqUkEZFQKcCl1uLtxFb/7wsnneSX666D4mJ45x144QW4+WZ/ur2wEM4+27fkRUQaIgW41FoyW+CHkpkJQ4f6BWDFCpg6Fa68Enbs8NtHj4ZevXS7mog0HApwqbVYLJYSAX6wzp3hmmv8smcPzJjhB5VZuNCfaj/vPH+qXSPEiUiUKcClTsrKynDOYSnatG3a1J9OLyyE0lJ/qv0f/4Abb4SCArjoIjj9dIW5iESPAlxqzcwwM8rKysiIQAJmZPh7y4cM8R3h5s2DJ57w180HDYJvfxv69tVpdhGJBgW41IlzjtLS0kgEeGVmPqz79vUjw739NkyeDNdeC2eeCWPG6H5zEUltCnCpk/IWeJTFYvtb5kVFfmrUm26C3bv9bWujR0NWVthViogcSANUSp2lYke22srKgnPP9dfJH34YPvvMB/tNN8GyZWFXJyKynwJc6izqLfDqtGvnr4/Pnu1Pq//0p/7e8pdf9tfQRUTCpACXOmkIp9APJxbzY7A/+SQ8+CBMnw5f+xo89BDs3Rt2dSKSrhTgUiflndjSRceOcNddvhW+fbu/Be2BB/y1cxGRZFKAS5019BZ4VVq0gAkTYOZMP1jM4MG+RV5cHHZlIpIuFOBSZ+nUAj9Y06Y+yKdPh02b/LCtb74ZdlUikg4U4FJn6dgCP1h2Nvzwh773+uTJ/j7yDRvCrkpEGjIFuNSZAny/o4+Gv/wFxo71Y67/6U/qsS4iiaEAlzpJt05s8Ro61F8f/9e//HjrW7eGXZGINDQKcKkTBXj1srLgjjtg3Dg/mYoGghGR+qQAlzqJxWKUlJSEXUZKGzECpkzxw7K+9VbY1YhIQ6EAlzoxM7XA49C1K7zwAtxyC8yZE3Y1ItIQKMClTsxMLfA4tW4Nf/87jB8Pn34adjUiEnUKcKkTM6NYo5fErXIvdf3dIyJ1kfAAN7OHzWyjmS2utO1nZrbGzOYHS2Gi65DE0Cn0muvWDUaO9LeYiYjUVjJa4I8AZ1Wx/W7nXEGwTE1CHZIA6sRWO9dfD489Blu2hF2JiERVwgPcOTcL0K+pBkot8NrJyvId2v73f8OuRESiqlGI7z3ezMYAc4AbnXNVDnVhZuOAcQB5eXlJLE/iYWZs27aNBQsWhF1K5HToALNmdWX37hjNmjULuxwRiZiwAvx+4DbABV//HzC2qh2dcw8CDwL069dPg1KmmKysLHbv3s2qVavCLiWSdu8+hu3bSxXgIlJjoQS4c65imgcz+xPwYhh1SN2ZGdnZ2WGXEVmxmFFaqrHkRaTmQrmNzMzaVXp4HrC4un1FGrKmTUvYtk0BLiI1l/AWuJk9DgwFjjSz1cCtwFAzK8CfQl8BXJ3oOkRSUU7OXjZsyCQ/P+xKRCRqEh7gzrlLqtj8UKLfVyQKcnL2sWFDZthliEgEaSQ2kRC1arWPDRsOv5+IyMEU4CIhatVqHxs36r+hiNScfnOIhKhVq2K+/FL/DUWk5vSbQyREublFCnARqRX95hAJUatWRWzeHOaAiCISVQpwkRBlZ5eyY4f+G4pIzek3h0iIYjHDaYBgEakFBbhIiGKxGM45hbiI1JgCXCREfiz5YrZtC7sSEYkaBbhIiMyMnJy9rF8fdiUiEjUKcJEQmRktW+7VaGwiUmMKcJEQ+QDfowAXkRpTgIuEqLwFvm6derGJSM0owEVCtP8auAJcRGpGAS4SslatihTgIlJjCnCRkOXk7GX5ctOtZCJSIxqEWSRkTZuWctZZJVxySRbbt8MJJ0D//n7Jz4eY/swWkSoowEVSwHXX7eOWW7IoK4Nly+Ddd+Hee2HpUmjWDE49FQYMgNNOg9atw65WRFKBAlwkBZSVlQG+tX3iiX654gr/3Pbt8MEHPtQfeAC2bIGuXeFrX4MhQ+D448EsxOJFJBQKcJGQmRmlpaXVPt+iBQwf7hcA52D5cnj7bfj1r32L/eijfZgPHgy9ekFGRpKKF5HQKMBFQuacq2iBx8MMunXzS3krfe1aH+gPPwwLF8IRR8CgQT7QTz0VGjdOUPEiEhoFuEgKqEmAV+WYY+Bb3/ILwNat8M478MIL8JOf+Ovow4b5VnxBgTrGiTQECnCRFHCoU+i10aoVnHOOX8BfN585Ex56CBYs8Kfchw+HESPguON0DV0kig4b4GaWA4wBOlfe3zl3XcKqEkkzdW2BH05uLpx/vl8AVq+G6dPhttv89fTu3eEb34Azz/T7ikjqi6cFPhV4F1gEJPa3jEgacs7Vewv8cDp0gDFj/OKc7wj36qvw3e/Cvn2+dV5Y6DvEqXUukpriCfAmzrkfJLwSkTQVRoBXZuYHjznhBLj+eti507fOH3gA5s+HHj18mH/9675znIikhngC/C9m9j3gRWBf+Ubn3JaEVSWSRg53G1myNW8OI0f6xTlYvBimToX77vMBft55/jmdahcJVzwBXgTcBdwClM+44IBjE1WUSDqJxWKUlJSEXUaVzKBnT7/88If+drVnnoFLLvE92UeNgtGjfac4EUmueAL8RuA459ymRBcjko7MLGUD/GDHHAP/9V9++fJLeP55+N73YM8e3yq/+GI46qiwqxRJD/HcDboc2J3oQkTSVZQCvLI2beDKK/295k8/DS1bwmWX+SB/8kkf6iKSOPG0wHcB881sBgdeA9dtZCL1IKoBXllOjg/vyy7zt6j97W++01v37r6n+5Ah6s0uUt/iaYE/C/wSmA3MrbSISD1ItU5sddWhA/z3f8Nbb8H48fDPf/phXX/zG9i8OezqRBqOw7bAnXOPJqMQkXSVyp3Y6sIMevf2y5498NRTfqjX9u3hhhugT5+wKxSJNo2ILBKyhnAK/XCaNvWn0qdNgx/8AH77Wz/q24svQoIHoRNpsBTgIiFraKfQD6egAB59FP78Z5g9289rPmUKpNEhEKkXCnCRkKVDC7wqxxwDt98Or7wCn3/upz79+9/VIheJ12ED3MyON7M/mdlrZja9fElGcSLpwMwSPplJKmvRwk95+tJLsGgRnH46zJgRdlUiqS+e28ieAh4A/gToJJdIPWuondhqqlUrPzvahg2+F/vkyTBpErRrF3ZlIqkpngAvcc7dn/BKRNJUul0DP5y2bf018lmz4IIL4KKL/MhvGRlhVyaSWuK5Bv6CmV1jZu3MLLd8SXhlImnEOZfWp9GrMmQIzJzpb0ErLIQ1a8KuSCS1xNMCvyz4elOlbZrMRKSeWDBEWVlZGbGY+pVWlpnpJ1EZMQIuvNCfYh8+POyqRFJDPAO5dElGISLpLN07sh1O375+StNvfxu++ALGjg27IpHwVRvgZnaGc266mZ1f1fPOuX8mriyR9KPr4IeWkwPPPednP9u1C669NuyKRMJ1qBb46cB04NwqnnOAAlykHqkFfniZmfDQQ74l3qaNn75UJF1VG+DOuVuDr1ckrxyR9KSe6PHLyIDHHoNRo6BzZ+jfP+yKRMKR8B4zZvawmW00s8WVtuWa2etm9mnwtVWi6xBJZeqFXjONG/uW+A9/qCFYJX0lo8vrI8BZB237ETDNOdcNmBY8FklrCvCaad8ezjoLHn447EpEwpHwAHfOzQK2HLR5FFA+TemjwOhE1yGS6nQKveYmTPABvnVr2JWIJF8894EfwMz6AWudc2vr8L5tnXPrgvX1QNs6vJZIg7B9+3YyNNxYjZ1zTmNeeCHGmDFNwy5FJKlqHODAtcDJZvaJc+6iuhbgnHNm5qp73szGAeMA8vLy6vp2IikpIyODJUuWhF1GJG3ffjT/939HMGbMiWGXIpJUNQ5w59xlAGZ2RB3ed4OZtXPOrTOzdsDGQ7zfg8CDAP369as26EWirHnz5mGXEFkdOsR4883atEVEou1QA7n0OdQ3Oufm1eF9n8cP0fqr4OtzdXgtEUljRx5ZzObNjXHOVQxLK5IODvVn6/8LvjYB+gELAANOBuYAA+J5AzN7HBgKHGlmq4Fb8cH9dzO7EvgC+FZtihcRad26iK1bm1BWVqY+BJJWDjWQyzAAM/sn0Mc5tyh43AP4Wbxv4Jy7pJqnNCWBiNRZVpajpCSmAJe0E89tZN3LwxvAObcYUG8REUkpug1P0k08PT8WmtlkYErw+DvAwsSVJCJSM5mZZezaVUaTJmFXIpI88bTArwCWANcHy0fBNhGRlNCq1V7WrtVNKpJe4pkPfC9wd7CIiKSc3Fwf4D17hl2JSPIcNsDNrBtwB5CP75EOgHPu2ATWJSISNx/gYVchklzxnEL/M3A/UAIMAx5j//VwEZHQ+VPoYVchklzxBHhT59w0wJxzXzjnfgZ8M7FliYjELzd3L+vXaxAXSS/x9ELfZ2Yx4FMzGw+sATTuo4ikjNzcvcyZk4zZkUVSRzyf+OuBZsB1QF/gu/jhT0VEUkJOzl42bFALXNJLPL3QPwAwszLnnG4fE5GUk5lZRlFR2FWIJNdhW+BmNsDMPgI+Dh73MrM/JLwyEZE4OedwTveBS3qJ5xT6PcCZwGYA59wCYEgCaxIRqREzIyvLsWdP2JWIJE9cvT6cc6sO2qRBh0UkZcRiMdq0KWLdurArEUmeeAJ8lZkNBJyZZZrZRGBpgusSEYmbmXHkkUW6F1zSSjy3kX0f+C3QHn8L2WvAfyWyKBGRmjAzTjxxFxMmQJ8+cMopcOqpkJ8PjeL5LScSQfH0Qt+En4FMRCQlmRmDB2/muuu6sHQpvP8+3H8/fPQRZGRAr14+0E85Bbp2BdMdZ9IAVBvgZvY7oNpunc656xJSkYhIDZkZpaWlZGRAjx5+GTvWP7d3LyxYAB98ALfdBp99Bs2bQ79+PtBPOQWOOSbc+kVq41At8DmV1n8O3JrgWkREaiUWi1FSUlLlc02awGmn+aXc9u0wd64P9SlTYO1a6NABBg70S0EBZGYmp3aR2qo2wJ1zj5avm9kNlR+LiKSS8hZ4vFq0gGHD/FJu1SqYPdsH+sSJPsBPPRUGDYIBAyA3NwGFi9RBvN07NEKCiKSsmgZ4VTp2hIsu8gvArl2+hT57NjzwAGzdCiec4FvogwbB8cfrWrqES/0zRSTyzKzaU+i1lZ0NQ4f6BaCsDJYt84H+q1/59bw8OP10v88JJyjQJbkO1YltB/tb3s3MbHv5U4BzzrVIdHEiIvFIRIAfLBaDE0/0y5VX+m1ffAFvvgl33QUff+xb8eWhr0CXRDvUNfAjklmIiEhtHaoTWyJ16gRjxvgFYOVKH+iTJsHSpb5j3IgR8I1vQOfOSS9PGjidQheRyDMzysrKwi6DvDy49FK/gA/0N96AH/3Ir/fu7cN82DDfkU6kLhTgItIglJWV4ZzDUui8dV6evx997Fh/Df3DD+G11+D3v4fSUn/9vLDQjx4Xi2tmCpH9FOAiEnnloV1aWkqjFB07NRaDvn39cvPNvpf7zJnw5z/D+PHQsyecey4MH+470IkcTmp+0kVEaihVTqPHKzsbvvlNvzgHixbBCy/APfcc+FzHjmFXKqlKAS4iDUaUArwyMzj5ZL/ccgts2AAvvww33ACbNvnT7Bdc4MdxFymnABeRBqOug7mkirZt4fLL/bJrlw/zW27xQ76efbYP827dwq5SwqYAF5EGI6ot8EPJzvaBfcEFsHs3vPoq3HorrFkD558Pl1wCRx0VdpUSBvV7FJEGo6G0wKvTrBmcdx787W/w0kvQqpW/B33UKHj6aT/zmqQPBbiINBgNsQVenebNfXi/8grcdx8sX+57sF9zDSxcGHZ1kgwKcBFpMNIpwCvr2NEPFvP2234QmUmT4Iwz4C9/Uau8IVOAi0iD0dBPoR+OmZ/69LHH4KmnYONGPy77z38OX34ZdnVS3xTgItJgpGsLvCqtW8ONN8I770B+Plx4oT+9vnx52JVJfVGAi0iD4JxL+xZ4VTIyfHjPmOF7rE+Y4GdT++KLsCuTulKAi0iDoRZ49cxg8GA/2tvll8NVV8F118H69WFXJrWlABeRBkMt8PgMHuwnVfnmN33r/I47YN++sKuSmlKAi0iDYGahzAkeVWZw5pl+QpXcXN/Z7aWXwq5KakIjsYlIg6AAr52MDLj6at8S/8lP4He/8zOmdejgb0/r2NGv5+b60JfUoQAXkQZBAV43ubl+nvJ16+Czz2DVKvjoI3+qfdUq2LLF75eVBe3bHxju5estWyrkk0kBLiINggK8frRr55fq7Nvnx2FftQpWr/ajvr30kn+8bZvfp0kTH+yVw7087Fu0SM7PkQ4U4CLSIMRiMQV4EjRuDMce65fq7NmzP+RXrYI5c+DZZ/36jh1+/vNmzapuxXfs6CdwkcNTgItIg2Bm6oWeIpo2heOO80t1du3yLfjylvy77/rR41at8s+Z+fHeO3WCvDz/tXy9XTt/7T7dKcBFpEHQKfRoyc6G7t39Up3t22HlSj/ozMqVsGCB/7puHZSWQqNGvvVeOdw7dfKt+GbNkvezhEUBLiINggK84WnRAnr08EtViot967085N9/37fiV670p/EB2rT59xZ8p05+qNmod7gLNcDNbAWwAygFSpxz/cKsR0SiS6fQ009mJnTp4peqOAebNu1vwa9YAbNm+cebNvl9mjXbH+qVv3bo4Fv4qSwVyhvmnNsUdhEiEm3qxCYHM/Mt8DZtoF81zcNdu/x19/KQf+01v75mDZSU+BDPy4POnf3SpYv/2r59+AGfCgEuIlJnZqax0KXGsrPhhBP8UpWiIn+afsUK+PxzeOMNv756tb8On5l5YMAPGVL9GYH6FnaAO+A1M3PAH51zDx68g5mNA8YB5OXlJbk8EYkKM2Pnzp1MnTo17FIiq6CggGOOOSbsMlJKVtahb5srKvIt+BUr/LJlS/oE+Necc2vM7CjgdTP72Dk3q/IOQag/CNCvXz8XRpEikvpisRitW7fGOf2aqI3t27ezp7znl8QtKwu6dvVLsoUa4M65NcHXjWb2DHAqMOvQ3yUiUrVYTPMz1Zb6EERPaJ92M8s2syPK14FvAIvDqkdEJJ3FYjGKi4vDLkNqIMwWeFvgGfM34jUC/uaceyXEekRE0pZuw4ue0ALcOfcvoFdY7y8iIvtpIJzo0QUjERFRgEeQAlxERHQKPYIU4CIiol7oEaQAFxERtcAjSAEuIiIK8AhSgIuIiDqxRZACXERE1AKPIAW4iIgQi8UU4BGjABcREQDKyso0GUyEKMBFRAQz05zqEaMAFxERAJxzOo0eIQpwEREBUAs8YhTgIiJSQS3w6FCAi4hIBbXAo0MBLiIigE6hR40CXEREAHViixoFuIiIVFALPDoU4CIiUkEt8OhQgIuISAW1wKNDAS4iIhUU4NGhABcREUCd2KJGAS4iIoACPGoU4CIiAvgpRUtKSsIuQ+KkABcREcAP5KIWeHQowEVEBPABrhZ4dCjARUQE8AFeXFwcdhkSJwW4iIgAOoUeNQpwEREB1IktahTgIiICqAUeNQpwEREB1IktahTgIiICqAUeNQpwEREB1AKPGgW4iIgAvhObWuDRoQAXERFAp9CjRgEuIiLA/gB3zoVdisRBAS4iIoAPcOecAjwiFOAiInKAsrKysEuQOCjARUSkgq6DR4cCXEREDqAWeDQowEVEpIKZKcAjQgEuIiIVnHM6hR4RCnARETmAWuDRoAAXEZEDqAUeDQpwERE5gFrg0aAAFxGRAyjAoyHUADezs8xsmZktN7MfhVmLiIioE1uUhBbgZpYB/B44G8gHLjGz/LDqERERTy3waAizBX4qsNw59y/nXBHwBDAqxHpERNKeWuDR0SjE924PrKr0eDVw2sE7mdk4YBxAXl5ecioTEUlTZsbGjRvZu3dv2KVEUkZGBl27dsXMEv5eYQZ4XJxzDwIPAvTr109T5IiIJFB2djZr165l7dq1YZcSSWVlZXTu3JlGjRIfr2EG+BqgY6XHHYJtIiISkszMTFq2bBl2GZH11VdfJe29wrwG/gHQzcy6mFkWcDHwfIj1iIiIREZoLXDnXImZjQdeBTKAh51zS8KqR0REJEpCvQbunJsKTA2zBhERkSjSSGwiIiIRpAAXERGJIAW4iIhIBCnARUREIkgBLiIiEkEKcBERkQhSgIuIiESQAlxERCSCFOAiIiIRpAAXERGJIAW4iIhIBCnARUREIkgBLiIiEkEKcBERkQhSgIuIiESQAlxERCSCFOAiIiIRpAAXERGJIAW4iIhIBCnARUREIkgBLiIiEkEKcBERkQhSgIuIiESQAlxERCSCFOAiIiIRpAAXERGJIAW4iIhIBCnARUREIkgBLiIiEkEKcBERkQhSgIuIiESQAlxERCSCFOAiIiIRpAAXERGJIAW4iIhIBCnARUREIkgBLiIiEkEKcBERkQhSgIuIiESQAlxERCSCFOAiIiIRpAAXERGJIAW4iIhIBCnARUREIkgBLiIiEkGhBLiZ/czM1pjZ/GApDKMOERGRqGoU4nvf7ZybFOL7i4iIRJZOoYuIiERQmC3w8WY2BpgD3Oic2xpGEcXFxZhZGG8tIiJSa+acS8wLm70BHF3FU7cA7wKbAAfcBrRzzo2t5nXGAeOCh92BZfVU4pFNmzYtzszMbFZPr5eWioqKmmVlZe0Ou44o0zGsHzqO9UPHsW7KyspKd+7cWYbPuPrQyTnXpqonEhbg8TKzzsCLzrkeSX7fOc65fsl8z4ZIx7HudAzrh45j/dBxrLtkHcOweqG3q/TwPGBxGHWIiIhEVVjXwO80swL8KfQVwNUh1SEiIhJJoQS4c+7SMN73IA+GXUADoeNYdzqG9UPHsX7oONZdUo5h6NfARUREpOZ0H7iIiEgEpWWAm9lZZrbMzJab2Y/CrieVmFlHM5thZh+Z2RIzuz7Ynmtmr5vZp8HXVsF2M7N7g2O50Mz6VHqty4L9PzWzy8L6mcJiZhlm9qGZvRg87mJm7wXH6kkzywq2Nw4eLw+e71zpNW4Oti8zszND+lFCY2Y5Zva0mX1sZkvNbIA+izVnZhOC/8+LzexxM2uiz+PhmdnDZrbRzBZX2lZvnz8z62tmi4LvuddqOiiJcy6tFiAD+Aw4FsgCFgD5YdeVKgvQDugTrB8BfALkA3cCPwq2/wj4dbBeCLwMGNAfeC/Yngv8K/jaKlhvFfbPl+Rj+QPgb/jbJAH+DlwcrD8A/Gewfg3wQLB+MfBksJ4ffD4bA12Cz21G2D9Xko/ho8BVwXoWkKPPYo2PYXvgc6Bppc/h5fo8xnXshgB9gMWVttXb5w94P9jXgu89uyb1pWML/FRguXPuX865IuAJYFTINaUM59w659y8YH0HsBT/C2AU/pcpwdfRwfoo4DHnvQvkBLcJngm87pzb4vwoe68DZyXvJwmXmXUAvglMDh4bcAbwdLDLwcew/Ng+DQwP9h8FPOGc2+ec+xxYjv/8pgUza4n/BfoQgHOuyDn3Ffos1kYjoKmZNQKaAevQ5/GwnHOzgC0Hba6Xz1/wXAvn3LvOp/ljlV4rLukY4O2BVZUerw62yUGCU2e9gfeAts65dcFT64G2wXp1xzPdj/M9wH8DZcHj1sBXzrmS4HHl41FxrILntwX7p/sx7AJ8Cfw5uBQx2cyy0WexRpxza4BJwEp8cG8D5qLPY23V1+evfbB+8Pa4pWOASxzMrDnwD+AG59z2ys8Ffy3q9oVqmNk5wEbn3Nywa4m4RvjTl/c753oDu/CnLCvos3h4wTXaUfg/iI4Bskm/MxAJEfbnLx0DfA3QsdLjDsE2CZhZJj68/+qc+2eweUNwyqd8JL2Nwfbqjmc6H+dBwEgzW4G/RHMG8Fv8KbXysRcqH4+KYxU83xLYTHofQ/AtktXOufeCx0/jA12fxZoZAXzunPvSOVcM/BP/GdXnsXbq6/O3Jlg/eHvc0jHAPwC6BT0ws/CdNJ4PuaaUEVzreghY6pz7TaWnngfKe09eBjxXafuYoAdmf2BbcHrpVeAbZtYqaAF8I9jW4DnnbnbOdXDOdcZ/vqY7574DzAAuCHY7+BiWH9sLgv1dsP3ioFdwF6AbvtNLWnDOrQdWmVn3YNNw4CP0WayplUB/M2sW/P8uP476PNZOvXz+gue2m1n/4N9lTKXXik/YvfzCWPC9BT/B96K8Jex6UmkBvoY/JbQQmB8shfhrYNOAT4E3gNxgfwN+HxzLRUC/Sq81Ft/RZTlwRdg/W0jHcyj7e6Efi/+Ftxx4CmgcbG8SPF4ePH9spe+/JTi2y6hhD9WGsAAF+CmHFwLP4nvx6rNY8+P4c+Bj/LwTf8H3JNfn8fDH7XF8v4Fi/BmhK+vz8wf0C/5NPgPuIxhcLd5FI7GJiIhEUDqeQhcREYk8BbiIiEgEKcBFREQiSAEuIiISQQpwERGRCFKAi9SQme086PHlZnZfDV9jpNXjTHjmZ+26Js59d8axz8/MbGKw/gszG3GIfUebWX781SaGmfUzs3vDrkMkWRTgIklmZo2cc887535Vjy+bg59Fqt45537qnHvjELuMxs9UFSrn3Bzn3HVh1yGSLApwkXpkZp3NbHowH/A0M8sLtj9iZg+Y2XvAnZVb7WY2v9Kyx8xOD+YcfjZ4nXfN7ORg35+Zn6N4ppn9y8zKA+tXQNfgNe4ys+bB+88L5hs+7Ix7ZnaLmX1iZm8D3Sttf8TMLgjWf2V+rviFZjbJzAYCI4G7gvfuambfM7MPzGyBmf3DzJpVep17zWx2UPsFld7jh0GdC8zsV8G2rmb2ipnNNbO3zOyEw9Q/1PbPvV7dcTr4e3YGx2uJmb1hZqdW+p6RhztmIqEKe6QbLVqitgCl7B+lbj5+qMr7gudeAC4L1scCzwbrjwAvEsyfjJ+P+b6DXvdc4C0gE/gdcGuw/QxgfrD+M2A2fiStI/FjVGcCnTlwzuJG+KkKCfZbDhUDN+2s4mfqix89qhnQIth/YqXaL8CPQLWs0uvkVH6+0mu1rrT+v8C1lfZ7Ct9wyMdP6wtwdvAzNQsel49sNQ3oFqyfhh/S81D/LkPZP+pdlcepiu9xBCOKAc8ArwXHs1f5MdeiJVWX8oHsRSR+e5xzBeUPzOxy/JCIAAOA84P1vwB3Vvq+p5xzpVW9oJl1A+4Chjnnis3sa8B/ADjnpptZazNrEez+knNuH7DPzDayfzrDA14SuN3MhuCnNG0f7Le+mp9pMPCMc253UE9V8wNsA/YCDwUt3Rerea0eZva/+NP6zTlw3PFnnXNlwEdmVl73CODP5e/tnNtifja8gcBTfphowIdxTVR1nFYftE8R8EqwvgjYFxz/Rfg/ikRSlgJcJHl2VbUxCKu/A99z++cZPpR9ldZLqfr/8XeANkDfIJBW4Me4rjXnXImZnYqfDOMCYDz+7MDBHgFGO+cWBH/cDK2mdqN6Mfx81QV1KDme41TsnCsfT7qs/Hucc2W2f6YukZSka+Ai9Ws2fgYy8CH6Vhzf8zC+BVp537eC78fMhgKb3EHzsh9kB3BEpcct8XOSF5vZMKDTYWqYBYw2s6ZmdgT+dP4Bgj80WjrnpgIT8KeZq3rvI4B15qel/c5h3hfgdeCKStfKc4Of9XMzuzDYZmbWK1g/z8zuiON1RRo0/YUpUr+uBf5sZjcBXwJXHGpnM+uEb80eb2Zjg81X4a/hPmxmC4Hd7J++sErOuc1m9o6ZLQZeBn4NvBCcCp6Dn4nqUN8/z8yeBBbg5zf+oIrdjgCeM7Mm+NbzD4LtTwB/CjqKXQD8BHgP//O/x4HhXtV7v2JmBcAcMysCpgI/xof//Wb2P/jr0k8E9XUFDvXHjEha0GxkIhIpZjYFmOCc+zLsWkTCpAAXERGJIF0DFxERiSAFuIiISAQpwEVERCJIAS4iIhJBCnAREZEIUoCLiIhEkAJcREQkgv4/DRKqqngP29AAAAAASUVORK5CYII=\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -282,17 +271,20 @@ } ], "source": [ - "fig = plt.figure(figsize=(8,6))\n", - "fig.subplots_adjust(left=None, bottom=None, right=None, top=None,\n", - " wspace=0.25, hspace=0.25)\n", + "fig = plt.figure(figsize=(8, 6))\n", + "fig.subplots_adjust(\n", + " left=None, bottom=None, right=None, top=None, wspace=0.25, hspace=0.25\n", + ")\n", "ax = fig.add_subplot(1, 1, 1)\n", - "ax.plot(x, mfusghead[0, 0, :], linewidth=0.75, color='blue', label='MODFLOW-USG')\n", - "ax.fill_between(x, y1=botm[1, 0, :], y2=-5, color='0.5', alpha=0.5)\n", - "leg = ax.legend(loc='upper right')\n", + "ax.plot(\n", + " x, mfusghead[0, 0, :], linewidth=0.75, color=\"blue\", label=\"MODFLOW-USG\"\n", + ")\n", + "ax.fill_between(x, y1=botm[1, 0, :], y2=-5, color=\"0.5\", alpha=0.5)\n", + "leg = ax.legend(loc=\"upper right\")\n", "leg.draw_frame(False)\n", - "ax.set_xlabel('Horizontal distance, in m')\n", - "ax.set_ylabel('Head, in m')\n", - "ax.set_ylim(-5,25);" + "ax.set_xlabel(\"Horizontal distance, in m\")\n", + "ax.set_ylabel(\"Head, in m\")\n", + "ax.set_ylim(-5, 25);" ] }, { @@ -319,7 +311,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.6" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_ZoneBudget_example.ipynb b/examples/Notebooks/flopy3_ZoneBudget_example.ipynb index 5dc8333ba7..2860b33a95 100644 --- a/examples/Notebooks/flopy3_ZoneBudget_example.ipynb +++ b/examples/Notebooks/flopy3_ZoneBudget_example.ipynb @@ -22,10 +22,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.7.4 (default, Aug 9 2019, 18:34:13) [MSC v.1915 64 bit (AMD64)]\n", - "numpy version: 1.18.1\n", - "matplotlib version: 3.1.2\n", - "pandas version: 0.25.3\n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", + "[Clang 10.0.0 ]\n", + "numpy version: 1.19.2\n", + "matplotlib version: 3.4.2\n", + "pandas version: 1.0.5\n", "flopy version: 3.3.5\n" ] } @@ -43,15 +44,15 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('pandas version: {}'.format(pd.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"pandas version: {}\".format(pd.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -61,8 +62,8 @@ "outputs": [], "source": [ "# Set path to example datafiles\n", - "loadpth = os.path.join('..', 'data', 'zonbud_examples')\n", - "cbc_f = os.path.join(loadpth, 'freyberg.gitcbc')" + "loadpth = os.path.join(\"..\", \"data\", \"zonbud_examples\")\n", + "cbc_f = os.path.join(loadpth, \"freyberg.gitcbc\")" ] }, { @@ -80,7 +81,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -94,18 +95,18 @@ "source": [ "from flopy.utils import ZoneBudget\n", "\n", - "zone_file = os.path.join(loadpth, 'zonef_mlt.zbr')\n", + "zone_file = os.path.join(loadpth, \"zonef_mlt.zbr\")\n", "zon = ZoneBudget.read_zone_file(zone_file)\n", "nlay, nrow, ncol = zon.shape\n", "\n", "fig = plt.figure(figsize=(10, 4))\n", "\n", "for lay in range(nlay):\n", - " ax = fig.add_subplot(1, nlay, lay+1)\n", + " ax = fig.add_subplot(1, nlay, lay + 1)\n", " im = ax.pcolormesh(zon[lay, ::-1, :])\n", " cbar = plt.colorbar(im)\n", - " plt.gca().set_aspect('equal')\n", - " \n", + " plt.gca().set_aspect(\"equal\")\n", + "\n", "plt.show()" ] }, @@ -209,7 +210,7 @@ ], "source": [ "# Look at a subset of fluxes\n", - "names = ['FROM_RECHARGE', 'FROM_ZONE_1', 'FROM_ZONE_3']\n", + "names = [\"FROM_RECHARGE\", \"FROM_ZONE_1\", \"FROM_ZONE_3\"]\n", "zb.get_budget(names=names)" ] }, @@ -234,8 +235,8 @@ ], "source": [ "# Look at fluxes in from zone 2\n", - "names = ['FROM_RECHARGE', 'FROM_ZONE_1', 'FROM_ZONE_3']\n", - "zones = ['ZONE_2']\n", + "names = [\"FROM_RECHARGE\", \"FROM_ZONE_1\", \"FROM_ZONE_3\"]\n", + "zones = [\"ZONE_2\"]\n", "zb.get_budget(names=names, zones=zones)" ] }, @@ -261,7 +262,7 @@ ], "source": [ "# Look at all of the mass-balance records\n", - "names = ['TOTAL_IN', 'TOTAL_OUT', 'IN-OUT', 'PERCENT_DISCREPANCY']\n", + "names = [\"TOTAL_IN\", \"TOTAL_OUT\", \"IN-OUT\", \"PERCENT_DISCREPANCY\"]\n", "zb.get_budget(names=names)" ] }, @@ -297,13 +298,13 @@ "cfdbud = cfd.get_budget()\n", "inyrbud = inyr.get_budget()\n", "\n", - "names = ['FROM_RECHARGE']\n", - "rowidx = np.in1d(cmdbud['name'], names)\n", - "colidx = 'ZONE_1'\n", + "names = [\"FROM_RECHARGE\"]\n", + "rowidx = np.in1d(cmdbud[\"name\"], names)\n", + "colidx = \"ZONE_1\"\n", "\n", - "print('{:,.1f} cubic meters/day'.format(cmdbud[rowidx][colidx][0]))\n", - "print('{:,.1f} cubic feet/day'.format(cfdbud[rowidx][colidx][0]))\n", - "print('{:,.1f} inches/year'.format(inyrbud[rowidx][colidx][0]))" + "print(\"{:,.1f} cubic meters/day\".format(cmdbud[rowidx][colidx][0]))\n", + "print(\"{:,.1f} cubic feet/day\".format(cfdbud[rowidx][colidx][0]))\n", + "print(\"{:,.1f} inches/year\".format(inyrbud[rowidx][colidx][0]))" ] }, { @@ -373,8 +374,8 @@ } ], "source": [ - "aliases = {1: 'SURF', 2:'CONF', 3: 'UFA'}\n", - "zb = flopy.utils.ZoneBudget(cbc_f, zon, totim=[1097.], aliases=aliases)\n", + "aliases = {1: \"SURF\", 2: \"CONF\", 3: \"UFA\"}\n", + "zb = flopy.utils.ZoneBudget(cbc_f, zon, totim=[1097.0], aliases=aliases)\n", "zb.get_budget()" ] }, @@ -538,8 +539,8 @@ } ], "source": [ - "aliases = {1: 'SURF', 2:'CONF', 3: 'UFA'}\n", - "times = list(range(1092, 1097+1))\n", + "aliases = {1: \"SURF\", 2: \"CONF\", 3: \"UFA\"}\n", + "times = list(range(1092, 1097 + 1))\n", "zb = flopy.utils.ZoneBudget(cbc_f, zon, totim=times, aliases=aliases)\n", "zb.get_dataframes()" ] @@ -680,10 +681,10 @@ } ], "source": [ - "dateidx1 = 1095.\n", - "dateidx2 = 1097.\n", - "names = ['FROM_RECHARGE', 'TO_WELLS', 'CONSTANT_HEAD']\n", - "zones = ['SURF', 'CONF']\n", + "dateidx1 = 1095.0\n", + "dateidx2 = 1097.0\n", + "names = [\"FROM_RECHARGE\", \"TO_WELLS\", \"CONSTANT_HEAD\"]\n", + "zones = [\"SURF\", \"CONF\"]\n", "df = zb.get_dataframes(names=names)\n", "df.loc[(slice(dateidx1, dateidx2), slice(None)), :][zones]" ] @@ -759,25 +760,25 @@ } ], "source": [ - "dateidx1 = 1095.\n", - "dateidx2 = 1097.\n", - "zones = ['SURF']\n", + "dateidx1 = 1095.0\n", + "dateidx2 = 1097.0\n", + "zones = [\"SURF\"]\n", "\n", "# Pull out the individual records of interest\n", - "rech = df.loc[(slice(dateidx1, dateidx2), ['FROM_RECHARGE']), :][zones]\n", - "pump = df.loc[(slice(dateidx1, dateidx2), ['TO_WELLS']), :][zones]\n", + "rech = df.loc[(slice(dateidx1, dateidx2), [\"FROM_RECHARGE\"]), :][zones]\n", + "pump = df.loc[(slice(dateidx1, dateidx2), [\"TO_WELLS\"]), :][zones]\n", "\n", - "# Remove the \"record\" field from the index so we can \n", + "# Remove the \"record\" field from the index so we can\n", "# take the difference of the two DataFrames\n", "rech = rech.reset_index()\n", - "rech = rech.set_index(['totim'])\n", + "rech = rech.set_index([\"totim\"])\n", "rech = rech[zones]\n", "pump = pump.reset_index()\n", - "pump = pump.set_index(['totim'])\n", + "pump = pump.set_index([\"totim\"])\n", "pump = pump[zones] * -1\n", "\n", "# Compute pumping as a percentage of recharge\n", - "(pump / rech) * 100." + "(pump / rech) * 100.0" ] }, { @@ -890,11 +891,11 @@ } ], "source": [ - "dateidx1 = pd.Timestamp('1972-12-29')\n", - "dateidx2 = pd.Timestamp('1972-12-30')\n", - "names = ['FROM_RECHARGE', 'TO_WELLS', 'CONSTANT_HEAD']\n", - "zones = ['SURF', 'CONF']\n", - "df = zb.get_dataframes(start_datetime='1970-01-01', timeunit='D', names=names)\n", + "dateidx1 = pd.Timestamp(\"1972-12-29\")\n", + "dateidx2 = pd.Timestamp(\"1972-12-30\")\n", + "names = [\"FROM_RECHARGE\", \"TO_WELLS\", \"CONSTANT_HEAD\"]\n", + "zones = [\"SURF\", \"CONF\"]\n", + "df = zb.get_dataframes(start_datetime=\"1970-01-01\", timeunit=\"D\", names=names)\n", "df.loc[(slice(dateidx1, dateidx2), slice(None)), :][zones]" ] }, @@ -1014,7 +1015,7 @@ } ], "source": [ - "df = zb.get_dataframes(index_key='kstpkper')\n", + "df = zb.get_dataframes(index_key=\"kstpkper\")\n", "df.head()" ] }, @@ -1086,17 +1087,18 @@ ], "source": [ "zb = flopy.utils.ZoneBudget(cbc_f, zon, kstpkper=[(0, 0), (0, 1096)])\n", - "f_out = os.path.join('data', 'Example_output.csv')\n", + "f_out = os.path.join(\"data\", \"Example_output.csv\")\n", "zb.to_csv(f_out)\n", "\n", "# Read the file in to see the contents\n", "try:\n", " import pandas as pd\n", + "\n", " print(pd.read_csv(f_out).to_string(index=False))\n", "except:\n", - " with open(fname, 'r') as f:\n", + " with open(fname, \"r\") as f:\n", " for line in f.readlines():\n", - " print('\\t'.join(line.split(',')))" + " print(\"\\t\".join(line.split(\",\")))" ] }, { @@ -1140,10 +1142,10 @@ "zon[1, :, :] = 2\n", "zon[2, :, :] = 3\n", "\n", - "aliases = {1: 'SURF', 2:'CONF', 3: 'UFA'}\n", - "times = list(range(1092, 1097+1))\n", + "aliases = {1: \"SURF\", 2: \"CONF\", 3: \"UFA\"}\n", + "times = list(range(1092, 1097 + 1))\n", "zb = flopy.utils.ZoneBudget(cbc_f, zon, totim=times, aliases=aliases)\n", - "zb.get_budget(names=['STORAGE', 'WELLS'], zones=['SURF', 'UFA'], net=True)" + "zb.get_budget(names=[\"STORAGE\", \"WELLS\"], zones=[\"SURF\", \"UFA\"], net=True)" ] }, { @@ -1238,7 +1240,9 @@ } ], "source": [ - "df = zb.get_dataframes(names=['STORAGE', 'WELLS'], zones=['SURF', 'UFA'], net=True)\n", + "df = zb.get_dataframes(\n", + " names=[\"STORAGE\", \"WELLS\"], zones=[\"SURF\", \"UFA\"], net=True\n", + ")\n", "df.head(6)" ] }, @@ -1257,29 +1261,31 @@ "outputs": [], "source": [ "def tick_label_formatter_comma_sep(x, pos):\n", - " return '{:,.0f}'.format(x)\n", + " return \"{:,.0f}\".format(x)\n", "\n", "\n", "def volumetric_budget_bar_plot(values_in, values_out, labels, **kwargs):\n", - " if 'ax' in kwargs:\n", - " ax = kwargs.pop('ax')\n", + " if \"ax\" in kwargs:\n", + " ax = kwargs.pop(\"ax\")\n", " else:\n", " ax = plt.gca()\n", "\n", " x_pos = np.arange(len(values_in))\n", - " rects_in = ax.bar(x_pos, values_in, align='center', alpha=0.5)\n", + " rects_in = ax.bar(x_pos, values_in, align=\"center\", alpha=0.5)\n", "\n", " x_pos = np.arange(len(values_out))\n", - " rects_out = ax.bar(x_pos, values_out, align='center', alpha=0.5)\n", + " rects_out = ax.bar(x_pos, values_out, align=\"center\", alpha=0.5)\n", "\n", " plt.xticks(list(x_pos), labels)\n", " ax.set_xticklabels(ax.xaxis.get_majorticklabels(), rotation=90)\n", - " ax.get_yaxis().set_major_formatter(mpl.ticker.FuncFormatter(tick_label_formatter_comma_sep))\n", + " ax.get_yaxis().set_major_formatter(\n", + " mpl.ticker.FuncFormatter(tick_label_formatter_comma_sep)\n", + " )\n", "\n", " ymin, ymax = ax.get_ylim()\n", " if ymax != 0:\n", - " if abs(ymin) / ymax < .33:\n", - " ymin = -(ymax * .5)\n", + " if abs(ymin) / ymax < 0.33:\n", + " ymin = -(ymax * 0.5)\n", " else:\n", " ymin *= 1.35\n", " else:\n", @@ -1287,26 +1293,46 @@ " plt.ylim([ymin, ymax * 1.25])\n", "\n", " for i, rect in enumerate(rects_in):\n", - " label = '{:,.0f}'.format(values_in[i])\n", + " label = \"{:,.0f}\".format(values_in[i])\n", " height = values_in[i]\n", " x = rect.get_x() + rect.get_width() / 2\n", - " y = height + (.02 * ymax)\n", - " vertical_alignment = 'bottom'\n", - " horizontal_alignment = 'center'\n", - " ax.text(x, y, label, ha=horizontal_alignment, va=vertical_alignment, rotation=90)\n", + " y = height + (0.02 * ymax)\n", + " vertical_alignment = \"bottom\"\n", + " horizontal_alignment = \"center\"\n", + " ax.text(\n", + " x,\n", + " y,\n", + " label,\n", + " ha=horizontal_alignment,\n", + " va=vertical_alignment,\n", + " rotation=90,\n", + " )\n", "\n", " for i, rect in enumerate(rects_out):\n", - " label = '{:,.0f}'.format(values_out[i])\n", + " label = \"{:,.0f}\".format(values_out[i])\n", " height = values_out[i]\n", " x = rect.get_x() + rect.get_width() / 2\n", - " y = height + (.02 * ymin)\n", - " vertical_alignment = 'top'\n", - " horizontal_alignment = 'center'\n", - " ax.text(x, y, label, ha=horizontal_alignment, va=vertical_alignment, rotation=90)\n", + " y = height + (0.02 * ymin)\n", + " vertical_alignment = \"top\"\n", + " horizontal_alignment = \"center\"\n", + " ax.text(\n", + " x,\n", + " y,\n", + " label,\n", + " ha=horizontal_alignment,\n", + " va=vertical_alignment,\n", + " rotation=90,\n", + " )\n", "\n", " # horizontal line indicating zero\n", - " ax.plot([rects_in[0].get_x() - rects_in[0].get_width() / 2,\n", - " rects_in[-1].get_x() + rects_in[-1].get_width()], [0, 0], \"k\")\n", + " ax.plot(\n", + " [\n", + " rects_in[0].get_x() - rects_in[0].get_width() / 2,\n", + " rects_in[-1].get_x() + rects_in[-1].get_width(),\n", + " ],\n", + " [0, 0],\n", + " \"k\",\n", + " )\n", "\n", " return rects_in, rects_out" ] @@ -1318,7 +1344,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1332,23 +1358,29 @@ "source": [ "fig = plt.figure(figsize=(16, 5))\n", "\n", - "times = [2., 500., 1000., 1095.]\n", + "times = [2.0, 500.0, 1000.0, 1095.0]\n", "\n", "for idx, t in enumerate(times):\n", "\n", " ax = fig.add_subplot(1, len(times), idx + 1)\n", "\n", - " zb = flopy.utils.ZoneBudget(cbc_f, zon, kstpkper=None, totim=t, aliases=aliases)\n", + " zb = flopy.utils.ZoneBudget(\n", + " cbc_f, zon, kstpkper=None, totim=t, aliases=aliases\n", + " )\n", "\n", - " recname = 'STORAGE'\n", - " values_in = zb.get_dataframes(names='FROM_{}'.format(recname)).T.squeeze()\n", - " values_out = zb.get_dataframes(names='TO_{}'.format(recname)).T.squeeze() * -1\n", + " recname = \"STORAGE\"\n", + " values_in = zb.get_dataframes(names=\"FROM_{}\".format(recname)).T.squeeze()\n", + " values_out = (\n", + " zb.get_dataframes(names=\"TO_{}\".format(recname)).T.squeeze() * -1\n", + " )\n", " labels = values_in.index.tolist()\n", "\n", - " rects_in, rects_out = volumetric_budget_bar_plot(values_in, values_out, labels, ax=ax)\n", + " rects_in, rects_out = volumetric_budget_bar_plot(\n", + " values_in, values_out, labels, ax=ax\n", + " )\n", "\n", - " plt.ylabel('Volumetric rate, in Mgal/d')\n", - " plt.title('{} @ totim = {}'.format(recname, t))\n", + " plt.ylabel(\"Volumetric rate, in Mgal/d\")\n", + " plt.title(\"{} @ totim = {}\".format(recname, t))\n", "\n", "plt.tight_layout()\n", "plt.show()" @@ -1405,12 +1437,13 @@ " writing package riv_0...\n", " writing package wel_0...\n", " writing package rch_0...\n", - "FloPy is using the following executable to run the model: .\\mf6.exe\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", - " VERSION 6.2.1 02/18/2021\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Feb 18 2021 21:14:51 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -1425,17 +1458,17 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/20 17:28:52\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:51:56\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n", + "\n", " Solving: Stress period: 1 Time step: 1\n", - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/20 17:28:52\n", - " Elapsed run time: 0.124 Seconds\n", - " \n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:51:56\n", + " Elapsed run time: 0.078 Seconds\n", + "\n", " Normal termination of simulation.\n" ] } @@ -1447,7 +1480,7 @@ " mf6_exe += \".exe\"\n", " zb6_exe += \".exe\"\n", "\n", - "sim_ws = os.path.join('..', 'data', 'mf6-freyberg')\n", + "sim_ws = os.path.join(\"..\", \"data\", \"mf6-freyberg\")\n", "cpth = os.path.join(\".\", \"temp\")\n", "\n", "sim = flopy.mf6.MFSimulation.load(sim_ws=sim_ws, exe_name=mf6_exe)\n", @@ -1472,7 +1505,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1485,11 +1518,9 @@ ], "source": [ "# let's get our idomain array from the model, split it into two zones, and use it as a zone array\n", - "ml = sim.get_model('freyberg')\n", + "ml = sim.get_model(\"freyberg\")\n", "zones = ml.modelgrid.idomain\n", - "zones[0, 20:] = np.where(zones[0, 20:] != 0,\n", - " 2,\n", - " 0)\n", + "zones[0, 20:] = np.where(zones[0, 20:] != 0, 2, 0)\n", "\n", "plt.imshow(zones[0])\n", "plt.colorbar();" @@ -1504,10 +1535,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "FloPy is using the following executable to run the model: .\\zbud6.exe\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/zbud6\n", " ZONEBUDGET Version 6\n", " U.S. GEOLOGICAL SURVEY\n", - " VERSION 6.2.1 02/18/2021\n", + " VERSION 6.2.2 07/30/2021\n", ".........\n", " \n", "Normal Termination\n" @@ -1559,7 +1590,7 @@ " (10., 0, 0, 'TO_ZONE_0', 0. , 0. ),\n", " (10., 0, 0, 'TO_ZONE_1', 0. , 0.00178624),\n", " (10., 0, 0, 'TO_ZONE_2', 0.00405829, 0. )],\n", - " dtype=[('totim', '" ] @@ -1303,14 +1364,14 @@ ], "source": [ "# create some synthetic pumping data\n", - "x = modelgrid.xoffset + np.random.rand(10)*4000\n", - "y = modelgrid.yoffset + np.random.rand(10)*10000\n", + "x = modelgrid.xoffset + np.random.rand(10) * 4000\n", + "y = modelgrid.yoffset + np.random.rand(10) * 10000\n", "q = np.random.rand(10) * -1000\n", "\n", "# get \"real-world coordinates\"\n", "rw_coords = modelgrid.get_coords(x, y)\n", "\n", - "fig, ax = plt.subplots(figsize=(10, 10), subplot_kw={'aspect': \"equal\"})\n", + "fig, ax = plt.subplots(figsize=(10, 10), subplot_kw={\"aspect\": \"equal\"})\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=modelgrid, ax=ax)\n", "pmv.plot_grid()\n", @@ -1346,7 +1407,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1365,10 +1426,10 @@ "print(np.allclose(x, l_coords[0]))\n", "print(np.allclose(y, l_coords[1]))\n", "\n", - "# plot the local coords on a modelgrid that is in model units \n", + "# plot the local coords on a modelgrid that is in model units\n", "modelgrid.set_coord_info(merge_coord_info=False)\n", "\n", - "fig, ax = plt.subplots(figsize=(10, 10), subplot_kw={'aspect': \"equal\"})\n", + "fig, ax = plt.subplots(figsize=(10, 10), subplot_kw={\"aspect\": \"equal\"})\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=modelgrid, ax=ax)\n", "pmv.plot_grid()\n", @@ -1398,7 +1459,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1418,8 +1479,8 @@ ")\n", "\n", "# generate some synthetic pumping data\n", - "x = modelgrid.xoffset + np.random.rand(10)*4000\n", - "y = modelgrid.yoffset + np.random.rand(10)*10000\n", + "x = modelgrid.xoffset + np.random.rand(10) * 4000\n", + "y = modelgrid.yoffset + np.random.rand(10) * 10000\n", "q = np.random.rand(10) * -0.02\n", "\n", "# intersect to get row and column locations and create pumping data\n", @@ -1435,10 +1496,12 @@ "\n", "# create a mf6 WEL package and add it to the existing model\n", "stress_period_data = {0: pdata}\n", - "wel = flopy.mf6.modflow.ModflowGwfwel(ml, stress_period_data=stress_period_data)\n", + "wel = flopy.mf6.modflow.ModflowGwfwel(\n", + " ml, stress_period_data=stress_period_data\n", + ")\n", "\n", "# plot the locations from the new WEL package on the modelgrid\n", - "fig, ax = plt.subplots(figsize=(10, 10), subplot_kw={'aspect': \"equal\"})\n", + "fig, ax = plt.subplots(figsize=(10, 10), subplot_kw={\"aspect\": \"equal\"})\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=modelgrid, ax=ax)\n", "pmv.plot_grid()\n", @@ -1473,8 +1536,9 @@ " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Aug 01 2021 12:51:08 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -1489,35 +1553,23 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:19:03\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:07\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n", - " Solving: Stress period: 1 Time step: 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:19:03\n", - " Elapsed run time: 0.228 Seconds\n", - " \n", "\n", - "ERROR REPORT:\n", + " Solving: Stress period: 1 Time step: 1\n", "\n", - " 1. Simulation convergence failure occurred 1 time(s).\n", - " Premature termination of simulation.\n", - " Premature termination of simulation.\n", - "1\n" + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:07\n", + " Elapsed run time: 0.131 Seconds\n", + "\n", + " Normal termination of simulation.\n" ] }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1547,7 +1599,9 @@ "thk = ml.modelgrid.thick\n", "\n", "# plot thickness and saturated thickness for comparison\n", - "fig, ax = plt.subplots(nrows=1, ncols=2, figsize=(16, 7), subplot_kw={'aspect': \"equal\"})\n", + "fig, ax = plt.subplots(\n", + " nrows=1, ncols=2, figsize=(16, 7), subplot_kw={\"aspect\": \"equal\"}\n", + ")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=ml.modelgrid, ax=ax[0])\n", "pc = pmv.plot_array(thk, vmin=5, vmax=35)\n", @@ -1593,7 +1647,7 @@ ], "source": [ "# write a shapefile\n", - "shp_name = os.path.join('.', 'temp', 'freyberg-6_grid.shp')\n", + "shp_name = os.path.join(\".\", \"temp\", \"freyberg-6_grid.shp\")\n", "epsg = \"32614\"\n", "\n", "ml.modelgrid.write_shapefile(shp_name, epsg)" @@ -1623,7 +1677,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_drain_return.ipynb b/examples/Notebooks/flopy3_drain_return.ipynb index 5e061611d6..6850e62e28 100644 --- a/examples/Notebooks/flopy3_drain_return.ipynb +++ b/examples/Notebooks/flopy3_drain_return.ipynb @@ -9,11 +9,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -28,14 +28,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -45,9 +45,23 @@ "outputs": [], "source": [ "# creat the model package\n", - "m = flopy.modflow.Modflow(\"drt_test\", model_ws=\"temp\", exe_name=\"mfnwt\", version=\"mfnwt\")\n", - "d = flopy.modflow.ModflowDis(m, nlay=1, nrow=10, ncol=10, nper=1, perlen=1, \n", - " top=10, botm=0, steady=True)\n", + "m = flopy.modflow.Modflow(\n", + " \"drt_test\",\n", + " model_ws=\"temp\",\n", + " exe_name=\"mfnwt\",\n", + " version=\"mfnwt\",\n", + ")\n", + "d = flopy.modflow.ModflowDis(\n", + " m,\n", + " nlay=1,\n", + " nrow=10,\n", + " ncol=10,\n", + " nper=1,\n", + " perlen=1,\n", + " top=10,\n", + " botm=0,\n", + " steady=True,\n", + ")\n", "b = flopy.modflow.ModflowBas(m, strt=10, ibound=1)\n", "u = flopy.modflow.ModflowUpw(m, hk=10)\n", "n = flopy.modflow.ModflowNwt(m)\n", @@ -63,8 +77,8 @@ "# create the drt package\n", "spd = []\n", "for i in range(m.nrow):\n", - " spd.append([0, i, m.ncol-1, 5.0, 50.0, 1, 1, 1, 1.0])\n", - "d = flopy.modflow.ModflowDrt(m, stress_period_data={0:spd})" + " spd.append([0, i, m.ncol - 1, 5.0, 50.0, 1, 1, 1, 1.0])\n", + "d = flopy.modflow.ModflowDrt(m, stress_period_data={0: spd})" ] }, { @@ -87,11 +101,11 @@ " SWR1 Version 1.04.0 09/15/2016 \n", "\n", " Using NAME file: drt_test.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:19:08\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:35:59\n", "\n", " Solving: Stress period: 1 Time step: 1 Groundwater-Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:19:08\n", - " Elapsed run time: 0.008 Seconds\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:35:59\n", + " Elapsed run time: 0.019 Seconds\n", "\n", " Normal termination of simulation\n" ] @@ -143,7 +157,7 @@ ], "source": [ "# plot heads for the drt model\n", - "hds = flopy.utils.HeadFile(os.path.join(m.model_ws, m.name+\".hds\"))\n", + "hds = flopy.utils.HeadFile(os.path.join(m.model_ws, m.name + \".hds\"))\n", "hds.plot(colorbar=True)" ] }, @@ -156,9 +170,9 @@ "# remove the drt package and create a standard drain file\n", "spd = []\n", "for i in range(m.nrow):\n", - " spd.append([0, i, m.ncol-1, 5.0, 1.0])\n", + " spd.append([0, i, m.ncol - 1, 5.0, 1.0])\n", "m.remove_package(\"DRT\")\n", - "d = flopy.modflow.ModflowDrn(m, stress_period_data={0:spd})" + "d = flopy.modflow.ModflowDrn(m, stress_period_data={0: spd})" ] }, { @@ -181,10 +195,10 @@ " SWR1 Version 1.04.0 09/15/2016 \n", "\n", " Using NAME file: drt_test.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:19:08\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:35:59\n", "\n", " Solving: Stress period: 1 Time step: 1 Groundwater-Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:19:08\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:35:59\n", " Elapsed run time: 0.005 Seconds\n", "\n", " Normal termination of simulation\n" @@ -237,7 +251,7 @@ ], "source": [ "# plot the heads for the model with the drain\n", - "hds = flopy.utils.HeadFile(os.path.join(m.model_ws, m.name+\".hds\"))\n", + "hds = flopy.utils.HeadFile(os.path.join(m.model_ws, m.name + \".hds\"))\n", "hds.plot(colorbar=True)" ] }, @@ -265,9 +279,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_export.ipynb b/examples/Notebooks/flopy3_export.ipynb index 9b4799812f..166cc51026 100644 --- a/examples/Notebooks/flopy3_export.ipynb +++ b/examples/Notebooks/flopy3_export.ipynb @@ -1,584 +1,614 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# FloPy\n", - "\n", - "### Demo of netCDF and shapefile export capabilities within the flopy export module. " - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "3.7.4 (default, Aug 9 2019, 18:34:13) [MSC v.1915 64 bit (AMD64)]\n", - "flopy version: 3.3.5\n" - ] - } - ], - "source": [ - "import os\n", - "import sys\n", - "import datetime\n", - "\n", - "# run installed version of flopy or add local path\n", - "try:\n", - " import flopy\n", - "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", - " sys.path.append(fpth)\n", - " import flopy\n", - "\n", - "print(sys.version)\n", - "print('flopy version: {}'.format(flopy.__version__))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Load our old friend...the Freyberg model" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "nam_file = \"freyberg.nam\"\n", - "model_ws = os.path.join(\"..\", \"data\", \"freyberg_multilayer_transient\")\n", - "ml = flopy.modflow.Modflow.load(nam_file, model_ws=model_ws, check=False)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We can see the ``Modelgrid`` instance has generic entries, as does ``start_datetime``" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "xll:622241.1904510253; yll:3343617.741737109; rotation:15.0; proj4_str:+proj=utm +zone=14 +ellps=WGS84 +datum=WGS84 +units=m +no_defs; units:meters; lenuni:2" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "ml.modelgrid" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'1/1/2015'" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "ml.modeltime.start_datetime" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Setting the attributes of the ``ml.modelgrid`` is easy:" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "proj4_str = \"+proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\"\n", - "ml.modelgrid.set_coord_info(xoff=123456.7, yoff=765432.1, angrot=15.0, proj4=proj4_str)\n", - "ml.dis.start_datetime = '7/4/1776'" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'7/4/1776'" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "ml.modeltime.start_datetime" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Some netCDF export capabilities:\n", - "\n", - "#### Export the whole model (inputs and outputs)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "# make directory\n", - "pth = os.path.join('data', 'netCDF_export')\n", - "if not os.path.exists(pth):\n", - " os.makedirs(pth)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", - "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", - "initialize_geometry::nc_crs = epsg:4326\n", - "transforming coordinates using = proj=noop ellps=GRS80\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", - "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", - "initialize_geometry::nc_crs = epsg:4326\n", - "transforming coordinates using = proj=noop ellps=GRS80\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "fnc = ml.export(os.path.join(pth, ml.name+'.in.nc'))\n", - "hds = flopy.utils.HeadFile(os.path.join(model_ws,\"freyberg.hds\"))\n", - "flopy.export.utils.output_helper(os.path.join(pth, ml.name+'.out.nc'), ml, {\"hds\":hds})" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### export a single array to netcdf or shapefile" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", - "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", - "initialize_geometry::nc_crs = epsg:4326\n", - "transforming coordinates using = proj=noop ellps=GRS80\n", - "wrote data\\netCDF_export\\top.shp\n" - ] - } - ], - "source": [ - "# export a 2d array\n", - "ml.dis.top.export(os.path.join(pth, 'top.nc'))\n", - "ml.dis.top.export(os.path.join(pth, 'top.shp'))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### sparse export of stress period data for a boundary condition package \n", - "* excludes cells that aren't in the package (aren't in `package.stress_period_data`) \n", - "* by default, stress periods with duplicate parameter values (e.g., stage, conductance, etc.) are omitted\n", - "(`squeeze=True`); only stress periods with different values are exported \n", - "* argue `squeeze=False` to export all stress periods" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "wrote data\\netCDF_export\\drn.shp\n" - ] - } - ], - "source": [ - "ml.drn.stress_period_data.export(os.path.join(pth, 'drn.shp'), sparse=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Export a 3d array" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", - "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", - "initialize_geometry::nc_crs = epsg:4326\n", - "transforming coordinates using = proj=noop ellps=GRS80\n", - "wrote data\\netCDF_export\\hk.shp\n" - ] - } - ], - "source": [ - "#export a 3d array\n", - "ml.upw.hk.export(os.path.join(pth, 'hk.nc'))\n", - "ml.upw.hk.export(os.path.join(pth, 'hk.shp'))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Export a number of things to the same netCDF file" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", - "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", - "initialize_geometry::nc_crs = epsg:4326\n", - "transforming coordinates using = proj=noop ellps=GRS80\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# export lots of things to the same nc file\n", - "fnc = ml.dis.botm.export(os.path.join(pth, 'test.nc'))\n", - "ml.upw.hk.export(fnc)\n", - "ml.dis.top.export(fnc)\n", - "\n", - "# export transient 2d\n", - "ml.rch.rech.export(fnc)\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Export whole packages to a netCDF file" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", - "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", - "initialize_geometry::nc_crs = epsg:4326\n", - "transforming coordinates using = proj=noop ellps=GRS80\n" - ] - }, - { - "data": { - "text/plain": [ - "\n", - "root group (NETCDF4 data model, file format HDF5):\n", - " Conventions: CF-1.6, ACDD-1.3, flopy 3.3.5\n", - " date_created: 2021-08-20T23:54:00Z\n", - " geospatial_vertical_positive: up\n", - " geospatial_vertical_min: -25.0\n", - " geospatial_vertical_max: 4.832500457763672\n", - " geospatial_vertical_resolution: variable\n", - " featureType: Grid\n", - " namefile: freyberg.nam\n", - " model_ws: ..\\data\\freyberg_multilayer_transient\n", - " exe_name: mf2005.exe\n", - " modflow_version: mfnwt\n", - " create_hostname: IGSWCAWWLT6673\n", - " create_platform: Windows\n", - " create_directory: C:\\Users\\jlarsen\\Desktop\\flopy-dev\\examples\\Notebooks\n", - " solver_head_tolerance: -999\n", - " solver_flux_tolerance: -999\n", - " flopy_sr_xll: 123456.7\n", - " flopy_sr_yll: 765432.1\n", - " flopy_sr_rotation: 15.0\n", - " flopy_sr_proj4_str: +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", - " start_datetime: 7/4/1776\n", - " dimensions(sizes): time(1097), layer(3), y(40), x(20)\n", - " variables(dimensions): int32 crs(), float64 time(time), float64 elevation(layer,y,x), float64 longitude(y,x), float64 latitude(y,x), float64 x_proj(y,x), float64 y_proj(y,x), float32 layer(layer), float32 delc(y), float32 delr(x), |S1 VerticalTransform(), float32 wel_flux(time,layer,y,x), float32 hani(layer,y,x), float32 hk(layer,y,x), float32 ss(layer,y,x), float32 sy(layer,y,x), float32 vka(layer,y,x), float32 vkcb(layer,y,x)\n", - " groups: " - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# export mflist\n", - "fnc = ml.wel.export(os.path.join(pth, 'packages.nc'))\n", - "ml.upw.export(fnc)\n", - "fnc.nc" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Export the whole model to a netCDF" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", - "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", - "initialize_geometry::nc_crs = epsg:4326\n", - "transforming coordinates using = proj=noop ellps=GRS80\n" - ] - }, - { - "data": { - "text/plain": [ - "\n", - "root group (NETCDF4 data model, file format HDF5):\n", - " Conventions: CF-1.6, ACDD-1.3, flopy 3.3.5\n", - " date_created: 2021-08-20T23:54:00Z\n", - " geospatial_vertical_positive: up\n", - " geospatial_vertical_min: -25.0\n", - " geospatial_vertical_max: 4.832500457763672\n", - " geospatial_vertical_resolution: variable\n", - " featureType: Grid\n", - " namefile: freyberg.nam\n", - " model_ws: ..\\data\\freyberg_multilayer_transient\n", - " exe_name: mf2005.exe\n", - " modflow_version: mfnwt\n", - " create_hostname: IGSWCAWWLT6673\n", - " create_platform: Windows\n", - " create_directory: C:\\Users\\jlarsen\\Desktop\\flopy-dev\\examples\\Notebooks\n", - " solver_head_tolerance: -999\n", - " solver_flux_tolerance: -999\n", - " flopy_sr_xll: 123456.7\n", - " flopy_sr_yll: 765432.1\n", - " flopy_sr_rotation: 15.0\n", - " flopy_sr_proj4_str: +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", - " start_datetime: 7/4/1776\n", - " dimensions(sizes): time(1097), layer(3), y(40), x(20)\n", - " variables(dimensions): int32 crs(), float64 time(time), float64 elevation(layer,y,x), float64 longitude(y,x), float64 latitude(y,x), float64 x_proj(y,x), float64 y_proj(y,x), float32 layer(layer), float32 delc(y), float32 delr(x), |S1 VerticalTransform(), float32 botm(layer,y,x), float32 model_top(y,x), int32 ibound(layer,y,x), float32 strt(layer,y,x), float32 rech(time,layer,y,x), float32 wel_flux(time,layer,y,x), float32 hani(layer,y,x), float32 hk(layer,y,x), float32 ss(layer,y,x), float32 sy(layer,y,x), float32 vka(layer,y,x), float32 vkcb(layer,y,x), float32 drn_elev(time,layer,y,x), float32 drn_cond(time,layer,y,x)\n", - " groups: " - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "fnc = ml.export(os.path.join(pth, 'model.nc'))\n", - "fnc.nc" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Export output to netcdf\n", - "\n", - "FloPy has utilities to export model outputs to a netcdf file. Valid output types for export are MODFLOW binary head files, formatted head files, cell budget files, seawat concentration files, and zonebudget output.\n", - "\n", - "Let's use output from the Freyberg model as an example of these functions" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", - "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", - "initialize_geometry::nc_crs = epsg:4326\n", - "transforming coordinates using = proj=noop ellps=GRS80\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "error getting data for cell_by_cell_flowstorage at time 1.0:list index out of range\n", - "error getting data for cell_by_cell_flowstorage at time 1097.0:list index out of range\n" - ] - }, - { - "data": { - "text/plain": [ - "\n", - "root group (NETCDF4 data model, file format HDF5):\n", - " Conventions: CF-1.6, ACDD-1.3, flopy 3.3.5\n", - " date_created: 2021-08-20T23:54:00Z\n", - " geospatial_vertical_positive: up\n", - " geospatial_vertical_min: -25.0\n", - " geospatial_vertical_max: 4.832500457763672\n", - " geospatial_vertical_resolution: variable\n", - " featureType: Grid\n", - " namefile: freyberg.nam\n", - " model_ws: ..\\data\\freyberg_multilayer_transient\n", - " exe_name: mf2005.exe\n", - " modflow_version: mfnwt\n", - " create_hostname: IGSWCAWWLT6673\n", - " create_platform: Windows\n", - " create_directory: C:\\Users\\jlarsen\\Desktop\\flopy-dev\\examples\\Notebooks\n", - " solver_head_tolerance: -999\n", - " solver_flux_tolerance: -999\n", - " flopy_sr_xll: 123456.7\n", - " flopy_sr_yll: 765432.1\n", - " flopy_sr_rotation: 15.0\n", - " flopy_sr_proj4_str: +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", - " start_datetime: 7/4/1776\n", - " dimensions(sizes): time(1097), layer(3), y(40), x(20)\n", - " variables(dimensions): int32 crs(), float64 time(time), float64 elevation(layer,y,x), float64 longitude(y,x), float64 latitude(y,x), float64 x_proj(y,x), float64 y_proj(y,x), float32 layer(layer), float32 delc(y), float32 delr(x), |S1 VerticalTransform(), float32 head(time,layer,y,x), float32 constant_head(time,layer,y,x), float32 flow_right_face(time,layer,y,x), float32 flow_front_face(time,layer,y,x), float32 flow_lower_face(time,layer,y,x), float32 storage(time,layer,y,x)\n", - " groups: " - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# load binary head and cell budget files\n", - "fhead = os.path.join(model_ws, 'freyberg.hds')\n", - "fcbc = os.path.join(model_ws, 'freyberg.cbc')\n", - "\n", - "hds = flopy.utils.HeadFile(fhead)\n", - "cbc = flopy.utils.CellBudgetFile(fcbc)\n", - "\n", - "export_dict = {\"hds\": hds,\n", - " \"cbc\": cbc}\n", - "\n", - "# export head and cell budget outputs to netcdf\n", - "fnc = flopy.export.utils.output_helper(os.path.join(pth, \"output.nc\"), ml, export_dict)\n", - "fnc.nc" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "anaconda-cloud": {}, - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# FloPy\n", + "\n", + "### Demo of netCDF and shapefile export capabilities within the flopy export module. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", + "[Clang 10.0.0 ]\n", + "flopy version: 3.3.5\n" + ] + } + ], + "source": [ + "import os\n", + "import sys\n", + "import datetime\n", + "\n", + "# run installed version of flopy or add local path\n", + "try:\n", + " import flopy\n", + "except:\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", + " sys.path.append(fpth)\n", + " import flopy\n", + "\n", + "print(sys.version)\n", + "print(\"flopy version: {}\".format(flopy.__version__))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Load our old friend...the Freyberg model" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "nam_file = \"freyberg.nam\"\n", + "model_ws = os.path.join(\"..\", \"data\", \"freyberg_multilayer_transient\")\n", + "ml = flopy.modflow.Modflow.load(nam_file, model_ws=model_ws, check=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can see the ``Modelgrid`` instance has generic entries, as does ``start_datetime``" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "xll:622241.1904510253; yll:3343617.741737109; rotation:15.0; proj4_str:+proj=utm +zone=14 +ellps=WGS84 +datum=WGS84 +units=m +no_defs; units:meters; lenuni:2" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ml.modelgrid" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'1/1/2015'" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ml.modeltime.start_datetime" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Setting the attributes of the ``ml.modelgrid`` is easy:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "proj4_str = \"+proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\"\n", + "ml.modelgrid.set_coord_info(\n", + " xoff=123456.7, yoff=765432.1, angrot=15.0, proj4=proj4_str\n", + ")\n", + "ml.dis.start_datetime = \"7/4/1776\"" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'7/4/1776'" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ml.modeltime.start_datetime" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Some netCDF export capabilities:\n", + "\n", + "#### Export the whole model (inputs and outputs)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# make directory\n", + "pth = os.path.join(\"data\", \"netCDF_export\")\n", + "if not os.path.exists(pth):\n", + " os.makedirs(pth)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", + "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", + "initialize_geometry::nc_crs = epsg:4326\n", + "transforming coordinates using = proj=noop ellps=GRS80\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", + "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", + "initialize_geometry::nc_crs = epsg:4326\n", + "transforming coordinates using = proj=noop ellps=GRS80\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fnc = ml.export(os.path.join(pth, ml.name + \".in.nc\"))\n", + "hds = flopy.utils.HeadFile(os.path.join(model_ws, \"freyberg.hds\"))\n", + "flopy.export.utils.output_helper(\n", + " os.path.join(pth, ml.name + \".out.nc\"), ml, {\"hds\": hds}\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### export a single array to netcdf or shapefile" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", + "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", + "initialize_geometry::nc_crs = epsg:4326\n", + "transforming coordinates using = proj=noop ellps=GRS80\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "wrote data/netCDF_export/top.shp\n" + ] + } + ], + "source": [ + "# export a 2d array\n", + "ml.dis.top.export(os.path.join(pth, \"top.nc\"))\n", + "ml.dis.top.export(os.path.join(pth, \"top.shp\"))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### sparse export of stress period data for a boundary condition package \n", + "* excludes cells that aren't in the package (aren't in `package.stress_period_data`) \n", + "* by default, stress periods with duplicate parameter values (e.g., stage, conductance, etc.) are omitted\n", + "(`squeeze=True`); only stress periods with different values are exported \n", + "* argue `squeeze=False` to export all stress periods" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "wrote data/netCDF_export/drn.shp\n" + ] + } + ], + "source": [ + "ml.drn.stress_period_data.export(os.path.join(pth, \"drn.shp\"), sparse=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Export a 3d array" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", + "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", + "initialize_geometry::nc_crs = epsg:4326\n", + "transforming coordinates using = proj=noop ellps=GRS80\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "wrote data/netCDF_export/hk.shp\n" + ] + } + ], + "source": [ + "# export a 3d array\n", + "ml.upw.hk.export(os.path.join(pth, \"hk.nc\"))\n", + "ml.upw.hk.export(os.path.join(pth, \"hk.shp\"))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Export a number of things to the same netCDF file" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", + "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", + "initialize_geometry::nc_crs = epsg:4326\n", + "transforming coordinates using = proj=noop ellps=GRS80\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# export lots of things to the same nc file\n", + "fnc = ml.dis.botm.export(os.path.join(pth, \"test.nc\"))\n", + "ml.upw.hk.export(fnc)\n", + "ml.dis.top.export(fnc)\n", + "\n", + "# export transient 2d\n", + "ml.rch.rech.export(fnc)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Export whole packages to a netCDF file" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", + "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "initialize_geometry::nc_crs = epsg:4326\n", + "transforming coordinates using = proj=noop ellps=GRS80\n" + ] + }, + { + "data": { + "text/plain": [ + "\n", + "root group (NETCDF4 data model, file format HDF5):\n", + " Conventions: CF-1.6, ACDD-1.3, flopy 3.3.5\n", + " date_created: 2021-10-25T21:40:08Z\n", + " geospatial_vertical_positive: up\n", + " geospatial_vertical_min: -25.0\n", + " geospatial_vertical_max: 4.832500457763672\n", + " geospatial_vertical_resolution: variable\n", + " featureType: Grid\n", + " namefile: freyberg.nam\n", + " model_ws: ../data/freyberg_multilayer_transient\n", + " exe_name: mf2005.exe\n", + " modflow_version: mfnwt\n", + " create_hostname: IGSAAAHMLT40179\n", + " create_platform: Darwin\n", + " create_directory: /Users/jdhughes/Documents/Development/flopy_git/flopy_fork/examples/Notebooks\n", + " solver_head_tolerance: -999\n", + " solver_flux_tolerance: -999\n", + " flopy_sr_xll: 123456.7\n", + " flopy_sr_yll: 765432.1\n", + " flopy_sr_rotation: 15.0\n", + " flopy_sr_proj4_str: +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", + " start_datetime: 7/4/1776\n", + " dimensions(sizes): time(1097), layer(3), y(40), x(20)\n", + " variables(dimensions): int32 crs(), float64 time(time), float64 elevation(layer, y, x), float64 longitude(y, x), float64 latitude(y, x), float64 x_proj(y, x), float64 y_proj(y, x), float32 layer(layer), float32 delc(y), float32 delr(x), |S1 VerticalTransform(), float32 wel_flux(time, layer, y, x), float32 hani(layer, y, x), float32 hk(layer, y, x), float32 ss(layer, y, x), float32 sy(layer, y, x), float32 vka(layer, y, x), float32 vkcb(layer, y, x)\n", + " groups: " + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# export mflist\n", + "fnc = ml.wel.export(os.path.join(pth, \"packages.nc\"))\n", + "ml.upw.export(fnc)\n", + "fnc.nc" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Export the whole model to a netCDF" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", + "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", + "initialize_geometry::nc_crs = epsg:4326\n", + "transforming coordinates using = proj=noop ellps=GRS80\n" + ] + }, + { + "data": { + "text/plain": [ + "\n", + "root group (NETCDF4 data model, file format HDF5):\n", + " Conventions: CF-1.6, ACDD-1.3, flopy 3.3.5\n", + " date_created: 2021-10-25T21:40:09Z\n", + " geospatial_vertical_positive: up\n", + " geospatial_vertical_min: -25.0\n", + " geospatial_vertical_max: 4.832500457763672\n", + " geospatial_vertical_resolution: variable\n", + " featureType: Grid\n", + " namefile: freyberg.nam\n", + " model_ws: ../data/freyberg_multilayer_transient\n", + " exe_name: mf2005.exe\n", + " modflow_version: mfnwt\n", + " create_hostname: IGSAAAHMLT40179\n", + " create_platform: Darwin\n", + " create_directory: /Users/jdhughes/Documents/Development/flopy_git/flopy_fork/examples/Notebooks\n", + " solver_head_tolerance: -999\n", + " solver_flux_tolerance: -999\n", + " flopy_sr_xll: 123456.7\n", + " flopy_sr_yll: 765432.1\n", + " flopy_sr_rotation: 15.0\n", + " flopy_sr_proj4_str: +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", + " start_datetime: 7/4/1776\n", + " dimensions(sizes): time(1097), layer(3), y(40), x(20)\n", + " variables(dimensions): int32 crs(), float64 time(time), float64 elevation(layer, y, x), float64 longitude(y, x), float64 latitude(y, x), float64 x_proj(y, x), float64 y_proj(y, x), float32 layer(layer), float32 delc(y), float32 delr(x), |S1 VerticalTransform(), float32 botm(layer, y, x), float32 model_top(y, x), int32 ibound(layer, y, x), float32 strt(layer, y, x), float32 rech(time, layer, y, x), float32 wel_flux(time, layer, y, x), float32 hani(layer, y, x), float32 hk(layer, y, x), float32 ss(layer, y, x), float32 sy(layer, y, x), float32 vka(layer, y, x), float32 vkcb(layer, y, x), float32 drn_elev(time, layer, y, x), float32 drn_cond(time, layer, y, x)\n", + " groups: " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fnc = ml.export(os.path.join(pth, \"model.nc\"))\n", + "fnc.nc" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Export output to netcdf\n", + "\n", + "FloPy has utilities to export model outputs to a netcdf file. Valid output types for export are MODFLOW binary head files, formatted head files, cell budget files, seawat concentration files, and zonebudget output.\n", + "\n", + "Let's use output from the Freyberg model as an example of these functions" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "initialize_geometry::proj4_str = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", + "initialize_geometry::self.grid_crs = +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs +type=crs\n", + "initialize_geometry::nc_crs = epsg:4326\n", + "transforming coordinates using = proj=noop ellps=GRS80\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "error getting data for cell_by_cell_flowstorage at time 1.0:list index out of range\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "error getting data for cell_by_cell_flowstorage at time 1097.0:list index out of range\n" + ] + }, + { + "data": { + "text/plain": [ + "\n", + "root group (NETCDF4 data model, file format HDF5):\n", + " Conventions: CF-1.6, ACDD-1.3, flopy 3.3.5\n", + " date_created: 2021-10-25T21:40:17Z\n", + " geospatial_vertical_positive: up\n", + " geospatial_vertical_min: -25.0\n", + " geospatial_vertical_max: 4.832500457763672\n", + " geospatial_vertical_resolution: variable\n", + " featureType: Grid\n", + " namefile: freyberg.nam\n", + " model_ws: ../data/freyberg_multilayer_transient\n", + " exe_name: mf2005.exe\n", + " modflow_version: mfnwt\n", + " create_hostname: IGSAAAHMLT40179\n", + " create_platform: Darwin\n", + " create_directory: /Users/jdhughes/Documents/Development/flopy_git/flopy_fork/examples/Notebooks\n", + " solver_head_tolerance: -999\n", + " solver_flux_tolerance: -999\n", + " flopy_sr_xll: 123456.7\n", + " flopy_sr_yll: 765432.1\n", + " flopy_sr_rotation: 15.0\n", + " flopy_sr_proj4_str: +proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs\n", + " start_datetime: 7/4/1776\n", + " dimensions(sizes): time(1097), layer(3), y(40), x(20)\n", + " variables(dimensions): int32 crs(), float64 time(time), float64 elevation(layer, y, x), float64 longitude(y, x), float64 latitude(y, x), float64 x_proj(y, x), float64 y_proj(y, x), float32 layer(layer), float32 delc(y), float32 delr(x), |S1 VerticalTransform(), float32 head(time, layer, y, x), float32 constant_head(time, layer, y, x), float32 flow_right_face(time, layer, y, x), float32 flow_front_face(time, layer, y, x), float32 flow_lower_face(time, layer, y, x), float32 storage(time, layer, y, x)\n", + " groups: " + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# load binary head and cell budget files\n", + "fhead = os.path.join(model_ws, \"freyberg.hds\")\n", + "fcbc = os.path.join(model_ws, \"freyberg.cbc\")\n", + "\n", + "hds = flopy.utils.HeadFile(fhead)\n", + "cbc = flopy.utils.CellBudgetFile(fcbc)\n", + "\n", + "export_dict = {\"hds\": hds, \"cbc\": cbc}\n", + "\n", + "# export head and cell budget outputs to netcdf\n", + "fnc = flopy.export.utils.output_helper(\n", + " os.path.join(pth, \"output.nc\"), ml, export_dict\n", + ")\n", + "fnc.nc" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "anaconda-cloud": {}, + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.11" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/examples/Notebooks/flopy3_external_file_handling.ipynb b/examples/Notebooks/flopy3_external_file_handling.ipynb index 3d22ffa2e9..f84a67cf80 100644 --- a/examples/Notebooks/flopy3_external_file_handling.ipynb +++ b/examples/Notebooks/flopy3_external_file_handling.ipynb @@ -18,15 +18,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], "source": [ - "import os \n", + "import os\n", "import sys\n", "import shutil\n", "import numpy as np\n", @@ -35,13 +35,13 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -51,20 +51,22 @@ "outputs": [], "source": [ "# make a model\n", - "nlay,nrow,ncol = 10,20,5\n", - "model_ws = os.path.join(\"data\",\"external_demo\")\n", + "nlay, nrow, ncol = 10, 20, 5\n", + "model_ws = os.path.join(\"data\", \"external_demo\")\n", "\n", "if os.path.exists(model_ws):\n", " shutil.rmtree(model_ws)\n", "\n", - "# the place for all of your hand made and costly model inputs \n", - "array_dir = os.path.join(\"data\",\"array_dir\")\n", + "# the place for all of your hand made and costly model inputs\n", + "array_dir = os.path.join(\"data\", \"array_dir\")\n", "if os.path.exists(array_dir):\n", - " shutil.rmtree(array_dir) \n", - "os.mkdir(array_dir) \n", - " \n", + " shutil.rmtree(array_dir)\n", + "os.mkdir(array_dir)\n", + "\n", "ml = flopy.modflow.Modflow(model_ws=model_ws)\n", - "dis = flopy.modflow.ModflowDis(ml,nlay=nlay,nrow=nrow,ncol=ncol,steady=False,nper=2)" + "dis = flopy.modflow.ModflowDis(\n", + " ml, nlay=nlay, nrow=nrow, ncol=ncol, steady=False, nper=2\n", + ")" ] }, { @@ -80,15 +82,15 @@ "metadata": {}, "outputs": [], "source": [ - "hk = np.zeros((nlay,nrow,ncol)) + 5.0\n", + "hk = np.zeros((nlay, nrow, ncol)) + 5.0\n", "vka = np.zeros_like(hk)\n", "fnames = []\n", - "for i,h in enumerate(hk):\n", - " fname = os.path.join(array_dir,\"hk_{0}.ref\".format(i+1))\n", + "for i, h in enumerate(hk):\n", + " fname = os.path.join(array_dir, \"hk_{0}.ref\".format(i + 1))\n", " fnames.append(fname)\n", - " np.savetxt(fname,h)\n", - " vka[i] = i+1\n", - "lpf = flopy.modflow.ModflowLpf(ml,hk=fnames,vka=vka)" + " np.savetxt(fname, h)\n", + " vka[i] = i + 1\n", + "lpf = flopy.modflow.ModflowLpf(ml, hk=fnames, vka=vka)" ] }, { @@ -104,11 +106,11 @@ "metadata": {}, "outputs": [], "source": [ - "warmup_recharge = np.ones((nrow,ncol))\n", - "important_recharge = np.random.random((nrow,ncol))\n", - "fname = os.path.join(array_dir,\"important_recharge.ref\")\n", - "np.savetxt(fname,important_recharge)\n", - "rch = flopy.modflow.ModflowRch(ml,rech={0:warmup_recharge,1:fname})" + "warmup_recharge = np.ones((nrow, ncol))\n", + "important_recharge = np.random.random((nrow, ncol))\n", + "fname = os.path.join(array_dir, \"important_recharge.ref\")\n", + "np.savetxt(fname, important_recharge)\n", + "rch = flopy.modflow.ModflowRch(ml, rech={0: warmup_recharge, 1: fname})" ] }, { @@ -156,8 +158,8 @@ } ], "source": [ - "print(\"model_ws:\",ml.model_ws)\n", - "print('\\n'.join(os.listdir(ml.model_ws)))" + "print(\"model_ws:\", ml.model_ws)\n", + "print(\"\\n\".join(os.listdir(ml.model_ws)))" ] }, { @@ -175,7 +177,7 @@ { "data": { "text/plain": [ - "['# LPF package for MODFLOW-2005, generated by Flopy.\\n',\n", + "['# LPF package for MODFLOW-2005 generated by Flopy 3.3.5\\n',\n", " ' 0 -1E+30 0 \\n',\n", " ' 0 0 0 0 0 0 0 0 0 0\\n',\n", " ' 0 0 0 0 0 0 0 0 0 0\\n',\n", @@ -203,7 +205,7 @@ } ], "source": [ - "open(os.path.join(ml.model_ws,ml.name+\".lpf\"),'r').readlines()[:20]" + "open(os.path.join(ml.model_ws, ml.name + \".lpf\"), \"r\").readlines()[:20]" ] }, { @@ -252,16 +254,13 @@ "data/external_demo\n", "\n", "creating model workspace...\n", - " data/new_external_demo_dir\n", - "\n", - "changing model workspace...\n", " data/new_external_demo_dir\n" ] } ], "source": [ "print(ml.model_ws)\n", - "ml.model_ws = os.path.join(\"data\",\"new_external_demo_dir\")" + "ml.model_ws = os.path.join(\"data\", \"new_external_demo_dir\")" ] }, { @@ -305,7 +304,15 @@ ], "source": [ "# list the files in model_ws that have 'hk' in the name\n", - "print('\\n'.join([name for name in os.listdir(ml.model_ws) if \"hk\" in name or \"impor\" in name]))" + "print(\n", + " \"\\n\".join(\n", + " [\n", + " name\n", + " for name in os.listdir(ml.model_ws)\n", + " if \"hk\" in name or \"impor\" in name\n", + " ]\n", + " )\n", + ")" ] }, { @@ -326,37 +333,39 @@ "outputs": [], "source": [ "# make a model - same code as before except for the model constructor\n", - "nlay,nrow,ncol = 10,20,5\n", - "model_ws = os.path.join(\"data\",\"external_demo\")\n", + "nlay, nrow, ncol = 10, 20, 5\n", + "model_ws = os.path.join(\"data\", \"external_demo\")\n", "\n", "if os.path.exists(model_ws):\n", " shutil.rmtree(model_ws)\n", "\n", - "# the place for all of your hand made and costly model inputs \n", - "array_dir = os.path.join(\"data\",\"array_dir\")\n", + "# the place for all of your hand made and costly model inputs\n", + "array_dir = os.path.join(\"data\", \"array_dir\")\n", "if os.path.exists(array_dir):\n", - " shutil.rmtree(array_dir) \n", - "os.mkdir(array_dir) \n", + " shutil.rmtree(array_dir)\n", + "os.mkdir(array_dir)\n", "\n", "# lets make an external path relative to the model_ws\n", "ml = flopy.modflow.Modflow(model_ws=model_ws, external_path=\"ref\")\n", - "dis = flopy.modflow.ModflowDis(ml,nlay=nlay,nrow=nrow,ncol=ncol,steady=False,nper=2)\n", + "dis = flopy.modflow.ModflowDis(\n", + " ml, nlay=nlay, nrow=nrow, ncol=ncol, steady=False, nper=2\n", + ")\n", "\n", - "hk = np.zeros((nlay,nrow,ncol)) + 5.0\n", + "hk = np.zeros((nlay, nrow, ncol)) + 5.0\n", "vka = np.zeros_like(hk)\n", "fnames = []\n", - "for i,h in enumerate(hk):\n", - " fname = os.path.join(array_dir,\"hk_{0}.ref\".format(i+1))\n", + "for i, h in enumerate(hk):\n", + " fname = os.path.join(array_dir, \"hk_{0}.ref\".format(i + 1))\n", " fnames.append(fname)\n", - " np.savetxt(fname,h)\n", - " vka[i] = i+1\n", - "lpf = flopy.modflow.ModflowLpf(ml,hk=fnames,vka=vka) \n", + " np.savetxt(fname, h)\n", + " vka[i] = i + 1\n", + "lpf = flopy.modflow.ModflowLpf(ml, hk=fnames, vka=vka)\n", "\n", - "warmup_recharge = np.ones((nrow,ncol))\n", - "important_recharge = np.random.random((nrow,ncol))\n", - "fname = os.path.join(array_dir,\"important_recharge.ref\")\n", - "np.savetxt(fname,important_recharge)\n", - "rch = flopy.modflow.ModflowRch(ml,rech={0:warmup_recharge,1:fname})" + "warmup_recharge = np.ones((nrow, ncol))\n", + "important_recharge = np.random.random((nrow, ncol))\n", + "fname = os.path.join(array_dir, \"important_recharge.ref\")\n", + "np.savetxt(fname, important_recharge)\n", + "rch = flopy.modflow.ModflowRch(ml, rech={0: warmup_recharge, 1: fname})" ] }, { @@ -413,13 +422,7 @@ "Util2d:botm layer 6: resetting 'how' to external\n", "Util2d:botm layer 7: resetting 'how' to external\n", "Util2d:botm layer 8: resetting 'how' to external\n", - "Util2d:botm layer 9: resetting 'how' to external\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Util2d:botm layer 9: resetting 'how' to external\n", "Util2d:botm layer 10: resetting 'how' to external\n", "Util2d:ss layer 1: resetting 'how' to external\n", "Util2d:ss layer 2: resetting 'how' to external\n", @@ -436,7 +439,7 @@ { "data": { "text/plain": [ - "['# LPF package for MODFLOW-2005, generated by Flopy.\\n',\n", + "['# LPF package for MODFLOW-2005 generated by Flopy 3.3.5\\n',\n", " ' 0 -1E+30 0 \\n',\n", " ' 0 0 0 0 0 0 0 0 0 0\\n',\n", " ' 0 0 0 0 0 0 0 0 0 0\\n',\n", @@ -465,7 +468,7 @@ ], "source": [ "ml.write_input()\n", - "open(os.path.join(ml.model_ws,ml.name+\".lpf\"),'r').readlines()[:20]" + "open(os.path.join(ml.model_ws, ml.name + \".lpf\"), \"r\").readlines()[:20]" ] }, { @@ -518,7 +521,7 @@ { "data": { "text/plain": [ - "['# LPF package for MODFLOW-2005, generated by Flopy.\\n',\n", + "['# LPF package for MODFLOW-2005 generated by Flopy 3.3.5\\n',\n", " ' 0 -1E+30 0 \\n',\n", " ' 0 0 0 0 0 0 0 0 0 0\\n',\n", " ' 0 0 0 0 0 0 0 0 0 0\\n',\n", @@ -548,7 +551,7 @@ "source": [ "ml.lpf.ss.how = \"internal\"\n", "ml.write_input()\n", - "open(os.path.join(ml.model_ws,ml.name+\".lpf\"),'r').readlines()[:20]" + "open(os.path.join(ml.model_ws, ml.name + \".lpf\"), \"r\").readlines()[:20]" ] }, { @@ -609,7 +612,7 @@ } ], "source": [ - "print('\\n'.join(os.listdir(os.path.join(ml.model_ws,ml.external_path))))" + "print(\"\\n\".join(os.listdir(os.path.join(ml.model_ws, ml.external_path))))" ] }, { @@ -669,17 +672,17 @@ ], "source": [ "# make a model - same code as before except for the model constructor\n", - "nlay,nrow,ncol = 10,20,5\n", - "model_ws = os.path.join(\"data\",\"external_demo\")\n", + "nlay, nrow, ncol = 10, 20, 5\n", + "model_ws = os.path.join(\"data\", \"external_demo\")\n", "\n", "if os.path.exists(model_ws):\n", " shutil.rmtree(model_ws)\n", "\n", - "# the place for all of your hand made and costly model inputs \n", - "array_dir = os.path.join(\"data\",\"array_dir\")\n", + "# the place for all of your hand made and costly model inputs\n", + "array_dir = os.path.join(\"data\", \"array_dir\")\n", "if os.path.exists(array_dir):\n", - " shutil.rmtree(array_dir) \n", - "os.mkdir(array_dir) \n", + " shutil.rmtree(array_dir)\n", + "os.mkdir(array_dir)\n", "\n", "# lets make an external path relative to the model_ws\n", "ml = flopy.modflow.Modflow(model_ws=model_ws, external_path=\"ref\")\n", @@ -687,23 +690,25 @@ "# explicitly reset the free_format flag BEFORE ANY PACKAGES ARE MADE!!!\n", "ml.array_free_format = False\n", "\n", - "dis = flopy.modflow.ModflowDis(ml,nlay=nlay,nrow=nrow,ncol=ncol,steady=False,nper=2)\n", + "dis = flopy.modflow.ModflowDis(\n", + " ml, nlay=nlay, nrow=nrow, ncol=ncol, steady=False, nper=2\n", + ")\n", "\n", - "hk = np.zeros((nlay,nrow,ncol)) + 5.0\n", + "hk = np.zeros((nlay, nrow, ncol)) + 5.0\n", "vka = np.zeros_like(hk)\n", "fnames = []\n", - "for i,h in enumerate(hk):\n", - " fname = os.path.join(array_dir,\"hk_{0}.ref\".format(i+1))\n", + "for i, h in enumerate(hk):\n", + " fname = os.path.join(array_dir, \"hk_{0}.ref\".format(i + 1))\n", " fnames.append(fname)\n", - " np.savetxt(fname,h)\n", - " vka[i] = i+1\n", - "lpf = flopy.modflow.ModflowLpf(ml,hk=fnames,vka=vka)\n", + " np.savetxt(fname, h)\n", + " vka[i] = i + 1\n", + "lpf = flopy.modflow.ModflowLpf(ml, hk=fnames, vka=vka)\n", "ml.lpf.ss.how = \"internal\"\n", - "warmup_recharge = np.ones((nrow,ncol))\n", - "important_recharge = np.random.random((nrow,ncol))\n", - "fname = os.path.join(array_dir,\"important_recharge.ref\")\n", - "np.savetxt(fname,important_recharge)\n", - "rch = flopy.modflow.ModflowRch(ml,rech={0:warmup_recharge,1:fname})\n", + "warmup_recharge = np.ones((nrow, ncol))\n", + "important_recharge = np.random.random((nrow, ncol))\n", + "fname = os.path.join(array_dir, \"important_recharge.ref\")\n", + "np.savetxt(fname, important_recharge)\n", + "rch = flopy.modflow.ModflowRch(ml, rech={0: warmup_recharge, 1: fname})\n", "\n", "ml.write_input()" ] @@ -723,7 +728,7 @@ { "data": { "text/plain": [ - "['# Name file for MODFLOW-2005, generated by Flopy version 3.3.4.\\n',\n", + "['# Name file for MODFLOW-2005, generated by Flopy version 3.3.5.\\n',\n", " '#xll:0.0; yll:0.0; rotation:0.0; units:meters; lenuni:2; start_datetime:1-1-1970\\n',\n", " 'LIST 2 modflowtest.list\\n',\n", " 'DIS 11 modflowtest.dis\\n',\n", @@ -782,7 +787,7 @@ } ], "source": [ - "open(os.path.join(ml.model_ws,ml.name+\".nam\"),'r').readlines()" + "open(os.path.join(ml.model_ws, ml.name + \".nam\"), \"r\").readlines()" ] }, { @@ -803,15 +808,15 @@ "text": [ "Util2d:delr: resetting 'how' to external\n", "Util2d:delc: resetting 'how' to external\n", - "Util2d:model_top: resetting 'how' to external\n" + "Util2d:model_top: resetting 'how' to external\n", + "Util2d:botm layer 1: resetting 'how' to external\n", + "Util2d:botm layer 2: resetting 'how' to external\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Util2d:botm layer 1: resetting 'how' to external\n", - "Util2d:botm layer 2: resetting 'how' to external\n", "Util2d:botm layer 3: resetting 'how' to external\n", "Util2d:botm layer 4: resetting 'how' to external\n", "Util2d:botm layer 5: resetting 'how' to external\n", @@ -846,7 +851,7 @@ { "data": { "text/plain": [ - "['# Name file for MODFLOW-2005, generated by Flopy version 3.3.4.\\n',\n", + "['# Name file for MODFLOW-2005, generated by Flopy version 3.3.5.\\n',\n", " '#xll:0.0; yll:0.0; rotation:0.0; units:meters; lenuni:2; start_datetime:1-1-1970\\n',\n", " 'LIST 2 modflowtest.list\\n',\n", " 'DIS 11 modflowtest.dis\\n',\n", @@ -905,7 +910,7 @@ } ], "source": [ - "open(os.path.join(ml.model_ws,ml.name+\".nam\"),'r').readlines()" + "open(os.path.join(ml.model_ws, ml.name + \".nam\"), \"r\").readlines()" ] }, { @@ -916,7 +921,7 @@ { "data": { "text/plain": [ - "['# DIS package for MODFLOW-2005, generated by Flopy.\\n',\n", + "['# DIS package for MODFLOW-2005 generated by Flopy 3.3.5\\n',\n", " ' 10 20 5 2 4 2\\n',\n", " ' 0 0 0 0 0 0 0 0 0 0\\n',\n", " ' 1046 1 (5E15.6) -1 #delr\\n',\n", @@ -942,7 +947,7 @@ } ], "source": [ - "open(os.path.join(ml.model_ws,ml.name+\".dis\"),'r').readlines()" + "open(os.path.join(ml.model_ws, ml.name + \".dis\"), \"r\").readlines()" ] }, { @@ -1014,7 +1019,7 @@ " ml.lpf.hk[0].how\n", " ml.write_input()\n", "except Exception as e:\n", - " print('\\n', e, '\\n')" + " print(\"\\n\", e, \"\\n\")" ] }, { @@ -1076,20 +1081,20 @@ "Util2d:botm layer 9: resetting 'how' to external\n", "Util2d:botm layer 10: resetting 'how' to external\n", "Util2d:ss layer 1: resetting 'how' to external\n", - "Util2d:ss layer 2: resetting 'how' to external\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "Util2d:ss layer 2: resetting 'how' to external\n", "Util2d:ss layer 3: resetting 'how' to external\n", "Util2d:ss layer 4: resetting 'how' to external\n", "Util2d:ss layer 5: resetting 'how' to external\n", "Util2d:ss layer 6: resetting 'how' to external\n", "Util2d:ss layer 7: resetting 'how' to external\n", "Util2d:ss layer 8: resetting 'how' to external\n", - "Util2d:ss layer 9: resetting 'how' to external\n", + "Util2d:ss layer 9: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:ss layer 10: resetting 'how' to external\n" ] } @@ -1106,7 +1111,7 @@ { "data": { "text/plain": [ - "['# DIS package for MODFLOW-2005, generated by Flopy.\\n',\n", + "['# DIS package for MODFLOW-2005 generated by Flopy 3.3.5\\n',\n", " ' 10 20 5 2 4 2\\n',\n", " ' 0 0 0 0 0 0 0 0 0 0\\n',\n", " ' 1104 1 (5E15.6) -1 #delr\\n',\n", @@ -1132,7 +1137,7 @@ } ], "source": [ - "open(os.path.join(ml.model_ws,ml.name+\".dis\"),'r').readlines()" + "open(os.path.join(ml.model_ws, ml.name + \".dis\"), \"r\").readlines()" ] }, { @@ -1143,7 +1148,7 @@ { "data": { "text/plain": [ - "['# LPF package for MODFLOW-2005, generated by Flopy.\\n',\n", + "['# LPF package for MODFLOW-2005 generated by Flopy 3.3.5\\n',\n", " ' 0 -1E+30 0 \\n',\n", " ' 0 0 0 0 0 0 0 0 0 0\\n',\n", " ' 0 0 0 0 0 0 0 0 0 0\\n',\n", @@ -1188,7 +1193,7 @@ } ], "source": [ - "open(os.path.join(ml.model_ws,ml.name+\".lpf\"),'r').readlines()" + "open(os.path.join(ml.model_ws, ml.name + \".lpf\"), \"r\").readlines()" ] }, { @@ -1199,7 +1204,7 @@ { "data": { "text/plain": [ - "['# Name file for MODFLOW-2005, generated by Flopy version 3.3.4.\\n',\n", + "['# Name file for MODFLOW-2005, generated by Flopy version 3.3.5.\\n',\n", " '#xll:0.0; yll:0.0; rotation:0.0; units:meters; lenuni:2; start_datetime:1-1-1970\\n',\n", " 'LIST 2 modflowtest.list\\n',\n", " 'DIS 11 modflowtest.dis\\n',\n", @@ -1258,7 +1263,7 @@ } ], "source": [ - "open(os.path.join(ml.model_ws,ml.name+\".nam\"),'r').readlines()" + "open(os.path.join(ml.model_ws, ml.name + \".nam\"), \"r\").readlines()" ] }, { @@ -1285,9 +1290,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_get_transmissivities_example.ipynb b/examples/Notebooks/flopy3_get_transmissivities_example.ipynb index aa9f41ab27..f1c512a24a 100644 --- a/examples/Notebooks/flopy3_get_transmissivities_example.ipynb +++ b/examples/Notebooks/flopy3_get_transmissivities_example.ipynb @@ -22,11 +22,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -41,14 +41,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -98,20 +98,23 @@ } ], "source": [ - "sctop = [-.25, .5, 1.7, 1.5, 3., 2.5] # screen tops\n", - "scbot = [-1., -.5, 1.2, 0.5, 1.5, -.2] # screen bottoms\n", + "sctop = [-0.25, 0.5, 1.7, 1.5, 3.0, 2.5] # screen tops\n", + "scbot = [-1.0, -0.5, 1.2, 0.5, 1.5, -0.2] # screen bottoms\n", "# head in each layer, for 6 head target locations\n", - "heads = np.array([[1., 2.0, 2.05, 3., 4., 2.5],\n", - " [1.1, 2.1, 2.2, 2., 3.5, 3.],\n", - " [1.2, 2.3, 2.4, 0.6, 3.4, 3.2]\n", - " ])\n", + "heads = np.array(\n", + " [\n", + " [1.0, 2.0, 2.05, 3.0, 4.0, 2.5],\n", + " [1.1, 2.1, 2.2, 2.0, 3.5, 3.0],\n", + " [1.2, 2.3, 2.4, 0.6, 3.4, 3.2],\n", + " ]\n", + ")\n", "nl, nr = heads.shape\n", "nc = nr\n", "botm = np.ones((nl, nr, nc), dtype=float)\n", "top = np.ones((nr, nc), dtype=float) * 2.1\n", - "hk = np.ones((nl, nr, nc), dtype=float) * 2.\n", + "hk = np.ones((nl, nr, nc), dtype=float) * 2.0\n", "for i in range(nl):\n", - " botm[nl-i-1, :, :] = i\n", + " botm[nl - i - 1, :, :] = i\n", "botm" ] }, @@ -128,8 +131,10 @@ "metadata": {}, "outputs": [], "source": [ - "m = flopy.modflow.Modflow('junk', version='mfnwt', model_ws='data')\n", - "dis = flopy.modflow.ModflowDis(m, nlay=nl, nrow=nr, ncol=nc, botm=botm, top=top)\n", + "m = flopy.modflow.Modflow(\"junk\", version=\"mfnwt\", model_ws=\"data\")\n", + "dis = flopy.modflow.ModflowDis(\n", + " m, nlay=nl, nrow=nr, ncol=nc, botm=botm, top=top\n", + ")\n", "upw = flopy.modflow.ModflowUpw(m, hk=hk)" ] }, @@ -163,7 +168,9 @@ ], "source": [ "r, c = np.arange(nr), np.arange(nc)\n", - "T = flopy.utils.get_transmissivities(heads, m, r=r, c=c, sctop=sctop, scbot=scbot)\n", + "T = flopy.utils.get_transmissivities(\n", + " heads, m, r=r, c=c, sctop=sctop, scbot=scbot\n", + ")\n", "np.round(T, 2)" ] }, @@ -207,7 +214,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 6, @@ -229,16 +236,21 @@ ], "source": [ "fig, ax = plt.subplots()\n", - "plt.plot(m.dis.top.array[r, c], label='model top')\n", + "plt.plot(m.dis.top.array[r, c], label=\"model top\")\n", "for i, l in enumerate(m.dis.botm.array[:, r, c]):\n", - " label = 'layer {} bot'.format(i+1)\n", - " if i == m.nlay -1:\n", - " label = 'model bot'\n", + " label = \"layer {} bot\".format(i + 1)\n", + " if i == m.nlay - 1:\n", + " label = \"model bot\"\n", " plt.plot(l, label=label)\n", - "plt.plot(heads[0], label='piezometric surface', color='b', linestyle=':')\n", + "plt.plot(heads[0], label=\"piezometric surface\", color=\"b\", linestyle=\":\")\n", "for iw in range(len(sctop)):\n", - " ax.fill_between([iw-.25, iw+.25], scbot[iw], sctop[iw], \n", - " facecolor='None', edgecolor='k')\n", + " ax.fill_between(\n", + " [iw - 0.25, iw + 0.25],\n", + " scbot[iw],\n", + " sctop[iw],\n", + " facecolor=\"None\",\n", + " edgecolor=\"k\",\n", + " )\n", "ax.legend(loc=2)" ] }, @@ -298,7 +310,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_grid_intersection_demo.ipynb b/examples/Notebooks/flopy3_grid_intersection_demo.ipynb index 3a988569f4..d4ea434bdb 100644 --- a/examples/Notebooks/flopy3_grid_intersection_demo.ipynb +++ b/examples/Notebooks/flopy3_grid_intersection_demo.ipynb @@ -46,7 +46,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", @@ -71,7 +71,7 @@ " import flopy.plot as fplot\n", " from flopy.utils.gridintersect import GridIntersect\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", " import flopy.discretization as fgrid\n", @@ -79,13 +79,20 @@ " from flopy.utils.gridintersect import GridIntersect\n", "\n", "import shapely\n", - "from shapely.geometry import Polygon, Point, LineString, MultiLineString, MultiPoint, MultiPolygon\n", - "from shapely.strtree import STRtree \n", + "from shapely.geometry import (\n", + " Polygon,\n", + " Point,\n", + " LineString,\n", + " MultiLineString,\n", + " MultiPoint,\n", + " MultiPolygon,\n", + ")\n", + "from shapely.strtree import STRtree\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -124,8 +131,8 @@ "metadata": {}, "outputs": [], "source": [ - "delc = 10*np.ones(10, dtype=float)\n", - "delr = 10*np.ones(10, dtype=float)" + "delc = 10 * np.ones(10, dtype=float)\n", + "delr = 10 * np.ones(10, dtype=float)" ] }, { @@ -134,10 +141,12 @@ "metadata": {}, "outputs": [], "source": [ - "xoff = 0.\n", - "yoff = 0.\n", - "angrot = 0.\n", - "sgr = fgrid.StructuredGrid(delc, delr, top=None, botm=None, xoff=xoff, yoff=yoff, angrot=angrot)" + "xoff = 0.0\n", + "yoff = 0.0\n", + "angrot = 0.0\n", + "sgr = fgrid.StructuredGrid(\n", + " delc, delr, top=None, botm=None, xoff=xoff, yoff=yoff, angrot=angrot\n", + ")" ] }, { @@ -148,7 +157,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 4, @@ -186,9 +195,18 @@ "metadata": {}, "outputs": [], "source": [ - "p = Polygon(shell=[(15, 15), (20, 50), (35, 80.), (80, 50), \n", - " (80, 40), (40, 5), (15, 12)], \n", - " holes=[[(25, 25), (25, 45), (45, 45), (45, 25)]])" + "p = Polygon(\n", + " shell=[\n", + " (15, 15),\n", + " (20, 50),\n", + " (35, 80.0),\n", + " (80, 50),\n", + " (80, 40),\n", + " (40, 5),\n", + " (15, 12),\n", + " ],\n", + " holes=[[(25, 25), (25, 45), (45, 45), (45, 25)]],\n", + ")" ] }, { @@ -223,7 +241,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "8.15 ms ± 532 µs per loop (mean ± std. dev. of 7 runs, 100 loops each)\n" + "10.1 ms ± 1.36 ms per loop (mean ± std. dev. of 7 runs, 100 loops each)\n" ] } ], @@ -262,11 +280,11 @@ { "data": { "text/plain": [ - "rec.array([((2, 3), (((35.0, 80.0), (40.0, 76.66666666666667), (40.0, 70.0), (30.0, 70.0), (35.0, 80.0)),), 66.66666667, ),\n", - " ((2, 4), (((50.0, 70.0), (40.0, 70.0), (40.0, 76.66666666666667), (50.0, 70.0)),), 33.33333333, ),\n", - " ((3, 2), (((30.0, 70.0), (30.0, 60.0), (25.0, 60.0), (30.0, 70.0)),), 25. , ),\n", - " ((3, 3), (((40.0, 70.0), (40.0, 60.0), (30.0, 60.0), (30.0, 70.0), (40.0, 70.0)),), 100. , ),\n", - " ((3, 4), (((50.0, 70.0), (50.0, 60.0), (40.0, 60.0), (40.0, 70.0), (50.0, 70.0)),), 100. , )],\n", + "rec.array([((2, 3), (((35.0, 80.0), (40.0, 76.66666666666667), (40.0, 70.0), (30.0, 70.0), (35.0, 80.0)),), 66.66666667, ),\n", + " ((2, 4), (((50.0, 70.0), (40.0, 70.0), (40.0, 76.66666666666667), (50.0, 70.0)),), 33.33333333, ),\n", + " ((3, 2), (((30.0, 70.0), (30.0, 60.0), (25.0, 60.0), (30.0, 70.0)),), 25. , ),\n", + " ((3, 3), (((40.0, 70.0), (40.0, 60.0), (30.0, 60.0), (30.0, 70.0), (40.0, 70.0)),), 100. , ),\n", + " ((3, 4), (((50.0, 70.0), (50.0, 60.0), (40.0, 60.0), (40.0, 70.0), (50.0, 70.0)),), 100. , )],\n", " dtype=[('cellids', 'O'), ('vertices', 'O'), ('areas', '),\n", - " ((2, 4), (((50.0, 70.0), (40.0, 70.0), (40.0, 76.66666666666667), (50.0, 70.0)),), 33.33333333, ),\n", - " ((3, 2), (((30.0, 70.0), (30.0, 60.0), (25.0, 60.0), (30.0, 70.0)),), 25. , ),\n", - " ((3, 3), (((40.0, 70.0), (40.0, 60.0), (30.0, 60.0), (30.0, 70.0), (40.0, 70.0)),), 100. , ),\n", - " ((3, 4), (((50.0, 70.0), (50.0, 60.0), (40.0, 60.0), (40.0, 70.0), (50.0, 70.0)),), 100. , )],\n", + "rec.array([((2, 3), (((35.0, 80.0), (40.0, 76.66666666666667), (40.0, 70.0), (30.0, 70.0), (35.0, 80.0)),), 66.66666667, ),\n", + " ((2, 4), (((50.0, 70.0), (40.0, 70.0), (40.0, 76.66666666666667), (50.0, 70.0)),), 33.33333333, ),\n", + " ((3, 2), (((30.0, 70.0), (30.0, 60.0), (25.0, 60.0), (30.0, 70.0)),), 25. , ),\n", + " ((3, 3), (((40.0, 70.0), (40.0, 60.0), (30.0, 60.0), (30.0, 70.0), (40.0, 70.0)),), 100. , ),\n", + " ((3, 4), (((50.0, 70.0), (50.0, 60.0), (40.0, 60.0), (40.0, 70.0), (50.0, 70.0)),), 100. , )],\n", " dtype=[('cellids', 'O'), ('vertices', 'O'), ('areas', '),\n", - " ((8, 0), ((10.0, 10.0),), ),\n", - " ((9, 4), ((50.0, 0.0),), )],\n", + "rec.array([((5, 4), ((45.0, 45.0),), ),\n", + " ((8, 0), ((10.0, 10.0),), ),\n", + " ((9, 4), ((50.0, 0.0),), )],\n", " dtype=[('cellids', 'O'), ('vertices', 'O'), ('ixshapes', 'O')])" ] }, @@ -700,10 +733,15 @@ "fig, ax = plt.subplots(1, 1, figsize=(8, 8))\n", "sgr.plot(ax=ax)\n", "ix.plot_point(result, ax=ax, s=50)\n", - " \n", + "\n", "for irow, icol in result.cellids:\n", - " h2, = ax.plot(sgr.xcellcenters[0, icol], sgr.ycellcenters[irow, 0], \"kx\", label=\"centroids of intersected cells\")\n", - " \n", + " (h2,) = ax.plot(\n", + " sgr.xcellcenters[0, icol],\n", + " sgr.ycellcenters[irow, 0],\n", + " \"kx\",\n", + " label=\"centroids of intersected cells\",\n", + " )\n", + "\n", "ax.legend([h2], [i.get_label() for i in [h2]], loc=\"best\");" ] }, @@ -732,7 +770,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "319 µs ± 11.8 µs per loop (mean ± std. dev. of 7 runs, 1000 loops each)\n" + "1.14 ms ± 309 µs per loop (mean ± std. dev. of 7 runs, 1000 loops each)\n" ] } ], @@ -748,9 +786,9 @@ { "data": { "text/plain": [ - "rec.array([((9, 4), ),\n", - " ((5, 4), ),\n", - " ((8, 0), )],\n", + "rec.array([((9, 4), ),\n", + " ((5, 4), ),\n", + " ((8, 0), )],\n", " dtype=[('cellids', 'O'), ('ixshapes', 'O')])" ] }, @@ -776,23 +814,27 @@ "metadata": {}, "outputs": [], "source": [ - "cell2d = [[0, 83.33333333333333, 66.66666666666667, 3, 4, 2, 7],\n", - " [1, 16.666666666666668, 33.333333333333336, 3, 4, 0, 5],\n", - " [2, 33.333333333333336, 83.33333333333333, 3, 1, 8, 4],\n", - " [3, 16.666666666666668, 66.66666666666667, 3, 5, 1, 4],\n", - " [4, 33.333333333333336, 16.666666666666668, 3, 6, 0, 4],\n", - " [5, 66.66666666666667, 16.666666666666668, 3, 4, 3, 6],\n", - " [6, 83.33333333333333, 33.333333333333336, 3, 7, 3, 4],\n", - " [7, 66.66666666666667, 83.33333333333333, 3, 8, 2, 4]]\n", - "vertices = [[0, 0.0, 0.0],\n", - " [1, 0.0, 100.0],\n", - " [2, 100.0, 100.0],\n", - " [3, 100.0, 0.0],\n", - " [4, 50.0, 50.0],\n", - " [5, 0.0, 50.0],\n", - " [6, 50.0, 0.0],\n", - " [7, 100.0, 50.0],\n", - " [8, 50.0, 100.0]]\n", + "cell2d = [\n", + " [0, 83.33333333333333, 66.66666666666667, 3, 4, 2, 7],\n", + " [1, 16.666666666666668, 33.333333333333336, 3, 4, 0, 5],\n", + " [2, 33.333333333333336, 83.33333333333333, 3, 1, 8, 4],\n", + " [3, 16.666666666666668, 66.66666666666667, 3, 5, 1, 4],\n", + " [4, 33.333333333333336, 16.666666666666668, 3, 6, 0, 4],\n", + " [5, 66.66666666666667, 16.666666666666668, 3, 4, 3, 6],\n", + " [6, 83.33333333333333, 33.333333333333336, 3, 7, 3, 4],\n", + " [7, 66.66666666666667, 83.33333333333333, 3, 8, 2, 4],\n", + "]\n", + "vertices = [\n", + " [0, 0.0, 0.0],\n", + " [1, 0.0, 100.0],\n", + " [2, 100.0, 100.0],\n", + " [3, 100.0, 0.0],\n", + " [4, 50.0, 50.0],\n", + " [5, 0.0, 50.0],\n", + " [6, 50.0, 0.0],\n", + " [7, 100.0, 50.0],\n", + " [8, 50.0, 100.0],\n", + "]\n", "tgr = fgrid.VertexGrid(vertices, cell2d)" ] }, @@ -804,7 +846,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 31, @@ -881,8 +923,13 @@ "\n", "# only cells that intersect with shape\n", "for cellid in result.cellids:\n", - " h2, = ax.plot(tgr.xcellcenters[cellid], tgr.ycellcenters[cellid], \"kx\", label=\"centroids of intersected gridcells\")\n", - " \n", + " (h2,) = ax.plot(\n", + " tgr.xcellcenters[cellid],\n", + " tgr.ycellcenters[cellid],\n", + " \"kx\",\n", + " label=\"centroids of intersected gridcells\",\n", + " )\n", + "\n", "ax.legend([h2], [i.get_label() for i in [h2]], loc=\"best\");" ] }, @@ -927,8 +974,13 @@ "ix2.plot_linestring(result, ax=ax, lw=3)\n", "\n", "for cellid in result.cellids:\n", - " h2, = ax.plot(tgr.xcellcenters[cellid], tgr.ycellcenters[cellid], \"kx\", label=\"centroids of intersected gridcells\")\n", - " \n", + " (h2,) = ax.plot(\n", + " tgr.xcellcenters[cellid],\n", + " tgr.ycellcenters[cellid],\n", + " \"kx\",\n", + " label=\"centroids of intersected gridcells\",\n", + " )\n", + "\n", "ax.legend([h2], [i.get_label() for i in [h2]], loc=\"best\");" ] }, @@ -956,8 +1008,8 @@ { "data": { "text/plain": [ - "rec.array([(1, ((10.0, 10.0), (45.0, 45.0)), ),\n", - " (4, ((50.0, 0.0),), )],\n", + "rec.array([(1, ((10.0, 10.0), (45.0, 45.0)), ),\n", + " (4, ((50.0, 0.0),), )],\n", " dtype=[('cellids', 'O'), ('vertices', 'O'), ('ixshapes', 'O')])" ] }, @@ -993,11 +1045,15 @@ "pmv = fplot.PlotMapView(ax=ax, modelgrid=tgr)\n", "pmv.plot_grid()\n", "ix2.plot_point(result, ax=ax)\n", - " \n", + "\n", "for cellid in result.cellids:\n", - " h2, = ax.plot(tgr.xcellcenters[cellid], tgr.ycellcenters[cellid], \n", - " \"kx\", label=\"centroids of intersected cells\")\n", - " \n", + " (h2,) = ax.plot(\n", + " tgr.xcellcenters[cellid],\n", + " tgr.ycellcenters[cellid],\n", + " \"kx\",\n", + " label=\"centroids of intersected cells\",\n", + " )\n", + "\n", "ax.legend([h2], [i.get_label() for i in [h2]], loc=\"best\");" ] } @@ -1018,7 +1074,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_gridgen.ipynb b/examples/Notebooks/flopy3_gridgen.ipynb index ad93cd82fe..6a2160155f 100644 --- a/examples/Notebooks/flopy3_gridgen.ipynb +++ b/examples/Notebooks/flopy3_gridgen.ipynb @@ -20,9 +20,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.9.6 (tags/v3.9.6:db3ff76, Jun 28 2021, 15:26:21) [MSC v.1929 64 bit (AMD64)]\n", - "numpy version: 1.21.2\n", - "matplotlib version: 3.4.3\n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", + "[Clang 10.0.0 ]\n", + "numpy version: 1.19.2\n", + "matplotlib version: 3.4.2\n", "flopy version: 3.3.5\n" ] } @@ -40,16 +41,16 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", - "from flopy.utils.gridgen import Gridgen \n", + "from flopy.utils.gridgen import Gridgen\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -68,31 +69,25 @@ "name": "stdout", "output_type": "stream", "text": [ - "gridgen executable was found at: D:\\Software\\GRIDGEN\\gridgen.1.0.02\\bin\\gridgen.EXE\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" + "gridgen executable was found at: /Users/jdhughes/.local/bin/gridgen\n" ] } ], "source": [ - "gridgen_exe = 'gridgen'\n", + "gridgen_exe = \"gridgen\"\n", "if platform.system() in \"Windows\":\n", - " gridgen_exe += '.exe'\n", + " gridgen_exe += \".exe\"\n", "\n", - "gridgen_exe = flopy.which('gridgen')\n", + "gridgen_exe = flopy.which(\"gridgen\")\n", "if gridgen_exe is None:\n", - " msg = ('Warning, gridgen is not in your path. '\n", - " 'When you create the griden object you will need to '\n", - " 'provide a full path to the gridgen binary executable.')\n", + " msg = (\n", + " \"Warning, gridgen is not in your path. \"\n", + " \"When you create the griden object you will need to \"\n", + " \"provide a full path to the gridgen binary executable.\"\n", + " )\n", " print(msg)\n", "else:\n", - " print('gridgen executable was found at: {}'.format(gridgen_exe))" + " print(\"gridgen executable was found at: {}\".format(gridgen_exe))" ] }, { @@ -104,29 +99,21 @@ "name": "stdout", "output_type": "stream", "text": [ - "Model workspace is : .\\data\n", - "Gridgen workspace is : .\\data\\gridgen\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" + "Model workspace is : ./data\n", + "Gridgen workspace is : ./data/gridgen\n" ] } ], "source": [ "# Check and make sure the data folder exists.\n", - "model_ws = os.path.join('.', 'data')\n", - "if not os.path.exists(model_ws):\n", - " os.makedirs(model_ws)\n", - "gridgen_ws = os.path.join(model_ws, 'gridgen')\n", + "model_ws = os.path.join(\".\", \"data\")\n", + "if not os.path.isdir(model_ws):\n", + " os.makedirs(model_ws, exist_ok=True)\n", + "gridgen_ws = os.path.join(model_ws, \"gridgen\")\n", "if not os.path.exists(gridgen_ws):\n", - " os.makedirs(gridgen_ws)\n", - "print('Model workspace is : {}'.format(model_ws))\n", - "print('Gridgen workspace is : {}'.format(gridgen_ws))" + " os.makedirs(gridgen_ws, exist_ok=True)\n", + "print(\"Model workspace is : {}\".format(model_ws))\n", + "print(\"Gridgen workspace is : {}\".format(gridgen_ws))" ] }, { @@ -149,19 +136,10 @@ "cell_type": "code", "execution_count": 4, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "Lx = 100.\n", - "Ly = 100.\n", + "Lx = 100.0\n", + "Ly = 100.0\n", "nlay = 2\n", "nrow = 51\n", "ncol = 51\n", @@ -171,27 +149,26 @@ "h1 = 5\n", "top = h0\n", "botm = np.zeros((nlay, nrow, ncol), dtype=np.float32)\n", - "botm[1, :, :] = -10." + "botm[1, :, :] = -10.0" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "ms = flopy.modflow.Modflow(rotation=-20.)\n", - "dis = flopy.modflow.ModflowDis(ms, nlay=nlay, nrow=nrow, ncol=ncol, delr=delr,\n", - " delc=delc, top=top, botm=botm)" + "ms = flopy.modflow.Modflow(rotation=-20.0)\n", + "dis = flopy.modflow.ModflowDis(\n", + " ms,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=top,\n", + " botm=botm,\n", + ")" ] }, { @@ -205,16 +182,7 @@ "cell_type": "code", "execution_count": 6, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ "g = Gridgen(dis, model_ws=gridgen_ws)" ] @@ -231,19 +199,10 @@ "cell_type": "code", "execution_count": 7, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ "# setup the active domain\n", - "adshp = os.path.join(gridgen_ws, 'ad0')\n", + "adshp = os.path.join(gridgen_ws, \"ad0\")\n", "adpoly = [[[(0, 0), (0, 60), (40, 80), (60, 0), (0, 0)]]]\n", "# g.add_active_domain(adpoly, range(nlay))" ] @@ -259,61 +218,34 @@ "cell_type": "code", "execution_count": 8, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ "x = Lx * np.random.random(10)\n", "y = Ly * np.random.random(10)\n", "wells = list(zip(x, y))\n", - "g.add_refinement_features(wells, 'point', 3, range(nlay))\n", - "rf0shp = os.path.join(gridgen_ws, 'rf0')" + "g.add_refinement_features(wells, \"point\", 3, range(nlay))\n", + "rf0shp = os.path.join(gridgen_ws, \"rf0\")" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ "river = [[[(-20, 10), (60, 60)]]]\n", - "g.add_refinement_features(river, 'line', 3, range(nlay))\n", - "rf1shp = os.path.join(gridgen_ws, 'rf1')" + "g.add_refinement_features(river, \"line\", 3, range(nlay))\n", + "rf1shp = os.path.join(gridgen_ws, \"rf1\")" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "g.add_refinement_features(adpoly, 'polygon', 1, range(nlay))\n", - "rf2shp = os.path.join(gridgen_ws, 'rf2')" + "g.add_refinement_features(adpoly, \"polygon\", 1, range(nlay))\n", + "rf2shp = os.path.join(gridgen_ws, \"rf2\")" ] }, { @@ -328,18 +260,10 @@ "execution_count": 11, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 11, @@ -348,7 +272,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -361,12 +285,12 @@ ], "source": [ "fig = plt.figure(figsize=(15, 15))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mm = flopy.plot.PlotMapView(model=ms)\n", "mm.plot_grid()\n", - "flopy.plot.plot_shapefile(rf2shp, ax=ax, facecolor='yellow', edgecolor='none')\n", + "flopy.plot.plot_shapefile(rf2shp, ax=ax, facecolor=\"yellow\", edgecolor=\"none\")\n", "flopy.plot.plot_shapefile(rf1shp, ax=ax, linewidth=10)\n", - "flopy.plot.plot_shapefile(rf0shp, ax=ax, facecolor='red', radius=1)" + "flopy.plot.plot_shapefile(rf0shp, ax=ax, facecolor=\"red\", radius=1)" ] }, { @@ -380,16 +304,7 @@ "cell_type": "code", "execution_count": 12, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ "g.build(verbose=False)" ] @@ -406,18 +321,10 @@ "execution_count": 13, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 13, @@ -426,7 +333,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -439,11 +346,13 @@ ], "source": [ "fig = plt.figure(figsize=(15, 15))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "g.plot(ax, linewidth=0.5)\n", - "flopy.plot.plot_shapefile(rf2shp, ax=ax, facecolor='yellow', edgecolor='none', alpha=0.2)\n", + "flopy.plot.plot_shapefile(\n", + " rf2shp, ax=ax, facecolor=\"yellow\", edgecolor=\"none\", alpha=0.2\n", + ")\n", "flopy.plot.plot_shapefile(rf1shp, ax=ax, linewidth=10, alpha=0.2)\n", - "flopy.plot.plot_shapefile(rf0shp, ax=ax, facecolor='red', radius=1, alpha=0.2)" + "flopy.plot.plot_shapefile(rf0shp, ax=ax, facecolor=\"red\", radius=1, alpha=0.2)" ] }, { @@ -457,18 +366,9 @@ "cell_type": "code", "execution_count": 14, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "mu = flopy.mfusg.MfUsg(model_ws=gridgen_ws, modelname='mfusg')\n", + "mu = flopy.mfusg.MfUsg(model_ws=gridgen_ws, modelname=\"mfusg\")\n", "disu = g.get_disu(mu)\n", "disu.write_file()\n", "# print(disu)" @@ -491,23 +391,15 @@ "output_type": "stream", "text": [ "('nodenumber', 'polyid', 'totalarea', 'SHAPEID')\n", - "[(1439, 0, 0.961169 , 0) (1434, 0, 0.961169 , 0) ( 346, 0, 0.961169 , 0)\n", - " ... (5906, 0, 0.609567 , 0) (5964, 0, 0.436414 , 0)\n", - " (5910, 0, 0.0102806, 0)]\n", - "[1439 1434 346 ... 5906 5964 5910]\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" + "[( 373, 0, 0.961169 , 0) ( 433, 0, 0.961169 , 0) ( 376, 0, 0.961169 , 0)\n", + " ... (6018, 0, 0.0977309, 0) (6020, 0, 0.348072 , 0)\n", + " (6021, 0, 0.0428516, 0)]\n", + "[ 373 433 376 ... 6018 6020 6021]\n" ] } ], "source": [ - "adpoly_intersect = g.intersect(adpoly, 'polygon', 0)\n", + "adpoly_intersect = g.intersect(adpoly, \"polygon\", 0)\n", "print(adpoly_intersect.dtype.names)\n", "print(adpoly_intersect)\n", "print(adpoly_intersect.nodenumber)" @@ -523,22 +415,14 @@ "output_type": "stream", "text": [ "('nodenumber', 'pointid', 'SHAPEID')\n", - "[(2873, 1, 1) (1092, 3, 3) (1202, 4, 4) ( 673, 5, 5) ( 74, 7, 7)\n", - " (4333, 9, 9)]\n", - "[2873 1092 1202 673 74 4333]\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" + "[(4023, 0, 0) (4902, 1, 1) ( 606, 2, 2) ( 680, 4, 4) (5281, 5, 5)\n", + " ( 161, 6, 6) ( 139, 7, 7) (5610, 8, 8) (4720, 9, 9)]\n", + "[4023 4902 606 680 5281 161 139 5610 4720]\n" ] } ], "source": [ - "well_intersect = g.intersect(wells, 'point', 0)\n", + "well_intersect = g.intersect(wells, \"point\", 0)\n", "print(well_intersect.dtype.names)\n", "print(well_intersect)\n", "print(well_intersect.nodenumber)" @@ -555,18 +439,10 @@ "text": [ "('nodenumber', 'arcid', 'length', 'starting_distance', 'ending_distance', 'SHAPEID')\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ - "river_intersect = g.intersect(river, 'line', 0)\n", + "river_intersect = g.intersect(river, \"line\", 0)\n", "print(river_intersect.dtype.names)\n", "# print(river_intersect)\n", "# print(river_intersect.nodenumber)" @@ -584,18 +460,10 @@ "execution_count": 18, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 18, @@ -604,7 +472,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -621,9 +489,9 @@ "a[well_intersect.nodenumber] = 2\n", "a[river_intersect.nodenumber] = 3\n", "fig = plt.figure(figsize=(15, 15))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", - "g.plot(ax, a=a, masked_values=[0], edgecolor='none', cmap='jet')\n", - "flopy.plot.plot_shapefile(rf2shp, ax=ax, facecolor='yellow', alpha=0.25)" + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", + "g.plot(ax, a=a, masked_values=[0], edgecolor=\"none\", cmap=\"jet\")\n", + "flopy.plot.plot_shapefile(rf2shp, ax=ax, facecolor=\"yellow\", alpha=0.25)" ] }, { @@ -641,40 +509,39 @@ "cell_type": "code", "execution_count": 19, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ "from shapely.geometry import Polygon\n", - "name = 'dummy'\n", + "\n", + "name = \"dummy\"\n", "nlay = 3\n", "nrow = 10\n", "ncol = 10\n", - "delr = delc = 1.\n", + "delr = delc = 1.0\n", "top = 1\n", "bot = 0\n", "dz = (top - bot) / nlay\n", "botm = [top - k * dz for k in range(1, nlay + 1)]\n", "\n", "# Create a dummy model and regular grid to use as the base grid for gridgen\n", - "sim = flopy.mf6.MFSimulation(sim_name=name, sim_ws=gridgen_ws, exe_name='mf6')\n", + "sim = flopy.mf6.MFSimulation(sim_name=name, sim_ws=gridgen_ws, exe_name=\"mf6\")\n", "gwf = flopy.mf6.ModflowGwf(sim, modelname=name)\n", "\n", - "dis = flopy.mf6.ModflowGwfdis(gwf, nlay=nlay, nrow=nrow, ncol=ncol, \n", - " delr=delr, delc=delc,\n", - " top=top, botm=botm)\n", + "dis = flopy.mf6.ModflowGwfdis(\n", + " gwf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=top,\n", + " botm=botm,\n", + ")\n", "\n", "# Create and build the gridgen model with a refined area in the middle\n", "g = Gridgen(dis, model_ws=gridgen_ws)\n", "polys = [Polygon([(4, 4), (6, 4), (6, 6), (4, 6)])]\n", - "g.add_refinement_features(polys, 'polygon', 3, range(nlay))\n", + "g.add_refinement_features(polys, \"polygon\", 3, range(nlay))\n", "g.build()" ] }, @@ -683,18 +550,10 @@ "execution_count": 20, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 20, @@ -703,7 +562,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -729,14 +588,6 @@ "execution_count": 21, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ @@ -760,14 +611,6 @@ "execution_count": 22, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ @@ -783,9 +626,9 @@ "# find the cell numbers for constant heads\n", "chdspd = []\n", "ilay = 0\n", - "for x, y, head in [(0, 10, 1.), (10, 0, 0.)]:\n", - " ra = g.intersect([(x, y)], 'point', ilay)\n", - " ic = ra['nodenumber'][0]\n", + "for x, y, head in [(0, 10, 1.0), (10, 0, 0.0)]:\n", + " ra = g.intersect([(x, y)], \"point\", ilay)\n", + " ic = ra[\"nodenumber\"][0]\n", " chdspd.append([(ilay, ic), head])\n", "chdspd" ] @@ -795,18 +638,10 @@ "execution_count": 23, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 23, @@ -815,7 +650,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -828,35 +663,39 @@ ], "source": [ "# build run and post-process the MODFLOW 6 model\n", - "ws = os.path.join(model_ws, 'gridgen_disv')\n", - "name = 'mymodel'\n", - "sim = flopy.mf6.MFSimulation(sim_name=name, sim_ws=ws, exe_name='mf6', \n", - " verbosity_level=0)\n", + "ws = os.path.join(model_ws, \"gridgen_disv\")\n", + "name = \"mymodel\"\n", + "sim = flopy.mf6.MFSimulation(\n", + " sim_name=name, sim_ws=ws, exe_name=\"mf6\", verbosity_level=0\n", + ")\n", "tdis = flopy.mf6.ModflowTdis(sim)\n", - "ims = flopy.mf6.ModflowIms(sim, linear_acceleration='bicgstab')\n", + "ims = flopy.mf6.ModflowIms(sim, linear_acceleration=\"bicgstab\")\n", "gwf = flopy.mf6.ModflowGwf(sim, modelname=name, save_flows=True)\n", "disv = flopy.mf6.ModflowGwfdisv(gwf, **disv_gridprops)\n", "ic = flopy.mf6.ModflowGwfic(gwf)\n", - "npf = flopy.mf6.ModflowGwfnpf(gwf, xt3doptions=True,\n", - " save_specific_discharge=True)\n", + "npf = flopy.mf6.ModflowGwfnpf(\n", + " gwf, xt3doptions=True, save_specific_discharge=True\n", + ")\n", "chd = flopy.mf6.ModflowGwfchd(gwf, stress_period_data=chdspd)\n", - "budget_file = name + '.bud'\n", - "head_file = name + '.hds'\n", - "oc = flopy.mf6.ModflowGwfoc(gwf,\n", - " budget_filerecord=budget_file,\n", - " head_filerecord=head_file,\n", - " saverecord=[('HEAD', 'ALL'), ('BUDGET', 'ALL')])\n", + "budget_file = name + \".bud\"\n", + "head_file = name + \".hds\"\n", + "oc = flopy.mf6.ModflowGwfoc(\n", + " gwf,\n", + " budget_filerecord=budget_file,\n", + " head_filerecord=head_file,\n", + " saverecord=[(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")],\n", + ")\n", "sim.write_simulation()\n", "sim.run_simulation(silent=True)\n", "head = gwf.output.head().get_data()\n", "bud = gwf.output.budget()\n", - "spdis = bud.get_data(text='DATA-SPDIS')[0]\n", + "spdis = bud.get_data(text=\"DATA-SPDIS\")[0]\n", "\n", "pmv = flopy.plot.PlotMapView(gwf)\n", "pmv.plot_array(head)\n", - "pmv.plot_grid(colors='white')\n", - "pmv.contour_array(head, levels=[.2, .4, .6, .8], linewidths=3.)\n", - "pmv.plot_vector(spdis[\"qx\"], spdis[\"qy\"], color='white')" + "pmv.plot_grid(colors=\"white\")\n", + "pmv.contour_array(head, levels=[0.2, 0.4, 0.6, 0.8], linewidths=3.0)\n", + "pmv.plot_vector(spdis[\"qx\"], spdis[\"qy\"], color=\"white\")" ] }, { @@ -874,40 +713,39 @@ "cell_type": "code", "execution_count": 24, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ "from shapely.geometry import Polygon\n", - "name = 'dummy'\n", + "\n", + "name = \"dummy\"\n", "nlay = 3\n", "nrow = 10\n", "ncol = 10\n", - "delr = delc = 1.\n", + "delr = delc = 1.0\n", "top = 1\n", "bot = 0\n", "dz = (top - bot) / nlay\n", "botm = [top - k * dz for k in range(1, nlay + 1)]\n", "\n", "# Create a dummy model and regular grid to use as the base grid for gridgen\n", - "sim = flopy.mf6.MFSimulation(sim_name=name, sim_ws=gridgen_ws, exe_name='mf6')\n", + "sim = flopy.mf6.MFSimulation(sim_name=name, sim_ws=gridgen_ws, exe_name=\"mf6\")\n", "gwf = flopy.mf6.ModflowGwf(sim, modelname=name)\n", "\n", - "dis = flopy.mf6.ModflowGwfdis(gwf, nlay=nlay, nrow=nrow, ncol=ncol, \n", - " delr=delr, delc=delc,\n", - " top=top, botm=botm)\n", + "dis = flopy.mf6.ModflowGwfdis(\n", + " gwf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=top,\n", + " botm=botm,\n", + ")\n", "\n", "# Create and build the gridgen model with a refined area in the middle\n", "g = Gridgen(dis, model_ws=gridgen_ws)\n", "polys = [Polygon([(4, 4), (6, 4), (6, 6), (4, 6)])]\n", - "g.add_refinement_features(polys, 'polygon', 3, layers=[0])\n", + "g.add_refinement_features(polys, \"polygon\", 3, layers=[0])\n", "g.build()" ] }, @@ -916,14 +754,6 @@ "execution_count": 25, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ @@ -947,17 +777,9 @@ "execution_count": 26, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -984,14 +806,6 @@ "execution_count": 27, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ @@ -1006,9 +820,9 @@ "source": [ "# find the cell numbers for constant heads\n", "chdspd = []\n", - "for x, y, head in [(0, 10, 1.), (10, 0, 0.)]:\n", - " ra = g.intersect([(x, y)], 'point', 0)\n", - " ic = ra['nodenumber'][0]\n", + "for x, y, head in [(0, 10, 1.0), (10, 0, 0.0)]:\n", + " ra = g.intersect([(x, y)], \"point\", 0)\n", + " ic = ra[\"nodenumber\"][0]\n", " chdspd.append([(ic,), head])\n", "chdspd" ] @@ -1019,25 +833,29 @@ "metadata": {}, "outputs": [ { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" + "WARNING: Unable to resolve dimension of ('gwf6', 'disu', 'cell2d', 'cell2d', 'icvert') based on shape \"ncvert\".\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "WARNING: Unable to resolve dimension of ('gwf6', 'disu', 'cell2d', 'cell2d', 'icvert') based on shape \"ncvert\".\n", "writing simulation...\n", " writing simulation name file...\n", " writing simulation tdis package...\n", " writing ims package ims_-1...\n", " writing model mymodel...\n", " writing model name file...\n", - " writing package disu...\n", + " writing package disu...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " writing package ic...\n", " writing package npf...\n", " writing package chd_0...\n", @@ -1047,7 +865,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1060,30 +878,33 @@ ], "source": [ "# build run and post-process the MODFLOW 6 model\n", - "ws = os.path.join(model_ws, 'gridgen_disu')\n", - "name = 'mymodel'\n", - "sim = flopy.mf6.MFSimulation(sim_name=name, sim_ws=ws, exe_name='mf6', \n", - " verbosity_level=1)\n", + "ws = os.path.join(model_ws, \"gridgen_disu\")\n", + "name = \"mymodel\"\n", + "sim = flopy.mf6.MFSimulation(\n", + " sim_name=name, sim_ws=ws, exe_name=\"mf6\", verbosity_level=1\n", + ")\n", "tdis = flopy.mf6.ModflowTdis(sim)\n", - "ims = flopy.mf6.ModflowIms(sim, linear_acceleration='bicgstab')\n", + "ims = flopy.mf6.ModflowIms(sim, linear_acceleration=\"bicgstab\")\n", "gwf = flopy.mf6.ModflowGwf(sim, modelname=name, save_flows=True)\n", "disu = flopy.mf6.ModflowGwfdisu(gwf, **disu_gridprops)\n", "ic = flopy.mf6.ModflowGwfic(gwf)\n", - "npf = flopy.mf6.ModflowGwfnpf(gwf, xt3doptions=True,\n", - " save_specific_discharge=True)\n", + "npf = flopy.mf6.ModflowGwfnpf(\n", + " gwf, xt3doptions=True, save_specific_discharge=True\n", + ")\n", "chd = flopy.mf6.ModflowGwfchd(gwf, stress_period_data=chdspd)\n", - "budget_file = name + '.bud'\n", - "head_file = name + '.hds'\n", - "oc = flopy.mf6.ModflowGwfoc(gwf,\n", - " budget_filerecord=budget_file,\n", - " head_filerecord=head_file,\n", - " saverecord=[('HEAD', 'ALL'), \n", - " ('BUDGET', 'ALL')])\n", + "budget_file = name + \".bud\"\n", + "head_file = name + \".hds\"\n", + "oc = flopy.mf6.ModflowGwfoc(\n", + " gwf,\n", + " budget_filerecord=budget_file,\n", + " head_filerecord=head_file,\n", + " saverecord=[(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")],\n", + ")\n", "sim.write_simulation()\n", "sim.run_simulation(silent=True)\n", "head = gwf.output.head().get_data()\n", "bud = gwf.output.budget()\n", - "spdis = bud.get_data(text='DATA-SPDIS')[0]\n", + "spdis = bud.get_data(text=\"DATA-SPDIS\")[0]\n", "\n", "gwf.modelgrid.set_coord_info(angrot=15)\n", "\n", @@ -1093,12 +914,14 @@ "for ilay in range(gwf.modelgrid.nlay):\n", " ax = plt.subplot(1, g.nlay, ilay + 1)\n", " pmv = flopy.plot.PlotMapView(gwf, layer=ilay, ax=ax)\n", - " ax.set_aspect('equal')\n", - " pmv.plot_array(head.flatten(), cmap='jet', vmin=vmin, vmax=vmax)\n", - " pmv.plot_grid(colors='k', alpha=0.1)\n", - " pmv.contour_array(head, levels=[.2, .4, .6, .8], linewidths=3., vmin=vmin, vmax=vmax)\n", + " ax.set_aspect(\"equal\")\n", + " pmv.plot_array(head.flatten(), cmap=\"jet\", vmin=vmin, vmax=vmax)\n", + " pmv.plot_grid(colors=\"k\", alpha=0.1)\n", + " pmv.contour_array(\n", + " head, levels=[0.2, 0.4, 0.6, 0.8], linewidths=3.0, vmin=vmin, vmax=vmax\n", + " )\n", " ax.set_title(\"Layer {}\".format(ilay + 1))\n", - " pmv.plot_vector(spdis[\"qx\"], spdis[\"qy\"], color='white')" + " pmv.plot_vector(spdis[\"qx\"], spdis[\"qy\"], color=\"white\")" ] }, { @@ -1117,37 +940,29 @@ "execution_count": 29, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "name": "stdout", "output_type": "stream", "text": [ - "FloPy is using the following executable to run the model: C:\\Users\\chris\\.local\\bin\\mfusg.EXE\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mfusg\n", "\n", " MODFLOW-USG \n", " U.S. GEOLOGICAL SURVEY MODULAR FINITE-DIFFERENCE GROUNDWATER FLOW MODEL\n", " Version 1.5.00 02/27/2019 \n", "\n", " Using NAME file: mymodel.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/10 7:34:01\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:37:27\n", "\n", " Solving: Stress period: 1 Time step: 1 Groundwater Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/10 7:34:01\n", - " Elapsed run time: 0.007 Seconds\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:37:27\n", + " Elapsed run time: 0.028 Seconds\n", "\n", " Normal termination of simulation\n" ] }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1160,21 +975,25 @@ ], "source": [ "# build run and post-process the MODFLOW 6 model\n", - "ws = os.path.join(model_ws, 'gridgen_mfusg')\n", - "name = 'mymodel'\n", + "ws = os.path.join(model_ws, \"gridgen_mfusg\")\n", + "name = \"mymodel\"\n", "\n", "chdspd = []\n", - "for x, y, head in [(0, 10, 1.), (10, 0, 0.)]:\n", - " ra = g.intersect([(x, y)], 'point', 0)\n", - " ic = ra['nodenumber'][0]\n", + "for x, y, head in [(0, 10, 1.0), (10, 0, 0.0)]:\n", + " ra = g.intersect([(x, y)], \"point\", 0)\n", + " ic = ra[\"nodenumber\"][0]\n", " chdspd.append([ic, head, head])\n", "\n", "gridprops = g.get_gridprops_disu5()\n", "\n", "# create the mfusg modoel\n", - "m = flopy.mfusg.MfUsg(modelname=name, model_ws=ws,\n", - " version='mfusg', exe_name='mfusg',\n", - " structured=False)\n", + "m = flopy.mfusg.MfUsg(\n", + " modelname=name,\n", + " model_ws=ws,\n", + " version=\"mfusg\",\n", + " exe_name=\"mfusg\",\n", + " structured=False,\n", + ")\n", "disu = flopy.mfusg.MfUsgDisU(m, **gridprops)\n", "bas = flopy.modflow.ModflowBas(m)\n", "lpf = flopy.mfusg.MfUsgLpf(m)\n", @@ -1185,7 +1004,7 @@ "m.run_model()\n", "\n", "# head is returned as a list of head arrays for each layer\n", - "head_file = os.path.join(ws, name + '.hds')\n", + "head_file = os.path.join(ws, name + \".hds\")\n", "head = flopy.utils.HeadUFile(head_file).get_data()\n", "\n", "# MODFLOW-USG does not have vertices, so we need to create\n", @@ -1196,15 +1015,15 @@ "m.modelgrid = ugrid\n", "\n", "f = plt.figure(figsize=(10, 10))\n", - "vmin = 0.\n", - "vmax = 1.\n", + "vmin = 0.0\n", + "vmax = 1.0\n", "for ilay in range(disu.nlay):\n", " ax = plt.subplot(1, g.nlay, ilay + 1)\n", " pmv = flopy.plot.PlotMapView(m, layer=ilay, ax=ax)\n", - " ax.set_aspect('equal')\n", - " pmv.plot_array(head[ilay], cmap='jet', vmin=vmin, vmax=vmax)\n", - " pmv.plot_grid(colors='k', alpha=0.1)\n", - " pmv.contour_array(head[ilay], levels=[.2, .4, .6, .8], linewidths=3.)\n", + " ax.set_aspect(\"equal\")\n", + " pmv.plot_array(head[ilay], cmap=\"jet\", vmin=vmin, vmax=vmax)\n", + " pmv.plot_grid(colors=\"k\", alpha=0.1)\n", + " pmv.contour_array(head[ilay], levels=[0.2, 0.4, 0.6, 0.8], linewidths=3.0)\n", " ax.set_title(\"Layer {}\".format(ilay + 1))" ] } @@ -1226,7 +1045,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.6" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_lake_example.ipynb b/examples/Notebooks/flopy3_lake_example.ipynb index 978a8ef1c9..0dbe34a1d2 100644 --- a/examples/Notebooks/flopy3_lake_example.ipynb +++ b/examples/Notebooks/flopy3_lake_example.ipynb @@ -20,11 +20,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -39,19 +39,19 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", - "workspace = os.path.join('data')\n", + "workspace = os.path.join(\"data\")\n", "# make sure workspace directory exists\n", - "if not os.path.exists(workspace):\n", - " os.makedirs(workspace)\n", + "if not os.path.isdir(workspace):\n", + " os.makedirs(workspace, exist_ok=True)\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -67,13 +67,13 @@ "metadata": {}, "outputs": [], "source": [ - "name = 'lake_example'\n", + "name = \"lake_example\"\n", "h1 = 100\n", "h2 = 90\n", - "Nlay = 10 \n", - "N = 101 \n", - "L = 400.0 \n", - "H = 50.0 \n", + "Nlay = 10\n", + "N = 101\n", + "L = 400.0\n", + "H = 50.0\n", "k = 1.0" ] }, @@ -90,7 +90,9 @@ "metadata": {}, "outputs": [], "source": [ - "ml = flopy.modflow.Modflow(modelname=name, exe_name='mf2005', version='mf2005', model_ws=workspace)" + "ml = flopy.modflow.Modflow(\n", + " modelname=name, exe_name=\"mf2005\", version=\"mf2005\", model_ws=workspace\n", + ")" ] }, { @@ -106,9 +108,19 @@ "metadata": {}, "outputs": [], "source": [ - "bot = np.linspace(-H/Nlay,-H,Nlay) \n", - "delrow = delcol = L/(N-1) \n", - "dis = flopy.modflow.ModflowDis(ml,nlay=Nlay,nrow=N,ncol=N,delr=delrow,delc=delcol,top=0.0,botm=bot,laycbd=0) " + "bot = np.linspace(-H / Nlay, -H, Nlay)\n", + "delrow = delcol = L / (N - 1)\n", + "dis = flopy.modflow.ModflowDis(\n", + " ml,\n", + " nlay=Nlay,\n", + " nrow=N,\n", + " ncol=N,\n", + " delr=delrow,\n", + " delc=delcol,\n", + " top=0.0,\n", + " botm=bot,\n", + " laycbd=0,\n", + ")" ] }, { @@ -124,13 +136,16 @@ "metadata": {}, "outputs": [], "source": [ - "Nhalf = int((N-1) / 2) \n", - "ibound = np.ones((Nlay, N, N), dtype=int) \n", - "ibound[:,0,:] = -1; ibound[:,-1,:] = -1; ibound[:,:,0] = -1; ibound[:,:,-1] = -1 \n", - "ibound[0,Nhalf,Nhalf] = -1 \n", - "start = h1 * np.ones((N,N)) \n", - "start[Nhalf,Nhalf] = h2 \n", - "bas = flopy.modflow.ModflowBas(ml,ibound=ibound,strt=start)" + "Nhalf = int((N - 1) / 2)\n", + "ibound = np.ones((Nlay, N, N), dtype=int)\n", + "ibound[:, 0, :] = -1\n", + "ibound[:, -1, :] = -1\n", + "ibound[:, :, 0] = -1\n", + "ibound[:, :, -1] = -1\n", + "ibound[0, Nhalf, Nhalf] = -1\n", + "start = h1 * np.ones((N, N))\n", + "start[Nhalf, Nhalf] = h2\n", + "bas = flopy.modflow.ModflowBas(ml, ibound=ibound, strt=start)" ] }, { @@ -172,7 +187,7 @@ " Version 1.12.00 2/3/2017 \n", "\n", " Using NAME file: lake_example.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:20:55\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:37:48\n", "\n", " Solving: Stress period: 1 Time step: 1 Ground-Water Flow Eqn.\n" ] @@ -181,8 +196,8 @@ "name": "stdout", "output_type": "stream", "text": [ - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:20:55\n", - " Elapsed run time: 0.299 Seconds\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:37:50\n", + " Elapsed run time: 1.782 Seconds\n", "\n", " Normal termination of simulation\n" ] @@ -200,7 +215,7 @@ ], "source": [ "pcg = flopy.modflow.ModflowPcg(ml)\n", - "oc = flopy.modflow.ModflowOc(ml) \n", + "oc = flopy.modflow.ModflowOc(ml)\n", "ml.write_input()\n", "ml.run_model()" ] @@ -231,12 +246,12 @@ } ], "source": [ - "hds = flopy.utils.HeadFile(os.path.join(workspace, name+'.hds'))\n", + "hds = flopy.utils.HeadFile(os.path.join(workspace, name + \".hds\"))\n", "h = hds.get_data(kstpkper=(0, 0))\n", "x = y = np.linspace(0, L, N)\n", - "c = plt.contour(x, y, h[0], np.arange(90,100.1,0.2))\n", - "plt.clabel(c, fmt='%2.1f')\n", - "plt.axis('scaled');" + "c = plt.contour(x, y, h[0], np.arange(90, 100.1, 0.2))\n", + "plt.clabel(c, fmt=\"%2.1f\")\n", + "plt.axis(\"scaled\");" ] }, { @@ -259,9 +274,9 @@ ], "source": [ "x = y = np.linspace(0, L, N)\n", - "c = plt.contour(x, y, h[-1], np.arange(90,100.1,0.2))\n", - "plt.clabel(c, fmt='%1.1f')\n", - "plt.axis('scaled');" + "c = plt.contour(x, y, h[-1], np.arange(90, 100.1, 0.2))\n", + "plt.clabel(c, fmt=\"%1.1f\")\n", + "plt.axis(\"scaled\");" ] }, { @@ -283,9 +298,9 @@ } ], "source": [ - "z = np.linspace(-H/Nlay/2, -H+H/Nlay/2, Nlay)\n", - "c = plt.contour(x, z, h[:,50,:], np.arange(90,100.1,.2))\n", - "plt.axis('scaled');" + "z = np.linspace(-H / Nlay / 2, -H + H / Nlay / 2, Nlay)\n", + "c = plt.contour(x, z, h[:, 50, :], np.arange(90, 100.1, 0.2))\n", + "plt.axis(\"scaled\");" ] }, { @@ -313,9 +328,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_mf6_A_simple-model.ipynb b/examples/Notebooks/flopy3_mf6_A_simple-model.ipynb index a21907d2de..154ff5a574 100644 --- a/examples/Notebooks/flopy3_mf6_A_simple-model.ipynb +++ b/examples/Notebooks/flopy3_mf6_A_simple-model.ipynb @@ -27,11 +27,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -47,14 +47,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -65,9 +65,9 @@ "source": [ "# For this example, we will set up a model workspace.\n", "# Model input files and output files will reside here.\n", - "workspace = os.path.join('data', 'mf6lake')\n", - "if not os.path.exists(workspace):\n", - " os.makedirs(workspace)" + "workspace = os.path.join(\"data\", \"mf6lake\")\n", + "if not os.path.isdir(workspace):\n", + " os.makedirs(workspace, exist_ok=True)" ] }, { @@ -85,13 +85,13 @@ "metadata": {}, "outputs": [], "source": [ - "name = 'mf6lake'\n", + "name = \"mf6lake\"\n", "h1 = 100\n", "h2 = 90\n", - "Nlay = 10 \n", - "N = 101 \n", - "L = 400.0 \n", - "H = 50.0 \n", + "Nlay = 10\n", + "N = 101\n", + "L = 400.0\n", + "H = 50.0\n", "k = 1.0" ] }, @@ -116,20 +116,21 @@ "outputs": [], "source": [ "# Create the Flopy simulation object\n", - "sim = flopy.mf6.MFSimulation(sim_name=name, exe_name='mf6', \n", - " version='mf6', sim_ws=workspace)\n", + "sim = flopy.mf6.MFSimulation(\n", + " sim_name=name, exe_name=\"mf6\", version=\"mf6\", sim_ws=workspace\n", + ")\n", "\n", "# Create the Flopy temporal discretization object\n", - "tdis = flopy.mf6.modflow.mftdis.ModflowTdis(sim, pname='tdis', time_units='DAYS', nper=1, \n", - " perioddata=[(1.0, 1, 1.0)])\n", + "tdis = flopy.mf6.modflow.mftdis.ModflowTdis(\n", + " sim, pname=\"tdis\", time_units=\"DAYS\", nper=1, perioddata=[(1.0, 1, 1.0)]\n", + ")\n", "\n", "# Create the Flopy groundwater flow (gwf) model object\n", - "model_nam_file = '{}.nam'.format(name)\n", - "gwf = flopy.mf6.ModflowGwf(sim, modelname=name, \n", - " model_nam_file=model_nam_file)\n", + "model_nam_file = \"{}.nam\".format(name)\n", + "gwf = flopy.mf6.ModflowGwf(sim, modelname=name, model_nam_file=model_nam_file)\n", "\n", "# Create the Flopy iterative model solver (ims) Package object\n", - "ims = flopy.mf6.modflow.mfims.ModflowIms(sim, pname='ims', complexity='SIMPLE')" + "ims = flopy.mf6.modflow.mfims.ModflowIms(sim, pname=\"ims\", complexity=\"SIMPLE\")" ] }, { @@ -148,11 +149,19 @@ "outputs": [], "source": [ "# Create the discretization package\n", - "bot = np.linspace(-H/Nlay, -H, Nlay) \n", - "delrow = delcol = L/(N-1)\n", - "dis = flopy.mf6.modflow.mfgwfdis.ModflowGwfdis(gwf, pname='dis', nlay=Nlay, nrow=N, ncol=N,\n", - " delr=delrow,delc=delcol,top=0.0,\n", - " botm=bot)" + "bot = np.linspace(-H / Nlay, -H, Nlay)\n", + "delrow = delcol = L / (N - 1)\n", + "dis = flopy.mf6.modflow.mfgwfdis.ModflowGwfdis(\n", + " gwf,\n", + " pname=\"dis\",\n", + " nlay=Nlay,\n", + " nrow=N,\n", + " ncol=N,\n", + " delr=delrow,\n", + " delc=delcol,\n", + " top=0.0,\n", + " botm=bot,\n", + ")" ] }, { @@ -163,7 +172,7 @@ "source": [ "# Create the initial conditions package\n", "start = h1 * np.ones((Nlay, N, N))\n", - "ic = flopy.mf6.modflow.mfgwfic.ModflowGwfic(gwf, pname='ic', strt=start)" + "ic = flopy.mf6.modflow.mfgwfic.ModflowGwfic(gwf, pname=\"ic\", strt=start)" ] }, { @@ -173,8 +182,9 @@ "outputs": [], "source": [ "# Create the node property flow package\n", - "npf = flopy.mf6.modflow.mfgwfnpf.ModflowGwfnpf(gwf, pname='npf', icelltype=1, k=k,\n", - " save_flows=True)" + "npf = flopy.mf6.modflow.mfgwfnpf.ModflowGwfnpf(\n", + " gwf, pname=\"npf\", icelltype=1, k=k, save_flows=True\n", + ")" ] }, { @@ -184,7 +194,7 @@ "outputs": [], "source": [ "# Create the constant head package.\n", - "# List information is created a bit differently for \n", + "# List information is created a bit differently for\n", "# MODFLOW 6 than for other MODFLOW versions. The\n", "# cellid (layer, row, column, for a regular grid)\n", "# must be entered as a tuple as the first entry.\n", @@ -198,8 +208,13 @@ " if row_col != 0 and row_col != N - 1:\n", " chd_rec.append(((layer, 0, row_col), h1))\n", " chd_rec.append(((layer, N - 1, row_col), h1))\n", - "chd = flopy.mf6.modflow.mfgwfchd.ModflowGwfchd(gwf, pname='chd', maxbound=len(chd_rec), \n", - " stress_period_data=chd_rec, save_flows=True)" + "chd = flopy.mf6.modflow.mfgwfchd.ModflowGwfchd(\n", + " gwf,\n", + " pname=\"chd\",\n", + " maxbound=len(chd_rec),\n", + " stress_period_data=chd_rec,\n", + " save_flows=True,\n", + ")" ] }, { @@ -264,12 +279,12 @@ "# that starts with ones everywhere, but is assigned\n", "# a -1 where chds are located\n", "ibd = np.ones((Nlay, N, N), dtype=int)\n", - "for k, i, j in ra['cellid']:\n", + "for k, i, j in ra[\"cellid\"]:\n", " ibd[k, i, j] = -1\n", "\n", "ilay = 0\n", - "plt.imshow(ibd[ilay, :, :], interpolation='none')\n", - "plt.title('Layer {}: Constant Head Cells'.format(ilay + 1))" + "plt.imshow(ibd[ilay, :, :], interpolation=\"none\")\n", + "plt.title(\"Layer {}: Constant Head Cells\".format(ilay + 1))" ] }, { @@ -279,17 +294,20 @@ "outputs": [], "source": [ "# Create the output control package\n", - "headfile = '{}.hds'.format(name)\n", + "headfile = \"{}.hds\".format(name)\n", "head_filerecord = [headfile]\n", - "budgetfile = '{}.cbb'.format(name)\n", + "budgetfile = \"{}.cbb\".format(name)\n", "budget_filerecord = [budgetfile]\n", - "saverecord = [('HEAD', 'ALL'), \n", - " ('BUDGET', 'ALL')]\n", - "printrecord = [('HEAD', 'LAST')]\n", - "oc = flopy.mf6.modflow.mfgwfoc.ModflowGwfoc(gwf, pname='oc', saverecord=saverecord, \n", - " head_filerecord=head_filerecord,\n", - " budget_filerecord=budget_filerecord,\n", - " printrecord=printrecord)" + "saverecord = [(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")]\n", + "printrecord = [(\"HEAD\", \"LAST\")]\n", + "oc = flopy.mf6.modflow.mfgwfoc.ModflowGwfoc(\n", + " gwf,\n", + " pname=\"oc\",\n", + " saverecord=saverecord,\n", + " head_filerecord=head_filerecord,\n", + " budget_filerecord=budget_filerecord,\n", + " printrecord=printrecord,\n", + ")" ] }, { @@ -575,6 +593,12 @@ " | How to handle pathing of external data files.\n", " | \n", " | ----------------------------------------------------------------------\n", + " | Class methods inherited from flopy.mf6.mfpackage.MFPackage:\n", + " | \n", + " | __init_subclass__() from builtins.type\n", + " | Register package type\n", + " | \n", + " | ----------------------------------------------------------------------\n", " | Readonly properties inherited from flopy.mf6.mfpackage.MFPackage:\n", " | \n", " | data_list\n", @@ -628,18 +652,10 @@ " | ----------------------------------------------------------------------\n", " | Static methods inherited from flopy.mf6.mfbase.PackageContainer:\n", " | \n", - " | get_module(package_file_path)\n", - " | Static method that returns the python module library. For\n", - " | internal FloPy use only, not intended for end users.\n", - " | \n", " | get_module_val(module, item, attrb)\n", " | Static method that returns a python class module value. For\n", " | internal FloPy use only, not intended for end users.\n", " | \n", - " | get_package_file_paths()\n", - " | Static method that gets the paths of all the FloPy python package\n", - " | files. For internal FloPy use only, not intended for end users.\n", - " | \n", " | model_factory(model_type)\n", " | Static method that returns the appropriate model type object based\n", " | on the model_type string. For internal FloPy use only, not intended\n", @@ -654,7 +670,7 @@ " | -------\n", " | model : MFModel subclass\n", " | \n", - " | package_factory(package_type, model_type)\n", + " | package_factory(package_type: str, model_type: str)\n", " | Static method that returns the appropriate package type object based\n", " | on the package_type and model_type strings. For internal FloPy use\n", " | only, not intended for end users.\n", @@ -670,6 +686,12 @@ " | -------\n", " | package : MFPackage subclass\n", " | \n", + " | package_list()\n", + " | Static method that returns the list of available packages.\n", + " | For internal FloPy use only, not intended for end users.\n", + " | \n", + " | Returns a list of MFPackage subclasses\n", + " | \n", " | ----------------------------------------------------------------------\n", " | Readonly properties inherited from flopy.mf6.mfbase.PackageContainer:\n", " | \n", @@ -689,6 +711,17 @@ " | list of weak references to the object (if defined)\n", " | \n", " | ----------------------------------------------------------------------\n", + " | Data and other attributes inherited from flopy.mf6.mfbase.PackageContainer:\n", + " | \n", + " | models_by_type = {'gwf': ,...\n", + " | \n", + " | modflow_models = [, , " ] @@ -1103,7 +1297,7 @@ "source": [ "# We can also use the Flopy PlotMapView capabilities for MODFLOW 6\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "# Next we create an instance of the ModelMap class\n", "modelmap = flopy.plot.PlotMapView(model=gwf, ax=ax)\n", @@ -1111,7 +1305,7 @@ "# Then we can use the plot_grid() method to draw the grid\n", "# The return value for this function is a matplotlib LineCollection object,\n", "# which could be manipulated (or used) later if necessary.\n", - "#quadmesh = modelmap.plot_ibound(ibound=ibd)\n", + "# quadmesh = modelmap.plot_ibound(ibound=ibd)\n", "linecollection = modelmap.plot_grid()\n", "contours = modelmap.contour_array(h[0])" ] @@ -1133,171 +1327,164 @@ { "data": { "text/plain": [ - "OrderedDict([('NCELLS', 450),\n", - " ('NLAY', 3),\n", - " ('NROW', 15),\n", - " ('NCOL', 10),\n", - " ('NJA', 2700),\n", - " ('XORIGIN', 0.0),\n", - " ('YORIGIN', 0.0),\n", - " ('ANGROT', 0.0),\n", - " ('DELR',\n", - " array([500., 500., 500., 500., 500., 500., 500., 500., 500., 500.])),\n", - " ('DELC',\n", - " array([500., 500., 500., 500., 500., 500., 500., 500., 500., 500., 500.,\n", - " 500., 500., 500., 500.])),\n", - " ('TOP',\n", - " array([50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", - " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", - " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", - " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", - " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", - " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", - " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", - " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", - " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", - " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", - " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", - " 50., 50., 50., 50., 50., 50., 50.])),\n", - " ('BOTM',\n", - " array([ 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", - " 5., 5., 5., 5., 5., 5., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", - " -10., -10., -10., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", - " -100., -100., -100., -100., -100., -100., -100., -100., -100.])),\n", - " ('IA',\n", - " array([ 1, 5, 10, 15, 20, 25, 30, 35, 40, 45, 49,\n", - " 54, 60, 66, 72, 78, 84, 90, 96, 102, 107, 112,\n", - " 118, 124, 130, 136, 142, 148, 154, 160, 165, 170, 176,\n", - " 182, 188, 194, 200, 206, 212, 218, 223, 228, 234, 240,\n", - " 246, 252, 258, 264, 270, 276, 281, 286, 292, 298, 304,\n", - " 310, 316, 322, 328, 334, 339, 344, 350, 356, 362, 368,\n", - " 374, 380, 386, 392, 397, 402, 408, 414, 420, 426, 432,\n", - " 438, 444, 450, 455, 460, 466, 472, 478, 484, 490, 496,\n", - " 502, 508, 513, 518, 524, 530, 536, 542, 548, 554, 560,\n", - " 566, 571, 576, 582, 588, 594, 600, 606, 612, 618, 624,\n", - " 629, 634, 640, 646, 652, 658, 664, 670, 676, 682, 687,\n", - " 692, 698, 704, 710, 716, 722, 728, 734, 740, 745, 750,\n", - " 756, 762, 768, 774, 780, 786, 792, 798, 803, 807, 812,\n", - " 817, 822, 827, 832, 837, 842, 847, 851, 856, 862, 868,\n", - " 874, 880, 886, 892, 898, 904, 909, 915, 922, 929, 936,\n", - " 943, 950, 957, 964, 971, 977, 983, 990, 997, 1004, 1011,\n", - " 1018, 1025, 1032, 1039, 1045, 1051, 1058, 1065, 1072, 1079, 1086,\n", - " 1093, 1100, 1107, 1113, 1119, 1126, 1133, 1140, 1147, 1154, 1161,\n", - " 1168, 1175, 1181, 1187, 1194, 1201, 1208, 1215, 1222, 1229, 1236,\n", - " 1243, 1249, 1255, 1262, 1269, 1276, 1283, 1290, 1297, 1304, 1311,\n", - " 1317, 1323, 1330, 1337, 1344, 1351, 1358, 1365, 1372, 1379, 1385,\n", - " 1391, 1398, 1405, 1412, 1419, 1426, 1433, 1440, 1447, 1453, 1459,\n", - " 1466, 1473, 1480, 1487, 1494, 1501, 1508, 1515, 1521, 1527, 1534,\n", - " 1541, 1548, 1555, 1562, 1569, 1576, 1583, 1589, 1595, 1602, 1609,\n", - " 1616, 1623, 1630, 1637, 1644, 1651, 1657, 1663, 1670, 1677, 1684,\n", - " 1691, 1698, 1705, 1712, 1719, 1725, 1731, 1738, 1745, 1752, 1759,\n", - " 1766, 1773, 1780, 1787, 1793, 1798, 1804, 1810, 1816, 1822, 1828,\n", - " 1834, 1840, 1846, 1851, 1855, 1860, 1865, 1870, 1875, 1880, 1885,\n", - " 1890, 1895, 1899, 1904, 1910, 1916, 1922, 1928, 1934, 1940, 1946,\n", - " 1952, 1957, 1962, 1968, 1974, 1980, 1986, 1992, 1998, 2004, 2010,\n", - " 2015, 2020, 2026, 2032, 2038, 2044, 2050, 2056, 2062, 2068, 2073,\n", - " 2078, 2084, 2090, 2096, 2102, 2108, 2114, 2120, 2126, 2131, 2136,\n", - " 2142, 2148, 2154, 2160, 2166, 2172, 2178, 2184, 2189, 2194, 2200,\n", - " 2206, 2212, 2218, 2224, 2230, 2236, 2242, 2247, 2252, 2258, 2264,\n", - " 2270, 2276, 2282, 2288, 2294, 2300, 2305, 2310, 2316, 2322, 2328,\n", - " 2334, 2340, 2346, 2352, 2358, 2363, 2368, 2374, 2380, 2386, 2392,\n", - " 2398, 2404, 2410, 2416, 2421, 2426, 2432, 2438, 2444, 2450, 2456,\n", - " 2462, 2468, 2474, 2479, 2484, 2490, 2496, 2502, 2508, 2514, 2520,\n", - " 2526, 2532, 2537, 2542, 2548, 2554, 2560, 2566, 2572, 2578, 2584,\n", - " 2590, 2595, 2600, 2606, 2612, 2618, 2624, 2630, 2636, 2642, 2648,\n", - " 2653, 2657, 2662, 2667, 2672, 2677, 2682, 2687, 2692, 2697, 2701],\n", - " dtype=int32)),\n", - " ('JA', array([ 1, 2, 11, ..., 300, 440, 449], dtype=int32)),\n", - " ('IDOMAIN',\n", - " array([1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], dtype=int32)),\n", - " ('ICELLTYPE',\n", - " array([1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", - " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", - " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], dtype=int32))])" + "{'NCELLS': 450,\n", + " 'NLAY': 3,\n", + " 'NROW': 15,\n", + " 'NCOL': 10,\n", + " 'NJA': 2700,\n", + " 'XORIGIN': 0.0,\n", + " 'YORIGIN': 0.0,\n", + " 'ANGROT': 0.0,\n", + " 'DELR': array([500., 500., 500., 500., 500., 500., 500., 500., 500., 500.]),\n", + " 'DELC': array([500., 500., 500., 500., 500., 500., 500., 500., 500., 500., 500.,\n", + " 500., 500., 500., 500.]),\n", + " 'TOP': array([50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", + " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", + " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", + " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", + " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", + " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", + " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", + " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", + " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", + " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", + " 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50., 50.,\n", + " 50., 50., 50., 50., 50., 50., 50.]),\n", + " 'BOTM': array([ 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., 5., 5., 5.,\n", + " 5., 5., 5., 5., 5., 5., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -10., -10., -10., -10., -10., -10.,\n", + " -10., -10., -10., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.,\n", + " -100., -100., -100., -100., -100., -100., -100., -100., -100.]),\n", + " 'IA': array([ 1, 5, 10, 15, 20, 25, 30, 35, 40, 45, 49,\n", + " 54, 60, 66, 72, 78, 84, 90, 96, 102, 107, 112,\n", + " 118, 124, 130, 136, 142, 148, 154, 160, 165, 170, 176,\n", + " 182, 188, 194, 200, 206, 212, 218, 223, 228, 234, 240,\n", + " 246, 252, 258, 264, 270, 276, 281, 286, 292, 298, 304,\n", + " 310, 316, 322, 328, 334, 339, 344, 350, 356, 362, 368,\n", + " 374, 380, 386, 392, 397, 402, 408, 414, 420, 426, 432,\n", + " 438, 444, 450, 455, 460, 466, 472, 478, 484, 490, 496,\n", + " 502, 508, 513, 518, 524, 530, 536, 542, 548, 554, 560,\n", + " 566, 571, 576, 582, 588, 594, 600, 606, 612, 618, 624,\n", + " 629, 634, 640, 646, 652, 658, 664, 670, 676, 682, 687,\n", + " 692, 698, 704, 710, 716, 722, 728, 734, 740, 745, 750,\n", + " 756, 762, 768, 774, 780, 786, 792, 798, 803, 807, 812,\n", + " 817, 822, 827, 832, 837, 842, 847, 851, 856, 862, 868,\n", + " 874, 880, 886, 892, 898, 904, 909, 915, 922, 929, 936,\n", + " 943, 950, 957, 964, 971, 977, 983, 990, 997, 1004, 1011,\n", + " 1018, 1025, 1032, 1039, 1045, 1051, 1058, 1065, 1072, 1079, 1086,\n", + " 1093, 1100, 1107, 1113, 1119, 1126, 1133, 1140, 1147, 1154, 1161,\n", + " 1168, 1175, 1181, 1187, 1194, 1201, 1208, 1215, 1222, 1229, 1236,\n", + " 1243, 1249, 1255, 1262, 1269, 1276, 1283, 1290, 1297, 1304, 1311,\n", + " 1317, 1323, 1330, 1337, 1344, 1351, 1358, 1365, 1372, 1379, 1385,\n", + " 1391, 1398, 1405, 1412, 1419, 1426, 1433, 1440, 1447, 1453, 1459,\n", + " 1466, 1473, 1480, 1487, 1494, 1501, 1508, 1515, 1521, 1527, 1534,\n", + " 1541, 1548, 1555, 1562, 1569, 1576, 1583, 1589, 1595, 1602, 1609,\n", + " 1616, 1623, 1630, 1637, 1644, 1651, 1657, 1663, 1670, 1677, 1684,\n", + " 1691, 1698, 1705, 1712, 1719, 1725, 1731, 1738, 1745, 1752, 1759,\n", + " 1766, 1773, 1780, 1787, 1793, 1798, 1804, 1810, 1816, 1822, 1828,\n", + " 1834, 1840, 1846, 1851, 1855, 1860, 1865, 1870, 1875, 1880, 1885,\n", + " 1890, 1895, 1899, 1904, 1910, 1916, 1922, 1928, 1934, 1940, 1946,\n", + " 1952, 1957, 1962, 1968, 1974, 1980, 1986, 1992, 1998, 2004, 2010,\n", + " 2015, 2020, 2026, 2032, 2038, 2044, 2050, 2056, 2062, 2068, 2073,\n", + " 2078, 2084, 2090, 2096, 2102, 2108, 2114, 2120, 2126, 2131, 2136,\n", + " 2142, 2148, 2154, 2160, 2166, 2172, 2178, 2184, 2189, 2194, 2200,\n", + " 2206, 2212, 2218, 2224, 2230, 2236, 2242, 2247, 2252, 2258, 2264,\n", + " 2270, 2276, 2282, 2288, 2294, 2300, 2305, 2310, 2316, 2322, 2328,\n", + " 2334, 2340, 2346, 2352, 2358, 2363, 2368, 2374, 2380, 2386, 2392,\n", + " 2398, 2404, 2410, 2416, 2421, 2426, 2432, 2438, 2444, 2450, 2456,\n", + " 2462, 2468, 2474, 2479, 2484, 2490, 2496, 2502, 2508, 2514, 2520,\n", + " 2526, 2532, 2537, 2542, 2548, 2554, 2560, 2566, 2572, 2578, 2584,\n", + " 2590, 2595, 2600, 2606, 2612, 2618, 2624, 2630, 2636, 2642, 2648,\n", + " 2653, 2657, 2662, 2667, 2672, 2677, 2682, 2687, 2692, 2697, 2701],\n", + " dtype=int32),\n", + " 'JA': array([ 1, 2, 11, ..., 300, 440, 449], dtype=int32),\n", + " 'IDOMAIN': array([1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], dtype=int32),\n", + " 'ICELLTYPE': array([1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1,\n", + " 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0,\n", + " 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], dtype=int32)}" ] }, "execution_count": 21, @@ -1307,7 +1494,7 @@ ], "source": [ "# read the binary grid file\n", - "fname = os.path.join(workspace, '{}.dis.grb'.format(model_name))\n", + "fname = os.path.join(workspace, \"{}.dis.grb\".format(model_name))\n", "bgf = flopy.mf6.utils.MfGrdFile(fname)\n", "\n", "# data read from the binary grid file is stored in a dictionary\n", @@ -1321,11 +1508,11 @@ "outputs": [], "source": [ "# read the cell budget file\n", - "fname = os.path.join(workspace, '{}.cbb'.format(model_name))\n", - "cbb = flopy.utils.CellBudgetFile(fname, precision='double')\n", - "#cbb.list_records()\n", + "fname = os.path.join(workspace, \"{}.cbb\".format(model_name))\n", + "cbb = flopy.utils.CellBudgetFile(fname, precision=\"double\")\n", + "# cbb.list_records()\n", "\n", - "flowja = cbb.get_data(text='FLOW-JA-FACE')[0][0, 0, :]" + "flowja = cbb.get_data(text=\"FLOW-JA-FACE\")[0][0, 0, :]" ] }, { @@ -1338,24 +1525,26 @@ "output_type": "stream", "text": [ "Printing flows for cell 412\n", - "Cell 412 flow with cell 262 is 251.46262091207623\n", - "Cell 412 flow with cell 402 is 0.7176346498656017\n", - "Cell 412 flow with cell 411 is 439.8629968543804\n", - "Cell 412 flow with cell 413 is -693.4212447574185\n", - "Cell 412 flow with cell 422 is 1.3779378787739915\n" + "Cell 412 flow with cell 262 is 251.46262091207714\n", + "Cell 412 flow with cell 402 is 0.7176346498604858\n", + "Cell 412 flow with cell 411 is 439.86299685437785\n", + "Cell 412 flow with cell 413 is -693.4212447574212\n", + "Cell 412 flow with cell 422 is 1.3779378787791075\n" ] } ], "source": [ "# By having the ia and ja arrays and the flow-ja-face we can look at\n", "# the flows for any cell and process them in the follow manner.\n", - "k = 2; i = 7; j = 7\n", + "k = 2\n", + "i = 7\n", + "j = 7\n", "celln = k * nrow * ncol + i * nrow + j\n", - "print('Printing flows for cell {}'.format(celln))\n", + "print(\"Printing flows for cell {}\".format(celln))\n", "ia, ja = bgf.ia, bgf.ja\n", "for ipos in range(ia[celln] + 1, ia[celln + 1]):\n", " cellm = ja[ipos]\n", - " print('Cell {} flow with cell {} is {}'.format(celln, cellm, flowja[ipos]))" + " print(\"Cell {} flow with cell {} is {}\".format(celln, cellm, flowja[ipos]))" ] }, { @@ -1366,7 +1555,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 24, @@ -1387,11 +1576,11 @@ } ], "source": [ - "fname = 'head-hydrographs.csv'\n", + "fname = \"head-hydrographs.csv\"\n", "fname = os.path.join(workspace, fname)\n", - "csv = np.genfromtxt(fname, delimiter=',', dtype=None, names=True)\n", + "csv = np.genfromtxt(fname, delimiter=\",\", dtype=None, names=True)\n", "for name in csv.dtype.names[1:]:\n", - " plt.plot(csv['time'], csv[name], label=name)\n", + " plt.plot(csv[\"time\"], csv[name], label=name)\n", "plt.legend()" ] } @@ -1413,7 +1602,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_mf6_obs_ts_tas.ipynb b/examples/Notebooks/flopy3_mf6_obs_ts_tas.ipynb index 83fe726a55..e6eeb1a21e 100644 --- a/examples/Notebooks/flopy3_mf6_obs_ts_tas.ipynb +++ b/examples/Notebooks/flopy3_mf6_obs_ts_tas.ipynb @@ -10,77 +10,122 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", + "[Clang 10.0.0 ]\n", + "numpy version: 1.19.2\n", + "flopy version: 3.3.5\n" + ] + } + ], "source": [ "import os\n", "import sys\n", "import numpy as np\n", + "\n", "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "# init paths\n", - "exe_name = 'mf6'\n", + "exe_name = \"mf6\"\n", "\n", - "sim_path = os.path.join('data', 'obs_ts_tas_ex')\n", + "sim_path = os.path.join(\"data\", \"obs_ts_tas_ex\")\n", "# make the directory if it does not exist\n", "if not os.path.isdir(sim_path):\n", - " os.makedirs(sim_path)\n", + " os.makedirs(sim_path, exist_ok=True)\n", "\n", "# init paths\n", - "test_ex_name = 'child_pkgs_test'\n", - "model_name = 'child_pkgs'\n", - " \n", + "test_ex_name = \"child_pkgs_test\"\n", + "model_name = \"child_pkgs\"\n", + "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# create simulation\n", - "sim = flopy.mf6.MFSimulation(sim_name=test_ex_name, version='mf6', exe_name='mf6',\n", - " sim_ws=sim_path)\n", + "sim = flopy.mf6.MFSimulation(\n", + " sim_name=test_ex_name, version=\"mf6\", exe_name=\"mf6\", sim_ws=sim_path\n", + ")\n", "\n", - "tdis_rc = [(1.0, 1, 1.0), (10.0, 120, 1.0), (10.0, 120, 1.0),\n", - " (10.0, 120, 1.0)]\n", + "tdis_rc = [(1.0, 1, 1.0), (10.0, 120, 1.0), (10.0, 120, 1.0), (10.0, 120, 1.0)]\n", "tdis_package = flopy.mf6.modflow.mftdis.ModflowTdis(\n", - " sim, time_units='DAYS', nper=4, perioddata=tdis_rc)\n", - "model = flopy.mf6.ModflowGwf(sim, modelname=model_name,\n", - " model_nam_file='{}.nam'.format(model_name))\n", + " sim, time_units=\"DAYS\", nper=4, perioddata=tdis_rc\n", + ")\n", + "model = flopy.mf6.ModflowGwf(\n", + " sim, modelname=model_name, model_nam_file=\"{}.nam\".format(model_name)\n", + ")\n", "ims_package = flopy.mf6.modflow.mfims.ModflowIms(\n", - " sim, print_option='SUMMARY', complexity='SIMPLE', outer_hclose=0.0001, \n", - " outer_maximum=500, under_relaxation='NONE', inner_maximum=100,\n", - " inner_hclose=0.0001, rcloserecord=0.001, linear_acceleration='CG',\n", - " scaling_method='NONE', reordering_method='NONE', relaxation_factor=0.97)\n", + " sim,\n", + " print_option=\"SUMMARY\",\n", + " complexity=\"SIMPLE\",\n", + " outer_hclose=0.0001,\n", + " outer_maximum=500,\n", + " under_relaxation=\"NONE\",\n", + " inner_maximum=100,\n", + " inner_hclose=0.0001,\n", + " rcloserecord=0.001,\n", + " linear_acceleration=\"CG\",\n", + " scaling_method=\"NONE\",\n", + " reordering_method=\"NONE\",\n", + " relaxation_factor=0.97,\n", + ")\n", "sim.register_ims_package(ims_package, [model.name])\n", "bot_data = [-100 for x in range(150)]\n", "dis_package = flopy.mf6.modflow.mfgwfdis.ModflowGwfdis(\n", - " model, nlay=3, nrow=15, ncol=10, delr=500.0, delc=500.0, top=50.0, \n", - " botm=[5.0, -10.0, {'factor': 1.0, 'data': bot_data}],\n", - " filename='{}.dis'.format(model_name))\n", + " model,\n", + " nlay=3,\n", + " nrow=15,\n", + " ncol=10,\n", + " delr=500.0,\n", + " delc=500.0,\n", + " top=50.0,\n", + " botm=[5.0, -10.0, {\"factor\": 1.0, \"data\": bot_data}],\n", + " filename=\"{}.dis\".format(model_name),\n", + ")\n", "ic_package = flopy.mf6.modflow.mfgwfic.ModflowGwfic(\n", - " model, strt=50.0, filename='{}.ic'.format(model_name))\n", + " model, strt=50.0, filename=\"{}.ic\".format(model_name)\n", + ")\n", "npf_package = flopy.mf6.modflow.mfgwfnpf.ModflowGwfnpf(\n", - " model, save_flows=True, icelltype=[1, 0, 0], k=[5.0, 0.1, 4.0],\n", - " k33=[0.5, 0.005, 0.1])\n", + " model,\n", + " save_flows=True,\n", + " icelltype=[1, 0, 0],\n", + " k=[5.0, 0.1, 4.0],\n", + " k33=[0.5, 0.005, 0.1],\n", + ")\n", "oc_package = flopy.mf6.modflow.mfgwfoc.ModflowGwfoc(\n", - " model, budget_filerecord='child_pkgs.cbc',head_filerecord='child_pkgs.hds',\n", - " headprintrecord=['COLUMNS', 10, 'WIDTH', 15, 'DIGITS', 6, 'GENERAL'],\n", - " saverecord=[('HEAD', 'ALL'), ('BUDGET', 'ALL')], \n", - " printrecord=[('HEAD', 'FIRST'), ('HEAD', 'LAST'), ('BUDGET', 'LAST')])\n", + " model,\n", + " budget_filerecord=\"child_pkgs.cbc\",\n", + " head_filerecord=\"child_pkgs.hds\",\n", + " headprintrecord=[\"COLUMNS\", 10, \"WIDTH\", 15, \"DIGITS\", 6, \"GENERAL\"],\n", + " saverecord=[(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")],\n", + " printrecord=[(\"HEAD\", \"FIRST\"), (\"HEAD\", \"LAST\"), (\"BUDGET\", \"LAST\")],\n", + ")\n", "sto_package = flopy.mf6.modflow.mfgwfsto.ModflowGwfsto(\n", - " model, save_flows=True, iconvert=1, ss=0.000001, sy=0.2, steady_state={0: True},\n", - " transient={1: True})" + " model,\n", + " save_flows=True,\n", + " iconvert=1,\n", + " ss=0.000001,\n", + " sy=0.2,\n", + " steady_state={0: True},\n", + " transient={1: True},\n", + ")" ] }, { @@ -118,35 +163,475 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "writing simulation...\n", + " writing simulation name file...\n", + " writing simulation tdis package...\n", + " writing ims package ims_-1...\n", + " writing model child_pkgs...\n", + " writing model name file...\n", + " writing package dis...\n", + " writing package ic...\n", + " writing package npf...\n", + " writing package oc...\n", + " writing package sto...\n", + " writing package ghb...\n", + " writing package obs_0...\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", + " MODFLOW 6\n", + " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", + "\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", + "\n", + "This software has been approved for release by the U.S. Geological \n", + "Survey (USGS). Although the software has been subjected to rigorous \n", + "review, the USGS reserves the right to update the software as needed \n", + "pursuant to further analysis and review. No warranty, expressed or \n", + "implied, is made by the USGS or the U.S. Government as to the \n", + "functionality of the software and related material nor shall the \n", + "fact of release constitute any such warranty. Furthermore, the \n", + "software is released on condition that neither the USGS nor the U.S. \n", + "Government shall be held liable for any damages resulting from its \n", + "authorized or unauthorized use. Also refer to the USGS Water \n", + "Resources Software User Rights Notice for complete use, copyright, \n", + "and distribution information.\n", + "\n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:37\n", + "\n", + " Writing simulation list file: mfsim.lst\n", + " Using Simulation name file: mfsim.nam\n", + "\n", + " Solving: Stress period: 1 Time step: 1\n", + " Solving: Stress period: 2 Time step: 1\n", + " Solving: Stress period: 2 Time step: 2\n", + " Solving: Stress period: 2 Time step: 3\n", + " Solving: Stress period: 2 Time step: 4\n", + " Solving: Stress period: 2 Time step: 5\n", + " Solving: Stress period: 2 Time step: 6\n", + " Solving: Stress period: 2 Time step: 7\n", + " Solving: Stress period: 2 Time step: 8\n", + " Solving: Stress period: 2 Time step: 9\n", + " Solving: Stress period: 2 Time step: 10\n", + " Solving: Stress period: 2 Time step: 11\n", + " Solving: Stress period: 2 Time step: 12\n", + " Solving: Stress period: 2 Time step: 13\n", + " Solving: Stress period: 2 Time step: 14\n", + " Solving: Stress period: 2 Time step: 15\n", + " Solving: Stress period: 2 Time step: 16\n", + " Solving: Stress period: 2 Time step: 17\n", + " Solving: Stress period: 2 Time step: 18\n", + " Solving: Stress period: 2 Time step: 19\n", + " Solving: Stress period: 2 Time step: 20\n", + " Solving: Stress period: 2 Time step: 21\n", + " Solving: Stress period: 2 Time step: 22\n", + " Solving: Stress period: 2 Time step: 23\n", + " Solving: Stress period: 2 Time step: 24\n", + " Solving: Stress period: 2 Time step: 25\n", + " Solving: Stress period: 2 Time step: 26\n", + " Solving: Stress period: 2 Time step: 27\n", + " Solving: Stress period: 2 Time step: 28\n", + " Solving: Stress period: 2 Time step: 29\n", + " Solving: Stress period: 2 Time step: 30\n", + " Solving: Stress period: 2 Time step: 31\n", + " Solving: Stress period: 2 Time step: 32\n", + " Solving: Stress period: 2 Time step: 33\n", + " Solving: Stress period: 2 Time step: 34\n", + " Solving: Stress period: 2 Time step: 35\n", + " Solving: Stress period: 2 Time step: 36\n", + " Solving: Stress period: 2 Time step: 37\n", + " Solving: Stress period: 2 Time step: 38\n", + " Solving: Stress period: 2 Time step: 39\n", + " Solving: Stress period: 2 Time step: 40\n", + " Solving: Stress period: 2 Time step: 41\n", + " Solving: Stress period: 2 Time step: 42\n", + " Solving: Stress period: 2 Time step: 43\n", + " Solving: Stress period: 2 Time step: 44\n", + " Solving: Stress period: 2 Time step: 45\n", + " Solving: Stress period: 2 Time step: 46\n", + " Solving: Stress period: 2 Time step: 47\n", + " Solving: Stress period: 2 Time step: 48\n", + " Solving: Stress period: 2 Time step: 49\n", + " Solving: Stress period: 2 Time step: 50\n", + " Solving: Stress period: 2 Time step: 51\n", + " Solving: Stress period: 2 Time step: 52\n", + " Solving: Stress period: 2 Time step: 53\n", + " Solving: Stress period: 2 Time step: 54\n", + " Solving: Stress period: 2 Time step: 55\n", + " Solving: Stress period: 2 Time step: 56\n", + " Solving: Stress period: 2 Time step: 57\n", + " Solving: Stress period: 2 Time step: 58\n", + " Solving: Stress period: 2 Time step: 59\n", + " Solving: Stress period: 2 Time step: 60\n", + " Solving: Stress period: 2 Time step: 61\n", + " Solving: Stress period: 2 Time step: 62\n", + " Solving: Stress period: 2 Time step: 63\n", + " Solving: Stress period: 2 Time step: 64\n", + " Solving: Stress period: 2 Time step: 65\n", + " Solving: Stress period: 2 Time step: 66\n", + " Solving: Stress period: 2 Time step: 67\n", + " Solving: Stress period: 2 Time step: 68\n", + " Solving: Stress period: 2 Time step: 69\n", + " Solving: Stress period: 2 Time step: 70\n", + " Solving: Stress period: 2 Time step: 71\n", + " Solving: Stress period: 2 Time step: 72\n", + " Solving: Stress period: 2 Time step: 73\n", + " Solving: Stress period: 2 Time step: 74\n", + " Solving: Stress period: 2 Time step: 75\n", + " Solving: Stress period: 2 Time step: 76\n", + " Solving: Stress period: 2 Time step: 77\n", + " Solving: Stress period: 2 Time step: 78\n", + " Solving: Stress period: 2 Time step: 79\n", + " Solving: Stress period: 2 Time step: 80\n", + " Solving: Stress period: 2 Time step: 81\n", + " Solving: Stress period: 2 Time step: 82\n", + " Solving: Stress period: 2 Time step: 83\n", + " Solving: Stress period: 2 Time step: 84\n", + " Solving: Stress period: 2 Time step: 85\n", + " Solving: Stress period: 2 Time step: 86\n", + " Solving: Stress period: 2 Time step: 87\n", + " Solving: Stress period: 2 Time step: 88\n", + " Solving: Stress period: 2 Time step: 89\n", + " Solving: Stress period: 2 Time step: 90\n", + " Solving: Stress period: 2 Time step: 91\n", + " Solving: Stress period: 2 Time step: 92\n", + " Solving: Stress period: 2 Time step: 93\n", + " Solving: Stress period: 2 Time step: 94\n", + " Solving: Stress period: 2 Time step: 95\n", + " Solving: Stress period: 2 Time step: 96\n", + " Solving: Stress period: 2 Time step: 97\n", + " Solving: Stress period: 2 Time step: 98\n", + " Solving: Stress period: 2 Time step: 99\n", + " Solving: Stress period: 2 Time step: 100\n", + " Solving: Stress period: 2 Time step: 101\n", + " Solving: Stress period: 2 Time step: 102\n", + " Solving: Stress period: 2 Time step: 103\n", + " Solving: Stress period: 2 Time step: 104\n", + " Solving: Stress period: 2 Time step: 105\n", + " Solving: Stress period: 2 Time step: 106\n", + " Solving: Stress period: 2 Time step: 107\n", + " Solving: Stress period: 2 Time step: 108\n", + " Solving: Stress period: 2 Time step: 109\n", + " Solving: Stress period: 2 Time step: 110\n", + " Solving: Stress period: 2 Time step: 111\n", + " Solving: Stress period: 2 Time step: 112\n", + " Solving: Stress period: 2 Time step: 113\n", + " Solving: Stress period: 2 Time step: 114\n", + " Solving: Stress period: 2 Time step: 115\n", + " Solving: Stress period: 2 Time step: 116\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 117\n", + " Solving: Stress period: 2 Time step: 118\n", + " Solving: Stress period: 2 Time step: 119\n", + " Solving: Stress period: 2 Time step: 120\n", + " Solving: Stress period: 3 Time step: 1\n", + " Solving: Stress period: 3 Time step: 2\n", + " Solving: Stress period: 3 Time step: 3\n", + " Solving: Stress period: 3 Time step: 4\n", + " Solving: Stress period: 3 Time step: 5\n", + " Solving: Stress period: 3 Time step: 6\n", + " Solving: Stress period: 3 Time step: 7\n", + " Solving: Stress period: 3 Time step: 8\n", + " Solving: Stress period: 3 Time step: 9\n", + " Solving: Stress period: 3 Time step: 10\n", + " Solving: Stress period: 3 Time step: 11\n", + " Solving: Stress period: 3 Time step: 12\n", + " Solving: Stress period: 3 Time step: 13\n", + " Solving: Stress period: 3 Time step: 14\n", + " Solving: Stress period: 3 Time step: 15\n", + " Solving: Stress period: 3 Time step: 16\n", + " Solving: Stress period: 3 Time step: 17\n", + " Solving: Stress period: 3 Time step: 18\n", + " Solving: Stress period: 3 Time step: 19\n", + " Solving: Stress period: 3 Time step: 20\n", + " Solving: Stress period: 3 Time step: 21\n", + " Solving: Stress period: 3 Time step: 22\n", + " Solving: Stress period: 3 Time step: 23\n", + " Solving: Stress period: 3 Time step: 24\n", + " Solving: Stress period: 3 Time step: 25\n", + " Solving: Stress period: 3 Time step: 26\n", + " Solving: Stress period: 3 Time step: 27\n", + " Solving: Stress period: 3 Time step: 28\n", + " Solving: Stress period: 3 Time step: 29\n", + " Solving: Stress period: 3 Time step: 30\n", + " Solving: Stress period: 3 Time step: 31\n", + " Solving: Stress period: 3 Time step: 32\n", + " Solving: Stress period: 3 Time step: 33\n", + " Solving: Stress period: 3 Time step: 34\n", + " Solving: Stress period: 3 Time step: 35\n", + " Solving: Stress period: 3 Time step: 36\n", + " Solving: Stress period: 3 Time step: 37\n", + " Solving: Stress period: 3 Time step: 38\n", + " Solving: Stress period: 3 Time step: 39\n", + " Solving: Stress period: 3 Time step: 40\n", + " Solving: Stress period: 3 Time step: 41\n", + " Solving: Stress period: 3 Time step: 42\n", + " Solving: Stress period: 3 Time step: 43\n", + " Solving: Stress period: 3 Time step: 44\n", + " Solving: Stress period: 3 Time step: 45\n", + " Solving: Stress period: 3 Time step: 46\n", + " Solving: Stress period: 3 Time step: 47\n", + " Solving: Stress period: 3 Time step: 48\n", + " Solving: Stress period: 3 Time step: 49\n", + " Solving: Stress period: 3 Time step: 50\n", + " Solving: Stress period: 3 Time step: 51\n", + " Solving: Stress period: 3 Time step: 52\n", + " Solving: Stress period: 3 Time step: 53\n", + " Solving: Stress period: 3 Time step: 54\n", + " Solving: Stress period: 3 Time step: 55\n", + " Solving: Stress period: 3 Time step: 56\n", + " Solving: Stress period: 3 Time step: 57\n", + " Solving: Stress period: 3 Time step: 58\n", + " Solving: Stress period: 3 Time step: 59\n", + " Solving: Stress period: 3 Time step: 60\n", + " Solving: Stress period: 3 Time step: 61\n", + " Solving: Stress period: 3 Time step: 62\n", + " Solving: Stress period: 3 Time step: 63\n", + " Solving: Stress period: 3 Time step: 64\n", + " Solving: Stress period: 3 Time step: 65\n", + " Solving: Stress period: 3 Time step: 66\n", + " Solving: Stress period: 3 Time step: 67\n", + " Solving: Stress period: 3 Time step: 68\n", + " Solving: Stress period: 3 Time step: 69\n", + " Solving: Stress period: 3 Time step: 70\n", + " Solving: Stress period: 3 Time step: 71\n", + " Solving: Stress period: 3 Time step: 72\n", + " Solving: Stress period: 3 Time step: 73\n", + " Solving: Stress period: 3 Time step: 74\n", + " Solving: Stress period: 3 Time step: 75\n", + " Solving: Stress period: 3 Time step: 76\n", + " Solving: Stress period: 3 Time step: 77\n", + " Solving: Stress period: 3 Time step: 78\n", + " Solving: Stress period: 3 Time step: 79\n", + " Solving: Stress period: 3 Time step: 80\n", + " Solving: Stress period: 3 Time step: 81\n", + " Solving: Stress period: 3 Time step: 82\n", + " Solving: Stress period: 3 Time step: 83\n", + " Solving: Stress period: 3 Time step: 84\n", + " Solving: Stress period: 3 Time step: 85\n", + " Solving: Stress period: 3 Time step: 86\n", + " Solving: Stress period: 3 Time step: 87\n", + " Solving: Stress period: 3 Time step: 88\n", + " Solving: Stress period: 3 Time step: 89\n", + " Solving: Stress period: 3 Time step: 90\n", + " Solving: Stress period: 3 Time step: 91\n", + " Solving: Stress period: 3 Time step: 92\n", + " Solving: Stress period: 3 Time step: 93\n", + " Solving: Stress period: 3 Time step: 94\n", + " Solving: Stress period: 3 Time step: 95\n", + " Solving: Stress period: 3 Time step: 96\n", + " Solving: Stress period: 3 Time step: 97\n", + " Solving: Stress period: 3 Time step: 98\n", + " Solving: Stress period: 3 Time step: 99\n", + " Solving: Stress period: 3 Time step: 100\n", + " Solving: Stress period: 3 Time step: 101\n", + " Solving: Stress period: 3 Time step: 102\n", + " Solving: Stress period: 3 Time step: 103\n", + " Solving: Stress period: 3 Time step: 104\n", + " Solving: Stress period: 3 Time step: 105\n", + " Solving: Stress period: 3 Time step: 106\n", + " Solving: Stress period: 3 Time step: 107\n", + " Solving: Stress period: 3 Time step: 108\n", + " Solving: Stress period: 3 Time step: 109\n", + " Solving: Stress period: 3 Time step: 110\n", + " Solving: Stress period: 3 Time step: 111\n", + " Solving: Stress period: 3 Time step: 112\n", + " Solving: Stress period: 3 Time step: 113\n", + " Solving: Stress period: 3 Time step: 114\n", + " Solving: Stress period: 3 Time step: 115\n", + " Solving: Stress period: 3 Time step: 116\n", + " Solving: Stress period: 3 Time step: 117\n", + " Solving: Stress period: 3 Time step: 118\n", + " Solving: Stress period: 3 Time step: 119\n", + " Solving: Stress period: 3 Time step: 120\n", + " Solving: Stress period: 4 Time step: 1\n", + " Solving: Stress period: 4 Time step: 2\n", + " Solving: Stress period: 4 Time step: 3\n", + " Solving: Stress period: 4 Time step: 4\n", + " Solving: Stress period: 4 Time step: 5\n", + " Solving: Stress period: 4 Time step: 6\n", + " Solving: Stress period: 4 Time step: 7\n", + " Solving: Stress period: 4 Time step: 8\n", + " Solving: Stress period: 4 Time step: 9\n", + " Solving: Stress period: 4 Time step: 10\n", + " Solving: Stress period: 4 Time step: 11\n", + " Solving: Stress period: 4 Time step: 12\n", + " Solving: Stress period: 4 Time step: 13\n", + " Solving: Stress period: 4 Time step: 14\n", + " Solving: Stress period: 4 Time step: 15\n", + " Solving: Stress period: 4 Time step: 16\n", + " Solving: Stress period: 4 Time step: 17\n", + " Solving: Stress period: 4 Time step: 18\n", + " Solving: Stress period: 4 Time step: 19\n", + " Solving: Stress period: 4 Time step: 20\n", + " Solving: Stress period: 4 Time step: 21\n", + " Solving: Stress period: 4 Time step: 22\n", + " Solving: Stress period: 4 Time step: 23\n", + " Solving: Stress period: 4 Time step: 24\n", + " Solving: Stress period: 4 Time step: 25\n", + " Solving: Stress period: 4 Time step: 26\n", + " Solving: Stress period: 4 Time step: 27\n", + " Solving: Stress period: 4 Time step: 28\n", + " Solving: Stress period: 4 Time step: 29\n", + " Solving: Stress period: 4 Time step: 30\n", + " Solving: Stress period: 4 Time step: 31\n", + " Solving: Stress period: 4 Time step: 32\n", + " Solving: Stress period: 4 Time step: 33\n", + " Solving: Stress period: 4 Time step: 34\n", + " Solving: Stress period: 4 Time step: 35\n", + " Solving: Stress period: 4 Time step: 36\n", + " Solving: Stress period: 4 Time step: 37\n", + " Solving: Stress period: 4 Time step: 38\n", + " Solving: Stress period: 4 Time step: 39\n", + " Solving: Stress period: 4 Time step: 40\n", + " Solving: Stress period: 4 Time step: 41\n", + " Solving: Stress period: 4 Time step: 42\n", + " Solving: Stress period: 4 Time step: 43\n", + " Solving: Stress period: 4 Time step: 44\n", + " Solving: Stress period: 4 Time step: 45\n", + " Solving: Stress period: 4 Time step: 46\n", + " Solving: Stress period: 4 Time step: 47\n", + " Solving: Stress period: 4 Time step: 48\n", + " Solving: Stress period: 4 Time step: 49\n", + " Solving: Stress period: 4 Time step: 50\n", + " Solving: Stress period: 4 Time step: 51\n", + " Solving: Stress period: 4 Time step: 52\n", + " Solving: Stress period: 4 Time step: 53\n", + " Solving: Stress period: 4 Time step: 54\n", + " Solving: Stress period: 4 Time step: 55\n", + " Solving: Stress period: 4 Time step: 56\n", + " Solving: Stress period: 4 Time step: 57\n", + " Solving: Stress period: 4 Time step: 58\n", + " Solving: Stress period: 4 Time step: 59\n", + " Solving: Stress period: 4 Time step: 60\n", + " Solving: Stress period: 4 Time step: 61\n", + " Solving: Stress period: 4 Time step: 62\n", + " Solving: Stress period: 4 Time step: 63\n", + " Solving: Stress period: 4 Time step: 64\n", + " Solving: Stress period: 4 Time step: 65\n", + " Solving: Stress period: 4 Time step: 66\n", + " Solving: Stress period: 4 Time step: 67\n", + " Solving: Stress period: 4 Time step: 68\n", + " Solving: Stress period: 4 Time step: 69\n", + " Solving: Stress period: 4 Time step: 70\n", + " Solving: Stress period: 4 Time step: 71\n", + " Solving: Stress period: 4 Time step: 72\n", + " Solving: Stress period: 4 Time step: 73\n", + " Solving: Stress period: 4 Time step: 74\n", + " Solving: Stress period: 4 Time step: 75\n", + " Solving: Stress period: 4 Time step: 76\n", + " Solving: Stress period: 4 Time step: 77\n", + " Solving: Stress period: 4 Time step: 78\n", + " Solving: Stress period: 4 Time step: 79\n", + " Solving: Stress period: 4 Time step: 80\n", + " Solving: Stress period: 4 Time step: 81\n", + " Solving: Stress period: 4 Time step: 82\n", + " Solving: Stress period: 4 Time step: 83\n", + " Solving: Stress period: 4 Time step: 84\n", + " Solving: Stress period: 4 Time step: 85\n", + " Solving: Stress period: 4 Time step: 86\n", + " Solving: Stress period: 4 Time step: 87\n", + " Solving: Stress period: 4 Time step: 88\n", + " Solving: Stress period: 4 Time step: 89\n", + " Solving: Stress period: 4 Time step: 90\n", + " Solving: Stress period: 4 Time step: 91\n", + " Solving: Stress period: 4 Time step: 92\n", + " Solving: Stress period: 4 Time step: 93\n", + " Solving: Stress period: 4 Time step: 94\n", + " Solving: Stress period: 4 Time step: 95\n", + " Solving: Stress period: 4 Time step: 96\n", + " Solving: Stress period: 4 Time step: 97\n", + " Solving: Stress period: 4 Time step: 98\n", + " Solving: Stress period: 4 Time step: 99\n", + " Solving: Stress period: 4 Time step: 100\n", + " Solving: Stress period: 4 Time step: 101\n", + " Solving: Stress period: 4 Time step: 102\n", + " Solving: Stress period: 4 Time step: 103\n", + " Solving: Stress period: 4 Time step: 104\n", + " Solving: Stress period: 4 Time step: 105\n", + " Solving: Stress period: 4 Time step: 106\n", + " Solving: Stress period: 4 Time step: 107\n", + " Solving: Stress period: 4 Time step: 108\n", + " Solving: Stress period: 4 Time step: 109\n", + " Solving: Stress period: 4 Time step: 110\n", + " Solving: Stress period: 4 Time step: 111\n", + " Solving: Stress period: 4 Time step: 112\n", + " Solving: Stress period: 4 Time step: 113\n", + " Solving: Stress period: 4 Time step: 114\n", + " Solving: Stress period: 4 Time step: 115\n", + " Solving: Stress period: 4 Time step: 116\n", + " Solving: Stress period: 4 Time step: 117\n", + " Solving: Stress period: 4 Time step: 118\n", + " Solving: Stress period: 4 Time step: 119\n", + " Solving: Stress period: 4 Time step: 120\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:37\n", + " Elapsed run time: 0.300 Seconds\n", + "\n", + "\n", + "WARNING REPORT:\n", + "\n", + " 1. NONLINEAR BLOCK VARIABLE 'OUTER_HCLOSE' IN FILE 'child_pkgs_test.ims'\n", + " WAS DEPRECATED IN VERSION 6.1.1. SETTING OUTER_DVCLOSE TO OUTER_HCLOSE\n", + " VALUE.\n", + " 2. LINEAR BLOCK VARIABLE 'INNER_HCLOSE' IN FILE 'child_pkgs_test.ims' WAS\n", + " DEPRECATED IN VERSION 6.1.1. SETTING INNER_DVCLOSE TO INNER_HCLOSE VALUE.\n", + " Normal termination of simulation.\n" + ] + } + ], "source": [ "# build ghb stress period data\n", "ghb_spd = {}\n", "ghb_period = []\n", "for layer, cond in zip(range(1, 3), [15.0, 1500.0]):\n", " for row in range(0, 15):\n", - " ghb_period.append(\n", - " ((layer, row, 9), 1.0, cond, 'Estuary-L2'))\n", + " ghb_period.append(((layer, row, 9), 1.0, cond, \"Estuary-L2\"))\n", "ghb_spd[0] = ghb_period\n", "\n", "# build obs data\n", - "ghb_obs = {('ghb_obs.csv', 'binary'): [('ghb-2-6-10', 'GHB', (1, 5, 9)),\n", - " ('ghb-3-6-10', 'GHB', (2, 5, 9))],\n", - " 'ghb_flows.csv': [('Estuary2', 'GHB', 'Estuary-L2'),\n", - " ('Estuary3', 'GHB', 'Estuary-L3')]}\n", + "ghb_obs = {\n", + " (\"ghb_obs.csv\", \"binary\"): [\n", + " (\"ghb-2-6-10\", \"GHB\", (1, 5, 9)),\n", + " (\"ghb-3-6-10\", \"GHB\", (2, 5, 9)),\n", + " ],\n", + " \"ghb_flows.csv\": [\n", + " (\"Estuary2\", \"GHB\", \"Estuary-L2\"),\n", + " (\"Estuary3\", \"GHB\", \"Estuary-L3\"),\n", + " ],\n", + "}\n", "# build ghb package\n", "ghb = flopy.mf6.modflow.mfgwfghb.ModflowGwfghb(\n", - " model, print_input=True, print_flows=True, save_flows=True, boundnames=True,\n", - " observations=ghb_obs, pname='ghb', maxbound=30, stress_period_data=ghb_spd)\n", + " model,\n", + " print_input=True,\n", + " print_flows=True,\n", + " save_flows=True,\n", + " boundnames=True,\n", + " observations=ghb_obs,\n", + " pname=\"ghb\",\n", + " maxbound=30,\n", + " stress_period_data=ghb_spd,\n", + ")\n", "ghb.obs.print_input = True\n", "\n", "sim.write_simulation()\n", "sim.run_simulation()\n", "\n", "# clean up for next example\n", - "model.remove_package('ghb')" + "model.remove_package(\"ghb\")" ] }, { @@ -158,41 +643,484 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "metadata": { "scrolled": true }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "writing simulation...\n", + " writing simulation name file...\n", + " writing simulation tdis package...\n", + " writing ims package ims_-1...\n", + " writing model child_pkgs...\n", + " writing model name file...\n", + " writing package dis...\n", + " writing package ic...\n", + " writing package npf...\n", + " writing package oc...\n", + " writing package sto...\n", + " writing package ghb...\n", + " writing package obs_0...\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", + " MODFLOW 6\n", + " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", + "\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", + "\n", + "This software has been approved for release by the U.S. Geological \n", + "Survey (USGS). Although the software has been subjected to rigorous \n", + "review, the USGS reserves the right to update the software as needed \n", + "pursuant to further analysis and review. No warranty, expressed or \n", + "implied, is made by the USGS or the U.S. Government as to the \n", + "functionality of the software and related material nor shall the \n", + "fact of release constitute any such warranty. Furthermore, the \n", + "software is released on condition that neither the USGS nor the U.S. \n", + "Government shall be held liable for any damages resulting from its \n", + "authorized or unauthorized use. Also refer to the USGS Water \n", + "Resources Software User Rights Notice for complete use, copyright, \n", + "and distribution information.\n", + "\n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:38\n", + "\n", + " Writing simulation list file: mfsim.lst\n", + " Using Simulation name file: mfsim.nam\n", + "\n", + " Solving: Stress period: 1 Time step: 1\n", + " Solving: Stress period: 2 Time step: 1\n", + " Solving: Stress period: 2 Time step: 2\n", + " Solving: Stress period: 2 Time step: 3\n", + " Solving: Stress period: 2 Time step: 4\n", + " Solving: Stress period: 2 Time step: 5\n", + " Solving: Stress period: 2 Time step: 6\n", + " Solving: Stress period: 2 Time step: 7\n", + " Solving: Stress period: 2 Time step: 8\n", + " Solving: Stress period: 2 Time step: 9\n", + " Solving: Stress period: 2 Time step: 10\n", + " Solving: Stress period: 2 Time step: 11\n", + " Solving: Stress period: 2 Time step: 12\n", + " Solving: Stress period: 2 Time step: 13\n", + " Solving: Stress period: 2 Time step: 14\n", + " Solving: Stress period: 2 Time step: 15\n", + " Solving: Stress period: 2 Time step: 16\n", + " Solving: Stress period: 2 Time step: 17\n", + " Solving: Stress period: 2 Time step: 18\n", + " Solving: Stress period: 2 Time step: 19\n", + " Solving: Stress period: 2 Time step: 20\n", + " Solving: Stress period: 2 Time step: 21\n", + " Solving: Stress period: 2 Time step: 22\n", + " Solving: Stress period: 2 Time step: 23\n", + " Solving: Stress period: 2 Time step: 24\n", + " Solving: Stress period: 2 Time step: 25\n", + " Solving: Stress period: 2 Time step: 26\n", + " Solving: Stress period: 2 Time step: 27\n", + " Solving: Stress period: 2 Time step: 28\n", + " Solving: Stress period: 2 Time step: 29\n", + " Solving: Stress period: 2 Time step: 30\n", + " Solving: Stress period: 2 Time step: 31\n", + " Solving: Stress period: 2 Time step: 32\n", + " Solving: Stress period: 2 Time step: 33\n", + " Solving: Stress period: 2 Time step: 34\n", + " Solving: Stress period: 2 Time step: 35\n", + " Solving: Stress period: 2 Time step: 36\n", + " Solving: Stress period: 2 Time step: 37\n", + " Solving: Stress period: 2 Time step: 38\n", + " Solving: Stress period: 2 Time step: 39\n", + " Solving: Stress period: 2 Time step: 40\n", + " Solving: Stress period: 2 Time step: 41\n", + " Solving: Stress period: 2 Time step: 42\n", + " Solving: Stress period: 2 Time step: 43\n", + " Solving: Stress period: 2 Time step: 44\n", + " Solving: Stress period: 2 Time step: 45\n", + " Solving: Stress period: 2 Time step: 46\n", + " Solving: Stress period: 2 Time step: 47\n", + " Solving: Stress period: 2 Time step: 48\n", + " Solving: Stress period: 2 Time step: 49\n", + " Solving: Stress period: 2 Time step: 50\n", + " Solving: Stress period: 2 Time step: 51\n", + " Solving: Stress period: 2 Time step: 52\n", + " Solving: Stress period: 2 Time step: 53\n", + " Solving: Stress period: 2 Time step: 54\n", + " Solving: Stress period: 2 Time step: 55\n", + " Solving: Stress period: 2 Time step: 56\n", + " Solving: Stress period: 2 Time step: 57\n", + " Solving: Stress period: 2 Time step: 58\n", + " Solving: Stress period: 2 Time step: 59\n", + " Solving: Stress period: 2 Time step: 60\n", + " Solving: Stress period: 2 Time step: 61\n", + " Solving: Stress period: 2 Time step: 62\n", + " Solving: Stress period: 2 Time step: 63\n", + " Solving: Stress period: 2 Time step: 64\n", + " Solving: Stress period: 2 Time step: 65\n", + " Solving: Stress period: 2 Time step: 66\n", + " Solving: Stress period: 2 Time step: 67\n", + " Solving: Stress period: 2 Time step: 68\n", + " Solving: Stress period: 2 Time step: 69\n", + " Solving: Stress period: 2 Time step: 70\n", + " Solving: Stress period: 2 Time step: 71\n", + " Solving: Stress period: 2 Time step: 72\n", + " Solving: Stress period: 2 Time step: 73\n", + " Solving: Stress period: 2 Time step: 74\n", + " Solving: Stress period: 2 Time step: 75\n", + " Solving: Stress period: 2 Time step: 76\n", + " Solving: Stress period: 2 Time step: 77\n", + " Solving: Stress period: 2 Time step: 78\n", + " Solving: Stress period: 2 Time step: 79\n", + " Solving: Stress period: 2 Time step: 80\n", + " Solving: Stress period: 2 Time step: 81\n", + " Solving: Stress period: 2 Time step: 82\n", + " Solving: Stress period: 2 Time step: 83\n", + " Solving: Stress period: 2 Time step: 84\n", + " Solving: Stress period: 2 Time step: 85\n", + " Solving: Stress period: 2 Time step: 86\n", + " Solving: Stress period: 2 Time step: 87\n", + " Solving: Stress period: 2 Time step: 88\n", + " Solving: Stress period: 2 Time step: 89\n", + " Solving: Stress period: 2 Time step: 90\n", + " Solving: Stress period: 2 Time step: 91\n", + " Solving: Stress period: 2 Time step: 92\n", + " Solving: Stress period: 2 Time step: 93\n", + " Solving: Stress period: 2 Time step: 94\n", + " Solving: Stress period: 2 Time step: 95\n", + " Solving: Stress period: 2 Time step: 96\n", + " Solving: Stress period: 2 Time step: 97\n", + " Solving: Stress period: 2 Time step: 98\n", + " Solving: Stress period: 2 Time step: 99\n", + " Solving: Stress period: 2 Time step: 100\n", + " Solving: Stress period: 2 Time step: 101\n", + " Solving: Stress period: 2 Time step: 102\n", + " Solving: Stress period: 2 Time step: 103\n", + " Solving: Stress period: 2 Time step: 104\n", + " Solving: Stress period: 2 Time step: 105\n", + " Solving: Stress period: 2 Time step: 106\n", + " Solving: Stress period: 2 Time step: 107\n", + " Solving: Stress period: 2 Time step: 108\n", + " Solving: Stress period: 2 Time step: 109\n", + " Solving: Stress period: 2 Time step: 110\n", + " Solving: Stress period: 2 Time step: 111\n", + " Solving: Stress period: 2 Time step: 112\n", + " Solving: Stress period: 2 Time step: 113\n", + " Solving: Stress period: 2 Time step: 114\n", + " Solving: Stress period: 2 Time step: 115\n", + " Solving: Stress period: 2 Time step: 116\n", + " Solving: Stress period: 2 Time step: 117\n", + " Solving: Stress period: 2 Time step: 118\n", + " Solving: Stress period: 2 Time step: 119\n", + " Solving: Stress period: 2 Time step: 120\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 1\n", + " Solving: Stress period: 3 Time step: 2\n", + " Solving: Stress period: 3 Time step: 3\n", + " Solving: Stress period: 3 Time step: 4\n", + " Solving: Stress period: 3 Time step: 5\n", + " Solving: Stress period: 3 Time step: 6\n", + " Solving: Stress period: 3 Time step: 7\n", + " Solving: Stress period: 3 Time step: 8\n", + " Solving: Stress period: 3 Time step: 9\n", + " Solving: Stress period: 3 Time step: 10\n", + " Solving: Stress period: 3 Time step: 11\n", + " Solving: Stress period: 3 Time step: 12\n", + " Solving: Stress period: 3 Time step: 13\n", + " Solving: Stress period: 3 Time step: 14\n", + " Solving: Stress period: 3 Time step: 15\n", + " Solving: Stress period: 3 Time step: 16\n", + " Solving: Stress period: 3 Time step: 17\n", + " Solving: Stress period: 3 Time step: 18\n", + " Solving: Stress period: 3 Time step: 19\n", + " Solving: Stress period: 3 Time step: 20\n", + " Solving: Stress period: 3 Time step: 21\n", + " Solving: Stress period: 3 Time step: 22\n", + " Solving: Stress period: 3 Time step: 23\n", + " Solving: Stress period: 3 Time step: 24\n", + " Solving: Stress period: 3 Time step: 25\n", + " Solving: Stress period: 3 Time step: 26\n", + " Solving: Stress period: 3 Time step: 27\n", + " Solving: Stress period: 3 Time step: 28\n", + " Solving: Stress period: 3 Time step: 29\n", + " Solving: Stress period: 3 Time step: 30\n", + " Solving: Stress period: 3 Time step: 31\n", + " Solving: Stress period: 3 Time step: 32\n", + " Solving: Stress period: 3 Time step: 33\n", + " Solving: Stress period: 3 Time step: 34\n", + " Solving: Stress period: 3 Time step: 35\n", + " Solving: Stress period: 3 Time step: 36\n", + " Solving: Stress period: 3 Time step: 37\n", + " Solving: Stress period: 3 Time step: 38\n", + " Solving: Stress period: 3 Time step: 39\n", + " Solving: Stress period: 3 Time step: 40\n", + " Solving: Stress period: 3 Time step: 41\n", + " Solving: Stress period: 3 Time step: 42\n", + " Solving: Stress period: 3 Time step: 43\n", + " Solving: Stress period: 3 Time step: 44\n", + " Solving: Stress period: 3 Time step: 45\n", + " Solving: Stress period: 3 Time step: 46\n", + " Solving: Stress period: 3 Time step: 47\n", + " Solving: Stress period: 3 Time step: 48\n", + " Solving: Stress period: 3 Time step: 49\n", + " Solving: Stress period: 3 Time step: 50\n", + " Solving: Stress period: 3 Time step: 51\n", + " Solving: Stress period: 3 Time step: 52\n", + " Solving: Stress period: 3 Time step: 53\n", + " Solving: Stress period: 3 Time step: 54\n", + " Solving: Stress period: 3 Time step: 55\n", + " Solving: Stress period: 3 Time step: 56\n", + " Solving: Stress period: 3 Time step: 57\n", + " Solving: Stress period: 3 Time step: 58\n", + " Solving: Stress period: 3 Time step: 59\n", + " Solving: Stress period: 3 Time step: 60\n", + " Solving: Stress period: 3 Time step: 61\n", + " Solving: Stress period: 3 Time step: 62\n", + " Solving: Stress period: 3 Time step: 63\n", + " Solving: Stress period: 3 Time step: 64\n", + " Solving: Stress period: 3 Time step: 65\n", + " Solving: Stress period: 3 Time step: 66\n", + " Solving: Stress period: 3 Time step: 67\n", + " Solving: Stress period: 3 Time step: 68\n", + " Solving: Stress period: 3 Time step: 69\n", + " Solving: Stress period: 3 Time step: 70\n", + " Solving: Stress period: 3 Time step: 71\n", + " Solving: Stress period: 3 Time step: 72\n", + " Solving: Stress period: 3 Time step: 73\n", + " Solving: Stress period: 3 Time step: 74\n", + " Solving: Stress period: 3 Time step: 75\n", + " Solving: Stress period: 3 Time step: 76\n", + " Solving: Stress period: 3 Time step: 77\n", + " Solving: Stress period: 3 Time step: 78\n", + " Solving: Stress period: 3 Time step: 79\n", + " Solving: Stress period: 3 Time step: 80\n", + " Solving: Stress period: 3 Time step: 81\n", + " Solving: Stress period: 3 Time step: 82\n", + " Solving: Stress period: 3 Time step: 83\n", + " Solving: Stress period: 3 Time step: 84\n", + " Solving: Stress period: 3 Time step: 85\n", + " Solving: Stress period: 3 Time step: 86\n", + " Solving: Stress period: 3 Time step: 87\n", + " Solving: Stress period: 3 Time step: 88\n", + " Solving: Stress period: 3 Time step: 89\n", + " Solving: Stress period: 3 Time step: 90\n", + " Solving: Stress period: 3 Time step: 91\n", + " Solving: Stress period: 3 Time step: 92\n", + " Solving: Stress period: 3 Time step: 93\n", + " Solving: Stress period: 3 Time step: 94\n", + " Solving: Stress period: 3 Time step: 95\n", + " Solving: Stress period: 3 Time step: 96\n", + " Solving: Stress period: 3 Time step: 97\n", + " Solving: Stress period: 3 Time step: 98\n", + " Solving: Stress period: 3 Time step: 99\n", + " Solving: Stress period: 3 Time step: 100\n", + " Solving: Stress period: 3 Time step: 101\n", + " Solving: Stress period: 3 Time step: 102\n", + " Solving: Stress period: 3 Time step: 103\n", + " Solving: Stress period: 3 Time step: 104\n", + " Solving: Stress period: 3 Time step: 105\n", + " Solving: Stress period: 3 Time step: 106\n", + " Solving: Stress period: 3 Time step: 107\n", + " Solving: Stress period: 3 Time step: 108\n", + " Solving: Stress period: 3 Time step: 109\n", + " Solving: Stress period: 3 Time step: 110\n", + " Solving: Stress period: 3 Time step: 111\n", + " Solving: Stress period: 3 Time step: 112\n", + " Solving: Stress period: 3 Time step: 113\n", + " Solving: Stress period: 3 Time step: 114\n", + " Solving: Stress period: 3 Time step: 115\n", + " Solving: Stress period: 3 Time step: 116\n", + " Solving: Stress period: 3 Time step: 117\n", + " Solving: Stress period: 3 Time step: 118\n", + " Solving: Stress period: 3 Time step: 119\n", + " Solving: Stress period: 3 Time step: 120\n", + " Solving: Stress period: 4 Time step: 1\n", + " Solving: Stress period: 4 Time step: 2\n", + " Solving: Stress period: 4 Time step: 3\n", + " Solving: Stress period: 4 Time step: 4\n", + " Solving: Stress period: 4 Time step: 5\n", + " Solving: Stress period: 4 Time step: 6\n", + " Solving: Stress period: 4 Time step: 7\n", + " Solving: Stress period: 4 Time step: 8\n", + " Solving: Stress period: 4 Time step: 9\n", + " Solving: Stress period: 4 Time step: 10\n", + " Solving: Stress period: 4 Time step: 11\n", + " Solving: Stress period: 4 Time step: 12\n", + " Solving: Stress period: 4 Time step: 13\n", + " Solving: Stress period: 4 Time step: 14\n", + " Solving: Stress period: 4 Time step: 15\n", + " Solving: Stress period: 4 Time step: 16\n", + " Solving: Stress period: 4 Time step: 17\n", + " Solving: Stress period: 4 Time step: 18\n", + " Solving: Stress period: 4 Time step: 19\n", + " Solving: Stress period: 4 Time step: 20\n", + " Solving: Stress period: 4 Time step: 21\n", + " Solving: Stress period: 4 Time step: 22\n", + " Solving: Stress period: 4 Time step: 23\n", + " Solving: Stress period: 4 Time step: 24\n", + " Solving: Stress period: 4 Time step: 25\n", + " Solving: Stress period: 4 Time step: 26\n", + " Solving: Stress period: 4 Time step: 27\n", + " Solving: Stress period: 4 Time step: 28\n", + " Solving: Stress period: 4 Time step: 29\n", + " Solving: Stress period: 4 Time step: 30\n", + " Solving: Stress period: 4 Time step: 31\n", + " Solving: Stress period: 4 Time step: 32\n", + " Solving: Stress period: 4 Time step: 33\n", + " Solving: Stress period: 4 Time step: 34\n", + " Solving: Stress period: 4 Time step: 35\n", + " Solving: Stress period: 4 Time step: 36\n", + " Solving: Stress period: 4 Time step: 37\n", + " Solving: Stress period: 4 Time step: 38\n", + " Solving: Stress period: 4 Time step: 39\n", + " Solving: Stress period: 4 Time step: 40\n", + " Solving: Stress period: 4 Time step: 41\n", + " Solving: Stress period: 4 Time step: 42\n", + " Solving: Stress period: 4 Time step: 43\n", + " Solving: Stress period: 4 Time step: 44\n", + " Solving: Stress period: 4 Time step: 45\n", + " Solving: Stress period: 4 Time step: 46\n", + " Solving: Stress period: 4 Time step: 47\n", + " Solving: Stress period: 4 Time step: 48\n", + " Solving: Stress period: 4 Time step: 49\n", + " Solving: Stress period: 4 Time step: 50\n", + " Solving: Stress period: 4 Time step: 51\n", + " Solving: Stress period: 4 Time step: 52\n", + " Solving: Stress period: 4 Time step: 53\n", + " Solving: Stress period: 4 Time step: 54\n", + " Solving: Stress period: 4 Time step: 55\n", + " Solving: Stress period: 4 Time step: 56\n", + " Solving: Stress period: 4 Time step: 57\n", + " Solving: Stress period: 4 Time step: 58\n", + " Solving: Stress period: 4 Time step: 59\n", + " Solving: Stress period: 4 Time step: 60\n", + " Solving: Stress period: 4 Time step: 61\n", + " Solving: Stress period: 4 Time step: 62\n", + " Solving: Stress period: 4 Time step: 63\n", + " Solving: Stress period: 4 Time step: 64\n", + " Solving: Stress period: 4 Time step: 65\n", + " Solving: Stress period: 4 Time step: 66\n", + " Solving: Stress period: 4 Time step: 67\n", + " Solving: Stress period: 4 Time step: 68\n", + " Solving: Stress period: 4 Time step: 69\n", + " Solving: Stress period: 4 Time step: 70\n", + " Solving: Stress period: 4 Time step: 71\n", + " Solving: Stress period: 4 Time step: 72\n", + " Solving: Stress period: 4 Time step: 73\n", + " Solving: Stress period: 4 Time step: 74\n", + " Solving: Stress period: 4 Time step: 75\n", + " Solving: Stress period: 4 Time step: 76\n", + " Solving: Stress period: 4 Time step: 77\n", + " Solving: Stress period: 4 Time step: 78\n", + " Solving: Stress period: 4 Time step: 79\n", + " Solving: Stress period: 4 Time step: 80\n", + " Solving: Stress period: 4 Time step: 81\n", + " Solving: Stress period: 4 Time step: 82\n", + " Solving: Stress period: 4 Time step: 83\n", + " Solving: Stress period: 4 Time step: 84\n", + " Solving: Stress period: 4 Time step: 85\n", + " Solving: Stress period: 4 Time step: 86\n", + " Solving: Stress period: 4 Time step: 87\n", + " Solving: Stress period: 4 Time step: 88\n", + " Solving: Stress period: 4 Time step: 89\n", + " Solving: Stress period: 4 Time step: 90\n", + " Solving: Stress period: 4 Time step: 91\n", + " Solving: Stress period: 4 Time step: 92\n", + " Solving: Stress period: 4 Time step: 93\n", + " Solving: Stress period: 4 Time step: 94\n", + " Solving: Stress period: 4 Time step: 95\n", + " Solving: Stress period: 4 Time step: 96\n", + " Solving: Stress period: 4 Time step: 97\n", + " Solving: Stress period: 4 Time step: 98\n", + " Solving: Stress period: 4 Time step: 99\n", + " Solving: Stress period: 4 Time step: 100\n", + " Solving: Stress period: 4 Time step: 101\n", + " Solving: Stress period: 4 Time step: 102\n", + " Solving: Stress period: 4 Time step: 103\n", + " Solving: Stress period: 4 Time step: 104\n", + " Solving: Stress period: 4 Time step: 105\n", + " Solving: Stress period: 4 Time step: 106\n", + " Solving: Stress period: 4 Time step: 107\n", + " Solving: Stress period: 4 Time step: 108\n", + " Solving: Stress period: 4 Time step: 109\n", + " Solving: Stress period: 4 Time step: 110\n", + " Solving: Stress period: 4 Time step: 111\n", + " Solving: Stress period: 4 Time step: 112\n", + " Solving: Stress period: 4 Time step: 113\n", + " Solving: Stress period: 4 Time step: 114\n", + " Solving: Stress period: 4 Time step: 115\n", + " Solving: Stress period: 4 Time step: 116\n", + " Solving: Stress period: 4 Time step: 117\n", + " Solving: Stress period: 4 Time step: 118\n", + " Solving: Stress period: 4 Time step: 119\n", + " Solving: Stress period: 4 Time step: 120\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:38\n", + " Elapsed run time: 0.297 Seconds\n", + "\n", + "\n", + "WARNING REPORT:\n", + "\n", + " 1. NONLINEAR BLOCK VARIABLE 'OUTER_HCLOSE' IN FILE 'child_pkgs_test.ims'\n", + " WAS DEPRECATED IN VERSION 6.1.1. SETTING OUTER_DVCLOSE TO OUTER_HCLOSE\n", + " VALUE.\n", + " 2. LINEAR BLOCK VARIABLE 'INNER_HCLOSE' IN FILE 'child_pkgs_test.ims' WAS\n", + " DEPRECATED IN VERSION 6.1.1. SETTING INNER_DVCLOSE TO INNER_HCLOSE VALUE.\n", + " Normal termination of simulation.\n" + ] + } + ], "source": [ "# build ghb stress period data\n", "ghb_spd = {}\n", "ghb_period = []\n", "for layer, cond in zip(range(1, 3), [15.0, 1500.0]):\n", " for row in range(0, 15):\n", - " ghb_period.append(\n", - " ((layer, row, 9), 1.0, cond, 'Estuary-L2'))\n", + " ghb_period.append(((layer, row, 9), 1.0, cond, \"Estuary-L2\"))\n", "ghb_spd[0] = ghb_period\n", "\n", "# build ghb package\n", "ghb = flopy.mf6.modflow.mfgwfghb.ModflowGwfghb(\n", - " model, print_input=True, print_flows=True, save_flows=True, boundnames=True,\n", - " maxbound=30, stress_period_data=ghb_spd, pname='ghb')\n", + " model,\n", + " print_input=True,\n", + " print_flows=True,\n", + " save_flows=True,\n", + " boundnames=True,\n", + " maxbound=30,\n", + " stress_period_data=ghb_spd,\n", + " pname=\"ghb\",\n", + ")\n", "\n", "# build obs data\n", - "ghb_obs = {('ghb_obs.csv', 'binary'): [('ghb-2-6-10', 'GHB', (1, 5, 9)),\n", - " ('ghb-3-6-10', 'GHB', (2, 5, 9))],\n", - " 'ghb_flows.csv': [('Estuary2', 'GHB', 'Estuary-L2'),\n", - " ('Estuary3', 'GHB', 'Estuary-L3')]}\n", + "ghb_obs = {\n", + " (\"ghb_obs.csv\", \"binary\"): [\n", + " (\"ghb-2-6-10\", \"GHB\", (1, 5, 9)),\n", + " (\"ghb-3-6-10\", \"GHB\", (2, 5, 9)),\n", + " ],\n", + " \"ghb_flows.csv\": [\n", + " (\"Estuary2\", \"GHB\", \"Estuary-L2\"),\n", + " (\"Estuary3\", \"GHB\", \"Estuary-L3\"),\n", + " ],\n", + "}\n", "\n", "# initialize obs package\n", - "ghb.obs.initialize(filename='child_pkgs_test.ghb.obs', digits=9, print_input=True, \n", - " continuous=ghb_obs)\n", + "ghb.obs.initialize(\n", + " filename=\"child_pkgs_test.ghb.obs\",\n", + " digits=9,\n", + " print_input=True,\n", + " continuous=ghb_obs,\n", + ")\n", "\n", "sim.write_simulation()\n", "sim.run_simulation()\n", "\n", "# clean up for next example\n", - "model.remove_package('ghb')" + "model.remove_package(\"ghb\")" ] }, { @@ -204,39 +1132,479 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "writing simulation...\n", + " writing simulation name file...\n", + " writing simulation tdis package...\n", + " writing ims package ims_-1...\n", + " writing model child_pkgs...\n", + " writing model name file...\n", + " writing package dis...\n", + " writing package ic...\n", + " writing package npf...\n", + " writing package oc...\n", + " writing package sto...\n", + " writing package ghb...\n", + " writing package obs_0...\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", + " MODFLOW 6\n", + " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", + "\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", + "\n", + "This software has been approved for release by the U.S. Geological \n", + "Survey (USGS). Although the software has been subjected to rigorous \n", + "review, the USGS reserves the right to update the software as needed \n", + "pursuant to further analysis and review. No warranty, expressed or \n", + "implied, is made by the USGS or the U.S. Government as to the \n", + "functionality of the software and related material nor shall the \n", + "fact of release constitute any such warranty. Furthermore, the \n", + "software is released on condition that neither the USGS nor the U.S. \n", + "Government shall be held liable for any damages resulting from its \n", + "authorized or unauthorized use. Also refer to the USGS Water \n", + "Resources Software User Rights Notice for complete use, copyright, \n", + "and distribution information.\n", + "\n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:38\n", + "\n", + " Writing simulation list file: mfsim.lst\n", + " Using Simulation name file: mfsim.nam\n", + "\n", + " Solving: Stress period: 1 Time step: 1\n", + " Solving: Stress period: 2 Time step: 1\n", + " Solving: Stress period: 2 Time step: 2\n", + " Solving: Stress period: 2 Time step: 3\n", + " Solving: Stress period: 2 Time step: 4\n", + " Solving: Stress period: 2 Time step: 5\n", + " Solving: Stress period: 2 Time step: 6\n", + " Solving: Stress period: 2 Time step: 7\n", + " Solving: Stress period: 2 Time step: 8\n", + " Solving: Stress period: 2 Time step: 9\n", + " Solving: Stress period: 2 Time step: 10\n", + " Solving: Stress period: 2 Time step: 11\n", + " Solving: Stress period: 2 Time step: 12\n", + " Solving: Stress period: 2 Time step: 13\n", + " Solving: Stress period: 2 Time step: 14\n", + " Solving: Stress period: 2 Time step: 15\n", + " Solving: Stress period: 2 Time step: 16\n", + " Solving: Stress period: 2 Time step: 17\n", + " Solving: Stress period: 2 Time step: 18\n", + " Solving: Stress period: 2 Time step: 19\n", + " Solving: Stress period: 2 Time step: 20\n", + " Solving: Stress period: 2 Time step: 21\n", + " Solving: Stress period: 2 Time step: 22\n", + " Solving: Stress period: 2 Time step: 23\n", + " Solving: Stress period: 2 Time step: 24\n", + " Solving: Stress period: 2 Time step: 25\n", + " Solving: Stress period: 2 Time step: 26\n", + " Solving: Stress period: 2 Time step: 27\n", + " Solving: Stress period: 2 Time step: 28\n", + " Solving: Stress period: 2 Time step: 29\n", + " Solving: Stress period: 2 Time step: 30\n", + " Solving: Stress period: 2 Time step: 31\n", + " Solving: Stress period: 2 Time step: 32\n", + " Solving: Stress period: 2 Time step: 33\n", + " Solving: Stress period: 2 Time step: 34\n", + " Solving: Stress period: 2 Time step: 35\n", + " Solving: Stress period: 2 Time step: 36\n", + " Solving: Stress period: 2 Time step: 37\n", + " Solving: Stress period: 2 Time step: 38\n", + " Solving: Stress period: 2 Time step: 39\n", + " Solving: Stress period: 2 Time step: 40\n", + " Solving: Stress period: 2 Time step: 41\n", + " Solving: Stress period: 2 Time step: 42\n", + " Solving: Stress period: 2 Time step: 43\n", + " Solving: Stress period: 2 Time step: 44\n", + " Solving: Stress period: 2 Time step: 45\n", + " Solving: Stress period: 2 Time step: 46\n", + " Solving: Stress period: 2 Time step: 47\n", + " Solving: Stress period: 2 Time step: 48\n", + " Solving: Stress period: 2 Time step: 49\n", + " Solving: Stress period: 2 Time step: 50\n", + " Solving: Stress period: 2 Time step: 51\n", + " Solving: Stress period: 2 Time step: 52\n", + " Solving: Stress period: 2 Time step: 53\n", + " Solving: Stress period: 2 Time step: 54\n", + " Solving: Stress period: 2 Time step: 55\n", + " Solving: Stress period: 2 Time step: 56\n", + " Solving: Stress period: 2 Time step: 57\n", + " Solving: Stress period: 2 Time step: 58\n", + " Solving: Stress period: 2 Time step: 59\n", + " Solving: Stress period: 2 Time step: 60\n", + " Solving: Stress period: 2 Time step: 61\n", + " Solving: Stress period: 2 Time step: 62\n", + " Solving: Stress period: 2 Time step: 63\n", + " Solving: Stress period: 2 Time step: 64\n", + " Solving: Stress period: 2 Time step: 65\n", + " Solving: Stress period: 2 Time step: 66\n", + " Solving: Stress period: 2 Time step: 67\n", + " Solving: Stress period: 2 Time step: 68\n", + " Solving: Stress period: 2 Time step: 69\n", + " Solving: Stress period: 2 Time step: 70\n", + " Solving: Stress period: 2 Time step: 71\n", + " Solving: Stress period: 2 Time step: 72\n", + " Solving: Stress period: 2 Time step: 73\n", + " Solving: Stress period: 2 Time step: 74\n", + " Solving: Stress period: 2 Time step: 75\n", + " Solving: Stress period: 2 Time step: 76\n", + " Solving: Stress period: 2 Time step: 77\n", + " Solving: Stress period: 2 Time step: 78\n", + " Solving: Stress period: 2 Time step: 79\n", + " Solving: Stress period: 2 Time step: 80\n", + " Solving: Stress period: 2 Time step: 81\n", + " Solving: Stress period: 2 Time step: 82\n", + " Solving: Stress period: 2 Time step: 83\n", + " Solving: Stress period: 2 Time step: 84\n", + " Solving: Stress period: 2 Time step: 85\n", + " Solving: Stress period: 2 Time step: 86\n", + " Solving: Stress period: 2 Time step: 87\n", + " Solving: Stress period: 2 Time step: 88\n", + " Solving: Stress period: 2 Time step: 89\n", + " Solving: Stress period: 2 Time step: 90\n", + " Solving: Stress period: 2 Time step: 91\n", + " Solving: Stress period: 2 Time step: 92\n", + " Solving: Stress period: 2 Time step: 93\n", + " Solving: Stress period: 2 Time step: 94\n", + " Solving: Stress period: 2 Time step: 95\n", + " Solving: Stress period: 2 Time step: 96\n", + " Solving: Stress period: 2 Time step: 97\n", + " Solving: Stress period: 2 Time step: 98\n", + " Solving: Stress period: 2 Time step: 99\n", + " Solving: Stress period: 2 Time step: 100\n", + " Solving: Stress period: 2 Time step: 101\n", + " Solving: Stress period: 2 Time step: 102\n", + " Solving: Stress period: 2 Time step: 103\n", + " Solving: Stress period: 2 Time step: 104\n", + " Solving: Stress period: 2 Time step: 105\n", + " Solving: Stress period: 2 Time step: 106\n", + " Solving: Stress period: 2 Time step: 107\n", + " Solving: Stress period: 2 Time step: 108\n", + " Solving: Stress period: 2 Time step: 109\n", + " Solving: Stress period: 2 Time step: 110\n", + " Solving: Stress period: 2 Time step: 111\n", + " Solving: Stress period: 2 Time step: 112\n", + " Solving: Stress period: 2 Time step: 113\n", + " Solving: Stress period: 2 Time step: 114\n", + " Solving: Stress period: 2 Time step: 115\n", + " Solving: Stress period: 2 Time step: 116\n", + " Solving: Stress period: 2 Time step: 117\n", + " Solving: Stress period: 2 Time step: 118\n", + " Solving: Stress period: 2 Time step: 119\n", + " Solving: Stress period: 2 Time step: 120\n", + " Solving: Stress period: 3 Time step: 1\n", + " Solving: Stress period: 3 Time step: 2\n", + " Solving: Stress period: 3 Time step: 3\n", + " Solving: Stress period: 3 Time step: 4\n", + " Solving: Stress period: 3 Time step: 5\n", + " Solving: Stress period: 3 Time step: 6\n", + " Solving: Stress period: 3 Time step: 7\n", + " Solving: Stress period: 3 Time step: 8\n", + " Solving: Stress period: 3 Time step: 9\n", + " Solving: Stress period: 3 Time step: 10\n", + " Solving: Stress period: 3 Time step: 11\n", + " Solving: Stress period: 3 Time step: 12\n", + " Solving: Stress period: 3 Time step: 13\n", + " Solving: Stress period: 3 Time step: 14\n", + " Solving: Stress period: 3 Time step: 15\n", + " Solving: Stress period: 3 Time step: 16\n", + " Solving: Stress period: 3 Time step: 17\n", + " Solving: Stress period: 3 Time step: 18\n", + " Solving: Stress period: 3 Time step: 19\n", + " Solving: Stress period: 3 Time step: 20\n", + " Solving: Stress period: 3 Time step: 21\n", + " Solving: Stress period: 3 Time step: 22\n", + " Solving: Stress period: 3 Time step: 23\n", + " Solving: Stress period: 3 Time step: 24\n", + " Solving: Stress period: 3 Time step: 25\n", + " Solving: Stress period: 3 Time step: 26\n", + " Solving: Stress period: 3 Time step: 27\n", + " Solving: Stress period: 3 Time step: 28\n", + " Solving: Stress period: 3 Time step: 29\n", + " Solving: Stress period: 3 Time step: 30\n", + " Solving: Stress period: 3 Time step: 31\n", + " Solving: Stress period: 3 Time step: 32\n", + " Solving: Stress period: 3 Time step: 33\n", + " Solving: Stress period: 3 Time step: 34\n", + " Solving: Stress period: 3 Time step: 35\n", + " Solving: Stress period: 3 Time step: 36\n", + " Solving: Stress period: 3 Time step: 37\n", + " Solving: Stress period: 3 Time step: 38\n", + " Solving: Stress period: 3 Time step: 39\n", + " Solving: Stress period: 3 Time step: 40\n", + " Solving: Stress period: 3 Time step: 41\n", + " Solving: Stress period: 3 Time step: 42\n", + " Solving: Stress period: 3 Time step: 43\n", + " Solving: Stress period: 3 Time step: 44\n", + " Solving: Stress period: 3 Time step: 45\n", + " Solving: Stress period: 3 Time step: 46\n", + " Solving: Stress period: 3 Time step: 47\n", + " Solving: Stress period: 3 Time step: 48\n", + " Solving: Stress period: 3 Time step: 49\n", + " Solving: Stress period: 3 Time step: 50\n", + " Solving: Stress period: 3 Time step: 51\n", + " Solving: Stress period: 3 Time step: 52\n", + " Solving: Stress period: 3 Time step: 53\n", + " Solving: Stress period: 3 Time step: 54\n", + " Solving: Stress period: 3 Time step: 55\n", + " Solving: Stress period: 3 Time step: 56\n", + " Solving: Stress period: 3 Time step: 57\n", + " Solving: Stress period: 3 Time step: 58\n", + " Solving: Stress period: 3 Time step: 59\n", + " Solving: Stress period: 3 Time step: 60\n", + " Solving: Stress period: 3 Time step: 61\n", + " Solving: Stress period: 3 Time step: 62\n", + " Solving: Stress period: 3 Time step: 63\n", + " Solving: Stress period: 3 Time step: 64\n", + " Solving: Stress period: 3 Time step: 65\n", + " Solving: Stress period: 3 Time step: 66\n", + " Solving: Stress period: 3 Time step: 67\n", + " Solving: Stress period: 3 Time step: 68\n", + " Solving: Stress period: 3 Time step: 69\n", + " Solving: Stress period: 3 Time step: 70\n", + " Solving: Stress period: 3 Time step: 71\n", + " Solving: Stress period: 3 Time step: 72\n", + " Solving: Stress period: 3 Time step: 73\n", + " Solving: Stress period: 3 Time step: 74\n", + " Solving: Stress period: 3 Time step: 75\n", + " Solving: Stress period: 3 Time step: 76\n", + " Solving: Stress period: 3 Time step: 77\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 78\n", + " Solving: Stress period: 3 Time step: 79\n", + " Solving: Stress period: 3 Time step: 80\n", + " Solving: Stress period: 3 Time step: 81\n", + " Solving: Stress period: 3 Time step: 82\n", + " Solving: Stress period: 3 Time step: 83\n", + " Solving: Stress period: 3 Time step: 84\n", + " Solving: Stress period: 3 Time step: 85\n", + " Solving: Stress period: 3 Time step: 86\n", + " Solving: Stress period: 3 Time step: 87\n", + " Solving: Stress period: 3 Time step: 88\n", + " Solving: Stress period: 3 Time step: 89\n", + " Solving: Stress period: 3 Time step: 90\n", + " Solving: Stress period: 3 Time step: 91\n", + " Solving: Stress period: 3 Time step: 92\n", + " Solving: Stress period: 3 Time step: 93\n", + " Solving: Stress period: 3 Time step: 94\n", + " Solving: Stress period: 3 Time step: 95\n", + " Solving: Stress period: 3 Time step: 96\n", + " Solving: Stress period: 3 Time step: 97\n", + " Solving: Stress period: 3 Time step: 98\n", + " Solving: Stress period: 3 Time step: 99\n", + " Solving: Stress period: 3 Time step: 100\n", + " Solving: Stress period: 3 Time step: 101\n", + " Solving: Stress period: 3 Time step: 102\n", + " Solving: Stress period: 3 Time step: 103\n", + " Solving: Stress period: 3 Time step: 104\n", + " Solving: Stress period: 3 Time step: 105\n", + " Solving: Stress period: 3 Time step: 106\n", + " Solving: Stress period: 3 Time step: 107\n", + " Solving: Stress period: 3 Time step: 108\n", + " Solving: Stress period: 3 Time step: 109\n", + " Solving: Stress period: 3 Time step: 110\n", + " Solving: Stress period: 3 Time step: 111\n", + " Solving: Stress period: 3 Time step: 112\n", + " Solving: Stress period: 3 Time step: 113\n", + " Solving: Stress period: 3 Time step: 114\n", + " Solving: Stress period: 3 Time step: 115\n", + " Solving: Stress period: 3 Time step: 116\n", + " Solving: Stress period: 3 Time step: 117\n", + " Solving: Stress period: 3 Time step: 118\n", + " Solving: Stress period: 3 Time step: 119\n", + " Solving: Stress period: 3 Time step: 120\n", + " Solving: Stress period: 4 Time step: 1\n", + " Solving: Stress period: 4 Time step: 2\n", + " Solving: Stress period: 4 Time step: 3\n", + " Solving: Stress period: 4 Time step: 4\n", + " Solving: Stress period: 4 Time step: 5\n", + " Solving: Stress period: 4 Time step: 6\n", + " Solving: Stress period: 4 Time step: 7\n", + " Solving: Stress period: 4 Time step: 8\n", + " Solving: Stress period: 4 Time step: 9\n", + " Solving: Stress period: 4 Time step: 10\n", + " Solving: Stress period: 4 Time step: 11\n", + " Solving: Stress period: 4 Time step: 12\n", + " Solving: Stress period: 4 Time step: 13\n", + " Solving: Stress period: 4 Time step: 14\n", + " Solving: Stress period: 4 Time step: 15\n", + " Solving: Stress period: 4 Time step: 16\n", + " Solving: Stress period: 4 Time step: 17\n", + " Solving: Stress period: 4 Time step: 18\n", + " Solving: Stress period: 4 Time step: 19\n", + " Solving: Stress period: 4 Time step: 20\n", + " Solving: Stress period: 4 Time step: 21\n", + " Solving: Stress period: 4 Time step: 22\n", + " Solving: Stress period: 4 Time step: 23\n", + " Solving: Stress period: 4 Time step: 24\n", + " Solving: Stress period: 4 Time step: 25\n", + " Solving: Stress period: 4 Time step: 26\n", + " Solving: Stress period: 4 Time step: 27\n", + " Solving: Stress period: 4 Time step: 28\n", + " Solving: Stress period: 4 Time step: 29\n", + " Solving: Stress period: 4 Time step: 30\n", + " Solving: Stress period: 4 Time step: 31\n", + " Solving: Stress period: 4 Time step: 32\n", + " Solving: Stress period: 4 Time step: 33\n", + " Solving: Stress period: 4 Time step: 34\n", + " Solving: Stress period: 4 Time step: 35\n", + " Solving: Stress period: 4 Time step: 36\n", + " Solving: Stress period: 4 Time step: 37\n", + " Solving: Stress period: 4 Time step: 38\n", + " Solving: Stress period: 4 Time step: 39\n", + " Solving: Stress period: 4 Time step: 40\n", + " Solving: Stress period: 4 Time step: 41\n", + " Solving: Stress period: 4 Time step: 42\n", + " Solving: Stress period: 4 Time step: 43\n", + " Solving: Stress period: 4 Time step: 44\n", + " Solving: Stress period: 4 Time step: 45\n", + " Solving: Stress period: 4 Time step: 46\n", + " Solving: Stress period: 4 Time step: 47\n", + " Solving: Stress period: 4 Time step: 48\n", + " Solving: Stress period: 4 Time step: 49\n", + " Solving: Stress period: 4 Time step: 50\n", + " Solving: Stress period: 4 Time step: 51\n", + " Solving: Stress period: 4 Time step: 52\n", + " Solving: Stress period: 4 Time step: 53\n", + " Solving: Stress period: 4 Time step: 54\n", + " Solving: Stress period: 4 Time step: 55\n", + " Solving: Stress period: 4 Time step: 56\n", + " Solving: Stress period: 4 Time step: 57\n", + " Solving: Stress period: 4 Time step: 58\n", + " Solving: Stress period: 4 Time step: 59\n", + " Solving: Stress period: 4 Time step: 60\n", + " Solving: Stress period: 4 Time step: 61\n", + " Solving: Stress period: 4 Time step: 62\n", + " Solving: Stress period: 4 Time step: 63\n", + " Solving: Stress period: 4 Time step: 64\n", + " Solving: Stress period: 4 Time step: 65\n", + " Solving: Stress period: 4 Time step: 66\n", + " Solving: Stress period: 4 Time step: 67\n", + " Solving: Stress period: 4 Time step: 68\n", + " Solving: Stress period: 4 Time step: 69\n", + " Solving: Stress period: 4 Time step: 70\n", + " Solving: Stress period: 4 Time step: 71\n", + " Solving: Stress period: 4 Time step: 72\n", + " Solving: Stress period: 4 Time step: 73\n", + " Solving: Stress period: 4 Time step: 74\n", + " Solving: Stress period: 4 Time step: 75\n", + " Solving: Stress period: 4 Time step: 76\n", + " Solving: Stress period: 4 Time step: 77\n", + " Solving: Stress period: 4 Time step: 78\n", + " Solving: Stress period: 4 Time step: 79\n", + " Solving: Stress period: 4 Time step: 80\n", + " Solving: Stress period: 4 Time step: 81\n", + " Solving: Stress period: 4 Time step: 82\n", + " Solving: Stress period: 4 Time step: 83\n", + " Solving: Stress period: 4 Time step: 84\n", + " Solving: Stress period: 4 Time step: 85\n", + " Solving: Stress period: 4 Time step: 86\n", + " Solving: Stress period: 4 Time step: 87\n", + " Solving: Stress period: 4 Time step: 88\n", + " Solving: Stress period: 4 Time step: 89\n", + " Solving: Stress period: 4 Time step: 90\n", + " Solving: Stress period: 4 Time step: 91\n", + " Solving: Stress period: 4 Time step: 92\n", + " Solving: Stress period: 4 Time step: 93\n", + " Solving: Stress period: 4 Time step: 94\n", + " Solving: Stress period: 4 Time step: 95\n", + " Solving: Stress period: 4 Time step: 96\n", + " Solving: Stress period: 4 Time step: 97\n", + " Solving: Stress period: 4 Time step: 98\n", + " Solving: Stress period: 4 Time step: 99\n", + " Solving: Stress period: 4 Time step: 100\n", + " Solving: Stress period: 4 Time step: 101\n", + " Solving: Stress period: 4 Time step: 102\n", + " Solving: Stress period: 4 Time step: 103\n", + " Solving: Stress period: 4 Time step: 104\n", + " Solving: Stress period: 4 Time step: 105\n", + " Solving: Stress period: 4 Time step: 106\n", + " Solving: Stress period: 4 Time step: 107\n", + " Solving: Stress period: 4 Time step: 108\n", + " Solving: Stress period: 4 Time step: 109\n", + " Solving: Stress period: 4 Time step: 110\n", + " Solving: Stress period: 4 Time step: 111\n", + " Solving: Stress period: 4 Time step: 112\n", + " Solving: Stress period: 4 Time step: 113\n", + " Solving: Stress period: 4 Time step: 114\n", + " Solving: Stress period: 4 Time step: 115\n", + " Solving: Stress period: 4 Time step: 116\n", + " Solving: Stress period: 4 Time step: 117\n", + " Solving: Stress period: 4 Time step: 118\n", + " Solving: Stress period: 4 Time step: 119\n", + " Solving: Stress period: 4 Time step: 120\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:38\n", + " Elapsed run time: 0.249 Seconds\n", + "\n", + "\n", + "WARNING REPORT:\n", + "\n", + " 1. NONLINEAR BLOCK VARIABLE 'OUTER_HCLOSE' IN FILE 'child_pkgs_test.ims'\n", + " WAS DEPRECATED IN VERSION 6.1.1. SETTING OUTER_DVCLOSE TO OUTER_HCLOSE\n", + " VALUE.\n", + " 2. LINEAR BLOCK VARIABLE 'INNER_HCLOSE' IN FILE 'child_pkgs_test.ims' WAS\n", + " DEPRECATED IN VERSION 6.1.1. SETTING INNER_DVCLOSE TO INNER_HCLOSE VALUE.\n", + " Normal termination of simulation.\n" + ] + } + ], "source": [ "# build ghb stress period data\n", "ghb_spd = {}\n", "ghb_period = []\n", "for layer, cond in zip(range(1, 3), [15.0, 1500.0]):\n", " for row in range(0, 15):\n", - " ghb_period.append(\n", - " ((layer, row, 9), 1.0, cond, 'Estuary-L2'))\n", + " ghb_period.append(((layer, row, 9), 1.0, cond, \"Estuary-L2\"))\n", "ghb_spd[0] = ghb_period\n", "\n", "# build obs data\n", - "ghb_obs = {('ghb_obs.csv', 'binary'): [('ghb-2-6-10', 'GHB', (1, 5, 9)),\n", - " ('ghb-3-6-10', 'GHB', (2, 5, 9))],\n", - " 'ghb_flows.csv': [('Estuary2', 'GHB', 'Estuary-L2'),\n", - " ('Estuary3', 'GHB', 'Estuary-L3')]}\n", + "ghb_obs = {\n", + " (\"ghb_obs.csv\", \"binary\"): [\n", + " (\"ghb-2-6-10\", \"GHB\", (1, 5, 9)),\n", + " (\"ghb-3-6-10\", \"GHB\", (2, 5, 9)),\n", + " ],\n", + " \"ghb_flows.csv\": [\n", + " (\"Estuary2\", \"GHB\", \"Estuary-L2\"),\n", + " (\"Estuary3\", \"GHB\", \"Estuary-L3\"),\n", + " ],\n", + "}\n", "# append additional obs attributes to obs dictionary\n", - "ghb_obs['digits'] = 7\n", - "ghb_obs['print_input'] = False\n", - "ghb_obs['filename'] = 'method_3.obs'\n", + "ghb_obs[\"digits\"] = 7\n", + "ghb_obs[\"print_input\"] = False\n", + "ghb_obs[\"filename\"] = \"method_3.obs\"\n", "\n", "# build ghb package\n", - "ghb_package =flopy.mf6.modflow.mfgwfghb.ModflowGwfghb(\n", - " model, print_input=True, print_flows=True, save_flows=True, boundnames=True,\n", - " observations=ghb_obs, pname='ghb', maxbound=30, stress_period_data=ghb_spd)\n", + "ghb_package = flopy.mf6.modflow.mfgwfghb.ModflowGwfghb(\n", + " model,\n", + " print_input=True,\n", + " print_flows=True,\n", + " save_flows=True,\n", + " boundnames=True,\n", + " observations=ghb_obs,\n", + " pname=\"ghb\",\n", + " maxbound=30,\n", + " stress_period_data=ghb_spd,\n", + ")\n", "\n", "sim.write_simulation()\n", "sim.run_simulation()\n", "\n", "# clean up for next example\n", - "model.remove_package('ghb')" + "model.remove_package(\"ghb\")" ] }, { @@ -285,17 +1653,95 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING: Unable to resolve dimension of ('ts', 'timeseries', 'timeseries', 'ts_array') based on shape \"time_series_names\".\n", + "WARNING: Unable to resolve dimension of ('ts', 'timeseries', 'timeseries', 'ts_array') based on shape \"time_series_names\".\n", + "WARNING: Unable to resolve dimension of ('ts', 'timeseries', 'timeseries', 'ts_array') based on shape \"time_series_names\".\n", + "writing simulation...\n", + " writing simulation name file...\n", + " writing simulation tdis package...\n", + " writing ims package ims_-1...\n", + " writing model child_pkgs...\n", + " writing model name file...\n", + " writing package dis...\n", + " writing package ic...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " writing package npf...\n", + " writing package oc...\n", + " writing package sto...\n", + " writing package ghb...\n", + " writing package ts_0...\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", + " MODFLOW 6\n", + " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", + "\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", + "\n", + "This software has been approved for release by the U.S. Geological \n", + "Survey (USGS). Although the software has been subjected to rigorous \n", + "review, the USGS reserves the right to update the software as needed \n", + "pursuant to further analysis and review. No warranty, expressed or \n", + "implied, is made by the USGS or the U.S. Government as to the \n", + "functionality of the software and related material nor shall the \n", + "fact of release constitute any such warranty. Furthermore, the \n", + "software is released on condition that neither the USGS nor the U.S. \n", + "Government shall be held liable for any damages resulting from its \n", + "authorized or unauthorized use. Also refer to the USGS Water \n", + "Resources Software User Rights Notice for complete use, copyright, \n", + "and distribution information.\n", + "\n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:38\n", + "\n", + " Writing simulation list file: mfsim.lst\n", + " Using Simulation name file: mfsim.nam\n", + "\n", + " Solving: Stress period: 1 Time step: 1\n", + "\n", + "Program received signal SIGFPE: Floating-point exception - erroneous arithmetic operation.\n", + "\n", + "Backtrace for this error:\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "#0 0x10c02c9d0\n", + "#1 0x10c02c05e\n", + "#2 0x7fff6d89db5c\n", + "#3 0x10bace48c\n", + "#4 0x10baebc3c\n", + "#5 0x10baf037e\n", + "#6 0x10bb16f1d\n", + "#7 0x10bb9db33\n", + "#8 0x10bc53c4b\n", + "#9 0x10bc774df\n", + "#10 0x10bc7819c\n", + "#11 0x10bc781f8\n" + ] + } + ], "source": [ "# build ghb stress period data\n", "ghb_spd_ts = {}\n", "ghb_period = []\n", "for layer, cond in zip(range(1, 3), [15.0, 1500.0]):\n", " for row in range(0, 15):\n", - " ghb_period.append(\n", - " ((layer, row, 9), 'tides', cond, 'Estuary-L2'))\n", + " ghb_period.append(((layer, row, 9), \"tides\", cond, \"Estuary-L2\"))\n", "ghb_spd_ts[0] = ghb_period\n", "\n", "# build ts data\n", @@ -304,23 +1750,37 @@ " ts_data.append((float(n / 11.73), float(n / 60.0)))\n", "\n", "# build obs data\n", - "ghb_obs = {('ghb_obs.csv', 'binary'): [('ghb-2-6-10', 'GHB', (1, 5, 9)),\n", - " ('ghb-3-6-10', 'GHB', (2, 5, 9))],\n", - " 'ghb_flows.csv': [('Estuary2', 'GHB', 'Estuary-L2'),\n", - " ('Estuary3', 'GHB', 'Estuary-L3')]}\n", + "ghb_obs = {\n", + " (\"ghb_obs.csv\", \"binary\"): [\n", + " (\"ghb-2-6-10\", \"GHB\", (1, 5, 9)),\n", + " (\"ghb-3-6-10\", \"GHB\", (2, 5, 9)),\n", + " ],\n", + " \"ghb_flows.csv\": [\n", + " (\"Estuary2\", \"GHB\", \"Estuary-L2\"),\n", + " (\"Estuary3\", \"GHB\", \"Estuary-L3\"),\n", + " ],\n", + "}\n", "# build ghb package\n", "ghb = flopy.mf6.modflow.mfgwfghb.ModflowGwfghb(\n", - " model, print_input=True, print_flows=True, save_flows=True, boundnames=True,\n", - " timeseries=ts_data, pname='ghb', maxbound=30, stress_period_data=ghb_spd_ts)\n", + " model,\n", + " print_input=True,\n", + " print_flows=True,\n", + " save_flows=True,\n", + " boundnames=True,\n", + " timeseries=ts_data,\n", + " pname=\"ghb\",\n", + " maxbound=30,\n", + " stress_period_data=ghb_spd_ts,\n", + ")\n", "\n", "# set required time series attributes\n", - "ghb.ts.time_series_namerecord = 'tides'\n", + "ghb.ts.time_series_namerecord = \"tides\"\n", "\n", "sim.write_simulation()\n", "sim.run_simulation()\n", "\n", "# clean up for next example\n", - "model.remove_package('ghb')" + "model.remove_package(\"ghb\")" ] }, { @@ -332,17 +1792,470 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + "writing simulation...\n", + " writing simulation name file...\n", + " writing simulation tdis package...\n", + " writing ims package ims_-1...\n", + " writing model child_pkgs...\n", + " writing model name file...\n", + " writing package dis...\n", + " writing package ic...\n", + " writing package npf...\n", + " writing package oc...\n", + " writing package sto...\n", + " writing package ghb...\n", + " writing package ts_0...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", + " MODFLOW 6\n", + " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", + "\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", + "\n", + "This software has been approved for release by the U.S. Geological \n", + "Survey (USGS). Although the software has been subjected to rigorous \n", + "review, the USGS reserves the right to update the software as needed \n", + "pursuant to further analysis and review. No warranty, expressed or \n", + "implied, is made by the USGS or the U.S. Government as to the \n", + "functionality of the software and related material nor shall the \n", + "fact of release constitute any such warranty. Furthermore, the \n", + "software is released on condition that neither the USGS nor the U.S. \n", + "Government shall be held liable for any damages resulting from its \n", + "authorized or unauthorized use. Also refer to the USGS Water \n", + "Resources Software User Rights Notice for complete use, copyright, \n", + "and distribution information.\n", + "\n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:39\n", + "\n", + " Writing simulation list file: mfsim.lst\n", + " Using Simulation name file: mfsim.nam\n", + "\n", + " Solving: Stress period: 1 Time step: 1\n", + " Solving: Stress period: 2 Time step: 1\n", + " Solving: Stress period: 2 Time step: 2\n", + " Solving: Stress period: 2 Time step: 3\n", + " Solving: Stress period: 2 Time step: 4\n", + " Solving: Stress period: 2 Time step: 5\n", + " Solving: Stress period: 2 Time step: 6\n", + " Solving: Stress period: 2 Time step: 7\n", + " Solving: Stress period: 2 Time step: 8\n", + " Solving: Stress period: 2 Time step: 9\n", + " Solving: Stress period: 2 Time step: 10\n", + " Solving: Stress period: 2 Time step: 11\n", + " Solving: Stress period: 2 Time step: 12\n", + " Solving: Stress period: 2 Time step: 13\n", + " Solving: Stress period: 2 Time step: 14\n", + " Solving: Stress period: 2 Time step: 15\n", + " Solving: Stress period: 2 Time step: 16\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 17\n", + " Solving: Stress period: 2 Time step: 18\n", + " Solving: Stress period: 2 Time step: 19\n", + " Solving: Stress period: 2 Time step: 20\n", + " Solving: Stress period: 2 Time step: 21\n", + " Solving: Stress period: 2 Time step: 22\n", + " Solving: Stress period: 2 Time step: 23\n", + " Solving: Stress period: 2 Time step: 24\n", + " Solving: Stress period: 2 Time step: 25\n", + " Solving: Stress period: 2 Time step: 26\n", + " Solving: Stress period: 2 Time step: 27\n", + " Solving: Stress period: 2 Time step: 28\n", + " Solving: Stress period: 2 Time step: 29\n", + " Solving: Stress period: 2 Time step: 30\n", + " Solving: Stress period: 2 Time step: 31\n", + " Solving: Stress period: 2 Time step: 32\n", + " Solving: Stress period: 2 Time step: 33\n", + " Solving: Stress period: 2 Time step: 34\n", + " Solving: Stress period: 2 Time step: 35\n", + " Solving: Stress period: 2 Time step: 36\n", + " Solving: Stress period: 2 Time step: 37\n", + " Solving: Stress period: 2 Time step: 38\n", + " Solving: Stress period: 2 Time step: 39\n", + " Solving: Stress period: 2 Time step: 40\n", + " Solving: Stress period: 2 Time step: 41\n", + " Solving: Stress period: 2 Time step: 42\n", + " Solving: Stress period: 2 Time step: 43\n", + " Solving: Stress period: 2 Time step: 44\n", + " Solving: Stress period: 2 Time step: 45\n", + " Solving: Stress period: 2 Time step: 46\n", + " Solving: Stress period: 2 Time step: 47\n", + " Solving: Stress period: 2 Time step: 48\n", + " Solving: Stress period: 2 Time step: 49\n", + " Solving: Stress period: 2 Time step: 50\n", + " Solving: Stress period: 2 Time step: 51\n", + " Solving: Stress period: 2 Time step: 52\n", + " Solving: Stress period: 2 Time step: 53\n", + " Solving: Stress period: 2 Time step: 54\n", + " Solving: Stress period: 2 Time step: 55\n", + " Solving: Stress period: 2 Time step: 56\n", + " Solving: Stress period: 2 Time step: 57\n", + " Solving: Stress period: 2 Time step: 58\n", + " Solving: Stress period: 2 Time step: 59\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 60\n", + " Solving: Stress period: 2 Time step: 61\n", + " Solving: Stress period: 2 Time step: 62\n", + " Solving: Stress period: 2 Time step: 63\n", + " Solving: Stress period: 2 Time step: 64\n", + " Solving: Stress period: 2 Time step: 65\n", + " Solving: Stress period: 2 Time step: 66\n", + " Solving: Stress period: 2 Time step: 67\n", + " Solving: Stress period: 2 Time step: 68\n", + " Solving: Stress period: 2 Time step: 69\n", + " Solving: Stress period: 2 Time step: 70\n", + " Solving: Stress period: 2 Time step: 71\n", + " Solving: Stress period: 2 Time step: 72\n", + " Solving: Stress period: 2 Time step: 73\n", + " Solving: Stress period: 2 Time step: 74\n", + " Solving: Stress period: 2 Time step: 75\n", + " Solving: Stress period: 2 Time step: 76\n", + " Solving: Stress period: 2 Time step: 77\n", + " Solving: Stress period: 2 Time step: 78\n", + " Solving: Stress period: 2 Time step: 79\n", + " Solving: Stress period: 2 Time step: 80\n", + " Solving: Stress period: 2 Time step: 81\n", + " Solving: Stress period: 2 Time step: 82\n", + " Solving: Stress period: 2 Time step: 83\n", + " Solving: Stress period: 2 Time step: 84\n", + " Solving: Stress period: 2 Time step: 85\n", + " Solving: Stress period: 2 Time step: 86\n", + " Solving: Stress period: 2 Time step: 87\n", + " Solving: Stress period: 2 Time step: 88\n", + " Solving: Stress period: 2 Time step: 89\n", + " Solving: Stress period: 2 Time step: 90\n", + " Solving: Stress period: 2 Time step: 91\n", + " Solving: Stress period: 2 Time step: 92\n", + " Solving: Stress period: 2 Time step: 93\n", + " Solving: Stress period: 2 Time step: 94\n", + " Solving: Stress period: 2 Time step: 95\n", + " Solving: Stress period: 2 Time step: 96\n", + " Solving: Stress period: 2 Time step: 97\n", + " Solving: Stress period: 2 Time step: 98\n", + " Solving: Stress period: 2 Time step: 99\n", + " Solving: Stress period: 2 Time step: 100\n", + " Solving: Stress period: 2 Time step: 101\n", + " Solving: Stress period: 2 Time step: 102\n", + " Solving: Stress period: 2 Time step: 103\n", + " Solving: Stress period: 2 Time step: 104\n", + " Solving: Stress period: 2 Time step: 105\n", + " Solving: Stress period: 2 Time step: 106\n", + " Solving: Stress period: 2 Time step: 107\n", + " Solving: Stress period: 2 Time step: 108\n", + " Solving: Stress period: 2 Time step: 109\n", + " Solving: Stress period: 2 Time step: 110\n", + " Solving: Stress period: 2 Time step: 111\n", + " Solving: Stress period: 2 Time step: 112\n", + " Solving: Stress period: 2 Time step: 113\n", + " Solving: Stress period: 2 Time step: 114\n", + " Solving: Stress period: 2 Time step: 115\n", + " Solving: Stress period: 2 Time step: 116\n", + " Solving: Stress period: 2 Time step: 117\n", + " Solving: Stress period: 2 Time step: 118\n", + " Solving: Stress period: 2 Time step: 119\n", + " Solving: Stress period: 2 Time step: 120\n", + " Solving: Stress period: 3 Time step: 1\n", + " Solving: Stress period: 3 Time step: 2\n", + " Solving: Stress period: 3 Time step: 3\n", + " Solving: Stress period: 3 Time step: 4\n", + " Solving: Stress period: 3 Time step: 5\n", + " Solving: Stress period: 3 Time step: 6\n", + " Solving: Stress period: 3 Time step: 7\n", + " Solving: Stress period: 3 Time step: 8\n", + " Solving: Stress period: 3 Time step: 9\n", + " Solving: Stress period: 3 Time step: 10\n", + " Solving: Stress period: 3 Time step: 11\n", + " Solving: Stress period: 3 Time step: 12\n", + " Solving: Stress period: 3 Time step: 13\n", + " Solving: Stress period: 3 Time step: 14\n", + " Solving: Stress period: 3 Time step: 15\n", + " Solving: Stress period: 3 Time step: 16\n", + " Solving: Stress period: 3 Time step: 17\n", + " Solving: Stress period: 3 Time step: 18\n", + " Solving: Stress period: 3 Time step: 19\n", + " Solving: Stress period: 3 Time step: 20\n", + " Solving: Stress period: 3 Time step: 21\n", + " Solving: Stress period: 3 Time step: 22\n", + " Solving: Stress period: 3 Time step: 23\n", + " Solving: Stress period: 3 Time step: 24\n", + " Solving: Stress period: 3 Time step: 25\n", + " Solving: Stress period: 3 Time step: 26\n", + " Solving: Stress period: 3 Time step: 27\n", + " Solving: Stress period: 3 Time step: 28\n", + " Solving: Stress period: 3 Time step: 29\n", + " Solving: Stress period: 3 Time step: 30\n", + " Solving: Stress period: 3 Time step: 31\n", + " Solving: Stress period: 3 Time step: 32\n", + " Solving: Stress period: 3 Time step: 33\n", + " Solving: Stress period: 3 Time step: 34\n", + " Solving: Stress period: 3 Time step: 35\n", + " Solving: Stress period: 3 Time step: 36\n", + " Solving: Stress period: 3 Time step: 37\n", + " Solving: Stress period: 3 Time step: 38\n", + " Solving: Stress period: 3 Time step: 39\n", + " Solving: Stress period: 3 Time step: 40\n", + " Solving: Stress period: 3 Time step: 41\n", + " Solving: Stress period: 3 Time step: 42\n", + " Solving: Stress period: 3 Time step: 43\n", + " Solving: Stress period: 3 Time step: 44\n", + " Solving: Stress period: 3 Time step: 45\n", + " Solving: Stress period: 3 Time step: 46\n", + " Solving: Stress period: 3 Time step: 47\n", + " Solving: Stress period: 3 Time step: 48\n", + " Solving: Stress period: 3 Time step: 49\n", + " Solving: Stress period: 3 Time step: 50\n", + " Solving: Stress period: 3 Time step: 51\n", + " Solving: Stress period: 3 Time step: 52\n", + " Solving: Stress period: 3 Time step: 53\n", + " Solving: Stress period: 3 Time step: 54\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 55\n", + " Solving: Stress period: 3 Time step: 56\n", + " Solving: Stress period: 3 Time step: 57\n", + " Solving: Stress period: 3 Time step: 58\n", + " Solving: Stress period: 3 Time step: 59\n", + " Solving: Stress period: 3 Time step: 60\n", + " Solving: Stress period: 3 Time step: 61\n", + " Solving: Stress period: 3 Time step: 62\n", + " Solving: Stress period: 3 Time step: 63\n", + " Solving: Stress period: 3 Time step: 64\n", + " Solving: Stress period: 3 Time step: 65\n", + " Solving: Stress period: 3 Time step: 66\n", + " Solving: Stress period: 3 Time step: 67\n", + " Solving: Stress period: 3 Time step: 68\n", + " Solving: Stress period: 3 Time step: 69\n", + " Solving: Stress period: 3 Time step: 70\n", + " Solving: Stress period: 3 Time step: 71\n", + " Solving: Stress period: 3 Time step: 72\n", + " Solving: Stress period: 3 Time step: 73\n", + " Solving: Stress period: 3 Time step: 74\n", + " Solving: Stress period: 3 Time step: 75\n", + " Solving: Stress period: 3 Time step: 76\n", + " Solving: Stress period: 3 Time step: 77\n", + " Solving: Stress period: 3 Time step: 78\n", + " Solving: Stress period: 3 Time step: 79\n", + " Solving: Stress period: 3 Time step: 80\n", + " Solving: Stress period: 3 Time step: 81\n", + " Solving: Stress period: 3 Time step: 82\n", + " Solving: Stress period: 3 Time step: 83\n", + " Solving: Stress period: 3 Time step: 84\n", + " Solving: Stress period: 3 Time step: 85\n", + " Solving: Stress period: 3 Time step: 86\n", + " Solving: Stress period: 3 Time step: 87\n", + " Solving: Stress period: 3 Time step: 88\n", + " Solving: Stress period: 3 Time step: 89\n", + " Solving: Stress period: 3 Time step: 90\n", + " Solving: Stress period: 3 Time step: 91\n", + " Solving: Stress period: 3 Time step: 92\n", + " Solving: Stress period: 3 Time step: 93\n", + " Solving: Stress period: 3 Time step: 94\n", + " Solving: Stress period: 3 Time step: 95\n", + " Solving: Stress period: 3 Time step: 96\n", + " Solving: Stress period: 3 Time step: 97\n", + " Solving: Stress period: 3 Time step: 98\n", + " Solving: Stress period: 3 Time step: 99\n", + " Solving: Stress period: 3 Time step: 100\n", + " Solving: Stress period: 3 Time step: 101\n", + " Solving: Stress period: 3 Time step: 102\n", + " Solving: Stress period: 3 Time step: 103\n", + " Solving: Stress period: 3 Time step: 104\n", + " Solving: Stress period: 3 Time step: 105\n", + " Solving: Stress period: 3 Time step: 106\n", + " Solving: Stress period: 3 Time step: 107\n", + " Solving: Stress period: 3 Time step: 108\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 109\n", + " Solving: Stress period: 3 Time step: 110\n", + " Solving: Stress period: 3 Time step: 111\n", + " Solving: Stress period: 3 Time step: 112\n", + " Solving: Stress period: 3 Time step: 113\n", + " Solving: Stress period: 3 Time step: 114\n", + " Solving: Stress period: 3 Time step: 115\n", + " Solving: Stress period: 3 Time step: 116\n", + " Solving: Stress period: 3 Time step: 117\n", + " Solving: Stress period: 3 Time step: 118\n", + " Solving: Stress period: 3 Time step: 119\n", + " Solving: Stress period: 3 Time step: 120\n", + " Solving: Stress period: 4 Time step: 1\n", + " Solving: Stress period: 4 Time step: 2\n", + " Solving: Stress period: 4 Time step: 3\n", + " Solving: Stress period: 4 Time step: 4\n", + " Solving: Stress period: 4 Time step: 5\n", + " Solving: Stress period: 4 Time step: 6\n", + " Solving: Stress period: 4 Time step: 7\n", + " Solving: Stress period: 4 Time step: 8\n", + " Solving: Stress period: 4 Time step: 9\n", + " Solving: Stress period: 4 Time step: 10\n", + " Solving: Stress period: 4 Time step: 11\n", + " Solving: Stress period: 4 Time step: 12\n", + " Solving: Stress period: 4 Time step: 13\n", + " Solving: Stress period: 4 Time step: 14\n", + " Solving: Stress period: 4 Time step: 15\n", + " Solving: Stress period: 4 Time step: 16\n", + " Solving: Stress period: 4 Time step: 17\n", + " Solving: Stress period: 4 Time step: 18\n", + " Solving: Stress period: 4 Time step: 19\n", + " Solving: Stress period: 4 Time step: 20\n", + " Solving: Stress period: 4 Time step: 21\n", + " Solving: Stress period: 4 Time step: 22\n", + " Solving: Stress period: 4 Time step: 23\n", + " Solving: Stress period: 4 Time step: 24\n", + " Solving: Stress period: 4 Time step: 25\n", + " Solving: Stress period: 4 Time step: 26\n", + " Solving: Stress period: 4 Time step: 27\n", + " Solving: Stress period: 4 Time step: 28\n", + " Solving: Stress period: 4 Time step: 29\n", + " Solving: Stress period: 4 Time step: 30\n", + " Solving: Stress period: 4 Time step: 31\n", + " Solving: Stress period: 4 Time step: 32\n", + " Solving: Stress period: 4 Time step: 33\n", + " Solving: Stress period: 4 Time step: 34\n", + " Solving: Stress period: 4 Time step: 35\n", + " Solving: Stress period: 4 Time step: 36\n", + " Solving: Stress period: 4 Time step: 37\n", + " Solving: Stress period: 4 Time step: 38\n", + " Solving: Stress period: 4 Time step: 39\n", + " Solving: Stress period: 4 Time step: 40\n", + " Solving: Stress period: 4 Time step: 41\n", + " Solving: Stress period: 4 Time step: 42\n", + " Solving: Stress period: 4 Time step: 43\n", + " Solving: Stress period: 4 Time step: 44\n", + " Solving: Stress period: 4 Time step: 45\n", + " Solving: Stress period: 4 Time step: 46\n", + " Solving: Stress period: 4 Time step: 47\n", + " Solving: Stress period: 4 Time step: 48\n", + " Solving: Stress period: 4 Time step: 49\n", + " Solving: Stress period: 4 Time step: 50\n", + " Solving: Stress period: 4 Time step: 51\n", + " Solving: Stress period: 4 Time step: 52\n", + " Solving: Stress period: 4 Time step: 53\n", + " Solving: Stress period: 4 Time step: 54\n", + " Solving: Stress period: 4 Time step: 55\n", + " Solving: Stress period: 4 Time step: 56\n", + " Solving: Stress period: 4 Time step: 57\n", + " Solving: Stress period: 4 Time step: 58\n", + " Solving: Stress period: 4 Time step: 59\n", + " Solving: Stress period: 4 Time step: 60\n", + " Solving: Stress period: 4 Time step: 61\n", + " Solving: Stress period: 4 Time step: 62\n", + " Solving: Stress period: 4 Time step: 63\n", + " Solving: Stress period: 4 Time step: 64\n", + " Solving: Stress period: 4 Time step: 65\n", + " Solving: Stress period: 4 Time step: 66\n", + " Solving: Stress period: 4 Time step: 67\n", + " Solving: Stress period: 4 Time step: 68\n", + " Solving: Stress period: 4 Time step: 69\n", + " Solving: Stress period: 4 Time step: 70\n", + " Solving: Stress period: 4 Time step: 71\n", + " Solving: Stress period: 4 Time step: 72\n", + " Solving: Stress period: 4 Time step: 73\n", + " Solving: Stress period: 4 Time step: 74\n", + " Solving: Stress period: 4 Time step: 75\n", + " Solving: Stress period: 4 Time step: 76\n", + " Solving: Stress period: 4 Time step: 77\n", + " Solving: Stress period: 4 Time step: 78\n", + " Solving: Stress period: 4 Time step: 79\n", + " Solving: Stress period: 4 Time step: 80\n", + " Solving: Stress period: 4 Time step: 81\n", + " Solving: Stress period: 4 Time step: 82\n", + " Solving: Stress period: 4 Time step: 83\n", + " Solving: Stress period: 4 Time step: 84\n", + " Solving: Stress period: 4 Time step: 85\n", + " Solving: Stress period: 4 Time step: 86\n", + " Solving: Stress period: 4 Time step: 87\n", + " Solving: Stress period: 4 Time step: 88\n", + " Solving: Stress period: 4 Time step: 89\n", + " Solving: Stress period: 4 Time step: 90\n", + " Solving: Stress period: 4 Time step: 91\n", + " Solving: Stress period: 4 Time step: 92\n", + " Solving: Stress period: 4 Time step: 93\n", + " Solving: Stress period: 4 Time step: 94\n", + " Solving: Stress period: 4 Time step: 95\n", + " Solving: Stress period: 4 Time step: 96\n", + " Solving: Stress period: 4 Time step: 97\n", + " Solving: Stress period: 4 Time step: 98\n", + " Solving: Stress period: 4 Time step: 99\n", + " Solving: Stress period: 4 Time step: 100\n", + " Solving: Stress period: 4 Time step: 101\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 4 Time step: 102\n", + " Solving: Stress period: 4 Time step: 103\n", + " Solving: Stress period: 4 Time step: 104\n", + " Solving: Stress period: 4 Time step: 105\n", + " Solving: Stress period: 4 Time step: 106\n", + " Solving: Stress period: 4 Time step: 107\n", + " Solving: Stress period: 4 Time step: 108\n", + " Solving: Stress period: 4 Time step: 109\n", + " Solving: Stress period: 4 Time step: 110\n", + " Solving: Stress period: 4 Time step: 111\n", + " Solving: Stress period: 4 Time step: 112\n", + " Solving: Stress period: 4 Time step: 113\n", + " Solving: Stress period: 4 Time step: 114\n", + " Solving: Stress period: 4 Time step: 115\n", + " Solving: Stress period: 4 Time step: 116\n", + " Solving: Stress period: 4 Time step: 117\n", + " Solving: Stress period: 4 Time step: 118\n", + " Solving: Stress period: 4 Time step: 119\n", + " Solving: Stress period: 4 Time step: 120\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:39\n", + " Elapsed run time: 0.491 Seconds\n", + "\n", + "\n", + "WARNING REPORT:\n", + "\n", + " 1. NONLINEAR BLOCK VARIABLE 'OUTER_HCLOSE' IN FILE 'child_pkgs_test.ims'\n", + " WAS DEPRECATED IN VERSION 6.1.1. SETTING OUTER_DVCLOSE TO OUTER_HCLOSE\n", + " VALUE.\n", + " 2. LINEAR BLOCK VARIABLE 'INNER_HCLOSE' IN FILE 'child_pkgs_test.ims' WAS\n", + " DEPRECATED IN VERSION 6.1.1. SETTING INNER_DVCLOSE TO INNER_HCLOSE VALUE.\n", + " Normal termination of simulation.\n" + ] + } + ], "source": [ "# build ghb stress period data\n", "ghb_spd_ts = {}\n", "ghb_period = []\n", "for layer, cond in zip(range(1, 3), [15.0, 1500.0]):\n", " for row in range(0, 15):\n", - " ghb_period.append(\n", - " ((layer, row, 9), 'tides', cond, 'Estuary-L2'))\n", + " ghb_period.append(((layer, row, 9), \"tides\", cond, \"Estuary-L2\"))\n", "ghb_spd_ts[0] = ghb_period\n", "\n", "# build ts data\n", @@ -351,25 +2264,41 @@ " ts_data.append((float(n / 11.73), float(n / 60.0)))\n", "\n", "# build obs data\n", - "ghb_obs = {('ghb_obs.csv', 'binary'): [('ghb-2-6-10', 'GHB', (1, 5, 9)),\n", - " ('ghb-3-6-10', 'GHB', (2, 5, 9))],\n", - " 'ghb_flows.csv': [('Estuary2', 'GHB', 'Estuary-L2'),\n", - " ('Estuary3', 'GHB', 'Estuary-L3')]}\n", + "ghb_obs = {\n", + " (\"ghb_obs.csv\", \"binary\"): [\n", + " (\"ghb-2-6-10\", \"GHB\", (1, 5, 9)),\n", + " (\"ghb-3-6-10\", \"GHB\", (2, 5, 9)),\n", + " ],\n", + " \"ghb_flows.csv\": [\n", + " (\"Estuary2\", \"GHB\", \"Estuary-L2\"),\n", + " (\"Estuary3\", \"GHB\", \"Estuary-L3\"),\n", + " ],\n", + "}\n", "# build ghb package\n", "ghb = flopy.mf6.modflow.mfgwfghb.ModflowGwfghb(\n", - " model, print_input=True, print_flows=True, save_flows=True, boundnames=True, \n", - " pname='ghb', maxbound=30, stress_period_data=ghb_spd_ts)\n", + " model,\n", + " print_input=True,\n", + " print_flows=True,\n", + " save_flows=True,\n", + " boundnames=True,\n", + " pname=\"ghb\",\n", + " maxbound=30,\n", + " stress_period_data=ghb_spd_ts,\n", + ")\n", "# initialize time series\n", - "ghb.ts.initialize(filename='method2.ts', timeseries=ts_data,\n", - " time_series_namerecord='tides',\n", - " interpolation_methodrecord='linearend', \n", - " sfacrecord=1.1)\n", + "ghb.ts.initialize(\n", + " filename=\"method2.ts\",\n", + " timeseries=ts_data,\n", + " time_series_namerecord=\"tides\",\n", + " interpolation_methodrecord=\"linearend\",\n", + " sfacrecord=1.1,\n", + ")\n", "\n", "sim.write_simulation()\n", "sim.run_simulation()\n", "\n", "# clean up for next example\n", - "model.remove_package('ghb')" + "model.remove_package(\"ghb\")" ] }, { @@ -381,40 +2310,518 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING: Unable to resolve dimension of ('ts', 'timeseries', 'timeseries', 'ts_array') based on shape \"time_series_names\"." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "WARNING: Unable to resolve dimension of ('ts', 'timeseries', 'timeseries', 'ts_array') based on shape \"time_series_names\".\n", + "WARNING: Unable to resolve dimension of ('ts', 'timeseries', 'timeseries', 'ts_array') based on shape \"time_series_names\".\n", + "writing simulation...\n", + " writing simulation name file...\n", + " writing simulation tdis package...\n", + " writing ims package ims_-1...\n", + " writing model child_pkgs...\n", + " writing model name file...\n", + " writing package dis...\n", + " writing package ic...\n", + " writing package npf...\n", + " writing package oc...\n", + " writing package sto...\n", + " writing package ghb...\n", + " writing package ts_0...\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", + " MODFLOW 6\n", + " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", + "\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", + "\n", + "This software has been approved for release by the U.S. Geological \n", + "Survey (USGS). Although the software has been subjected to rigorous \n", + "review, the USGS reserves the right to update the software as needed \n", + "pursuant to further analysis and review. No warranty, expressed or \n", + "implied, is made by the USGS or the U.S. Government as to the \n", + "functionality of the software and related material nor shall the \n", + "fact of release constitute any such warranty. Furthermore, the \n", + "software is released on condition that neither the USGS nor the U.S. \n", + "Government shall be held liable for any damages resulting from its \n", + "authorized or unauthorized use. Also refer to the USGS Water \n", + "Resources Software User Rights Notice for complete use, copyright, \n", + "and distribution information.\n", + "\n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:39\n", + "\n", + " Writing simulation list file: mfsim.lst\n", + " Using Simulation name file: mfsim.nam\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 1 Time step: 1\n", + " Solving: Stress period: 2 Time step: 1\n", + " Solving: Stress period: 2 Time step: 2\n", + " Solving: Stress period: 2 Time step: 3\n", + " Solving: Stress period: 2 Time step: 4\n", + " Solving: Stress period: 2 Time step: 5\n", + " Solving: Stress period: 2 Time step: 6\n", + " Solving: Stress period: 2 Time step: 7\n", + " Solving: Stress period: 2 Time step: 8\n", + " Solving: Stress period: 2 Time step: 9\n", + " Solving: Stress period: 2 Time step: 10\n", + " Solving: Stress period: 2 Time step: 11\n", + " Solving: Stress period: 2 Time step: 12\n", + " Solving: Stress period: 2 Time step: 13\n", + " Solving: Stress period: 2 Time step: 14\n", + " Solving: Stress period: 2 Time step: 15\n", + " Solving: Stress period: 2 Time step: 16\n", + " Solving: Stress period: 2 Time step: 17\n", + " Solving: Stress period: 2 Time step: 18\n", + " Solving: Stress period: 2 Time step: 19\n", + " Solving: Stress period: 2 Time step: 20\n", + " Solving: Stress period: 2 Time step: 21\n", + " Solving: Stress period: 2 Time step: 22\n", + " Solving: Stress period: 2 Time step: 23\n", + " Solving: Stress period: 2 Time step: 24\n", + " Solving: Stress period: 2 Time step: 25\n", + " Solving: Stress period: 2 Time step: 26\n", + " Solving: Stress period: 2 Time step: 27\n", + " Solving: Stress period: 2 Time step: 28\n", + " Solving: Stress period: 2 Time step: 29\n", + " Solving: Stress period: 2 Time step: 30\n", + " Solving: Stress period: 2 Time step: 31\n", + " Solving: Stress period: 2 Time step: 32\n", + " Solving: Stress period: 2 Time step: 33\n", + " Solving: Stress period: 2 Time step: 34\n", + " Solving: Stress period: 2 Time step: 35\n", + " Solving: Stress period: 2 Time step: 36\n", + " Solving: Stress period: 2 Time step: 37\n", + " Solving: Stress period: 2 Time step: 38\n", + " Solving: Stress period: 2 Time step: 39\n", + " Solving: Stress period: 2 Time step: 40\n", + " Solving: Stress period: 2 Time step: 41\n", + " Solving: Stress period: 2 Time step: 42\n", + " Solving: Stress period: 2 Time step: 43\n", + " Solving: Stress period: 2 Time step: 44\n", + " Solving: Stress period: 2 Time step: 45\n", + " Solving: Stress period: 2 Time step: 46\n", + " Solving: Stress period: 2 Time step: 47\n", + " Solving: Stress period: 2 Time step: 48\n", + " Solving: Stress period: 2 Time step: 49\n", + " Solving: Stress period: 2 Time step: 50\n", + " Solving: Stress period: 2 Time step: 51\n", + " Solving: Stress period: 2 Time step: 52\n", + " Solving: Stress period: 2 Time step: 53\n", + " Solving: Stress period: 2 Time step: 54\n", + " Solving: Stress period: 2 Time step: 55\n", + " Solving: Stress period: 2 Time step: 56\n", + " Solving: Stress period: 2 Time step: 57\n", + " Solving: Stress period: 2 Time step: 58\n", + " Solving: Stress period: 2 Time step: 59\n", + " Solving: Stress period: 2 Time step: 60\n", + " Solving: Stress period: 2 Time step: 61\n", + " Solving: Stress period: 2 Time step: 62\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 63\n", + " Solving: Stress period: 2 Time step: 64\n", + " Solving: Stress period: 2 Time step: 65\n", + " Solving: Stress period: 2 Time step: 66\n", + " Solving: Stress period: 2 Time step: 67\n", + " Solving: Stress period: 2 Time step: 68\n", + " Solving: Stress period: 2 Time step: 69\n", + " Solving: Stress period: 2 Time step: 70\n", + " Solving: Stress period: 2 Time step: 71\n", + " Solving: Stress period: 2 Time step: 72\n", + " Solving: Stress period: 2 Time step: 73\n", + " Solving: Stress period: 2 Time step: 74\n", + " Solving: Stress period: 2 Time step: 75\n", + " Solving: Stress period: 2 Time step: 76\n", + " Solving: Stress period: 2 Time step: 77\n", + " Solving: Stress period: 2 Time step: 78\n", + " Solving: Stress period: 2 Time step: 79\n", + " Solving: Stress period: 2 Time step: 80\n", + " Solving: Stress period: 2 Time step: 81\n", + " Solving: Stress period: 2 Time step: 82\n", + " Solving: Stress period: 2 Time step: 83\n", + " Solving: Stress period: 2 Time step: 84\n", + " Solving: Stress period: 2 Time step: 85\n", + " Solving: Stress period: 2 Time step: 86\n", + " Solving: Stress period: 2 Time step: 87\n", + " Solving: Stress period: 2 Time step: 88\n", + " Solving: Stress period: 2 Time step: 89\n", + " Solving: Stress period: 2 Time step: 90\n", + " Solving: Stress period: 2 Time step: 91\n", + " Solving: Stress period: 2 Time step: 92\n", + " Solving: Stress period: 2 Time step: 93\n", + " Solving: Stress period: 2 Time step: 94\n", + " Solving: Stress period: 2 Time step: 95\n", + " Solving: Stress period: 2 Time step: 96\n", + " Solving: Stress period: 2 Time step: 97\n", + " Solving: Stress period: 2 Time step: 98\n", + " Solving: Stress period: 2 Time step: 99\n", + " Solving: Stress period: 2 Time step: 100\n", + " Solving: Stress period: 2 Time step: 101\n", + " Solving: Stress period: 2 Time step: 102\n", + " Solving: Stress period: 2 Time step: 103\n", + " Solving: Stress period: 2 Time step: 104\n", + " Solving: Stress period: 2 Time step: 105\n", + " Solving: Stress period: 2 Time step: 106\n", + " Solving: Stress period: 2 Time step: 107\n", + " Solving: Stress period: 2 Time step: 108\n", + " Solving: Stress period: 2 Time step: 109\n", + " Solving: Stress period: 2 Time step: 110\n", + " Solving: Stress period: 2 Time step: 111\n", + " Solving: Stress period: 2 Time step: 112\n", + " Solving: Stress period: 2 Time step: 113\n", + " Solving: Stress period: 2 Time step: 114\n", + " Solving: Stress period: 2 Time step: 115\n", + " Solving: Stress period: 2 Time step: 116\n", + " Solving: Stress period: 2 Time step: 117\n", + " Solving: Stress period: 2 Time step: 118\n", + " Solving: Stress period: 2 Time step: 119\n", + " Solving: Stress period: 2 Time step: 120\n", + " Solving: Stress period: 3 Time step: 1\n", + " Solving: Stress period: 3 Time step: 2\n", + " Solving: Stress period: 3 Time step: 3\n", + " Solving: Stress period: 3 Time step: 4\n", + " Solving: Stress period: 3 Time step: 5\n", + " Solving: Stress period: 3 Time step: 6\n", + " Solving: Stress period: 3 Time step: 7\n", + " Solving: Stress period: 3 Time step: 8\n", + " Solving: Stress period: 3 Time step: 9\n", + " Solving: Stress period: 3 Time step: 10\n", + " Solving: Stress period: 3 Time step: 11\n", + " Solving: Stress period: 3 Time step: 12\n", + " Solving: Stress period: 3 Time step: 13\n", + " Solving: Stress period: 3 Time step: 14\n", + " Solving: Stress period: 3 Time step: 15\n", + " Solving: Stress period: 3 Time step: 16\n", + " Solving: Stress period: 3 Time step: 17\n", + " Solving: Stress period: 3 Time step: 18\n", + " Solving: Stress period: 3 Time step: 19\n", + " Solving: Stress period: 3 Time step: 20\n", + " Solving: Stress period: 3 Time step: 21\n", + " Solving: Stress period: 3 Time step: 22\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 23\n", + " Solving: Stress period: 3 Time step: 24\n", + " Solving: Stress period: 3 Time step: 25\n", + " Solving: Stress period: 3 Time step: 26\n", + " Solving: Stress period: 3 Time step: 27\n", + " Solving: Stress period: 3 Time step: 28\n", + " Solving: Stress period: 3 Time step: 29\n", + " Solving: Stress period: 3 Time step: 30\n", + " Solving: Stress period: 3 Time step: 31\n", + " Solving: Stress period: 3 Time step: 32\n", + " Solving: Stress period: 3 Time step: 33\n", + " Solving: Stress period: 3 Time step: 34\n", + " Solving: Stress period: 3 Time step: 35\n", + " Solving: Stress period: 3 Time step: 36\n", + " Solving: Stress period: 3 Time step: 37\n", + " Solving: Stress period: 3 Time step: 38\n", + " Solving: Stress period: 3 Time step: 39\n", + " Solving: Stress period: 3 Time step: 40\n", + " Solving: Stress period: 3 Time step: 41\n", + " Solving: Stress period: 3 Time step: 42\n", + " Solving: Stress period: 3 Time step: 43\n", + " Solving: Stress period: 3 Time step: 44\n", + " Solving: Stress period: 3 Time step: 45\n", + " Solving: Stress period: 3 Time step: 46\n", + " Solving: Stress period: 3 Time step: 47\n", + " Solving: Stress period: 3 Time step: 48\n", + " Solving: Stress period: 3 Time step: 49\n", + " Solving: Stress period: 3 Time step: 50\n", + " Solving: Stress period: 3 Time step: 51\n", + " Solving: Stress period: 3 Time step: 52\n", + " Solving: Stress period: 3 Time step: 53\n", + " Solving: Stress period: 3 Time step: 54\n", + " Solving: Stress period: 3 Time step: 55\n", + " Solving: Stress period: 3 Time step: 56\n", + " Solving: Stress period: 3 Time step: 57\n", + " Solving: Stress period: 3 Time step: 58\n", + " Solving: Stress period: 3 Time step: 59\n", + " Solving: Stress period: 3 Time step: 60\n", + " Solving: Stress period: 3 Time step: 61\n", + " Solving: Stress period: 3 Time step: 62\n", + " Solving: Stress period: 3 Time step: 63\n", + " Solving: Stress period: 3 Time step: 64\n", + " Solving: Stress period: 3 Time step: 65\n", + " Solving: Stress period: 3 Time step: 66\n", + " Solving: Stress period: 3 Time step: 67\n", + " Solving: Stress period: 3 Time step: 68\n", + " Solving: Stress period: 3 Time step: 69\n", + " Solving: Stress period: 3 Time step: 70\n", + " Solving: Stress period: 3 Time step: 71\n", + " Solving: Stress period: 3 Time step: 72\n", + " Solving: Stress period: 3 Time step: 73\n", + " Solving: Stress period: 3 Time step: 74\n", + " Solving: Stress period: 3 Time step: 75\n", + " Solving: Stress period: 3 Time step: 76\n", + " Solving: Stress period: 3 Time step: 77\n", + " Solving: Stress period: 3 Time step: 78\n", + " Solving: Stress period: 3 Time step: 79\n", + " Solving: Stress period: 3 Time step: 80\n", + " Solving: Stress period: 3 Time step: 81\n", + " Solving: Stress period: 3 Time step: 82\n", + " Solving: Stress period: 3 Time step: 83\n", + " Solving: Stress period: 3 Time step: 84\n", + " Solving: Stress period: 3 Time step: 85\n", + " Solving: Stress period: 3 Time step: 86\n", + " Solving: Stress period: 3 Time step: 87\n", + " Solving: Stress period: 3 Time step: 88\n", + " Solving: Stress period: 3 Time step: 89\n", + " Solving: Stress period: 3 Time step: 90\n", + " Solving: Stress period: 3 Time step: 91\n", + " Solving: Stress period: 3 Time step: 92\n", + " Solving: Stress period: 3 Time step: 93\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 94\n", + " Solving: Stress period: 3 Time step: 95\n", + " Solving: Stress period: 3 Time step: 96\n", + " Solving: Stress period: 3 Time step: 97\n", + " Solving: Stress period: 3 Time step: 98\n", + " Solving: Stress period: 3 Time step: 99\n", + " Solving: Stress period: 3 Time step: 100\n", + " Solving: Stress period: 3 Time step: 101\n", + " Solving: Stress period: 3 Time step: 102\n", + " Solving: Stress period: 3 Time step: 103\n", + " Solving: Stress period: 3 Time step: 104\n", + " Solving: Stress period: 3 Time step: 105\n", + " Solving: Stress period: 3 Time step: 106\n", + " Solving: Stress period: 3 Time step: 107\n", + " Solving: Stress period: 3 Time step: 108\n", + " Solving: Stress period: 3 Time step: 109\n", + " Solving: Stress period: 3 Time step: 110\n", + " Solving: Stress period: 3 Time step: 111\n", + " Solving: Stress period: 3 Time step: 112\n", + " Solving: Stress period: 3 Time step: 113\n", + " Solving: Stress period: 3 Time step: 114\n", + " Solving: Stress period: 3 Time step: 115\n", + " Solving: Stress period: 3 Time step: 116\n", + " Solving: Stress period: 3 Time step: 117\n", + " Solving: Stress period: 3 Time step: 118\n", + " Solving: Stress period: 3 Time step: 119\n", + " Solving: Stress period: 3 Time step: 120\n", + " Solving: Stress period: 4 Time step: 1\n", + " Solving: Stress period: 4 Time step: 2\n", + " Solving: Stress period: 4 Time step: 3\n", + " Solving: Stress period: 4 Time step: 4\n", + " Solving: Stress period: 4 Time step: 5\n", + " Solving: Stress period: 4 Time step: 6\n", + " Solving: Stress period: 4 Time step: 7\n", + " Solving: Stress period: 4 Time step: 8\n", + " Solving: Stress period: 4 Time step: 9\n", + " Solving: Stress period: 4 Time step: 10\n", + " Solving: Stress period: 4 Time step: 11\n", + " Solving: Stress period: 4 Time step: 12\n", + " Solving: Stress period: 4 Time step: 13\n", + " Solving: Stress period: 4 Time step: 14\n", + " Solving: Stress period: 4 Time step: 15\n", + " Solving: Stress period: 4 Time step: 16\n", + " Solving: Stress period: 4 Time step: 17\n", + " Solving: Stress period: 4 Time step: 18\n", + " Solving: Stress period: 4 Time step: 19\n", + " Solving: Stress period: 4 Time step: 20\n", + " Solving: Stress period: 4 Time step: 21\n", + " Solving: Stress period: 4 Time step: 22\n", + " Solving: Stress period: 4 Time step: 23\n", + " Solving: Stress period: 4 Time step: 24\n", + " Solving: Stress period: 4 Time step: 25\n", + " Solving: Stress period: 4 Time step: 26\n", + " Solving: Stress period: 4 Time step: 27\n", + " Solving: Stress period: 4 Time step: 28\n", + " Solving: Stress period: 4 Time step: 29\n", + " Solving: Stress period: 4 Time step: 30\n", + " Solving: Stress period: 4 Time step: 31\n", + " Solving: Stress period: 4 Time step: 32\n", + " Solving: Stress period: 4 Time step: 33\n", + " Solving: Stress period: 4 Time step: 34\n", + " Solving: Stress period: 4 Time step: 35\n", + " Solving: Stress period: 4 Time step: 36\n", + " Solving: Stress period: 4 Time step: 37\n", + " Solving: Stress period: 4 Time step: 38\n", + " Solving: Stress period: 4 Time step: 39\n", + " Solving: Stress period: 4 Time step: 40\n", + " Solving: Stress period: 4 Time step: 41\n", + " Solving: Stress period: 4 Time step: 42\n", + " Solving: Stress period: 4 Time step: 43\n", + " Solving: Stress period: 4 Time step: 44\n", + " Solving: Stress period: 4 Time step: 45\n", + " Solving: Stress period: 4 Time step: 46\n", + " Solving: Stress period: 4 Time step: 47\n", + " Solving: Stress period: 4 Time step: 48\n", + " Solving: Stress period: 4 Time step: 49\n", + " Solving: Stress period: 4 Time step: 50\n", + " Solving: Stress period: 4 Time step: 51\n", + " Solving: Stress period: 4 Time step: 52\n", + " Solving: Stress period: 4 Time step: 53\n", + " Solving: Stress period: 4 Time step: 54\n", + " Solving: Stress period: 4 Time step: 55\n", + " Solving: Stress period: 4 Time step: 56\n", + " Solving: Stress period: 4 Time step: 57\n", + " Solving: Stress period: 4 Time step: 58\n", + " Solving: Stress period: 4 Time step: 59\n", + " Solving: Stress period: 4 Time step: 60\n", + " Solving: Stress period: 4 Time step: 61\n", + " Solving: Stress period: 4 Time step: 62\n", + " Solving: Stress period: 4 Time step: 63\n", + " Solving: Stress period: 4 Time step: 64\n", + " Solving: Stress period: 4 Time step: 65\n", + " Solving: Stress period: 4 Time step: 66\n", + " Solving: Stress period: 4 Time step: 67\n", + " Solving: Stress period: 4 Time step: 68\n", + " Solving: Stress period: 4 Time step: 69\n", + " Solving: Stress period: 4 Time step: 70\n", + " Solving: Stress period: 4 Time step: 71\n", + " Solving: Stress period: 4 Time step: 72\n", + " Solving: Stress period: 4 Time step: 73\n", + " Solving: Stress period: 4 Time step: 74\n", + " Solving: Stress period: 4 Time step: 75\n", + " Solving: Stress period: 4 Time step: 76\n", + " Solving: Stress period: 4 Time step: 77\n", + " Solving: Stress period: 4 Time step: 78\n", + " Solving: Stress period: 4 Time step: 79\n", + " Solving: Stress period: 4 Time step: 80\n", + " Solving: Stress period: 4 Time step: 81\n", + " Solving: Stress period: 4 Time step: 82\n", + " Solving: Stress period: 4 Time step: 83\n", + " Solving: Stress period: 4 Time step: 84\n", + " Solving: Stress period: 4 Time step: 85\n", + " Solving: Stress period: 4 Time step: 86\n", + " Solving: Stress period: 4 Time step: 87\n", + " Solving: Stress period: 4 Time step: 88\n", + " Solving: Stress period: 4 Time step: 89\n", + " Solving: Stress period: 4 Time step: 90\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 4 Time step: 91\n", + " Solving: Stress period: 4 Time step: 92\n", + " Solving: Stress period: 4 Time step: 93\n", + " Solving: Stress period: 4 Time step: 94\n", + " Solving: Stress period: 4 Time step: 95\n", + " Solving: Stress period: 4 Time step: 96\n", + " Solving: Stress period: 4 Time step: 97\n", + " Solving: Stress period: 4 Time step: 98\n", + " Solving: Stress period: 4 Time step: 99\n", + " Solving: Stress period: 4 Time step: 100\n", + " Solving: Stress period: 4 Time step: 101\n", + " Solving: Stress period: 4 Time step: 102\n", + " Solving: Stress period: 4 Time step: 103\n", + " Solving: Stress period: 4 Time step: 104\n", + " Solving: Stress period: 4 Time step: 105\n", + " Solving: Stress period: 4 Time step: 106\n", + " Solving: Stress period: 4 Time step: 107\n", + " Solving: Stress period: 4 Time step: 108\n", + " Solving: Stress period: 4 Time step: 109\n", + " Solving: Stress period: 4 Time step: 110\n", + " Solving: Stress period: 4 Time step: 111\n", + " Solving: Stress period: 4 Time step: 112\n", + " Solving: Stress period: 4 Time step: 113\n", + " Solving: Stress period: 4 Time step: 114\n", + " Solving: Stress period: 4 Time step: 115\n", + " Solving: Stress period: 4 Time step: 116\n", + " Solving: Stress period: 4 Time step: 117\n", + " Solving: Stress period: 4 Time step: 118\n", + " Solving: Stress period: 4 Time step: 119\n", + " Solving: Stress period: 4 Time step: 120\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:40\n", + " Elapsed run time: 0.476 Seconds\n", + "\n", + "\n", + "WARNING REPORT:\n", + "\n", + " 1. NONLINEAR BLOCK VARIABLE 'OUTER_HCLOSE' IN FILE 'child_pkgs_test.ims'\n", + " WAS DEPRECATED IN VERSION 6.1.1. SETTING OUTER_DVCLOSE TO OUTER_HCLOSE\n", + " VALUE.\n", + " 2. LINEAR BLOCK VARIABLE 'INNER_HCLOSE' IN FILE 'child_pkgs_test.ims' WAS\n", + " DEPRECATED IN VERSION 6.1.1. SETTING INNER_DVCLOSE TO INNER_HCLOSE VALUE.\n", + " Normal termination of simulation.\n" + ] + } + ], "source": [ "# build ghb stress period data\n", "ghb_spd_ts = {}\n", "ghb_period = []\n", "for layer, cond in zip(range(1, 3), [15.0, 1500.0]):\n", " for row in range(0, 15):\n", - " ghb_period.append(\n", - " ((layer, row, 9), 'tides', cond, 'Estuary-L2'))\n", + " ghb_period.append(((layer, row, 9), \"tides\", cond, \"Estuary-L2\"))\n", "ghb_spd_ts[0] = ghb_period\n", "\n", "# build ts data\n", "ts_data = []\n", "for n in range(0, 365):\n", " ts_data.append((float(n / 11.73), float(n / 60.0)))\n", - "ts_dict = {'timeseries':ts_data, 'time_series_namerecord':'tides',\n", - " 'interpolation_methodrecord':'linear', 'filename':'method3.ts'}\n", + "ts_dict = {\n", + " \"timeseries\": ts_data,\n", + " \"time_series_namerecord\": \"tides\",\n", + " \"interpolation_methodrecord\": \"linear\",\n", + " \"filename\": \"method3.ts\",\n", + "}\n", "# build obs data\n", - "ghb_obs = {('ghb_obs.csv', 'binary'): [('ghb-2-6-10', 'GHB', (1, 5, 9)),\n", - " ('ghb-3-6-10', 'GHB', (2, 5, 9))],\n", - " 'ghb_flows.csv': [('Estuary2', 'GHB', 'Estuary-L2'),\n", - " ('Estuary3', 'GHB', 'Estuary-L3')]}\n", + "ghb_obs = {\n", + " (\"ghb_obs.csv\", \"binary\"): [\n", + " (\"ghb-2-6-10\", \"GHB\", (1, 5, 9)),\n", + " (\"ghb-3-6-10\", \"GHB\", (2, 5, 9)),\n", + " ],\n", + " \"ghb_flows.csv\": [\n", + " (\"Estuary2\", \"GHB\", \"Estuary-L2\"),\n", + " (\"Estuary3\", \"GHB\", \"Estuary-L3\"),\n", + " ],\n", + "}\n", "# build ghb package\n", "ghb = flopy.mf6.modflow.mfgwfghb.ModflowGwfghb(\n", - " model, print_input=True, print_flows=True, save_flows=True, boundnames=True, \n", - " pname='ghb', timeseries=ts_dict, maxbound=30, stress_period_data=ghb_spd_ts)\n", + " model,\n", + " print_input=True,\n", + " print_flows=True,\n", + " save_flows=True,\n", + " boundnames=True,\n", + " pname=\"ghb\",\n", + " timeseries=ts_dict,\n", + " maxbound=30,\n", + " stress_period_data=ghb_spd_ts,\n", + ")\n", "\n", "sim.write_simulation()\n", "sim.run_simulation()\n", "\n", "# clean up for next example\n", - "model.remove_package('ghb')" + "model.remove_package(\"ghb\")" ] }, { @@ -426,9 +2833,514 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + "tides.ts is using linearend interpolation\n", + "wls.ts is using stepwise interpolation\n", + "wls2.ts is using stepwise interpolation\n", + "writing simulation...\n", + " writing simulation name file...\n", + " writing simulation tdis package...\n", + " writing ims package ims_-1...\n", + " writing model child_pkgs...\n", + " writing model name file...\n", + " writing package dis...\n", + " writing package ic...\n", + " writing package npf...\n", + " writing package oc...\n", + " writing package sto...\n", + " writing package ghb...\n", + " writing package ts_0...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " writing package ts_1...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + " writing package ts_2...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", + " MODFLOW 6\n", + " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", + "\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", + "\n", + "This software has been approved for release by the U.S. Geological \n", + "Survey (USGS). Although the software has been subjected to rigorous \n", + "review, the USGS reserves the right to update the software as needed \n", + "pursuant to further analysis and review. No warranty, expressed or \n", + "implied, is made by the USGS or the U.S. Government as to the \n", + "functionality of the software and related material nor shall the \n", + "fact of release constitute any such warranty. Furthermore, the \n", + "software is released on condition that neither the USGS nor the U.S. \n", + "Government shall be held liable for any damages resulting from its \n", + "authorized or unauthorized use. Also refer to the USGS Water \n", + "Resources Software User Rights Notice for complete use, copyright, \n", + "and distribution information.\n", + "\n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:40\n", + "\n", + " Writing simulation list file: mfsim.lst\n", + " Using Simulation name file: mfsim.nam\n", + "\n", + " Solving: Stress period: 1 Time step: 1\n", + " Solving: Stress period: 2 Time step: 1\n", + " Solving: Stress period: 2 Time step: 2\n", + " Solving: Stress period: 2 Time step: 3\n", + " Solving: Stress period: 2 Time step: 4\n", + " Solving: Stress period: 2 Time step: 5\n", + " Solving: Stress period: 2 Time step: 6\n", + " Solving: Stress period: 2 Time step: 7\n", + " Solving: Stress period: 2 Time step: 8\n", + " Solving: Stress period: 2 Time step: 9\n", + " Solving: Stress period: 2 Time step: 10\n", + " Solving: Stress period: 2 Time step: 11\n", + " Solving: Stress period: 2 Time step: 12\n", + " Solving: Stress period: 2 Time step: 13\n", + " Solving: Stress period: 2 Time step: 14\n", + " Solving: Stress period: 2 Time step: 15\n", + " Solving: Stress period: 2 Time step: 16\n", + " Solving: Stress period: 2 Time step: 17\n", + " Solving: Stress period: 2 Time step: 18\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 19\n", + " Solving: Stress period: 2 Time step: 20\n", + " Solving: Stress period: 2 Time step: 21\n", + " Solving: Stress period: 2 Time step: 22\n", + " Solving: Stress period: 2 Time step: 23\n", + " Solving: Stress period: 2 Time step: 24\n", + " Solving: Stress period: 2 Time step: 25\n", + " Solving: Stress period: 2 Time step: 26\n", + " Solving: Stress period: 2 Time step: 27\n", + " Solving: Stress period: 2 Time step: 28\n", + " Solving: Stress period: 2 Time step: 29\n", + " Solving: Stress period: 2 Time step: 30\n", + " Solving: Stress period: 2 Time step: 31\n", + " Solving: Stress period: 2 Time step: 32\n", + " Solving: Stress period: 2 Time step: 33\n", + " Solving: Stress period: 2 Time step: 34\n", + " Solving: Stress period: 2 Time step: 35\n", + " Solving: Stress period: 2 Time step: 36\n", + " Solving: Stress period: 2 Time step: 37\n", + " Solving: Stress period: 2 Time step: 38\n", + " Solving: Stress period: 2 Time step: 39\n", + " Solving: Stress period: 2 Time step: 40\n", + " Solving: Stress period: 2 Time step: 41\n", + " Solving: Stress period: 2 Time step: 42\n", + " Solving: Stress period: 2 Time step: 43\n", + " Solving: Stress period: 2 Time step: 44\n", + " Solving: Stress period: 2 Time step: 45\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 46\n", + " Solving: Stress period: 2 Time step: 47\n", + " Solving: Stress period: 2 Time step: 48\n", + " Solving: Stress period: 2 Time step: 49\n", + " Solving: Stress period: 2 Time step: 50\n", + " Solving: Stress period: 2 Time step: 51\n", + " Solving: Stress period: 2 Time step: 52\n", + " Solving: Stress period: 2 Time step: 53\n", + " Solving: Stress period: 2 Time step: 54\n", + " Solving: Stress period: 2 Time step: 55\n", + " Solving: Stress period: 2 Time step: 56\n", + " Solving: Stress period: 2 Time step: 57\n", + " Solving: Stress period: 2 Time step: 58\n", + " Solving: Stress period: 2 Time step: 59\n", + " Solving: Stress period: 2 Time step: 60\n", + " Solving: Stress period: 2 Time step: 61\n", + " Solving: Stress period: 2 Time step: 62\n", + " Solving: Stress period: 2 Time step: 63\n", + " Solving: Stress period: 2 Time step: 64\n", + " Solving: Stress period: 2 Time step: 65\n", + " Solving: Stress period: 2 Time step: 66\n", + " Solving: Stress period: 2 Time step: 67\n", + " Solving: Stress period: 2 Time step: 68\n", + " Solving: Stress period: 2 Time step: 69\n", + " Solving: Stress period: 2 Time step: 70\n", + " Solving: Stress period: 2 Time step: 71\n", + " Solving: Stress period: 2 Time step: 72\n", + " Solving: Stress period: 2 Time step: 73\n", + " Solving: Stress period: 2 Time step: 74\n", + " Solving: Stress period: 2 Time step: 75\n", + " Solving: Stress period: 2 Time step: 76\n", + " Solving: Stress period: 2 Time step: 77\n", + " Solving: Stress period: 2 Time step: 78\n", + " Solving: Stress period: 2 Time step: 79\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 80\n", + " Solving: Stress period: 2 Time step: 81\n", + " Solving: Stress period: 2 Time step: 82\n", + " Solving: Stress period: 2 Time step: 83\n", + " Solving: Stress period: 2 Time step: 84\n", + " Solving: Stress period: 2 Time step: 85\n", + " Solving: Stress period: 2 Time step: 86\n", + " Solving: Stress period: 2 Time step: 87\n", + " Solving: Stress period: 2 Time step: 88\n", + " Solving: Stress period: 2 Time step: 89\n", + " Solving: Stress period: 2 Time step: 90\n", + " Solving: Stress period: 2 Time step: 91\n", + " Solving: Stress period: 2 Time step: 92\n", + " Solving: Stress period: 2 Time step: 93\n", + " Solving: Stress period: 2 Time step: 94\n", + " Solving: Stress period: 2 Time step: 95\n", + " Solving: Stress period: 2 Time step: 96\n", + " Solving: Stress period: 2 Time step: 97\n", + " Solving: Stress period: 2 Time step: 98\n", + " Solving: Stress period: 2 Time step: 99\n", + " Solving: Stress period: 2 Time step: 100\n", + " Solving: Stress period: 2 Time step: 101\n", + " Solving: Stress period: 2 Time step: 102\n", + " Solving: Stress period: 2 Time step: 103\n", + " Solving: Stress period: 2 Time step: 104\n", + " Solving: Stress period: 2 Time step: 105\n", + " Solving: Stress period: 2 Time step: 106\n", + " Solving: Stress period: 2 Time step: 107\n", + " Solving: Stress period: 2 Time step: 108\n", + " Solving: Stress period: 2 Time step: 109\n", + " Solving: Stress period: 2 Time step: 110\n", + " Solving: Stress period: 2 Time step: 111\n", + " Solving: Stress period: 2 Time step: 112\n", + " Solving: Stress period: 2 Time step: 113\n", + " Solving: Stress period: 2 Time step: 114\n", + " Solving: Stress period: 2 Time step: 115\n", + " Solving: Stress period: 2 Time step: 116\n", + " Solving: Stress period: 2 Time step: 117\n", + " Solving: Stress period: 2 Time step: 118\n", + " Solving: Stress period: 2 Time step: 119\n", + " Solving: Stress period: 2 Time step: 120\n", + " Solving: Stress period: 3 Time step: 1\n", + " Solving: Stress period: 3 Time step: 2\n", + " Solving: Stress period: 3 Time step: 3\n", + " Solving: Stress period: 3 Time step: 4\n", + " Solving: Stress period: 3 Time step: 5\n", + " Solving: Stress period: 3 Time step: 6\n", + " Solving: Stress period: 3 Time step: 7\n", + " Solving: Stress period: 3 Time step: 8\n", + " Solving: Stress period: 3 Time step: 9\n", + " Solving: Stress period: 3 Time step: 10\n", + " Solving: Stress period: 3 Time step: 11\n", + " Solving: Stress period: 3 Time step: 12\n", + " Solving: Stress period: 3 Time step: 13\n", + " Solving: Stress period: 3 Time step: 14\n", + " Solving: Stress period: 3 Time step: 15\n", + " Solving: Stress period: 3 Time step: 16\n", + " Solving: Stress period: 3 Time step: 17\n", + " Solving: Stress period: 3 Time step: 18\n", + " Solving: Stress period: 3 Time step: 19\n", + " Solving: Stress period: 3 Time step: 20\n", + " Solving: Stress period: 3 Time step: 21\n", + " Solving: Stress period: 3 Time step: 22\n", + " Solving: Stress period: 3 Time step: 23\n", + " Solving: Stress period: 3 Time step: 24\n", + " Solving: Stress period: 3 Time step: 25\n", + " Solving: Stress period: 3 Time step: 26\n", + " Solving: Stress period: 3 Time step: 27\n", + " Solving: Stress period: 3 Time step: 28\n", + " Solving: Stress period: 3 Time step: 29\n", + " Solving: Stress period: 3 Time step: 30\n", + " Solving: Stress period: 3 Time step: 31\n", + " Solving: Stress period: 3 Time step: 32\n", + " Solving: Stress period: 3 Time step: 33\n", + " Solving: Stress period: 3 Time step: 34\n", + " Solving: Stress period: 3 Time step: 35\n", + " Solving: Stress period: 3 Time step: 36\n", + " Solving: Stress period: 3 Time step: 37\n", + " Solving: Stress period: 3 Time step: 38\n", + " Solving: Stress period: 3 Time step: 39\n", + " Solving: Stress period: 3 Time step: 40\n", + " Solving: Stress period: 3 Time step: 41\n", + " Solving: Stress period: 3 Time step: 42\n", + " Solving: Stress period: 3 Time step: 43\n", + " Solving: Stress period: 3 Time step: 44\n", + " Solving: Stress period: 3 Time step: 45\n", + " Solving: Stress period: 3 Time step: 46\n", + " Solving: Stress period: 3 Time step: 47\n", + " Solving: Stress period: 3 Time step: 48\n", + " Solving: Stress period: 3 Time step: 49\n", + " Solving: Stress period: 3 Time step: 50\n", + " Solving: Stress period: 3 Time step: 51\n", + " Solving: Stress period: 3 Time step: 52\n", + " Solving: Stress period: 3 Time step: 53\n", + " Solving: Stress period: 3 Time step: 54\n", + " Solving: Stress period: 3 Time step: 55\n", + " Solving: Stress period: 3 Time step: 56\n", + " Solving: Stress period: 3 Time step: 57\n", + " Solving: Stress period: 3 Time step: 58\n", + " Solving: Stress period: 3 Time step: 59\n", + " Solving: Stress period: 3 Time step: 60\n", + " Solving: Stress period: 3 Time step: 61\n", + " Solving: Stress period: 3 Time step: 62\n", + " Solving: Stress period: 3 Time step: 63\n", + " Solving: Stress period: 3 Time step: 64\n", + " Solving: Stress period: 3 Time step: 65\n", + " Solving: Stress period: 3 Time step: 66\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 67\n", + " Solving: Stress period: 3 Time step: 68\n", + " Solving: Stress period: 3 Time step: 69\n", + " Solving: Stress period: 3 Time step: 70\n", + " Solving: Stress period: 3 Time step: 71\n", + " Solving: Stress period: 3 Time step: 72\n", + " Solving: Stress period: 3 Time step: 73\n", + " Solving: Stress period: 3 Time step: 74\n", + " Solving: Stress period: 3 Time step: 75\n", + " Solving: Stress period: 3 Time step: 76\n", + " Solving: Stress period: 3 Time step: 77\n", + " Solving: Stress period: 3 Time step: 78\n", + " Solving: Stress period: 3 Time step: 79\n", + " Solving: Stress period: 3 Time step: 80\n", + " Solving: Stress period: 3 Time step: 81\n", + " Solving: Stress period: 3 Time step: 82\n", + " Solving: Stress period: 3 Time step: 83\n", + " Solving: Stress period: 3 Time step: 84\n", + " Solving: Stress period: 3 Time step: 85\n", + " Solving: Stress period: 3 Time step: 86\n", + " Solving: Stress period: 3 Time step: 87\n", + " Solving: Stress period: 3 Time step: 88\n", + " Solving: Stress period: 3 Time step: 89\n", + " Solving: Stress period: 3 Time step: 90\n", + " Solving: Stress period: 3 Time step: 91\n", + " Solving: Stress period: 3 Time step: 92\n", + " Solving: Stress period: 3 Time step: 93\n", + " Solving: Stress period: 3 Time step: 94\n", + " Solving: Stress period: 3 Time step: 95\n", + " Solving: Stress period: 3 Time step: 96\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 97\n", + " Solving: Stress period: 3 Time step: 98\n", + " Solving: Stress period: 3 Time step: 99\n", + " Solving: Stress period: 3 Time step: 100\n", + " Solving: Stress period: 3 Time step: 101\n", + " Solving: Stress period: 3 Time step: 102\n", + " Solving: Stress period: 3 Time step: 103\n", + " Solving: Stress period: 3 Time step: 104\n", + " Solving: Stress period: 3 Time step: 105\n", + " Solving: Stress period: 3 Time step: 106\n", + " Solving: Stress period: 3 Time step: 107\n", + " Solving: Stress period: 3 Time step: 108\n", + " Solving: Stress period: 3 Time step: 109\n", + " Solving: Stress period: 3 Time step: 110\n", + " Solving: Stress period: 3 Time step: 111\n", + " Solving: Stress period: 3 Time step: 112\n", + " Solving: Stress period: 3 Time step: 113\n", + " Solving: Stress period: 3 Time step: 114\n", + " Solving: Stress period: 3 Time step: 115\n", + " Solving: Stress period: 3 Time step: 116\n", + " Solving: Stress period: 3 Time step: 117\n", + " Solving: Stress period: 3 Time step: 118\n", + " Solving: Stress period: 3 Time step: 119\n", + " Solving: Stress period: 3 Time step: 120\n", + " Solving: Stress period: 4 Time step: 1\n", + " Solving: Stress period: 4 Time step: 2\n", + " Solving: Stress period: 4 Time step: 3\n", + " Solving: Stress period: 4 Time step: 4\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 4 Time step: 5\n", + " Solving: Stress period: 4 Time step: 6\n", + " Solving: Stress period: 4 Time step: 7\n", + " Solving: Stress period: 4 Time step: 8\n", + " Solving: Stress period: 4 Time step: 9\n", + " Solving: Stress period: 4 Time step: 10\n", + " Solving: Stress period: 4 Time step: 11\n", + " Solving: Stress period: 4 Time step: 12\n", + " Solving: Stress period: 4 Time step: 13\n", + " Solving: Stress period: 4 Time step: 14\n", + " Solving: Stress period: 4 Time step: 15\n", + " Solving: Stress period: 4 Time step: 16\n", + " Solving: Stress period: 4 Time step: 17\n", + " Solving: Stress period: 4 Time step: 18\n", + " Solving: Stress period: 4 Time step: 19\n", + " Solving: Stress period: 4 Time step: 20\n", + " Solving: Stress period: 4 Time step: 21\n", + " Solving: Stress period: 4 Time step: 22\n", + " Solving: Stress period: 4 Time step: 23\n", + " Solving: Stress period: 4 Time step: 24\n", + " Solving: Stress period: 4 Time step: 25\n", + " Solving: Stress period: 4 Time step: 26\n", + " Solving: Stress period: 4 Time step: 27\n", + " Solving: Stress period: 4 Time step: 28\n", + " Solving: Stress period: 4 Time step: 29\n", + " Solving: Stress period: 4 Time step: 30\n", + " Solving: Stress period: 4 Time step: 31\n", + " Solving: Stress period: 4 Time step: 32\n", + " Solving: Stress period: 4 Time step: 33\n", + " Solving: Stress period: 4 Time step: 34\n", + " Solving: Stress period: 4 Time step: 35\n", + " Solving: Stress period: 4 Time step: 36\n", + " Solving: Stress period: 4 Time step: 37\n", + " Solving: Stress period: 4 Time step: 38\n", + " Solving: Stress period: 4 Time step: 39\n", + " Solving: Stress period: 4 Time step: 40\n", + " Solving: Stress period: 4 Time step: 41\n", + " Solving: Stress period: 4 Time step: 42\n", + " Solving: Stress period: 4 Time step: 43\n", + " Solving: Stress period: 4 Time step: 44\n", + " Solving: Stress period: 4 Time step: 45\n", + " Solving: Stress period: 4 Time step: 46\n", + " Solving: Stress period: 4 Time step: 47\n", + " Solving: Stress period: 4 Time step: 48\n", + " Solving: Stress period: 4 Time step: 49\n", + " Solving: Stress period: 4 Time step: 50\n", + " Solving: Stress period: 4 Time step: 51\n", + " Solving: Stress period: 4 Time step: 52\n", + " Solving: Stress period: 4 Time step: 53\n", + " Solving: Stress period: 4 Time step: 54\n", + " Solving: Stress period: 4 Time step: 55\n", + " Solving: Stress period: 4 Time step: 56\n", + " Solving: Stress period: 4 Time step: 57\n", + " Solving: Stress period: 4 Time step: 58\n", + " Solving: Stress period: 4 Time step: 59\n", + " Solving: Stress period: 4 Time step: 60\n", + " Solving: Stress period: 4 Time step: 61\n", + " Solving: Stress period: 4 Time step: 62\n", + " Solving: Stress period: 4 Time step: 63\n", + " Solving: Stress period: 4 Time step: 64\n", + " Solving: Stress period: 4 Time step: 65\n", + " Solving: Stress period: 4 Time step: 66\n", + " Solving: Stress period: 4 Time step: 67\n", + " Solving: Stress period: 4 Time step: 68\n", + " Solving: Stress period: 4 Time step: 69\n", + " Solving: Stress period: 4 Time step: 70\n", + " Solving: Stress period: 4 Time step: 71\n", + " Solving: Stress period: 4 Time step: 72\n", + " Solving: Stress period: 4 Time step: 73\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 4 Time step: 74\n", + " Solving: Stress period: 4 Time step: 75\n", + " Solving: Stress period: 4 Time step: 76\n", + " Solving: Stress period: 4 Time step: 77\n", + " Solving: Stress period: 4 Time step: 78\n", + " Solving: Stress period: 4 Time step: 79\n", + " Solving: Stress period: 4 Time step: 80\n", + " Solving: Stress period: 4 Time step: 81\n", + " Solving: Stress period: 4 Time step: 82\n", + " Solving: Stress period: 4 Time step: 83\n", + " Solving: Stress period: 4 Time step: 84\n", + " Solving: Stress period: 4 Time step: 85\n", + " Solving: Stress period: 4 Time step: 86\n", + " Solving: Stress period: 4 Time step: 87\n", + " Solving: Stress period: 4 Time step: 88\n", + " Solving: Stress period: 4 Time step: 89\n", + " Solving: Stress period: 4 Time step: 90\n", + " Solving: Stress period: 4 Time step: 91\n", + " Solving: Stress period: 4 Time step: 92\n", + " Solving: Stress period: 4 Time step: 93\n", + " Solving: Stress period: 4 Time step: 94\n", + " Solving: Stress period: 4 Time step: 95\n", + " Solving: Stress period: 4 Time step: 96\n", + " Solving: Stress period: 4 Time step: 97\n", + " Solving: Stress period: 4 Time step: 98\n", + " Solving: Stress period: 4 Time step: 99\n", + " Solving: Stress period: 4 Time step: 100\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 4 Time step: 101\n", + " Solving: Stress period: 4 Time step: 102\n", + " Solving: Stress period: 4 Time step: 103\n", + " Solving: Stress period: 4 Time step: 104\n", + " Solving: Stress period: 4 Time step: 105\n", + " Solving: Stress period: 4 Time step: 106\n", + " Solving: Stress period: 4 Time step: 107\n", + " Solving: Stress period: 4 Time step: 108\n", + " Solving: Stress period: 4 Time step: 109\n", + " Solving: Stress period: 4 Time step: 110\n", + " Solving: Stress period: 4 Time step: 111\n", + " Solving: Stress period: 4 Time step: 112\n", + " Solving: Stress period: 4 Time step: 113\n", + " Solving: Stress period: 4 Time step: 114\n", + " Solving: Stress period: 4 Time step: 115\n", + " Solving: Stress period: 4 Time step: 116\n", + " Solving: Stress period: 4 Time step: 117\n", + " Solving: Stress period: 4 Time step: 118\n", + " Solving: Stress period: 4 Time step: 119\n", + " Solving: Stress period: 4 Time step: 120\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:41\n", + " Elapsed run time: 0.533 Seconds\n", + "\n", + "\n", + "WARNING REPORT:\n", + "\n", + " 1. NONLINEAR BLOCK VARIABLE 'OUTER_HCLOSE' IN FILE 'child_pkgs_test.ims'\n", + " WAS DEPRECATED IN VERSION 6.1.1. SETTING OUTER_DVCLOSE TO OUTER_HCLOSE\n", + " VALUE.\n", + " 2. LINEAR BLOCK VARIABLE 'INNER_HCLOSE' IN FILE 'child_pkgs_test.ims' WAS\n", + " DEPRECATED IN VERSION 6.1.1. SETTING INNER_DVCLOSE TO INNER_HCLOSE VALUE.\n", + " Normal termination of simulation.\n" + ] + }, + { + "data": { + "text/plain": [ + "(True, [])" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# build ghb stress period data\n", "ghb_spd_ts = {}\n", @@ -436,11 +3348,9 @@ "for layer, cond in zip(range(1, 3), [15.0, 1500.0]):\n", " for row in range(0, 15):\n", " if row < 10:\n", - " ghb_period.append(\n", - " ((layer, row, 9), 'tides', cond, 'Estuary-L2'))\n", + " ghb_period.append(((layer, row, 9), \"tides\", cond, \"Estuary-L2\"))\n", " else:\n", - " ghb_period.append(\n", - " ((layer, row, 9), 'wl', cond, 'Estuary-L2')) \n", + " ghb_period.append(((layer, row, 9), \"wl\", cond, \"Estuary-L2\"))\n", "ghb_spd_ts[0] = ghb_period\n", "\n", "# build ts data\n", @@ -455,38 +3365,72 @@ " ts_data3.append((float(0.0 + (n / 11.73)), 1.5 * float(n / 60.0)))\n", "\n", "# build obs data\n", - "ghb_obs = {('ghb_obs.csv', 'binary'): [('ghb-2-6-10', 'GHB', (1, 5, 9)),\n", - " ('ghb-3-6-10', 'GHB', (2, 5, 9))],\n", - " 'ghb_flows.csv': [('Estuary2', 'GHB', 'Estuary-L2'),\n", - " ('Estuary3', 'GHB', 'Estuary-L3')]}\n", + "ghb_obs = {\n", + " (\"ghb_obs.csv\", \"binary\"): [\n", + " (\"ghb-2-6-10\", \"GHB\", (1, 5, 9)),\n", + " (\"ghb-3-6-10\", \"GHB\", (2, 5, 9)),\n", + " ],\n", + " \"ghb_flows.csv\": [\n", + " (\"Estuary2\", \"GHB\", \"Estuary-L2\"),\n", + " (\"Estuary3\", \"GHB\", \"Estuary-L3\"),\n", + " ],\n", + "}\n", "# build ghb package\n", "ghb = flopy.mf6.modflow.mfgwfghb.ModflowGwfghb(\n", - " model, print_input=True, print_flows=True, save_flows=True, boundnames=True, \n", - " pname='ghb', maxbound=30, stress_period_data=ghb_spd_ts)\n", + " model,\n", + " print_input=True,\n", + " print_flows=True,\n", + " save_flows=True,\n", + " boundnames=True,\n", + " pname=\"ghb\",\n", + " maxbound=30,\n", + " stress_period_data=ghb_spd_ts,\n", + ")\n", "\n", "# initialize time series\n", - "ghb.ts.initialize(filename='tides.ts', timeseries=ts_data,\n", - " time_series_namerecord='tides',\n", - " interpolation_methodrecord='linearend', \n", - " sfacrecord=1.1)\n", + "ghb.ts.initialize(\n", + " filename=\"tides.ts\",\n", + " timeseries=ts_data,\n", + " time_series_namerecord=\"tides\",\n", + " interpolation_methodrecord=\"linearend\",\n", + " sfacrecord=1.1,\n", + ")\n", "# append additional time series\n", - "ghb.ts.append_package(filename='wls.ts', timeseries=ts_data2,\n", - " time_series_namerecord='wl',\n", - " interpolation_methodrecord='stepwise', \n", - " sfacrecord=1.2)\n", + "ghb.ts.append_package(\n", + " filename=\"wls.ts\",\n", + " timeseries=ts_data2,\n", + " time_series_namerecord=\"wl\",\n", + " interpolation_methodrecord=\"stepwise\",\n", + " sfacrecord=1.2,\n", + ")\n", "# append additional time series\n", - "ghb.ts.append_package(filename='wls2.ts', timeseries=ts_data3,\n", - " time_series_namerecord='wl2',\n", - " interpolation_methodrecord='stepwise', \n", - " sfacrecord=1.3)\n", + "ghb.ts.append_package(\n", + " filename=\"wls2.ts\",\n", + " timeseries=ts_data3,\n", + " time_series_namerecord=\"wl2\",\n", + " interpolation_methodrecord=\"stepwise\",\n", + " sfacrecord=1.3,\n", + ")\n", "\n", "# retreive information from each time series\n", - "print('{} is using {} interpolation'.format(\n", - " ghb.ts[0].filename, ghb.ts[0].interpolation_methodrecord.get_data()[0][0]))\n", - "print('{} is using {} interpolation'.format(\n", - " ghb.ts[1].filename, ghb.ts[1].interpolation_methodrecord.get_data()[0][0]))\n", - "print('{} is using {} interpolation'.format(\n", - " ghb.ts[2].filename, ghb.ts[2].interpolation_methodrecord.get_data()[0][0]))\n", + "print(\n", + " \"{} is using {} interpolation\".format(\n", + " ghb.ts[0].filename,\n", + " ghb.ts[0].interpolation_methodrecord.get_data()[0][0],\n", + " )\n", + ")\n", + "print(\n", + " \"{} is using {} interpolation\".format(\n", + " ghb.ts[1].filename,\n", + " ghb.ts[1].interpolation_methodrecord.get_data()[0][0],\n", + " )\n", + ")\n", + "print(\n", + " \"{} is using {} interpolation\".format(\n", + " ghb.ts[2].filename,\n", + " ghb.ts[2].interpolation_methodrecord.get_data()[0][0],\n", + " )\n", + ")\n", "\n", "sim.write_simulation()\n", "sim.run_simulation()" @@ -530,25 +3474,509 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING: Time array series name rcharray_1 not found in any time series file\n", + "writing simulation...\n", + " writing simulation name file...\n", + " writing simulation tdis package...\n", + " writing ims package ims_-1...\n", + " writing model child_pkgs...\n", + " writing model name file...\n", + " writing package dis...\n", + " writing package ic...\n", + " writing package npf...\n", + " writing package oc...\n", + " writing package sto...\n", + " writing package ghb...\n", + " writing package ts_0...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + " writing package ts_1...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " writing package ts_2...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + " writing package rcha_0...\n", + " writing package tas_0...\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " MODFLOW 6\n", + " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", + "\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", + "\n", + "This software has been approved for release by the U.S. Geological \n", + "Survey (USGS). Although the software has been subjected to rigorous \n", + "review, the USGS reserves the right to update the software as needed \n", + "pursuant to further analysis and review. No warranty, expressed or \n", + "implied, is made by the USGS or the U.S. Government as to the \n", + "functionality of the software and related material nor shall the \n", + "fact of release constitute any such warranty. Furthermore, the \n", + "software is released on condition that neither the USGS nor the U.S. \n", + "Government shall be held liable for any damages resulting from its \n", + "authorized or unauthorized use. Also refer to the USGS Water \n", + "Resources Software User Rights Notice for complete use, copyright, \n", + "and distribution information.\n", + "\n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:41\n", + "\n", + " Writing simulation list file: mfsim.lst\n", + " Using Simulation name file: mfsim.nam\n", + "\n", + " Solving: Stress period: 1 Time step: 1\n", + " Solving: Stress period: 2 Time step: 1\n", + " Solving: Stress period: 2 Time step: 2\n", + " Solving: Stress period: 2 Time step: 3\n", + " Solving: Stress period: 2 Time step: 4\n", + " Solving: Stress period: 2 Time step: 5\n", + " Solving: Stress period: 2 Time step: 6\n", + " Solving: Stress period: 2 Time step: 7\n", + " Solving: Stress period: 2 Time step: 8\n", + " Solving: Stress period: 2 Time step: 9\n", + " Solving: Stress period: 2 Time step: 10\n", + " Solving: Stress period: 2 Time step: 11\n", + " Solving: Stress period: 2 Time step: 12\n", + " Solving: Stress period: 2 Time step: 13\n", + " Solving: Stress period: 2 Time step: 14\n", + " Solving: Stress period: 2 Time step: 15\n", + " Solving: Stress period: 2 Time step: 16\n", + " Solving: Stress period: 2 Time step: 17\n", + " Solving: Stress period: 2 Time step: 18\n", + " Solving: Stress period: 2 Time step: 19\n", + " Solving: Stress period: 2 Time step: 20\n", + " Solving: Stress period: 2 Time step: 21\n", + " Solving: Stress period: 2 Time step: 22\n", + " Solving: Stress period: 2 Time step: 23\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 24\n", + " Solving: Stress period: 2 Time step: 25\n", + " Solving: Stress period: 2 Time step: 26\n", + " Solving: Stress period: 2 Time step: 27\n", + " Solving: Stress period: 2 Time step: 28\n", + " Solving: Stress period: 2 Time step: 29\n", + " Solving: Stress period: 2 Time step: 30\n", + " Solving: Stress period: 2 Time step: 31\n", + " Solving: Stress period: 2 Time step: 32\n", + " Solving: Stress period: 2 Time step: 33\n", + " Solving: Stress period: 2 Time step: 34\n", + " Solving: Stress period: 2 Time step: 35\n", + " Solving: Stress period: 2 Time step: 36\n", + " Solving: Stress period: 2 Time step: 37\n", + " Solving: Stress period: 2 Time step: 38\n", + " Solving: Stress period: 2 Time step: 39\n", + " Solving: Stress period: 2 Time step: 40\n", + " Solving: Stress period: 2 Time step: 41\n", + " Solving: Stress period: 2 Time step: 42\n", + " Solving: Stress period: 2 Time step: 43\n", + " Solving: Stress period: 2 Time step: 44\n", + " Solving: Stress period: 2 Time step: 45\n", + " Solving: Stress period: 2 Time step: 46\n", + " Solving: Stress period: 2 Time step: 47\n", + " Solving: Stress period: 2 Time step: 48\n", + " Solving: Stress period: 2 Time step: 49\n", + " Solving: Stress period: 2 Time step: 50\n", + " Solving: Stress period: 2 Time step: 51\n", + " Solving: Stress period: 2 Time step: 52\n", + " Solving: Stress period: 2 Time step: 53\n", + " Solving: Stress period: 2 Time step: 54\n", + " Solving: Stress period: 2 Time step: 55\n", + " Solving: Stress period: 2 Time step: 56\n", + " Solving: Stress period: 2 Time step: 57\n", + " Solving: Stress period: 2 Time step: 58\n", + " Solving: Stress period: 2 Time step: 59\n", + " Solving: Stress period: 2 Time step: 60\n", + " Solving: Stress period: 2 Time step: 61\n", + " Solving: Stress period: 2 Time step: 62\n", + " Solving: Stress period: 2 Time step: 63\n", + " Solving: Stress period: 2 Time step: 64\n", + " Solving: Stress period: 2 Time step: 65\n", + " Solving: Stress period: 2 Time step: 66\n", + " Solving: Stress period: 2 Time step: 67\n", + " Solving: Stress period: 2 Time step: 68\n", + " Solving: Stress period: 2 Time step: 69\n", + " Solving: Stress period: 2 Time step: 70\n", + " Solving: Stress period: 2 Time step: 71\n", + " Solving: Stress period: 2 Time step: 72\n", + " Solving: Stress period: 2 Time step: 73\n", + " Solving: Stress period: 2 Time step: 74\n", + " Solving: Stress period: 2 Time step: 75\n", + " Solving: Stress period: 2 Time step: 76\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 77\n", + " Solving: Stress period: 2 Time step: 78\n", + " Solving: Stress period: 2 Time step: 79\n", + " Solving: Stress period: 2 Time step: 80\n", + " Solving: Stress period: 2 Time step: 81\n", + " Solving: Stress period: 2 Time step: 82\n", + " Solving: Stress period: 2 Time step: 83\n", + " Solving: Stress period: 2 Time step: 84\n", + " Solving: Stress period: 2 Time step: 85\n", + " Solving: Stress period: 2 Time step: 86\n", + " Solving: Stress period: 2 Time step: 87\n", + " Solving: Stress period: 2 Time step: 88\n", + " Solving: Stress period: 2 Time step: 89\n", + " Solving: Stress period: 2 Time step: 90\n", + " Solving: Stress period: 2 Time step: 91\n", + " Solving: Stress period: 2 Time step: 92\n", + " Solving: Stress period: 2 Time step: 93\n", + " Solving: Stress period: 2 Time step: 94\n", + " Solving: Stress period: 2 Time step: 95\n", + " Solving: Stress period: 2 Time step: 96\n", + " Solving: Stress period: 2 Time step: 97\n", + " Solving: Stress period: 2 Time step: 98\n", + " Solving: Stress period: 2 Time step: 99\n", + " Solving: Stress period: 2 Time step: 100\n", + " Solving: Stress period: 2 Time step: 101\n", + " Solving: Stress period: 2 Time step: 102\n", + " Solving: Stress period: 2 Time step: 103\n", + " Solving: Stress period: 2 Time step: 104\n", + " Solving: Stress period: 2 Time step: 105\n", + " Solving: Stress period: 2 Time step: 106\n", + " Solving: Stress period: 2 Time step: 107\n", + " Solving: Stress period: 2 Time step: 108\n", + " Solving: Stress period: 2 Time step: 109\n", + " Solving: Stress period: 2 Time step: 110\n", + " Solving: Stress period: 2 Time step: 111\n", + " Solving: Stress period: 2 Time step: 112\n", + " Solving: Stress period: 2 Time step: 113\n", + " Solving: Stress period: 2 Time step: 114\n", + " Solving: Stress period: 2 Time step: 115\n", + " Solving: Stress period: 2 Time step: 116\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 117\n", + " Solving: Stress period: 2 Time step: 118\n", + " Solving: Stress period: 2 Time step: 119\n", + " Solving: Stress period: 2 Time step: 120\n", + " Solving: Stress period: 3 Time step: 1\n", + " Solving: Stress period: 3 Time step: 2\n", + " Solving: Stress period: 3 Time step: 3\n", + " Solving: Stress period: 3 Time step: 4\n", + " Solving: Stress period: 3 Time step: 5\n", + " Solving: Stress period: 3 Time step: 6\n", + " Solving: Stress period: 3 Time step: 7\n", + " Solving: Stress period: 3 Time step: 8\n", + " Solving: Stress period: 3 Time step: 9\n", + " Solving: Stress period: 3 Time step: 10\n", + " Solving: Stress period: 3 Time step: 11\n", + " Solving: Stress period: 3 Time step: 12\n", + " Solving: Stress period: 3 Time step: 13\n", + " Solving: Stress period: 3 Time step: 14\n", + " Solving: Stress period: 3 Time step: 15\n", + " Solving: Stress period: 3 Time step: 16\n", + " Solving: Stress period: 3 Time step: 17\n", + " Solving: Stress period: 3 Time step: 18\n", + " Solving: Stress period: 3 Time step: 19\n", + " Solving: Stress period: 3 Time step: 20\n", + " Solving: Stress period: 3 Time step: 21\n", + " Solving: Stress period: 3 Time step: 22\n", + " Solving: Stress period: 3 Time step: 23\n", + " Solving: Stress period: 3 Time step: 24\n", + " Solving: Stress period: 3 Time step: 25\n", + " Solving: Stress period: 3 Time step: 26\n", + " Solving: Stress period: 3 Time step: 27\n", + " Solving: Stress period: 3 Time step: 28\n", + " Solving: Stress period: 3 Time step: 29\n", + " Solving: Stress period: 3 Time step: 30\n", + " Solving: Stress period: 3 Time step: 31\n", + " Solving: Stress period: 3 Time step: 32\n", + " Solving: Stress period: 3 Time step: 33\n", + " Solving: Stress period: 3 Time step: 34\n", + " Solving: Stress period: 3 Time step: 35\n", + " Solving: Stress period: 3 Time step: 36\n", + " Solving: Stress period: 3 Time step: 37\n", + " Solving: Stress period: 3 Time step: 38\n", + " Solving: Stress period: 3 Time step: 39\n", + " Solving: Stress period: 3 Time step: 40\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 41\n", + " Solving: Stress period: 3 Time step: 42\n", + " Solving: Stress period: 3 Time step: 43\n", + " Solving: Stress period: 3 Time step: 44\n", + " Solving: Stress period: 3 Time step: 45\n", + " Solving: Stress period: 3 Time step: 46\n", + " Solving: Stress period: 3 Time step: 47\n", + " Solving: Stress period: 3 Time step: 48\n", + " Solving: Stress period: 3 Time step: 49\n", + " Solving: Stress period: 3 Time step: 50\n", + " Solving: Stress period: 3 Time step: 51\n", + " Solving: Stress period: 3 Time step: 52\n", + " Solving: Stress period: 3 Time step: 53\n", + " Solving: Stress period: 3 Time step: 54\n", + " Solving: Stress period: 3 Time step: 55\n", + " Solving: Stress period: 3 Time step: 56\n", + " Solving: Stress period: 3 Time step: 57\n", + " Solving: Stress period: 3 Time step: 58\n", + " Solving: Stress period: 3 Time step: 59\n", + " Solving: Stress period: 3 Time step: 60\n", + " Solving: Stress period: 3 Time step: 61\n", + " Solving: Stress period: 3 Time step: 62\n", + " Solving: Stress period: 3 Time step: 63\n", + " Solving: Stress period: 3 Time step: 64\n", + " Solving: Stress period: 3 Time step: 65\n", + " Solving: Stress period: 3 Time step: 66\n", + " Solving: Stress period: 3 Time step: 67\n", + " Solving: Stress period: 3 Time step: 68\n", + " Solving: Stress period: 3 Time step: 69\n", + " Solving: Stress period: 3 Time step: 70\n", + " Solving: Stress period: 3 Time step: 71\n", + " Solving: Stress period: 3 Time step: 72\n", + " Solving: Stress period: 3 Time step: 73\n", + " Solving: Stress period: 3 Time step: 74\n", + " Solving: Stress period: 3 Time step: 75\n", + " Solving: Stress period: 3 Time step: 76\n", + " Solving: Stress period: 3 Time step: 77\n", + " Solving: Stress period: 3 Time step: 78\n", + " Solving: Stress period: 3 Time step: 79\n", + " Solving: Stress period: 3 Time step: 80\n", + " Solving: Stress period: 3 Time step: 81\n", + " Solving: Stress period: 3 Time step: 82\n", + " Solving: Stress period: 3 Time step: 83\n", + " Solving: Stress period: 3 Time step: 84\n", + " Solving: Stress period: 3 Time step: 85\n", + " Solving: Stress period: 3 Time step: 86\n", + " Solving: Stress period: 3 Time step: 87\n", + " Solving: Stress period: 3 Time step: 88\n", + " Solving: Stress period: 3 Time step: 89\n", + " Solving: Stress period: 3 Time step: 90\n", + " Solving: Stress period: 3 Time step: 91\n", + " Solving: Stress period: 3 Time step: 92\n", + " Solving: Stress period: 3 Time step: 93\n", + " Solving: Stress period: 3 Time step: 94\n", + " Solving: Stress period: 3 Time step: 95\n", + " Solving: Stress period: 3 Time step: 96\n", + " Solving: Stress period: 3 Time step: 97\n", + " Solving: Stress period: 3 Time step: 98\n", + " Solving: Stress period: 3 Time step: 99\n", + " Solving: Stress period: 3 Time step: 100\n", + " Solving: Stress period: 3 Time step: 101\n", + " Solving: Stress period: 3 Time step: 102\n", + " Solving: Stress period: 3 Time step: 103\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 104\n", + " Solving: Stress period: 3 Time step: 105\n", + " Solving: Stress period: 3 Time step: 106\n", + " Solving: Stress period: 3 Time step: 107\n", + " Solving: Stress period: 3 Time step: 108\n", + " Solving: Stress period: 3 Time step: 109\n", + " Solving: Stress period: 3 Time step: 110\n", + " Solving: Stress period: 3 Time step: 111\n", + " Solving: Stress period: 3 Time step: 112\n", + " Solving: Stress period: 3 Time step: 113\n", + " Solving: Stress period: 3 Time step: 114\n", + " Solving: Stress period: 3 Time step: 115\n", + " Solving: Stress period: 3 Time step: 116\n", + " Solving: Stress period: 3 Time step: 117\n", + " Solving: Stress period: 3 Time step: 118\n", + " Solving: Stress period: 3 Time step: 119\n", + " Solving: Stress period: 3 Time step: 120\n", + " Solving: Stress period: 4 Time step: 1\n", + " Solving: Stress period: 4 Time step: 2\n", + " Solving: Stress period: 4 Time step: 3\n", + " Solving: Stress period: 4 Time step: 4\n", + " Solving: Stress period: 4 Time step: 5\n", + " Solving: Stress period: 4 Time step: 6\n", + " Solving: Stress period: 4 Time step: 7\n", + " Solving: Stress period: 4 Time step: 8\n", + " Solving: Stress period: 4 Time step: 9\n", + " Solving: Stress period: 4 Time step: 10\n", + " Solving: Stress period: 4 Time step: 11\n", + " Solving: Stress period: 4 Time step: 12\n", + " Solving: Stress period: 4 Time step: 13\n", + " Solving: Stress period: 4 Time step: 14\n", + " Solving: Stress period: 4 Time step: 15\n", + " Solving: Stress period: 4 Time step: 16\n", + " Solving: Stress period: 4 Time step: 17\n", + " Solving: Stress period: 4 Time step: 18\n", + " Solving: Stress period: 4 Time step: 19\n", + " Solving: Stress period: 4 Time step: 20\n", + " Solving: Stress period: 4 Time step: 21\n", + " Solving: Stress period: 4 Time step: 22\n", + " Solving: Stress period: 4 Time step: 23\n", + " Solving: Stress period: 4 Time step: 24\n", + " Solving: Stress period: 4 Time step: 25\n", + " Solving: Stress period: 4 Time step: 26\n", + " Solving: Stress period: 4 Time step: 27\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 4 Time step: 28\n", + " Solving: Stress period: 4 Time step: 29\n", + " Solving: Stress period: 4 Time step: 30\n", + " Solving: Stress period: 4 Time step: 31\n", + " Solving: Stress period: 4 Time step: 32\n", + " Solving: Stress period: 4 Time step: 33\n", + " Solving: Stress period: 4 Time step: 34\n", + " Solving: Stress period: 4 Time step: 35\n", + " Solving: Stress period: 4 Time step: 36\n", + " Solving: Stress period: 4 Time step: 37\n", + " Solving: Stress period: 4 Time step: 38\n", + " Solving: Stress period: 4 Time step: 39\n", + " Solving: Stress period: 4 Time step: 40\n", + " Solving: Stress period: 4 Time step: 41\n", + " Solving: Stress period: 4 Time step: 42\n", + " Solving: Stress period: 4 Time step: 43\n", + " Solving: Stress period: 4 Time step: 44\n", + " Solving: Stress period: 4 Time step: 45\n", + " Solving: Stress period: 4 Time step: 46\n", + " Solving: Stress period: 4 Time step: 47\n", + " Solving: Stress period: 4 Time step: 48\n", + " Solving: Stress period: 4 Time step: 49\n", + " Solving: Stress period: 4 Time step: 50\n", + " Solving: Stress period: 4 Time step: 51\n", + " Solving: Stress period: 4 Time step: 52\n", + " Solving: Stress period: 4 Time step: 53\n", + " Solving: Stress period: 4 Time step: 54\n", + " Solving: Stress period: 4 Time step: 55\n", + " Solving: Stress period: 4 Time step: 56\n", + " Solving: Stress period: 4 Time step: 57\n", + " Solving: Stress period: 4 Time step: 58\n", + " Solving: Stress period: 4 Time step: 59\n", + " Solving: Stress period: 4 Time step: 60\n", + " Solving: Stress period: 4 Time step: 61\n", + " Solving: Stress period: 4 Time step: 62\n", + " Solving: Stress period: 4 Time step: 63\n", + " Solving: Stress period: 4 Time step: 64\n", + " Solving: Stress period: 4 Time step: 65\n", + " Solving: Stress period: 4 Time step: 66\n", + " Solving: Stress period: 4 Time step: 67\n", + " Solving: Stress period: 4 Time step: 68\n", + " Solving: Stress period: 4 Time step: 69\n", + " Solving: Stress period: 4 Time step: 70\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 4 Time step: 71\n", + " Solving: Stress period: 4 Time step: 72\n", + " Solving: Stress period: 4 Time step: 73\n", + " Solving: Stress period: 4 Time step: 74\n", + " Solving: Stress period: 4 Time step: 75\n", + " Solving: Stress period: 4 Time step: 76\n", + " Solving: Stress period: 4 Time step: 77\n", + " Solving: Stress period: 4 Time step: 78\n", + " Solving: Stress period: 4 Time step: 79\n", + " Solving: Stress period: 4 Time step: 80\n", + " Solving: Stress period: 4 Time step: 81\n", + " Solving: Stress period: 4 Time step: 82\n", + " Solving: Stress period: 4 Time step: 83\n", + " Solving: Stress period: 4 Time step: 84\n", + " Solving: Stress period: 4 Time step: 85\n", + " Solving: Stress period: 4 Time step: 86\n", + " Solving: Stress period: 4 Time step: 87\n", + " Solving: Stress period: 4 Time step: 88\n", + " Solving: Stress period: 4 Time step: 89\n", + " Solving: Stress period: 4 Time step: 90\n", + " Solving: Stress period: 4 Time step: 91\n", + " Solving: Stress period: 4 Time step: 92\n", + " Solving: Stress period: 4 Time step: 93\n", + " Solving: Stress period: 4 Time step: 94\n", + " Solving: Stress period: 4 Time step: 95\n", + " Solving: Stress period: 4 Time step: 96\n", + " Solving: Stress period: 4 Time step: 97\n", + " Solving: Stress period: 4 Time step: 98\n", + " Solving: Stress period: 4 Time step: 99\n", + " Solving: Stress period: 4 Time step: 100\n", + " Solving: Stress period: 4 Time step: 101\n", + " Solving: Stress period: 4 Time step: 102\n", + " Solving: Stress period: 4 Time step: 103\n", + " Solving: Stress period: 4 Time step: 104\n", + " Solving: Stress period: 4 Time step: 105\n", + " Solving: Stress period: 4 Time step: 106\n", + " Solving: Stress period: 4 Time step: 107\n", + " Solving: Stress period: 4 Time step: 108\n", + " Solving: Stress period: 4 Time step: 109\n", + " Solving: Stress period: 4 Time step: 110\n", + " Solving: Stress period: 4 Time step: 111\n", + " Solving: Stress period: 4 Time step: 112\n", + " Solving: Stress period: 4 Time step: 113\n", + " Solving: Stress period: 4 Time step: 114\n", + " Solving: Stress period: 4 Time step: 115\n", + " Solving: Stress period: 4 Time step: 116\n", + " Solving: Stress period: 4 Time step: 117\n", + " Solving: Stress period: 4 Time step: 118\n", + " Solving: Stress period: 4 Time step: 119\n", + " Solving: Stress period: 4 Time step: 120\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:41\n", + " Elapsed run time: 0.538 Seconds\n", + "\n", + "\n", + "WARNING REPORT:\n", + "\n", + " 1. NONLINEAR BLOCK VARIABLE 'OUTER_HCLOSE' IN FILE 'child_pkgs_test.ims'\n", + " WAS DEPRECATED IN VERSION 6.1.1. SETTING OUTER_DVCLOSE TO OUTER_HCLOSE\n", + " VALUE.\n", + " 2. LINEAR BLOCK VARIABLE 'INNER_HCLOSE' IN FILE 'child_pkgs_test.ims' WAS\n", + " DEPRECATED IN VERSION 6.1.1. SETTING INNER_DVCLOSE TO INNER_HCLOSE VALUE.\n", + " Normal termination of simulation.\n" + ] + } + ], "source": [ - "tas = {0.0:0.000002, 200.0: 0.0000001}\n", + "tas = {0.0: 0.000002, 200.0: 0.0000001}\n", "# create recharge package with time array series data\n", "# flopy will generate a warning that there is not yet a time series name\n", - "# record for recharray_1 \n", + "# record for recharray_1\n", "rcha = flopy.mf6.modflow.mfgwfrcha.ModflowGwfrcha(\n", - " model, timearrayseries=tas, recharge='TIMEARRAYSERIES rcharray_1')\n", + " model, timearrayseries=tas, recharge=\"TIMEARRAYSERIES rcharray_1\"\n", + ")\n", "# finish defining the time array series properties\n", - "rcha.tas.time_series_namerecord='rcharray_1'\n", - "rcha.tas.interpolation_methodrecord='LINEAR'\n", + "rcha.tas.time_series_namerecord = \"rcharray_1\"\n", + "rcha.tas.interpolation_methodrecord = \"LINEAR\"\n", "\n", "sim.write_simulation()\n", "sim.run_simulation()\n", "\n", "# clean up for next example\n", - "model.remove_package('rcha')" + "model.remove_package(\"rcha\")" ] }, { @@ -560,28 +3988,515 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WARNING: Time array series name rcharray_1 not found in any time series file\n", + "writing simulation...\n", + " writing simulation name file...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " writing simulation tdis package...\n", + " writing ims package ims_-1...\n", + " writing model child_pkgs...\n", + " writing model name file...\n", + " writing package dis...\n", + " writing package ic...\n", + " writing package npf...\n", + " writing package oc...\n", + " writing package sto...\n", + " writing package ghb...\n", + " writing package ts_0...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " writing package ts_1...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + " writing package ts_2...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + " writing package rcha_0...\n", + " writing package tas_0...\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", + " MODFLOW 6\n", + " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", + "\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", + "\n", + "This software has been approved for release by the U.S. Geological \n", + "Survey (USGS). Although the software has been subjected to rigorous \n", + "review, the USGS reserves the right to update the software as needed \n", + "pursuant to further analysis and review. No warranty, expressed or \n", + "implied, is made by the USGS or the U.S. Government as to the \n", + "functionality of the software and related material nor shall the \n", + "fact of release constitute any such warranty. Furthermore, the \n", + "software is released on condition that neither the USGS nor the U.S. \n", + "Government shall be held liable for any damages resulting from its \n", + "authorized or unauthorized use. Also refer to the USGS Water \n", + "Resources Software User Rights Notice for complete use, copyright, \n", + "and distribution information.\n", + "\n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:41\n", + "\n", + " Writing simulation list file: mfsim.lst\n", + " Using Simulation name file: mfsim.nam\n", + "\n", + " Solving: Stress period: 1 Time step: 1\n", + " Solving: Stress period: 2 Time step: 1\n", + " Solving: Stress period: 2 Time step: 2\n", + " Solving: Stress period: 2 Time step: 3\n", + " Solving: Stress period: 2 Time step: 4\n", + " Solving: Stress period: 2 Time step: 5\n", + " Solving: Stress period: 2 Time step: 6\n", + " Solving: Stress period: 2 Time step: 7\n", + " Solving: Stress period: 2 Time step: 8\n", + " Solving: Stress period: 2 Time step: 9\n", + " Solving: Stress period: 2 Time step: 10\n", + " Solving: Stress period: 2 Time step: 11\n", + " Solving: Stress period: 2 Time step: 12\n", + " Solving: Stress period: 2 Time step: 13\n", + " Solving: Stress period: 2 Time step: 14\n", + " Solving: Stress period: 2 Time step: 15\n", + " Solving: Stress period: 2 Time step: 16\n", + " Solving: Stress period: 2 Time step: 17\n", + " Solving: Stress period: 2 Time step: 18\n", + " Solving: Stress period: 2 Time step: 19\n", + " Solving: Stress period: 2 Time step: 20\n", + " Solving: Stress period: 2 Time step: 21\n", + " Solving: Stress period: 2 Time step: 22\n", + " Solving: Stress period: 2 Time step: 23\n", + " Solving: Stress period: 2 Time step: 24\n", + " Solving: Stress period: 2 Time step: 25\n", + " Solving: Stress period: 2 Time step: 26\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 27\n", + " Solving: Stress period: 2 Time step: 28\n", + " Solving: Stress period: 2 Time step: 29\n", + " Solving: Stress period: 2 Time step: 30\n", + " Solving: Stress period: 2 Time step: 31\n", + " Solving: Stress period: 2 Time step: 32\n", + " Solving: Stress period: 2 Time step: 33\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 34\n", + " Solving: Stress period: 2 Time step: 35\n", + " Solving: Stress period: 2 Time step: 36\n", + " Solving: Stress period: 2 Time step: 37\n", + " Solving: Stress period: 2 Time step: 38\n", + " Solving: Stress period: 2 Time step: 39\n", + " Solving: Stress period: 2 Time step: 40\n", + " Solving: Stress period: 2 Time step: 41\n", + " Solving: Stress period: 2 Time step: 42\n", + " Solving: Stress period: 2 Time step: 43\n", + " Solving: Stress period: 2 Time step: 44\n", + " Solving: Stress period: 2 Time step: 45\n", + " Solving: Stress period: 2 Time step: 46\n", + " Solving: Stress period: 2 Time step: 47\n", + " Solving: Stress period: 2 Time step: 48\n", + " Solving: Stress period: 2 Time step: 49\n", + " Solving: Stress period: 2 Time step: 50\n", + " Solving: Stress period: 2 Time step: 51\n", + " Solving: Stress period: 2 Time step: 52\n", + " Solving: Stress period: 2 Time step: 53\n", + " Solving: Stress period: 2 Time step: 54\n", + " Solving: Stress period: 2 Time step: 55\n", + " Solving: Stress period: 2 Time step: 56\n", + " Solving: Stress period: 2 Time step: 57\n", + " Solving: Stress period: 2 Time step: 58\n", + " Solving: Stress period: 2 Time step: 59\n", + " Solving: Stress period: 2 Time step: 60\n", + " Solving: Stress period: 2 Time step: 61\n", + " Solving: Stress period: 2 Time step: 62\n", + " Solving: Stress period: 2 Time step: 63\n", + " Solving: Stress period: 2 Time step: 64\n", + " Solving: Stress period: 2 Time step: 65\n", + " Solving: Stress period: 2 Time step: 66\n", + " Solving: Stress period: 2 Time step: 67\n", + " Solving: Stress period: 2 Time step: 68\n", + " Solving: Stress period: 2 Time step: 69\n", + " Solving: Stress period: 2 Time step: 70\n", + " Solving: Stress period: 2 Time step: 71\n", + " Solving: Stress period: 2 Time step: 72\n", + " Solving: Stress period: 2 Time step: 73\n", + " Solving: Stress period: 2 Time step: 74\n", + " Solving: Stress period: 2 Time step: 75\n", + " Solving: Stress period: 2 Time step: 76\n", + " Solving: Stress period: 2 Time step: 77\n", + " Solving: Stress period: 2 Time step: 78\n", + " Solving: Stress period: 2 Time step: 79\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 80\n", + " Solving: Stress period: 2 Time step: 81\n", + " Solving: Stress period: 2 Time step: 82\n", + " Solving: Stress period: 2 Time step: 83\n", + " Solving: Stress period: 2 Time step: 84\n", + " Solving: Stress period: 2 Time step: 85\n", + " Solving: Stress period: 2 Time step: 86\n", + " Solving: Stress period: 2 Time step: 87\n", + " Solving: Stress period: 2 Time step: 88\n", + " Solving: Stress period: 2 Time step: 89\n", + " Solving: Stress period: 2 Time step: 90\n", + " Solving: Stress period: 2 Time step: 91\n", + " Solving: Stress period: 2 Time step: 92\n", + " Solving: Stress period: 2 Time step: 93\n", + " Solving: Stress period: 2 Time step: 94\n", + " Solving: Stress period: 2 Time step: 95\n", + " Solving: Stress period: 2 Time step: 96\n", + " Solving: Stress period: 2 Time step: 97\n", + " Solving: Stress period: 2 Time step: 98\n", + " Solving: Stress period: 2 Time step: 99\n", + " Solving: Stress period: 2 Time step: 100\n", + " Solving: Stress period: 2 Time step: 101\n", + " Solving: Stress period: 2 Time step: 102\n", + " Solving: Stress period: 2 Time step: 103\n", + " Solving: Stress period: 2 Time step: 104\n", + " Solving: Stress period: 2 Time step: 105\n", + " Solving: Stress period: 2 Time step: 106\n", + " Solving: Stress period: 2 Time step: 107\n", + " Solving: Stress period: 2 Time step: 108\n", + " Solving: Stress period: 2 Time step: 109\n", + " Solving: Stress period: 2 Time step: 110\n", + " Solving: Stress period: 2 Time step: 111\n", + " Solving: Stress period: 2 Time step: 112\n", + " Solving: Stress period: 2 Time step: 113\n", + " Solving: Stress period: 2 Time step: 114\n", + " Solving: Stress period: 2 Time step: 115\n", + " Solving: Stress period: 2 Time step: 116\n", + " Solving: Stress period: 2 Time step: 117\n", + " Solving: Stress period: 2 Time step: 118\n", + " Solving: Stress period: 2 Time step: 119\n", + " Solving: Stress period: 2 Time step: 120\n", + " Solving: Stress period: 3 Time step: 1\n", + " Solving: Stress period: 3 Time step: 2\n", + " Solving: Stress period: 3 Time step: 3\n", + " Solving: Stress period: 3 Time step: 4\n", + " Solving: Stress period: 3 Time step: 5\n", + " Solving: Stress period: 3 Time step: 6\n", + " Solving: Stress period: 3 Time step: 7\n", + " Solving: Stress period: 3 Time step: 8\n", + " Solving: Stress period: 3 Time step: 9\n", + " Solving: Stress period: 3 Time step: 10\n", + " Solving: Stress period: 3 Time step: 11\n", + " Solving: Stress period: 3 Time step: 12\n", + " Solving: Stress period: 3 Time step: 13\n", + " Solving: Stress period: 3 Time step: 14\n", + " Solving: Stress period: 3 Time step: 15\n", + " Solving: Stress period: 3 Time step: 16\n", + " Solving: Stress period: 3 Time step: 17\n", + " Solving: Stress period: 3 Time step: 18\n", + " Solving: Stress period: 3 Time step: 19\n", + " Solving: Stress period: 3 Time step: 20\n", + " Solving: Stress period: 3 Time step: 21\n", + " Solving: Stress period: 3 Time step: 22\n", + " Solving: Stress period: 3 Time step: 23\n", + " Solving: Stress period: 3 Time step: 24\n", + " Solving: Stress period: 3 Time step: 25\n", + " Solving: Stress period: 3 Time step: 26\n", + " Solving: Stress period: 3 Time step: 27\n", + " Solving: Stress period: 3 Time step: 28\n", + " Solving: Stress period: 3 Time step: 29\n", + " Solving: Stress period: 3 Time step: 30\n", + " Solving: Stress period: 3 Time step: 31\n", + " Solving: Stress period: 3 Time step: 32\n", + " Solving: Stress period: 3 Time step: 33\n", + " Solving: Stress period: 3 Time step: 34\n", + " Solving: Stress period: 3 Time step: 35\n", + " Solving: Stress period: 3 Time step: 36\n", + " Solving: Stress period: 3 Time step: 37\n", + " Solving: Stress period: 3 Time step: 38\n", + " Solving: Stress period: 3 Time step: 39\n", + " Solving: Stress period: 3 Time step: 40\n", + " Solving: Stress period: 3 Time step: 41\n", + " Solving: Stress period: 3 Time step: 42\n", + " Solving: Stress period: 3 Time step: 43\n", + " Solving: Stress period: 3 Time step: 44\n", + " Solving: Stress period: 3 Time step: 45\n", + " Solving: Stress period: 3 Time step: 46\n", + " Solving: Stress period: 3 Time step: 47\n", + " Solving: Stress period: 3 Time step: 48\n", + " Solving: Stress period: 3 Time step: 49\n", + " Solving: Stress period: 3 Time step: 50\n", + " Solving: Stress period: 3 Time step: 51\n", + " Solving: Stress period: 3 Time step: 52\n", + " Solving: Stress period: 3 Time step: 53\n", + " Solving: Stress period: 3 Time step: 54\n", + " Solving: Stress period: 3 Time step: 55\n", + " Solving: Stress period: 3 Time step: 56\n", + " Solving: Stress period: 3 Time step: 57\n", + " Solving: Stress period: 3 Time step: 58\n", + " Solving: Stress period: 3 Time step: 59\n", + " Solving: Stress period: 3 Time step: 60\n", + " Solving: Stress period: 3 Time step: 61\n", + " Solving: Stress period: 3 Time step: 62\n", + " Solving: Stress period: 3 Time step: 63\n", + " Solving: Stress period: 3 Time step: 64\n", + " Solving: Stress period: 3 Time step: 65\n", + " Solving: Stress period: 3 Time step: 66\n", + " Solving: Stress period: 3 Time step: 67\n", + " Solving: Stress period: 3 Time step: 68\n", + " Solving: Stress period: 3 Time step: 69\n", + " Solving: Stress period: 3 Time step: 70\n", + " Solving: Stress period: 3 Time step: 71\n", + " Solving: Stress period: 3 Time step: 72\n", + " Solving: Stress period: 3 Time step: 73\n", + " Solving: Stress period: 3 Time step: 74\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 75\n", + " Solving: Stress period: 3 Time step: 76\n", + " Solving: Stress period: 3 Time step: 77\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 78\n", + " Solving: Stress period: 3 Time step: 79\n", + " Solving: Stress period: 3 Time step: 80\n", + " Solving: Stress period: 3 Time step: 81\n", + " Solving: Stress period: 3 Time step: 82\n", + " Solving: Stress period: 3 Time step: 83\n", + " Solving: Stress period: 3 Time step: 84\n", + " Solving: Stress period: 3 Time step: 85\n", + " Solving: Stress period: 3 Time step: 86\n", + " Solving: Stress period: 3 Time step: 87\n", + " Solving: Stress period: 3 Time step: 88\n", + " Solving: Stress period: 3 Time step: 89\n", + " Solving: Stress period: 3 Time step: 90\n", + " Solving: Stress period: 3 Time step: 91\n", + " Solving: Stress period: 3 Time step: 92\n", + " Solving: Stress period: 3 Time step: 93\n", + " Solving: Stress period: 3 Time step: 94\n", + " Solving: Stress period: 3 Time step: 95\n", + " Solving: Stress period: 3 Time step: 96\n", + " Solving: Stress period: 3 Time step: 97\n", + " Solving: Stress period: 3 Time step: 98\n", + " Solving: Stress period: 3 Time step: 99\n", + " Solving: Stress period: 3 Time step: 100\n", + " Solving: Stress period: 3 Time step: 101\n", + " Solving: Stress period: 3 Time step: 102\n", + " Solving: Stress period: 3 Time step: 103\n", + " Solving: Stress period: 3 Time step: 104\n", + " Solving: Stress period: 3 Time step: 105\n", + " Solving: Stress period: 3 Time step: 106\n", + " Solving: Stress period: 3 Time step: 107\n", + " Solving: Stress period: 3 Time step: 108\n", + " Solving: Stress period: 3 Time step: 109\n", + " Solving: Stress period: 3 Time step: 110\n", + " Solving: Stress period: 3 Time step: 111\n", + " Solving: Stress period: 3 Time step: 112\n", + " Solving: Stress period: 3 Time step: 113\n", + " Solving: Stress period: 3 Time step: 114\n", + " Solving: Stress period: 3 Time step: 115\n", + " Solving: Stress period: 3 Time step: 116\n", + " Solving: Stress period: 3 Time step: 117\n", + " Solving: Stress period: 3 Time step: 118\n", + " Solving: Stress period: 3 Time step: 119\n", + " Solving: Stress period: 3 Time step: 120\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 4 Time step: 1\n", + " Solving: Stress period: 4 Time step: 2\n", + " Solving: Stress period: 4 Time step: 3\n", + " Solving: Stress period: 4 Time step: 4\n", + " Solving: Stress period: 4 Time step: 5\n", + " Solving: Stress period: 4 Time step: 6\n", + " Solving: Stress period: 4 Time step: 7\n", + " Solving: Stress period: 4 Time step: 8\n", + " Solving: Stress period: 4 Time step: 9\n", + " Solving: Stress period: 4 Time step: 10\n", + " Solving: Stress period: 4 Time step: 11\n", + " Solving: Stress period: 4 Time step: 12\n", + " Solving: Stress period: 4 Time step: 13\n", + " Solving: Stress period: 4 Time step: 14\n", + " Solving: Stress period: 4 Time step: 15\n", + " Solving: Stress period: 4 Time step: 16\n", + " Solving: Stress period: 4 Time step: 17\n", + " Solving: Stress period: 4 Time step: 18\n", + " Solving: Stress period: 4 Time step: 19\n", + " Solving: Stress period: 4 Time step: 20\n", + " Solving: Stress period: 4 Time step: 21\n", + " Solving: Stress period: 4 Time step: 22\n", + " Solving: Stress period: 4 Time step: 23\n", + " Solving: Stress period: 4 Time step: 24\n", + " Solving: Stress period: 4 Time step: 25\n", + " Solving: Stress period: 4 Time step: 26\n", + " Solving: Stress period: 4 Time step: 27\n", + " Solving: Stress period: 4 Time step: 28\n", + " Solving: Stress period: 4 Time step: 29\n", + " Solving: Stress period: 4 Time step: 30\n", + " Solving: Stress period: 4 Time step: 31\n", + " Solving: Stress period: 4 Time step: 32\n", + " Solving: Stress period: 4 Time step: 33\n", + " Solving: Stress period: 4 Time step: 34\n", + " Solving: Stress period: 4 Time step: 35\n", + " Solving: Stress period: 4 Time step: 36\n", + " Solving: Stress period: 4 Time step: 37\n", + " Solving: Stress period: 4 Time step: 38\n", + " Solving: Stress period: 4 Time step: 39\n", + " Solving: Stress period: 4 Time step: 40\n", + " Solving: Stress period: 4 Time step: 41\n", + " Solving: Stress period: 4 Time step: 42\n", + " Solving: Stress period: 4 Time step: 43\n", + " Solving: Stress period: 4 Time step: 44\n", + " Solving: Stress period: 4 Time step: 45\n", + " Solving: Stress period: 4 Time step: 46\n", + " Solving: Stress period: 4 Time step: 47\n", + " Solving: Stress period: 4 Time step: 48\n", + " Solving: Stress period: 4 Time step: 49\n", + " Solving: Stress period: 4 Time step: 50\n", + " Solving: Stress period: 4 Time step: 51\n", + " Solving: Stress period: 4 Time step: 52\n", + " Solving: Stress period: 4 Time step: 53\n", + " Solving: Stress period: 4 Time step: 54\n", + " Solving: Stress period: 4 Time step: 55\n", + " Solving: Stress period: 4 Time step: 56\n", + " Solving: Stress period: 4 Time step: 57\n", + " Solving: Stress period: 4 Time step: 58\n", + " Solving: Stress period: 4 Time step: 59\n", + " Solving: Stress period: 4 Time step: 60\n", + " Solving: Stress period: 4 Time step: 61\n", + " Solving: Stress period: 4 Time step: 62\n", + " Solving: Stress period: 4 Time step: 63\n", + " Solving: Stress period: 4 Time step: 64\n", + " Solving: Stress period: 4 Time step: 65\n", + " Solving: Stress period: 4 Time step: 66\n", + " Solving: Stress period: 4 Time step: 67\n", + " Solving: Stress period: 4 Time step: 68\n", + " Solving: Stress period: 4 Time step: 69\n", + " Solving: Stress period: 4 Time step: 70\n", + " Solving: Stress period: 4 Time step: 71\n", + " Solving: Stress period: 4 Time step: 72\n", + " Solving: Stress period: 4 Time step: 73\n", + " Solving: Stress period: 4 Time step: 74\n", + " Solving: Stress period: 4 Time step: 75\n", + " Solving: Stress period: 4 Time step: 76\n", + " Solving: Stress period: 4 Time step: 77\n", + " Solving: Stress period: 4 Time step: 78\n", + " Solving: Stress period: 4 Time step: 79\n", + " Solving: Stress period: 4 Time step: 80\n", + " Solving: Stress period: 4 Time step: 81\n", + " Solving: Stress period: 4 Time step: 82\n", + " Solving: Stress period: 4 Time step: 83\n", + " Solving: Stress period: 4 Time step: 84\n", + " Solving: Stress period: 4 Time step: 85\n", + " Solving: Stress period: 4 Time step: 86\n", + " Solving: Stress period: 4 Time step: 87\n", + " Solving: Stress period: 4 Time step: 88\n", + " Solving: Stress period: 4 Time step: 89\n", + " Solving: Stress period: 4 Time step: 90\n", + " Solving: Stress period: 4 Time step: 91\n", + " Solving: Stress period: 4 Time step: 92\n", + " Solving: Stress period: 4 Time step: 93\n", + " Solving: Stress period: 4 Time step: 94\n", + " Solving: Stress period: 4 Time step: 95\n", + " Solving: Stress period: 4 Time step: 96\n", + " Solving: Stress period: 4 Time step: 97\n", + " Solving: Stress period: 4 Time step: 98\n", + " Solving: Stress period: 4 Time step: 99\n", + " Solving: Stress period: 4 Time step: 100\n", + " Solving: Stress period: 4 Time step: 101\n", + " Solving: Stress period: 4 Time step: 102\n", + " Solving: Stress period: 4 Time step: 103\n", + " Solving: Stress period: 4 Time step: 104\n", + " Solving: Stress period: 4 Time step: 105\n", + " Solving: Stress period: 4 Time step: 106\n", + " Solving: Stress period: 4 Time step: 107\n", + " Solving: Stress period: 4 Time step: 108\n", + " Solving: Stress period: 4 Time step: 109\n", + " Solving: Stress period: 4 Time step: 110\n", + " Solving: Stress period: 4 Time step: 111\n", + " Solving: Stress period: 4 Time step: 112\n", + " Solving: Stress period: 4 Time step: 113\n", + " Solving: Stress period: 4 Time step: 114\n", + " Solving: Stress period: 4 Time step: 115\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 4 Time step: 116\n", + " Solving: Stress period: 4 Time step: 117\n", + " Solving: Stress period: 4 Time step: 118\n", + " Solving: Stress period: 4 Time step: 119\n", + " Solving: Stress period: 4 Time step: 120\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:42\n", + " Elapsed run time: 0.490 Seconds\n", + "\n", + "\n", + "WARNING REPORT:\n", + "\n", + " 1. NONLINEAR BLOCK VARIABLE 'OUTER_HCLOSE' IN FILE 'child_pkgs_test.ims'\n", + " WAS DEPRECATED IN VERSION 6.1.1. SETTING OUTER_DVCLOSE TO OUTER_HCLOSE\n", + " VALUE.\n", + " 2. LINEAR BLOCK VARIABLE 'INNER_HCLOSE' IN FILE 'child_pkgs_test.ims' WAS\n", + " DEPRECATED IN VERSION 6.1.1. SETTING INNER_DVCLOSE TO INNER_HCLOSE VALUE.\n", + " Normal termination of simulation.\n" + ] + } + ], "source": [ - "# create recharge package with recharge pointing to a time array series \n", - "# not yet defined. flopy will generate a warning that there is not yet a \n", - "# time series name record for recharray_1 \n", + "# create recharge package with recharge pointing to a time array series\n", + "# not yet defined. flopy will generate a warning that there is not yet a\n", + "# time series name record for recharray_1\n", "rcha = flopy.mf6.modflow.mfgwfrcha.ModflowGwfrcha(\n", - " model, recharge='TIMEARRAYSERIES rcharray_1')\n", + " model, recharge=\"TIMEARRAYSERIES rcharray_1\"\n", + ")\n", "rch_array = 0.000002 * np.ones((15, 10))\n", - "rch_array[0,0] = 0.0001\n", + "rch_array[0, 0] = 0.0001\n", "tas = {0.0: rch_array, 200.0: 0.0000001}\n", "# initialize the time array series\n", - "rcha.tas.initialize(filename='method2.tas', tas_array=tas,\n", - " time_series_namerecord='rcharray_1',\n", - " interpolation_methodrecord='LINEAR')\n", + "rcha.tas.initialize(\n", + " filename=\"method2.tas\",\n", + " tas_array=tas,\n", + " time_series_namerecord=\"rcharray_1\",\n", + " interpolation_methodrecord=\"LINEAR\",\n", + ")\n", "\n", "sim.write_simulation()\n", "sim.run_simulation()\n", "\n", "# clean up for next example\n", - "model.remove_package('rcha')" + "model.remove_package(\"rcha\")" ] }, { @@ -593,25 +4508,495 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "metadata": { "scrolled": true }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "writing simulation...\n", + " writing simulation name file...\n", + " writing simulation tdis package...\n", + " writing ims package ims_-1...\n", + " writing model child_pkgs...\n", + " writing model name file...\n", + " writing package dis...\n", + " writing package ic...\n", + " writing package npf...\n", + " writing package oc...\n", + " writing package sto...\n", + " writing package ghb...\n", + " writing package ts_0...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + " writing package ts_1...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + " writing package ts_2...\n", + "WARNING: Unable to resolve dimension of ('ts', 'attributes', 'sfacrecord_single', 'sfacval') based on shape \"time_series_name\".\n", + " writing package rcha_0...\n", + " writing package tas_0...\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", + " MODFLOW 6\n", + " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", + "\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", + "\n", + "This software has been approved for release by the U.S. Geological \n", + "Survey (USGS). Although the software has been subjected to rigorous \n", + "review, the USGS reserves the right to update the software as needed " + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "pursuant to further analysis and review. No warranty, expressed or \n", + "implied, is made by the USGS or the U.S. Government as to the \n", + "functionality of the software and related material nor shall the \n", + "fact of release constitute any such warranty. Furthermore, the \n", + "software is released on condition that neither the USGS nor the U.S. \n", + "Government shall be held liable for any damages resulting from its \n", + "authorized or unauthorized use. Also refer to the USGS Water \n", + "Resources Software User Rights Notice for complete use, copyright, \n", + "and distribution information.\n", + "\n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:42\n", + "\n", + " Writing simulation list file: mfsim.lst\n", + " Using Simulation name file: mfsim.nam\n", + "\n", + " Solving: Stress period: 1 Time step: 1\n", + " Solving: Stress period: 2 Time step: 1\n", + " Solving: Stress period: 2 Time step: 2\n", + " Solving: Stress period: 2 Time step: 3\n", + " Solving: Stress period: 2 Time step: 4\n", + " Solving: Stress period: 2 Time step: 5\n", + " Solving: Stress period: 2 Time step: 6\n", + " Solving: Stress period: 2 Time step: 7\n", + " Solving: Stress period: 2 Time step: 8\n", + " Solving: Stress period: 2 Time step: 9\n", + " Solving: Stress period: 2 Time step: 10\n", + " Solving: Stress period: 2 Time step: 11\n", + " Solving: Stress period: 2 Time step: 12\n", + " Solving: Stress period: 2 Time step: 13\n", + " Solving: Stress period: 2 Time step: 14\n", + " Solving: Stress period: 2 Time step: 15\n", + " Solving: Stress period: 2 Time step: 16\n", + " Solving: Stress period: 2 Time step: 17\n", + " Solving: Stress period: 2 Time step: 18\n", + " Solving: Stress period: 2 Time step: 19\n", + " Solving: Stress period: 2 Time step: 20\n", + " Solving: Stress period: 2 Time step: 21\n", + " Solving: Stress period: 2 Time step: 22\n", + " Solving: Stress period: 2 Time step: 23\n", + " Solving: Stress period: 2 Time step: 24\n", + " Solving: Stress period: 2 Time step: 25\n", + " Solving: Stress period: 2 Time step: 26\n", + " Solving: Stress period: 2 Time step: 27\n", + " Solving: Stress period: 2 Time step: 28\n", + " Solving: Stress period: 2 Time step: 29\n", + " Solving: Stress period: 2 Time step: 30\n", + " Solving: Stress period: 2 Time step: 31\n", + " Solving: Stress period: 2 Time step: 32\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 2 Time step: 33\n", + " Solving: Stress period: 2 Time step: 34\n", + " Solving: Stress period: 2 Time step: 35\n", + " Solving: Stress period: 2 Time step: 36\n", + " Solving: Stress period: 2 Time step: 37\n", + " Solving: Stress period: 2 Time step: 38\n", + " Solving: Stress period: 2 Time step: 39\n", + " Solving: Stress period: 2 Time step: 40\n", + " Solving: Stress period: 2 Time step: 41\n", + " Solving: Stress period: 2 Time step: 42\n", + " Solving: Stress period: 2 Time step: 43\n", + " Solving: Stress period: 2 Time step: 44\n", + " Solving: Stress period: 2 Time step: 45\n", + " Solving: Stress period: 2 Time step: 46\n", + " Solving: Stress period: 2 Time step: 47\n", + " Solving: Stress period: 2 Time step: 48\n", + " Solving: Stress period: 2 Time step: 49\n", + " Solving: Stress period: 2 Time step: 50\n", + " Solving: Stress period: 2 Time step: 51\n", + " Solving: Stress period: 2 Time step: 52\n", + " Solving: Stress period: 2 Time step: 53\n", + " Solving: Stress period: 2 Time step: 54\n", + " Solving: Stress period: 2 Time step: 55\n", + " Solving: Stress period: 2 Time step: 56\n", + " Solving: Stress period: 2 Time step: 57\n", + " Solving: Stress period: 2 Time step: 58\n", + " Solving: Stress period: 2 Time step: 59\n", + " Solving: Stress period: 2 Time step: 60\n", + " Solving: Stress period: 2 Time step: 61\n", + " Solving: Stress period: 2 Time step: 62\n", + " Solving: Stress period: 2 Time step: 63\n", + " Solving: Stress period: 2 Time step: 64\n", + " Solving: Stress period: 2 Time step: 65\n", + " Solving: Stress period: 2 Time step: 66\n", + " Solving: Stress period: 2 Time step: 67\n", + " Solving: Stress period: 2 Time step: 68\n", + " Solving: Stress period: 2 Time step: 69\n", + " Solving: Stress period: 2 Time step: 70\n", + " Solving: Stress period: 2 Time step: 71\n", + " Solving: Stress period: 2 Time step: 72\n", + " Solving: Stress period: 2 Time step: 73\n", + " Solving: Stress period: 2 Time step: 74\n", + " Solving: Stress period: 2 Time step: 75\n", + " Solving: Stress period: 2 Time step: 76\n", + " Solving: Stress period: 2 Time step: 77\n", + " Solving: Stress period: 2 Time step: 78\n", + " Solving: Stress period: 2 Time step: 79\n", + " Solving: Stress period: 2 Time step: 80\n", + " Solving: Stress period: 2 Time step: 81\n", + " Solving: Stress period: 2 Time step: 82\n", + " Solving: Stress period: 2 Time step: 83\n", + " Solving: Stress period: 2 Time step: 84\n", + " Solving: Stress period: 2 Time step: 85\n", + " Solving: Stress period: 2 Time step: 86\n", + " Solving: Stress period: 2 Time step: 87\n", + " Solving: Stress period: 2 Time step: 88\n", + " Solving: Stress period: 2 Time step: 89\n", + " Solving: Stress period: 2 Time step: 90\n", + " Solving: Stress period: 2 Time step: 91\n", + " Solving: Stress period: 2 Time step: 92\n", + " Solving: Stress period: 2 Time step: 93\n", + " Solving: Stress period: 2 Time step: 94\n", + " Solving: Stress period: 2 Time step: 95\n", + " Solving: Stress period: 2 Time step: 96\n", + " Solving: Stress period: 2 Time step: 97\n", + " Solving: Stress period: 2 Time step: 98\n", + " Solving: Stress period: 2 Time step: 99\n", + " Solving: Stress period: 2 Time step: 100\n", + " Solving: Stress period: 2 Time step: 101\n", + " Solving: Stress period: 2 Time step: 102\n", + " Solving: Stress period: 2 Time step: 103\n", + " Solving: Stress period: 2 Time step: 104\n", + " Solving: Stress period: 2 Time step: 105\n", + " Solving: Stress period: 2 Time step: 106\n", + " Solving: Stress period: 2 Time step: 107\n", + " Solving: Stress period: 2 Time step: 108\n", + " Solving: Stress period: 2 Time step: 109\n", + " Solving: Stress period: 2 Time step: 110\n", + " Solving: Stress period: 2 Time step: 111\n", + " Solving: Stress period: 2 Time step: 112\n", + " Solving: Stress period: 2 Time step: 113\n", + " Solving: Stress period: 2 Time step: 114\n", + " Solving: Stress period: 2 Time step: 115\n", + " Solving: Stress period: 2 Time step: 116\n", + " Solving: Stress period: 2 Time step: 117\n", + " Solving: Stress period: 2 Time step: 118\n", + " Solving: Stress period: 2 Time step: 119\n", + " Solving: Stress period: 2 Time step: 120\n", + " Solving: Stress period: 3 Time step: 1\n", + " Solving: Stress period: 3 Time step: 2\n", + " Solving: Stress period: 3 Time step: 3\n", + " Solving: Stress period: 3 Time step: 4\n", + " Solving: Stress period: 3 Time step: 5\n", + " Solving: Stress period: 3 Time step: 6\n", + " Solving: Stress period: 3 Time step: 7\n", + " Solving: Stress period: 3 Time step: 8\n", + " Solving: Stress period: 3 Time step: 9\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 10\n", + " Solving: Stress period: 3 Time step: 11\n", + " Solving: Stress period: 3 Time step: 12\n", + " Solving: Stress period: 3 Time step: 13\n", + " Solving: Stress period: 3 Time step: 14\n", + " Solving: Stress period: 3 Time step: 15\n", + " Solving: Stress period: 3 Time step: 16\n", + " Solving: Stress period: 3 Time step: 17\n", + " Solving: Stress period: 3 Time step: 18\n", + " Solving: Stress period: 3 Time step: 19\n", + " Solving: Stress period: 3 Time step: 20\n", + " Solving: Stress period: 3 Time step: 21\n", + " Solving: Stress period: 3 Time step: 22\n", + " Solving: Stress period: 3 Time step: 23\n", + " Solving: Stress period: 3 Time step: 24\n", + " Solving: Stress period: 3 Time step: 25\n", + " Solving: Stress period: 3 Time step: 26\n", + " Solving: Stress period: 3 Time step: 27\n", + " Solving: Stress period: 3 Time step: 28\n", + " Solving: Stress period: 3 Time step: 29\n", + " Solving: Stress period: 3 Time step: 30\n", + " Solving: Stress period: 3 Time step: 31\n", + " Solving: Stress period: 3 Time step: 32\n", + " Solving: Stress period: 3 Time step: 33\n", + " Solving: Stress period: 3 Time step: 34\n", + " Solving: Stress period: 3 Time step: 35\n", + " Solving: Stress period: 3 Time step: 36\n", + " Solving: Stress period: 3 Time step: 37\n", + " Solving: Stress period: 3 Time step: 38\n", + " Solving: Stress period: 3 Time step: 39\n", + " Solving: Stress period: 3 Time step: 40\n", + " Solving: Stress period: 3 Time step: 41\n", + " Solving: Stress period: 3 Time step: 42\n", + " Solving: Stress period: 3 Time step: 43\n", + " Solving: Stress period: 3 Time step: 44\n", + " Solving: Stress period: 3 Time step: 45\n", + " Solving: Stress period: 3 Time step: 46\n", + " Solving: Stress period: 3 Time step: 47\n", + " Solving: Stress period: 3 Time step: 48\n", + " Solving: Stress period: 3 Time step: 49\n", + " Solving: Stress period: 3 Time step: 50\n", + " Solving: Stress period: 3 Time step: 51\n", + " Solving: Stress period: 3 Time step: 52\n", + " Solving: Stress period: 3 Time step: 53\n", + " Solving: Stress period: 3 Time step: 54\n", + " Solving: Stress period: 3 Time step: 55\n", + " Solving: Stress period: 3 Time step: 56\n", + " Solving: Stress period: 3 Time step: 57\n", + " Solving: Stress period: 3 Time step: 58\n", + " Solving: Stress period: 3 Time step: 59\n", + " Solving: Stress period: 3 Time step: 60\n", + " Solving: Stress period: 3 Time step: 61\n", + " Solving: Stress period: 3 Time step: 62\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 3 Time step: 63\n", + " Solving: Stress period: 3 Time step: 64\n", + " Solving: Stress period: 3 Time step: 65\n", + " Solving: Stress period: 3 Time step: 66\n", + " Solving: Stress period: 3 Time step: 67\n", + " Solving: Stress period: 3 Time step: 68\n", + " Solving: Stress period: 3 Time step: 69\n", + " Solving: Stress period: 3 Time step: 70\n", + " Solving: Stress period: 3 Time step: 71\n", + " Solving: Stress period: 3 Time step: 72\n", + " Solving: Stress period: 3 Time step: 73\n", + " Solving: Stress period: 3 Time step: 74\n", + " Solving: Stress period: 3 Time step: 75\n", + " Solving: Stress period: 3 Time step: 76\n", + " Solving: Stress period: 3 Time step: 77\n", + " Solving: Stress period: 3 Time step: 78\n", + " Solving: Stress period: 3 Time step: 79\n", + " Solving: Stress period: 3 Time step: 80\n", + " Solving: Stress period: 3 Time step: 81\n", + " Solving: Stress period: 3 Time step: 82\n", + " Solving: Stress period: 3 Time step: 83\n", + " Solving: Stress period: 3 Time step: 84\n", + " Solving: Stress period: 3 Time step: 85\n", + " Solving: Stress period: 3 Time step: 86\n", + " Solving: Stress period: 3 Time step: 87\n", + " Solving: Stress period: 3 Time step: 88\n", + " Solving: Stress period: 3 Time step: 89\n", + " Solving: Stress period: 3 Time step: 90\n", + " Solving: Stress period: 3 Time step: 91\n", + " Solving: Stress period: 3 Time step: 92\n", + " Solving: Stress period: 3 Time step: 93\n", + " Solving: Stress period: 3 Time step: 94\n", + " Solving: Stress period: 3 Time step: 95\n", + " Solving: Stress period: 3 Time step: 96\n", + " Solving: Stress period: 3 Time step: 97\n", + " Solving: Stress period: 3 Time step: 98\n", + " Solving: Stress period: 3 Time step: 99\n", + " Solving: Stress period: 3 Time step: 100\n", + " Solving: Stress period: 3 Time step: 101\n", + " Solving: Stress period: 3 Time step: 102\n", + " Solving: Stress period: 3 Time step: 103\n", + " Solving: Stress period: 3 Time step: 104\n", + " Solving: Stress period: 3 Time step: 105\n", + " Solving: Stress period: 3 Time step: 106\n", + " Solving: Stress period: 3 Time step: 107\n", + " Solving: Stress period: 3 Time step: 108\n", + " Solving: Stress period: 3 Time step: 109\n", + " Solving: Stress period: 3 Time step: 110\n", + " Solving: Stress period: 3 Time step: 111\n", + " Solving: Stress period: 3 Time step: 112\n", + " Solving: Stress period: 3 Time step: 113\n", + " Solving: Stress period: 3 Time step: 114\n", + " Solving: Stress period: 3 Time step: 115\n", + " Solving: Stress period: 3 Time step: 116\n", + " Solving: Stress period: 3 Time step: 117\n", + " Solving: Stress period: 3 Time step: 118\n", + " Solving: Stress period: 3 Time step: 119\n", + " Solving: Stress period: 3 Time step: 120\n", + " Solving: Stress period: 4 Time step: 1\n", + " Solving: Stress period: 4 Time step: 2\n", + " Solving: Stress period: 4 Time step: 3\n", + " Solving: Stress period: 4 Time step: 4\n", + " Solving: Stress period: 4 Time step: 5\n", + " Solving: Stress period: 4 Time step: 6\n", + " Solving: Stress period: 4 Time step: 7\n", + " Solving: Stress period: 4 Time step: 8\n", + " Solving: Stress period: 4 Time step: 9\n", + " Solving: Stress period: 4 Time step: 10\n", + " Solving: Stress period: 4 Time step: 11\n", + " Solving: Stress period: 4 Time step: 12\n", + " Solving: Stress period: 4 Time step: 13\n", + " Solving: Stress period: 4 Time step: 14\n", + " Solving: Stress period: 4 Time step: 15\n", + " Solving: Stress period: 4 Time step: 16\n", + " Solving: Stress period: 4 Time step: 17\n", + " Solving: Stress period: 4 Time step: 18\n", + " Solving: Stress period: 4 Time step: 19\n", + " Solving: Stress period: 4 Time step: 20\n", + " Solving: Stress period: 4 Time step: 21\n", + " Solving: Stress period: 4 Time step: 22\n", + " Solving: Stress period: 4 Time step: 23\n", + " Solving: Stress period: 4 Time step: 24\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 4 Time step: 25\n", + " Solving: Stress period: 4 Time step: 26\n", + " Solving: Stress period: 4 Time step: 27\n", + " Solving: Stress period: 4 Time step: 28\n", + " Solving: Stress period: 4 Time step: 29\n", + " Solving: Stress period: 4 Time step: 30\n", + " Solving: Stress period: 4 Time step: 31\n", + " Solving: Stress period: 4 Time step: 32\n", + " Solving: Stress period: 4 Time step: 33\n", + " Solving: Stress period: 4 Time step: 34\n", + " Solving: Stress period: 4 Time step: 35\n", + " Solving: Stress period: 4 Time step: 36\n", + " Solving: Stress period: 4 Time step: 37\n", + " Solving: Stress period: 4 Time step: 38\n", + " Solving: Stress period: 4 Time step: 39\n", + " Solving: Stress period: 4 Time step: 40\n", + " Solving: Stress period: 4 Time step: 41\n", + " Solving: Stress period: 4 Time step: 42\n", + " Solving: Stress period: 4 Time step: 43\n", + " Solving: Stress period: 4 Time step: 44\n", + " Solving: Stress period: 4 Time step: 45\n", + " Solving: Stress period: 4 Time step: 46\n", + " Solving: Stress period: 4 Time step: 47\n", + " Solving: Stress period: 4 Time step: 48\n", + " Solving: Stress period: 4 Time step: 49\n", + " Solving: Stress period: 4 Time step: 50\n", + " Solving: Stress period: 4 Time step: 51\n", + " Solving: Stress period: 4 Time step: 52\n", + " Solving: Stress period: 4 Time step: 53\n", + " Solving: Stress period: 4 Time step: 54\n", + " Solving: Stress period: 4 Time step: 55\n", + " Solving: Stress period: 4 Time step: 56\n", + " Solving: Stress period: 4 Time step: 57\n", + " Solving: Stress period: 4 Time step: 58\n", + " Solving: Stress period: 4 Time step: 59\n", + " Solving: Stress period: 4 Time step: 60\n", + " Solving: Stress period: 4 Time step: 61\n", + " Solving: Stress period: 4 Time step: 62\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 4 Time step: 63\n", + " Solving: Stress period: 4 Time step: 64\n", + " Solving: Stress period: 4 Time step: 65\n", + " Solving: Stress period: 4 Time step: 66\n", + " Solving: Stress period: 4 Time step: 67\n", + " Solving: Stress period: 4 Time step: 68\n", + " Solving: Stress period: 4 Time step: 69\n", + " Solving: Stress period: 4 Time step: 70\n", + " Solving: Stress period: 4 Time step: 71\n", + " Solving: Stress period: 4 Time step: 72\n", + " Solving: Stress period: 4 Time step: 73\n", + " Solving: Stress period: 4 Time step: 74\n", + " Solving: Stress period: 4 Time step: 75\n", + " Solving: Stress period: 4 Time step: 76\n", + " Solving: Stress period: 4 Time step: 77\n", + " Solving: Stress period: 4 Time step: 78\n", + " Solving: Stress period: 4 Time step: 79\n", + " Solving: Stress period: 4 Time step: 80\n", + " Solving: Stress period: 4 Time step: 81\n", + " Solving: Stress period: 4 Time step: 82\n", + " Solving: Stress period: 4 Time step: 83\n", + " Solving: Stress period: 4 Time step: 84\n", + " Solving: Stress period: 4 Time step: 85\n", + " Solving: Stress period: 4 Time step: 86\n", + " Solving: Stress period: 4 Time step: 87\n", + " Solving: Stress period: 4 Time step: 88\n", + " Solving: Stress period: 4 Time step: 89\n", + " Solving: Stress period: 4 Time step: 90\n", + " Solving: Stress period: 4 Time step: 91\n", + " Solving: Stress period: 4 Time step: 92\n", + " Solving: Stress period: 4 Time step: 93\n", + " Solving: Stress period: 4 Time step: 94\n", + " Solving: Stress period: 4 Time step: 95\n", + " Solving: Stress period: 4 Time step: 96\n", + " Solving: Stress period: 4 Time step: 97\n", + " Solving: Stress period: 4 Time step: 98\n", + " Solving: Stress period: 4 Time step: 99\n", + " Solving: Stress period: 4 Time step: 100\n", + " Solving: Stress period: 4 Time step: 101\n", + " Solving: Stress period: 4 Time step: 102\n", + " Solving: Stress period: 4 Time step: 103\n", + " Solving: Stress period: 4 Time step: 104\n", + " Solving: Stress period: 4 Time step: 105\n", + " Solving: Stress period: 4 Time step: 106\n", + " Solving: Stress period: 4 Time step: 107\n", + " Solving: Stress period: 4 Time step: 108\n", + " Solving: Stress period: 4 Time step: 109\n", + " Solving: Stress period: 4 Time step: 110\n", + " Solving: Stress period: 4 Time step: 111\n", + " Solving: Stress period: 4 Time step: 112\n", + " Solving: Stress period: 4 Time step: 113\n", + " Solving: Stress period: 4 Time step: 114\n", + " Solving: Stress period: 4 Time step: 115\n", + " Solving: Stress period: 4 Time step: 116\n", + " Solving: Stress period: 4 Time step: 117\n", + " Solving: Stress period: 4 Time step: 118\n", + " Solving: Stress period: 4 Time step: 119\n", + " Solving: Stress period: 4 Time step: 120\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:36:43\n", + " Elapsed run time: 0.613 Seconds\n", + "\n", + "\n", + "WARNING REPORT:\n", + "\n", + " 1. NONLINEAR BLOCK VARIABLE 'OUTER_HCLOSE' IN FILE 'child_pkgs_test.ims'\n", + " WAS DEPRECATED IN VERSION 6.1.1. SETTING OUTER_DVCLOSE TO OUTER_HCLOSE\n", + " VALUE.\n", + " 2. LINEAR BLOCK VARIABLE 'INNER_HCLOSE' IN FILE 'child_pkgs_test.ims' WAS\n", + " DEPRECATED IN VERSION 6.1.1. SETTING INNER_DVCLOSE TO INNER_HCLOSE VALUE.\n", + " Normal termination of simulation.\n" + ] + } + ], "source": [ "rch_array = 0.0000001 * np.ones((15, 10))\n", - "rch_array[0,0] = 0.0001\n", - "tas = {0.0: 0.000002, 200.0: rch_array, 'filename': 'method3.tas',\n", - " 'time_series_namerecord': 'rcharray_1',\n", - " 'interpolation_methodrecord': 'LINEAR'}\n", + "rch_array[0, 0] = 0.0001\n", + "tas = {\n", + " 0.0: 0.000002,\n", + " 200.0: rch_array,\n", + " \"filename\": \"method3.tas\",\n", + " \"time_series_namerecord\": \"rcharray_1\",\n", + " \"interpolation_methodrecord\": \"LINEAR\",\n", + "}\n", "rcha = flopy.mf6.modflow.mfgwfrcha.ModflowGwfrcha(\n", - " model, timearrayseries=tas, recharge='TIMEARRAYSERIES rcharray_1')\n", + " model, timearrayseries=tas, recharge=\"TIMEARRAYSERIES rcharray_1\"\n", + ")\n", "\n", "sim.write_simulation()\n", "sim.run_simulation()\n", "\n", "# clean up for next example\n", - "model.remove_package('rcha')" + "model.remove_package(\"rcha\")" ] } ], @@ -631,9 +5016,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.5" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_mf6_tutorial.ipynb b/examples/Notebooks/flopy3_mf6_tutorial.ipynb index d03783c3b4..b5a9250f82 100644 --- a/examples/Notebooks/flopy3_mf6_tutorial.ipynb +++ b/examples/Notebooks/flopy3_mf6_tutorial.ipynb @@ -39,11 +39,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -59,14 +59,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", - " \n", + "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -102,17 +102,19 @@ "import os\n", "import sys\n", "from shutil import copyfile\n", + "\n", "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", - "sim_name = 'example_sim'\n", - "sim_path = os.path.join('data', 'example_project')\n", - "sim = flopy.mf6.MFSimulation(sim_name=sim_name, version='mf6', exe_name='mf6', \n", - " sim_ws=sim_path)" + "sim_name = \"example_sim\"\n", + "sim_path = os.path.join(\"data\", \"example_project\")\n", + "sim = flopy.mf6.MFSimulation(\n", + " sim_name=sim_name, version=\"mf6\", exe_name=\"mf6\", sim_ws=sim_path\n", + ")" ] }, { @@ -128,8 +130,13 @@ "metadata": {}, "outputs": [], "source": [ - "tdis = flopy.mf6.ModflowTdis(sim, pname='tdis', time_units='DAYS', nper=2, \n", - " perioddata=[(1.0, 1, 1.0), (10.0, 5, 1.0)])" + "tdis = flopy.mf6.ModflowTdis(\n", + " sim,\n", + " pname=\"tdis\",\n", + " time_units=\"DAYS\",\n", + " nper=2,\n", + " perioddata=[(1.0, 1, 1.0), (10.0, 5, 1.0)],\n", + ")" ] }, { @@ -145,9 +152,10 @@ "metadata": {}, "outputs": [], "source": [ - "model_name = 'example_model'\n", - "model = flopy.mf6.ModflowGwf(sim, modelname=model_name,\n", - " model_nam_file='{}.nam'.format(model_name))" + "model_name = \"example_model\"\n", + "model = flopy.mf6.ModflowGwf(\n", + " sim, modelname=model_name, model_nam_file=\"{}.nam\".format(model_name)\n", + ")" ] }, { @@ -163,14 +171,21 @@ "metadata": {}, "outputs": [], "source": [ - "ims_package = flopy.mf6.ModflowIms(sim, pname='ims', print_option='ALL',\n", - " complexity='SIMPLE', outer_hclose=0.00001,\n", - " outer_maximum=50, under_relaxation='NONE',\n", - " inner_maximum=30, inner_hclose=0.00001,\n", - " linear_acceleration='CG',\n", - " preconditioner_levels=7,\n", - " preconditioner_drop_tolerance=0.01,\n", - " number_orthogonalizations=2)" + "ims_package = flopy.mf6.ModflowIms(\n", + " sim,\n", + " pname=\"ims\",\n", + " print_option=\"ALL\",\n", + " complexity=\"SIMPLE\",\n", + " outer_hclose=0.00001,\n", + " outer_maximum=50,\n", + " under_relaxation=\"NONE\",\n", + " inner_maximum=30,\n", + " inner_hclose=0.00001,\n", + " linear_acceleration=\"CG\",\n", + " preconditioner_levels=7,\n", + " preconditioner_drop_tolerance=0.01,\n", + " number_orthogonalizations=2,\n", + ")" ] }, { @@ -206,11 +221,19 @@ "metadata": {}, "outputs": [], "source": [ - "dis_package = flopy.mf6.ModflowGwfdis(model, pname='dis', length_units='FEET', nlay=2,\n", - " nrow=2, ncol=5, delr=500.0,\n", - " delc=500.0,\n", - " top=100.0, botm=[50.0, 20.0],\n", - " filename='{}.dis'.format(model_name))" + "dis_package = flopy.mf6.ModflowGwfdis(\n", + " model,\n", + " pname=\"dis\",\n", + " length_units=\"FEET\",\n", + " nlay=2,\n", + " nrow=2,\n", + " ncol=5,\n", + " delr=500.0,\n", + " delc=500.0,\n", + " top=100.0,\n", + " botm=[50.0, 20.0],\n", + " filename=\"{}.dis\".format(model_name),\n", + ")" ] }, { @@ -249,12 +272,12 @@ "metadata": {}, "outputs": [], "source": [ - "# Turn Newton option on with under relaxation \n", - "model.name_file.newtonoptions = ('UNDER_RELAXATION')\n", + "# Turn Newton option on with under relaxation\n", + "model.name_file.newtonoptions = \"UNDER_RELAXATION\"\n", "# Turn Newton option on without under relaxation\n", - "model.name_file.newtonoptions = ('')\n", - "# Turn off Newton option \n", - "model.name_file.newtonoptions = (None)" + "model.name_file.newtonoptions = \"\"\n", + "# Turn off Newton option\n", + "model.name_file.newtonoptions = None" ] }, { @@ -295,16 +318,33 @@ ], "source": [ "# build a data template for k that stores the first layer as an internal array and the second\n", - "# layer as a constant with the default value of k for all layers set to 100.0 \n", - "layer_storage_types = [flopy.mf6.data.mfdatastorage.DataStorageType.internal_array, \n", - " flopy.mf6.data.mfdatastorage.DataStorageType.internal_constant]\n", - "k_template = flopy.mf6.ModflowGwfnpf.k.empty(model, True, layer_storage_types, 100.0)\n", + "# layer as a constant with the default value of k for all layers set to 100.0\n", + "layer_storage_types = [\n", + " flopy.mf6.data.mfdatastorage.DataStorageType.internal_array,\n", + " flopy.mf6.data.mfdatastorage.DataStorageType.internal_constant,\n", + "]\n", + "k_template = flopy.mf6.ModflowGwfnpf.k.empty(\n", + " model, True, layer_storage_types, 100.0\n", + ")\n", "# change the value of the second layer to 50.0\n", - "k_template[0]['data'] = [65.0, 60.0, 55.0, 50.0, 45.0, 40.0, 35.0, 30.0, 25.0, 20.0]\n", - "k_template[0]['factor'] = 1.5\n", + "k_template[0][\"data\"] = [\n", + " 65.0,\n", + " 60.0,\n", + " 55.0,\n", + " 50.0,\n", + " 45.0,\n", + " 40.0,\n", + " 35.0,\n", + " 30.0,\n", + " 25.0,\n", + " 20.0,\n", + "]\n", + "k_template[0][\"factor\"] = 1.5\n", "print(k_template)\n", "# create npf package using the k template to define k\n", - "npf_package = flopy.mf6.ModflowGwfnpf(model, pname='npf', save_flows=True, icelltype=1, k=k_template)" + "npf_package = flopy.mf6.ModflowGwfnpf(\n", + " model, pname=\"npf\", save_flows=True, icelltype=1, k=k_template\n", + ")" ] }, { @@ -340,18 +380,69 @@ "metadata": {}, "outputs": [], "source": [ - "strt={'filename': 'strt.txt', 'factor':1.0, 'data':[100.0, 100.0, 100.0, 100.0, 100.0, 100.0, 100.0, 100.0, 100.0, 100.0, \n", - " 90.0, 90.0, 90.0, 90.0, 90.0, 90.0, 90.0, 90.0, 90.0, 90.0], 'binary': 'True'}\n", - "ic_package = flopy.mf6.ModflowGwfic(model, pname='ic', strt=strt,\n", - " filename='{}.ic'.format(model_name))\n", + "strt = {\n", + " \"filename\": \"strt.txt\",\n", + " \"factor\": 1.0,\n", + " \"data\": [\n", + " 100.0,\n", + " 100.0,\n", + " 100.0,\n", + " 100.0,\n", + " 100.0,\n", + " 100.0,\n", + " 100.0,\n", + " 100.0,\n", + " 100.0,\n", + " 100.0,\n", + " 90.0,\n", + " 90.0,\n", + " 90.0,\n", + " 90.0,\n", + " 90.0,\n", + " 90.0,\n", + " 90.0,\n", + " 90.0,\n", + " 90.0,\n", + " 90.0,\n", + " ],\n", + " \"binary\": \"True\",\n", + "}\n", + "ic_package = flopy.mf6.ModflowGwfic(\n", + " model, pname=\"ic\", strt=strt, filename=\"{}.ic\".format(model_name)\n", + ")\n", "# move external file data into model folder\n", - "icv_data_path = os.path.join('..', 'data', 'mf6', 'notebooks', 'iconvert.txt')\n", - "copyfile(icv_data_path, os.path.join(sim_path, 'iconvert.txt'))\n", + "icv_data_path = os.path.join(\"..\", \"data\", \"mf6\", \"notebooks\", \"iconvert.txt\")\n", + "copyfile(icv_data_path, os.path.join(sim_path, \"iconvert.txt\"))\n", "# create storage package\n", - "sto_package = flopy.mf6.ModflowGwfsto(model, pname='sto', save_flows=True, iconvert={'filename':'iconvert.txt'},\n", - " ss=[0.000001, 0.000002], \n", - " sy=[0.15, 0.14, 0.13, 0.12, 0.11, 0.11, 0.12, 0.13, 0.14, 0.15,\n", - " 0.15, 0.14, 0.13, 0.12, 0.11, 0.11, 0.12, 0.13, 0.14, 0.15])" + "sto_package = flopy.mf6.ModflowGwfsto(\n", + " model,\n", + " pname=\"sto\",\n", + " save_flows=True,\n", + " iconvert={\"filename\": \"iconvert.txt\"},\n", + " ss=[0.000001, 0.000002],\n", + " sy=[\n", + " 0.15,\n", + " 0.14,\n", + " 0.13,\n", + " 0.12,\n", + " 0.11,\n", + " 0.11,\n", + " 0.12,\n", + " 0.13,\n", + " 0.14,\n", + " 0.15,\n", + " 0.15,\n", + " 0.14,\n", + " 0.13,\n", + " 0.12,\n", + " 0.11,\n", + " 0.11,\n", + " 0.12,\n", + " 0.13,\n", + " 0.14,\n", + " 0.15,\n", + " ],\n", + ")" ] }, { @@ -385,33 +476,36 @@ "cell_type": "code", "execution_count": 12, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/mf6/data/mfdatalist.py:1688: FutureWarning: elementwise == comparison failed and returning scalar instead; this will raise an error or perform elementwise comparison in the future.\n", - " if \"check\" in list_item:\n" - ] - } - ], + "outputs": [], "source": [ "maxbound = 2\n", - "# build a stress_period_data template with 2 wells over stress periods 1 and 2 with boundnames \n", + "# build a stress_period_data template with 2 wells over stress periods 1 and 2 with boundnames\n", "# and three aux variables\n", - "wel_periodrec = flopy.mf6.ModflowGwfwel.stress_period_data.empty(model, maxbound=maxbound, boundnames=True, \n", - " aux_vars=['var1', 'var2', 'var3'],\n", - " stress_periods=[0,1])\n", + "wel_periodrec = flopy.mf6.ModflowGwfwel.stress_period_data.empty(\n", + " model,\n", + " maxbound=maxbound,\n", + " boundnames=True,\n", + " aux_vars=[\"var1\", \"var2\", \"var3\"],\n", + " stress_periods=[0, 1],\n", + ")\n", "# define the two wells for stress period one\n", - "wel_periodrec[0][0] = ((0,1,2), -50.0, -1, -2, -3, 'First Well')\n", - "wel_periodrec[0][1] = ((1,1,4), -25.0, 2, 3, 4, 'Second Well')\n", + "wel_periodrec[0][0] = ((0, 1, 2), -50.0, -1, -2, -3, \"First Well\")\n", + "wel_periodrec[0][1] = ((1, 1, 4), -25.0, 2, 3, 4, \"Second Well\")\n", "# define the two wells for stress period two\n", - "wel_periodrec[1][0] = ((0,1,2), -200.0, -1, -2, -3, 'First Well')\n", - "wel_periodrec[1][1] = ((1,1,4), -4000.0, 2, 3, 4, 'Second Well')\n", + "wel_periodrec[1][0] = ((0, 1, 2), -200.0, -1, -2, -3, \"First Well\")\n", + "wel_periodrec[1][1] = ((1, 1, 4), -4000.0, 2, 3, 4, \"Second Well\")\n", "# build the well package\n", - "wel_package = flopy.mf6.ModflowGwfwel(model, pname='wel', print_input=True, print_flows=True,\n", - " auxiliary=['var1', 'var2', 'var3'], maxbound=maxbound,\n", - " stress_period_data=wel_periodrec, boundnames=True, save_flows=True)" + "wel_package = flopy.mf6.ModflowGwfwel(\n", + " model,\n", + " pname=\"wel\",\n", + " print_input=True,\n", + " print_flows=True,\n", + " auxiliary=[\"var1\", \"var2\", \"var3\"],\n", + " maxbound=maxbound,\n", + " stress_period_data=wel_periodrec,\n", + " boundnames=True,\n", + " save_flows=True,\n", + ")" ] }, { @@ -450,20 +544,26 @@ "source": [ "# printrecord data as a list of tuples. since no stress\n", "# period is specified it will default to stress period 1\n", - "printrec_tuple_list = [('HEAD', 'ALL'), ('BUDGET', 'ALL')]\n", - "# saverecord data as a dictionary of lists of tuples for \n", - "# stress periods 1 and 2. \n", - "saverec_dict = {0:[('HEAD', 'ALL'), ('BUDGET', 'ALL')],1:[('HEAD', 'ALL'), ('BUDGET', 'ALL')]}\n", + "printrec_tuple_list = [(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")]\n", + "# saverecord data as a dictionary of lists of tuples for\n", + "# stress periods 1 and 2.\n", + "saverec_dict = {\n", + " 0: [(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")],\n", + " 1: [(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")],\n", + "}\n", "# create oc package\n", - "oc_package = flopy.mf6.ModflowGwfoc(model, pname='oc', \n", - " budget_filerecord=[('{}.cbc'.format(model_name),)],\n", - " head_filerecord=[('{}.hds'.format(model_name),)],\n", - " saverecord=saverec_dict,\n", - " printrecord=printrec_tuple_list)\n", + "oc_package = flopy.mf6.ModflowGwfoc(\n", + " model,\n", + " pname=\"oc\",\n", + " budget_filerecord=[(\"{}.cbc\".format(model_name),)],\n", + " head_filerecord=[(\"{}.hds\".format(model_name),)],\n", + " saverecord=saverec_dict,\n", + " printrecord=printrec_tuple_list,\n", + ")\n", "# add stress period two to the print record\n", "oc_package.printrecord.add_transient_key(1)\n", "# set the data for stress period two in the print record\n", - "oc_package.printrecord.set_data([('HEAD', 'ALL'), ('BUDGET', 'ALL')], 1)" + "oc_package.printrecord.set_data([(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")], 1)" ] }, { @@ -481,9 +581,13 @@ "metadata": {}, "outputs": [], "source": [ - "stress_period_data = {0: {'filename': 'chd_sp1.dat', 'data': [[(0, 0, 0), 70.]]},\n", - " 1: [[(0, 0, 0), 60.]]}\n", - "chd = flopy.mf6.ModflowGwfchd(model, maxbound=1, stress_period_data=stress_period_data)" + "stress_period_data = {\n", + " 0: {\"filename\": \"chd_sp1.dat\", \"data\": [[(0, 0, 0), 70.0]]},\n", + " 1: [[(0, 0, 0), 60.0]],\n", + "}\n", + "chd = flopy.mf6.ModflowGwfchd(\n", + " model, maxbound=1, stress_period_data=stress_period_data\n", + ")" ] }, { @@ -506,10 +610,18 @@ "metadata": {}, "outputs": [], "source": [ - "rch_recarray = {0:[((0,0,0), 'rch_1'), ((1,1,1), 'rch_2')],\n", - " 1:[((0,0,0), 'rch_1'), ((1,1,1), 'rch_2')]}\n", - "rch_package = flopy.mf6.ModflowGwfrch(model, pname='rch', fixed_cell=True, print_input=True, \n", - " maxbound=2, stress_period_data=rch_recarray)" + "rch_recarray = {\n", + " 0: [((0, 0, 0), \"rch_1\"), ((1, 1, 1), \"rch_2\")],\n", + " 1: [((0, 0, 0), \"rch_1\"), ((1, 1, 1), \"rch_2\")],\n", + "}\n", + "rch_package = flopy.mf6.ModflowGwfrch(\n", + " model,\n", + " pname=\"rch\",\n", + " fixed_cell=True,\n", + " print_input=True,\n", + " maxbound=2,\n", + " stress_period_data=rch_recarray,\n", + ")" ] }, { @@ -528,22 +640,45 @@ "outputs": [], "source": [ "# build a time series array for the recharge package\n", - "ts_data = [(0.0, 0.015, 0.0017), (1.0, 0.016, 0.0019), (2.0, 0.012, 0.0015),\n", - " (3.0, 0.020, 0.0014), (4.0, 0.015, 0.0021), (5.0, 0.013, 0.0012),\n", - " (6.0, 0.022, 0.0012), (7.0, 0.016, 0.0014), (8.0, 0.013, 0.0011),\n", - " (9.0, 0.021, 0.0011), (10.0, 0.017, 0.0016), (11.0, 0.012, 0.0015)]\n", - "rch_package.ts.initialize(time_series_namerecord=['rch_1', 'rch_2'], \n", - " timeseries=ts_data, filename='recharge_rates.ts',\n", - " interpolation_methodrecord=['stepwise', 'stepwise'])\n", + "ts_data = [\n", + " (0.0, 0.015, 0.0017),\n", + " (1.0, 0.016, 0.0019),\n", + " (2.0, 0.012, 0.0015),\n", + " (3.0, 0.020, 0.0014),\n", + " (4.0, 0.015, 0.0021),\n", + " (5.0, 0.013, 0.0012),\n", + " (6.0, 0.022, 0.0012),\n", + " (7.0, 0.016, 0.0014),\n", + " (8.0, 0.013, 0.0011),\n", + " (9.0, 0.021, 0.0011),\n", + " (10.0, 0.017, 0.0016),\n", + " (11.0, 0.012, 0.0015),\n", + "]\n", + "rch_package.ts.initialize(\n", + " time_series_namerecord=[\"rch_1\", \"rch_2\"],\n", + " timeseries=ts_data,\n", + " filename=\"recharge_rates.ts\",\n", + " interpolation_methodrecord=[\"stepwise\", \"stepwise\"],\n", + ")\n", "\n", "# build an recharge observation package that outputs the western recharge to a binary file and the eastern\n", "# recharge to a text file\n", - "obs_data = {('rch_west.csv', 'binary'): [('rch_1_1_1', 'RCH', (0, 0, 0)),\n", - " ('rch_1_2_1', 'RCH', (0, 1, 0))],\n", - " 'rch_east.csv': [('rch_1_1_5', 'RCH', (0, 0, 4)),\n", - " ('rch_1_2_5', 'RCH', (0, 1, 4))]}\n", - "rch_package.obs.initialize(filename='example_model.rch.obs', digits=10, \n", - " print_input=True, continuous=obs_data)" + "obs_data = {\n", + " (\"rch_west.csv\", \"binary\"): [\n", + " (\"rch_1_1_1\", \"RCH\", (0, 0, 0)),\n", + " (\"rch_1_2_1\", \"RCH\", (0, 1, 0)),\n", + " ],\n", + " \"rch_east.csv\": [\n", + " (\"rch_1_1_5\", \"RCH\", (0, 0, 4)),\n", + " (\"rch_1_2_5\", \"RCH\", (0, 1, 4)),\n", + " ],\n", + "}\n", + "rch_package.obs.initialize(\n", + " filename=\"example_model.rch.obs\",\n", + " digits=10,\n", + " print_input=True,\n", + " continuous=obs_data,\n", + ")" ] }, { @@ -589,8 +724,9 @@ " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Aug 01 2021 12:51:08 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -605,28 +741,22 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:21:19\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:40:31\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "\n", " Solving: Stress period: 1 Time step: 1\n", " Solving: Stress period: 2 Time step: 1\n", " Solving: Stress period: 2 Time step: 2\n", " Solving: Stress period: 2 Time step: 3\n", " Solving: Stress period: 2 Time step: 4\n", " Solving: Stress period: 2 Time step: 5\n", - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:21:19\n", - " Elapsed run time: 0.070 Seconds\n", - " \n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:40:31\n", + " Elapsed run time: 0.077 Seconds\n", + "\n", "\n", "WARNING REPORT:\n", "\n", @@ -679,45 +809,25 @@ "name": "stdout", "output_type": "stream", "text": [ - "initialize_geometry::proj4_str = epsg:4326\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "initialize_geometry::proj4_str = epsg:4326\n", "initialize_geometry::self.grid_crs = epsg:4326\n", "initialize_geometry::nc_crs = epsg:4326\n", - "transforming coordinates using = proj=noop ellps=GRS80\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "transforming coordinates using = proj=noop ellps=GRS80\n", "wrote data/netCDF_export/botm.shp\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/utils/reference.py:2074: DeprecationWarning: crs has been deprecated and will be removed in version 3.3.5. Use CRS in shapefile_utils instead.\n", - " warnings.warn(\n" - ] } ], "source": [ "# make directory\n", - "pth = os.path.join('data', 'netCDF_export')\n", - "if not os.path.exists(pth):\n", - " os.makedirs(pth)\n", - " \n", + "pth = os.path.join(\"data\", \"netCDF_export\")\n", + "if not os.path.isdir(pth):\n", + " os.makedirs(pth, exist_ok=True)\n", + "\n", "# export the dis package to a netcdf file\n", - "model.dis.export(os.path.join(pth, 'dis.nc'))\n", + "model.dis.export(os.path.join(pth, \"dis.nc\"))\n", "\n", "# export the botm array to a shapefile\n", - "model.dis.botm.export(os.path.join(pth, 'botm.shp'))" + "model.dis.botm.export(os.path.join(pth, \"botm.shp\"))" ] }, { @@ -753,27 +863,15 @@ " loading package sto...\n", " loading package wel...\n", " loading package oc...\n", - " loading package chd...\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - " loading package rch...\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + " loading package chd...\n", + " loading package rch...\n", " loading ims package example_model...\n" ] } ], "source": [ "# load the simulation\n", - "loaded_sim = flopy.mf6.MFSimulation.load(sim_name, 'mf6', 'mf6', sim_path)" + "loaded_sim = flopy.mf6.MFSimulation.load(sim_name, \"mf6\", \"mf6\", sim_path)" ] }, { @@ -805,17 +903,17 @@ "outputs": [], "source": [ "# get hydraulic conductivity data object from the data dictionary\n", - "hk = sim.simulation_data.mfdata[(model_name, 'npf', 'griddata', 'k')]\n", + "hk = sim.simulation_data.mfdata[(model_name, \"npf\", \"griddata\", \"k\")]\n", "\n", "# get specific yield data object from the storage package\n", "sy = sto_package.sy\n", "\n", - "# get the model object from the simulation object using the get_model method, \n", + "# get the model object from the simulation object using the get_model method,\n", "# which takes a string with the model's name and returns the model object\n", "mdl = sim.get_model(model_name)\n", "# get the package object from the model mobject using the get_package method,\n", "# which takes a string with the package's name or type\n", - "ic = mdl.get_package('ic')\n", + "ic = mdl.get_package(\"ic\")\n", "# get the data object from the initial condition package object\n", "strt = ic.strt" ] @@ -858,11 +956,11 @@ "source": [ "# get the data without applying any factor\n", "hk_data_no_factor = hk.get_data()\n", - "print('Data without factor:\\n{}\\n'.format(hk_data_no_factor))\n", + "print(\"Data without factor:\\n{}\\n\".format(hk_data_no_factor))\n", "\n", "# get data with factor applied\n", "hk_data_factor = hk.array\n", - "print('Data with factor:\\n{}\\n'.format(hk_data_factor))" + "print(\"Data with factor:\\n{}\\n\".format(hk_data_factor))" ] }, { @@ -889,7 +987,7 @@ ], "source": [ "# slice layer one row two\n", - "print('SY slice of layer on row two\\n{}\\n'.format(sy[0,:,2]))" + "print(\"SY slice of layer on row two\\n{}\\n\".format(sy[0, :, 2]))" ] }, { @@ -926,10 +1024,10 @@ "# get layer one LayerStorage object\n", "hk_layer_one = hk[0]\n", "# change the print code and factor for layer one\n", - "hk_layer_one.iprn = '2'\n", + "hk_layer_one.iprn = \"2\"\n", "hk_layer_one.factor = 1.1\n", - "print('Layer one data without factor:\\n{}\\n'.format(hk_layer_one.get_data()))\n", - "print('Data with new factor:\\n{}\\n'.format(hk.array))" + "print(\"Layer one data without factor:\\n{}\\n\".format(hk_layer_one.get_data()))\n", + "print(\"Data with new factor:\\n{}\\n\".format(hk.array))" ] }, { @@ -976,14 +1074,16 @@ ], "source": [ "# set data within a LayerStorage object\n", - "hk_layer_one.set_data([120.0, 100.0, 80.0, 70.0, 60.0, 50.0, 40.0, 30.0, 25.0, 20.0])\n", - "print('New HK data no factor:\\n{}\\n'.format(hk.get_data()))\n", + "hk_layer_one.set_data(\n", + " [120.0, 100.0, 80.0, 70.0, 60.0, 50.0, 40.0, 30.0, 25.0, 20.0]\n", + ")\n", + "print(\"New HK data no factor:\\n{}\\n\".format(hk.get_data()))\n", "# set data attribute to new data\n", "ic_package.strt = 150.0\n", - "print('New strt values:\\n{}\\n'.format(ic_package.strt.array))\n", + "print(\"New strt values:\\n{}\\n\".format(ic_package.strt.array))\n", "# call set_data\n", "sto_package.ss.set_data([0.000003, 0.000004])\n", - "print('New ss values:\\n{}\\n'.format(sto_package.ss.array))" + "print(\"New ss values:\\n{}\\n\".format(sto_package.ss.array))" ] }, { @@ -1014,12 +1114,12 @@ ], "source": [ "# create new path\n", - "save_folder = os.path.join(sim_path, 'sim_modified')\n", + "save_folder = os.path.join(sim_path, \"sim_modified\")\n", "# change simulation path\n", "sim.simulation_data.mfpath.set_sim_path(save_folder)\n", "# create folder\n", "if not os.path.isdir(save_folder):\n", - " os.makedirs(save_folder)" + " os.makedirs(save_folder, exist_ok=True)" ] }, { @@ -1066,8 +1166,9 @@ " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Aug 01 2021 12:51:08 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -1082,34 +1183,22 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:21:19\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:40:32\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n", - " Solving: Stress period: 1 Time step: 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "\n", + " Solving: Stress period: 1 Time step: 1\n", " Solving: Stress period: 2 Time step: 1\n", " Solving: Stress period: 2 Time step: 2\n", " Solving: Stress period: 2 Time step: 3\n", " Solving: Stress period: 2 Time step: 4\n", - " Solving: Stress period: 2 Time step: 5\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:21:19\n", - " Elapsed run time: 0.068 Seconds\n", - " \n", + " Solving: Stress period: 2 Time step: 5\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:40:32\n", + " Elapsed run time: 0.047 Seconds\n", + "\n", "\n", "WARNING REPORT:\n", "\n", @@ -1133,17 +1222,17 @@ ], "source": [ "# Change path of model files relative to the simulation folder\n", - "model.set_model_relative_path('model_folder')\n", + "model.set_model_relative_path(\"model_folder\")\n", "\n", "# create folder\n", "if not os.path.isdir(save_folder):\n", - " os.makedirs(os.path.join(save_folder,'model_folder'))\n", + " os.makedirs(os.path.join(save_folder, \"model_folder\"))\n", "\n", "# write simulation to new folder\n", "sim.write_simulation()\n", "\n", "# run simulation from new folder\n", - "sim.run_simulation() " + "sim.run_simulation()" ] }, { @@ -1214,13 +1303,13 @@ "import numpy as np\n", "\n", "# get all head data\n", - "head = sim.simulation_data.mfdata['example_model', 'HDS', 'HEAD']\n", + "head = sim.simulation_data.mfdata[\"example_model\", \"HDS\", \"HEAD\"]\n", "# get the head data from the end of the model run\n", "head_end = head[-1]\n", "# plot the head data from the end of the model run\n", - "levels = np.arange(160,162,1)\n", + "levels = np.arange(160, 162, 1)\n", "extent = (0.0, 1000.0, 2500.0, 0.0)\n", - "plt.contour(head_end[0, :, :],extent=extent)\n", + "plt.contour(head_end[0, :, :], extent=extent)\n", "plt.show()" ] }, @@ -1251,12 +1340,12 @@ ], "source": [ "# get head data using old flopy method\n", - "hds_path = os.path.join(sim_path, model_name + '.hds')\n", + "hds_path = os.path.join(sim_path, model_name + \".hds\")\n", "hds = flopy.utils.HeadFile(hds_path)\n", "# get heads after 1.0 days\n", "head = hds.get_data(totim=1.0)\n", "# plot head data\n", - "plt.contour(head[0, :, :],extent=extent)\n", + "plt.contour(head[0, :, :], extent=extent)\n", "plt.show()" ] } @@ -1277,7 +1366,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_mfusg_conduit_examples.ipynb b/examples/Notebooks/flopy3_mfusg_conduit_examples.ipynb index 3910150639..144bdeca09 100644 --- a/examples/Notebooks/flopy3_mfusg_conduit_examples.ipynb +++ b/examples/Notebooks/flopy3_mfusg_conduit_examples.ipynb @@ -2,7 +2,6 @@ "cells": [ { "cell_type": "markdown", - "id": "e79beefe-b707-4eda-a487-7fddff11814c", "metadata": {}, "source": [ "# FloPy\n", @@ -13,7 +12,6 @@ { "cell_type": "code", "execution_count": 1, - "id": "5d0619b1-deeb-4a2e-b2db-a501dc19304b", "metadata": {}, "outputs": [], "source": [ @@ -27,28 +25,17 @@ { "cell_type": "code", "execution_count": 2, - "id": "3d1cc11b-db84-468c-8ec0-3ee3bd074b73", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "cln_ws= os.path.join('../data', 'usg_test')\n", + "cln_ws = os.path.join(\"../data\", \"usg_test\")\n", "\n", - "if not os.path.exists(cln_ws):\n", - " os.mkdir(cln_ws)" + "if not os.path.isdir(cln_ws):\n", + " os.makedirs(cln_ws, exist_ok=True)" ] }, { "cell_type": "markdown", - "id": "2be34cb8-abf0-437f-b66b-97758b9ea3ba", "metadata": {}, "source": [ "## Loading Example 03_conduit_confined\n", @@ -62,7 +49,6 @@ { "cell_type": "code", "execution_count": 3, - "id": "ea755dd8-8318-4b03-bcf3-e0301123c83d", "metadata": {}, "outputs": [ { @@ -73,7 +59,7 @@ "Creating new model with name: ex3\n", "--------------------------------------------------\n", "\n", - "Parsing the namefile --> ../data/mfusg_test\\03_conduit_confined\\ex3.nam\n", + "Parsing the namefile --> ../data/mfusg_test/03_conduit_confined/ex3.nam\n", "could not set filehandle to ex3.lst\n", "could not set filehandle to ex3.cbb\n", "could not set filehandle to ex3.hds\n", @@ -83,7 +69,7 @@ "\n", "--------------------------------------------------\n", "External unit dictionary:\n", - "{7: filename:../data/mfusg_test\\03_conduit_confined\\ex3.lst, filetype:LIST, 1: filename:../data/mfusg_test\\03_conduit_confined\\ex3.bas, filetype:BAS6, 14: filename:../data/mfusg_test\\03_conduit_confined\\ex3.wel, filetype:WEL, 12: filename:../data/mfusg_test\\03_conduit_confined\\ex3.dis, filetype:DIS, 11: filename:../data/mfusg_test\\03_conduit_confined\\ex3.bcf, filetype:BCF6, 13: filename:../data/mfusg_test\\03_conduit_confined\\ex3.cln, filetype:CLN, 22: filename:../data/mfusg_test\\03_conduit_confined\\ex3.oc, filetype:OC, 19: filename:../data/mfusg_test\\03_conduit_confined\\ex3.sms, filetype:SMS, 50: filename:../data/mfusg_test\\03_conduit_confined\\ex3.cbb, filetype:DATA(BINARY), 30: filename:../data/mfusg_test\\03_conduit_confined\\ex3.hds, filetype:DATA(BINARY), 31: filename:../data/mfusg_test\\03_conduit_confined\\ex3.ddn, filetype:DATA(BINARY), 35: filename:../data/mfusg_test\\03_conduit_confined\\ex3.clncbb, filetype:DATA(BINARY), 36: filename:../data/mfusg_test\\03_conduit_confined\\ex3.clnhds, filetype:DATA(BINARY)}\n", + "{7: filename:../data/mfusg_test/03_conduit_confined/ex3.lst, filetype:LIST, 1: filename:../data/mfusg_test/03_conduit_confined/ex3.bas, filetype:BAS6, 14: filename:../data/mfusg_test/03_conduit_confined/ex3.wel, filetype:WEL, 12: filename:../data/mfusg_test/03_conduit_confined/ex3.dis, filetype:DIS, 11: filename:../data/mfusg_test/03_conduit_confined/ex3.bcf, filetype:BCF6, 13: filename:../data/mfusg_test/03_conduit_confined/ex3.cln, filetype:CLN, 22: filename:../data/mfusg_test/03_conduit_confined/ex3.oc, filetype:OC, 19: filename:../data/mfusg_test/03_conduit_confined/ex3.sms, filetype:SMS, 50: filename:../data/mfusg_test/03_conduit_confined/ex3.cbb, filetype:DATA(BINARY), 30: filename:../data/mfusg_test/03_conduit_confined/ex3.hds, filetype:DATA(BINARY), 31: filename:../data/mfusg_test/03_conduit_confined/ex3.ddn, filetype:DATA(BINARY), 35: filename:../data/mfusg_test/03_conduit_confined/ex3.clncbb, filetype:DATA(BINARY), 36: filename:../data/mfusg_test/03_conduit_confined/ex3.clnhds, filetype:DATA(BINARY)}\n", "--------------------------------------------------\n", "\n", "ModflowBas6 free format:True\n", @@ -209,26 +195,18 @@ " The following 1 packages were not loaded.\n", " ex3.lst\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ - "model_ws = os.path.join('../data/mfusg_test', '03_conduit_confined')\n", + "model_ws = os.path.join(\"../data/mfusg_test\", \"03_conduit_confined\")\n", "mf = flopy.mfusg.MfUsg.load(\n", - " 'ex3.nam', model_ws=model_ws, exe_name=\"mfusg\", check=False,verbose=True)" + " \"ex3.nam\", model_ws=model_ws, exe_name=\"mfusg\", check=False, verbose=True\n", + ")" ] }, { "cell_type": "code", "execution_count": 4, - "id": "349a6a58-34f6-43b7-84f2-eafcc93d5415", "metadata": {}, "outputs": [ { @@ -238,32 +216,25 @@ "removing Package: ['OC']\n", "adding Package: OC\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ "# output control\n", - "mf.remove_package('OC')\n", + "mf.remove_package(\"OC\")\n", "\n", "spd = {}\n", - "for i in range(mf.nper): \n", + "for i in range(mf.nper):\n", " for j in range(mf.dis.nstp[i]):\n", - " spd[(i,j)] = ['save head', 'save budget']\n", + " spd[(i, j)] = [\"save head\", \"save budget\"]\n", "\n", - "oc = flopy.modflow.ModflowOc(mf, stress_period_data=spd, unitnumber=[22,30,31,50])" + "oc = flopy.modflow.ModflowOc(\n", + " mf, stress_period_data=spd, unitnumber=[22, 30, 31, 50]\n", + ")" ] }, { "cell_type": "code", "execution_count": 5, - "id": "bf47bde9-6145-4514-b5c1-fa0b7070ea0f", "metadata": {}, "outputs": [ { @@ -272,127 +243,255 @@ "text": [ "\n", "changing model workspace...\n", - " ../data\\usg_test\\ex03\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" + " ../data/usg_test/ex03\n" ] } ], "source": [ - "model_ws= os.path.join(cln_ws, 'ex03')\n", + "model_ws = os.path.join(cln_ws, \"ex03\")\n", "\n", "if os.path.exists(model_ws):\n", " shutil.rmtree(model_ws)\n", "os.mkdir(model_ws)\n", "\n", - "mf.model_ws=model_ws\n" + "mf.model_ws = model_ws" ] }, { "cell_type": "code", "execution_count": 6, - "id": "84e79f22-a500-48dd-ae3e-bc1f099687a2", "metadata": {}, "outputs": [ { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" + "\n", + "Writing packages:\n", + " Package: DIS\n", + " Package: BAS6\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "\n", - "Writing packages:\n", - " Package: DIS\n", - " Package: BAS6\n", " Package: WEL\n", " Package: BCF6\n", " Package: CLN\n", " Package: SMS\n", " Package: OC\n", " \n", - "FloPy is using the following executable to run the model: C:\\Users\\chris\\.local\\bin\\mfusg.EXE\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mfusg\n", "\n", " MODFLOW-USG \n", " U.S. GEOLOGICAL SURVEY MODULAR FINITE-DIFFERENCE GROUNDWATER FLOW MODEL\n", " Version 1.5.00 02/27/2019 \n", "\n", " Using NAME file: ex3.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/10 7:30:16\n", - "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:39:38\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 1 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 2 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 2 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 3 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 4 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 5 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 5 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 6 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 7 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 7 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 8 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 9 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 10 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 10 Groundwater Flow Eqn." + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", " Solving: Stress period: 1 Time step: 11 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 12 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 12 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 13 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 14 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 15 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 15 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 16 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 17 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 18 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 18 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 19 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 20 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 20 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 21 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 22 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 22 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 23 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 24 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 25 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 25 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 26 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 27 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 28 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 28 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 29 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 30 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 31 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 31 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 32 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 33 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 34 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 34 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 35 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 36 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 37 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 37 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 38 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 39 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 40 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 40 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 41 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 42 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 43 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 43 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 44 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 45 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 46 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 46 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 47 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 48 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 49 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 49 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 50 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 51 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 52 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 52 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 53 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 54 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 54 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 55 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 56 Groundwater Flow Eqn.\n", " Solving: Stress period: 1 Time step: 57 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 58 Groundwater Flow Eqn.\n", + " Solving: Stress period: 1 Time step: 58 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1 Time step: 59 Groundwater Flow Eqn.\n", - " Solving: Stress period: 1 Time step: 60 Groundwater Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/10 7:30:18\n", - " Elapsed run time: 1.636 Seconds\n", + " Solving: Stress period: 1 Time step: 60 Groundwater Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:39:40\n", + " Elapsed run time: 2.487 Seconds\n", "\n", " Normal termination of simulation\n" ] @@ -416,69 +515,40 @@ { "cell_type": "code", "execution_count": 7, - "id": "7ee1d73d-4e3d-4c44-a6b8-9587f732e650", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "head_file = os.path.join(mf.model_ws, 'ex3.clnhds')\n", + "head_file = os.path.join(mf.model_ws, \"ex3.clnhds\")\n", "headobj = flopy.utils.HeadFile(head_file)" ] }, { "cell_type": "code", "execution_count": 8, - "id": "5ab1471a-5ebc-46ed-b7ac-cb5def7a6872", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ "simtimes = headobj.get_times()\n", "\n", - "nper=len(simtimes)\n", + "nper = len(simtimes)\n", "\n", - "nnode= mf.cln.nclnnds\n", + "nnode = mf.cln.nclnnds\n", "\n", - "simhead = np.zeros((1,1,nnode,nper))\n", + "simhead = np.zeros((1, 1, nnode, nper))\n", "for i in range(nper):\n", - " simhead[:,:,:,i] = headobj.get_data(kstpkper = (i,0))\n", - "simhead=np.squeeze(simhead)" + " simhead[:, :, :, i] = headobj.get_data(kstpkper=(i, 0))\n", + "simhead = np.squeeze(simhead)" ] }, { "cell_type": "code", "execution_count": 9, - "id": "13ab1eb8-62a9-4205-8809-a5734bc3f366", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 9, @@ -487,7 +557,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -501,59 +571,42 @@ "source": [ "fig = plt.figure(figsize=(8, 5), dpi=150)\n", "ax = fig.add_subplot(111)\n", - "ax.plot(simtimes, simhead[0], label='CLN Layer 1')\n", - "ax.plot(simtimes, simhead[1], label='CLN Layer 2')\n", - "ax.set_xlabel('Time, in days') \n", - "ax.set_ylabel('Simulated Head in pumping well, in meters') \n", - "ax.set_title(\"MODFLOW USG Ex3 Conduit Confined\") \n", + "ax.plot(simtimes, simhead[0], label=\"CLN Layer 1\")\n", + "ax.plot(simtimes, simhead[1], label=\"CLN Layer 2\")\n", + "ax.set_xlabel(\"Time, in days\")\n", + "ax.set_ylabel(\"Simulated Head in pumping well, in meters\")\n", + "ax.set_title(\"MODFLOW USG Ex3 Conduit Confined\")\n", "ax.legend()" ] }, { "cell_type": "code", "execution_count": 10, - "id": "ba67e1df-a73d-493e-a7a2-400ac099f646", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "cbb_file = os.path.join(mf.model_ws, 'ex3.clncbb')\n", + "cbb_file = os.path.join(mf.model_ws, \"ex3.clncbb\")\n", "cbb = flopy.utils.CellBudgetFile(cbb_file)\n", - "#cbb.list_records()\n", - "\n", - "simflow = cbb.get_data(kstpkper=(0, 0), text='GWF')[0]\n", - "for i in range(nper-1):\n", - " simflow=np.append(simflow, cbb.get_data(kstpkper = (i+1,0), text = 'GWF')[0])\n", - "simflow1=simflow[simflow['node']==1]['q']\n", - "simflow2=simflow[simflow['node']==2]['q']" + "# cbb.list_records()\n", + "\n", + "simflow = cbb.get_data(kstpkper=(0, 0), text=\"GWF\")[0]\n", + "for i in range(nper - 1):\n", + " simflow = np.append(\n", + " simflow, cbb.get_data(kstpkper=(i + 1, 0), text=\"GWF\")[0]\n", + " )\n", + "simflow1 = simflow[simflow[\"node\"] == 1][\"q\"]\n", + "simflow2 = simflow[simflow[\"node\"] == 2][\"q\"]" ] }, { "cell_type": "code", "execution_count": 11, - "id": "c110cca1-672e-45db-aae6-d8447a5c2aa4", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 11, @@ -562,7 +615,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -576,22 +629,21 @@ "source": [ "fig = plt.figure(figsize=(8, 11), dpi=150)\n", "ax1 = fig.add_subplot(211)\n", - "ax1.plot(simtimes, simflow1, label='CLN Layer 1')\n", - "ax1.set_xlabel('Time, in days') \n", - "ax1.set_ylabel('Discharge to well, in cubic meters per day') \n", - "ax1.set_title(\"MODFLOW USG Ex3 Conduit Confined\") \n", - "ax1.legend() \n", + "ax1.plot(simtimes, simflow1, label=\"CLN Layer 1\")\n", + "ax1.set_xlabel(\"Time, in days\")\n", + "ax1.set_ylabel(\"Discharge to well, in cubic meters per day\")\n", + "ax1.set_title(\"MODFLOW USG Ex3 Conduit Confined\")\n", + "ax1.legend()\n", "\n", "ax2 = fig.add_subplot(212)\n", - "ax2.plot(simtimes, simflow2, label='CLN Layer 2')\n", - "ax2.set_xlabel('Time, in days') \n", - "ax2.set_ylabel('Discharge to well, in cubic meters per day') \n", + "ax2.plot(simtimes, simflow2, label=\"CLN Layer 2\")\n", + "ax2.set_xlabel(\"Time, in days\")\n", + "ax2.set_ylabel(\"Discharge to well, in cubic meters per day\")\n", "ax2.legend()" ] }, { "cell_type": "markdown", - "id": "2054c371-9f73-4734-9e86-ba02388d933b", "metadata": {}, "source": [ "## Create example 03A_conduit_unconfined of mfusg 1.5\n", @@ -601,34 +653,24 @@ { "cell_type": "code", "execution_count": 12, - "id": "ca4d7d49-9dfc-4480-b599-61a46991edb3", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "modelname='ex03a'\n", + "modelname = \"ex03a\"\n", "\n", "model_ws = os.path.join(cln_ws, modelname)\n", "if os.path.exists(model_ws):\n", " shutil.rmtree(model_ws)\n", "os.mkdir(model_ws)\n", "\n", - "mf = flopy.mfusg.MfUsg(modelname=modelname, model_ws=model_ws,\n", - " exe_name=\"mfusg\", verbose=True)" + "mf = flopy.mfusg.MfUsg(\n", + " modelname=modelname, model_ws=model_ws, exe_name=\"mfusg\", verbose=True\n", + ")" ] }, { "cell_type": "code", "execution_count": 13, - "id": "b5b70725-9f19-43a3-8cc5-126a28d8c3af", "metadata": {}, "outputs": [ { @@ -641,18 +683,10 @@ "adding Package: BCF6\n", "adding Package: SMS\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ - "ipakcb=50\n", + "ipakcb = 50\n", "\n", "nlay = 2\n", "nrow = 100\n", @@ -666,28 +700,65 @@ "botm = [0.0, -10.0, -20.0]\n", "\n", "perlen = 160\n", - "nstp = 160\n", - "\n", - "dis = flopy.modflow.ModflowDis(mf, nlay, nrow, ncol, delr=delr, delc=delc, \n", - " laycbd=laycbd, top=ztop, botm=botm, \n", - " perlen=perlen, nstp=nstp, steady=False, lenuni=0)\n", - "\n", - "bas = flopy.modflow.ModflowBas(mf, ibound=1, strt=[10.,30.])\n", - "\n", - "bcf = flopy.mfusg.MfUsgBcf(mf, ipakcb=ipakcb, laycon=4, wetfct=1.0, iwetit=5,\n", - " hy=[100.0, 400.0], vcont=0.0, sf1=1e-4, sf2=0.01)\n", - "\n", - "sms = flopy.mfusg.MfUsgSms(mf, hclose=1.0E-3, hiclose=1.0E-5, mxiter=220, \n", - " iter1=600, iprsms=1, nonlinmeth=2, linmeth=1,\n", - " theta=0.9, akappa=0.07, gamma=0.1, amomentum=0.0, \n", - " numtrack=200, btol=1.1, breduc=0.2, reslim=1.0,\n", - " iacl=2, norder=1, level=3, north=14)" + "nstp = 160\n", + "\n", + "dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay,\n", + " nrow,\n", + " ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " laycbd=laycbd,\n", + " top=ztop,\n", + " botm=botm,\n", + " perlen=perlen,\n", + " nstp=nstp,\n", + " steady=False,\n", + " lenuni=0,\n", + ")\n", + "\n", + "bas = flopy.modflow.ModflowBas(mf, ibound=1, strt=[10.0, 30.0])\n", + "\n", + "bcf = flopy.mfusg.MfUsgBcf(\n", + " mf,\n", + " ipakcb=ipakcb,\n", + " laycon=4,\n", + " wetfct=1.0,\n", + " iwetit=5,\n", + " hy=[100.0, 400.0],\n", + " vcont=0.0,\n", + " sf1=1e-4,\n", + " sf2=0.01,\n", + ")\n", + "\n", + "sms = flopy.mfusg.MfUsgSms(\n", + " mf,\n", + " hclose=1.0e-3,\n", + " hiclose=1.0e-5,\n", + " mxiter=220,\n", + " iter1=600,\n", + " iprsms=1,\n", + " nonlinmeth=2,\n", + " linmeth=1,\n", + " theta=0.9,\n", + " akappa=0.07,\n", + " gamma=0.1,\n", + " amomentum=0.0,\n", + " numtrack=200,\n", + " btol=1.1,\n", + " breduc=0.2,\n", + " reslim=1.0,\n", + " iacl=2,\n", + " norder=1,\n", + " level=3,\n", + " north=14,\n", + ")" ] }, { "cell_type": "code", "execution_count": 14, - "id": "fe54bcbd-ad17-4d5e-8628-77cc82129f82", "metadata": {}, "outputs": [ { @@ -697,22 +768,14 @@ "Adding ex03a.hds (unit=51) to the output list.\n", "adding Package: OC\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ "# output control\n", "spd = {}\n", - "for i in range(mf.nper): \n", + "for i in range(mf.nper):\n", " for j in range(mf.dis.nstp[i]):\n", - " spd[(i,j)] = ['save head', 'save budget']\n", + " spd[(i, j)] = [\"save head\", \"save budget\"]\n", "\n", "oc = flopy.modflow.ModflowOc(mf, stress_period_data=spd)" ] @@ -720,7 +783,6 @@ { "cell_type": "code", "execution_count": 15, - "id": "880e5970-2e77-484f-97e5-1fa46320d6d5", "metadata": {}, "outputs": [ { @@ -731,36 +793,41 @@ "Adding ex03a.clnhd (unit=36) to the output list.\n", "adding Package: CLN\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ "unitnumber = [71, 35, 36, 0, 0, 0, 0]\n", "\n", - "node_prop = [[1,1,0,10.0,0.0,1.57,0,0],[2,1,0,10.0,-20.0,1.57,0,0]]\n", - "cln_gwc = [[1,1,50,50,0,0,10.0,1.0,0],[2,2,50,50,0,0,10.0,1.0,0]]\n", + "node_prop = [\n", + " [1, 1, 0, 10.0, 0.0, 1.57, 0, 0],\n", + " [2, 1, 0, 10.0, -20.0, 1.57, 0, 0],\n", + "]\n", + "cln_gwc = [\n", + " [1, 1, 50, 50, 0, 0, 10.0, 1.0, 0],\n", + " [2, 2, 50, 50, 0, 0, 10.0, 1.0, 0],\n", + "]\n", "\n", - "nconduityp=1\n", - "cln_circ=[[1,0.5,3.23e10]]\n", + "nconduityp = 1\n", + "cln_circ = [[1, 0.5, 3.23e10]]\n", "\n", "strt = [10.0, 30.0]\n", - "cln = flopy.mfusg.MfUsgCln(mf, ncln=1, iclnnds=-1, nndcln=2, nclngwc = 2,\n", - " node_prop =node_prop, cln_gwc =cln_gwc,\n", - " cln_circ=cln_circ, strt =strt, \n", - " unitnumber=unitnumber)" + "cln = flopy.mfusg.MfUsgCln(\n", + " mf,\n", + " ncln=1,\n", + " iclnnds=-1,\n", + " nndcln=2,\n", + " nclngwc=2,\n", + " node_prop=node_prop,\n", + " cln_gwc=cln_gwc,\n", + " cln_circ=cln_circ,\n", + " strt=strt,\n", + " unitnumber=unitnumber,\n", + ")" ] }, { "cell_type": "code", "execution_count": 16, - "id": "93e0e3c8-c696-4b8e-97ca-5b9873bda471", "metadata": {}, "outputs": [ { @@ -769,44 +836,31 @@ "text": [ "adding Package: WEL\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ "options = []\n", - "options.append('autoflowreduce')\n", - "cln_stress_period_data = {0:[[1, -62840.]]}\n", - "\n", - "wel = flopy.mfusg.MfUsgWel(mf, ipakcb=ipakcb,options=options,\n", - " cln_stress_period_data=cln_stress_period_data)" + "options.append(\"autoflowreduce\")\n", + "cln_stress_period_data = {0: [[1, -62840.0]]}\n", + "\n", + "wel = flopy.mfusg.MfUsgWel(\n", + " mf,\n", + " ipakcb=ipakcb,\n", + " options=options,\n", + " cln_stress_period_data=cln_stress_period_data,\n", + ")" ] }, { "cell_type": "code", "execution_count": 17, - "id": "f7a7f7d0-2c4b-4b10-a7bb-5d9753383cf6", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ "{0: rec.array([(1, -62840.)],\n", - " dtype=[('node', '" + "" ] }, "execution_count": 20, @@ -1093,7 +1437,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1107,44 +1451,35 @@ "source": [ "fig = plt.figure(figsize=(8, 5), dpi=150)\n", "ax = fig.add_subplot(111)\n", - "ax.plot(simtimes, head_case1[0], label='CLN Layer 1')\n", - "ax.plot(simtimes, head_case1[1], label='CLN Layer 2')\n", - "ax.set_xlabel('Time, in days') \n", - "ax.set_ylabel('Simulated Head in pumping well, in meters') \n", - "ax.set_title(\"MODFLOW USG Ex3a Conduit Unconfined\") \n", + "ax.plot(simtimes, head_case1[0], label=\"CLN Layer 1\")\n", + "ax.plot(simtimes, head_case1[1], label=\"CLN Layer 2\")\n", + "ax.set_xlabel(\"Time, in days\")\n", + "ax.set_ylabel(\"Simulated Head in pumping well, in meters\")\n", + "ax.set_title(\"MODFLOW USG Ex3a Conduit Unconfined\")\n", "ax.legend()" ] }, { "cell_type": "code", "execution_count": 21, - "id": "5252ac89-c706-432f-9119-f9a1d67ccb8c", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "cbb_file = os.path.join(mf.model_ws, modelname+'.clncb')\n", + "cbb_file = os.path.join(mf.model_ws, modelname + \".clncb\")\n", "cbb = flopy.utils.CellBudgetFile(cbb_file)\n", - "#cbb.list_records()\n", + "# cbb.list_records()\n", "\n", - "simflow = cbb.get_data(kstpkper=(0, 0), text='GWF')[0]\n", - "for i in range(nper-1):\n", - " simflow=np.append(simflow, cbb.get_data(kstpkper = (i+1,0), text = 'GWF')[0])\n", + "simflow = cbb.get_data(kstpkper=(0, 0), text=\"GWF\")[0]\n", + "for i in range(nper - 1):\n", + " simflow = np.append(\n", + " simflow, cbb.get_data(kstpkper=(i + 1, 0), text=\"GWF\")[0]\n", + " )\n", "\n", - "flow_case1=simflow" + "flow_case1 = simflow" ] }, { "cell_type": "markdown", - "id": "8aa7a43e-ffc4-4b6d-b883-fe2ca4904b76", "metadata": {}, "source": [ "## Modify CLN amd WEL package to example create 03B_conduit_unconfined of mfusg 1.5\n", @@ -1154,7 +1489,6 @@ { "cell_type": "code", "execution_count": 22, - "id": "f61ba81a-e1ad-4aca-87ff-833e8faad6ab", "metadata": {}, "outputs": [ { @@ -1163,20 +1497,12 @@ "text": [ "\n", "changing model workspace...\n", - " ../data\\usg_test\\ex03b\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" + " ../data/usg_test/ex03b\n" ] } ], "source": [ - "modelname='ex03b'\n", + "modelname = \"ex03b\"\n", "\n", "model_ws = os.path.join(cln_ws, modelname)\n", "if os.path.exists(model_ws):\n", @@ -1192,7 +1518,6 @@ { "cell_type": "code", "execution_count": 23, - "id": "2411554b-20d6-4658-8d47-92d10ee5eb97", "metadata": {}, "outputs": [ { @@ -1202,33 +1527,35 @@ "removing Package: ['CLN']\n", "adding Package: CLN\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ - "mf.remove_package('CLN')\n", + "mf.remove_package(\"CLN\")\n", "\n", - "node_prop = [[1,1,0,30.0,-20.,1.57]]\n", - "cln_gwc = [[1,1,50,50,0,0,10.0,1.0,0],[1,2,50,50,0,0,10.0,1.0,0]]\n", + "node_prop = [[1, 1, 0, 30.0, -20.0, 1.57]]\n", + "cln_gwc = [\n", + " [1, 1, 50, 50, 0, 0, 10.0, 1.0, 0],\n", + " [1, 2, 50, 50, 0, 0, 10.0, 1.0, 0],\n", + "]\n", "\n", "strt = 20.0\n", - "cln = flopy.mfusg.MfUsgCln(mf, ncln=1, iclnnds=-1, nndcln=1, nclngwc = 2,\n", - " node_prop =node_prop, cln_gwc =cln_gwc, \n", - " cln_circ=cln_circ, strt =strt, \n", - " unitnumber =unitnumber)" + "cln = flopy.mfusg.MfUsgCln(\n", + " mf,\n", + " ncln=1,\n", + " iclnnds=-1,\n", + " nndcln=1,\n", + " nclngwc=2,\n", + " node_prop=node_prop,\n", + " cln_gwc=cln_gwc,\n", + " cln_circ=cln_circ,\n", + " strt=strt,\n", + " unitnumber=unitnumber,\n", + ")" ] }, { "cell_type": "code", "execution_count": 24, - "id": "79a5b99c-5079-44f2-8740-591dfb1d8368", "metadata": {}, "outputs": [ { @@ -1239,42 +1566,29 @@ "Adding ex03b.afr (unit=55) to the output list.\n", "adding Package: WEL\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ - "mf.remove_package('WEL')\n", + "mf.remove_package(\"WEL\")\n", "\n", "options = []\n", - "options.append('autoflowreduce')\n", - "options.append('iunitafr 55')\n", - "cln_stress_period_data = {0:[[0, -62840.]]}\n", - "\n", - "wel = flopy.mfusg.MfUsgWel(mf, ipakcb=ipakcb,options=options,\n", - " cln_stress_period_data=cln_stress_period_data)" + "options.append(\"autoflowreduce\")\n", + "options.append(\"iunitafr 55\")\n", + "cln_stress_period_data = {0: [[0, -62840.0]]}\n", + "\n", + "wel = flopy.mfusg.MfUsgWel(\n", + " mf,\n", + " ipakcb=ipakcb,\n", + " options=options,\n", + " cln_stress_period_data=cln_stress_period_data,\n", + ")" ] }, { "cell_type": "code", "execution_count": 25, - "id": "21b17ec7-f07f-4a40-a08c-91055656948c", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -1310,47 +1624,28 @@ { "cell_type": "code", "execution_count": 26, - "id": "96aabd42-9c2d-4425-b9ce-e67dab75da7c", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "head_file = os.path.join(mf.model_ws, modelname+'.clnhd')\n", + "head_file = os.path.join(mf.model_ws, modelname + \".clnhd\")\n", "headobj = flopy.utils.HeadFile(head_file)\n", "\n", "simtimes = headobj.get_times()\n", - "nper=len(simtimes)\n", - "nnode= mf.cln.nclnnds\n", + "nper = len(simtimes)\n", + "nnode = mf.cln.nclnnds\n", "\n", - "simhead = np.zeros((1,1,nnode,nper))\n", + "simhead = np.zeros((1, 1, nnode, nper))\n", "for i in range(nper):\n", - " simhead[:,:,:,i] = headobj.get_data(kstpkper = (i,0))\n", + " simhead[:, :, :, i] = headobj.get_data(kstpkper=(i, 0))\n", "\n", - "head_case2=np.squeeze(simhead)" + "head_case2 = np.squeeze(simhead)" ] }, { "cell_type": "code", "execution_count": 27, - "id": "12bc6de5-e4e0-434e-8785-c0ef6b2882c4", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ @@ -1363,7 +1658,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1378,41 +1673,32 @@ "fig = plt.figure(figsize=(8, 5), dpi=150)\n", "ax = fig.add_subplot(111)\n", "ax.plot(simtimes, head_case2)\n", - "ax.set_xlabel('Time, in days') \n", - "ax.set_ylabel('Simulated Head in pumping well, in meters') \n", + "ax.set_xlabel(\"Time, in days\")\n", + "ax.set_ylabel(\"Simulated Head in pumping well, in meters\")\n", "ax.set_title(\"MODFLOW USG Ex3b Conduit Unconfined\")" ] }, { "cell_type": "code", "execution_count": 28, - "id": "ea4fd24f-a266-401c-ba01-117fcc9e9003", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "cbb_file = os.path.join(mf.model_ws, modelname+'.clncb')\n", + "cbb_file = os.path.join(mf.model_ws, modelname + \".clncb\")\n", "cbb = flopy.utils.CellBudgetFile(cbb_file)\n", - "#cbb.list_records()\n", + "# cbb.list_records()\n", "\n", - "simflow = cbb.get_data(kstpkper=(0, 0), text='GWF')[0]\n", - "for i in range(nper-1):\n", - " simflow=np.append(simflow, cbb.get_data(kstpkper = (i+1,0), text = 'GWF')[0])\n", + "simflow = cbb.get_data(kstpkper=(0, 0), text=\"GWF\")[0]\n", + "for i in range(nper - 1):\n", + " simflow = np.append(\n", + " simflow, cbb.get_data(kstpkper=(i + 1, 0), text=\"GWF\")[0]\n", + " )\n", "\n", - "flow_case2=simflow" + "flow_case2 = simflow" ] }, { "cell_type": "markdown", - "id": "6b59ca8b-9d8f-4c21-a890-c4ebffbd53f4", "metadata": {}, "source": [ "## Modify CLN amd WEL package to example create 03C_conduit_unconfined of mfusg 1.5\n", @@ -1422,7 +1708,6 @@ { "cell_type": "code", "execution_count": 29, - "id": "4a50aaf3-1a2f-46ce-b11c-9ac6f61962a8", "metadata": {}, "outputs": [ { @@ -1431,27 +1716,19 @@ "text": [ "\n", "changing model workspace...\n", - " ../data\\usg_test\\ex03c\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" + " ../data/usg_test/ex03c\n" ] } ], "source": [ - "modelname='ex03c'\n", + "modelname = \"ex03c\"\n", "\n", "model_ws = os.path.join(cln_ws, modelname)\n", "if os.path.exists(model_ws):\n", " shutil.rmtree(model_ws)\n", "os.mkdir(model_ws)\n", "\n", - "mf.model_ws=model_ws\n", + "mf.model_ws = model_ws\n", "mf._set_name(modelname)\n", "for i, fname in enumerate(mf.output_fnames):\n", " mf.output_fnames[i] = modelname + os.path.splitext(fname)[1]" @@ -1460,7 +1737,6 @@ { "cell_type": "code", "execution_count": 30, - "id": "8a537392-e8ff-4aac-b92f-d57acdf233a2", "metadata": {}, "outputs": [ { @@ -1470,34 +1746,39 @@ "removing Package: ['CLN']\n", "adding Package: CLN\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ - "mf.remove_package('CLN')\n", + "mf.remove_package(\"CLN\")\n", "\n", - "node_prop = [[1,1,0,10.0,0.0,1.57,1,0],[2,1,0,10.0,-20.0,1.57,1,0]]\n", - "cln_gwc = [[1,1,50,50,0,0,10.0,1.0,0],[2,2,50,50,0,0,10.0,1.0,0]]\n", + "node_prop = [\n", + " [1, 1, 0, 10.0, 0.0, 1.57, 1, 0],\n", + " [2, 1, 0, 10.0, -20.0, 1.57, 1, 0],\n", + "]\n", + "cln_gwc = [\n", + " [1, 1, 50, 50, 0, 0, 10.0, 1.0, 0],\n", + " [2, 2, 50, 50, 0, 0, 10.0, 1.0, 0],\n", + "]\n", "\n", "strt = [10.0, 30.0]\n", "\n", - "cln = flopy.mfusg.MfUsgCln(mf, ncln=1, iclnnds=-1, nndcln=2, nclngwc = 2, \n", - " node_prop =node_prop, cln_gwc =cln_gwc, \n", - " cln_circ=cln_circ, strt =strt, \n", - " unitnumber =unitnumber)" + "cln = flopy.mfusg.MfUsgCln(\n", + " mf,\n", + " ncln=1,\n", + " iclnnds=-1,\n", + " nndcln=2,\n", + " nclngwc=2,\n", + " node_prop=node_prop,\n", + " cln_gwc=cln_gwc,\n", + " cln_circ=cln_circ,\n", + " strt=strt,\n", + " unitnumber=unitnumber,\n", + ")" ] }, { "cell_type": "code", "execution_count": 31, - "id": "09d1f286-d5aa-4099-9d61-260c4bea8cdd", "metadata": {}, "outputs": [ { @@ -1507,29 +1788,24 @@ "removing Package: ['WEL']\n", "adding Package: WEL\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ - "mf.remove_package('WEL')\n", + "mf.remove_package(\"WEL\")\n", "\n", - "cln_stress_period_data = {0:[[1, -62840.]]}\n", + "cln_stress_period_data = {0: [[1, -62840.0]]}\n", "\n", - "wel = flopy.mfusg.MfUsgWel(mf, ipakcb=ipakcb,options=options,\n", - " cln_stress_period_data=cln_stress_period_data)" + "wel = flopy.mfusg.MfUsgWel(\n", + " mf,\n", + " ipakcb=ipakcb,\n", + " options=options,\n", + " cln_stress_period_data=cln_stress_period_data,\n", + ")" ] }, { "cell_type": "code", "execution_count": 32, - "id": "0db03654-8cc7-477b-997e-37646845c5b5", "metadata": {}, "outputs": [ { @@ -1548,14 +1824,6 @@ " \n" ] }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ @@ -1575,51 +1843,32 @@ { "cell_type": "code", "execution_count": 33, - "id": "67bb7e1f-d66e-4d47-9553-071ef0071e9b", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "head_file = os.path.join(mf.model_ws, modelname+'.clnhd')\n", + "head_file = os.path.join(mf.model_ws, modelname + \".clnhd\")\n", "headobj = flopy.utils.HeadFile(head_file)\n", "\n", "simtimes = headobj.get_times()\n", - "nper=len(simtimes)\n", - "nnode= mf.cln.nclnnds\n", + "nper = len(simtimes)\n", + "nnode = mf.cln.nclnnds\n", "\n", - "simhead = np.zeros((1,1,nnode,nper))\n", + "simhead = np.zeros((1, 1, nnode, nper))\n", "for i in range(nper):\n", - " simhead[:,:,:,i] = headobj.get_data(kstpkper = (i,0))\n", + " simhead[:, :, :, i] = headobj.get_data(kstpkper=(i, 0))\n", "\n", - "head_case3=np.squeeze(simhead)" + "head_case3 = np.squeeze(simhead)" ] }, { "cell_type": "code", "execution_count": 34, - "id": "17a41371-399f-4864-87c3-08883ad74880", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 34, @@ -1628,7 +1877,7 @@ }, { "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAABBYAAAKyCAYAAABhf11oAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/MnkTPAAAACXBIWXMAABcSAAAXEgFnn9JSAAC4oklEQVR4nOzdd3xUVfrH8c+TBAi99yII0kF6c0XEsta194aKYm/4W921Ydm1rGJbrOhasGJ3ce2Chd5EihQRpIggXSCU5Pn9cSdDCElIuclN+b5fr/uazJlzz3lmcieZ+8y555i7IyIiIiIiIiKSHwlRByAiIiIiIiIiJZcSCyIiIiIiIiKSb0osiIiIiIiIiEi+KbEgIiIiIiIiIvmmxIKIiIiIiIiI5JsSCyIiIiIiIiKSb0osiIiIiIiIiEi+KbEgIiIiIiIiIvmmxIKIiIiIiIiI5JsSCyIiIiIiIiKSb0osiIiIiIiIiEi+KbEgIiIiIiIiIvmmxIKIiIiIiIiI5JsSCyIiIiIiIiKSb0osiIiIiJQRZrbEzNzMBoXcbvNYu25mzcNsW8JjZn8xsy/NbL2ZpcV+X4/EHhsWuz822ijzzswGpB9/UcciUlYpsSAipU6GD0fp25m52GdMpn2a76N+KzO718ymmNkaM9thZqvM7Dszu8PMGu1j/wGZ+kvftsba+d7MXjKzy82sVi7iX5JNe5m3FzLtN6igJwNmdnws1oVmtjn2HJaY2Vtmdq6ZJWazX8cMfZ+aQ/tHZag3dh+x/Bir91oe4s/4uxiQi/pjc4rFzMqZ2UVm9pGZrTCz7Wa20cwWmNlXsePmaDNL3kc/VWK//3fM7Gcz2xQ7ztaY2UQz+7eZHWlmSbl9rpnaz/w+yXHLTx859H2OmT1mZt/GjpUtZpZiZr+Y2btmdkqY/eUzxoNiMc6MveY7LTgZ+97Mnjazw83Moo6zJLAg6TDMzIYVsJ0XYsfjklz2mX78DipIv6VF7H31PnAoUBX4HfgN2BRlXCJSOuTrw4iISAlzIfB6dg/GkgB/zk1DsZPk+4Dr2P03NJXgg1ldoD7QD/irmd3h7g/motn1wI7Yz0lA7Vg7nYHzgIfN7Bngb+6+ZR9tpQAbc3g8p8fyxMxaAK8BvTMUbwN2AfvFtlOAW83sLHefkamJOcAagtdtAPBWNl0dmuHnPmaW7O4pWcTTEGgTu/tl3p5NOMysKfAR0DFD8Q6CY6QlcADBc72Z4HmNzaadi4B/ARmTSjuAzUBNgte8N3Al8LOZXerunxcg9N8KsG9+PA1UznB/I8Gx3zS2nWhmnwIn5+KYD5WZNQBeBI7MUJwWi7EKwfuyM3ApMMPMTnf3RUUZYzG1E5if4eeMmgN3xH4eVkTxyN7+L3b7NnC+u2/N9PjvBL/DX4o0KhEpFTRiQURKs9+BLcDhZtYkh3rnA4nAkpwaM7MEgg9kNxKcBH0MHAJUcPdaQEXgKGA8UAn4l5k9los4T3b3BrGtjruXA1oQJBXGAxWAq4FJZlZzH229kaGtrLZrcxHPPplZW2AiwcntNuAuYH93r+Tu1QgSI9cC6whO9r8xs4MztuHuzu4T6wE5dJf+2CqC16LPPuoBfJW7ZxKeWNLpfYKkwlbgNqAZkBw7PioBvQhOrH7KoZ37gecIkgrzgIuBpu5ewd1rA+UIEhRDgKkEx8rhBYl9H8dMA3dvUJD2szASuIDgeSS7ew0gmSD58niszpHAQyH3m6NYsmxqrO+dwJMEx3j52O+wQizGa4Gfga7smUQqs9x9hbu3jW0roo5HstQpdvtCFkkF3P3fsd/f+UUcl4iUAkosiEhptoXgW/AEYFAO9S6M3b6wj/ZuBU6I/Xyfux/t7l+7eyqAu+9w90+Ag4GXYvWuNrPz8hq4uy9x91HufhBwQ6y4AzmMvCgqZlaR4HWtRzBSY4C73+HuP6fXcffV7v4Y0IPg26/KwJtmVjdTc+kJgA5ZPIaZVQW6AX8QnOTBniMYMkovXx7RN8gDCU40AS5293vcfVksgYK7b3f3Ke5+J8EJ9YTMDZjZucBfY3dfBbq4+/Puvjy9jgcWufsz7t6T4Jhcnrmt4szdr3P3l2LPY3uszN19sbtfQzASBuB8MytXFDGZWQXgHaAxwciQI9z9CnefnOE9nh7jY0Br4E6C0SgiJUGl2O0fkUYhIqWSEgsiUtr9J3Y7KKsHzexPBCcIi4Gvs2vEzOoRDF+H4GT479nVdfc0gmHS82JF95pZ+TxFvWd7DwMjYnePNLPD8ttWSAYTJDkArnH3ydlVjCUb0hMrDdh90pwu48iCAVk08SeC0SHfAZ/nUC9jeZGPVojpkuHn93OqGDtB3Z6xLHZie3/s7vfAhe6+Y6+d927rA3f/dx5jLRAzezJ27foGy2Zujtj8EG5mu8ysfx67mBi7rciel4NkbD/BzE43s/cyzGWxxsymmdn9ZpbXkQQXsft3eKW7j8upsrvvcvdhwJgsYks2s+vMbHxsXoYUM1tqwVwkXfZqbPd+8YkVzay8mf1fbE6HLRbM0/GlmR2VU1xmVtHMbjWzuWa2zcxWWzDfR45/NyyXk99ZNvORWDaTN8bmQ/gqi/2znPelKGR+rhbMmfO8mS2LHUfLzexZM2u8j3bKm9lgM/vYzH6L7furmU0ws9tjI2Cy2q9r7FhYGjs21seOletifwey2id9PpwlsfvdzezNWH/bzWyxmQ3PPKot4+8lQ/FXlsX8KZbD5I22e36LF2L3T7Vgvpl1FsyrM9PMrrVgZF9Or1lzM3vEzOaY2R+xfX80s0fNrNk+9m1rZq9YMA9RSuw5P25m9XPaT0SKhhILIlLafU0w7LxlNic3GUcr5PSB+kKCkxyAO9O/hc5O7KTxvtjdxsCJuYw3O/9g93XLFxSwrYK6Ina7mN0jM7Ll7l+z+8TiUssw2aC7/0hwiQNknTBILxsHTCG4xKC3ZZr40IJ5Mg6I3Y0qsZBRTpfeZOdEIH3Sz3tzk1SI0A0Ec2RUB161TBNIxk7qh8fu/iN2DORF+mUzfwCrMz9oZnUIfs9vEIzYaERwbCQTjHD5K3BPHvu8Kna7EBiV251iicSMsTUmOFYfBvoSjNZJIbgs5jxgmpldvY9mqxD87XoAaEcwx0M1glE5H1kwB8deLJjo9Tvg7th+SQSXzhwNfGZml+f2eYVoDcE8Mul+y7SFNu9LfpjZocAMgr/x1Qk+GzcmSKBOzi65EEsaTAOeJZijpy7BKLlqBJdr3UlwyUzm/a6P7XcewTGRQnCM9CU4ZiZbMF9MTjGfTTDi6TSC/0tJBJdEXU9w2VmVDNVT2f1ap1vPnr+DPDGzfwOjCd6nFovhQOARdifzs9rvHOBHgtelPbvnKWoDXAPMNrMjs9n3KGAmcDbBpXY7gYYE79sZBM9fRCKkxIKIlGqxBMALsbt7fBg3s8rA6QQf2l8gZwNjt2v39U1mBu+xO1mR3fD9XHH3Xwk+PEEwr0MkYh9428buvruvBEsG78RuqwHdMz2WngjI6jUaELsd6+47CT5MVyCYIDOjjPtGlVjIOHLjqX1925mF9G+UU8niW/DixN23AWcSzK/Rl+AkCohfKvM6wUn+dwTzb+yTmVU3sx5m9jyQvkrI8MzHWCyJ8R7QH9gO3ATUc/ea7l6V4KRwCDA3t8/Hggkb28fuvp+H4zpzO4kE87B0JDhhPheoEptDoiXwX4LPXo+a2dE5NHUXQXLqRKBy7Hmlz2tisf2rZ7HfSILLcbYDlwFV3b0mweSJ7wGPEpwAF5nY5TonZ7hfKPO+FMDbBJO9tovND1MZOIPgcphGwL2ZdzCzasAnBL/n9QQj1Gq6ey13r0zwux4KLM2033EECTcjGNW0f+zYqEIw189mgolB37JsVtMh+P09TzDBaLPY/lUJTrB3Eowmi48Mi12OlXmelIzz+uR1/pS/AJcQJBdrxo6vOgTHHgSXLw3MvJOZHUGQiE4kSJi1IEhIVCY4tkfHnsfozCMXLJgj6Q2Cv/2zgN6x90RlgqRZKrsTmSISESUWRKQseJEgeXBqpm9yTif4QPeFuy/bRxvpQ/8zr2yQLXffRPCtPoQzwdv3sdtmmb8hzuCM2DDRrLaCrBqQrkOGn3P9WhB805Qu82uRnghol3FIq+2eX2ELwYR6EIxcgL1HN6TfX+LuS/IQV2hiCafPYncHAktjw5sftmDZzQNy2B12n9j+5O5Feg10DsdM+vZo5n3cfTa75/+4OfbNLwTfunYANgBnp89PkE2/Z2YYjr2B4Jv+CwlOjO8j66TEBcBBBEm7k939AXdfkyGulbH5J7K9XCkL+T2uMzuV3auknO7ur6SPPHH3xcBJwCSCE8sHcminEnC4u78fS6jh7vMJTupSCP5uHZdxBzPrFWsf4Ap3f9pjq6e4+1KCb7cnsfs6ewnMBE6KjZ5KnyvnTeCW2OOnZvH39v8IRkhtBw5z92fdPT7yIjYPx/DYZWwZpf/OvwFOSZ+XJtbny8A5scf7sft3mVkl4HV3vyT9/5a7b3X3Eeye+PSs3D75fKgJDHH3h2P/43D3te5+CcFIjL36j10eMYLgvONKd7/Jg3mE0s1399OBDwiSzzewp7/HytcSzH0yOdZvmrt/TJBcqIyIREqJBREp9WIfvj4n+OBxeoaH0i+DeD4XzdSO3a7NY/e/Z9q/INZl+DnL684JviWun81WJ4QYMj6PvLwWv2f4OfNrkd08CwcTDJUdn35yxe7EQubRDen3o74M4iTgCYJvDhMJvs2/DngZWGDBNfR3xL7xzCz9dVmXxWMAmNn52Z38FzDu7I6Z9C2rb8dx96cIRqMkAKPM7FKC0QIAl7j7vpat28bu4djpCYhUghOwh7JJSqSPPPrI3T/a91PLlYzHZLavfy6cEbud4O6fZn7Q3Xexe3RHRzPrlLlOzFvpJ7qZ9l/D7kk/O2d6+MzY7TKyGI4eey3vzjn8MumfmS9niUmfJ6Uiuy+zSpd+DI70vZfRzZKZdSa4PAXgnqyObXf/kN0jn3JKDmR3mU96zK3MrLASSMsIkvVZ+SB2m/nY7E/wGv7O7pENWUm/tC6+/LOZGbvfV0+5+16XRsWSnNktVywiRUSJBREpK9I/aF8EwWRdBCeu6wmGCJcWL7q7ZbN1iTq4rHiwgkP6qgYDMjyU/nPGS08mEXxj2ys25D59mGzL2OORJhbcfYu7X0kwjP1SgoTCPHafNO9HsNzkTDNrmWUjOatE9if/BYk7u2MmfRuUw+6DCVb+aAQ8HSsb6e77/KAf+0Y+fTh2MsEJyZsES3XONrO+GevHvjnuGbv7YZ6eZNHoEbvNaXTQV+w+HnpkU2dSDvuvjN1mTi6mtzU2h0s5vgZ25dB2WZTda70yw8/x19rM9mP3XCh5OQbTfz+72PNvWmbpo56yOzbWefar3mSMeV9LE+fXlByOr+yOzYNit9WBlTkkR5+N1dsvw74tMrT3ZQ5x5fSYiBQBJRZEpKx4lyCJcFBsSHr6aIXX0ocL70P6t/N5HXmQPkogryMdspLxw1pBvlUtiIzPIy+vRcbRElm9FmNjtwMylA3I9Fj6pJiTgPLsnmch4z7F4sOlB8ttPuvu57t7e6AGwSSD38aqtGDvpUPTX5fsRqPg7k9lPOFn93EcGXdfD1yZoWgxWUxal4t2drn7D+5+NsGQ7vrAG+kJpJjaBJMRQqbr1wso4zGZ7eufC/VityuyqxD7e5M+gqdeNtU259BHemIg8zKcue07jL9FpYa7Z/lax0aXpMv4WmeckyAvx2D67+d3z7QiTCbpSdaCHBuw9/ERlvwcm40ylOc0Mio9GZLxPZ/xdcj22KaELbkrUhopsSAiZULsg9xrsbuDCSbKghxmsM4kfSK4rrntMzbcff/Y3Tm53S8HB8Zul2b60FuUMk6I1y0P+2V83bJ6LdJHGrQ1swYZ5lfYSnDdfUaZL4dIv13o7jl98MzOtgw/V8y21m7pQ4y35VgrA3f/w90/IJh4M/259rA9lx5Mf21bZpoLpCS4JMPPjYFWBWwv/dr0pgTXT6fL16SKuZDxuM71e1yKXPp7Li/v04z7haGwjsHSLH0iykm5GB2VnjQVkRJGiQURKUvSkwjXEQxVn+3uU7OvvocvYre1LdP67Tk4iWCSNijgN+mx1RjST3jGFqStgnD3lQTLhQGcFLv+NTfSZ4XfxO6JGDPKPM/CwQQfRif43ssuZp7AMf02v5dBZJz/ITcrOaTXWZNjrSzEruXOeI1xmww/px9jicCxeW07KmZ2FcGkgqkEJ+gVgNcLeI13xgRRxiTFOnYvu5pxuHSBeLDqSnpy4YQ8HNeZpV//ne1yo7GlUtNH++x1vXgBpLeV7TFsZhXIfqTRrgz1krOqkM1KFEUpPmdNdjFmkPF1yPN7NQcZ5zPJyzGY/vupE/s9ZCf92Anz2Iha+muWn/dsxtchp7/PeV2FR0RCpsSCiJQZsSTCDwTD6CF3kzame4Hg2n6A2/d14hH74HhT7O5KCj6Pwy3sHl76QgHbKqgnY7ct2D3yI1tm1p/dJ//PZjXaIjY7evqw4kPJen6FdBOAHQTzLLRl96iQ/CYWFhNcJgPwp5wqxtauTx/WOy2nujnIuOJDxiHR77H7GuW/mVl5irnY5IP/it29CziGYHWHduwedZAf+2f4OT70OnbspE9ud3wB2s/KiNjtAQTLROZKbMb7dOlJs8OyqhszgGBSUth7NE5BpPd9SA5/n/pn6Duz9Rl+bppNnd7ZlO9LfHLEAiRtYPd7LhHos4+66e9lB6YXoM89xCYkTU985eUYTP/9JJHzksGHx27DPDai9l3stoGZZTd3RHZ+Zvelfzkt27zXEpciUrSUWBCRsuYm4KHYNiq3O7n7b+xeKuxQ4B/Z1Y2daDzN7hnA/57Ft+65ZmbXsfsa9o/dfWx+2wrJs+wetfComfXMrmLsRPzl2N2Mr2FW0hMDA8hifoV07r6N4EN3OXYvCZdl3dyITUQ2Onb3tH1Mqnhz7HYXwbwdcWbW0cxy861ZxmRMfEb52OU66e0fCDxfnJMLsbkPXieYdPFb4B8eLGt4aazKpWZ2Shb7ZXdim9HfMvycObn0XOz2GDM7Jm9R5+g5gsQjwIhYQixbZpZoZrez5+iS9Hkz+prZkVnskwTcHrs7OzabfVjeiN02I1iSM3PfCcCtOey/gN2XDGT1e0tgz99LXmzK8HONfLYBwcSG6QmQm7JLUphZTXYfh5+5+4YC9JmV9GNwsJnl6tIZd5/F7lExt5pZYuY6seM5PXnzWubHS7CvgPQJJx/e1981M4vPcxL7+/xm7O5lZrbX6kZm1p5gqVcRiZASCyJSprj7/9z9xtiW1+GxdwL/jf38NzP7yMwOTv+AaGblYicTX7P7g/0T7p7d0lzZMrNmZnaOmX3L7m9+f6CQ1yc3szo5bLUgfmJ/CsGw5OrAODMbFpstPT3+emZ2DUECoBnBXAlnZrVUWAbpiYXWQHeCk5zJ2dRNP9lMfz3muXtBllz8B8EJSyXgKzM7NeNQfjNrbWbPsvtk5ZEsllIcACw2szfM7LTY5Svp+yeb2Z/M7AN2n7S9FTsRj/NgLfv0EQDnEKwecXFs5Yu42DwU5wNDC/CcC+phoD3BCIVz0pfPc/fR7D7xetbMMn/7fbOZjTKzo82sRnqhmSWZWW8ze4fdyZdX3X1upv1fJkhkGPC2mf1fxpMNM2tkZteb2f15eTKxxM5JwK9AVeBzMxthZj0zngSaWXMzu4IguXYnu68fB3ib3asMvGlmZ5tZudh+LWKPp6908de8xJeL+Cexe7m/J83skvQh92bWjCDx0JfgvZjV/jtj8QH83cxOTz8BNLM2BIm0zMsI5tYCglFGEJyM52vUgrtvYXdi5ijgHTPrkt6emZU3sz8T/A1uQDAiKL/JkJw8CCwkuOzni9hrHV9C1sxamtntZnZjpv3SR7EdDLwVOybS/3ecw+5kwnhK0WpFsZFGlxEkZP8EfG1mh6W/NwDMbH8zu8zMpgBXZGriXoKRS3WAz9JHPVjgSOB/ZHNci0gRcndt2rRpK1UbwXJ+DizJ434DYvs50DybOknAcILrvNPr7iKYaT01Q9k24KZc9rWO4BrUVQQn6zsyPOYEl2A8AlTKob0lsbov5PE5D8rUV07bhkz7tiRIHGSsswXYmKlsAdAjF7E0zbTflznUPTJT3REhHDf9CE4q09tMjf1et2TqaySQlMX+Q7J4zbbFfr+Zyz8BquYQy8WxvjMfB2uyiGcxQdImv+8Tz3D85bT1y7DvyRn2PTWLtisRLLPpBCd5idn06wQnDL+z53vKiY2GyCb2OrF20+umESSGNmcoey+fx0EjguUiM8aSfixsz1Q+Edg/0/6NgdkZ6myPxZaxrWv28T4elEN8L5DNe51g/oSZGfrakaHvNIITtmz7ILi+f0Wm/dPfz5sIhvCnPzYg077NMzy2199PgvdNxr8TS2OxPJiP39FdseeT8X2W+RjaBJyQzf4D0uvto58sn2vssf0JJqLN6e/FI1nsd32m2NdnOq5mAY2y2G8Q+/i/lovfQbbPJ9N7c2xejrvcxgicGPu9ZDy+fif425bxfXVLFvsem6neJoJkghNcQnZhbn6n2rRpK7wtN8MRRUQkxoNvXm4wsycJVpc4jODDXDWCD5WLgE8J5hLI7QoFGdcbTyH4oLkK+J7gm6s3PFjSr1hx95/MrBfBxH2nEVzz3IBgDotfCK6Hfo/gW+d9rmLh7svM7CeChAXkvNb7eIKETvr/sa/y8xwy9T/egjkbBgPHAR0IfjcpBMmR8cBz7v5tNvs/bWYTCL5J7RfbvyHBqI7NwDKC66xfd/f/7SOW58zsDYJv7o8AuhCcTFcnONGbS5DUeZ9gqHdaNk3lVv1c1En/9ropuyegfM7d38oi/q1mdhbBiffBBEPw74w9/DzBycQAgteoHsHw+D8IjpsJwMvZvc6x9n+3YBLVswhGdnQn+F2tB+YTDJl/Obv9c+LBBKWHm9nBwBmx+JsQvMe3ECRMJhD8Hvc6Rt19Rewb1cuB0wkuiapE8PsfCwx395n5iS0Xsa81s37AjQSvTQuC98nHBCfwX5hZtiMl3H25mfUG7iBYjaMewe/lPeBud1+Uz8EGEFzOtYxgxE5LgpFMsOdStLni7reb2WiCb8H7x9qqTnCyOZ/gb/CTHlzCVijcfXHsMoiLCX7PnQiOkTUEf7s/Iotj0N0fNrNxBAmGQwjee9sI5oF4IxZ3TstRllju/p6ZtSJIcB1NMJ9JDYL31Y8Ef9PGELx2mfcdY2bdgNsI5lOoTpAI/i9wD7svPRSRiJi7Rx2DiIiIiIiIiJRQmmNBRERERERERPJNiQURERERERERyTclFkREREREREQk35RYEBEREREREZF8U2JBRERERERERPJNiQURERERERERyTclFkREREREREQk35RYEBEREREREZF8U2JBRERERERERPJNiQURERERERERybekqAOQvZnZKqASsCzqWERERERERKRMaApsdfcGed3R3L0Q4pGCMLNNFSpUqNqyZcuoQxEREREREZEy4KeffmL79u2b3b1aXvfViIXiaVnLli3bz5kzJ+o4REREREREpAzo0KEDc+fOzdeoec2xICIiIiIiIiL5psSCiIiIiIiIiOSbEgsiIiIiIiIikm9KLIiIiIiIiIhIvimxICIiIiIiIiL5psSCiIiIiIiIiOSblpsUEREREZFSwd1x96jDEImUmWFmRdqnEgsiIiIiIlJipaamsnbtWjZv3syOHTuiDkekWEhMTKRSpUpUq1aNqlWrFnqiQYkFEREREREpkVJTU/nll19ISUmJOhSRYiU1NZXNmzezefNmatSoQf369UlIKLyZEJRYEBERERGREmnt2rWkpKSQmJhI/fr1qVy5cqGePImUBO7O9u3b2bx5M+vWrWPDhg0kJydTs2bNQutTiQURERERESmRNm/eDED9+vWpXr16xNGIFB+VKlWiUqVKJCUlsXr1atavX1+oiQWl80REREREpMRx9/icCpUrV444GpHiqVq1agBs3769UCc2VWJBRERERERKnIwnSbr8QSRriYmJ8Z+VWBARERERERGRYkmJBRERERERERHJNyUWRERERERERCTflFgQERERERERkXxTYkFERERERKQU2rJlC8OHD+fQQw+lfv36lC9fnpo1a9K3b19uv/12fvnllz3qDxs2DDNj2LBhuWq/efPmmBlJSUksWrQoyzqvv/46ZsagQYNyHfeAAQMwM8aOHZvrfUqb+fPn8/DDD3PWWWfRsmVLzAwzY8mSJVGHlqWkqAMQERERERGRcI0fP55TTjmFVatWUalSJfr06UP9+vXZuHEjU6ZMYeLEiTzwwAP897//5fDDDy9QX6mpqdx111289NJLIUUvTz75JI8++mjUYeSaRiyIiIiIiIiUIjNnzuSwww5j1apV3HTTTaxevZovvviCV199lTFjxrBq1SrefvttmjRpwvLlywvcX8WKFXn11VdZsGBBCNELQKdOnbjpppt46623WLJkCW3atIk6pBxpxIKIiIiIiEgp4e6cd955pKSkMGzYMO6444696iQkJHDyySdz2GGHsWzZsgL3efnllzN8+HDuvPNOXnnllQK3J3DxxRdHHUKeaMSCFMiyn+awesWSqMMQERERERHg448/Zvbs2TRp0oRbbrklx7rVq1enY8eOBe7zsssuo2HDhrz++uvMmzevwO3lhbvz2muvceaZZ9K6dWsqV65M1apV6dWrF0888QRpaWl71L/qqqswM5555pls22zTpg0JCQksXrx4j/Jly5Zx1VVX0bJlS5KTk6lVqxbHHXcc48eP36uNsWPHxueWWLVqFYMHD6ZJkyYkJSXxyCOPhPLcixMlFiRfJr5+H8vvbEvTl/ux+H+PRR2OiIiIiIgAY8aMAeC0004jKaloBqhXrFiRm2++mbS0NO68884i6TPd9u3bOfvss/n8889p0KABxx9/PH369GHOnDlceeWVXHTRRXvUHzJkCADPPvtslu2NGzeOBQsWcNhhh7H//vvHyydMmMCBBx7IiBEjKFeuHMceeywdO3bkk08+oX///rzxxhtZtrdmzRp69uzJmDFj6Nu3L0cffTSVKlUK6dkXH7oUQvJnxxaa+K8A1Fr1TcTBiIiIiIjsyd3ZlLIr6jDyrFpyEmaW7/1nzpwJQLdu3UKKKHcuvfRS7r//fkaPHs1tt91Ghw4diqTfpKQk3n33XY499ljKlSsXL1+zZg3HHHMML774IhdddBH9+/cHgrkL+vXrx/jx45k5cyZdunTZo730hMMll1wSL9u0aROnnHIKmzZtYtSoUZxzzjnxx6ZOncqRRx7J4MGDGThwIHXr1t2jvY8++oiTTjqJV199leTk5LCffrGhxILkS/3ux8HiYKRCq50LWbt6BbXrNY44KhERERGRwKaUXRx456dRh5Fn399xJNUrltt3xWysXbsWYK8T3MKWnJzM3/72N66++mruuOMO3nrrrSLpNykpiRNPPHGv8rp163LvvfdyxBFH8P7778cTCxBcujF+/HieffZZRowYES9fv349b7/9NnXr1t2jzeeff55ff/2VoUOH7pFUAOjRowe33XYbN9xwA6NGjeL666/f4/EKFSrw+OOPl+qkAuhSCMmn5u16sppaACSY8/PEDyKOSEREREREonTJJZfQpEkT3nnnHWbNmlWkfc+cOZMHHniAK6+8kgsvvJBBgwbx5JNPArBw4cI96p522mnUrl2bV155ha1bt8bLR40aRUpKChdccAHly5ePl3/6aZCgOvnkk7Ps++CDDwZg8uTJez3WrVs3Gjcu/V/AasSC5IslJLCkZl/qrQ+u4WLR58DlkcYkIiIiIlLW1a5dGwguBShqFSpU4O9//ztXXHEFd9xxB++++26h97ljxw4GDRrEa6+9lm2dzZs373E/OTmZCy64gOHDhzN69GguuOACAEaOHAnA4MGD96i/ZMkSAA466KAcY/n999/3KmvWrNk+n0NpoMSC5FtSmyNhYpBYaLlpEqm7dpFYRBPEiIiIiIjkpFpyEt/fcWTUYeRZteSCfZ7u0qUL3333HdOnT+fcc88NKarcu/jii7nvvvt47733mDFjRqH3N3z4cF577TU6derEAw88QLdu3ahZsyblypVjwYIFtGnTBnffa78hQ4bw8MMP8+yzz3LBBRcwefJkZs2aRf/+/WnTps0eddNXljj11FOpXLlytrG0bdt2r7LSfglEOp0FSr616nMcuyZcT5KlUZPNLJj1La27DYg6LBERERERzKxAcxWUVMceeywjRoxg9OjRPPDAA0W2MkS68uXLc8sttzBkyBDuuOMOzj777ELtL31UxGuvvbbXhJGZl4vMqHXr1hx66KF8+eWXzJs3Lz5p46WXXrpX3SZNmjB//nxuvvlmunfvHmL0pYfmWJB8q1ajDgsqtI/fXztzTITRiIiIiIjIUUcdRYcOHVi+fDn/+Mc/cqy7adMm5syZE3oMF154Ifvttx8ffvghU6dODb39jNavXw8EJ/+Zvfnmmznue9lllwHBqIfXX3+dmjVrcsopp+xV74gjjgAokks7SiolFqRANjY+JP5zzZVfRxiJiIiIiIiYGaNGjSI5OZlhw4bxt7/9jS1btuxRx9354IMP6NGjB1OmTAk9hnLlynHrrbcC8MQTT4TefkatW7cG4Kmnntqj/K233uKll17Kcd8TTzyRBg0aMHLkSP744w/OO++8LC9dGDJkCPXq1eOBBx7gmWeeiV8akW7Xrl188sknzJ49u4DPpuTSpRBSIPW6Hgc/B0u0tN45n/W/r6JmnQYRRyUiIiIiUnZ16dKFzz//nFNOOYX77ruPxx57jL59+1K/fn02btzI1KlT+e2330hOTqZp06Z77T9y5Eg+/vjjbNufOHHiPmMYNGgQ9957b46XI+zLFVdcQbVq1bJ8rFu3bjzxxBP89a9/5eOPP+bmm29m9OjRtG7dmoULFzJ16lRuvPFGHnzwwWzbL1euHBdddBH//Oc/gawvgwCoUaMG77//PscffzxDhgzhnnvuoWPHjtSsWZNVq1Yxffp0NmzYwLvvvkvHjh3z/Xwzmj59OldccUX8/tKlSwE46aSTqFChAhBMMpl5osmoKLEgBbJ/xz78/k4N6rCBBHN+mvgBPY7L+g0pIiIiIiJF46CDDmLRokU8/fTTfPjhh8yaNYv169dTpUoV2rRpw2WXXcbgwYOzvIRgxYoVrFixokD9JyUlceutt3LRRRflu4158+Zl+1j6yIL+/fvz7bffcssttzBjxgwWLFhAp06dePvtt+nWrVuOiQWAgQMH8s9//pO+ffvuNUdDRn369OGHH37g4YcfZsyYMYwbNw6Ahg0bcsghh3DSSSdx+OGH5+NZZm3Tpk1MmjRpr/KZM2fGfz7qqKNC66+gLKsZMiVaZjanffv27QvjeqfCMOWRM+m54X/Bz9WPpOf1oyOOSERERERKu7S0NObPnw9AmzZtSEjQVd6Sd0OGDOGZZ57hP//5D4MGDYo6nNDl5X3SoUMH5s6dO9fds8+wZEPvPimwhNZHxH/ef+Mk0lJTI4xGRERERERk35YuXcrLL79MnTp1OOOMM6IOp0RTYkEK7IDex5PqBkBtNvLTD+MjjkhERERERCRr//rXvzjvvPPo3bs327Zt49Zbb6VixYpRh1WiKbEgBVatdj0Wlm8Xv//7jP9GGI2IiIiIiEj2xowZw6hRo0hMTOSOO+7gmmuuiTqkEk+TN0oo1jfqD0vnAlBDy06KiIiIiEgxNXbs2KhDKHU0YkFCUafrcfGfW++Yx8Z1ayKMRkRERERERIqKEgsSipad+rGW6gAkmrNo4gcRRyQiIiIiIiJFQYkFCUVCYiKLq/eO309b8FmE0YiIiIiIiEhRUWJBQmMH7F52ssWGCezauSPCaERERERERKQoKLEgoWnV5y/xZSfrsIHpHz4ZcUQiIiIiIiJS2JRYkNDUqNOA6TWOjN/fb9ajpGz9I8KIREREREREpLApsSChanLy3ezwYBXT+qxlxjsPRhyRiIiIiIiIFCYlFiRUDfdrw/T6J8fvt1v0LBs3rI0wIhERERERESlMSixI6FqfOowtngxADf5g7ui7I45IRERERERECosSCxK6WvUa88N+58fvH7j8VX5fuTTCiERERERERKSwKLEghaLTqX9nHdUAqGTbWfTOHRFHJCIiIiJStmzZsoXhw4dz6KGHUr9+fcqXL0/NmjXp27cvt99+O7/88sse9YcNG4aZMWzYsFy137x5c8yMpKQkFi1alGWd119/HTNj0KBBuY57wIABmBljx47N9T6lyc6dO/n000+56qqr6NixI5UqVaJixYq0a9eOG2+8kTVr1kQd4l6UWJBCUblaTRa2uSx+v/uaD1i+aHaEEYmIiIiIlB3jx4+nVatWDB06lMmTJ9OxY0dOPfVU+vXrx08//cTdd99N69at+fzzzwvcV2pqKnfddVcIUQvAuHHj+POf/8yIESPYsmULRx99NEcccQS///47Dz30EJ07d2b+/PlRh7kHJRak0HQ96QZWWj0Aylkqq96/PeKIRERERERKv5kzZ3LYYYexatUqbrrpJlavXs0XX3zBq6++ypgxY1i1ahVvv/02TZo0Yfny5QXur2LFirz66qssWLAghOglISGB008/nUmTJvHzzz/z9ttv88EHH7Bo0SL+/Oc/s2rVKi688MKow9yDEgtSaMonV2Rl1+vj93ts/oJ5kz+LMCIRERERkdLN3TnvvPNISUlh2LBh3HfffVSuXHmPOgkJCZx88slMmzaNHj16FLjPyy+/nNTUVO68884CtyUwcOBA3njjDXr16rVHefXq1Xn++ecBmDBhAkuXFp957JRYkELV9ZhL+Tlhv/j9mh9dzsa1v0UYkYiIiIhI6fXxxx8ze/ZsmjRpwi233JJj3erVq9OxY8cC93nZZZfRsGFDXn/9debNm1fg9vLC3Xnttdc488wzad26NZUrV6Zq1ar06tWLJ554grS0tD3qX3XVVZgZzzzzTLZttmnThoSEBBYvXrxH+bJly7jqqqto2bIlycnJ1KpVi+OOO47x48fv1cbYsWPjc0usWrWKwYMH06RJE5KSknjkkUfy/XwbNWpE3bp1AVi5cmW+2wmbEgtSqBKTkth+1IPs8uBQa8AaFj83CM/0BhcRERERkYIbM2YMAKeddhpJSUlF0mfFihW5+eabSUtLK/JRC9u3b+fss8/m888/p0GDBhx//PH06dOHOXPmcOWVV3LRRRftUX/IkCEAPPvss1m2N27cOBYsWMBhhx3G/vvvHy+fMGECBx54ICNGjKBcuXIce+yxdOzYkU8++YT+/fvzxhtvZNnemjVr6NmzJ2PGjKFv374cffTRVKpUKd/Pd8OGDaxfvx6ABg0a5LudsBXNkSZlWtteRzJx3pX0+flxALpuHc+E1/5B33NuizgyERERESm13CFlY9RR5F1ydTDL9+4zZ84EoFu3biEFlDuXXnop999/P6NHj+a2226jQ4cORdJvUlIS7777LsceeyzlypWLl69Zs4ZjjjmGF198kYsuuoj+/fsD0KlTJ/r168f48eOZOXMmXbp02aO99ITDJZdcEi/btGkTp5xyCps2bWLUqFGcc8458cemTp3KkUceyeDBgxk4cGB8NEG6jz76iJNOOolXX32V5OTkAj/fESNGsGvXLjp16kSLFi0K3F5YlFiQItHr3DuZ9a+JdE6ZAkD3BQ8zf3p/2nQ7JOLIRERERKRUStkI9++373rFzU1LoWKNfO++du1agL1OcAtbcnIyf/vb37j66qu54447eOutt4qk36SkJE488cS9yuvWrcu9997LEUccwfvvvx9PLEBw6cb48eN59tlnGTFiRLx8/fr1vP3229StW3ePNp9//nl+/fVXhg4dukdSAaBHjx7cdttt3HDDDYwaNYrrr79+j8crVKjA448/HkpSYcaMGdxzzz0A3H///QVuL0y6FEKKREJiIk0vfonV1AKgvKVS9cPBbFz3e8SRiYiIiIhIGC655BKaNGnCO++8w6xZs4q075kzZ/LAAw9w5ZVXcuGFFzJo0CCefPJJABYuXLhH3dNOO43atWvzyiuvsHXr1nj5qFGjSElJ4YILLqB8+fLx8k8//RSAk08+Ocu+Dz74YAAmT56812PdunWjcePGBXtywG+//cbJJ59MSkoK1113HUcffXSB2wyTEgv5YGZjzcxz2I6KOsbiqGbdRqz98xOkejC0q5Gv5qeRmm9BRERERCQstWvXBoJLAYpahQoV+Pvf/467c8cddxRJnzt27ODss8+ma9eu3HTTTTzxxBO88MILvPjii7zzzjsAbN68eY99kpOTueCCC9i4cSOjR4+Ol48cORKAwYMH71F/yZIlABx00EGY2V5bz549Afj9972/NG3WrFmBn+PmzZs55phjWLJkCaeddhoPPfRQgdsMW2iXQphZJaAOsNbdt2QorwncBHQEfgEecvefwuo3Ym8Df2RRvqKoAykp2vU9monzL6fPkicA6Lb1Gya8cid9z9PSNCIiIiISouTqwWUFJU1y9QLt3qVLF7777jumT5/OueeeG1JQuXfxxRdz33338d577zFjxoxC72/48OG89tprdOrUiQceeIBu3bpRs2ZNypUrx4IFC2jTpg3uvtd+Q4YM4eGHH+bZZ5/lggsuYPLkycyaNYv+/fvTpk2bPeqmryxx6qmn7rV0Z0Zt27bdq6ygl0CkpKTwl7/8henTp3PkkUcyatQoEhKK3/iAMOdYuA34K9ALmAZgZhWAiUArIH0GklPN7EB3/zXEvqNyo7sviTqIkqbXeffww78m0illOgB9f3qEye83oNcJl0ccmYiIiIiUGmYFmqugpDr22GMZMWIEo0eP5oEHHiiylSHSlS9fnltuuYUhQ4Zwxx13cPbZZxdqf++++y4Ar7322l4TRmZeLjKj1q1bc+ihh/Lll18yb968+KSNl1566V51mzRpwvz587n55pvp3r17iNHnbNeuXZxxxhmMHTuWfv368c477+xxiUZxEmaqYyDwk7tPy1B2LnAA8BXwZ+AxglEN1++9u5QVCYmJNL7wZVZavXhZ1+m38P2XWS/RIiIiIiIiuXPUUUfRoUMHli9fzj/+8Y8c627atIk5c+aEHsOFF17Ifvvtx4cffsjUqVNDbz+j9KUXmzRpstdjb775Zo77XnbZZUAw6uH111+nZs2anHLKKXvVO+KII4DdSYyi4O5ceOGFfPDBB3Tp0oUxY8bkOFoiamEmFpoBCzOV/QVw4EJ3/8zdrwMWAMVrpgkpcrXqNyHtnHdYRzUAylkqrcddxbzJn0ccmYiIiIhIyWVmjBo1iuTkZIYNG8bf/vY3tmzZskcdd+eDDz6gR48eTJkyJfQYypUrx6233grAE088EXr7GbVu3RqAp556ao/yt956i5deeinHfU888UQaNGjAyJEj+eOPPzjvvPOyvHRhyJAh1KtXjwceeIBnnnkmfmlEul27dvHJJ58we/bsAj6b3a677jpGjRpF27Zt+fTTT6lRo0ZobReGMMfF1AQ2pN8xMwP+BMxy92UZ6n1PMHqhNLjYzGoDaQQJk/fc/ZeIYyoxmrTqxKKTXqP8O6dSxbZR0XbQ6KPz+bnKB7Ro3yPq8ERERERESqQuXbrw+eefc8opp3Dffffx2GOP0bdvX+rXr8/GjRuZOnUqv/32G8nJyTRt2nSv/UeOHMnHH3+cbfsTJ07cZwyDBg3i3nvvzfFyhH254oorqFatWpaPdevWjSeeeIK//vWvfPzxx9x8882MHj2a1q1bs3DhQqZOncqNN97Igw8+mG375cqV46KLLuKf//wnkPVlEAA1atTg/fff5/jjj2fIkCHcc889dOzYkZo1a7Jq1SqmT5/Ohg0bePfdd+nYsWO+n2+6999/n8ceewyApk2b8n//939Z1rv55puznNchCmEmFlYBLTLc706QbHg5U729Z84ouW7NdP9BM7vb3e/Ozc5mlt24o5YFC6vkaHXgn5iz+VkO+GwQ5W0X1dnC9jdPY+Wgj2nUvM2+GxARERERkb0cdNBBLFq0iKeffpoPP/yQWbNmsX79eqpUqUKbNm247LLLGDx4cJaXEKxYsYIVKwo2H31SUhK33norF110Ub7bmDdvXraPpY8s6N+/P99++y233HILM2bMYMGCBXTq1Im3336bbt265ZhYABg4cCD//Oc/6du3715zNGTUp08ffvjhBx5++GHGjBnDuHHjAGjYsCGHHHIIJ510Eocffng+nuXe0i/vAPjss8+yrTdo0KBik1iwrGbIzFdDZu8BxwGnAl8Ao2L3/+zun2eoNw2o6O7tQ+k4AmZ2F8EIhfHAr0BTgud9K1ARuM7dH81FO9kmFtq3b1+hMK53Kq5mfPwCB064jgQLjsfl1oDEQR/ScL/WEUcmIiIiIsVRWloa8+fPB6BNmzbFcqZ8Kf6GDBnCM888w3/+8x8GDRoUdTihy8v7pEOHDsydO3euu2efYclGmO++B2K3bxNcEnE8wWUPX6ZXMLP6wIHEVo0oqdz9dncf5e6L3X2buy9w938CJ8aqDDOzirlop0NWG1BaluPMta5HDWJqp90DQJr4KvjPMaxYPDfCqEREREREpLRaunQpL7/8MnXq1OGMM86IOpwSLbTEgruPB04CvgV+JBix8Bd3zzizxVnAZiD7C3ZKMHf/FJgK1AB6RxtNydPr1BuZ1PK6+P2GrKHcS8eydP7MyGISEREREZHS5V//+hfnnXcevXv3Ztu2bdx6661UrLjP74UlB6GOF3L3D939kNg37+e7+/JMjz/i7jXd/ZUw+y1m0lfGaBhpFCVU7/PuZFKbv8bv12MdlV87gcVzJ0cYlYiIiIiIlBZjxoxh1KhRJCYmcscdd3DNNddEHVKJF9rkjWY2HfjJ3U8Lq80SqmbsdkuOtSRbvc+6hclvVaDX7GAOzDpsIPHNk1l00hu0OvCgiKMTEREREZGSbOzYsVGHUOqEOWKhDbAzxPZKHDOrCxwcuzs9ylhKul6n3sjULv8g1Q2Ammym3runMWdCqbyKRkREREREpMQKM7GwEKgdYnvFkpn1M7MTzSwxU3lz4F2gMvBB5stAJO96nHgV3/f6F7s8OEyrsYWWH5/L9E8yr2AqIiIiIiIiUQkzsfAccIiZFY+FNAtPa4IEwnIzG2Nmr5jZt8A84CBgDnBJlAGWJt2OvYQfDnqc7V4OgGTbyYHjr2bimzmvRysiIiIipZuZxX9OS0vLoaZI2ZWamhr/OeN7JmxhrgrxOPACMM7MrjezVmZWPqz2i5FJwJPASqAncDrQEZgJDAV6uvvqyKIrhboeeS6Lj3qZTVQCINGcPnPvZvzIobj+iYiIiIiUSWZG+fLB6caWLZreTCQrmzZtAqBChQqFmlgIc/LG9FSIAQ/GtuyCd3cPre+i5O7zgCuijqOsadf3aH6u9j4po8+gHusA6Ld8JJMe/43uVzxPUrnSmMMSERERkZxUrVqVtWvX8ttvvwFQuXJlEhJCXfhOpMRxd7Zv387mzZtZty44d6pZs+Y+9iqYME/ulwEeYnsie2jRoRe/Vf2UpS+cxH5pywDovf5Dvn/oGFpc/ibVqteKOEIRERERKUq1a9dmy5YtpKSksHLlyqjDESmWatSoQfXq1Qu1j9ASC+7ePKy2RLJTv9kBbLzyC3586kTa7pwLwIEpU/j50QH8cf5oGjVvE22AIiIiIlJkEhMTadasGWvXrmXz5s3s2LEj6pBEioXExEQqV65M1apVqVq1aqFeBgHhjlgQKRLVa9enwvWfMf2Js+j2x9cAtEhbyu8vHMmPx/2Htj0GRhyhiIiIiBSVxMRE6tWrR7169XB33DWIWso2Myv0REJmhZZYMLMKQC1gu7uvK6x+pGxKrlSFLte/x8TnrqPPypcAqMMGqnx4OlN/u58ex14ccYQiIiIiUtSiOKESkXCXmwTAzC41sxnAFmA5sUkcY4+dbGbvmFmrsPuVsichMZE+lz7OlAPvZocnAsFylD2m3MD4/9ysFSNERERERESKQGiJBTNLNLN3CZZibAfMI1ghIqPvgROBM8LqV6TnSdew6M8vs5HK8bJ+S59kyiNnkrJta4SRiYiIiIiIlH5hjli4CjgB+B+wn7t3ylzB3X8CFgFHh9ivCO37Hcumcz5mmTWKl/Xa9AmLhx/ButWaIVhERERERKSwhJlYGAT8Bpzh7r/lUG8usF+I/YoA0PSAzlS7aixzy+/OabXfOZutTx7K0vkzIoxMRERERESk9AozsdAGmOTuW/ZRbwtQN8R+ReKq165Pq6GfM6XG7kExTXwVNV87lh++eT/CyEREREREREqnMBMLO4HkXNRrBmwOsV+RPZSvkEyPa15l4v5Xx8uqsYV2nw9i4uv3alJHERERERGREIWZWJgDdDezqtlVMLN6QBdgZoj9iuzFEhLoc/49zOjzGNu8PABJlkafH+9j8uPns337togjFBERERERKR3CTCy8DNQGnjKz8pkfNLNEYARQCXgxxH5FstX1qAtYceLbrKZWvKz3+g/56cHD+P235RFGJiIiIiIiUjqEmVh4BhgLnAXMN7OnYuUHmtmjwALgFOAz4JUQ+xXJUauu/UkYMpb5SW3jZe13zmHXk4ewcOZ3EUYmIiIiIiJS8oWWWHD3VOAY4EmgEXBp7KGuwNUEcys8C5zo7h5WvyK5UafhfjS/8cs9JnVswO80efdEpo4ZGWFkIiIiIiIiJVuYIxZw9xR3vxJoApwB3AT8DTgP2M/dh7h7Sph9iuRWheTK9LjmVSa3vpFUNwAq2g56TBnK+GeuJTU1NeIIRURERERESp6kwmjU3dcAowujbZGCsIQEep19G7O/6UTTL66gOsHqqP1WvsCMB+fT8rJXqVa91j5aERERERERkXShjVgws8Vmdn8u6t1rZj+F1a9IfnQ8+ET+OO9TliY0jZd13TaBdY/2Z9mi2RFGJiIiIiIiUrKEeSlEc6BuLurVidUViVTjlh2pfd3XzKzUN17WPG0Z1UYdyayv34suMBERERERkRIk1DkWcqkysDOCfkX2UqVaLToPHcOkxoPiZdXZQocvBjHhlbvxtLToghMRERERESkBiiyxYGYJZtYOOBT4paj6FdmXhMREel/yKNN7DWeblwcg0Zy+Cx9kyqNnk7Jta8QRioiIiIiIFF8FSiyYWWr6Fiu6IGNZpsd3ArOB+sBrBYxbJHTdjrmYlae8xyrqxMt6bfwfSx46lDUrl0YYmYiIiIiISPFV0BELywhGH/wCOLA1w/3M2yLga2AocFcB+xUpFC07H0T5y8cyr1yHeFnbXT/izwxg/vRxEUYmIiIiIiJSPBUoseDuzd29hbu3AAwYnX4/i62Nux/q7g+7e+q+2haJSq36TWl545dMqXV8vKwe62j+/ilMfu+JCCMTEREREREpfsKcY+FQYJ/LTYqUBOUrJNPz6peZ3O7v7PLgbVLBdtJr5t+Y8MRl7Nq5I+IIRUREREREiofQEgvuPs7d56ffN7MKZtbQzGqF1YdIkTKj1xk3sfDPL7OBqvHivqtfY96DR7Lh998iDE5ERERERKR4CH1VCDO71MxmAFuA5cCDGR472czeMbNWYfcrUlja9TuOlAu/YHFii3hZp+0z2DLiYBbPnhRhZCIiIiIiItELLbFgZolm9i7wJNAOmEcw70JG3wMnAmeE1a9IUWiwXxsaXv8106seGi9r7L9Rf/TxTPv4xQgjExERERERiVaYIxauAk4A/gfs5+6dMldw958IVoc4OsR+RYpExSrV6Hr9O0za/2rSPMiZVbbtdJ94DROevYG0VM1JKiIiIiIiZU+YiYVBwG/AGe6e08Xnc4H9QuxXpMhYQgK9z7+HOQOeZROV4uV9VzzH9w8ey6aN6yKMTkREREREpOiFmVhoA0xy9y37qLcFqBtivyJFrtOhp7HpnI/5JaFJvKzrtgmse/Rgfln4fYSRiYiIiIiIFK0wEws7geRc1GsGbA6xX5FINDngQGpd+w3fV+oTL2uetpwao47i+6/eijAyERERERGRohNmYmEO0N3MqmZXwczqAV2AmSH2KxKZKtVr0WnoR0xqclG8rJptpdPYwYx/8VY8LS3C6ERERERERApfmImFl4HawFNmVj7zg2aWCIwAKgGaRl9KjYTERHoPfpgZfR5lq1cIyszp9/PjTHv4FLZu2RRxhCIiIiIiIoUnzMTCM8BY4Cxgvpk9FSs/0MweBRYApwCfAa+E2K9IsdD1qEGsPv1DVlr9eFmPzV/y6/BDWLlkfoSRiYiIiIiIFJ7QEgvungocAzwJNAIujT3UFbiaYG6FZ4ET3d3D6lekOGneoTeVr/qa2RW6xstapi6m4guHMXv8mAgjExERERERKRxhjljA3VPc/UqgCXAGcBPwN+A8YD93H+LuKWH2KVLcVK/dgLY3fsqk+mfGy2qymTafnMfE1+/VvAsiIiIiIlKqhJpYSOfua9x9tLv/y93vd/dX3H1lYfQlUhwllStP78ufZlrXe9nu5QAoZ6n0+fE+Jj92LinbtkYcoYiIiIiISDgKJbEgIoHuJ1zBshPfYTW14mW9N4xhyUMDWbNyaYSRiYiIiIiIhCMp7AbN7BDgEKAhUCGbau7uF4fdt0hx1Kprf35vOI4fnzuDtjvnAtB21zxWPzOAecc9R7seAyOOUEREREREJP9CSyyYWS3gXeBPgO2jugNKLEiZUadBM6oN/ZIpz1xCz3UfAlCPddT48DQm/XIHvU++JuIIRURERERE8ifMEQsPAwcDcwiWnlwM/BFi+yIlWvnkivS8+mUmj36QrnPupZylUt520XvWbUz8dRbdLxlBufLZDfIREREREREpnsJMLBwPLAf6ursSCiJZMaPX6f/HvIkdqf/xpdRiEwB91oxm9oMLaDT4dWrVaxRxkCIiIiIiIrkX5uSNicAEJRVE9q1dn6PZefGXLEpsGS/ruON7Up48hEU/TIgwMhERERERkbwJM7EwDWgQYnsipVr9pgfQZOg4plU7PF7WyFfT6K0TmDrmuQgjExERERERyb0wEwv3AH3N7KgQ2xQp1ZIrVaXbdaOZ1Op6Uj2Y87SSbafHlBsY/8w1pO7aFXGEIiIiIiIiOQttjgV3/9LMzgZeMrOPgM+AFUBaNvW/DqtvkZLMEhLofe4wZo/rTLOvrqIaWwDot/JFZj70Iy2GvEb1GrUjjlJERERERCRrYU7eCFAF2AmcF9tykhhy3yIlWsdDTmZFk9asf+VM9ktbBkCXbZP45dE/seHMV9mvTdeIIxQREREREdlbaIkFMxsEPAcYMAMtNymSZ41bdmTLdd8w8+lz6LLlOwCa+Uo2v3o0Mw5+hK6HnxlxhCIiIiIiInsKc8TCX4HtwDHuPjbEdkXKlMrVatL5hg+Z+OLN9PnlGQCq2jYO/OYyxi/7nj7n/4OExDCnRxEREREREcm/MM9OmgPjlFQQKbiExET6XPQvZh40gi2eHJSZ02/pE8wYfgJbNm+INkAREREREZGYMBMLK4CtIbYnUuZ1OeJc1p41hhW2eyXX7lu+5reHD2HF4h8jjExERERERCQQZmLhJeBQM6sVYpsiZV6ztj2oevU3/JDcPV62f9oSKr10OD9880GEkYmIiIiIiISbWPgn8BXwlZkNMDMLsW2RMq1arXq0v/ETJjU8J15Wk820+/wCJrxyN56W5aquIiIiIiIihS7MxMJCoCvQEfgC2GZmS8xscRbbTyH2K1ImJCaVo/eQJ5jW4wFSvBwASZZG34UPMuXRs0jZtiXiCEVEREREpCwKe/LG5gTLTRpQHmiWoTzj1iLEfkXKlO7HDWH5Se+yijrxsl4bP2bpQwP4bcXiCCMTEREREZGyKLTEgrsn5GULq1+RsqhVl4Mpf/k45pXvGC9rs2sBic8eyrzJn0UYmYiIiIiIlDU6wRcpoWrVb0KrG79gcp2T4mV12EDLMWcw8a3hEUYmIiIiIiJliRILIiVYufLJ9LrqBaZ2GsYOTwSgvKXSZ/adTHx8EDu2b484QhERERERKe2UWBApBXqccj2Lj32DtdSIl/VZ+y6LHhzI778tjy4wEREREREp9ZRYECkl2vY6grRLvmJh0gHxsvY7Z7PryUNYOPObCCMTEREREZHSTIkFkVKkbuP9aXrDWKZV/3O8rAG/0+Tdk5ny4TMRRiYiIiIiIqWVEgsipUxypSp0u/Z1Jre+kVQ3ACraDnpO+z8mPHUFu3bujDhCEREREREpTZRYECmFLCGBXmffxo9HvMgGqsTL+656hbkPHcXGdasjjE5EREREREoTJRZESrEOfzqBrRd8zs8J+8XLOqdMZfPj/fl57rQIIxMRERERkdJCiQWRUq5Ri3bUv+FrZlTpHy9r4r9S741jmP7pqAgjExERERGR0iApzMbMrAJwFtAfaAhUyKaqu/thYfYtItmrVKUGXW54n4kv/Z0+S54EoLKl0G38lYxf9j19Bt1HQmJixFGKiIiIiEhJFFpiwcwaA18ABwC2j+oeVr8ikjuWkECfQffx/RcH0vLr66li2wDot+wZpj80lwOGvEzV6rUijlJEREREREqaMC+F+BfQGpgAnAp0Blpks+0fYr8ikgcHHnYW687+H8usUbys29Zv+f3RQ1j205wIIxMRERERkZIozMTCn4FfgMPd/R13n+3uS7PbQuxXRPKoWZuuVL/2G2ZV7BUva5H2C9VePoLvx74TYWQiIiIiIlLShJlYqABMcveUENsUkUJSrUYdOg79H5MaXRAvq84WOn51ERNeHoanpUUYnYiIiIiIlBRhJhZ+AOqE2J6IFLKEpCR6X/oYM3oNZ5uXByDRnL4/PczUR05n25Y/Io5QRERERESKuzATC/cD/c2s1z5rikix0vWYi/n11A/41erGy3pu+ozlww9h1bJFEUYmIiIiIiLFXZiJhenAcOALM7vTzP5kZs3NrFlWW4j9ikgI9u/Ul4pXfM2c8p3jZQekLqLccwOZO+F/EUYmIiIiIiLFWZiJhSXAjUBl4FZgHPAT8HMW2+IQ+xWRkNSo24g2N37OpLqnxctqs5EDPj6HiW8+gLtWihURERERkT0lhdjW14DOOkRKuKTyFeh95UimvHsgB84cRnnbRTlLpc/cfzDp8R/oMuQZKlSoGHWYIiIiIiJSTISWWHD3AWG1JSLR63nS1Sxo1oGaH15EXdYD0HvdB8x7cBF1LnqDug11RZOIiIiIiIR7KYSIlDKtuw/ELh3LgqQ28bJ2O+fiTx/C/OlfRxiZiIiIiIgUF0osiEiO6jRqzn43fsXUmsfEy+qxjubvn8zk956IMDIRERERESkO8n0phJmdH/vxXXffnOF+rrj7S/ntO2pmVhH4G3Am0AxYB3wM3ObuK6KMTaQwVEiuTPerX2Hym/fTbd4DJFkaFWwnvWb+jQkrv6fnJY+TVK581GGKiIiIiEgELL+zvJtZGsFkje3cfUGG+/vcFXB3T8xXxxEzs2TgK6AP8CvwDdAc6AWsAfq4e4FWvTCzOe3bt28/Z86cAkYrEr554/9Lw08vowab42U/VOhKk0veoGad+hFGJiIiIiIi+dWhQwfmzp0719075HXfgkzeeBdBIuH3TPdLu1sJkgoTgCPd/Q8AM7sBeAh4HhgQWXQihaxdv+NY1fgLFr90Bvun/gxAp+0zWDHiYNaf8jL7d+wdcYQiIiIiIlKU8j1ioSwys/LAaqA60M3dZ2R6/HugM9DD3acVoB+NWJBib9sfm5j79Pl03/xVvGyLV+DHPv+i+9EXRBiZiIiIiIjkVUFGLGjyxrw5iCCp8FPmpELMW7Hb44suJJFoVKxSjW7Xv8Ok/a8mzQ2Ayrad7pOuYfyz15OWmhpxhCIiIiIiUhSUWMibA2O307N5PL28cxHEIhI5S0ig9/n3MGfAs2yiUry834rn+f7BY9m0cV2E0YmIiIiISFFQYiFvmsVul2fzeHr5frlpzMzmZLUBLQsaqEhR6nToaWw85xN+SWgSL+u6bQLrHj2YXxZ+H2FkIiIiIiJS2JRYyJsqsdut2Ty+JXZbtQhiESlWmh7QmVrXfsPMSn3jZc3TllNj1FHM/Gp0hJGJiIiIiEhhUmIhQu7eIasN+Cnq2ETyo0r1WnQeOoaJTS6Kl1WzrXQeewnjX7wVT0uLMDoRERERESkMSizkzR+x20rZPF45dru5CGIRKZYSEhPpM/hhZvR5lK1eISgzp9/PjzNt+Cls3bIp4ghFRERERCRMSizkzS+x2ybZPJ5evrQIYhEp1roeNYjVZ/yXlVY/Xtbjjy9ZOfwQVi6ZH2FkIiIiIiISJiUW8iZ9Frpu2TyeXj6rCGIRKfaat+9F5au+ZnaFrvGyVqmLqfjCYcz+bkyEkYmIiIiISFiUWMib74CNQEsz65LF46fGbj8ssohEirnqtRvQ9sZPmVT/zHhZTTbT5tPzmPD6vZp3QURERESkhCvSxIKZLTazH83s72ZWed97FC/uvgP4d+zuiIzPwcxuADoD49x9WhTxiRRXSeXK0/vyp5nW9V62ezkAylkqfX+8j8mPnUvKtuwWWhERERERkeKuqEcsNAdaA/cAS8zsr0XcfxjuASYB/YCFZvaGmU0EHgLWABfltLNIWdb9hCtYduI7rKZWvKz3hjEseWgga1ZqahIRERERkZKoqBMLhwKHATcAE4Cbi7j/AnP3FILncTewFTgR2A94Aejm7osjC06kBGjVtT8Jl43jx3Lt42Vtd82DZw5h3tQvI4xMRERERETyw9w9us7NEtxdF1hnYmZz2rdv337OnDlRhyJSaHakbOP7Zy+h59rdU5Ls8CRmHng7vU6+NsLIRERERETKng4dOjB37ty57t4hr/tGOnmjkgoiZVf55Ir0vOplJre/lZ2eGJTZLnrNup0JIwazc8f2iCMUEREREZHc0KoQIhIdM3qd/n/8dPQrrKNavLjvmtHMf/AI1q1eGWFwIiIiIiKSG0n53dHM+hekY3f/uiD7i0jp0bbP0fzW+EsWvXAGrVJ/AqDjju9Z+eQhLDrpJVp17htxhCIiIiIikp18JxaAsUBBJmhILMC+IlLK1G96ANWHjmPaU4PovulzABr5ara+fQJTlv2TnscOjjhCERERERHJSkESCy9RsMSCiMgekitVpdt1o5n06l30WPgIieZUsu30nDKU8Stm0fui4SQmFeTPloiIiIiIhC3fn9DdfVCIcYiIAGAJCfQ+dxizx3Wm2VdXUY0tAPRb+SIzH5xHiyGvU71m7YijFBERERGRdJq8UUSKpY6HnMwf533G0oSm8bIuKZPZ+NifWPLjjAgjExERERGRjJRYEJFiq1HLDtS57htmVj4oXtbMV1L7taOZ/tlrEUYmIiIiIiLpCrIqxPkF6djdXyrI/iJSNlSuVpPON3zIpBdvpvcvzwBQ1bbR5dvLGb/8e/qc/08SEpUjFRERERGJirnnb/5FM0sjf5M3GuDurlUhsmFmc9q3b99+zpw5UYciUqzM/GwUB3w7lMqWEi+bVrk/bS57mSpVa0QXmIiIiIhICdehQwfmzp0719075HXfgkyvfhdaFUJEilCXI87ll6Zt2fDGOTT2VQB03/I1ix/uz8Zz36Dx/u0ijlBEREREpOwpyKoQw0KMQ0QkV5q17cHGa77lh6fPoFPKNAD2T1vKhpcO54fDnqDTwSdEHKGIiIiISNmiC5NFpMSpXrMu7W/8lIkNz42X1eAP2n0+iAmv3I2npUUYnYiIiIhI2VIoiQUzq2VmR5jZWWbWrzD6EJGyLTEpiT5DRjCtxwOkeDkAkiyNvgsfZMqjZ5GybWvEEYqIiIiIlA2hJhbMrK6ZvQqsAj4GRgGDMzw+2MzWmdmfwuxXRMqu7scNYflJ77KKOvGyXhs/ZslDA1nz6y8RRiYiIiIiUjaEllgws1rAeOBMYDbwBMEKEBm9A1QFTg2rXxGRVl0Opvzl45hXbvcEtm13zcOfPoQF07+OMDIRERERkdIvzBELtwAtgbvcvZu7X525gruvA2YBh4TYr4gIteo3odX/fcmUWsfHy+qxjmbvn8zkD5+JMDIRERERkdItzMTCicCCXKwW8RPQOMR+RUQAKFc+mZ5Xv8ykdn9nlwd/3pJtJ72m/R/jn7mG1NTUiCMUERERESl9wkwsNAa+z0U9B6qF2K+IyG5m9D7jJuYf8RIbqBIv7rfyRWY9eAybNq6LMDgRERERkdInzMTCJqBhLuq1BNaE2K+IyF46/Ol4tp7/GUsSmsXLum6byLpH+7Ns0ewIIxMRERERKV3CTCxMAXqaWYvsKpjZgUAX4LsQ+xURyVKj/dtT97qvmVlp96q3zdOWUW3Ukcz6+v0IIxMRERERKT3CTCw8DlQA3jWzdpkfNLNWwMsEK0X8O8R+RUSyVblaTToP/S8Tm1wUL6vOFtp/MYgJr/4DT0uLMDoRERERkZIvtMSCu38MPAB0Bmab2Y8E8yn82cy+B+YBHYF/uvu3YfUrIrIvCYmJ9Bn8MDN6DWeblwcgydLou+ABJj92LttTtkYcoYiIiIhIyRXmiAXc/WbgDOAHoDXB6ISGQCdgIXCOu98WZp8iIrnV9ZiLWXnyO/xG7XhZ7w1jWPzQYaxZ9UuEkYmIiIiIlFyhJhYA3H20u3cB6gO9gb5AU3dv7+6vhd2fiEhetDzwYJIuH8uP5drHy9rtnEvqU4eycKamfxERERERyavQEwvp3H2Nu09x90nuvqKw+hERyava9Zux/9AvmVrzmHhZA36nybsnMnXMcxFGJiIiIiJS8oSWWDCzx8zsJDOrve/aIiLRKp9cke5Xv8LkNn8l1Q2AiraDHlNuYPyz15GWmhpxhCIiIiIiJUOYIxauAt4CVpvZD2b2uJmdYmZ1QuxDRCQ0lpBAr7Nu4cfDX2ATlePl/Vb8h+8fOo7NG9dFGJ2IiIiISMkQZmLheOBhYCbQDrgSeBP4zcxmm9m/zew0M6sbYp8iIgXW4eAT2XzeJyxNaBov67p1PL8/OoDlP82NLjARERERkRIgzOUmx7j7je7eHagF/AV4hCDR0Ba4AngdWGVms8PqV0QkDI1bdqL2tV/zfcXe8bIWaUup8vIRzP72wwgjExEREREp3gpl8kZ33+Tu/3X3obFEQxPgMWA7wRKU7QqjXxGRgqhSvRadhn7EpEbnx8tq8AdtPzufCa/fh6elRRidiIiIiEjxVCiJBTNLNrOBZnaXmX0N/AxcDSQDS4GXCqNfEZGCSkhKoveljzO9xwOkeDkAkiyNvj/ey6R/D2LH9pSIIxQRERERKV6SwmrIzAYCA2JbT6A8weiEpQSXQIwFxrr70rD6FBEpLN2OG8Kixu2o/v4F1CWYxLHPuveZ++BP1L/kTWrXaxxxhCIiIiIixUOYIxY+B24BmhIkEi4CWrh7C3e/0N1fVFJBREqSVl37Y0PGsqBcm3hZ+52z2fHEISyaNSHCyEREREREio+wL4UwoCZQN7bVNjMLuQ8RkSJTp+F+7Df0K6ZW/3O8rCFraPT2CUz73wvRBSYiIiIiUkyEmVjoCtxAcMlDX+ABYAqwzsw+NLMbzKybEg0iUtJUSK5M92tfZ9IBQ0n14E9YJdtO90nXMn7kUNJSUyOOUEREREQkOmEuN/m9uz/i7icCdYDuwI3A10A/4EGCRMNaM3s/rH5FRIqCJSTQ+5zbmTdwJJuoFC/vt3wkMx46gT82b4guOBERERGRCBXWcpPu7jPc/WF3PwHowe7lJmsAxxVGvyIiha3jIaey6ZyPWZawe/LG7lu/YfXDh7Di5/kRRiYiIiIiEo3CWm6ymZmdb2bPm9liYBG7l5vcAYwvjH5FRIpCkwMOpPo1X/NDxZ7xsv3TllDxxcOYPf6jCCMTERERESl6oSUWMiUSfgb+AwwCGgHfAf8ADgdquvvBYfUrIhKFajXq0H7ox0xqeE68rBabafPJuUx881+4e4TRiYiIiIgUnaQQ23ohdrsd+AYYRzCR4wR3TwmxHxGRYiExKYneQ55g+gcd6TjtNsrbLspZKn3m3sPEf8+h26VPU75ChajDFBEREREpVGFeCnEnMBCo4e4D3P0Od/9KSQURKe26/eUKlv5lNL9TI17WZ+27LHjocNatXhldYCIiIiIiRSDMVSHudPex7r49rDZFREqKA7oPhEvGsjDpgHhZxx2zSHnyEH6aPSnCyEREREREClehTN4oIlIW1WncgqY3jGVa9SPiZY18NQ1GH8+0j1+OMDIRERERkcKjxIKISIiSK1Wh27VvMrnVtaS5AVDZttN94lV89/xNpKWmRRyhiIiIiEi4lFgQEQmZJSTQ69y7mH3I02ymYrz8oF+eYsbwE9myeWOE0YmIiIiIhEuJBRGRQtJ54BmsP+t/LLeG8bLuW8bx6yMDWLl0QYSRiYiIiIiER4kFEZFC1KxNV6pe8w2zk7vFy1qlLib5P4cxZ8LHEUYmIiIiIhIOJRZERApZ9Zp1aXfjp0yuf2a8rBabOODjs5n09iPRBSYiIiIiEgIlFkREikBiUjl6Xf4007rcww5PAqC8pdL7hzuY8MSl7Nq5I+IIRURERETyR4kFEZEi1P3Eq1ly3BuspXq8rO/qN5j70NFsXPd7hJGJiIiIiORPaIkFM0vN5ZZiZivM7L9mdua+WxYRKV1a9zycXRd/wU+J+8fLOqdMZePj/fll4awIIxMRERERybswRywsA34BLMO2MbZlLFsF1AKOAV4xs3fMTCMnRKRMqd/0ABpdP44ZVfrHy5r5Cmq8chSzxr0bYWQiIiIiInkT5gl9K2AGQYLhEqCau9dy91pANWAwsDRWpzrQD5gNnAAMCTEOEZESoWKVanS54T0mN7skXlaNLbT/8iImvPpPPC0twuhERERERHInzMTCzcARwMHu/py7/5H+gLv/4e7PAwOAw4Gb3X0icBKwAzgvxDhEREoMS0ik10UPMqPPI2zz8gAkWRp9F9zP5McvYMf2lIgjFBERERHJWZiJhQuAL939l+wquPtS4EtiiQR3XwxMA9qHGIeISInT9agLWXnKu6ymVrys9/oPWPjg4axdvTLCyEREREREchZmYqEJsD0X9bbH6qb7BUgOMQ4RkRKpZec/kThkHAvKtYmXddj5AylPDmDxnMkRRiYiIiIikr0wEwurgEPNrGp2FcysGnBorG662sC6EOMQESmxajdsxn5Dv2Ja9T/Hyxr7b9R/83imf/ZKhJGJiIiIiGQtzMTCGwRJgk/MrG/mB82sD/A/ghUhXo+VGdAJmB9iHCIiJVqF5Mp0u/Z1Jre6ljQ3ACpbCl2+vZLxL96qSR1FREREpFgJM7FwFzAJ6AN8a2YrzGxibFsBfAf0jdW5O7bPgQTLUb4ZYhwiIiWeJSTQ69y7mH3IU2zx4GqxBHP6/fw4Ux85nZRtWyKOUEREREQkEFpiwd23AocAtwMrgYZAr9jWMFZ2GzAgVhd3n+nu7dz9ybDiEBEpTToPPJO1Z41hpdWPl/Xc9BlLHzqU1SuWRhiZiIiIiEggzBELuPsOd7/H3ZsCzQlGKPQFmrt7U3f/h7vvCLNPEZHSrlnbHlS+chxzy3eOl7XZNR9/dgALZnwTYWQiIiIiIiEnFjJy91/cfVJsy3YJShER2bfqdRpywI2fMaX2CfGy+qyj6XsnM2XMyAgjExEREZGyrtASCyIiEq5y5ZPpedWLTG73d3Z58Oe7ou2g55ShjH/2etJSUyOOUERERETKolATC2ZWz8yGmdmXZjbPzBZns/0UZr8iImWGGb3OuIn5R7zAJirHi/uteJ4ZD53AH5s3RhiciIiIiJRFSWE1ZGbtgHEES05aWO2KiMjeOvzpBFY03J8Nr5xBs7QVAHTf+g0/PXwIm85/g0bN20QcoYiIiIiUFWGOWPgXUAd4B+gBVHP3hOy2EPsVESmTGrfsRM1rvuaHij3jZS3TfqbCC0cwd9JnEUYmIiIiImVJmCf4BwPzgdPdfbq7/xFi2yIikoWqNerQfujHTGpwVrysNhtp9dGZTHrnsQgjExEREZGyIszEggEz3d1DbFNERPYhMSmJ3pc9xdQD72GHJwJQ3nbRe9ZtjH/yMnbt3BlxhCIiIiJSmoWZWJgK7BdieyIikgc9Trqaxce+zjqqxcv6/fYacx46mo0b1kYYmYiIiIiUZmEmFoYBPc3s+BDbFBGRPGjb60h2XvQFixNbxMsOTJnChsf688vCHyKMTERERERKq7AnUXwUeMfMXjSzc81sgJn1z2oLuV8REYmp36w1Da4fy8zKB8fL9ktbTvVX/sysbz6IMDIRERERKY0srCkRzCwNcHYvNZljw+6xC4FlL2Y2p3379u3nzJkTdSgiUoJ5WiqT//NXei8bGS/b5QlMaXcTfc64CTOtDCwiIiIigQ4dOjB37ty57t4hr/smhRjHS+wjmSAiIkXHEhLpffFDzPioHe0m3Uyy7STJ0uj7471MfHwu3YY8S/kKFaIOU0RERERKuNASC+4+KKy2REQkPF2PGcyiRq2p/t4F1GUdAH3Wvc/sh36m8aWjqVmnQcQRioiIiEhJFvYcCyIiUgy16tIfG/IVC5Jax8s67pjF1hH9WTx3aoSRiYiIiEhJp8SCiEgZUadhc/Yb+hXTqh8RL2vsv1HvjeOY8fnrEUYmIiIiIiVZvi+FMLPbCeZUGOHu62L3c8vd/e789i0iIvlToWIVul37JpNG3U7Pn/5NgjlVbBsHfnMZ41fOpe+5w7AE5ZxFREREJPfyvSpEhlUg2rn7gixWhciJl8RVIcxsAPBVDlUmuXufEPrRqhAiUuhmffEqLb++nsqWEi+bXO3PdL78PyRXrBxhZCIiIiJS1KJaFeLC2O2vme6XBT8B32ZTLiJSInQ+7GyWNmzFptHn0NBXA9Br0yf8+NBA6lw8mjoNm0UcoYiIiIiUBPlOLLj7izndL+W+1SoYIlIa7Ne+FxuuGMe8Z0+n3Y4fAGi760d+e3oAC058idZd/hRxhCIiIiJS3OlCWhGRMq5G3Ua0uvFzptY6Pl5Wn7U0ffckpn70fISRiYiIiEhJUCiJBTNrbGZnmNn1se0MM2tSGH2JiEjBlSufTI+rX2ZK27+S6sFUORVtBz0mX8/4kUNJS02NOEIRERERKa4KMsfCXsysEfBv4C/sPYmjm9mHwNXuvjzMfiNwgJndC9QGfieYb+Fjd0+LNiwRkQIwo+eZtzDnmw40/eIKqrEFgH7LRzJt+ALaXfEKlSpXizhIERERESluQkssxJIKE4CmwFbgU2BJ7OH9gCOBE4DuZtbH3VeG1XcE+sW2jH4ws1PcfWFuGzGz7JZ9aJnvyERECqjDwSeyvMH+bHztTJqmrQCg+5avWTj8UKpeOJoGTfaPOEIRERERKU7CvBTinwRJhVeAZu5+srvfENtOAZoBLwNNgH+E2G9R2gj8C+hDMFqhNnAYMBHoBHxqZtWjC09EJBxNDuhM9Wu+5ofk7vGyA1IXkThyIPOnjY0uMBEREREpdszdw2nI7DfgD6C1u2d5Ma6ZJQILgKruXi+UjvPAzN4F2uVxt/PdffI+2k0EvgIOBv7u7vfmM8T09ua0b9++/Zw52Q1oEBEpGqm7djLtmcvptXp0vCzFy/FDz/voedzgCCMTERERkTB16NCBuXPnznX3DnndN8wRC1WAidklFQBij00CKofYb160ANrkcau0r0Zjz+v+2N0/hx61iEhEEpPK0euKkUzteBu7PPiXkWw76Tl1qCZ1FBEREREg3MTCPKBRLuo1BH4Msd9cc/cu7m553Mbmsvn0uRUaFlL4IiKR6XHqjSw48iU2ZsgL91s+khnDT2Lrlk0RRiYiIiIiUQszsfAI0N/Msv3G3syOBPoDj4bYb3FRM3a7JdIoREQKSfuDjmfLeZ/yS0LjeFn3LeNYMfxQVi1fHGFkIiIiIhKlMBMLXwNPAB+Y2UtmdqyZdYxtx5rZi8AHwAhgrJk1y7iFGEdUTondTo80ChGRQtSoZUdqalJHEREREckgzMkb0wAHLHabZbVsHnN3D23py8JiZtcBb7v7sgxlBlwK/BtIBHq6+7QC9qPJG0WkWNOkjiIiIiKlS0EmbwzzZP5rsk8olBbXAQ+a2XTgZyCZYJnJFkAacE1BkwoiIiVBfFLHt9rS5Yd/kGRpuyd1XDWPPhc+QEJiYtRhioiIiEgRCC2x4O4DwmqrGHsIOBLoALQHygG/AqOAx9x9SoSxiYgUuR6n3sjchm1o/NkQqsemmOm3fCTThi+k3RWjqFS5WsQRioiIiEhhC3OOhVLP3R939+PdfX93r+LuFdy9ubufp6SCiJRVmtRRREREpGxTYkFERApMkzqKiIiIlF2hT5hoZocAhwANgQrZVHN3vzjsvkVEJDpVa9Sh/Y2fMDnDpI51WU/VD05lyq+a1FFERESktAotsWBmtYB3gT8RrP6QEweUWBARKWU0qaOIiIhI2RPmiIWHgYOBOcAzwGLgjxDbFxGREiK7SR2nDl9Ie03qKCIiIlKqhJlYOB5YDvR1dyUURETKuPYHHc/KBi3Y+MrpNEtbAUCPLeNYOPxQql44mgZN9o84QhEREREJQ5iTNyYCE5RUEBGRdJrUUURERKT0CzOxMA1oEGJ7IiJSCsQndax3WrysLuvZ74NTmfLfkRFGJiIiIiJhCDOxcA/Q18yOCrFNEREpBeKTOna8jV0e/OuJT+o4cihpqakRRygiIiIi+RXaHAvu/qWZnQ28ZGYfAZ8BK4C0bOp/HVbfIiJSMmhSRxEREZHSJ8zJGwGqADuB82JbTrTemIhIGaRJHUVERERKl9ASC2Y2CHgOMGAGWm5SRESy0ahlRzZf8zU/PHU6nVKmAcGkjmtGDmT+8S/QpvuAaAMUERERkVwLc8TCX4HtwDHuPjbEdkVEpBSKT+r4zOX0Wj0aCCZ1rPrBqUz59T56Hjc44ghFREREJDfCnLyxOTBOSQUREcmtnCZ1/E6TOoqIiIiUCGEmFlYAW0NsT0REyogep97IgiNfYiOV42UHLR/J9OEnsXXLpggjExEREZF9CTOx8BJwqJnVCrFNEREpI9ofdDxbzvuUXxIax8t6bBnHiuGHsmr54ggjExEREZGchJlY+CfwFfCVmQ0wMwuxbRERKQMatexIzWu+5ofk7vGyA1IXkThyIPOnjY0uMBERERHJVpiJhYVAV6Aj8AWwzcyWmNniLLafQuxXRERKkfikjvVOi5fVZT37fXAqU/47MsLIRERERCQrYU/e2JxguUkDygPNMpRn3FqE2K+IiJQymtRRREREpOQILbHg7gl52cLqV0RESi9N6igiIiJS/OkEX0REijVN6igiIiJSvCmxICIixZ4mdRQREREpvpLCasjM+uelvrt/HVbfIiJS+sUndXzmcnqtHg0EkzpW/eBUpvx6Hz2PGxxxhCIiIiJlU2iJBWAs4Hmonxhi3yIiUgbEJ3V8qy1dfvgHSZa2e1LHVfPoe+EDJCTq34uIiIhIUQozsfASWScWEoCmQDegGvA+sCHEfkVEpIzpceqNzG3YhsafDaE6W4BgUsepwxfS/opRVKpcLeIIRURERMqO0BIL7j4op8fNrCbwLNAR6BtWvyIiUja1P+h4VjZowcZXTqdZ2gogmNRxwfCBVL9oNPUba2VjERERkaJQZJM3uvt64HygOnBvUfUrIiKlV1aTOrZOXQjPDmTBjG8ijExERESk7CjSVSHcfSswGfhLUfYrIiKlV3xSx7qnxsvqs44m753CtP+9GGFkIiIiImVDFMtNVgFqRtCviIiUUolJ5eh15XNMbv93dnnwr62Sbaf7pGsY/8Lf8bS0iCMUERERKb2KNLFgZscD/YEFRdmviIiUDb1Ov4n5h/+HTVSKl/VbMoIpj5xJyratEUYmIiIiUnqFNnmjmT2fw8NVgNZAJ8CAh8LqV0REJKMOB5/Isnr7sfn1M2nsqwDotekT5g0/jLqD36JO/cYRRygiIiJSuoS53OSgXNT5BbjT3V8KsV8REZE9NG3TlY1XjWPe06fSbscPALTbOZeVTw3gp1NfpWWHnhFHKCIiIlJ6hJlYODSHx3YAv7r7khD7ExERyVb12g2odOPnTHnyInquHwNAI1/NH28ez4z+j9H1sNMjjlBERESkdAgtseDu48JqS0REJAzlyifT4+pRTHrtLnoueIQEc6rYNjp/fSnjVy2g71l/xxKimMdYREREpPTQpykRESnVLCGB3ucMY3b/J9nqFQBINKffwn8x6fFB7Ni+PeIIRUREREq20BMLZtbQzP5uZv8zs+9j2/9iZY3C7k9ERCQ3Oh92FqtP+5DfrE68rM/695n/0JFsWLs6wshERERESrZQEwtmdgHBUpJ3A38mWAWiU+znu4EFZnZhmH2KiIjkVvOOvUm67Cvml2sbL+u0Yyab/n0ISxfMijAyERERkZIrtMSCmR0NPA8kA28CJwJdYtsJwBtABWBkrK6IiEiRq12/Gfvd8CXTqh0WL2vmK6nx6lH88M0HEUYmIiIiUjKFOWLhFsCBE9z9LHf/wN1nxbYP3f1s4C+xun8PsV8REZE8Sa5YmW7XvcWk5pfFy6qzhbafD2Li6IcijExERESk5AkzsdAF+MbdP8qugrv/D/ga6BpivyIiInlmCQn0HnQ/M3o/TIqXA6CcpdJnzl1MeOJSdu3cGXGEIiIiIiVDmImFFGBlLur9GqsrIiISua5HX8SKE9/md2rEy/qufoPZDx3Lpo3rogtMREREpIQIM7EwDuhtZtm2aWaJQG+CUQsiIiLFQsuuh+CXfMVPifvHy7qkTGLtowNY8fP86AITERERKQHCTCz8DahNMDlj9cwPmlk14BmgZqyuiIhIsVG38f40un4cMysfFC9rkbaUii8eztxJn0UYmYiIiEjxlhRiW2cCHwKDgFPM7FNgaeyx/YAjgSrAK8AZZpZxX3f3u0OMRUREJM8qVqlG5xs+ZNLz19N7xYsA1GITVT46k0m/3k3vE6+IOEIRERGR4sfcPZyGzNIIVoWwfdXNgrt7YiiBlAJmNqd9+/bt58yZE3UoIiJl1rT3R9Bp+m2Ut9R42XeNLqDvxQ+TkKh/WSIiIlK6dOjQgblz58519w553TfMEQsXhtiWiIhIpLqfcCU/NjyA+h9dTE02AXDQyheZNnwxbS97hcpV97rqT0RERKRMCi2x4O4vhtWWiIhIcdC215H8Wu9Tlr50GvulLQOg+5ZvWPjIoVS98C0aNNl/Hy2IiIiIlH5hTt4oIiJS6jRs3o7a137NDxV7xssOSP2JhJGHMX/GNxFGJiIiIlI8KLEgIiKyD1Wq16L90P8xud7p8bJ6rKPZeycz9aMXogtMREREpBhQYkFERCQXEpPK0euKZ5nS4TZ2efDvs6LtoMfka/nuPzfjaWkRRygiIiISDSUWRERE8qDnaTcy/4gX2ETleNlBS59kyiOnk7JtS4SRiYiIiERDiQUREZE86vCnE9h0zv9Ybg3jZb02fcbPDx3Gmt+WRRiZiIiISNFTYkFERCQfmhxwINWuGsfcCgfGy9rtmseuJw/lp9mTIoxMREREpGgpsSAiIpJP1WrX54ChnzKl1vHxsoasocHovzDj89cjjExERESk6CixICIiUgDlyifT46qXmNR6KGluAFS2FDp/cxnjR92pSR1FRESk1EsKu0EzqwT0ABoCFbKr5+4vhd23iIhIFCwhgd5n386sL1vTcty1VLYUEs3pt2g4Ex9fSLfLnqN8hWz/JYqIiIiUaKEmFszsLuB6oFJO1QAHlFgQEZFSpfPAM1nSoAWbR59DA18DQJ/1HzL7oSNofOloatapH3GEIiIiIuELLbFgZn8FbgVSgTHAAmBzWO2LiIiUBM3b92bdZV8xf+RptNk5D4COO75n2YgBbDrrdfZrfeA+WhAREREpWcIcsXAJsA042N2nh9iuiIhIiVKrflMqD/2CaU9eQPeNnwHQ1Fey6dWjmTXwSTr3PyHiCEVERETCE+bkjU2BcUoqiIiIQIXkynS79k0mtbgiXlaNLbT/YhAT3vhXhJGJiIiIhCvMxMIqYEuI7YmIiJRolpBA7wvuZWbfR9nm5QFIsjT6zruHCSMGs2vnzogjFBERESm4MBMLrwMDzKxyiG2KiIiUeF3+PIgVJ73NGmrFy/quGc3sh45l08Z1EUYmIiIiUnBhJhaGAfOAD8ysVYjtioiIlHituvTHLvmSRYkt42VdUibx+6MDWLl0QXSBiYiIiBRQmImFj2LtDQDmmdkiMxtrZl9msX0RYr8iIiIlQp3GLWh8/VhmVj4oXrZ/2lLK/+cI5k3Vv0YREREpmcJcFWJAhp8Tgf1jW1Y8xH5FRERKjIpVqtH5hg+Z/Ny19Fr5MgB12ECVD89gym/30fPYwRFHKCIiIpI3YSYWWoTYloiISKmVkJhIr0v/zdR3W3PgzGGUs1SSbSc9pwxl/G8L6DvoPiwhzEGFIiIiIoUntMSCuy8Nqy0REZGyoMdJ1zCvQSsafTKY6rGFlfr98jSTH1lM58tfIrlipYgjFBEREdk3fR0iIiISoXZ9j+GP8z5huTWKl/Xa9Bk/Dz+M339bEWFkIiIiIrmjxIKIiEjEGrfsRLWrxzGnwoHxsnY757L9qUP5ee60CCMTERER2bd8JxbMLM3MdplZ69j91Dxsu8J7CiIiIiVftVr1aD30U6bUOi5e1th/o84bxzJz7NsRRiYiIiKSs4KMWPgFWAbsjN1fFivLzbasAP2KiIiUSuXKJ9PjqpeZdMD1pLkBUNW20fGrwUx4/f6IoxMRERHJWr4nb3T35jndFxERkbyzhAR6nzOM7z9rxQHf3kAl206SpdH3x38yYcRCel76JEnlykUdpoiIiEic5lgQEREphg484lxWnfoeq6kVL+u7ZjSzHzqGTRvXRRiZiIiIyJ6UWBARESmm9u/Uj4RLvmRRYst4WZeUyax9dAArl8yPLjARERGRDJRYEBERKcbqNG5BkxvGMqPywfGyFmlLqfDCEfw45YsIIxMREREJKLEgIiJSzCVXrsaBN7zP5Mbnx8tqs5EW/z2DKf8dGWFkIiIiIkosiIiIlAgJiYn0uuRxpnW5hx2eCEAF20nPqUMZ/9z/4WlpEUcoIiIiZZUSCyIiIiVI9xOvZvHRo9hAlXhZv2XPMOXh00jZtiXCyERERKSsUmJBRESkhGnb5xi2nvcJy6xRvKzX5s/5efhh/P7b8ggjExERkbKozCYWzKyymZ1nZo+b2SQz225mbmbDcrFvEzP7j5mtNLMUM1tgZneaWXIRhC4iIkKjlh2pds3XzKnQJV7Wbuc8djx1KIvnTokuMBERESlzymxiATgAeAm4CugFlM/NTmbWCpgBDALWAu8DicDtwOdmVqEwghUREcmses26tB76KVNqHR8va+SrqfvG8Xz/1dsRRiYiIiJlSVJ+dzSz5wvQr7v7xQXYPwybgeeAKbHtWOCuXOz3AlAHeMzdrwUwsyTgTeAk4G/AsPDDFRER2Vu58hXocdVLTH7tbnoseJgEc6raNjqMHcyE3xbS54ybMLOowxQREZFSzNw9fzuaZTf9dHqDmT/FZCx399iU1sWEmd0M3Avc6e7DsqnTC5gErAaaufv2DI/VB5YBfwD13H1XAWKZ0759+/Zz5szJbxMiIlIGzfriVVp9fR2VLP7viQl1TqXnkCdJKpergXkiIiJSRnXo0IG5c+fOdfcOed23IJdCHJrF9gRB4mAycB1wYmy7luCE3IARwMAC9BulY2O3H2ZMKgC4+2/AN0BN4E9FHZiIiEjnw85m1anvsZra8bK+v7/FnIeOYdPGdRFGJiIiIqVZvhML7j4u4wYkA5cBV7h7X3d/zN0/iG2Pu3s/4PLYVjGc8IvcgbHb6dk8nl7euQhiERER2cv+nfqRMORLFiYdEC87MGUKax8dwIqf50cXmIiIiJRaYU7eeAsw3d2fyq6Cuz8NTANuDbHfotQsdpvdWl7p5fvlpjEzm5PVBrQsaKAiIlJ21WnYnKY3fMWMKgfHy1qkLSX5xSOYN/nzCCMTERGR0ijMxEIXYGEu6i2i5H6jXyV2uzWbx7fEbqsWQSwiIiLZSq5UlQOvf59JjQfFy2qzkf3HnMmUD5+NLjAREREpdfK9KkQWdgEdc1GvY6xugZjZu0C7PO52vrtPLmjfYcluUozYqIX2RRyOiIiUMgmJifS+5FGmvX8AnabfTnlLpYLtpOe0Gxm/ej59Bj1AQmJZXnlaREREwhDmp4mvgY5mdrtls66Vmd0GdIrVLagWQJs8bpUK2Ocfsdvs2qkcu91cwH5ERERC0/2Eq1h89CtsiA+8g37LnmXaI6eQsm1LDnuKiIiI7FuYiYW/E1wKcAewwMzuNbPLYtu9ZrYAGEZwcn5LQTtz9y7ubnncxhaw219it02yeTy9fGkB+xEREQlV2z5Hs/W8T/kloXG8rOfmL1ny0GGs+W1ZhJGJiIhISRdaYsHd5xIsI/kjweSDNxEsLTki9nMrYD5wuLvPCavfIvZ97LZbNo+nl88qglhERETypFHLDtS4ZhyzK3SNl7XdNY+dTw1k8Zxic6WgiIiIlDChXljp7lNj8wYMJBi58ExsGwYcBnQoTnMc5MOY2O3xZlYh4wNmVh84GFgPfFfUgYmIiORGtRp1aTv0E6bU/ku8rJGvpt6bf+H7r96KMDIREREpqQplxiZ3H+vud7v75bHtLnf/yt29MPorKrGkyHdAPeD+9HIzSwKeAMoBj7n7zmgiFBER2bek8hXoceWLTG49lDQPpkWqYtvoOHYwE1+7lxL+71pERESKWJmeCtrM3jWziWY2EbgiVjw4vSy28kRmFwJrgWvNbJaZvU5wicfJwHjg3iIJXkREpAAsIYFeZ9/O7P5PstWDQXiJ5vSZfx8TR1zMzp07Io5QRERESoowl5uMM7MOwAFAVSDLFSLc/aXC6DuPugL7ZSprHNsgi0kY3X2hmXUF7gKOAk4imNTxbuCf7r698MIVEREJV+fDzuLn+s2p9NY51GctAH1/f5vvH1pK88vepHqN2hFHKCIiIsVdqIkFMzuc4JKAljlVAxyIPLHg7s3zud8ygpELIiIiJV6Ljn1ZW3ssC587mQN2LQTgwJSp/PzYAP447y0at2gTbYAiIiJSrIV2KYSZ9SCY3LAZ8CrwQ+yh+4DRBJMaAvyH4Nt+ERERKSZqN2xG0xu+YnqVQ+JlLdJ+oeKLhzN38ucRRiYiIiLFXZhzLPyNYATE8e5+HjADwN1vcfczCZabfAs4Dng+xH5FREQkBMmVqtLl+neZ1GT3oLxabKLlmDOZ8uFTEUYmIiIixVmYiYV+wAx3/yyrB919A3A+kAbcE2K/IiIiEpKExER6D36EaV3vZYcnAlDBdtJz2k2MHzmUtNS0iCMUERGR4ibMxEItYGGG+zsAzKxyekFsYsNvgCNC7FdERERC1v2EK/j5mFfZQNV4Wb/lI5n2yCmkbNsSYWQiIiJS3ISZWFgDVMt0H2D/TPUqAtVD7FdEREQKQZveR7H1/E/5JaFJvKzn5i9Z8tBA1qz6JcLIREREpDgJM7GwCGiR4f5kghUghqQXmFkrYCCwOMR+RUREpJA02r89Na4Zy5wKXeNlbXf9yM6nD2Px3CkRRiYiIiLFRZiJhY+ANmbWLnb/Y2ApcLmZTTKzt4EpQDLwXIj9ioiISCGqVqMubYZ+wpTaJ8TLGvlq6r5xPN+PfTvCyERERKQ4CDOx8BJwRXqb7r4D+AuwAOgJnARUBUYCj4bYr4iIiBSypPIV6HnVi0xuPZQ0NwCq2jY6fDWYiW/+K+LoREREJEqhJRbcfZW7P+3uczKU/eDu7YD2wEFAQ3cf4u4eVr8iIiJSRMzodfbtzO7/BFu9AgBJlkafufcw4YkhpO7aFXGAIiIiEoUwRyxky91/dPcJ7r5m37VFRESkOOt82NmsOuVd1lArXtZ39evMeug4/ti8IbrAREREJBKFklgws1pmdoSZnWVm/QqjDxEREYnO/p0Pwi75kp8SW8bLum6bwKpHBrJqueZoFhERKUtCTSyYWV0zexVYRTB54yhgcIbHB5vZOjP7U5j9ioiISNGr07gFDa//ku8r9Y2XtUr9iYSRh7Fw5ncRRiYiIiJFKbTEgpnVAsYDZwKzgScIlpvM6B2CCRxPDatfERERiU6lKjXodMN/mdzgzHhZPdbR6N2TmP7ZqxFGJiIiIkUlzBELtwAtgbvcvZu7X525gruvA2YBh4TYr4iIiEQoISmJXpc9zZQOt7LLg48WlW07Xb69ggmj7sTT0iKOUERERApTmImFE4EF7j5sH/V+AhqH2K+IiIgUAz1P+z/mH/Ycm6kIQII5fRcNZ9K//7+9O4+TojoXPv57hlUERBAVF8BdBBVQQNTEPRqXaKJeYxb3xLjEoN5sNzfGa5KbvLlxy2I0i1s2NVFj1MR9S0QBFXHDqCioqBFQERQRmPP+UTVNM/QMMNMzNcvv+/mURT9Vp+qpPk53zzPV5xzHkiUfFpydJElqKdUsLGwMTFuN/RLQt4rnlSRJbcTwj36Kt4+6mddjYCm2y1s3Mf3HBzD/nXkFZiZJklpKNQsL7wKDVmO/LQCnnZQkqYMaPGwMPb50L89126YU22Hxo7z1kz2Z/dK/CsxMkiS1hGoWFqYAYyJis4Z2iIgdgZGAQ0VLktSB9d9gUwafeQ9T++xZim1W+zI9r9qPZ6fcXVxikiSp6qpZWPgp0AO4MSKG1d8YEVsCvyWbKeJnVTyvJElqg3r26s3IM29g0iYnlGIDmM/QW45iyq2/LjAzSZJUTVUrLKSUbgN+BOwAPBURz5KNp7B/REwDpgMjgP9NKf2zWueVJEltV9R0YdxJF/LoqP/lw9QFgJ6xhDFTzmbiFd90xghJkjqAat6xQErpG8BRwJPA1mR3JwwCtgeeBz6bUvp2Nc8pSZLavp0OPY0XP/475rN2KbbrrEuYcvHRLF68qMDMJElSc1W1sACQUvpTSmkksAEwDhgPbJpS2i6l9Mdqn0+SJLUP2+5yIAs/dxuvxvKxnsfOv40Xfrwfb899o8DMJElSc1S9sFAnpTQnpTQlpTQppTS7pc4jSZLaj4233IG+p9/P9O7bl2LDlzzJwp/vxcvPP1FgZpIkqalarLAgSZJUSd8BG7DFWXfySL/9S7FN02v0/f3HeWrirQVmJkmSmqJrUxtGxOXNOG9KKZ3YjPaSJKkd695zLXY64xom/fZbjHvpEgD6sZBet3+eSW+ex7jDTi84Q0mStLqaXFgAjmtkW8rX0ch2CwuSJHViUVPDuGN/wNS/bcl2k75Oj1hC91jGuMe/xcQ5L7DLCedT06VL0WlKkqRVaE5h4fgG4gFcDvwT+E0zji9JkjqBUQeeyHPrD2W9W46jP+8CsOvsK3jkwpkMP+V3rLV274IzlCRJjWlyYSGldFVD2/KvSbzQ2D6SJEl1tt55H94YeCezrjqCIbWvALDzwnt59sJ9GHDSnxi44eCCM5QkSQ1x8EZJktQmbDhkW/qfcT9P9Rxdim279FmWXLYPLz4zpcDMJElSYywsSJKkNqNPvwFse9ZtTBlwaCm2UXqTgdcewuP3XV9gZpIkqSEWFiRJUpvStXsPxpx+FZO3PpvalI0D3ScWMeLek3jouv8rODtJklSfhQVJktT2RDD2M+fw1Ecv4f3UA4CuUcv4Z77HxEtOZtnSpQUnKEmS6lhYkCRJbdYO+3yGNw6/kTn0L8V2ffManjj/YBYueKe4xCRJUomFBUmS1KZtvsNuxBfuYUaXLUqxUYse4o2L9uaNV18sMDNJkgTNKCxExLKGFiABxzayj/cvSpKk1bbexpsx6Mx7mNZrfCm25bIZ1Px6H55//MECM5MkSc25YyGasXinhCRJWiO9evdj+7NuYfIGny7F1uctNr7xkzx25+8LzEySpM6tyb/gp5RqmrNU8yIkSVLnUNO1K2NPuYwpw/+bpfnHiV6xmJH/PI2Hfvc/pNragjOUJKnz8Rd8SZLU7ow58qs8u/dvWMBaANREYvwLFzDpZ8exZMmHBWcnSVLnYmFBkiS1SyP2+BRvH3Uzr8fAUmyXt25i+o8PYP478wrMTJKkzsXCgiRJarcGDxtDjy/dy3PdtinFdlj8KG/9ZE9mv/SvAjOTJKnzsLAgSZLatf4bbMrgM+9hap89S7HNal+m51X78eyUu4tLTJKkTsLCgiRJavd69urNyDNv4OFNTijFBjCfobccxZRbf11gZpIkdXwWFiRJUocQNV3Y5aQLeXTU9/kwdQGgZyxhzJSzmXjFN50xQpKkFmJhQZIkdSg7HXo6Mw74HfNZuxTbddYlTLn4aBYvXlRgZpIkdUwWFiRJUoczbPyBLPjsbbwag0qxsfNv44Uf78fbc98oMDNJkjoeCwuSJKlD2mSrHeh7+v1M7759KTZ8yZMs/PlezHruiQIzkySpY+na1IYRcU4zzptSSt9tRntJkqRV6jtgA3qedSePXHosO79zOwCbptd45w8f56n9fsmI3Q4qOENJktq/JhcWgHOBBES9eCr7dzQQS4CFBUmS1OK691yLnc64hkm//RbjXroEgH4spNcdn2fSm+cx7pOnF5yhJEntW3MKC8dXiI0Hvgi8CvwZmJnHhwCHA4OBXwIPNeO8kiRJayRqahh37A+Y+rct2W7S1+kRS+geyxg37Vs8OOcFxp94PjVduhSdpiRJ7VKTCwsppavKH0fEWOBS4IfAOSmlpfW2fw04DzgbuKKp55UkSWqqUQeeyHPrD2W9W46jP+8CsNtrV/DIBS8x/NTfs9bavQvOUJKk9qeagzeeB8xIKf1X/aICQEppWUrpW8AL+b6SJEmtbuud92HxcXcyq2bTUmzn9+5j1oX7MOffrxSYmSRJ7VM1CwvjgGmrsd80YGwVzytJkrRGBg3dlv5n3M9TPUeXYtsufZYPL92Hl6Y/VmBmkiS1P9UsLHQBNl+N/TbP95UkSSpMn34D2Pas25gy4NBSbOP0bwZccxBP/OOvBWYmSVL7Us3CwmRgbEQc09AO+bZx+b6SJEmF6tq9BzufdiWTtzqL2pRNZtU33mfYXccx6fqLC85OkqT2oZqFhe8Ay4ArIuKeiDg5Ig7Il5Mj4m6yQRuX5vtKkiQVLmpqGPvZ7/DEbj9lUeoOQLdYxrgnz2HiZWdQu2xZwRlKktS2Va2wkFJ6EPgUMA/YE7gEuDVfLgH2At4Cjsj3lSRJajNGfuzzzD7seubRrxTb9fWreOzCT7HovYXFJSZJUhtXzTsWSCndQjaGwgnAlcAd+XIVcCKwWUrJLy1KkqQ2actRH2XpCXcys2ZwKbbzQmeMkCSpMVUtLACklBamlK5MKZ2YUvp4vpyQUroipWS5X5IktWkbDN6a9b5yP0/23KkUq5sxYuazzhghSVJ9VS8sSJIktXe91+nPsLP+zuR6M0b0/6MzRkiSVF/VCwsR8bGIuDEiZkfE4oi4vGzb/hFxQURsVO3zSpIkVVPX7j0Yc9qVTNrqzJVmjHjYGSMkSSqpamEhIi4G/g4cCvQButXb5XVgAnBUNc8rSZLUEqKmhnGfPZcndv3JCjNG7PLkOUz8pTNGSJIEVSwsRMQxwJeBR4HRKaW+9fdJKT0BvAIcUq3zSpIktbSR+x+z8owRrzljhCRJUN07Fk4B3gEOSik93sh+T5DNHCFJktRuNDxjxL7M/ffsAjOTJKlY1SwsjAAmppTmrGK/+cAGVTyvJElSq6g8Y8R0Fl+6lzNGSJI6rWoP3phWY5+NgEVVPq8kSVKrqJsxYspKM0Yc7IwRkqROqZqFheeB0RFRf8DGkojoA4wEnq7ieSVJklpV1+492HmlGSPec8YISVKnVM3Cwp+AQcAPG9nnB8A6wDVVPK8kSVKra2zGiAedMUKS1IlUs7BwEfAkMCEiHoqIb+TxLSLizIh4ADgVmAr8qornlSRJKszI/Y9h9qF/XmHGiN1eu4rHLjycD953xghJUsdXtcJCSmkRsC9wGzAO+H6+6SPA+cDuwJ3Ax1NKH1brvJIkSUXbcvQeFWaMuJeZFzhjhCSp46vq4I0ppTkppYOAUcA3gF8AlwHfBnZJKe2/GrNGSJIktTsbDN6aAWfcx1M9R5diy2eMmFpgZpIktayuLXHQlNI0YFpLHFuSJKmt6tNvANuedRtTLjuJMfOyGSI2Tv/m3T8exJP7Xsb2Hzmk4AwlSaq+qt2xEBH3RMTXVmO//4yIe6p1XkmSpLYkmzHiKiZteWYp1jfeY9u7jmXSDT8pMDNJklpGNb8KsSew7Wrstw2wRxXPK0mS1KZETQ3jPncuj4//CR+kbCbubrGMcU98mwd/OcEZIyRJHUpVx1hYTT2BpQWcV5IkqVWN3P9YXj30euaxTim222tXZDNGLHqvwMwkSaqeVi0sRERfYFfg9dY8ryRJUlG2HL0HS46/k1k1m5ZiOy+8l5nn7+OMEZKkDqFZhYWIeLFuyUNHlMfqLS8Dc4ChwE3NzFuSJKnd2HDINvQ/435njJAkdUjNvWNhaNmSgN71YuXLBsBrwM+AbzbzvJIkSe1KacaIActnhtg4/Zv+1xzEk/+4ucDMJElqnmYVFlJKNXULEMCV5bF6S4+U0mYppa+klN6vTvqSJEntRzZjxNVM2nJCKdYXZ4yQJLVv1Rxj4XjgN1U8XouKiLUj4vMR8dOImBQRiyMiRcS5q2iXVrH0bKVLkCRJ7VA2Y8T/OGOEJKnD6FqtA6WUrqrWsVrJVsDVTWz7HvDnBrb5aUCSJK3SyP2P5YWBQ1j3r8cwgPlANmPElAtnsv1pv6fnWmsXnKEkSaunaoWFchHRB9gC6EP2FYmVpJQeaIlzr4EFZHdYTMmXg4DzVrPt3JTScS2UlyRJ6iS2HL0nbwy4k1lXHc6Q2lcAGLPwXqafvw8Dv3A9622wccEZSpK0alUtLETECOAiYE8aKCiU6VLNc6+plNIM4KS6xxHxsQLTkSRJndSGQ7ZhwRn389SlRzDig8cAGLZ0OrMv3YuZR13L0G1HFZyhJEmNq9oYCxGxFfBPYG/gIeClfNM1wGRgaf74rzT9KwiSJEkdTqMzRvzzlgIzkyRp1ao5eON/k3314fiU0keAfwCklD6bUhoPDCcrPGwHnFXF8xZh7Yj4VkRcFhEXRsQxEdG76KQkSVL71dCMEdvceQyTbvxpcYlJkrQK1Sws7A1Mb2gQx5TSC8ChwEDgu1U8bxHWA74HfBGYAFwFzIyIg9bkIBHxdKWFbHwKSZLUyVSaMaJ7LGPctP9m4q8mULustuAMJUlaWTULC+sDz5Q9XgJQPv1iSukd4D7g4Cqet7VdDRwAbAz0BkYBvwUGADdExJgCc5MkSR3AyP2P5ZVD/8Q81inFdp19BY9deDgfLHqvwMwkSVpZNQdvfAvoUe8xwBDgX/X2Xb+5J4uIG4Fha9jsmJTS5OacN6V0bL3Q48AxEfEK8F9kdzLsv5rHGl4pnt+1sF0z0pQkSe3cVqP3WmnGiJ0X3sP08/dh/S9ez4D1nTFCktQ2VPOOhZfIigh1HiebGeKoukBErEc2Y8TLVTjfZsA2a7j0qsJ5G/IjYBmwZ0R0b8HzSJKkTmLDIdvQ/4z7eKrn6FJs2NLpfPCLvZj57OPFJSZJUplqFhbuAEZERF1x4WZgLnBORFwTEecDU4B1gOuae7KU0siUUqzhcl9zz9tIPvOBN4HuZF+LkCRJarY+/dbLZozov+KMEetec6AzRkiS2oRqFhZ+C/wfsAFASuk94NPAO8B/AGeS3dFwF/D9Kp63TYiIGqBv/tAvP0qSpKrp2r0HO59+NZO3/Eopto4zRkiS2oiqFRZSSjNSSt8sH8MgpXQPWTHhQOCzwJiU0v4ppcXVOm8bcgCwNjAjpfRu0clIkqSOJWpqGPu585wxQpLU5lTzjoWKUkrvpZRuSyn9MaX0aEufryVFxKcrzfoQEXsAv8of/rx1s5IkSZ1JQzNGPOqMEZKkgrR4YaEti4gbI+LhiHgYODUPn1QXy2eeKHcAMDki/hURN0TEtRExlWwKzY2Aa4CLW+0CJElSp7TV6L1YcvydzKrZtBQbs/AeXrpgX+a9ObvAzCRJnVGTp5uMiGOac+KU0tXNaV8lo1hxJguAjfMFYFa9bdeSPWc7AXsBvcmm1fw7cHlK6c8tl6okSdJyGw7ZhgVn3MdTlx7JiA8eA2DYkmd49Rd7M/Ooaxm67chiE5QkdRqRUmpaw4haoCmNA0gppS5NOnEnEBFPb7fddts9/fTTRaciSZLauKUfLmbqpScy5q2bS7H5rM3L+/6S7Xc/uMDMJEntyfDhw3nmmWeeSSkNX9O2Tb5jATiPphUWJEmSVCWlGSP+cC5jX8i+kVmaMWLOeYz75OkFZyhJ6uiaXFhIKZ1bxTwkSZLURKUZI27fnG0n/ic9Y0k+Y8S3mDh3BruccD41XTr10FqSpBbkO4wkSVIHMXL/4yrMGHG5M0ZIklqUhQVJkqQOpPEZI14rMDNJUkfVnDEWVhARl6/B7imldGK1zi1JkqTl6maMePoXRzB88VSgbsaIvZj16WsZss3IYhOUJHUoVSssAMetxj6JfFYIwMKCJElSC+nTbz22Oft2ppTNGLFJeoP5fzyQp/b7FSN2O6jgDCVJHUU1vwqxVwPLPmRFhz+QFRQuAPau4nklSZJUQd2MEZO2+Eoptg7vsfUdn2fyTb8oMDNJUkdStTsWUkr3r2KXqyPiVuAq4K/VOq8kSZIaFjU1jPv8eUy9bXOGPbR8xoixU7/BxLkzGH/8j4gah92SJDVdq76LpJT+CDwNnNua55UkSersRh1wHK984jreom8ptusrv2LKRZ9m8eJFBWYmSWrviihPPw/sXMB5JUmSOrWtdtqbD469g5drNinFxr57O8+f/zHemfdmgZlJktqzVi0sREQNsANQ25rnlSRJUmajzYaxzpfv45keO5RiIz58gvk/24tXZzxTYGaSpPaqVQoLEdErIkYCfwS2AlY1HoMkSZJayDrrDmTLs+7k0XX2L8WGpFfp9dv9mT757gIzkyS1R1UrLETEsoYWYAHwKHAkMBf4arXOK0mSpDXXvUdPRn/lGiYPObkU68+7bHbrUTzytysKzEyS1N5U846FV4CXG1heAP4BfBfYPqX0XBXPK0mSpCaImhrGHv8jHt3ph3yYugDQM5aw8+QJTLz6HFKt316VJK1aNaebHFqtY0mSJKn17HTIKTw7cAiDbjuJdXgPgF1fvJiHfzqTnU79Nd26dS84Q0lSW+akxZIkSWLbXQ5kwWf/zuzYoBTb5e2bmP7jj/Pu/LcKzEyS1NZZWJAkSRIAm2y1I71OvY9/dRtWiu2w+BHmXrwnr7/8fHGJSZLatKp9FaJOROwB7AEMAno0sFtKKZ1Y7XNLkiSpedYduBFrnXkXU3/xWUYtuA+AzWtn8eblH+O5w37L1iN3LzQ/SVLbU7XCQkT0B24EdgdiFbsnwMKCJElSG9SzV292nHADk34zgXGvXQ3A+rzF2jd+isfmXMzo/Y4uOENJUltSzTsWLgQ+AjwN/BJ4EVhYxeNLkiSpldR06cK4L/6UR67fnJFPnEfXqGXtWMyO/zyFiXNnMv7T3yBiVX9LkiR1BtUsLBwCvAqMTylZUJAkSeoAdj78TJ4eOJQh95xCbxbRJRK7/uuHPHTJi4z54iV07dat6BQlSQWr5uCNXYCHLCpIkiR1LMM/+knm/cdfeYP1SrHxc67jyQs+wXsL5heYmSSpLahmYeFRYMMqHk+SJEltxJDtxtL15Lt5ocsWpdioRROZfdE+zHn95QIzkyQVrZqFhe8B4yPigCoeU5IkSW3EeoOGsvGZ9zGt1/hSbOtlz7P0sr148enJBWYmSSpS1QoLKaV7gM8AV0fElRHx2YjYMyI+Wmmp1nklSZLUetbq3ZcRZ93C5PX/oxQbxFwGXvcJpj3wl+ISkyQVppqDNwL0BpYAn8+XxnSp8rklSZLUCrp07crYU3/FlGuGstP0/6MmEn1iEdvdfQIPvTmT8UdMKDpFSVIrqlphISKOA34DBDAVp5uUJEnq0MZ8+ls8cfdmbPnABHrFYrrFMsY/9R0mznuRXU66kJou/h1JkjqDat6x8DVgMXBgSum+Kh5XkiRJbdQO+3yGGettyjo3fo71eAeAXV+/ikcufJkRp/2enmutXWyCkqQWV83BG4cC91tUkCRJ6ly22PEjLDvxLl6qGVKK7bzwXl46fx/mvflagZlJklpDNQsLs4H3q3g8SZIktRMbbLoVA79yH0/1HF2KDVs6nUW/2ItZz00rMDNJUkurZmHhamCviOhfxWNKkiSpnei9Tn+2Pes2pvQ/pBTbJL3BOn84kKcm/r3AzCRJLamahYX/Be4F7s2nmYwqHluSJEntQNfuPdj59KuZvMUZpVg/FrL17Z9j8k2XFpiZJKmlVLOw8DwwChgB3A0sioiZEfFihWVGFc8rSZKkNiRqahj7+e8yddyFLE7dAOgeSxk79es8ePnXSbW1BWcoSaqmag/eOJRsuskAugODy+Lly2ZVPK8kSZLaoFEfP4FZB1/D2/QtxXZ7+VImX3w0ixcvKjAzSVI1Va2wkFKqWZOlWueVJElS27X1mH1ZdMztvFKzcSk2bv5tPHf+Acx/a06BmUmSqsVf8CVJktSiNtp8O9Y57T6md9++FNv+w8d5+6d7MvvF6QVmJkmqBgsLkiRJanF9B6zPFmfdySPrfKwUG5pepefV+zP9kbsLzEyS1FxNLixExOB86VLv8Wot1bsESZIktQfde67FTl+5lkmDv1CKDWA+m918FI/+/aoCM5MkNUfXZrSdCdQC2wHP5Y/TarZNzTy3JEmS2qGoqWHcCT/m0Zs2Y/vHvk33WEbPWMKoh7/CxLkvMf6z5xA13lQrSe1Jc365f4CsQPB+vceSJElSo3Y69DSmDxzCxnd8kb68R00kdp1xIQ//7EV2OuXXdOvWvegUJUmrqcmFhZTSno09liRJkhozbNeDeWXArSy85ig2Sv8GYJe3bmLa+a+x2SnX0Xed/gVnKElaHd5nJkmSpMJsus0o1jrlXp7rtk0ptuMHU5hz8d68/sqMAjOTJK2uFi8sRETPiNgwIhxTQZIkSStZd/2NGXzmPUzt/dFSbIval+jym315ftrEAjOTJK2O5swK0ScixkbE1g1s3yoibgfeBWYDCyLimogY1NRzSpIkqWPq2as3O575FyYN+lwptj5vsdENhzH17msLzEyStCrNuWPhGOAh4OD6GyJiQ+AfwL5k4zgE0AM4Erg3ItZqxnklSZLUAdV06cK4k3/OlBHfZmnKPqauHYvZ4YGTeeiaHxacnSSpIc0pLOxBNt3k7yps+zawPvA2cCjQBxgNPAJsBZzSjPNKkiSpAxtzxH/y7N6/4r3UE4AukRj/7A+YeMnJLFu6tODsJEn1NaewsAPwZErpzfJgRNQAR5NNPflfKaWbU0rvpZQeBz4FLAUOa8Z5JUmS1MGN2OMI5hz5V95kQCm265vXMO2CQ3n/vXcLzEySVF9zCgvrA/+qEN8B6EdWQLimfENKaTYwCRjWjPNKkiSpExg6Yhw1X7ibGV22KMVGv/9PXr1gb+a8/nKBmUmSyjWnsLA20K1CfKd8/URKqVI5+VWgbzPOK0mSpE5ivY03Y9CZ9/BEr3Gl2NbLnmfpZXvz4jOPFJiZJKlOcwoLc4BtK8R3J/saxOQG2vUE5jfjvJIkSepEevXux/CzbmXywMNLsUHMYb1rD+GJB24qMDNJEjSvsDAJGBYRh9QFImIg2TgKAHc00G474LVmnFeSJEmdTJeu3Rh76m+YvPV/UpsCgL7xPsPuPp6Hr7+44OwkqXNrTmHhZ2TTSP4pIq6OiPOBKWQzQLwC3Fq/QURsDmwNTGvGeSVJktQZRTD2M9/myd1/xqLUHYBusYxdnjyHB385gdpltQUnKEmdU5MLCymle4FzycZZ+BwwARgMLAKOTylVmgvoS/n69qaeV5IkSZ3bjvt9jtc+eT3z6FeK7fbaFTx64eF8sOi94hKTpE6qOXcskFI6DxgD/C/wa+AcYERedKhkMXAxcFtzzitJkqTObYuRH2Xp8Xcwq2bTUmzMwnt48YL9eOtNv3UrSa0pUkpF56B6IuLp7bbbbrunn3666FQkSZLatAXvzGXWpUcy4oPHSrFXYxC1n7mOwVvtUGBmktS+DB8+nGeeeeaZlNLwNW3brDsWJEmSpCL16bce25x1G1PWPagU2yS9Tp/fH8jTD3mTrCS1BgsLkiRJate6de/Bzl/+HZM2P70UW5cFbHXbZ5l88y8LzEySOgcLC5IkSWr3oqaGccd8n8fGnM/i1A2A7rGUsY9+lQev+Cap1hkjJKmlWFiQJElShzH6oJN46aA/8g59SrHdZl3C5J98lg8XLy4wM0nquCwsSJIkqUPZdux+vP/523klNirFxr3zN/51/seY/9bcAjOTpI7JwoIkSZI6nI22GE7f0+9lerflg5tv/+HjvP2zPZn90r8KzEySOh4LC5IkSeqQ1hmwIVucfReP9d2nFBta+wo9rvoYzz52f4GZSVLHYmFBkiRJHVb3nr0YNeHPTNr0hFJsPd5h8E1H8tgdvyswM0nqOCwsSJIkqUOLmhrGnXghj+z4XZakLgD0isWMfPB0Hvr990gpFZyhJLVvFhYkSZLUKez8yTN4fr8rWMBaANREYvzz/8fDP/8CS5csKTg7SWq/LCxIkiSp09hu90N5+6ibeSMGlmLj5/6JJy74BO8tmF9gZpLUfllYkCRJUqcyeNgYun3xHl7oumUpNnrRRGZftA9zXn+5wMwkqX2ysCBJkqROZ8CgwWw84V6m9Rpfim297HmWXrY3Lz4zpcDMJKn9sbAgSZKkTmmt3n0ZcdYtTF7/yFJsEHNY79pP8MQDNxWYmSS1LxYWJEmS1Gl16dqVsaf+msnbfo3aFAD0jfcZdvfxTLrhJwVnJ0ntg4UFSZIkdXpjP/0tntz9ZyxK3QHoFssY98S3mfirCdQuqy04O0lq2ywsSJIkScCO+32O1z55PfNYpxTbdfYVPHLRkXyw6P0CM5Okts3CgiRJkpTbYuRHWXL8ncyq2bQUG7vgLmZcsB9vz/13gZlJUttlYUGSJEkqs+GQbVj3jPt4usfIUmz4kqdY8PO9eGXGM8UlJkltlIUFSZIkqZ6+/dZj67Nv55F+B5Rig9Ns1v7t/kyffHeBmUlS22NhQZIkSaqgW/ee7HTGH5k05ORSrD/vstmtR/HI364sLjFJamMsLEiSJEkNiJoaxh3/Ix4d/UM+TF0A6BlLGD1pAhOvPodU64wRkmRhQZIkSVqFnT5xCjMO+B3vsjYANZHY9cWLmfTz41my5MOCs5OkYnXawkJEbBsRX4+IeyNibkQsiYg3IuKGiPjIKtpuEhFXRMRrEfFBRDwXEf8TET1bK39JkiS1rmHjD2T+0bfyWmxQiu0y7y88c/7HeevN1wrMTJKK1WkLC8BdwA+BnYGpwA3AHOCTwP0RMaFSo4jYMt//OGAecBPQBTgHuCsierR04pIkSSrGptuMoueX7uG5rtuUYjt+8AhLL9mNJx64qcDMJKk4nbmw8CxwDDAwpbRfSumolNL2wJeAAH4cEdtVaHclsB7wk5TS9imlo4BtgBuB3YBvtkr2kiRJKkT/DTZh8Fl3M3Xt5Te5rs9bjLj7WCZeehqLFy8qMDtJan2dtrCQUto3pfTblNIH9eKXAXeQ3YVwZPm2iBhLVjx4E/haWZulwCnAEuCMiOjawulLkiSpQD179WHk2TcxeeuzS4M61kRi1zd+x8s/2p2Xpk/lgw8+4MMlS1lWm0gpFZyxJLUcfwGubBrwMWCjevGD8vXNKaXF5RtSSv+OiH8AewO7A/e1dJKSJEkqTtR0YexnzuHFJ/el640nMbh2NgBbLXsBrt1zhX2XpWAZNSRq8nUsX0cWr6WGWoJaaqBuHZAIEgGU/ztIABErbafucTS8P/WPF/l2akhRdoy6Y0bZMUr7r3guyo5VMb7CecqOETXL84nl++XPcimP5bEsz7rD1MXLr4sV2kRZaHk8VdqnYruy5yuWnzui/v7Lr6uUe4V4NJhbTVm8rllNvX3qti/PYfl11JR2WTn/bB1lz/OKeZQ9n0BENHhNWU51T+eK54iooSyJsn2jLL78WmOFa63wXJY2rfz/QFTYb3keq7ONFfNbafeV+6P8+Wsot1gh7xWPMXjYTvTu04+OyMJCZZvn6zfqxXfM14810O4xssLCDlhYkCRJ6hQ2335XPtj8YaZcfjpj5lUeZ6FLJLqwDFi2Zgdf1Y0O3gghtRvPdf0rW4/eo+g0WoSFhXoiYgvg4PzhX+ttHpyvX22geV18yGqe6+kGNm2xOu0lSZLUNvRcuy9jvnw1j9/xWzaeeA4DeavolCSp1VhYKJOPjXAl0AO4NqX0aL1deufr9xs4xHv5uk/1s5MkSVJbN/Jjn6d276N5a+5samuXUbtsGam0rs1itctItUtJtYnaZUtJqZZUu5Ta2lrSsmWktIxUmyDVZttSgpSAVPp3yh+Takmk7M6FSvvm61ihTcrbLD9WlPavzc6dHzu7I6IuF0rty48fqTbfLW+T/7vuHEH9nCusy9pB3b9L/8nj5edfxb+BWGFci1qW391RuV1Q6Vg0mM8K+5dyrDt3WXw1zhEVjpE9t/VyWOG6ys5X9/9A6VgrPm8rxOodI8rilfKMeseq277y9TfQjhX7YqV2K8RW3n+Fa6wnGjtGo9dV/q2HSsdP9fZpIO/UyLYKx+jStftK19BRtNvCQkTcCAxbw2bHpJQmN7L9J2TjI7wInNrU3FZXSml4pXh+J0OlGSkkSZLUxtV07Ur/DVfrBlZJnciAohNoQe22sABsRjbN45ro1dCGiPgW2cwO/wb2TylVun9t4SqOs3a+XrCGeUmSJEmS1C6128JCSmlktY4VEV8CvgfMBw5IKb3QwK4vA6OATRrYXhefVa3cJEmSJElqy2qKTqBoEfFp4Odk4yYclFJ6vJHdp+Xr0Q1sr4s/UZ3sJEmSJElq2zp1YSEiDgSuBpYCn0wpPbiKJrfm60Mioke9Y20AfAR4G1jVcSRJkiRJ6hA6bWEhInYD/kw2UOdRKaU7VtUmH/jxQWB94P+VHasrcAnQDfhJSmlJiyQtSZIkSVIb027HWKiCW4C1gJeAwyLisAr7/DOl9Ot6seOBh4CvRMTewDPAGGBzYCLwgxbLWJIkSZKkNqYzFxb65evN8qUhKxQWUkrPR8Qo4DzgAOCTZIM6fhf435TS4uqnKkmSJElS29RpCwsppWhG21fI7lyQJEmSJKlT67RjLEiSJEmSpOazsCBJkiRJkprMwoIkSZIkSWoyCwuSJEmSJKnJLCxIkiRJkqQms7AgSZIkSZKazMKCJEmSJElqMgsLkiRJkiSpySwsSJIkSZKkJrOwIEmSJEmSmszCgiRJkiRJajILC5IkSZIkqcksLEiSJEmSpCazsCBJkiRJkposUkpF56B6IuLdHj169Nliiy2KTkWSJEmS1AnMmDGDxYsXL0gp9V3TthYW2qCIeAPoBbxSdC5l6qocMwrNQqtiP7Uf9lX7YD+1D/ZT+2FftQ/2U/tgP7Uf7aWvNgXeTyltuKYNLSxotUTE0wAppeFF56KG2U/th33VPthP7YP91H7YV+2D/dQ+2E/tR2foK8dYkCRJkiRJTWZhQZIkSZIkNZmFBUmSJEmS1GQWFiRJkiRJUpNZWJAkSZIkSU3mrBCSJEmSJKnJvGNBkiRJkiQ1mYUFSZIkSZLUZBYWJEmSJElSk1lYkCRJkiRJTWZhQZIkSZIkNZmFBUmSJEmS1GQWFiRJkiRJUpNZWFCjImKtiDgvIp6LiA8i4rWIuDwiNi46t84iInpFxGER8ZuI+FfeD+9FxLSIOCciejfS9riImBwRCyPirYj4W0Ts2pr5d2YRMSAi3oyIFBEvrGJf+6oAETEwIn6c/2wtyp/7xyLi/xrY/5CIuD8i3s2X+yLioNbOuzOJiDERcV3+/rMkIt6JiH9ExPERERX27xIRZ0bEk3mfzsnbDysi/44kInaKiG9ExA0R8Wr+2pZWo90av75FxG75fm/l7SZHxDHVu5qOa036KSJqIuIjEfGjiHg0IhZExOKImBERl0bEZqs4l/3UDE39map3jLvq2kXEJo3sZ181UTNe+7pFxIT8uX43f96fa+x3qYgYHhF/yt+7FuXvZRMiou3/3p5ScnGpuAA9gYeABLwGXAtMyh+/CWxedI6dYQFOyp/zBDwDXAfcBrybx6YD61dod1G+/X3gL3mbJcBS4LCir6szLMCVQG3eDy80sp99VUz/7ATMzZ/7p4BrgL8BM4GlFfafkO+7BPh73lfv57HTi76ejrgAh+c/Bwl4NH8fuifvgwT8vt7+NcAN+ba3gT8D9+U/h+8BY4u+pva85P/Pp/rLKtqs8etbWb/X5v3357w/E/Djop+Htr6sST8BW5bt8zpwU/4z9GoeexfY3X4qvq8aaH9c3qbus8Ym9lXb6CegP/AIy3+PuiFfnshjK/1cAePLPldMyt/zXs8fXwdE0c9Fo9dcdAIubXcBvpf/jzwR6F0WPyuP31d0jp1hAY4FLgOG1YsPAh7L++IP9bbtm8fnAluVxccDi/M3k35FX1tHXoB98j64jEYKC/ZVYf0zEJhD9svmJypsH1vv8Tb5h7IPgPFl8a3zvlsCbFn0dXWkBegK/Dv/+fhMvW3DgHn5tr3K4nWF2OeADcrih+fx54GuRV9be12ArwPnAYcAG+Y/D6mR/df49S3/MD4/b/epsvgGef8lYM+in4u2vKxJPwFbAHcAe5f/0gL0AK7In+9ZQDf7qdi+qtB2YP46eDtZQbxiYcG+av1+AoKsCJ6Ac+u/7wCbA+vVi3UDXszbnFkW7032u1gCjiv6uWj0eSo6AZe2uQDdgXfy/4lHVdg+Ld+2U9G5duYl/3CW8he47mXxv+XxCRXaXJxvO7vo/DvqAqwFvAA8DWxF44UF+6qYProkf25PXcP9L6qw7cx820+Lvq6OtAAj8uf12Qa21/18fK0s9kweO6zC/jfl2w4v+to6yrIaH67X+PUN+Foe/0uFNp/Mt91c9LW3p2VV/dRIu7XKPgvuYT+1rb4Cfg8sIisOzaThwoJ91cr9BPxH/rxetwbHrGvzeIVto/NtTxZ97Y0tbf+7GirKbsA6wIyU0tQK2/+crw9pvZRUwbR83QMYANm4GGR/eYDl/VTOvmt53yGrRn+J7C/ZFdlXxcif98+R3a1wxWo2qxtHwX5qPYtXc795APl3wYeRfdC+tcJ+9lMrasbrW2M/a7eSfaDfNyJ6NjtJNSqltIjs7h+Ajepttp8KFBEHAJ8Bvp9SmrGK3e2r1veFfP3TNWjTYD+llB4ju5thREQMbV5qLcfCghqyY75+rIHtdfEdWiEXNWzzfL0EeCv/9zZkhYY5KaVXK7Sx71pQROwAnA1ckVL6xyp2t6+KsTPQB5iaUloUER+PiAsi4pJ8gKQVPkBHRD9gcP5wpUJrSukVslu9h0RE3xbOvTN5EZgBbBMRnynfkA/E+DmyW+lvzMN171tPpZQqFfT8eWpdTX19a/DzR0rpQ7LxUHqSfQ1JLSgfLG5I/vCNepvtp4JExNrAL4BngR+tRhP7qhVFRDdgd7KvT06OiB0i4rsRcVlkg67v2EDTdv+7l4UFNaTuQ3SlDwPl8SENbFfr+Eq+vi2lVPfXvUb7LqX0HtmtjetGRJ+WTa9zyT+E/Zrs+f3aajSxr4qxXb5+MyL+Qna79pnAKcCFwAsRcXTZ/nX99HbeJ5X4mlhlKaVlZGPMvAP8Ph+x/pqIuIds8KtXgX1SSnVFVd+32pY1fn3LC3PrNNYO+7E1HQ2sTzYezcS6oP1UuPOAocCX8sJAg+yrQmxOVqiZR/bZYirw38AXgf8BpkbEhRXatfv3MAsLakjdFIbvN7C97sO1v+wUJCIOBE4ku1vh22WbVtV3YP+1lC8DY4CvppTmrcb+9lUx1s3XnwAOAE4j+/A8FPgx2feKr4qIkfl+9lNBUkoPAnuQ3b0wGjgK2ItsZPM783gd37falqb83JRPn2w/FigiNiWb0QPgnLI/XoD9VJiIGE32R6WrUkr3r0YT+6r11X3GGAD8ALiUbByM9cg+ty8CJkTEafXatfv3MAsLUjsUEdsCvyMbdfarKaVpq2iiFhYRg8lmUrk/pXRlwemocXXvfV3JPjBfklKak1KalVL6KvAnstGZv1pYhgIgv3NkMvAKMI7sg9fWZFO5ng3cExE9CktQ6oDyW+1vIPtF6C8ppUsLTklARHRh+V2R/1lsNmpE+WeMv6eUTkspvZhSmpdSupzlny2+WUx6LcfCghqyMF/3amD72vl6QSvkojIRsTHZPODrAheklC6ut8uq+g7sv5bwc7LZVL60Bm3sq2IsLPt3pcEb62J71NvffmpFEbEVcBXZ+BUHp5Qmp5TeSyk9n1I6GbiF7C6GE/Imvm+1LU35uSn/2bQfC5B/P/xPZGPR/JNsgMD67KdiTABGkc2EM3c129hXrW9VnzGuzNcbR8SWFdq1236ysKCGvJyvN2lge118VivkolxE9Cebb3oI2YtVpYp1o32X/yWiH9n3xdvsi1M7dDDZ7WuXRsR9dQtwTb5947L4hnnMvipG3evW+ymlORW2z8zX6+frun5aN++TSnxNrL5Pk905cltKaWGF7dfl64/ma9+32pY1fn1LKb0LzG+sHfZji8nHCboK+DjwOHBIPjPECuynwhxCNuXgseWfM/LPGnWfK/6Uxw4A+6og5c/jzPobU0rvA2/mD9cv29Tu38MsLKghdbfWj25ge138iVbIRUBE9Ab+Tjbw3A3AF1I+uW09/yKbpm1gfndDffZdy+lH9lfu8mVcvq1nWaxuSif7qhh1Mzus1cBt9P3z9UKAlNI7LH/DH1V/5/y7yOsBs/IPcaqOug9R8xvYXhev+z5r3fvWiPyvrvX589S6mvr61uDnj7xfR5BNj/dc/e1qtp+SDdj4HLB//trXEPupGEFWTK3/WaPuvWyX/PGGZW3sq1aUUpoPvJQ/XLf+9ryA1y9/WF40b/e/e1lYUEMeJPvQtkXZAGbljsjXN7daRp1Y/svPTcBY4Hbg6HzE9JXkf124J394ZIVd7LsWkFKKSguwWb7LjLL4zLyNfVWAlNLLZG/gwfKvO5Sri5VPLXlrvj6CldlPLaNuerudG9g+Jl/PBEgpvQRMJxt886AK+9tPragZr2+N/awdTFaYvSul9EGzk1RJRHwPOJWsiLpfSunNVTSxn1pZSmnPRj5r1P0Ve9M8dmVZU/uq9f01X+9ZYdsuZF+dXURWgK3TYD9FxCiy2SaeqvsM2SallFxcKi5kA9ElsiLD2mXxs/L4fUXn2BkWoAvZHQoJeADotRpt9s33nwtsVRYfT1aVfhvoV/S1dYaFbKaBBLxgX7Wdhex7w4ms8j+oLD6SbIqoBBxZFt+GbE7qD4BdyuJb5X23BNiy6OvqSAvZX2dSvpxSb9suZH/pScC+ZfGT8thzwPpl8U/l8eeBrkVfW0dZ8p+H1Mj2NX59I7tjaH7e7lNl8fXz/kvAnkVfe3taVqOfzsyf19fL+2kVx7SfCuirRtrNzJ/zTeyr4vsp/+y3GHi33meG9cgGJE7Az+u16UY201ECziyLr0023WsCjiv62htbIk9YWklE9ATuI7uV+3XgH2Tf7R9HNqfxLimlFxs8gKoiIr7C8imfbiR7karkP1PZYD4RcRHZlETvk03L1h3Yj+yvtEeklP7SMhmrXEQMJbslbkZKacsG9rkI+6rVRcSVwLFkI2xPJPtL965kt5T+KqX0xXr7nwlcQFZguBP4EPhY3u6MlNJPWyv3ziIi/o/lY8k8DTwDbET2i2kN8MuUDeRYt38N8Gfgk2S/tN5N9kFuD7IPgnullCa12gV0MBFxECtObzyW7HWq/Dn9bkrp1rI2F7GGr28RcTjZGBpB9jlkHlmRoh/ZoMVnV+mSOqQ16af8rtTH8u0P0fDt8L9OKf2z3nnsp2Zqys9UA8eZSfYZfdOU0qsVtttXzdDE174TyGbxWEr2szWf7DPGALKfuT1SvfGDImJX4C6yzxWTyO5E+QgwiOy97T9SW/7lvejKhkvbXsj+xz4PeIGs8vY62aCBK1VEXVqsD85l+V/tGluGVmh7HPAI2dy3b5ON0bBr0dfUmRZWcceCfVVo3wTwhbLnfSFZgeHYRtocQnbn0IJ8eYBsxoLCr6ejLmRFgttZfmfIW2S32B/dwP5dyO6se4rsVtO5ZKPcb1f0tbT3JX+dWtV70XENtFuj1zdgt3y/t/N2Uxr72XRpWj+R3aq9Op8xVupX+6l1+2oVx5lJA3cs2FfF9VP+83Vb/px/QFYc/w5ld4JXaDOcrIgwN38Pe4rsrqKaop+HVS3esSBJkiRJkprMwRslSZIkSVKTWViQJEmSJElNZmFBkiRJkiQ1mYUFSZIkSZLUZBYWJEmSJElSk1lYkCRJkiRJTWZhQZIkSZIkNZmFBUmSJEmS1GQWFiRJkiRJUpNZWJAkSZIkSU1mYUGSJEmSJDWZhQVJkiRJktRkFhYkSWqnIiKt4TIzb3df/nhosVdQHRFxbn49xxWYw3F5DucWlYMkSUXpWnQCkiSpya6qENsd2AKYBjxeb9vclk5IkiR1PhYWJElqp1JKx9WPRcSVZIWFv6SUzm2g6TFAL2B2S+XWyn4GXAO8XnQikiR1RhYWJEnqZFJKLxedQzWllObi3RiSJBXGMRYkSepkGhpjoW4chojoGhHfjogXImJRREyPiOPL9ts7Iu6NiHcj4u2IuDoiBjRwrq4RcUpEPJTvvygiHo+ICRFRlT9wNDTGQvl1RsRhEfFwRLwXEW9FxB8jYpMmnGu3iLgrIhZExDsRcXtEjGtk/y3z/B6KiDci4sOIeDV/zraut++giFgSEa9ERJcGjveZ/JquKot1j4hTI2JKRMyLiPfzfrwlIj69ptcoSdKasrAgSZLquw44G3gSeADYDLg8Io6PiCOA28nuerwdeA/4PPCXiIjyg0TEWsAdwCXA1sDDwJ3AIOBC4PqIaI3PIqcCfwYWAX8DFgKfBu7Jc1wtEXEwcB+wD/AM8HdgU7LnaHwDzU4CzgHWBqYAfwXeJXvOpkTEDnU7ppRez7dvAhzQwPG+kK9/WRb7PfBzYBuy5/gm4GWy8Ta+tLrXJ0lSU/lVCEmSVG4IsADYKqU0ByAi9gLuAb4PdAcOSyndmm/rC0wk+yV2T+DesmP9GNgLuBY4OaU0P2/Th2xMhE8AXwQubeFrOg34SErpofz8vcgKHLsCRwOXr+oAec6Xk312OiGldEUeD+AHwNcbaPoX4LKU0kv1jnd8fryLgL3LNl0KfIqsgHBrvTZbkj3H01NKD+axzYAjgFnATimleWX79wRGreraJElqLu9YkCRJ9U2oKyoApJTuBaaS3Wnw97qiQr7tXZb/9XyPunhErE/2y/ErwPF1RYW8zQLgROBD4JQWvI46F9YVFfLzvw9ckD/86Goe4whgIPBAXVEhP1YCvg28WqlRSunh+kWFPH4F8CCwZ0SsU7bpLuAF4KCIGFSv2Un5+ldlsYH5emp5USE/xwfl1y1JUkuxsCBJksotIbvdv74X8/UdjWwr/0V4T6AbcFtKaVH9BimlN4Dnge3X5OsITVQp5+fydf1f3hvykXx9Tf0NKaUlZF+1qCgiekfE0RHx/yLiVxFxZT57xyAgyGbxqDtWIivUdAXKx7XoBhwHLAauLjv8s2RfRzkoIr4aERut5vVIklQ1FhYkSVK5N1JKyyrEF+brSlNU1m3rURYbmq+/kA82uNICDCf7xbp/NRJvRKW7CRbk6x4VtlVS9wv7rAa2z6wUjIi9yQovfwC+RnbXwbH5snm+W596za4gKyCcWDZuxSHABsAN5Xcm5HeMfCHf/0fA7Ij4V0RcGhG7rea1SZLULI6xIEmSytU2c3uduj9ePA5MW8W+i1fzmE21ujlXVUT0JhsIsz9wHtndDrOARSmlFBF/IBvjYYVBL1NKcyPieuAzZANF3kXlr0HU7f/HiLgLOBT4GNlXUk4GTo6IC1JKZ7fE9UmSVMfCgiRJagl1dwn8M6X05UIzqY7X8/WQBrZXin8EGAD8OaX0nQrbN68Qq3MpWWHhCxHxHLA/8Hw+3sVK8jExfg38Or/LYX+yQTPPiojLU0pPN3IuSZKaxa9CSJKklnAvsAw4OB8foL37R77+j/obIqIrcHiFNuvm65W+ipHP8DC6oZOllP4BPA0cRvYVihqywsEqpcxtLJ9VYvjqtJMkqaksLEiSpKpLKc0mm05xKPDHiNig/j4RsWVEHF4vtmc+BsPMVkl09f0JmEc2i8OxdcH87oD/AQZXaFM3QOSnImJgWZt+wG/IBrdszGVk03ueRjao5pX1d4iIURHxqYjoXi/eHxiXP3xlFeeRJKlZLCxIkqSW8hXgTrK/5s+IiH9GxB8i4qaIeJ5sVojP12tT99lkSSvmuUplU2QuA66MiIfzMRKeAr5K5bEPHiG7/sHAcxFxY0TcCLxENhjkTas47dXA+/m/b0opvVlhnyHA9cCbEXFXRPwuIm4hG0xyc+Bmp5yUJLU0CwuSJKlF5NNMfpxsBoRJwDDgCGBnYA7wHbLb/MvtmK+vpo1JKd0E7EX2NY8RwEFkYy/sAUxsoNmhwPfJrvfjwE5kgzjuAryzivPNBx7LH65UuMg9DPw38CiwDXAk2fP7BHAClb+iIUlSVUU2XbIkSVLxIuKvwG7A0PwugU4rIjYlu7vhFWDz5Ic2SVIb5R0LkiSpTYiILsBHgR939qJC7htAF+DnFhUkSW2ZdyxIkiS1ERGxDdmYDZsBe5PNKDEspbSw0MQkSWpE16ITkCRJUskgskEiFwEPAF+2qCBJauu8Y0GSJEmSJDWZYyxIkiRJkqQms7AgSZIkSZKazMKCJEmSJElqMgsLkiRJkiSpySwsSJIkSZKkJrOwIEmSJEmSmszCgiRJkiRJajILC5IkSZIkqcksLEiSJEmSpCazsCBJkiRJkprMwoIkSZIkSWoyCwuSJEmSJKnJLCxIkiRJkqQm+//jYC4m5PVGFQAAAABJRU5ErkJggg==\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1642,44 +1891,35 @@ "source": [ "fig = plt.figure(figsize=(8, 5), dpi=150)\n", "ax = fig.add_subplot(111)\n", - "ax.plot(simtimes, head_case3[0], label='CLN Layer 1')\n", - "ax.plot(simtimes, head_case3[1], label='CLN Layer 2')\n", - "ax.set_xlabel('Time, in days') \n", - "ax.set_ylabel('Simulated Head in pumping well, in meters') \n", - "ax.set_title(\"MODFLOW USG Ex3c Conduit Unconfined\") \n", + "ax.plot(simtimes, head_case3[0], label=\"CLN Layer 1\")\n", + "ax.plot(simtimes, head_case3[1], label=\"CLN Layer 2\")\n", + "ax.set_xlabel(\"Time, in days\")\n", + "ax.set_ylabel(\"Simulated Head in pumping well, in meters\")\n", + "ax.set_title(\"MODFLOW USG Ex3c Conduit Unconfined\")\n", "ax.legend()" ] }, { "cell_type": "code", "execution_count": 35, - "id": "946de1eb-bb03-438e-ae19-592c76058e77", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "cbb_file = os.path.join(mf.model_ws, modelname+'.clncb')\n", + "cbb_file = os.path.join(mf.model_ws, modelname + \".clncb\")\n", "cbb = flopy.utils.CellBudgetFile(cbb_file)\n", - "#cbb.list_records()\n", + "# cbb.list_records()\n", "\n", - "simflow = cbb.get_data(kstpkper=(0, 0), text='GWF')[0]\n", - "for i in range(nper-1):\n", - " simflow=np.append(simflow, cbb.get_data(kstpkper = (i+1,0), text = 'GWF')[0])\n", + "simflow = cbb.get_data(kstpkper=(0, 0), text=\"GWF\")[0]\n", + "for i in range(nper - 1):\n", + " simflow = np.append(\n", + " simflow, cbb.get_data(kstpkper=(i + 1, 0), text=\"GWF\")[0]\n", + " )\n", "\n", - "flow_case3=simflow" + "flow_case3 = simflow" ] }, { "cell_type": "markdown", - "id": "4863c0d9-7173-4c05-a658-8e03e19f4205", "metadata": {}, "source": [ "## Modify CLN amd WEL package to example create 03D_conduit_unconfined of mfusg 1.5\n", @@ -1689,7 +1929,6 @@ { "cell_type": "code", "execution_count": 36, - "id": "d89b269c-5c04-4522-a06a-e37cd3b6af23", "metadata": {}, "outputs": [ { @@ -1698,27 +1937,19 @@ "text": [ "\n", "changing model workspace...\n", - " ../data\\usg_test\\ex03d\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" + " ../data/usg_test/ex03d\n" ] } ], "source": [ - "modelname='ex03d'\n", + "modelname = \"ex03d\"\n", "\n", "model_ws = os.path.join(cln_ws, modelname)\n", "if os.path.exists(model_ws):\n", " shutil.rmtree(model_ws)\n", "os.mkdir(model_ws)\n", "\n", - "mf.model_ws=model_ws\n", + "mf.model_ws = model_ws\n", "mf._set_name(modelname)\n", "for i, fname in enumerate(mf.output_fnames):\n", " mf.output_fnames[i] = modelname + os.path.splitext(fname)[1]" @@ -1727,7 +1958,6 @@ { "cell_type": "code", "execution_count": 37, - "id": "edc851a5-5d5f-4376-93d1-b7d035fcd5f7", "metadata": {}, "outputs": [ { @@ -1737,34 +1967,36 @@ "removing Package: ['CLN']\n", "adding Package: CLN\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ - "mf.remove_package('CLN')\n", + "mf.remove_package(\"CLN\")\n", "\n", - "node_prop = [[1,1,0,30.0,-20.,1.57]]\n", - "cln_gwc = [[1,1,50,50,0,0,10.0,1.0,1],[1,2,50,50,0,0,10.0,1.0,1]]\n", + "node_prop = [[1, 1, 0, 30.0, -20.0, 1.57]]\n", + "cln_gwc = [\n", + " [1, 1, 50, 50, 0, 0, 10.0, 1.0, 1],\n", + " [1, 2, 50, 50, 0, 0, 10.0, 1.0, 1],\n", + "]\n", "\n", "strt = 20.0\n", "\n", - "cln = flopy.mfusg.MfUsgCln(mf, ncln=1, iclnnds=-1, nndcln=1, nclngwc = 2,\n", - " node_prop =node_prop, cln_gwc =cln_gwc, \n", - " cln_circ=cln_circ, strt =strt, \n", - " unitnumber =unitnumber)" + "cln = flopy.mfusg.MfUsgCln(\n", + " mf,\n", + " ncln=1,\n", + " iclnnds=-1,\n", + " nndcln=1,\n", + " nclngwc=2,\n", + " node_prop=node_prop,\n", + " cln_gwc=cln_gwc,\n", + " cln_circ=cln_circ,\n", + " strt=strt,\n", + " unitnumber=unitnumber,\n", + ")" ] }, { "cell_type": "code", "execution_count": 38, - "id": "f7e8b7db-4201-4ea9-8e3f-55e61d38447c", "metadata": {}, "outputs": [ { @@ -1774,39 +2006,26 @@ "removing Package: ['WEL']\n", "adding Package: WEL\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] } ], "source": [ - "mf.remove_package('WEL')\n", + "mf.remove_package(\"WEL\")\n", "\n", - "cln_stress_period_data = {0:[[0, -62840.]]}\n", + "cln_stress_period_data = {0: [[0, -62840.0]]}\n", "\n", - "wel = flopy.mfusg.MfUsgWel(mf, ipakcb=ipakcb,options=options,\n", - " cln_stress_period_data=cln_stress_period_data)" + "wel = flopy.mfusg.MfUsgWel(\n", + " mf,\n", + " ipakcb=ipakcb,\n", + " options=options,\n", + " cln_stress_period_data=cln_stress_period_data,\n", + ")" ] }, { "cell_type": "code", "execution_count": 39, - "id": "c292ca29-c989-4656-9391-eb357afc7c42", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -1842,63 +2061,44 @@ { "cell_type": "code", "execution_count": 40, - "id": "68fa2a52-6092-465d-927c-0814686640f4", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "head_file = os.path.join(mf.model_ws, modelname+'.clnhd')\n", + "head_file = os.path.join(mf.model_ws, modelname + \".clnhd\")\n", "headobj = flopy.utils.HeadFile(head_file)\n", "\n", "simtimes = headobj.get_times()\n", - "nper=len(simtimes)\n", - "nnode= mf.cln.nclnnds\n", + "nper = len(simtimes)\n", + "nnode = mf.cln.nclnnds\n", "\n", - "simhead = np.zeros((1,1,nnode,nper))\n", + "simhead = np.zeros((1, 1, nnode, nper))\n", "for i in range(nper):\n", - " simhead[:,:,:,i] = headobj.get_data(kstpkper = (i,0))\n", + " simhead[:, :, :, i] = headobj.get_data(kstpkper=(i, 0))\n", "\n", - "head_case4=np.squeeze(simhead)" + "head_case4 = np.squeeze(simhead)" ] }, { "cell_type": "code", "execution_count": 41, - "id": "b51ecaf8-ee3c-4d62-a60b-a4adda041c91", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - } - ], + "outputs": [], "source": [ - "cbb_file = os.path.join(mf.model_ws, modelname+'.clncb')\n", + "cbb_file = os.path.join(mf.model_ws, modelname + \".clncb\")\n", "cbb = flopy.utils.CellBudgetFile(cbb_file)\n", - "#cbb.list_records()\n", + "# cbb.list_records()\n", "\n", - "simflow = cbb.get_data(kstpkper=(0, 0), text='GWF')[0]\n", - "for i in range(nper-1):\n", - " simflow=np.append(simflow, cbb.get_data(kstpkper = (i+1,0), text = 'GWF')[0])\n", + "simflow = cbb.get_data(kstpkper=(0, 0), text=\"GWF\")[0]\n", + "for i in range(nper - 1):\n", + " simflow = np.append(\n", + " simflow, cbb.get_data(kstpkper=(i + 1, 0), text=\"GWF\")[0]\n", + " )\n", "\n", - "flow_case4=simflow" + "flow_case4 = simflow" ] }, { "cell_type": "markdown", - "id": "4e9b0435-f942-4929-a2a5-526c81f10657", "metadata": {}, "source": [ "## Comparing four cases" @@ -1907,21 +2107,12 @@ { "cell_type": "code", "execution_count": 42, - "id": "fd122c7c-64e8-47b7-aedc-5c0b71b3ba54", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 42, @@ -1930,7 +2121,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1944,34 +2135,25 @@ "source": [ "fig = plt.figure(figsize=(8, 5), dpi=150)\n", "ax = fig.add_subplot(111)\n", - "ax.plot(simtimes, head_case1[1], label='Case A')\n", - "ax.plot(simtimes, head_case2, label='Case B')\n", - "ax.plot(simtimes, head_case3[1], dashes=[6, 2],label='Case C')\n", - "ax.plot(simtimes, head_case4, dashes=[6, 2],label='Case D')\n", + "ax.plot(simtimes, head_case1[1], label=\"Case A\")\n", + "ax.plot(simtimes, head_case2, label=\"Case B\")\n", + "ax.plot(simtimes, head_case3[1], dashes=[6, 2], label=\"Case C\")\n", + "ax.plot(simtimes, head_case4, dashes=[6, 2], label=\"Case D\")\n", "\n", - "ax.set_xlabel('Time, in days') \n", - "ax.set_ylabel('Simulated Head in pumping well, in meters') \n", + "ax.set_xlabel(\"Time, in days\")\n", + "ax.set_ylabel(\"Simulated Head in pumping well, in meters\")\n", "ax.legend()" ] }, { "cell_type": "code", "execution_count": 43, - "id": "c650dcab-5c89-4ac5-a113-7acbf2b05645", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "c:\\python39\\lib\\site-packages\\ipykernel\\ipkernel.py:287: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", - " and should_run_async(code)\n" - ] - }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 43, @@ -1980,7 +2162,7 @@ }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1994,21 +2176,73 @@ "source": [ "fig = plt.figure(figsize=(8, 11), dpi=150)\n", "ax1 = fig.add_subplot(211)\n", - "ax1.plot(simtimes, flow_case1[::2,]['q'], label='Case A')\n", - "ax1.plot(simtimes, flow_case2[::2,]['q'], label='Case B')\n", - "ax1.plot(simtimes, flow_case3[::2,]['q'], dashes=[6, 2], label='Case C')\n", - "ax1.plot(simtimes, flow_case4[::2,]['q'], dashes=[6, 2], label='Case D')\n", - "ax1.set_xlabel('Time, in days') \n", - "ax1.set_ylabel('Layer 1 flow to well') \n", - "ax1.legend() \n", + "ax1.plot(\n", + " simtimes,\n", + " flow_case1[\n", + " ::2,\n", + " ][\"q\"],\n", + " label=\"Case A\",\n", + ")\n", + "ax1.plot(\n", + " simtimes,\n", + " flow_case2[\n", + " ::2,\n", + " ][\"q\"],\n", + " label=\"Case B\",\n", + ")\n", + "ax1.plot(\n", + " simtimes,\n", + " flow_case3[\n", + " ::2,\n", + " ][\"q\"],\n", + " dashes=[6, 2],\n", + " label=\"Case C\",\n", + ")\n", + "ax1.plot(\n", + " simtimes,\n", + " flow_case4[\n", + " ::2,\n", + " ][\"q\"],\n", + " dashes=[6, 2],\n", + " label=\"Case D\",\n", + ")\n", + "ax1.set_xlabel(\"Time, in days\")\n", + "ax1.set_ylabel(\"Layer 1 flow to well\")\n", + "ax1.legend()\n", "\n", "ax2 = fig.add_subplot(212)\n", - "ax2.plot(simtimes, flow_case1[1::2,]['q'], label='Case A')\n", - "ax2.plot(simtimes, flow_case2[1::2,]['q'], label='Case B')\n", - "ax2.plot(simtimes, flow_case3[1::2,]['q'], dashes=[6, 2], label='Case C')\n", - "ax2.plot(simtimes, flow_case4[1::2,]['q'], dashes=[6, 2], label='Case D')\n", - "ax2.set_xlabel('Time, in days') \n", - "ax2.set_ylabel('Layer 2 flow to well') \n", + "ax2.plot(\n", + " simtimes,\n", + " flow_case1[\n", + " 1::2,\n", + " ][\"q\"],\n", + " label=\"Case A\",\n", + ")\n", + "ax2.plot(\n", + " simtimes,\n", + " flow_case2[\n", + " 1::2,\n", + " ][\"q\"],\n", + " label=\"Case B\",\n", + ")\n", + "ax2.plot(\n", + " simtimes,\n", + " flow_case3[\n", + " 1::2,\n", + " ][\"q\"],\n", + " dashes=[6, 2],\n", + " label=\"Case C\",\n", + ")\n", + "ax2.plot(\n", + " simtimes,\n", + " flow_case4[\n", + " 1::2,\n", + " ][\"q\"],\n", + " dashes=[6, 2],\n", + " label=\"Case D\",\n", + ")\n", + "ax2.set_xlabel(\"Time, in days\")\n", + "ax2.set_ylabel(\"Layer 2 flow to well\")\n", "ax2.legend()" ] } @@ -2029,7 +2263,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.6" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_mnw2package_example.ipynb b/examples/Notebooks/flopy3_mnw2package_example.ipynb index 2863f1cf75..ce000d33e5 100644 --- a/examples/Notebooks/flopy3_mnw2package_example.ipynb +++ b/examples/Notebooks/flopy3_mnw2package_example.ipynb @@ -18,11 +18,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "pandas version: 1.0.5\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -30,6 +30,7 @@ "import sys\n", "import os\n", "import numpy as np\n", + "\n", "try:\n", " import pandas as pd\n", "except:\n", @@ -39,17 +40,17 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", + "print(\"numpy version: {}\".format(np.__version__))\n", "try:\n", - " print('pandas version: {}'.format(pd.__version__))\n", + " print(\"pandas version: {}\".format(pd.__version__))\n", "except:\n", " pass\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -65,8 +66,10 @@ "metadata": {}, "outputs": [], "source": [ - "m = flopy.modflow.Modflow('mnw2example', model_ws='data')\n", - "dis = flopy.modflow.ModflowDis(nrow=5, ncol=5, nlay=3, nper=3, top=10, botm=0, model=m)" + "m = flopy.modflow.Modflow(\"mnw2example\", model_ws=\"data\")\n", + "dis = flopy.modflow.ModflowDis(\n", + " nrow=5, ncol=5, nlay=3, nper=3, top=10, botm=0, model=m\n", + ")" ] }, { @@ -196,11 +199,29 @@ } ], "source": [ - "node_data = pd.DataFrame([[1, 1, 9.5, 7.1, 'well1', 'skin', -1, 0, 0, 0, 1., 2., 5., 6.2],\n", - " [1, 1, 7.1, 5.1, 'well1', 'skin', -1, 0, 0, 0, 0.5, 2., 5., 6.2],\n", - " [3, 3, 9.1, 3.7, 'well2', 'skin', -1, 0, 0, 0, 1., 2., 5., 4.1]], \n", - " columns=['i', 'j', 'ztop', 'zbotm', 'wellid', 'losstype', 'pumploc', 'qlimit', 'ppflag', 'pumpcap', \n", - " 'rw', 'rskin', 'kskin', 'zpump'])\n", + "node_data = pd.DataFrame(\n", + " [\n", + " [1, 1, 9.5, 7.1, \"well1\", \"skin\", -1, 0, 0, 0, 1.0, 2.0, 5.0, 6.2],\n", + " [1, 1, 7.1, 5.1, \"well1\", \"skin\", -1, 0, 0, 0, 0.5, 2.0, 5.0, 6.2],\n", + " [3, 3, 9.1, 3.7, \"well2\", \"skin\", -1, 0, 0, 0, 1.0, 2.0, 5.0, 4.1],\n", + " ],\n", + " columns=[\n", + " \"i\",\n", + " \"j\",\n", + " \"ztop\",\n", + " \"zbotm\",\n", + " \"wellid\",\n", + " \"losstype\",\n", + " \"pumploc\",\n", + " \"qlimit\",\n", + " \"ppflag\",\n", + " \"pumpcap\",\n", + " \"rw\",\n", + " \"rskin\",\n", + " \"kskin\",\n", + " \"zpump\",\n", + " ],\n", + ")\n", "node_data" ] }, @@ -317,10 +338,15 @@ } ], "source": [ - "stress_period_data = pd.DataFrame([[0, 'well1', 0],\n", - " [1, 'well1', 100.0],\n", - " [0, 'well2', 0],\n", - " [1, 'well2', 1000.]], columns=['per', 'wellid', 'qdes'])\n", + "stress_period_data = pd.DataFrame(\n", + " [\n", + " [0, \"well1\", 0],\n", + " [1, \"well1\", 100.0],\n", + " [0, \"well2\", 0],\n", + " [1, \"well2\", 1000.0],\n", + " ],\n", + " columns=[\"per\", \"wellid\", \"qdes\"],\n", + ")\n", "stress_period_data" ] }, @@ -344,7 +370,7 @@ } ], "source": [ - "pers = stress_period_data.groupby('per')\n", + "pers = stress_period_data.groupby(\"per\")\n", "stress_period_data = {i: pers.get_group(i).to_records() for i in [0, 1]}\n", "stress_period_data" ] @@ -364,11 +390,13 @@ "metadata": {}, "outputs": [], "source": [ - "mnw2 = flopy.modflow.ModflowMnw2(model=m, mnwmax=2,\n", - " node_data=node_data, \n", - " stress_period_data=stress_period_data, \n", - " itmp=[2, 2, -1], # reuse second per pumping for last stress period\n", - " )" + "mnw2 = flopy.modflow.ModflowMnw2(\n", + " model=m,\n", + " mnwmax=2,\n", + " node_data=node_data,\n", + " stress_period_data=stress_period_data,\n", + " itmp=[2, 2, -1], # reuse second per pumping for last stress period\n", + ")" ] }, { @@ -722,9 +750,10 @@ "metadata": {}, "outputs": [], "source": [ - "tmp = flopy.modflow.ModflowMnw2(model=m,\n", - " itmp=[1, 1, -1], # reuse second per pumping for last stress period\n", - " )" + "tmp = flopy.modflow.ModflowMnw2(\n", + " model=m,\n", + " itmp=[1, 1, -1], # reuse second per pumping for last stress period\n", + ")" ] }, { @@ -782,8 +811,8 @@ { "data": { "text/plain": [ - "{'well1': ,\n", - " 'well2': }" + "{'well1': ,\n", + " 'well2': }" ] }, "execution_count": 14, @@ -927,19 +956,18 @@ " acceptable_dtypes (list, items = 3)\n", " allowDuplicates = False ('bool)\n", " aux (list, items = 0)\n", - " extra = \n", " file_name = mnw2example.mnw2\n", " fn_path = data/mnw2example.mnw2 ('str)\n", " gwt = False ('bool)\n", " ipakcb = 0 ('int)\n", " itmp (list, items = 3)\n", - " mnw = {'well1': , 'well2': } ('dict)\n", + " mnw = {'well1': , 'well2': } ('dict)\n", " mnwmax = 2 ('int)\n", " mnwprnt = 0 ('int)\n", " node_data (array, shape = 3,)\n", " nodtot = 3 ('int)\n", " nper = 3 ('int)\n", - " stress_period_data = ('flopy.utils.util_list.MfList)\n", + " stress_period_data = ('flopy.utils.util_list.MfList)\n", " structured = True ('bool)\n", " unit_number = 34,\n", " 'aux': [],\n", @@ -992,7 +1020,7 @@ } ], "source": [ - "mnw2.mnw['well1'].__dict__" + "mnw2.mnw[\"well1\"].__dict__" ] }, { @@ -1125,7 +1153,7 @@ } ], "source": [ - "pd.DataFrame(mnw2.mnw['well1'].node_data)" + "pd.DataFrame(mnw2.mnw[\"well1\"].node_data)" ] }, { @@ -1235,7 +1263,7 @@ } ], "source": [ - "pd.DataFrame(mnw2.mnw['well2'].stress_period_data)" + "pd.DataFrame(mnw2.mnw[\"well2\"].stress_period_data)" ] }, { @@ -1251,10 +1279,12 @@ "metadata": {}, "outputs": [], "source": [ - "mnw2fromobj = flopy.modflow.ModflowMnw2(model=m, mnwmax=2,\n", - " mnw=mnw2.mnw,\n", - " itmp=[2, 2, -1], # reuse second per pumping for last stress period\n", - " )" + "mnw2fromobj = flopy.modflow.ModflowMnw2(\n", + " model=m,\n", + " mnwmax=2,\n", + " mnw=mnw2.mnw,\n", + " itmp=[2, 2, -1], # reuse second per pumping for last stress period\n", + ")" ] }, { @@ -1625,7 +1655,7 @@ "metadata": {}, "outputs": [], "source": [ - "mnw2.write_file(os.path.join('data/test.mnw2'))" + "mnw2.write_file(os.path.join(\"data/test.mnw2\"))" ] }, { @@ -1637,7 +1667,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "# MNW2 package for MODFLOW-2005, generated by Flopy.\n", + "# MNW2 package for MODFLOW-2005 generated by Flopy 3.3.5\n", "2 0 0\n", "well1 -2\n", " skin -1 0 0 0\n", @@ -1661,7 +1691,7 @@ } ], "source": [ - "junk = [print(l.strip('\\n')) for l in open('data/test.mnw2').readlines()]" + "junk = [print(l.strip(\"\\n\")) for l in open(\"data/test.mnw2\").readlines()]" ] }, { @@ -1677,10 +1707,10 @@ "metadata": {}, "outputs": [], "source": [ - "path = os.path.join('..', '..', 'examples', 'data', 'mnw2_examples')\n", - "cpth = os.path.join('..', '..', 'autotest', 'data')\n", - "m = flopy.modflow.Modflow('MNW2-Fig28', model_ws=cpth)\n", - "dis = flopy.modflow.ModflowDis.load(os.path.join(path, 'MNW2-Fig28.dis'), m)" + "path = os.path.join(\"..\", \"..\", \"examples\", \"data\", \"mnw2_examples\")\n", + "cpth = os.path.join(\"..\", \"..\", \"autotest\", \"data\")\n", + "m = flopy.modflow.Modflow(\"MNW2-Fig28\", model_ws=cpth)\n", + "dis = flopy.modflow.ModflowDis.load(os.path.join(path, \"MNW2-Fig28.dis\"), m)" ] }, { @@ -1709,7 +1739,7 @@ "metadata": {}, "outputs": [], "source": [ - "mnw2pth = os.path.join(path, 'MNW2-Fig28.mnw2')\n", + "mnw2pth = os.path.join(path, \"MNW2-Fig28.mnw2\")\n", "mnw2 = flopy.modflow.ModflowMnw2.load(mnw2pth, m)" ] }, @@ -1891,7 +1921,7 @@ { "data": { "text/plain": [ - "{'well-a': }" + "{'well-a': }" ] }, "execution_count": 30, @@ -2002,7 +2032,7 @@ } ], "source": [ - "pd.DataFrame(mnw2.mnw['well-a'].stress_period_data)" + "pd.DataFrame(mnw2.mnw[\"well-a\"].stress_period_data)" ] }, { @@ -2011,10 +2041,10 @@ "metadata": {}, "outputs": [], "source": [ - "path = os.path.join('..', '..', 'examples', 'data', 'mnw2_examples')\n", - "cpth = os.path.join('data')\n", - "m = flopy.modflow.Modflow('br', model_ws=cpth)\n", - "mnw2 = flopy.modflow.ModflowMnw2.load(path + '/BadRiver_cal.mnw2', m)" + "path = os.path.join(\"..\", \"..\", \"examples\", \"data\", \"mnw2_examples\")\n", + "cpth = os.path.join(\"data\")\n", + "m = flopy.modflow.Modflow(\"br\", model_ws=cpth)\n", + "mnw2 = flopy.modflow.ModflowMnw2.load(path + \"/BadRiver_cal.mnw2\", m)" ] }, { @@ -2527,9 +2557,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_modflow_boundaries.ipynb b/examples/Notebooks/flopy3_modflow_boundaries.ipynb index 1069d452da..f83fcec44e 100644 --- a/examples/Notebooks/flopy3_modflow_boundaries.ipynb +++ b/examples/Notebooks/flopy3_modflow_boundaries.ipynb @@ -30,15 +30,15 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], "source": [ - "#begin by importing flopy\n", + "# begin by importing flopy\n", "import os\n", "import sys\n", "import numpy as np\n", @@ -47,18 +47,18 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", - "workspace = os.path.join('data')\n", - "#make sure workspace directory exists\n", - "if not os.path.exists(workspace):\n", - " os.makedirs(workspace)\n", - " \n", + "workspace = os.path.join(\"data\")\n", + "# make sure workspace directory exists\n", + "if not os.path.isdir(workspace):\n", + " os.makedirs(workspace, exist_ok=True)\n", + "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -82,11 +82,32 @@ "outputs": [], "source": [ "stress_period_data = [\n", - " [2, 3, 4, 10.7, 5000., -5.7], #layer, row, column, stage, conductance, river bottom\n", - " [2, 3, 5, 10.7, 5000., -5.7], #layer, row, column, stage, conductance, river bottom\n", - " [2, 3, 6, 10.7, 5000., -5.7], #layer, row, column, stage, conductance, river bottom\n", - " ]\n", - "m = flopy.modflow.Modflow(modelname='test', model_ws=workspace)\n", + " [\n", + " 2,\n", + " 3,\n", + " 4,\n", + " 10.7,\n", + " 5000.0,\n", + " -5.7,\n", + " ], # layer, row, column, stage, conductance, river bottom\n", + " [\n", + " 2,\n", + " 3,\n", + " 5,\n", + " 10.7,\n", + " 5000.0,\n", + " -5.7,\n", + " ], # layer, row, column, stage, conductance, river bottom\n", + " [\n", + " 2,\n", + " 3,\n", + " 6,\n", + " 10.7,\n", + " 5000.0,\n", + " -5.7,\n", + " ], # layer, row, column, stage, conductance, river bottom\n", + "]\n", + "m = flopy.modflow.Modflow(modelname=\"test\", model_ws=workspace)\n", "riv = flopy.modflow.ModflowRiv(m, stress_period_data=stress_period_data)\n", "m.write_input()" ] @@ -107,7 +128,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "# RIV package for MODFLOW-2005, generated by Flopy.\r\n", + "# RIV package for MODFLOW-2005 generated by Flopy 3.3.5\r\n", " 3 0\r\n", " 3 0 # stress period 1\r\n", " 3 4 5 10.7 5000.0 -5.7\r\n", @@ -136,7 +157,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "# RIV package for MODFLOW-2005, generated by Flopy.\r\n", + "# RIV package for MODFLOW-2005 generated by Flopy 3.3.5\r\n", " 3 0\r\n", " 3 0 # stress period 1\r\n", " 3 4 5 10.7 5000.0 -5.7\r\n", @@ -148,7 +169,7 @@ } ], "source": [ - "m = flopy.modflow.Modflow(modelname='test', model_ws=workspace)\n", + "m = flopy.modflow.Modflow(modelname=\"test\", model_ws=workspace)\n", "dis = flopy.modflow.ModflowDis(m, nper=3)\n", "riv = flopy.modflow.ModflowRiv(m, stress_period_data=stress_period_data)\n", "m.write_input()\n", @@ -206,8 +227,8 @@ "source": [ "stress_period_data = np.zeros((3), dtype=riv_dtype)\n", "stress_period_data = stress_period_data.view(np.recarray)\n", - "print('stress_period_data: ', stress_period_data)\n", - "print('type is: ', type(stress_period_data))" + "print(\"stress_period_data: \", stress_period_data)\n", + "print(\"type is: \", type(stress_period_data))" ] }, { @@ -232,9 +253,9 @@ } ], "source": [ - "stress_period_data[0] = (2, 3, 4, 10.7, 5000., -5.7)\n", - "stress_period_data[1] = (2, 3, 5, 10.7, 5000., -5.7)\n", - "stress_period_data[2] = (2, 3, 6, 10.7, 5000., -5.7)\n", + "stress_period_data[0] = (2, 3, 4, 10.7, 5000.0, -5.7)\n", + "stress_period_data[1] = (2, 3, 5, 10.7, 5000.0, -5.7)\n", + "stress_period_data[2] = (2, 3, 6, 10.7, 5000.0, -5.7)\n", "print(stress_period_data)" ] }, @@ -247,7 +268,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "# RIV package for MODFLOW-2005, generated by Flopy.\r\n", + "# RIV package for MODFLOW-2005 generated by Flopy 3.3.5\r\n", " 3 0\r\n", " 3 0 # stress period 1\r\n", " 3 4 5 10.7 5000.0 -5.7\r\n", @@ -257,7 +278,7 @@ } ], "source": [ - "m = flopy.modflow.Modflow(modelname='test', model_ws=workspace)\n", + "m = flopy.modflow.Modflow(modelname=\"test\", model_ws=workspace)\n", "riv = flopy.modflow.ModflowRiv(m, stress_period_data=stress_period_data)\n", "m.write_input()\n", "!head -n 10 'data/test.riv'" @@ -279,7 +300,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "# RIV package for MODFLOW-2005, generated by Flopy.\r\n", + "# RIV package for MODFLOW-2005 generated by Flopy 3.3.5\r\n", " 3 0\r\n", " 3 0 # stress period 1\r\n", " 3 4 5 10.7 5000.0 -5.7\r\n", @@ -291,7 +312,7 @@ } ], "source": [ - "m = flopy.modflow.Modflow(modelname='test', model_ws=workspace)\n", + "m = flopy.modflow.Modflow(modelname=\"test\", model_ws=workspace)\n", "dis = flopy.modflow.ModflowDis(m, nper=3)\n", "riv = flopy.modflow.ModflowRiv(m, stress_period_data=stress_period_data)\n", "m.write_input()\n", @@ -333,10 +354,31 @@ ], "source": [ "sp1 = [\n", - " [2, 3, 4, 10.7, 5000., -5.7], #layer, row, column, stage, conductance, river bottom\n", - " [2, 3, 5, 10.7, 5000., -5.7], #layer, row, column, stage, conductance, river bottom\n", - " [2, 3, 6, 10.7, 5000., -5.7], #layer, row, column, stage, conductance, river bottom\n", - " ]\n", + " [\n", + " 2,\n", + " 3,\n", + " 4,\n", + " 10.7,\n", + " 5000.0,\n", + " -5.7,\n", + " ], # layer, row, column, stage, conductance, river bottom\n", + " [\n", + " 2,\n", + " 3,\n", + " 5,\n", + " 10.7,\n", + " 5000.0,\n", + " -5.7,\n", + " ], # layer, row, column, stage, conductance, river bottom\n", + " [\n", + " 2,\n", + " 3,\n", + " 6,\n", + " 10.7,\n", + " 5000.0,\n", + " -5.7,\n", + " ], # layer, row, column, stage, conductance, river bottom\n", + "]\n", "print(sp1)" ] }, @@ -358,9 +400,9 @@ "riv_dtype = flopy.modflow.ModflowRiv.get_default_dtype()\n", "sp5 = np.zeros((3), dtype=riv_dtype)\n", "sp5 = sp5.view(np.recarray)\n", - "sp5[0] = (2, 3, 4, 20.7, 5000., -5.7)\n", - "sp5[1] = (2, 3, 5, 20.7, 5000., -5.7)\n", - "sp5[2] = (2, 3, 6, 20.7, 5000., -5.7)\n", + "sp5[0] = (2, 3, 4, 20.7, 5000.0, -5.7)\n", + "sp5[1] = (2, 3, 5, 20.7, 5000.0, -5.7)\n", + "sp5[2] = (2, 3, 6, 20.7, 5000.0, -5.7)\n", "print(sp5)" ] }, @@ -373,7 +415,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "# RIV package for MODFLOW-2005, generated by Flopy.\r\n", + "# RIV package for MODFLOW-2005 generated by Flopy 3.3.5\r\n", " 3 0\r\n", " 0 0 # stress period 1\r\n", " 3 0 # stress period 2\r\n", @@ -387,8 +429,8 @@ } ], "source": [ - "sp_dict = {0:0, 1:sp1, 2:0, 5:sp5}\n", - "m = flopy.modflow.Modflow(modelname='test', model_ws=workspace)\n", + "sp_dict = {0: 0, 1: sp1, 2: 0, 5: sp5}\n", + "m = flopy.modflow.Modflow(modelname=\"test\", model_ws=workspace)\n", "dis = flopy.modflow.ModflowDis(m, nper=8)\n", "riv = flopy.modflow.ModflowRiv(m, stress_period_data=sp_dict)\n", "m.write_input()\n", @@ -422,15 +464,22 @@ } ], "source": [ - "#create an empty array with an iface auxiliary variable at the end\n", - "riva_dtype = [('k', '" ] @@ -447,9 +470,9 @@ "source": [ "mm = flopy.plot.PlotMapView(model=m)\n", "mm.plot_grid(lw=0.5)\n", - "mm.plot_pathline(pw0, layer='all', color='blue', label='captured by wells')\n", - "mm.plot_pathline(pr0, layer='all', color='green', label='captured by rivers')\n", - "mm.plot_endpoint(epd0, direction='starting', colorbar=True)\n", + "mm.plot_pathline(pw0, layer=\"all\", color=\"blue\", label=\"captured by wells\")\n", + "mm.plot_pathline(pr0, layer=\"all\", color=\"green\", label=\"captured by rivers\")\n", + "mm.plot_endpoint(epd0, direction=\"starting\", colorbar=True)\n", "mm.ax.legend();" ] }, @@ -489,8 +512,9 @@ " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Aug 01 2021 12:51:08 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -505,99 +529,112 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:34:16\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:38:21\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n", - " Solving: Stress period: 1 Time step: 1\n", - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:34:16\n", - " Elapsed run time: 0.070 Seconds\n", - " \n", "\n", - "WARNING REPORT:\n", + " Solving: Stress period: 1 Time step: 1\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:38:21\n", + " Elapsed run time: 0.140 Seconds\n", "\n", - " 1. NONLINEAR BLOCK VARIABLE 'OUTER_HCLOSE' IN FILE 'ex01_mf6.ims' WAS\n", - " DEPRECATED IN VERSION 6.1.1. SETTING OUTER_DVCLOSE TO OUTER_HCLOSE VALUE.\n", - " 2. LINEAR BLOCK VARIABLE 'INNER_HCLOSE' IN FILE 'ex01_mf6.ims' WAS\n", - " DEPRECATED IN VERSION 6.1.1. SETTING INNER_DVCLOSE TO INNER_HCLOSE VALUE.\n", " Normal termination of simulation.\n" ] } ], "source": [ - "ws = os.path.join('data', 'mp7_ex1', 'mf6')\n", - "nm = 'ex01_mf6'\n", - "exe_name = 'mf6'\n", + "ws = os.path.join(\"data\", \"mp7_ex1_mf6_dis\")\n", + "nm = \"ex01_mf6\"\n", + "exe_name = \"mf6\"\n", "\n", "# Create the Flopy simulation object\n", - "sim = flopy.mf6.MFSimulation(sim_name=nm, exe_name='mf6',\n", - " version='mf6', sim_ws=ws)\n", + "sim = flopy.mf6.MFSimulation(\n", + " sim_name=nm, exe_name=\"mf6\", version=\"mf6\", sim_ws=ws\n", + ")\n", "\n", "# Create the Flopy temporal discretization object\n", "pd = (perlen, nstp, tsmult)\n", - "tdis = flopy.mf6.modflow.mftdis.ModflowTdis(sim, pname='tdis',\n", - " time_units='DAYS', nper=nper,\n", - " perioddata=[pd])\n", + "tdis = flopy.mf6.modflow.mftdis.ModflowTdis(\n", + " sim, pname=\"tdis\", time_units=\"DAYS\", nper=nper, perioddata=[pd]\n", + ")\n", "\n", "# Create the Flopy groundwater flow (gwf) model object\n", - "model_nam_file = '{}.nam'.format(nm)\n", - "gwf = flopy.mf6.ModflowGwf(sim, modelname=nm,\n", - " model_nam_file=model_nam_file, save_flows=True)\n", + "model_nam_file = \"{}.nam\".format(nm)\n", + "gwf = flopy.mf6.ModflowGwf(\n", + " sim, modelname=nm, model_nam_file=model_nam_file, save_flows=True\n", + ")\n", "\n", "# Create the Flopy iterative model solver (ims) Package object\n", - "ims = flopy.mf6.modflow.mfims.ModflowIms(sim, pname='ims', \n", - " complexity='SIMPLE',\n", - " outer_hclose=1e-6,\n", - " inner_hclose=1e-6,\n", - " rcloserecord=1e-6)\n", + "ims = flopy.mf6.modflow.mfims.ModflowIms(\n", + " sim,\n", + " pname=\"ims\",\n", + " complexity=\"SIMPLE\",\n", + " outer_dvclose=1e-6,\n", + " inner_dvclose=1e-6,\n", + " rcloserecord=1e-6,\n", + ")\n", "\n", "# create gwf file\n", - "dis = flopy.mf6.modflow.mfgwfdis.ModflowGwfdis(gwf, pname='dis', nlay=nlay,\n", - " nrow=nrow, ncol=ncol,\n", - " length_units='FEET',\n", - " delr=delr, delc=delc,\n", - " top=top,\n", - " botm=botm)\n", + "dis = flopy.mf6.modflow.mfgwfdis.ModflowGwfdis(\n", + " gwf,\n", + " pname=\"dis\",\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " length_units=\"FEET\",\n", + " delr=delr,\n", + " delc=delc,\n", + " top=top,\n", + " botm=botm,\n", + ")\n", "# Create the initial conditions package\n", - "ic = flopy.mf6.modflow.mfgwfic.ModflowGwfic(gwf, pname='ic', strt=top)\n", + "ic = flopy.mf6.modflow.mfgwfic.ModflowGwfic(gwf, pname=\"ic\", strt=top)\n", "\n", "# Create the node property flow package\n", - "npf = flopy.mf6.modflow.mfgwfnpf.ModflowGwfnpf(gwf, pname='npf',\n", - " icelltype=laytyp, k=kh,\n", - " k33=kv)\n", + "npf = flopy.mf6.modflow.mfgwfnpf.ModflowGwfnpf(\n", + " gwf, pname=\"npf\", icelltype=laytyp, k=kh, k33=kv\n", + ")\n", "\n", "\n", "# recharge\n", "flopy.mf6.modflow.mfgwfrcha.ModflowGwfrcha(gwf, recharge=rch)\n", "# wel\n", "wd = [(wel_loc, wel_q)]\n", - "flopy.mf6.modflow.mfgwfwel.ModflowGwfwel(gwf, maxbound=1,\n", - " stress_period_data={0: wd})\n", + "flopy.mf6.modflow.mfgwfwel.ModflowGwfwel(\n", + " gwf, maxbound=1, stress_period_data={0: wd}\n", + ")\n", "# river\n", "rd = []\n", "for i in range(nrow):\n", " rd.append([(0, i, ncol - 1), riv_h, riv_c, riv_z])\n", "flopy.mf6.modflow.mfgwfriv.ModflowGwfriv(gwf, stress_period_data={0: rd})\n", "# Create the output control package\n", - "headfile = '{}.hds'.format(nm)\n", + "headfile = \"{}.hds\".format(nm)\n", "head_record = [headfile]\n", - "budgetfile = '{}.cbb'.format(nm)\n", + "budgetfile = \"{}.cbb\".format(nm)\n", "budget_record = [budgetfile]\n", - "saverecord = [('HEAD', 'ALL'),\n", - " ('BUDGET', 'ALL')]\n", - "oc = flopy.mf6.modflow.mfgwfoc.ModflowGwfoc(gwf, pname='oc',\n", - " saverecord=saverecord,\n", - " head_filerecord=head_record,\n", - " budget_filerecord=budget_record)\n", + "saverecord = [(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")]\n", + "oc = flopy.mf6.modflow.mfgwfoc.ModflowGwfoc(\n", + " gwf,\n", + " pname=\"oc\",\n", + " saverecord=saverecord,\n", + " head_filerecord=head_record,\n", + " budget_filerecord=budget_record,\n", + ")\n", "\n", "# Write the datasets\n", "sim.write_simulation()\n", "# Run the simulation\n", "success, buff = sim.run_simulation()\n", - "assert success, 'mf6 model did not run'" + "assert success, \"mf6 model did not run\"" ] }, { @@ -665,23 +702,27 @@ ], "source": [ "# create modpath files\n", - "exe_name = 'mp7'\n", - "mp = flopy.modpath.Modpath7(modelname=nm + '_mp', flowmodel=gwf,\n", - " exe_name=exe_name, model_ws=ws)\n", - "mpbas = flopy.modpath.Modpath7Bas(mp, porosity=0.1,\n", - " defaultiface=defaultiface6)\n", - "mpsim = flopy.modpath.Modpath7Sim(mp, simulationtype='combined',\n", - " trackingdirection='forward',\n", - " weaksinkoption='pass_through',\n", - " weaksourceoption='pass_through',\n", - " budgetoutputoption='summary',\n", - " budgetcellnumbers=[1049, 1259],\n", - " traceparticledata=[1, 1000],\n", - " referencetime=[0, 0, 0.],\n", - " stoptimeoption='extend',\n", - " timepointdata=[500, 1000.],\n", - " zonedataoption='on', zones=zones,\n", - " particlegroups=particlegroups)\n", + "exe_name = \"mp7\"\n", + "mp = flopy.modpath.Modpath7(\n", + " modelname=nm + \"_mp\", flowmodel=gwf, exe_name=exe_name, model_ws=ws\n", + ")\n", + "mpbas = flopy.modpath.Modpath7Bas(mp, porosity=0.1, defaultiface=defaultiface6)\n", + "mpsim = flopy.modpath.Modpath7Sim(\n", + " mp,\n", + " simulationtype=\"combined\",\n", + " trackingdirection=\"forward\",\n", + " weaksinkoption=\"pass_through\",\n", + " weaksourceoption=\"pass_through\",\n", + " budgetoutputoption=\"summary\",\n", + " budgetcellnumbers=[1049, 1259],\n", + " traceparticledata=[1, 1000],\n", + " referencetime=[0, 0, 0.0],\n", + " stoptimeoption=\"extend\",\n", + " timepointdata=[500, 1000.0],\n", + " zonedataoption=\"on\",\n", + " zones=zones,\n", + " particlegroups=particlegroups,\n", + ")\n", "\n", "# write modpath datasets\n", "mp.write_input()\n", @@ -705,10 +746,10 @@ "metadata": {}, "outputs": [], "source": [ - "fpth = os.path.join(ws, nm + '_mp.mppth')\n", + "fpth = os.path.join(ws, nm + \"_mp.mppth\")\n", "p = flopy.utils.PathlineFile(fpth)\n", - "pw1 = p.get_destination_pathline_data(nodew)\n", - "pr1 = p.get_destination_pathline_data(nodesr)" + "pw1 = p.get_destination_pathline_data(nodew, to_recarray=True)\n", + "pr1 = p.get_destination_pathline_data(nodesr, to_recarray=True)" ] }, { @@ -726,9 +767,9 @@ "metadata": {}, "outputs": [], "source": [ - "fpth = os.path.join(ws, nm + '_mp.mpend')\n", + "fpth = os.path.join(ws, nm + \"_mp.mpend\")\n", "e = flopy.utils.EndpointFile(fpth)\n", - "well_epd = e.get_destination_endpoint_data(dest_cells=nodew) " + "well_epd = e.get_destination_endpoint_data(dest_cells=nodew)" ] }, { @@ -767,9 +808,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "### Plot MODPATH 7 output\n", - "\n", - "Use MODFLOW-2005 model for plotting (until MODFLOW 6 grid object implemented)" + "### Plot MODPATH 7 output\n" ] }, { @@ -779,7 +818,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -791,11 +830,11 @@ } ], "source": [ - "mm = flopy.plot.PlotMapView(model=m)\n", + "mm = flopy.plot.PlotMapView(model=gwf)\n", "mm.plot_grid(lw=0.5)\n", - "mm.plot_pathline(pw1, layer='all', color='blue', label='captured by wells')\n", - "mm.plot_pathline(pr1, layer='all', color='green', label='captured by rivers')\n", - "mm.plot_endpoint(epd1, direction='starting', colorbar=True)\n", + "mm.plot_pathline(pw1, layer=\"all\", color=\"blue\", label=\"captured by wells\")\n", + "mm.plot_pathline(pr1, layer=\"all\", color=\"green\", label=\"captured by rivers\")\n", + "mm.plot_endpoint(epd1, direction=\"starting\", colorbar=True)\n", "mm.ax.legend();" ] }, @@ -815,7 +854,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -830,36 +869,72 @@ "f, axes = plt.subplots(ncols=3, nrows=1, sharey=True, figsize=(15, 10))\n", "axes = axes.flatten()\n", "ax = axes[0]\n", - "ax.set_aspect('equal')\n", + "ax.set_aspect(\"equal\")\n", "mm = flopy.plot.PlotMapView(model=m, ax=ax)\n", "mm.plot_grid(lw=0.5)\n", - "mm.plot_pathline(pw0, layer='all', color='blue', lw=1,\n", - " marker='o', markercolor='black', markersize=3, markerevery=5)\n", - "mm.plot_pathline(pr0, layer='all', color='green', lw=1,\n", - " marker='o', markercolor='black', markersize=3, markerevery=5)\n", - "ax.set_title('MODFLOW-2005')\n", + "mm.plot_pathline(\n", + " pw0,\n", + " layer=\"all\",\n", + " color=\"blue\",\n", + " lw=1,\n", + " marker=\"o\",\n", + " markercolor=\"black\",\n", + " markersize=3,\n", + " markerevery=5,\n", + ")\n", + "mm.plot_pathline(\n", + " pr0,\n", + " layer=\"all\",\n", + " color=\"green\",\n", + " lw=1,\n", + " marker=\"o\",\n", + " markercolor=\"black\",\n", + " markersize=3,\n", + " markerevery=5,\n", + ")\n", + "ax.set_title(\"MODFLOW-2005\")\n", "\n", "ax = axes[1]\n", - "ax.set_aspect('equal')\n", - "mm = flopy.plot.PlotMapView(model=m, ax=ax)\n", + "ax.set_aspect(\"equal\")\n", + "mm = flopy.plot.PlotMapView(model=gwf, ax=ax)\n", "mm.plot_grid(lw=0.5)\n", - "mm.plot_pathline(pw1, layer='all', color='blue', lw=1,\n", - " marker='o', markercolor='black', markersize=3, markerevery=5)\n", - "mm.plot_pathline(pr1, layer='all', color='green', lw=1,\n", - " marker='o', markercolor='black', markersize=3, markerevery=5)\n", - "ax.set_title('MODFLOW 6')\n", + "mm.plot_pathline(\n", + " pw1,\n", + " layer=\"all\",\n", + " color=\"blue\",\n", + " lw=1,\n", + " marker=\"o\",\n", + " markercolor=\"black\",\n", + " markersize=3,\n", + " markerevery=5,\n", + ")\n", + "mm.plot_pathline(\n", + " pr1,\n", + " layer=\"all\",\n", + " color=\"green\",\n", + " lw=1,\n", + " marker=\"o\",\n", + " markercolor=\"black\",\n", + " markersize=3,\n", + " markerevery=5,\n", + ")\n", + "ax.set_title(\"MODFLOW 6\")\n", "\n", "\n", "ax = axes[2]\n", - "ax.set_aspect('equal')\n", + "ax.set_aspect(\"equal\")\n", "mm = flopy.plot.PlotMapView(model=m, ax=ax)\n", "mm.plot_grid(lw=0.5)\n", - "mm.plot_pathline(pw1, layer='all', color='blue', lw=1, label='MODFLOW 6')\n", - "mm.plot_pathline(pw0, layer='all', color='blue', lw=1, linestyle=':', label='MODFLOW-2005')\n", - "mm.plot_pathline(pr1, layer='all', color='green', lw=1, label='_none')\n", - "mm.plot_pathline(pr0, layer='all', color='green', lw=1, linestyle=':', label='_none')\n", + "mm.plot_pathline(pw1, layer=\"all\", color=\"blue\", lw=1, label=\"MODFLOW 6\")\n", + "mm.plot_pathline(\n", + " pw0, layer=\"all\", color=\"blue\", lw=1, linestyle=\":\", label=\"MODFLOW-2005\"\n", + ")\n", + "mm.plot_pathline(pr1, layer=\"all\", color=\"green\", lw=1, label=\"_none\")\n", + "mm.plot_pathline(\n", + " pr0, layer=\"all\", color=\"green\", lw=1, linestyle=\":\", label=\"_none\"\n", + ")\n", "ax.legend()\n", - "ax.set_title('MODFLOW 2005 and MODFLOW 6');" + "ax.set_title(\"MODFLOW 2005 and MODFLOW 6\");" ] }, { @@ -886,9 +961,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_modpath7_unstructured_example.ipynb b/examples/Notebooks/flopy3_modpath7_unstructured_example.ipynb index e611ce37b7..a411417e04 100644 --- a/examples/Notebooks/flopy3_modpath7_unstructured_example.ipynb +++ b/examples/Notebooks/flopy3_modpath7_unstructured_example.ipynb @@ -29,7 +29,7 @@ "text": [ "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -44,17 +44,17 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", " print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))\n", + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))\n", "\n", - "if not os.path.exists(\"data\"):\n", - " os.mkdir(\"data\")" + "if not os.path.isdir(\"data\"):\n", + " os.makedirs(\"data\", exist_ok=True)" ] }, { @@ -70,7 +70,7 @@ "metadata": {}, "outputs": [], "source": [ - "from flopy.utils.gridgen import Gridgen " + "from flopy.utils.gridgen import Gridgen" ] }, { @@ -86,8 +86,8 @@ "metadata": {}, "outputs": [], "source": [ - "Lx = 10000.\n", - "Ly = 10500.\n", + "Lx = 10000.0\n", + "Ly = 10500.0\n", "nlay = 3\n", "nrow = 21\n", "ncol = 20\n", @@ -104,8 +104,16 @@ "outputs": [], "source": [ "ms = flopy.modflow.Modflow()\n", - "dis5 = flopy.modflow.ModflowDis(ms, nlay=nlay, nrow=nrow, ncol=ncol, delr=delr,\n", - " delc=delc, top=top, botm=botm)" + "dis5 = flopy.modflow.ModflowDis(\n", + " ms,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=top,\n", + " botm=botm,\n", + ")" ] }, { @@ -121,9 +129,9 @@ "metadata": {}, "outputs": [], "source": [ - "model_name = 'mp7p2'\n", - "model_ws = os.path.join('data', 'mp7_ex2', 'mf6')\n", - "gridgen_ws = os.path.join(model_ws, 'gridgen')\n", + "model_name = \"mp7p2_u\"\n", + "model_ws = os.path.join(\"data\", \"mp7_ex2\", \"mf6\")\n", + "gridgen_ws = os.path.join(model_ws, \"gridgen\")\n", "g = Gridgen(dis5, model_ws=gridgen_ws)" ] }, @@ -140,29 +148,35 @@ "metadata": {}, "outputs": [], "source": [ - "rf0shp = os.path.join(gridgen_ws, 'rf0')\n", + "rf0shp = os.path.join(gridgen_ws, \"rf0\")\n", "xmin = 7 * delr\n", "xmax = 12 * delr\n", "ymin = 8 * delc\n", "ymax = 13 * delc\n", - "rfpoly = [[[(xmin, ymin), (xmax, ymin), (xmax, ymax), (xmin, ymax), (xmin, ymin)]]]\n", - "g.add_refinement_features(rfpoly, 'polygon', 1, range(nlay))\n", + "rfpoly = [\n", + " [[(xmin, ymin), (xmax, ymin), (xmax, ymax), (xmin, ymax), (xmin, ymin)]]\n", + "]\n", + "g.add_refinement_features(rfpoly, \"polygon\", 1, range(nlay))\n", "\n", - "rf1shp = os.path.join(gridgen_ws, 'rf1')\n", + "rf1shp = os.path.join(gridgen_ws, \"rf1\")\n", "xmin = 8 * delr\n", "xmax = 11 * delr\n", "ymin = 9 * delc\n", "ymax = 12 * delc\n", - "rfpoly = [[[(xmin, ymin), (xmax, ymin), (xmax, ymax), (xmin, ymax), (xmin, ymin)]]]\n", - "g.add_refinement_features(rfpoly, 'polygon', 2, range(nlay))\n", + "rfpoly = [\n", + " [[(xmin, ymin), (xmax, ymin), (xmax, ymax), (xmin, ymax), (xmin, ymin)]]\n", + "]\n", + "g.add_refinement_features(rfpoly, \"polygon\", 2, range(nlay))\n", "\n", - "rf2shp = os.path.join(gridgen_ws, 'rf2')\n", + "rf2shp = os.path.join(gridgen_ws, \"rf2\")\n", "xmin = 9 * delr\n", "xmax = 10 * delr\n", "ymin = 10 * delc\n", "ymax = 11 * delc\n", - "rfpoly = [[[(xmin, ymin), (xmax, ymin), (xmax, ymax), (xmin, ymax), (xmin, ymin)]]]\n", - "g.add_refinement_features(rfpoly, 'polygon', 3, range(nlay))" + "rfpoly = [\n", + " [[(xmin, ymin), (xmax, ymin), (xmax, ymax), (xmin, ymax), (xmin, ymin)]]\n", + "]\n", + "g.add_refinement_features(rfpoly, \"polygon\", 3, range(nlay))" ] }, { @@ -196,9 +210,9 @@ "ax = fig.add_subplot(1, 1, 1)\n", "mm = flopy.plot.PlotMapView(model=ms)\n", "mm.plot_grid()\n", - "flopy.plot.plot_shapefile(rf0shp, ax=ax, facecolor='yellow', edgecolor='none')\n", - "flopy.plot.plot_shapefile(rf1shp, ax=ax, facecolor='pink', edgecolor='none')\n", - "flopy.plot.plot_shapefile(rf2shp, ax=ax, facecolor='red', edgecolor='none');" + "flopy.plot.plot_shapefile(rf0shp, ax=ax, facecolor=\"yellow\", edgecolor=\"none\")\n", + "flopy.plot.plot_shapefile(rf1shp, ax=ax, facecolor=\"pink\", edgecolor=\"none\")\n", + "flopy.plot.plot_shapefile(rf2shp, ax=ax, facecolor=\"red\", edgecolor=\"none\");" ] }, { @@ -230,7 +244,7 @@ ], "source": [ "fig = plt.figure(figsize=(5, 5), constrained_layout=True)\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "g.plot(ax, linewidth=0.5);" ] }, @@ -248,7 +262,7 @@ "outputs": [], "source": [ "gridprops = g.get_gridprops_disv()\n", - "#gridprops" + "# gridprops" ] }, { @@ -257,12 +271,12 @@ "metadata": {}, "outputs": [], "source": [ - "ncpl = gridprops['ncpl']\n", - "top = gridprops['top']\n", - "botm = gridprops['botm']\n", - "nvert = gridprops['nvert']\n", - "vertices = gridprops['vertices']\n", - "cell2d = gridprops['cell2d']" + "ncpl = gridprops[\"ncpl\"]\n", + "top = gridprops[\"top\"]\n", + "botm = gridprops[\"botm\"]\n", + "nvert = gridprops[\"nvert\"]\n", + "vertices = gridprops[\"vertices\"]\n", + "cell2d = gridprops[\"cell2d\"]" ] }, { @@ -286,15 +300,9 @@ " writing simulation name file...\n", " writing simulation tdis package...\n", " writing ims package ims...\n", - " writing model mp7p2...\n", + " writing model mp7p2_u...\n", " writing model name file...\n", - " writing package disv...\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + " writing package disv...\n", " writing package ic...\n", " writing package npf...\n", " writing package wel_0...\n", @@ -308,71 +316,95 @@ ], "source": [ "# create simulation\n", - "sim = flopy.mf6.MFSimulation(sim_name=model_name, version='mf6', exe_name='mf6', \n", - " sim_ws=model_ws)\n", + "sim = flopy.mf6.MFSimulation(\n", + " sim_name=model_name, version=\"mf6\", exe_name=\"mf6\", sim_ws=model_ws\n", + ")\n", "\n", "# create tdis package\n", "tdis_rc = [(1000.0, 1, 1.0)]\n", - "tdis = flopy.mf6.ModflowTdis(sim, pname='tdis', time_units='DAYS', \n", - " perioddata=tdis_rc)\n", + "tdis = flopy.mf6.ModflowTdis(\n", + " sim, pname=\"tdis\", time_units=\"DAYS\", perioddata=tdis_rc\n", + ")\n", "\n", "# create gwf model\n", - "gwf = flopy.mf6.ModflowGwf(sim, modelname=model_name,\n", - " model_nam_file='{}.nam'.format(model_name))\n", + "gwf = flopy.mf6.ModflowGwf(\n", + " sim, modelname=model_name, model_nam_file=\"{}.nam\".format(model_name)\n", + ")\n", "gwf.name_file.save_flows = True\n", "\n", "# create iterative model solution and register the gwf model with it\n", - "ims = flopy.mf6.ModflowIms(sim, pname='ims', print_option='SUMMARY', \n", - " complexity='SIMPLE', outer_dvclose=1.e-5, \n", - " outer_maximum=100, under_relaxation='NONE', \n", - " inner_maximum=100, inner_dvclose=1.e-6, \n", - " rcloserecord=0.1, linear_acceleration='BICGSTAB', \n", - " scaling_method='NONE', reordering_method='NONE', \n", - " relaxation_factor=0.99)\n", + "ims = flopy.mf6.ModflowIms(\n", + " sim,\n", + " pname=\"ims\",\n", + " print_option=\"SUMMARY\",\n", + " complexity=\"SIMPLE\",\n", + " outer_dvclose=1.0e-5,\n", + " outer_maximum=100,\n", + " under_relaxation=\"NONE\",\n", + " inner_maximum=100,\n", + " inner_dvclose=1.0e-6,\n", + " rcloserecord=0.1,\n", + " linear_acceleration=\"BICGSTAB\",\n", + " scaling_method=\"NONE\",\n", + " reordering_method=\"NONE\",\n", + " relaxation_factor=0.99,\n", + ")\n", "sim.register_ims_package(ims, [gwf.name])\n", "\n", "# disv\n", - "disv = flopy.mf6.ModflowGwfdisv(gwf, nlay=nlay, ncpl=ncpl, \n", - " top=top, botm=botm, \n", - " nvert=nvert, vertices=vertices, \n", - " cell2d=cell2d)\n", + "disv = flopy.mf6.ModflowGwfdisv(\n", + " gwf,\n", + " nlay=nlay,\n", + " ncpl=ncpl,\n", + " top=top,\n", + " botm=botm,\n", + " nvert=nvert,\n", + " vertices=vertices,\n", + " cell2d=cell2d,\n", + ")\n", "\n", "# initial conditions\n", - "ic = flopy.mf6.ModflowGwfic(gwf, pname='ic', strt=320.)\n", + "ic = flopy.mf6.ModflowGwfic(gwf, pname=\"ic\", strt=320.0)\n", "\n", "# node property flow\n", - "npf = flopy.mf6.ModflowGwfnpf(gwf, xt3doptions=[('xt3d')], \n", - " icelltype=[1,0,0], \n", - " k=[50.0, 0.01, 200.0],\n", - " k33=[10., 0.01, 20.])\n", + "npf = flopy.mf6.ModflowGwfnpf(\n", + " gwf,\n", + " xt3doptions=[(\"xt3d\")],\n", + " icelltype=[1, 0, 0],\n", + " k=[50.0, 0.01, 200.0],\n", + " k33=[10.0, 0.01, 20.0],\n", + ")\n", "\n", "# wel\n", - "wellpoints = [(4750., 5250.)]\n", - "welcells = g.intersect(wellpoints, 'point', 0)\n", - "#welspd = flopy.mf6.ModflowGwfwel.stress_period_data.empty(gwf, maxbound=1, aux_vars=['iface'])\n", - "welspd = [[(2, icpl), -150000, 0] for icpl in welcells['nodenumber']]\n", - "wel = flopy.mf6.ModflowGwfwel(gwf, print_input=True,\n", - " auxiliary=[('iface', )],\n", - " stress_period_data=welspd)\n", + "wellpoints = [(4750.0, 5250.0)]\n", + "welcells = g.intersect(wellpoints, \"point\", 0)\n", + "# welspd = flopy.mf6.ModflowGwfwel.stress_period_data.empty(gwf, maxbound=1, aux_vars=['iface'])\n", + "welspd = [[(2, icpl), -150000, 0] for icpl in welcells[\"nodenumber\"]]\n", + "wel = flopy.mf6.ModflowGwfwel(\n", + " gwf, print_input=True, auxiliary=[(\"iface\",)], stress_period_data=welspd\n", + ")\n", "\n", "# rch\n", - "aux = [np.ones(ncpl, dtype=int)*6]\n", - "rch = flopy.mf6.ModflowGwfrcha(gwf, recharge=0.005, \n", - " auxiliary=[('iface',)], \n", - " aux={0: [6]})\n", + "aux = [np.ones(ncpl, dtype=int) * 6]\n", + "rch = flopy.mf6.ModflowGwfrcha(\n", + " gwf, recharge=0.005, auxiliary=[(\"iface\",)], aux={0: [6]}\n", + ")\n", "# riv\n", - "riverline = [[[(Lx - 1., Ly), (Lx - 1., 0.)]]]\n", - "rivcells = g.intersect(riverline, 'line', 0)\n", - "rivspd = [[(0, icpl), 320., 100000., 318] for icpl in rivcells['nodenumber']]\n", + "riverline = [[[(Lx - 1.0, Ly), (Lx - 1.0, 0.0)]]]\n", + "rivcells = g.intersect(riverline, \"line\", 0)\n", + "rivspd = [[(0, icpl), 320.0, 100000.0, 318] for icpl in rivcells[\"nodenumber\"]]\n", "riv = flopy.mf6.ModflowGwfriv(gwf, stress_period_data=rivspd)\n", "\n", "# output control\n", - "oc = flopy.mf6.ModflowGwfoc(gwf, pname='oc', budget_filerecord='{}.cbb'.format(model_name),\n", - " head_filerecord='{}.hds'.format(model_name),\n", - " headprintrecord=[('COLUMNS', 10, 'WIDTH', 15,\n", - " 'DIGITS', 6, 'GENERAL')],\n", - " saverecord=[('HEAD', 'ALL'), ('BUDGET', 'ALL')],\n", - " printrecord=[('HEAD', 'ALL'), ('BUDGET', 'ALL')])\n", + "oc = flopy.mf6.ModflowGwfoc(\n", + " gwf,\n", + " pname=\"oc\",\n", + " budget_filerecord=\"{}.cbb\".format(model_name),\n", + " head_filerecord=\"{}.hds\".format(model_name),\n", + " headprintrecord=[(\"COLUMNS\", 10, \"WIDTH\", 15, \"DIGITS\", 6, \"GENERAL\")],\n", + " saverecord=[(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")],\n", + " printrecord=[(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")],\n", + ")\n", "\n", "sim.write_simulation()" ] @@ -393,12 +425,19 @@ "name": "stdout", "output_type": "stream", "text": [ - "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Aug 01 2021 12:51:08 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -413,12 +452,12 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:38:35\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:52:02\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n", + "\n", " Solving: Stress period: 1 Time step: 1\n" ] }, @@ -426,10 +465,10 @@ "name": "stdout", "output_type": "stream", "text": [ - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:38:36\n", - " Elapsed run time: 0.170 Seconds\n", - " \n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:52:02\n", + " Elapsed run time: 0.185 Seconds\n", + "\n", " Normal termination of simulation.\n" ] }, @@ -468,7 +507,7 @@ "metadata": {}, "outputs": [], "source": [ - "fname = os.path.join(model_ws, model_name + '.disv.grb')\n", + "fname = os.path.join(model_ws, model_name + \".disv.grb\")\n", "grd = flopy.mf6.utils.MfGrdFile(fname, verbose=False)\n", "mg = grd.modelgrid" ] @@ -493,17 +532,22 @@ ], "source": [ "ibd = np.zeros((ncpl), dtype=int)\n", - "ibd[welcells['nodenumber']] = 1\n", - "ibd[rivcells['nodenumber']] = 2\n", + "ibd[welcells[\"nodenumber\"]] = 1\n", + "ibd[rivcells[\"nodenumber\"]] = 2\n", "ibd = np.ma.masked_equal(ibd, 0)\n", "fig = plt.figure(figsize=(8, 8), constrained_layout=True)\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "pmv = flopy.plot.PlotMapView(modelgrid=mg, ax=ax)\n", "ax.set_xlim(0, Lx)\n", "ax.set_ylim(0, Ly)\n", - "cmap = mpl.colors.ListedColormap(['r','g',])\n", - "pc = pmv.plot_array(ibd, cmap=cmap, edgecolor='gray')\n", - "t = ax.set_title('Boundary Conditions\\n');" + "cmap = mpl.colors.ListedColormap(\n", + " [\n", + " \"r\",\n", + " \"g\",\n", + " ]\n", + ")\n", + "pc = pmv.plot_array(ibd, cmap=cmap, edgecolor=\"gray\")\n", + "t = ax.set_title(\"Boundary Conditions\\n\");" ] }, { @@ -523,7 +567,7 @@ } ], "source": [ - "fname = os.path.join(model_ws, model_name + '.hds')\n", + "fname = os.path.join(model_ws, model_name + \".hds\")\n", "hdobj = flopy.utils.HeadFile(fname)\n", "head = hdobj.get_data()\n", "head.shape" @@ -549,20 +593,22 @@ ], "source": [ "ilay = 2\n", - "cint = .25\n", + "cint = 0.25\n", "fig = plt.figure(figsize=(8, 8), constrained_layout=True)\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mm = flopy.plot.PlotMapView(modelgrid=mg, ax=ax, layer=ilay)\n", "ax.set_xlim(0, Lx)\n", "ax.set_ylim(0, Ly)\n", - "pc = mm.plot_array(head[:, 0, :], cmap='jet', edgecolor='black')\n", + "pc = mm.plot_array(head[:, 0, :], cmap=\"jet\", edgecolor=\"black\")\n", "hmin = head[ilay, 0, :].min()\n", "hmax = head[ilay, 0, :].max()\n", "levels = np.arange(np.floor(hmin), np.ceil(hmax) + cint, cint)\n", - "cs = mm.contour_array(head[:, 0, :], colors='white', levels=levels)\n", - "plt.clabel(cs, fmt='%.1f', colors='white', fontsize=11)\n", + "cs = mm.contour_array(head[:, 0, :], colors=\"white\", levels=levels)\n", + "plt.clabel(cs, fmt=\"%.1f\", colors=\"white\", fontsize=11)\n", "cb = plt.colorbar(pc, shrink=0.5)\n", - "t = ax.set_title('Model Layer {}; hmin={:6.2f}, hmax={:6.2f}'.format(ilay + 1, hmin, hmax));" + "t = ax.set_title(\n", + " \"Model Layer {}; hmin={:6.2f}, hmax={:6.2f}\".format(ilay + 1, hmin, hmax)\n", + ");" ] }, { @@ -597,26 +643,26 @@ "\n", "mg.get_cell_vertices\n", "fig = plt.figure(figsize=(8, 8), constrained_layout=True)\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mm = flopy.plot.PlotMapView(modelgrid=mg, ax=ax)\n", - "v = mm.plot_grid(edgecolor='black')\n", - "t = ax.set_title('Model Cells and Vertices (one-based)\\n')\n", + "v = mm.plot_grid(edgecolor=\"black\")\n", + "t = ax.set_title(\"Model Cells and Vertices (one-based)\\n\")\n", "ax.set_xlim(xmin, xmax)\n", "ax.set_ylim(ymin, ymax)\n", "\n", "verts = mg.verts\n", - "ax.plot(verts[:, 0], verts[:, 1], 'bo')\n", + "ax.plot(verts[:, 0], verts[:, 1], \"bo\")\n", "for i in range(ncpl):\n", " x, y = verts[i, 0], verts[i, 1]\n", " if xmin <= x <= xmax and ymin <= y <= ymax:\n", - " ax.annotate(str(i + 1), verts[i, :], color='b')\n", - " \n", + " ax.annotate(str(i + 1), verts[i, :], color=\"b\")\n", + "\n", "xc, yc = mg.get_xcellcenters_for_layer(0), mg.get_ycellcenters_for_layer(0)\n", "for i in range(ncpl):\n", " x, y = xc[i], yc[i]\n", " ax.plot(x, y, \"ro\")\n", " if xmin <= x <= xmax and ymin <= y <= ymax:\n", - " ax.annotate(str(i + 1), (x, y), color='r') " + " ax.annotate(str(i + 1), (x, y), color=\"r\")" ] }, { @@ -634,8 +680,8 @@ "metadata": {}, "outputs": [], "source": [ - "mp_namea = model_name + 'a_mp'\n", - "mp_nameb = model_name + 'b_mp'" + "mp_namea = model_name + \"a_mp\"\n", + "mp_nameb = model_name + \"b_mp\"" ] }, { @@ -653,36 +699,44 @@ "metadata": {}, "outputs": [], "source": [ - "pcoord = np.array([[0.000, 0.125, 0.500],\n", - " [0.000, 0.375, 0.500],\n", - " [0.000, 0.625, 0.500],\n", - " [0.000, 0.875, 0.500],\n", - " [1.000, 0.125, 0.500],\n", - " [1.000, 0.375, 0.500],\n", - " [1.000, 0.625, 0.500],\n", - " [1.000, 0.875, 0.500],\n", - " [0.125, 0.000, 0.500],\n", - " [0.375, 0.000, 0.500],\n", - " [0.625, 0.000, 0.500],\n", - " [0.875, 0.000, 0.500],\n", - " [0.125, 1.000, 0.500],\n", - " [0.375, 1.000, 0.500],\n", - " [0.625, 1.000, 0.500],\n", - " [0.875, 1.000, 0.500]])\n", - "nodew = gwf.disv.ncpl.array * 2 + welcells['nodenumber'][0]\n", + "pcoord = np.array(\n", + " [\n", + " [0.000, 0.125, 0.500],\n", + " [0.000, 0.375, 0.500],\n", + " [0.000, 0.625, 0.500],\n", + " [0.000, 0.875, 0.500],\n", + " [1.000, 0.125, 0.500],\n", + " [1.000, 0.375, 0.500],\n", + " [1.000, 0.625, 0.500],\n", + " [1.000, 0.875, 0.500],\n", + " [0.125, 0.000, 0.500],\n", + " [0.375, 0.000, 0.500],\n", + " [0.625, 0.000, 0.500],\n", + " [0.875, 0.000, 0.500],\n", + " [0.125, 1.000, 0.500],\n", + " [0.375, 1.000, 0.500],\n", + " [0.625, 1.000, 0.500],\n", + " [0.875, 1.000, 0.500],\n", + " ]\n", + ")\n", + "nodew = gwf.disv.ncpl.array * 2 + welcells[\"nodenumber\"][0]\n", "plocs = [nodew for i in range(pcoord.shape[0])]\n", "\n", "# create particle data\n", - "pa = flopy.modpath.ParticleData(plocs, structured=False,\n", - " localx=pcoord[:, 0],\n", - " localy=pcoord[:, 1],\n", - " localz=pcoord[:, 2],\n", - " drape=0)\n", + "pa = flopy.modpath.ParticleData(\n", + " plocs,\n", + " structured=False,\n", + " localx=pcoord[:, 0],\n", + " localy=pcoord[:, 1],\n", + " localz=pcoord[:, 2],\n", + " drape=0,\n", + ")\n", "\n", "# create backward particle group\n", - "fpth = mp_namea + '.sloc'\n", - "pga = flopy.modpath.ParticleGroup(particlegroupname='BACKWARD1', particledata=pa,\n", - " filename=fpth)" + "fpth = mp_namea + \".sloc\"\n", + "pga = flopy.modpath.ParticleGroup(\n", + " particlegroupname=\"BACKWARD1\", particledata=pa, filename=fpth\n", + ")" ] }, { @@ -698,19 +752,27 @@ "metadata": {}, "outputs": [], "source": [ - "facedata = flopy.modpath.FaceDataType(drape=0,\n", - " verticaldivisions1=10, horizontaldivisions1=10,\n", - " verticaldivisions2=10, horizontaldivisions2=10,\n", - " verticaldivisions3=10, horizontaldivisions3=10,\n", - " verticaldivisions4=10, horizontaldivisions4=10,\n", - " rowdivisions5=0, columndivisions5=0,\n", - " rowdivisions6=4, columndivisions6=4)\n", + "facedata = flopy.modpath.FaceDataType(\n", + " drape=0,\n", + " verticaldivisions1=10,\n", + " horizontaldivisions1=10,\n", + " verticaldivisions2=10,\n", + " horizontaldivisions2=10,\n", + " verticaldivisions3=10,\n", + " horizontaldivisions3=10,\n", + " verticaldivisions4=10,\n", + " horizontaldivisions4=10,\n", + " rowdivisions5=0,\n", + " columndivisions5=0,\n", + " rowdivisions6=4,\n", + " columndivisions6=4,\n", + ")\n", "pb = flopy.modpath.NodeParticleData(subdivisiondata=facedata, nodes=nodew)\n", "# create forward particle group\n", - "fpth = mp_nameb + '.sloc'\n", - "pgb = flopy.modpath.ParticleGroupNodeTemplate(particlegroupname='BACKWARD2', \n", - " particledata=pb,\n", - " filename=fpth)" + "fpth = mp_nameb + \".sloc\"\n", + "pgb = flopy.modpath.ParticleGroupNodeTemplate(\n", + " particlegroupname=\"BACKWARD2\", particledata=pb, filename=fpth\n", + ")" ] }, { @@ -766,17 +828,21 @@ ], "source": [ "# create modpath files\n", - "mp = flopy.modpath.Modpath7(modelname=mp_namea, flowmodel=gwf,\n", - " exe_name='mp7', model_ws=model_ws)\n", + "mp = flopy.modpath.Modpath7(\n", + " modelname=mp_namea, flowmodel=gwf, exe_name=\"mp7\", model_ws=model_ws\n", + ")\n", "flopy.modpath.Modpath7Bas(mp, porosity=0.1)\n", - "flopy.modpath.Modpath7Sim(mp, simulationtype='combined',\n", - " trackingdirection='backward',\n", - " weaksinkoption='pass_through',\n", - " weaksourceoption='pass_through',\n", - " referencetime=0.,\n", - " stoptimeoption='extend',\n", - " timepointdata=[500, 1000.],\n", - " particlegroups=pga)\n", + "flopy.modpath.Modpath7Sim(\n", + " mp,\n", + " simulationtype=\"combined\",\n", + " trackingdirection=\"backward\",\n", + " weaksinkoption=\"pass_through\",\n", + " weaksourceoption=\"pass_through\",\n", + " referencetime=0.0,\n", + " stoptimeoption=\"extend\",\n", + " timepointdata=[500, 1000.0],\n", + " particlegroups=pga,\n", + ")\n", "\n", "# write modpath datasets\n", "mp.write_input()\n", @@ -798,7 +864,7 @@ "metadata": {}, "outputs": [], "source": [ - "fpth = os.path.join(model_ws, mp_namea + '.mppth')\n", + "fpth = os.path.join(model_ws, mp_namea + \".mppth\")\n", "p = flopy.utils.PathlineFile(fpth)\n", "p0 = p.get_alldata()" ] @@ -809,7 +875,7 @@ "metadata": {}, "outputs": [], "source": [ - "fpth = os.path.join(model_ws, mp_namea + '.timeseries')\n", + "fpth = os.path.join(model_ws, mp_namea + \".timeseries\")\n", "ts = flopy.utils.TimeseriesFile(fpth)\n", "ts0 = ts.get_alldata()" ] @@ -841,16 +907,21 @@ ], "source": [ "fig = plt.figure(figsize=(8, 8), constrained_layout=True)\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mm = flopy.plot.PlotMapView(modelgrid=mg, ax=ax)\n", "ax.set_xlim(0, Lx)\n", "ax.set_ylim(0, Ly)\n", - "cmap = mpl.colors.ListedColormap(['r','g',])\n", - "v = mm.plot_array(ibd, cmap=cmap, edgecolor='gray')\n", - "mm.plot_pathline(p0, layer='all', color='blue', lw=0.75)\n", - "colors = ['green', 'orange', 'red']\n", + "cmap = mpl.colors.ListedColormap(\n", + " [\n", + " \"r\",\n", + " \"g\",\n", + " ]\n", + ")\n", + "v = mm.plot_array(ibd, cmap=cmap, edgecolor=\"gray\")\n", + "mm.plot_pathline(p0, layer=\"all\", color=\"blue\", lw=0.75)\n", + "colors = [\"green\", \"orange\", \"red\"]\n", "for k in range(nlay):\n", - " mm.plot_timeseries(ts0, layer=k, marker='o', lw=0, color=colors[k]);" + " mm.plot_timeseries(ts0, layer=k, marker=\"o\", lw=0, color=colors[k]);" ] }, { @@ -906,16 +977,20 @@ ], "source": [ "# create modpath files\n", - "mp = flopy.modpath.Modpath7(modelname=mp_nameb, flowmodel=gwf,\n", - " exe_name='mp7', model_ws=model_ws)\n", + "mp = flopy.modpath.Modpath7(\n", + " modelname=mp_nameb, flowmodel=gwf, exe_name=\"mp7\", model_ws=model_ws\n", + ")\n", "flopy.modpath.Modpath7Bas(mp, porosity=0.1)\n", - "flopy.modpath.Modpath7Sim(mp, simulationtype='endpoint',\n", - " trackingdirection='backward',\n", - " weaksinkoption='pass_through',\n", - " weaksourceoption='pass_through',\n", - " referencetime=0.,\n", - " stoptimeoption='extend',\n", - " particlegroups=pgb)\n", + "flopy.modpath.Modpath7Sim(\n", + " mp,\n", + " simulationtype=\"endpoint\",\n", + " trackingdirection=\"backward\",\n", + " weaksinkoption=\"pass_through\",\n", + " weaksourceoption=\"pass_through\",\n", + " referencetime=0.0,\n", + " stoptimeoption=\"extend\",\n", + " particlegroups=pgb,\n", + ")\n", "\n", "# write modpath datasets\n", "mp.write_input()\n", @@ -937,7 +1012,7 @@ "metadata": {}, "outputs": [], "source": [ - "fpth = os.path.join(model_ws, mp_nameb + '.mpend')\n", + "fpth = os.path.join(model_ws, mp_nameb + \".mpend\")\n", "e = flopy.utils.EndpointFile(fpth)\n", "e0 = e.get_alldata()" ] @@ -969,13 +1044,18 @@ ], "source": [ "fig = plt.figure(figsize=(8, 8), constrained_layout=True)\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mm = flopy.plot.PlotMapView(modelgrid=mg, ax=ax)\n", "ax.set_xlim(0, Lx)\n", "ax.set_ylim(0, Ly)\n", - "cmap = mpl.colors.ListedColormap(['r','g',])\n", - "v = mm.plot_array(ibd, cmap=cmap, edgecolor='gray')\n", - "mm.plot_endpoint(e0, direction='ending', colorbar=True, shrink=0.5);" + "cmap = mpl.colors.ListedColormap(\n", + " [\n", + " \"r\",\n", + " \"g\",\n", + " ]\n", + ")\n", + "v = mm.plot_array(ibd, cmap=cmap, edgecolor=\"gray\")\n", + "mm.plot_endpoint(e0, direction=\"ending\", colorbar=True, shrink=0.5);" ] }, { @@ -1002,7 +1082,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_mt3d-usgs_example_with_sft_lkt_uzt.ipynb b/examples/Notebooks/flopy3_mt3d-usgs_example_with_sft_lkt_uzt.ipynb index 382f2e6fc2..d72717052e 100644 --- a/examples/Notebooks/flopy3_mt3d-usgs_example_with_sft_lkt_uzt.ipynb +++ b/examples/Notebooks/flopy3_mt3d-usgs_example_with_sft_lkt_uzt.ipynb @@ -25,11 +25,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -47,14 +47,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -73,21 +73,23 @@ "metadata": {}, "outputs": [], "source": [ - "modelpth = os.path.join('.', 'temp', 'no3')\n", - "modelname = 'no3'\n", - "mfexe = 'mfnwt'\n", - "mtexe = 'mt3dusgs'\n", + "modelpth = os.path.join(\".\", \"temp\", \"no3\")\n", + "modelname = \"no3\"\n", + "mfexe = \"mfnwt\"\n", + "mtexe = \"mt3dusgs\"\n", "\n", - "if platform.system() == 'Windows':\n", - " mfexe += '.exe'\n", - " mtexe += '.exe'\n", + "if platform.system() == \"Windows\":\n", + " mfexe += \".exe\"\n", + " mtexe += \".exe\"\n", "\n", "# Make sure modelpth directory exists\n", - "if not os.path.exists(modelpth):\n", - " os.makedirs(modelpth)\n", + "if not os.path.isdir(modelpth):\n", + " os.makedirs(modelpth, exist_ok=True)\n", "\n", "# Instantiate MODFLOW object in flopy\n", - "mf = flopy.modflow.Modflow(modelname=modelname, exe_name=mfexe, model_ws=modelpth, version='mfnwt')" + "mf = flopy.modflow.Modflow(\n", + " modelname=modelname, exe_name=mfexe, model_ws=modelpth, version=\"mfnwt\"\n", + ")" ] }, { @@ -103,7 +105,7 @@ "metadata": {}, "outputs": [], "source": [ - "Lx = 90000.0 \n", + "Lx = 90000.0\n", "Ly = 90000.0\n", "nrow = 300\n", "ncol = 300\n", @@ -115,8 +117,10 @@ "xmax = ncol * delr\n", "ymax = nrow * delc\n", "\n", - "X, Y = np.meshgrid(np.linspace(delr / 2, xmax - delr / 2, ncol), \n", - " np.linspace(ymax - delc / 2, 0 + delc / 2, nrow))" + "X, Y = np.meshgrid(\n", + " np.linspace(delr / 2, xmax - delr / 2, ncol),\n", + " np.linspace(ymax - delc / 2, 0 + delc / 2, nrow),\n", + ")" ] }, { @@ -150,17 +154,25 @@ "source": [ "# Newton-Raphson Solver: Create a flopy nwt package object\n", "\n", - "headtol = 1.0E-4 \n", - "fluxtol = 5 \n", + "headtol = 1.0e-4\n", + "fluxtol = 5\n", "maxiterout = 5000\n", - "thickfact = 1E-06\n", - "linmeth = 2 \n", - "iprnwt = 1 \n", - "ibotav = 1 \n", - "\n", - "nwt = flopy.modflow.ModflowNwt(mf, headtol=headtol, fluxtol=fluxtol, maxiterout=maxiterout,\n", - " thickfact=thickfact, linmeth=linmeth, iprnwt=iprnwt, ibotav=ibotav,\n", - " options='SIMPLE')" + "thickfact = 1e-06\n", + "linmeth = 2\n", + "iprnwt = 1\n", + "ibotav = 1\n", + "\n", + "nwt = flopy.modflow.ModflowNwt(\n", + " mf,\n", + " headtol=headtol,\n", + " fluxtol=fluxtol,\n", + " maxiterout=maxiterout,\n", + " thickfact=thickfact,\n", + " linmeth=linmeth,\n", + " iprnwt=iprnwt,\n", + " ibotav=ibotav,\n", + " options=\"SIMPLE\",\n", + ")" ] }, { @@ -176,13 +188,17 @@ "metadata": {}, "outputs": [], "source": [ - "elv_pth = os.path.join('..','data','mt3d_example_sft_lkt_uzt','dis_arrays','grnd_elv.txt')\n", + "elv_pth = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"dis_arrays\", \"grnd_elv.txt\"\n", + ")\n", "\n", "# Top of Layer 1 elevation determined using GW Vistas and stored locally\n", "grndElv = np.loadtxt(elv_pth)\n", "\n", "# Bottom of layer 1 elevation also determined from use of GUI and stored locally\n", - "bt1_pth = os.path.join('..','data','mt3d_example_sft_lkt_uzt','dis_arrays','bot1.txt')\n", + "bt1_pth = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"dis_arrays\", \"bot1.txt\"\n", + ")\n", "bot1Elv = np.loadtxt(bt1_pth)\n", "\n", "bot2Elv = np.ones(bot1Elv.shape) * 100\n", @@ -192,16 +208,31 @@ "botm = np.array(botm)\n", "Steady = [False, False]\n", "nstp = [1, 1]\n", - "tsmult = [1., 1.]\n", + "tsmult = [1.0, 1.0]\n", "\n", - "# Stress periods \n", + "# Stress periods\n", "perlen = [9131.25, 9131.25]\n", "\n", "# Create the discretization object\n", "# itmuni = 4 (days); lenuni = 1 (feet)\n", - "dis = flopy.modflow.ModflowDis(mf, nlay, nrow, ncol, nper=2, delr=delr, delc=delc, \n", - " top=grndElv, botm=botm, laycbd=0, itmuni=4, lenuni=1,\n", - " steady=Steady, nstp=nstp, tsmult=tsmult, perlen=perlen) \n" + "dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay,\n", + " nrow,\n", + " ncol,\n", + " nper=2,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=grndElv,\n", + " botm=botm,\n", + " laycbd=0,\n", + " itmuni=4,\n", + " lenuni=1,\n", + " steady=Steady,\n", + " nstp=nstp,\n", + " tsmult=tsmult,\n", + " perlen=perlen,\n", + ")" ] }, { @@ -217,28 +248,40 @@ "metadata": {}, "outputs": [], "source": [ - "# UPW must be instantiated after DIS. Otherwise, during the mf.write_input() procedures, \n", + "# UPW must be instantiated after DIS. Otherwise, during the mf.write_input() procedures,\n", "# flopy will crash.\n", "\n", - "# First line of UPW input is: IUPWCB HDRY NPUPW IPHDRY \n", - "hdry = -1.00e+30\n", + "# First line of UPW input is: IUPWCB HDRY NPUPW IPHDRY\n", + "hdry = -1.00e30\n", "iphdry = 0\n", "\n", "# Next variables are: LAYTYP, LAYAVG, CHANI, LAYVKA, LAYWET\n", "laytyp = [1, 3, 3] # >0: convertible\n", - "layavg = 0 # 0: harmonic mean\n", - "chani = 1.0 # >0: CHANI is the horizontal anisotropy for the entire layer\n", - "layvka = 0 # =0: indicates VKA is vertical hydraulic conductivity\n", - "laywet = 0 # Always set equal to zero in UPW package\n", + "layavg = 0 # 0: harmonic mean\n", + "chani = 1.0 # >0: CHANI is the horizontal anisotropy for the entire layer\n", + "layvka = 0 # =0: indicates VKA is vertical hydraulic conductivity\n", + "laywet = 0 # Always set equal to zero in UPW package\n", "hk = 20\n", "# hani = 1 # Not needed because CHANI > 1\n", - "vka = 0.5 # Is equal to vert. K b/c LAYVKA = 0\n", + "vka = 0.5 # Is equal to vert. K b/c LAYVKA = 0\n", "ss = 0.00001\n", "sy = 0.20\n", "\n", - "upw = flopy.modflow.ModflowUpw(mf, laytyp=laytyp, layavg=layavg, chani=chani, layvka=layvka,\n", - " laywet=laywet, ipakcb=53, hdry=hdry, iphdry=iphdry, hk=hk, \n", - " vka=vka, ss=ss, sy=sy)" + "upw = flopy.modflow.ModflowUpw(\n", + " mf,\n", + " laytyp=laytyp,\n", + " layavg=layavg,\n", + " chani=chani,\n", + " layvka=layvka,\n", + " laywet=laywet,\n", + " ipakcb=53,\n", + " hdry=hdry,\n", + " iphdry=iphdry,\n", + " hk=hk,\n", + " vka=vka,\n", + " ss=ss,\n", + " sy=sy,\n", + ")" ] }, { @@ -254,8 +297,9 @@ "metadata": {}, "outputs": [], "source": [ - "\n", - "ibnd1_pth = os.path.join('..','data','mt3d_example_sft_lkt_uzt','bas_arrays','ibnd_lay1.txt')\n", + "ibnd1_pth = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"bas_arrays\", \"ibnd_lay1.txt\"\n", + ")\n", "ibnd1 = np.loadtxt(ibnd1_pth)\n", "ibnd2 = np.ones(ibnd1.shape)\n", "ibnd3 = np.ones(ibnd2.shape)\n", @@ -263,13 +307,19 @@ "ibnd = [ibnd1, ibnd2, ibnd3]\n", "ibnd = np.array(ibnd)\n", "\n", - "StHd1_pth = os.path.join('..','data','mt3d_example_sft_lkt_uzt','bas_arrays','strthd1.txt')\n", + "StHd1_pth = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"bas_arrays\", \"strthd1.txt\"\n", + ")\n", "StHd1 = np.loadtxt(StHd1_pth)\n", "\n", - "StHd2_pth = os.path.join('..','data','mt3d_example_sft_lkt_uzt','bas_arrays','strthd2.txt')\n", + "StHd2_pth = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"bas_arrays\", \"strthd2.txt\"\n", + ")\n", "StHd2 = np.loadtxt(StHd2_pth)\n", "\n", - "StHd3_pth = os.path.join('..','data','mt3d_example_sft_lkt_uzt','bas_arrays','strthd3.txt')\n", + "StHd3_pth = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"bas_arrays\", \"strthd3.txt\"\n", + ")\n", "StHd3 = np.loadtxt(StHd3_pth)\n", "\n", "strtElev = [StHd1, StHd2, StHd3]\n", @@ -277,7 +327,7 @@ "\n", "hdry = 999.0\n", "\n", - "bas = flopy.modflow.ModflowBas(mf, ibound=ibnd, hnoflo=hdry, strt=strtElev)\n" + "bas = flopy.modflow.ModflowBas(mf, ibound=ibnd, hnoflo=hdry, strt=strtElev)" ] }, { @@ -293,30 +343,53 @@ "metadata": {}, "outputs": [], "source": [ - "# GHB boundaries are located along the top (north) and bottom (south) \n", + "# GHB boundaries are located along the top (north) and bottom (south)\n", "# edges of the domain, all 3 layers.\n", "\n", - "elev_stpt_row1 = 308.82281\n", + "elev_stpt_row1 = 308.82281\n", "elev_stpt_row300 = 239.13811\n", - "elev_slp = (308.82281 - 298.83649) / (ncol - 1)\n", + "elev_slp = (308.82281 - 298.83649) / (ncol - 1)\n", "\n", "sp = []\n", - "for k in [0,1,2]: # These indices need to be adjusted for 0-based moronicism\n", - " for i in [0,299]: # These indices need to be adjusted for 0-based silliness\n", - " for j in np.arange(0,300,1): # These indices need to be adjusted for 0-based foolishness\n", + "for k in [0, 1, 2]: # These indices need to be adjusted for 0-based moronicism\n", + " for i in [\n", + " 0,\n", + " 299,\n", + " ]: # These indices need to be adjusted for 0-based silliness\n", + " for j in np.arange(\n", + " 0, 300, 1\n", + " ): # These indices need to be adjusted for 0-based foolishness\n", " # Skipping cells not satisfying the conditions below\n", - " if ((i == 1 and (j < 27 or j > 31)) or (i==299 and (j < 26 or j > 31))):\n", - " if (i % 2 == 0):\n", - " sp.append([k, i, j, elev_stpt_row1 - (elev_slp * (j-1)), 11.3636])\n", + " if (i == 1 and (j < 27 or j > 31)) or (\n", + " i == 299 and (j < 26 or j > 31)\n", + " ):\n", + " if i % 2 == 0:\n", + " sp.append(\n", + " [\n", + " k,\n", + " i,\n", + " j,\n", + " elev_stpt_row1 - (elev_slp * (j - 1)),\n", + " 11.3636,\n", + " ]\n", + " )\n", " else:\n", - " sp.append([k, i, j, elev_stpt_row300 - (elev_slp * (j-1)), 11.3636])\n", - "\n", - "\n", - "for k in [0,1,2]:\n", - " for j in np.arange(26,32,1):\n", + " sp.append(\n", + " [\n", + " k,\n", + " i,\n", + " j,\n", + " elev_stpt_row300 - (elev_slp * (j - 1)),\n", + " 11.3636,\n", + " ]\n", + " )\n", + "\n", + "\n", + "for k in [0, 1, 2]:\n", + " for j in np.arange(26, 32, 1):\n", " sp.append([k, 299, j, 238.20, 3409.0801])\n", "\n", - "ghb = flopy.modflow.ModflowGhb(mf, stress_period_data = sp)" + "ghb = flopy.modflow.ModflowGhb(mf, stress_period_data=sp)" ] }, { @@ -336,34 +409,50 @@ "# Remember that the cell indices stored in the pre-prepared NO3_ReachInput.csv file are based on 0-based indexing.\n", "# Flopy will convert to 1-based when it writes the files\n", "\n", - "rpth = os.path.join('..','data','mt3d_example_sft_lkt_uzt','sfr_data', 'no3_reachinput.csv')\n", - "reach_data = np.genfromtxt(rpth, delimiter=',', names=True)\n", + "rpth = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"sfr_data\", \"no3_reachinput.csv\"\n", + ")\n", + "reach_data = np.genfromtxt(rpth, delimiter=\",\", names=True)\n", "reach_data\n", "\n", "# Read pre-prepared segment data into numpy recarrays using numpy.genfromtxt()\n", "\n", - "spth = os.path.join('..','data','mt3d_example_sft_lkt_uzt','sfr_data', 'no3_segmentdata.csv')\n", - "ss_segment_data = np.genfromtxt(spth, delimiter=',', names=True)\n", - "segment_data = {0: ss_segment_data,\n", - " 1: ss_segment_data}\n", - "segment_data[0][0:1]['width1']\n", + "spth = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"sfr_data\", \"no3_segmentdata.csv\"\n", + ")\n", + "ss_segment_data = np.genfromtxt(spth, delimiter=\",\", names=True)\n", + "segment_data = {0: ss_segment_data, 1: ss_segment_data}\n", + "segment_data[0][0:1][\"width1\"]\n", "\n", "nstrm = len(reach_data)\n", "nss = len(segment_data[0])\n", "nsfrpar = 0\n", "const = 128390.4 # constant for manning's equation, units of cfs\n", "dleak = 0.0001\n", - "ipakcb = 53 # flag for writing SFR output to cell-by-cell budget (on unit 53)\n", - "istcb2 = 37 # flag for writing SFR output to text file\n", + "ipakcb = 53 # flag for writing SFR output to cell-by-cell budget (on unit 53)\n", + "istcb2 = 37 # flag for writing SFR output to text file\n", "isfropt = 1\n", - "dataset_5 = {0: [nss, 0, 0], 1: [-1, 0, 0]} # dataset 5 (see online guide) (ITMP, IRDFLG, IPTFLG)\n", + "dataset_5 = {\n", + " 0: [nss, 0, 0],\n", + " 1: [-1, 0, 0],\n", + "} # dataset 5 (see online guide) (ITMP, IRDFLG, IPTFLG)\n", "\n", "# Input arguments generally follow the variable names defined in the Online Guide to MODFLOW\n", - "sfr = flopy.modflow.ModflowSfr2(mf, nstrm=nstrm, nss=nss, const=const, dleak=dleak, ipakcb=ipakcb,\n", - " istcb2=istcb2, isfropt=isfropt, reachinput=True,\n", - " reach_data=reach_data,\n", - " segment_data=segment_data,\n", - " dataset_5=dataset_5, unit_number=15)" + "sfr = flopy.modflow.ModflowSfr2(\n", + " mf,\n", + " nstrm=nstrm,\n", + " nss=nss,\n", + " const=const,\n", + " dleak=dleak,\n", + " ipakcb=ipakcb,\n", + " istcb2=istcb2,\n", + " isfropt=isfropt,\n", + " reachinput=True,\n", + " reach_data=reach_data,\n", + " segment_data=segment_data,\n", + " dataset_5=dataset_5,\n", + " unit_number=15,\n", + ")" ] }, { @@ -380,7 +469,9 @@ "outputs": [], "source": [ "# Read pre-prepared lake arrays\n", - "LakArr_pth = os.path.join('..','data','mt3d_example_sft_lkt_uzt','lak_arrays','lakarr1.txt')\n", + "LakArr_pth = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"lak_arrays\", \"lakarr1.txt\"\n", + ")\n", "LakArr_lyr1 = np.loadtxt(LakArr_pth)\n", "LakArr_lyr2 = np.zeros(LakArr_lyr1.shape)\n", "LakArr_lyr3 = np.zeros(LakArr_lyr2.shape)\n", @@ -388,15 +479,15 @@ "LakArr = [LakArr_lyr1, LakArr_lyr2, LakArr_lyr3]\n", "LakArr = np.array(LakArr)\n", "\n", - "nlakes = int(np.max(LakArr))\n", - "ipakcb = ipakcb # From above\n", - "theta = -1. # Implicit\n", - "nssitr = 10 # Maximum number of iterations for Newton’s method\n", - "sscncr = 1.000e-03 # Convergence criterion for equilibrium lake stage solution\n", - "surfdep = 2.000e+00 # Height of small topological variations in lake-bottom\n", - "stages = 268.00 # Initial stage of each lake at the beginning of the run\n", + "nlakes = int(np.max(LakArr))\n", + "ipakcb = ipakcb # From above\n", + "theta = -1.0 # Implicit\n", + "nssitr = 10 # Maximum number of iterations for Newton’s method\n", + "sscncr = 1.000e-03 # Convergence criterion for equilibrium lake stage solution\n", + "surfdep = 2.000e00 # Height of small topological variations in lake-bottom\n", + "stages = 268.00 # Initial stage of each lake at the beginning of the run\n", "\n", - "# ITMP > 0, read lake definition data \n", + "# ITMP > 0, read lake definition data\n", "# ITMP1 ≥ 0, read new recharge, evaporation, runoff, and withdrawal data for each lake\n", "# LWRT > 0, suppresses printout from the lake package\n", "\n", @@ -412,34 +503,43 @@ " ip1 = i + 1\n", " jm1 = j - 1\n", " jp1 = j + 1\n", - " \n", - " if(im1 >= 0):\n", - " if(LakArr_lyr1[i, j] == 1 and LakArr_lyr1[im1, j] == 0):\n", + "\n", + " if im1 >= 0:\n", + " if LakArr_lyr1[i, j] == 1 and LakArr_lyr1[im1, j] == 0:\n", " bdlknc_lyr1[im1, j] = 1\n", - " \n", - " if(ip1 < LakArr_lyr1.shape[0]):\n", - " if(LakArr_lyr1[i, j] == 1 and LakArr_lyr1[ip1, j] == 0):\n", + "\n", + " if ip1 < LakArr_lyr1.shape[0]:\n", + " if LakArr_lyr1[i, j] == 1 and LakArr_lyr1[ip1, j] == 0:\n", " bdlknc_lyr1[ip1, j] = 1\n", - " \n", - " if(jm1 >= 0):\n", - " if(LakArr_lyr1[i, j] == 1 and LakArr_lyr1[i, jm1] == 0):\n", + "\n", + " if jm1 >= 0:\n", + " if LakArr_lyr1[i, j] == 1 and LakArr_lyr1[i, jm1] == 0:\n", " bdlknc_lyr1[i, jm1] = 1\n", - " \n", - " if(jp1 < LakArr_lyr1.shape[1]):\n", - " if(LakArr_lyr1[i, j] == 1 and LakArr_lyr1[i, jp1] == 0):\n", + "\n", + " if jp1 < LakArr_lyr1.shape[1]:\n", + " if LakArr_lyr1[i, j] == 1 and LakArr_lyr1[i, jp1] == 0:\n", " bdlknc_lyr1[i, jp1] = 1\n", "\n", "\n", "bdlknc = [bdlknc_lyr1, bdlknc_lyr2, bdlknc_lyr3]\n", "bdlknc = np.array(bdlknc)\n", "\n", - "flux_data = {0: [[0.0073, 0.0073, 0.0, 0.0]],\n", - " 1: [[0.0073, 0.0073, 0.0, 0.0]]}\n", - "\n", - "lak = flopy.modflow.ModflowLak(mf, nlakes=nlakes, ipakcb=ipakcb, theta=theta,\n", - " nssitr=nssitr, sscncr=sscncr, surfdep=surfdep,\n", - " stages=stages, lakarr=LakArr, bdlknc=bdlknc,\n", - " flux_data=flux_data, unit_number=16)" + "flux_data = {0: [[0.0073, 0.0073, 0.0, 0.0]], 1: [[0.0073, 0.0073, 0.0, 0.0]]}\n", + "\n", + "lak = flopy.modflow.ModflowLak(\n", + " mf,\n", + " nlakes=nlakes,\n", + " ipakcb=ipakcb,\n", + " theta=theta,\n", + " nssitr=nssitr,\n", + " sscncr=sscncr,\n", + " surfdep=surfdep,\n", + " stages=stages,\n", + " lakarr=LakArr,\n", + " bdlknc=bdlknc,\n", + " flux_data=flux_data,\n", + " unit_number=16,\n", + ")" ] }, { @@ -455,23 +555,38 @@ "metadata": {}, "outputs": [], "source": [ - "gages = [[1, 225, 90, 3],\n", - " [2, 68, 91, 3],\n", - " [3, 33, 92, 3],\n", - " [4, 165, 93, 3],\n", - " [5, 123, 94, 3],\n", - " [6, 77, 95, 3],\n", - " [7, 173, 96, 3],\n", - " [8, 328, 97, 3],\n", - " [9, 115, 98, 3],\n", - " [-1, -101, 1]]\n", + "gages = [\n", + " [1, 225, 90, 3],\n", + " [2, 68, 91, 3],\n", + " [3, 33, 92, 3],\n", + " [4, 165, 93, 3],\n", + " [5, 123, 94, 3],\n", + " [6, 77, 95, 3],\n", + " [7, 173, 96, 3],\n", + " [8, 328, 97, 3],\n", + " [9, 115, 98, 3],\n", + " [-1, -101, 1],\n", + "]\n", "\n", "# gages = [[1,38,61,1],[2,67,62,1], [3,176,63,1], [4,152,64,1], [5,186,65,1], [6,31,66,1]]\n", - "files = ['no3.gag','seg1_gag.out','seg2_gag.out','seg3_gag.out','seg4_gag.out','seg5_gag.out','seg6_gag.out',\n", - " 'seg7_gag.out','seg8_gag.out','seg9_gag.out','lak1_gag.out']\n", + "files = [\n", + " \"no3.gag\",\n", + " \"seg1_gag.out\",\n", + " \"seg2_gag.out\",\n", + " \"seg3_gag.out\",\n", + " \"seg4_gag.out\",\n", + " \"seg5_gag.out\",\n", + " \"seg6_gag.out\",\n", + " \"seg7_gag.out\",\n", + " \"seg8_gag.out\",\n", + " \"seg9_gag.out\",\n", + " \"lak1_gag.out\",\n", + "]\n", "\n", "numgage = len(gages)\n", - "gage = flopy.modflow.ModflowGage(mf, numgage=numgage, gage_data=gages, filenames = files)" + "gage = flopy.modflow.ModflowGage(\n", + " mf, numgage=numgage, gage_data=gages, filenames=files\n", + ")" ] }, { @@ -487,36 +602,55 @@ "metadata": {}, "outputs": [], "source": [ - "nuztop = 2\n", - "iuzfopt = 2\n", - "irunflg = 1\n", - "ietflg = 0\n", - "iuzfcb = 52\n", - "iuzfcb2 = 0\n", + "nuztop = 2\n", + "iuzfopt = 2\n", + "irunflg = 1\n", + "ietflg = 0\n", + "iuzfcb = 52\n", + "iuzfcb2 = 0\n", "ntrail2 = 20\n", - "nsets2 = 20\n", - "nuzgag = 2\n", - "surfdep = 2.\n", + "nsets2 = 20\n", + "nuzgag = 2\n", + "surfdep = 2.0\n", "\n", - "eps = 3.\n", - "thts = 0.30\n", - "thti = 0.13079\n", + "eps = 3.0\n", + "thts = 0.30\n", + "thti = 0.13079\n", "\n", - "fname_uzbnd = os.path.join('..','data','mt3d_example_sft_lkt_uzt','uzf_arrays','iuzbnd.txt')\n", - "fname_runbnd = os.path.join('..','data','mt3d_example_sft_lkt_uzt','uzf_arrays','irunbnd.txt')\n", + "fname_uzbnd = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"uzf_arrays\", \"iuzbnd.txt\"\n", + ")\n", + "fname_runbnd = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"uzf_arrays\", \"irunbnd.txt\"\n", + ")\n", "\n", "iuzfbnd = np.loadtxt(fname_uzbnd)\n", "irunbnd = np.loadtxt(fname_runbnd)\n", "\n", - "uzgag = [[106, 160, 121, 3],\n", - " [ 1, 1, -122, 1]]\n", + "uzgag = [[106, 160, 121, 3], [1, 1, -122, 1]]\n", "\n", "finf = {0: 1.8250e-03, 1: 1.8250e-03}\n", "\n", - "uzf = flopy.modflow.ModflowUzf1(mf, nuztop=nuztop, iuzfopt=iuzfopt, irunflg=irunflg, ietflg=ietflg, ipakcb=iuzfcb,\n", - " iuzfcb2=iuzfcb2, ntrail2=ntrail2, nsets=nsets2, surfdep=surfdep, uzgag=uzgag,\n", - " iuzfbnd=1, irunbnd=0, vks=1.0E-6, eps=3.5, thts=0.35,\n", - " thtr=0.15, thti=0.20)" + "uzf = flopy.modflow.ModflowUzf1(\n", + " mf,\n", + " nuztop=nuztop,\n", + " iuzfopt=iuzfopt,\n", + " irunflg=irunflg,\n", + " ietflg=ietflg,\n", + " ipakcb=iuzfcb,\n", + " iuzfcb2=iuzfcb2,\n", + " ntrail2=ntrail2,\n", + " nsets=nsets2,\n", + " surfdep=surfdep,\n", + " uzgag=uzgag,\n", + " iuzfbnd=1,\n", + " irunbnd=0,\n", + " vks=1.0e-6,\n", + " eps=3.5,\n", + " thts=0.35,\n", + " thtr=0.15,\n", + " thti=0.20,\n", + ")" ] }, { @@ -532,28 +666,36 @@ "metadata": {}, "outputs": [], "source": [ - "fname_drnElv = os.path.join('..','data','mt3d_example_sft_lkt_uzt','drn_arrays', 'elv.txt')\n", - "fname_drnCond = os.path.join('..','data','mt3d_example_sft_lkt_uzt','drn_arrays','cond.txt')\n", + "fname_drnElv = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"drn_arrays\", \"elv.txt\"\n", + ")\n", + "fname_drnCond = os.path.join(\n", + " \"..\", \"data\", \"mt3d_example_sft_lkt_uzt\", \"drn_arrays\", \"cond.txt\"\n", + ")\n", "\n", "drnElv = np.loadtxt(fname_drnElv)\n", "drnCond = np.loadtxt(fname_drnCond)\n", "\n", - "drnElv_lst = pd.DataFrame({\n", - " 'lay': 1,\n", - " 'row': np.nonzero(drnElv)[0] + 1,\n", - " 'col': np.nonzero(drnElv)[1] + 1,\n", - " 'elv': drnElv[np.nonzero(drnElv)],\n", - " 'cond': drnCond[np.nonzero(drnCond)] }, \n", - " columns=['lay', 'row', 'col', 'elv', 'cond'])\n", + "drnElv_lst = pd.DataFrame(\n", + " {\n", + " \"lay\": 1,\n", + " \"row\": np.nonzero(drnElv)[0] + 1,\n", + " \"col\": np.nonzero(drnElv)[1] + 1,\n", + " \"elv\": drnElv[np.nonzero(drnElv)],\n", + " \"cond\": drnCond[np.nonzero(drnCond)],\n", + " },\n", + " columns=[\"lay\", \"row\", \"col\", \"elv\", \"cond\"],\n", + ")\n", "\n", "# Convert the DataFrame into a list of lists for the drn constructor\n", "stress_period_data = drnElv_lst.values.tolist()\n", "\n", "# Create a dictionary, 1 entry for each of the two stress periods.\n", - "stress_period_data = {0: stress_period_data,\n", - " 1: stress_period_data}\n", + "stress_period_data = {0: stress_period_data, 1: stress_period_data}\n", "\n", - "drn = flopy.modflow.ModflowDrn(mf, ipakcb=ipakcb, stress_period_data=stress_period_data)" + "drn = flopy.modflow.ModflowDrn(\n", + " mf, ipakcb=ipakcb, stress_period_data=stress_period_data\n", + ")" ] }, { @@ -569,8 +711,13 @@ "metadata": {}, "outputs": [], "source": [ - "lmt = flopy.modflow.ModflowLmt(mf, output_file_name='NO3.ftl', output_file_header='extended',\n", - " output_file_format='formatted', package_flows = ['all'])" + "lmt = flopy.modflow.ModflowLmt(\n", + " mf,\n", + " output_file_name=\"NO3.ftl\",\n", + " output_file_header=\"extended\",\n", + " output_file_format=\"formatted\",\n", + " package_flows=[\"all\"],\n", + ")" ] }, { @@ -588,9 +735,16 @@ "source": [ "# Start by setting up MT3D-USGS class and pass in MODFLOW-NWT object for setting up a number of the BTN arrays\n", "\n", - "mt = flopy.mt3d.Mt3dms(modflowmodel=mf, modelname=modelname, model_ws=modelpth,\n", - " version='mt3d-usgs', namefile_ext='mtnam', exe_name=mtexe,\n", - " ftlfilename='no3.ftl', ftlfree=True)" + "mt = flopy.mt3d.Mt3dms(\n", + " modflowmodel=mf,\n", + " modelname=modelname,\n", + " model_ws=modelpth,\n", + " version=\"mt3d-usgs\",\n", + " namefile_ext=\"mtnam\",\n", + " exe_name=mtexe,\n", + " ftlfilename=\"no3.ftl\",\n", + " ftlfree=True,\n", + ")" ] }, { @@ -606,31 +760,45 @@ "metadata": {}, "outputs": [], "source": [ - "ncomp = 1\n", - "lunit = 'FT'\n", - "sconc = 0.0\n", - "prsity = 0.3\n", - "cinact = -1.0\n", - "thkmin = 0.000001\n", - "nprs = -2\n", - "nprobs = 10\n", - "nprmas = 10\n", - "dt0 = 0.1\n", - "nstp = 1\n", - "mxstrn = 500\n", - "ttsmult = 1.2\n", - "ttsmax = 100\n", + "ncomp = 1\n", + "lunit = \"FT\"\n", + "sconc = 0.0\n", + "prsity = 0.3\n", + "cinact = -1.0\n", + "thkmin = 0.000001\n", + "nprs = -2\n", + "nprobs = 10\n", + "nprmas = 10\n", + "dt0 = 0.1\n", + "nstp = 1\n", + "mxstrn = 500\n", + "ttsmult = 1.2\n", + "ttsmax = 100\n", "\n", "# These observations need to be entered with 0-based indexing\n", - "obs = [[0, 104, 158],\n", - " [1, 104, 158],\n", - " [2, 104, 158]]\n", - "\n", - "btn = flopy.mt3d.Mt3dBtn(mt, MFStyleArr=True, DRYCell=True, lunit=lunit,\n", - " sconc=sconc, ncomp=ncomp, prsity=prsity, cinact=cinact,\n", - " obs=obs, thkmin=thkmin, nprs=nprs, nprobs=nprobs, \n", - " chkmas=True,nprmas=nprmas, dt0=dt0, nstp=nstp, \n", - " mxstrn=mxstrn, ttsmult=ttsmult, ttsmax=ttsmax)" + "obs = [[0, 104, 158], [1, 104, 158], [2, 104, 158]]\n", + "\n", + "btn = flopy.mt3d.Mt3dBtn(\n", + " mt,\n", + " MFStyleArr=True,\n", + " DRYCell=True,\n", + " lunit=lunit,\n", + " sconc=sconc,\n", + " ncomp=ncomp,\n", + " prsity=prsity,\n", + " cinact=cinact,\n", + " obs=obs,\n", + " thkmin=thkmin,\n", + " nprs=nprs,\n", + " nprobs=nprobs,\n", + " chkmas=True,\n", + " nprmas=nprmas,\n", + " dt0=dt0,\n", + " nstp=nstp,\n", + " mxstrn=mxstrn,\n", + " ttsmult=ttsmult,\n", + " ttsmax=ttsmax,\n", + ")" ] }, { @@ -646,13 +814,14 @@ "metadata": {}, "outputs": [], "source": [ - "mixelm = 0\n", - "percel = 1.0000\n", + "mixelm = 0\n", + "percel = 1.0000\n", "mxpart = 5000\n", - "nadvfd = 1 # (1 = Upstream weighting)\n", + "nadvfd = 1 # (1 = Upstream weighting)\n", "\n", - "adv = flopy.mt3d.Mt3dAdv(mt, mixelm=mixelm, percel=percel, mxpart=mxpart, \n", - " nadvfd=nadvfd)" + "adv = flopy.mt3d.Mt3dAdv(\n", + " mt, mixelm=mixelm, percel=percel, mxpart=mxpart, nadvfd=nadvfd\n", + ")" ] }, { @@ -668,17 +837,24 @@ "metadata": {}, "outputs": [], "source": [ - "mxiter = 1\n", - "iter1 = 50\n", - "isolve = 3\n", - "ncrs = 0\n", - "accl = 1.000000\n", - "cclose = 1.00e-06\n", - "iprgcg = 5\n", - "\n", - "gcg = flopy.mt3d.Mt3dGcg(mt, mxiter=mxiter, iter1=iter1, \n", - " isolve=isolve, ncrs=ncrs, accl=accl, \n", - " cclose=cclose, iprgcg=iprgcg)" + "mxiter = 1\n", + "iter1 = 50\n", + "isolve = 3\n", + "ncrs = 0\n", + "accl = 1.000000\n", + "cclose = 1.00e-06\n", + "iprgcg = 5\n", + "\n", + "gcg = flopy.mt3d.Mt3dGcg(\n", + " mt,\n", + " mxiter=mxiter,\n", + " iter1=iter1,\n", + " isolve=isolve,\n", + " ncrs=ncrs,\n", + " accl=accl,\n", + " cclose=cclose,\n", + " iprgcg=iprgcg,\n", + ")" ] }, { @@ -694,13 +870,14 @@ "metadata": {}, "outputs": [], "source": [ - "al = 0.1 # longitudinal dispersivity\n", - "trpt = 0.1 # ratio of the horizontal transverse dispersivity to 'AL'\n", - "trpv = 0.1 # ratio of the vertical transverse dispersitvity to 'AL'\n", + "al = 0.1 # longitudinal dispersivity\n", + "trpt = 0.1 # ratio of the horizontal transverse dispersivity to 'AL'\n", + "trpv = 0.1 # ratio of the vertical transverse dispersitvity to 'AL'\n", "dmcoef = 1.0000e-10\n", "\n", - "dsp = flopy.mt3d.Mt3dDsp(mt, al=al, trpt=trpt, trpv=trpv, dmcoef=dmcoef,\n", - " multiDiff=True)" + "dsp = flopy.mt3d.Mt3dDsp(\n", + " mt, al=al, trpt=trpt, trpv=trpv, dmcoef=dmcoef, multiDiff=True\n", + ")" ] }, { @@ -736,17 +913,18 @@ "metadata": {}, "outputs": [], "source": [ - "isothm = 0\n", - "ireact = 1\n", - "irctop = 2\n", - "igetsc = 0\n", + "isothm = 0\n", + "ireact = 1\n", + "irctop = 2\n", + "igetsc = 0\n", "ireaction = 0\n", "\n", - "rc1 = 6.3258e-04 # first-order reaction rate for the dissolved phase\n", - "rc2 = 0.0 # Decay on Soil Layer\n", + "rc1 = 6.3258e-04 # first-order reaction rate for the dissolved phase\n", + "rc2 = 0.0 # Decay on Soil Layer\n", "\n", - "rct = flopy.mt3d.Mt3dRct(mt, isothm=isothm, ireact=ireact, igetsc=igetsc,\n", - " rc1=rc1, rc2=rc2)" + "rct = flopy.mt3d.Mt3dRct(\n", + " mt, isothm=isothm, ireact=ireact, igetsc=igetsc, rc1=rc1, rc2=rc2\n", + ")" ] }, { @@ -762,33 +940,44 @@ "metadata": {}, "outputs": [], "source": [ - "nsfinit = len(reach_data)\n", - "mxsfbc = len(reach_data)\n", - "icbcsf = 0\n", - "ioutobs = 92\n", - "isfsolv = 1\n", - "wimp = 0.5\n", - "wups = 1.0\n", - "cclosesf = 1.0E-6\n", + "nsfinit = len(reach_data)\n", + "mxsfbc = len(reach_data)\n", + "icbcsf = 0\n", + "ioutobs = 92\n", + "isfsolv = 1\n", + "wimp = 0.5\n", + "wups = 1.0\n", + "cclosesf = 1.0e-6\n", "mxitersf = 10\n", - "crntsf = 1.0\n", - "iprtxmd = 0\n", - "coldsf = 0\n", - "dispsf = 0\n", - "obs_sf = [225,293,326,491,614,691,864,1192,1307]\n", - "sf_stress_period_data = {0: [0, 0, 0],\n", - " 1: [0, 0, 0],\n", - " 2: [0, 0, 0]}\n", - "\n", - "gage_output = [None, None, 'no3.sftobs']\n", - "\n", - "sft = flopy.mt3d.Mt3dSft(mt, nsfinit=nsfinit, mxsfbc=mxsfbc, icbcsf=icbcsf,\n", - " ioutobs=ioutobs, isfsolv=isfsolv, wimp=wimp,\n", - " wups=wups, cclosesf=cclosesf, mxitersf=mxitersf,\n", - " crntsf=crntsf, iprtxmd=iprtxmd, coldsf=coldsf,\n", - " dispsf=dispsf, nobssf=len(obs_sf), obs_sf=obs_sf,\n", - " sf_stress_period_data = sf_stress_period_data,\n", - " filenames=gage_output)" + "crntsf = 1.0\n", + "iprtxmd = 0\n", + "coldsf = 0\n", + "dispsf = 0\n", + "obs_sf = [225, 293, 326, 491, 614, 691, 864, 1192, 1307]\n", + "sf_stress_period_data = {0: [0, 0, 0], 1: [0, 0, 0], 2: [0, 0, 0]}\n", + "\n", + "gage_output = [None, None, \"no3.sftobs\"]\n", + "\n", + "sft = flopy.mt3d.Mt3dSft(\n", + " mt,\n", + " nsfinit=nsfinit,\n", + " mxsfbc=mxsfbc,\n", + " icbcsf=icbcsf,\n", + " ioutobs=ioutobs,\n", + " isfsolv=isfsolv,\n", + " wimp=wimp,\n", + " wups=wups,\n", + " cclosesf=cclosesf,\n", + " mxitersf=mxitersf,\n", + " crntsf=crntsf,\n", + " iprtxmd=iprtxmd,\n", + " coldsf=coldsf,\n", + " dispsf=dispsf,\n", + " nobssf=len(obs_sf),\n", + " obs_sf=obs_sf,\n", + " sf_stress_period_data=sf_stress_period_data,\n", + " filenames=gage_output,\n", + ")" ] }, { @@ -805,14 +994,21 @@ "outputs": [], "source": [ "mxuzcon = np.count_nonzero(irunbnd)\n", - "icbcuz = 45\n", - "iet = 0\n", - "wc = np.ones((nlay, nrow, ncol)) * 0.29\n", - "sdh = np.ones((nlay, nrow, ncol))\n", - "\n", - "uzt = flopy.mt3d.Mt3dUzt(mt, mxuzcon=mxuzcon, icbcuz=icbcuz, iet=iet,\n", - " iuzfbnd=iuzfbnd, sdh=sdh, cuzinf=1.4158e-03,\n", - " filenames='no3')" + "icbcuz = 45\n", + "iet = 0\n", + "wc = np.ones((nlay, nrow, ncol)) * 0.29\n", + "sdh = np.ones((nlay, nrow, ncol))\n", + "\n", + "uzt = flopy.mt3d.Mt3dUzt(\n", + " mt,\n", + " mxuzcon=mxuzcon,\n", + " icbcuz=icbcuz,\n", + " iet=iet,\n", + " iuzfbnd=iuzfbnd,\n", + " sdh=sdh,\n", + " cuzinf=1.4158e-03,\n", + " filenames=\"no3\",\n", + ")" ] }, { @@ -829,17 +1025,22 @@ "outputs": [], "source": [ "nlkinit = 1\n", - "mxlkbc = 720\n", - "icbclk = 81\n", - "ietlak = 1\n", + "mxlkbc = 720\n", + "icbclk = 81\n", + "ietlak = 1\n", "coldlak = 1\n", "\n", - "lkt_flux_data = {0: [[0, 1, 0.01667]],\n", - " 1: [[0, 1, 0.02667]]}\n", - "\n", - "lkt = flopy.mt3d.Mt3dLkt(mt, nlkinit=nlkinit, mxlkbc=mxlkbc, icbclk=icbclk,\n", - " ietlak=ietlak, coldlak=coldlak, \n", - " lk_stress_period_data=lkt_flux_data)" + "lkt_flux_data = {0: [[0, 1, 0.01667]], 1: [[0, 1, 0.02667]]}\n", + "\n", + "lkt = flopy.mt3d.Mt3dLkt(\n", + " mt,\n", + " nlkinit=nlkinit,\n", + " mxlkbc=mxlkbc,\n", + " icbclk=icbclk,\n", + " ietlak=ietlak,\n", + " coldlak=coldlak,\n", + " lk_stress_period_data=lkt_flux_data,\n", + ")" ] }, { @@ -869,8 +1070,8 @@ "mf.write_input()\n", "mt.write_input()\n", "\n", - "#mf.run_model()\n", - "#mt.run_model()" + "# mf.run_model()\n", + "# mt.run_model()" ] }, { @@ -897,9 +1098,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_multi-component_SSM.ipynb b/examples/Notebooks/flopy3_multi-component_SSM.ipynb index d00ce2821b..ee5c616da5 100644 --- a/examples/Notebooks/flopy3_multi-component_SSM.ipynb +++ b/examples/Notebooks/flopy3_multi-component_SSM.ipynb @@ -20,10 +20,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -36,13 +36,13 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -62,10 +62,10 @@ "perlen = np.zeros((10), dtype=float) + 10\n", "nper = len(perlen)\n", "\n", - "ibound = np.ones((nlay,nrow,ncol), dtype=int)\n", + "ibound = np.ones((nlay, nrow, ncol), dtype=int)\n", "\n", - "botm = np.arange(-1,-11,-1)\n", - "top = 0." + "botm = np.arange(-1, -11, -1)\n", + "top = 0.0" ] }, { @@ -81,12 +81,20 @@ "metadata": {}, "outputs": [], "source": [ - "model_ws = 'data'\n", - "modelname = 'ssmex'\n", + "model_ws = \"data\"\n", + "modelname = \"ssmex\"\n", "mf = flopy.modflow.Modflow(modelname, model_ws=model_ws)\n", - "dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol, \n", - " perlen=perlen, nper=nper, botm=botm, top=top, \n", - " steady=False)\n", + "dis = flopy.modflow.ModflowDis(\n", + " mf,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " perlen=perlen,\n", + " nper=nper,\n", + " botm=botm,\n", + " top=top,\n", + " steady=False,\n", + ")\n", "bas = flopy.modflow.ModflowBas(mf, ibound=ibound, strt=top)\n", "lpf = flopy.modflow.ModflowLpf(mf, hk=100, vka=100, ss=0.00001, sy=0.1)\n", "oc = flopy.modflow.ModflowOc(mf)\n", @@ -151,21 +159,21 @@ "ghb_data = {}\n", "print(flopy.modflow.ModflowGhb.get_default_dtype())\n", "ghb_data[0] = [(4, 4, 4, 0.1, 1.5)]\n", - "ssm_data[0] = [(4, 4, 4, 1.0, itype['GHB'], 1.0, 100.0)]\n", + "ssm_data[0] = [(4, 4, 4, 1.0, itype[\"GHB\"], 1.0, 100.0)]\n", "ghb_data[5] = [(4, 4, 4, 0.25, 1.5)]\n", - "ssm_data[5] = [(4, 4, 4, 0.5, itype['GHB'], 0.5, 200.0)]\n", + "ssm_data[5] = [(4, 4, 4, 0.5, itype[\"GHB\"], 0.5, 200.0)]\n", "\n", "for k in range(nlay):\n", " for i in range(nrow):\n", " ghb_data[0].append((k, i, 0, 0.0, 100.0))\n", - " ssm_data[0].append((k, i, 0, 0.0, itype['GHB'], 0.0, 0.0))\n", - " \n", + " ssm_data[0].append((k, i, 0, 0.0, itype[\"GHB\"], 0.0, 0.0))\n", + "\n", "ghb_data[5] = [(4, 4, 4, 0.25, 1.5)]\n", - "ssm_data[5] = [(4, 4, 4, 0.5, itype['GHB'], 0.5, 200.0)]\n", + "ssm_data[5] = [(4, 4, 4, 0.5, itype[\"GHB\"], 0.5, 200.0)]\n", "for k in range(nlay):\n", " for i in range(nrow):\n", " ghb_data[5].append((k, i, 0, -0.5, 100.0))\n", - " ssm_data[5].append((k, i, 0, 0.0, itype['GHB'], 0.0, 0.0))" + " ssm_data[5].append((k, i, 0, 0.0, itype[\"GHB\"], 0.0, 0.0))" ] }, { @@ -192,8 +200,8 @@ "wel_data = {}\n", "print(flopy.modflow.ModflowWel.get_default_dtype())\n", "wel_data[0] = [(0, 4, 8, 10.0)]\n", - "ssm_data[0].append((0, 4, 8, 10.0, itype['WEL'], 10.0, 0.0))\n", - "ssm_data[5].append((0, 4, 8, 10.0, itype['WEL'], 10.0, 0.0))" + "ssm_data[0].append((0, 4, 8, 10.0, itype[\"WEL\"], 10.0, 0.0))\n", + "ssm_data[5].append((0, 4, 8, 10.0, itype[\"WEL\"], 10.0, 0.0))" ] }, { @@ -279,8 +287,13 @@ "metadata": {}, "outputs": [], "source": [ - "swt = flopy.seawat.Seawat(modflowmodel=mf, mt3dmodel=mt, \n", - " modelname=modelname, namefile_ext='nam_swt', model_ws=model_ws)\n", + "swt = flopy.seawat.Seawat(\n", + " modflowmodel=mf,\n", + " mt3dmodel=mt,\n", + " modelname=modelname,\n", + " namefile_ext=\"nam_swt\",\n", + " model_ws=model_ws,\n", + ")\n", "vdf = flopy.seawat.SeawatVdf(swt, mtdnconc=0, iwtable=0, indense=-1)" ] }, @@ -308,16 +321,16 @@ "metadata": {}, "outputs": [], "source": [ - "fname = modelname + '.vdf'\n", - "f = open(os.path.join(model_ws, fname),'r')\n", + "fname = modelname + \".vdf\"\n", + "f = open(os.path.join(model_ws, fname), \"r\")\n", "lines = f.readlines()\n", "f.close()\n", - "f = open(os.path.join(model_ws, fname),'w')\n", + "f = open(os.path.join(model_ws, fname), \"w\")\n", "for line in lines:\n", " f.write(line)\n", "for kper in range(nper):\n", " f.write(\"-1\\n\")\n", - "f.close() \n" + "f.close()" ] }, { @@ -344,9 +357,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_nwt_options.ipynb b/examples/Notebooks/flopy3_nwt_options.ipynb index eaee97ab03..cb978c2232 100644 --- a/examples/Notebooks/flopy3_nwt_options.ipynb +++ b/examples/Notebooks/flopy3_nwt_options.ipynb @@ -20,9 +20,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -34,14 +34,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", - " \n", + "\n", "from flopy.utils import OptionBlock\n", - " \n", + "\n", "print(sys.version)\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -80,21 +80,7 @@ " loading thts array...\n", "stress period 1:\n", " loading finf array...\n", - "stress period 2:\n", - "\n", - "creating model workspace...\n", - " temp/nwt_options/output\n", - "\n", - "changing model workspace...\n", - " temp/nwt_options/output\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/mbase.py:354: DeprecationWarning: xul/yul have been deprecated. Use xll/yll instead.\n", - " warnings.warn(\n" + "stress period 2:\n" ] }, { @@ -108,17 +94,18 @@ "source": [ "mfexe = \"mfnwt\"\n", "\n", - "if platform.system() == 'Windows':\n", - " mfexe += '.exe'\n", + "if platform.system() == \"Windows\":\n", + " mfexe += \".exe\"\n", "\n", - "ml = flopy.modflow.Modflow.load('sagehen.nam', model_ws=load_ws,\n", - " exe_name=mfexe, version='mfnwt')\n", + "ml = flopy.modflow.Modflow.load(\n", + " \"sagehen.nam\", model_ws=load_ws, exe_name=mfexe, version=\"mfnwt\"\n", + ")\n", "ml.change_model_ws(new_pth=model_ws)\n", "ml.write_input()\n", "\n", "success, buff = ml.run_model(silent=True)\n", "if not success:\n", - " print ('Something bad happened.')" + " print(\"Something bad happened.\")" ] }, { @@ -295,7 +282,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "# UZF package for MODFLOW-NWT, generated by Flopy.\n", + "# UZF package for MODFLOW-NWT generated by Flopy 3.3.5\n", "\n", "NOSURFLEAK ETSQUARE 0.2 SAVEFINF\n", "\n", @@ -340,8 +327,9 @@ } ], "source": [ - "uzf2 = flopy.modflow.ModflowUzf1.load(os.path.join(model_ws, uzf_name),\n", - " ml, check=False)" + "uzf2 = flopy.modflow.ModflowUzf1.load(\n", + " os.path.join(model_ws, uzf_name), ml, check=False\n", + ")" ] }, { @@ -396,7 +384,13 @@ " loading iuzfbnd array...\n", " loading vks array...\n", " loading eps array...\n", - " loading thts array...\n", + " loading thts array...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "stress period 1:\n", " loading finf array...\n", "stress period 2:\n", @@ -417,8 +411,9 @@ "uzf2.write_file(os.path.join(model_ws, uzf_name))\n", "ml.remove_package(\"UZF\")\n", "\n", - "uzf3 = flopy.modflow.ModflowUzf1.load(os.path.join(model_ws, uzf_name),\n", - " ml, check=False)\n", + "uzf3 = flopy.modflow.ModflowUzf1.load(\n", + " os.path.join(model_ws, uzf_name), ml, check=False\n", + ")\n", "print(\"\\n\")\n", "print(uzf3.options)\n", "print(uzf3.options.block)" @@ -472,7 +467,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "# WEL package for MODFLOW-NWT, generated by Flopy.\n", + "# WEL package for MODFLOW-NWT generated by Flopy 3.3.5\n", "\n", " 5 0 NOPRINT \n", "\n", @@ -490,7 +485,7 @@ "wel.write_file(os.path.join(model_ws, wel_name))\n", "\n", "\n", - "f = open(os.path.join(model_ws,wel_name))\n", + "f = open(os.path.join(model_ws, wel_name))\n", "for ix, line in enumerate(f):\n", " if ix == 4:\n", " break\n", @@ -523,8 +518,9 @@ ], "source": [ "ml.remove_package(\"WEL\")\n", - "wel2 = flopy.modflow.ModflowWel.load(os.path.join(model_ws, wel_name),\n", - " ml, nper=ml.nper, check=False)\n", + "wel2 = flopy.modflow.ModflowWel.load(\n", + " os.path.join(model_ws, wel_name), ml, nper=ml.nper, check=False\n", + ")\n", "\n", "wel2.options\n", "wel2.options.block" @@ -618,8 +614,12 @@ "metadata": {}, "outputs": [], "source": [ - "wel3 = flopy.modflow.ModflowWel(ml, stress_period_data=wel.stress_period_data,\n", - " options=options, unitnumber=99)\n", + "wel3 = flopy.modflow.ModflowWel(\n", + " ml,\n", + " stress_period_data=wel.stress_period_data,\n", + " options=options,\n", + " unitnumber=99,\n", + ")\n", "\n", "wel3.write_file(os.path.join(model_ws, wel_name))" ] @@ -640,7 +640,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "# WEL package for MODFLOW-NWT, generated by Flopy.\n", + "# WEL package for MODFLOW-NWT generated by Flopy 3.3.5\n", "\n", "OPTIONS\n", "\n", @@ -691,7 +691,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "# WEL package for MODFLOW-NWT, generated by Flopy.\n", + "# WEL package for MODFLOW-NWT generated by Flopy 3.3.5\n", "\n", " 5 0 NOPRINT AUX IFACE\n", "\n", @@ -742,9 +742,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_raster_intersection.ipynb b/examples/Notebooks/flopy3_raster_intersection.ipynb index c69a34c6a6..c52ea20f27 100644 --- a/examples/Notebooks/flopy3_raster_intersection.ipynb +++ b/examples/Notebooks/flopy3_raster_intersection.ipynb @@ -24,7 +24,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", @@ -49,17 +49,17 @@ " import flopy\n", " from flopy.utils import Raster\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", " from flopy.utils import Raster\n", - " \n", + "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('pandas version: {}'.format(pd.__version__))\n", - "print('shapely version: {}'.format(shapely.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__)) " + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"pandas version: {}\".format(pd.__version__))\n", + "print(\"shapely version: {}\".format(shapely.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -68,8 +68,8 @@ "metadata": {}, "outputs": [], "source": [ - "if not os.path.exists(\"temp\"):\n", - " os.mkdir(\"temp\");" + "if not os.path.isdir(\"temp\"):\n", + " os.makedirs(\"temp\", exist_ok=True);" ] }, { @@ -169,7 +169,7 @@ ], "source": [ "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "ax = rio.plot(ax=ax, vmin=vmin, vmax=vmax)\n", "plt.colorbar(ax.images[0], shrink=0.7);" @@ -203,20 +203,13 @@ " loading finf array...\n", "stress period 2:\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/mbase.py:354: DeprecationWarning: xul/yul have been deprecated. Use xll/yll instead.\n", - " warnings.warn(\n" - ] } ], "source": [ "model_ws = os.path.join(\"..\", \"data\", \"options\", \"sagehen\")\n", - "ml = flopy.modflow.Modflow.load(\"sagehen.nam\", version=\"mfnwt\",\n", - " model_ws=model_ws)\n", + "ml = flopy.modflow.Modflow.load(\n", + " \"sagehen.nam\", version=\"mfnwt\", model_ws=model_ws\n", + ")\n", "\n", "xoff = 214110\n", "yoff = 4366620\n", @@ -243,7 +236,7 @@ ], "source": [ "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "ax = rio.plot(ax=ax, vmin=vmin, vmax=vmax)\n", "plt.colorbar(ax.images[0], shrink=0.7)\n", @@ -284,9 +277,9 @@ "outputs": [], "source": [ "t0 = time.time()\n", - "dem_data = rio.resample_to_grid(ml.modelgrid,\n", - " band=rio.bands[0],\n", - " method=\"nearest\")\n", + "dem_data = rio.resample_to_grid(\n", + " ml.modelgrid, band=rio.bands[0], method=\"nearest\"\n", + ")\n", "resample_time = time.time() - t0\n", "# print(\"Resample time, nearest neighbor: {:.3f} sec\".format(time.time() - t0))" ] @@ -298,7 +291,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -312,10 +305,12 @@ "source": [ "# now to visualize using flopy and matplotlib\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=ml.modelgrid, ax=ax)\n", - "ax = pmv.plot_array(dem_data, masked_values=rio.nodatavals, vmin=vmin, vmax=vmax)\n", + "ax = pmv.plot_array(\n", + " dem_data, masked_values=rio.nodatavals, vmin=vmin, vmax=vmax\n", + ")\n", "plt.title(\"Resample time, nearest neighbor: {:.3f} sec\".format(resample_time))\n", "plt.colorbar(ax, shrink=0.7);" ] @@ -327,10 +322,9 @@ "outputs": [], "source": [ "t0 = time.time()\n", - "dem_data = rio.resample_to_grid(ml.modelgrid,\n", - " band=rio.bands[0],\n", - " method=\"linear\",\n", - " extrapolate_edges=True)\n", + "dem_data = rio.resample_to_grid(\n", + " ml.modelgrid, band=rio.bands[0], method=\"linear\", extrapolate_edges=True\n", + ")\n", "resample_time = time.time() - t0" ] }, @@ -341,7 +335,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAqIAAAISCAYAAAAXy62GAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAABx6ElEQVR4nO3de5xsZXXn/++qqu5zBQ+CJsghwQtC1CgCMWbMxeioGA3oGCNOFBPzG4JjMpiYGNFfJpOfwyTkYozJREI0GkciXomMlyiixJgRmQMiiAcSVFQEQRA4h3Pp7qq9fn/UPlpp91rd9dCn6/Z5+zovm73r2fupZ+/aveupWt82dxcAAACw3lqj7gAAAABmEzeiAAAAGAluRAEAADAS3IgCAABgJLgRBQAAwEhwIwoAAICR4EYUmHJm9t/M7B1rtK0fMLP7zKy9Ftsbct9uZo8I1v2CmX0safs2M/vv9c8/YWY3Hqx+AgBWjxtRYAVmdrOZ7atvwL5Z39RsHXW/1kP93P/9gf9296+5+1Z3742yX8u5+4Xu/vRVPvaf3P24g92nEmb282b2f8xsr5ldnjzuJfWN+f+TPGaDmf2Nme2qz9vfGFj3SDP7gJl9y8y+bWYfNbPjBtb/opn16nP+wL8nr9HTBIDv4EYUWJ2fdfetkk6Q9HhJ54y2O5g0ZtZZxcO+LekNkv4g2c5h6p9/16+wrf8m6VhJPyjppyW9ysxOqddtk3SJpOMkfZ+kKyV9YFn7z9RvOg78u3wV/QeAoXAjCgzB3b8p6aPq35BKkszsifUs1j1m9vnBmaN6ZunLZrbbzL5iZr9QL3+4mX3CzO4yszvN7EIz2zbQ7mYz+y0zu9bM9pjZW8zs+8zsI/W2Pl7fkMjMjqlnx840s1vN7DYze2X0HLL+Lnvc/5L0A5L+dz0j9qqBfXXqx1xuZv+93t59Zva/zezw+vnsMrP/a2bHDGzzeDO7tJ6Fu9HMfn7IQ/Az9XjeaWZ/ZGatgXH+9Go2YGZPNrNbBv77ZjP7zXqs7zWzd5nZxoH1zzaza+rx+j9m9tiBda82sy/Vx+SLZvbcgXW/aGb/bGZ/ambfVv/GMOXuH3f3d0u6NXnY70t6o6Q7V9jcGZJe5+53u/tOSX8t6Rfr/Vzp7m9x92+7+5KkP5V0nJkdvlIfl7O+PzWzO+rxu9bMHlOv22Bmf2xmXzOz283sfDPbNND2tHpsd9XjeEq8JwDTiBtRYAhmtl3SMyXdVP/3UZI+JOm/S3qgpN+U9D4ze5CZbVH/huGZ7n6IpH8n6ZoDm1L/huIhkn5I0tH63huV50l6mqRHSvpZSR+R9BpJR6j/2v0vyx7/0+rPgD1d0qtt4CP1gf6H/V3+WHd/saSvqZ4Ndvc/DIbldEkvlnSUpIdL+oykt9bb3ynpd+t9b5F0qaS/k/RgSS+U9Jdm9uhgu02eK+lkSSdKOk3SS4dom/l5SadIeqikx6q+YTOzEyX9jaRfkXS4pL+SdImZbajbfUnST0h6gKTfk/QOMztyYLs/KunL6j/fc83sP5rZtaWdNLMnqP/8z1/hcYepf259fmDx5yVFY/2Tkr7p7ncNLHt8fcP/L2b2OxbP6D69bv9I9WdaXyDpwHbOq5efIOkR6p8j/3Xgubxd0m/V7X5S0s3Z8wIwfSbuRtT633m6w8y+sMrH/3w9U3G9mf3dwe4fptbfm9luSV+XdIfqmytJL5L0YXf/sLtX7n6ppB2SfqZeX0l6jJltcvfb3P16SXL3m9z9UndfcPdvSXq9pJ9ats8/d/fb3f0bkv5J0mfd/XPuviDpYvW/IjDo99x9j7tfp/6N4AsbnsdK/S3xVnf/krvfq/7N8pfqmb2upPcM9PPZkm5297e6e9fdr5b0Pkk/N8S+zqtn8b6m/kfYTc+xxBvd/VZ3/7ak/63vznj/J0l/5e6fdfeeu/+tpAVJT5Qkd39P3a5y93dJ+ldJTxjY7q3u/uf1893n7n/n7o9VAesXiP2lpF9z92qFhx/4DvO9A8vulXRIw3a3S/qfkn5jYPGnJD1G/Rvo56k/zr8V7Gup3u7xkszdd7r7bWZm6o/fr9fHbLek/6H+GxdJ+mVJf1O/Dip3/4a737DC8wIwZSbuRlTS29SfuViRmR2r/nepnuTuj5b0ioPXLUy559Szmk9W/xfuEfXyH5T0/Ppj23vM7B5JPy7pSHffo/7s0FmSbjOzD5nZ8ZJkZg82s4vM7BtmtkvSOwa2ecDtAz/va/jv5QVTXx/4+avqz4gtF/Z3xRGIrbafPyjpR5ft+xckff8Q+1rxOZrZa+y7BTbpzOGAbw78vHdZn1+5rM9HH9ivmZ0x8LH9PerfvA0ex8H+3l//WdK17v6ZVTz2vvr/Dx1Ydqik3YMPqmfCPybpL939nQeWu/uX3f0r9Q3idZL+PwVvGNz9E5L+Qv2b2dvN7AIzO1TSgyRtlnTVwPj8Q71c6o/jl1bxXABMsYm7EXX3T6n/hf7vsP737f7BzK4ys3868Mte/Xfj/9Pd767b3rHO3cWUcfd/VP/N0B/Xi74u6X+5+7aBf1vc/Q/qx3/U3Z+m/o3eDep/T0/qfyzvkh7r7oeqP1Np97N7Rw/8/ANq/p5h2t8Gfj/7tHzf/7hs31vd/WVDbGPF5+ju/2OgwOasNejzucv6vNnd32lmP6j+8fxVSYe7+zZJX9C/PY5rOX5PlfRc61fAf1P9r3r8iZn9xfIH1te82yQ9bmDx4zRQ4FR/fP8xSZe4+7kr7NuVnJ/u/kZ3P0n9j/4fqf7s6Z3qvxF59MDYPaAu+pP6Y/vwFfYLYMpN3I1o4AL1P646Sf3vvP1lvfyRkh5ZFwxcwRfhsUbeIOlpZnaC+jOZP2tmzzCztplttH4xzHbrFxedWn83ckH9WaoDsUeH1P99T/29zehjz2H8jpltrr9z+UuS3tXwmLC/wTZvl/SwNeibJH1Q/dfji81srv73I2b2Q9J3intuXmEbv2Vmh5nZ0ZLOVvNzXEt/LeksM/tR69tiZs8ys0MkbVH/Bu1bkmRmv6T+jGixA8dEUkdSqz4+c/XqX1T/+8Qn1P92qP+91NcGm3u7pP+3Hq/j1X9j/rZ6P4eqX3T3z+7+6oZ+PNPMvq/++XhJv6Pvrao/8NgfqcdnTtIeSfsl9eqvD/y1pD81swfXjz3KzJ5RN32LpF8ys6eaWated3zTPgBMr4m/EbV+nuO/k/QeM7tG/WKCAx8zdtQv3niy+t9xerMNVCYDJervdL5d0u+4+9fVL5p5jfo3JF9X/6ayVf97pfqzdt9W/zug/7nezO+pX3Bzr/rFQ+9fg679o/pFVJdJ+mN3/56A9xX62+T31b+ZucfMfvP+dK7+juDT1f+O4K3qfxx+nqQDhT9HS/rnFTbzAUlXqV/09SH1b2YOGnffof4N3F9Iulv98f3Fet0XJf2J+sVZt0v6Ya3Qf+sH72exSy9WfxbxTeoXQe1TPYvu7ve4+zcP/JO0KGlX/d3cpm3/rvoffX9V/XPjj9z9H+p1z5X0I+rfCA5mhf5Avf6pkq41sz2SPqz++fk/gj4fWvfx7npfd+m7nxj8tvpjdkX9FZSPqx8ZJXe/Uv03TH+q/uvgH9X/KgSAGWLua/nJ0fqwfhzMB939MfU7+xvd/Xu+41Z/P+wKd39b/d+XSXq1u//f9ewvcDDVr4evSJqrC4QmkvX/MtLZ3o8aAgDMgImfEXX3XZK+YmbPl76TaXfge1F/r36kjczsCPU/qv/yKPoJIOfuT+cmFABmy8TdiJrZO9X/KOw4M7vFzH5Z/crbXzazz6v/ZfzT6od/VNJdZvZFSZ+U9Fv+b3PyAAAAMCIT+dE8AAAAJt/EzYgCAABgOnAjCgAAgJGI/nbwWGofssU7hx928HdUJbniyTcZLPqjeyXffiiNNg/2ZVkfsucUrStpM+Y8G/NoXeFzLRnXcRD123plHXcLBjZ5i+wlb58Lz//I/f3LA2vRh3RzUQcLzvH0dZFtLnpOK/1x0mh70YqSsRuH11nJ9UZx10uu8ZZ9Na9ke0kTrdvXALNexH3Yfd+td7r7g8IH4KCZqBvRzuGH6ft/578M1yg5J63XvNL2x7/pWgvxBtv7m9e1luI+hBf/dtIm21wQ3tNejNu0snW9YHnWJgoQGvOLfzbmvbnm5dnFP3xjovicaHULfjGs9V1R0oX2YvPKuT1ldxdVp7nzvY3xa7C7sXm5t+KByMa15HzNf+k3ryy6UUiGNbshj8a1Cs5jSarazW08+S2R9SG6RnQWym5+rArGNXudBcc22taKCl6D0Y28B+MtSVU65sHvmeQcj163raXkdZGsi954trrJwUjGvOh4BG9is+tAtp/LPvXarw7fCawFPpoHAADASHAjCgAAgJHgRhQAAAAjwY0oAAAARoIbUQAAAIzERFXNyySbG7a6Lnl8UF3nSXxTui6o0CxJrciqJjPRO4u0KDFbt4YV2WF1cmEf0liZYCDSatSkaj7cV0FlvJTEHa1XjE8iTZWJnm8Uw7SCrMJ12D5kxzaqIq970bg0TbuYUEURZVmT7PwPzvEs6ivb3lq2KY2kisYoTUQIq7vXtg/Z9qLXmbfijqf9iy5fSRJAHus3fCJC2PcslKHgeoODjxlRAAAAjAQ3ogAAABiJVd+ImlnbzD5nZh9sWHeamV1rZteY2Q4z+/F6+XH1sgP/dpnZK+p1rxto8zEze8iaPSsAAACMvWFmRM+WtDNYd5mkx7n7CZJeKunNkuTuN7r7CfXykyTtlXRx3eaP3P2x9boPSvqvQ/ceAAAAE2tVN6Jmtl3Ss1TfYC7n7ve5f6ckZ4uavy78VElfcvev1m12DayL2gAAAGBKrbY2+w2SXiXpkOgBZvZcSb8v6cHq37Qud7qkdy5rc66kMyTdK+mnV9WTvPRuONFteFZJ2I7XhX/HOSnRtOBvuacVkEkfLNhXcdX8WkoKFi2rqA/GIv9b28HypDJ++LpqqZ30Ozq2UlwNWnJ6r3XoQUm/SypsM1lVc7gua5O9nkq2F69a00tUao0r4EPp338ffl1JlXvarmS8C1MeIr7WF9Gkf0XjWhLdklWYh/sqG4f42GYJC1GEQbyf4rSEdfKMn97id307uQDfD1ddu/BRdz/loGz8flrxRtTMni3pDne/ysyeHD3O3S+WdLGZ/aSk10n69wPbmJd0qqRzlrV5raTXmtk5kn5V0u827P9MSWdKUvvwbSs+IQAAgElz17d7uvKjP3BQtt0+8l+POCgbXgOr+Wj+SZJONbObJV0k6Slm9o7owe7+KUkPN7PBJ/1MSVe7++1Bs7+T9Lxgexe4+8nufnL7kC2r6C4AAMBkcUnVQfrfOFvxRtTdz3H37e5+jPofr3/C3V80+Bgze4RZ/7MEMztR0rykuwYe8kJ978fyxw7856mSbih6BgAAAJhIxX9ZyczOkiR3P1/92cwzzGxJ0j5JLzhQvGRmmyU9TdKvLNvEH5jZcep/2+Srks4q7QsAAMBkc/V8vGcvD4ahbkTd/XJJl9c/nz+w/DxJ5wVt9ko6vGF540fxAAAAs6b/0fzsBQjxl5UAAAAwEsUfzY+ESZZEKzVKHu5BloNn+8iinTrN2+slbVqLQR+SiCZPIoiqueZ2rSjqYoXtRekZaRxU9MlCFG+ldFjDOI4siimK60mjdZJoj/ZS0CSJb2p11+edbfqcCqJ30n6XRDFlb3ejBJaSyKDsE60svimIqcmuA1nEVRS9k0X8RKdeUexUIj1Xwhd1FiWUXNuySLZwe8nKNXw5pWNXEvGz1rlABXFLpbFYYReypxRG6iXnStHFI15lVZQll/RhAiYbx72w6GBgRhQAAAAjMVkzogAAAFPI5eqV/PGBCceMKAAAAEaCGVEAAIAxQNU8AAAAsE4mbEbUZUOWvUWV8Qe21yioepUkZRXrQbWbJRXr0aq0KjcRVcB7cqSz/Nxo+Cx5C1NF1fFB5bmk9EwsqXQMK0hLqrEltYK+txeTSuhke9FzWuvi26Lq86xNQb+9XZbYMGwfsvHOEhail3vWJk15CPuXjEPYKNlPdp2KdzT0uqwyPn89Na9c6+ruTHRepuddUdV8srk1fr5F18OSSbY1vhZl24uuEZZ9XzI6v5aytIvCX6zrxCX1ZnBGdMJuRAEAAKYTH80DAAAA64QZUQAAgBFzifgmAAAAYL0wIwoAADAGZu8PfDIjCgAAgBGZ+hnRNL4pWJemomS5LcFtvWeJEeHmCrMzonid7C1HNkRBuzCiSXH0VPbVl/RbMQUxQ61u8/I0SiVZF8U0tZJjm+0rGteimJXCrxRZL4g/KUk4SV402bkXxusM/7ItFvcveU7ZyRyNX9Jvi1Ym+1nrcYh3FK9Kz/Gof8n5UBJ1lL1m1m2MEum1N1D0nApeZ0qi1bLroYW/aLI+DB+L6O04Z6u12Ly91kJw8Z8ALp/J+CZmRAEAADASUz8jCgAAMPZcCj6ommrciAIAAIyYi2IlAAAAYN0wIwoAADBypl5pofIEY0YUAAAAIzFhM6KWxzGtA8/imwJWDR9tY1k8TLa9YJUleSCeRHhEcSppFFMUY1USLyKptdS8PIs4ifqdRRO1uvEGo5imNG4mGaTonCg5vfNxyPow/PYipfFgYexTycu89NJQEiFVEEHkcRJN+MWw7NpRErtWwlvZwCbXlbDd8OekVBhtVrCf7DiF19fCiKtwP9n5VfT6jE7ytFW8JvqdkVxDs98zHpzM2e/Bai4apPi2xrol2XTrxyUll+ypxYwoAAAARmLCZkQBAACm0yx+R5QbUQAAgBFzzeaNKB/NAwAAYCSYEQUAABgD1YgLskdh8m5Eh60oK6lAS8oSLasgjdplZXBhxW5SyV5WxFokrN7M9lPwOkorVYOq06iaPlNSRd7vRLS8cHvBBtNDGyYsDL2bldcN2YeSSuN0PwUV4WtZKS5phar0LAmjeWCz52RB31vdpA9Z/6LrSpZcET2nNPUgXlUFv11a3azjWRxHQWJJ0ME1/11fcL5mCR7ZurWUnQ9VZ/hBsmyDBX+7Mk1RCM5XT/rdWpy9m7xJMHk3ogAAAFOG74gCAABg5pjZ0Wb2STPbaWbXm9nZA+t+zcxurJf/4cDyc8zspnrdMwaWn2Rm19Xr3miWfo7LjCgAAMCouUy90c0PdiW90t2vNrNDJF1lZpdK+j5Jp0l6rLsvmNmDJcnMHiXpdEmPlvQQSR83s0e6e0/SmySdKekKSR+WdIqkj0Q7ZkYUAABghrn7be5+df3zbkk7JR0l6WWS/sDdF+p1d9RNTpN0kbsvuPtXJN0k6QlmdqSkQ939M+7ukt4u6TnZvrkRBQAAGAOV20H5NwwzO0bS4yV9VtIjJf2EmX3WzP7RzH6kfthRkr4+0OyWetlR9c/Ll4f4aB4AAGDEDnKx0hFmtmPgvy9w9wuWP8jMtkp6n6RXuPsuM+tIOkzSEyX9iKR3m9nD1JwV4cny0GzfiEbHO40mSlaGsTJJxE/+Hd41UxKH01855HKtECcUWae5+SwWy5OOR4ew6Lkm0riSYF12/PIIqWB7JdFJhVFHoYLtpRFS2fkVReUUvjSrdkHDIFYsjVsqiVVa68tNdh0Izr30NVOQjpcKI5+y+K2kDwVdKJHGzAWr0kixojiveF1vQ/MGs3M/O37Rvjr74wtYe1/zOusmY9ctuCBOjzvd/eTsAWY2p/5N6IXu/v568S2S3l9/zH6lmVWSjqiXHz3QfLukW+vl2xuWh/hoHgAAYORMPW8dlH8r7rk/K/YWSTvd/fUDq/5e0lPqxzxS0rykOyVdIul0M9tgZg+VdKykK939Nkm7zeyJ9TbPkPSBbN+zPSMKAACAJ0l6saTrzOyaetlrJP2NpL8xsy9IWpT0knp29Hoze7ekL6pfcf/yumJe6hc4vU3SJvWr5cOKeYkbUQAAgJFzSdWIPqh2908r/vbJi4I250o6t2H5DkmPWe2++WgeAAAAI8GMKAAAwBiYxT/xyY0oAADAiLnbqgqLps3034hmby6GT/aQqmRlFLkxZJjsin3IcjCieKIsDifbVxCJk8YCrXEcTtSuJGYoS8tK42GiGJjC+KaSWKWiba1xvNRaK4mDGnZbK66LXjKlxyjqexbNFUbylHUhHL80dm34k6VkjLJooqx/RccpbJNE/PSyi0SyryGVRr9Zb/iGHsUqFT6fMEJtruxJtZaal2fHthVEMVkvbpSeexiZ6b8RBQAAmADVDH40P3tzwAAAABgLzIgCAACMWP9PfM7e/ODsPWMAAACMBWZEAQAARo6q+emUVkIXtMk2F1RbptWRUdVwSfmoJGs1t/Oi+AAllb5ZyXqyqwLh0y0JI8iqZdewkn0lJdeadevfWn9XPk2AaF5cVAFf8lrP+hAkRmRtpDhYox1UBkv92JbG5YXHoqQ6OLxOpZX2w6/LntOal2kUXIuKKquzOI5IklKQvdbDcS05FgWvi1Q2DmkHgyZp2kXw+zZuErbBaE3/jSgAAMCYG+Wf+BwlbkQBAADGQK/0Y5AJNnu33gAAABgLzIgCAACMmMuIbwIAAADWCzOiAAAAY6AivmkCrMf3eNN9JJEbrSiCJYmtCOKWLMqASXuQJGRkXcgiLbrB5oJ+S/E4tBfi3aSRLsE668VtWkFUTtYmjUxZx2inSHR9Goe+ZbEt2XW1CiKSPDiHpDhWqTRuKYwoK4mQUnw80hqEgkiq7LISjV8aTRSsSiOaSs697HqTZt1FbZJVBf3LrhHxMRw+mihtUnKcsjbhNbQsSyuNF4w2l56vzct7c0lU4cbmRnn81jhcLLHc5N2IAgAATBn+xCcAAACwjpgRBQAAGDGXzWSOKDeiAAAAY2AW/7LS7D1jAAAAjIUJmxF1tdrDVetlFetVNyq/TTaY3boHJetpIWgwDZ9W2pcUnYbl9Pk7sFaws9b+uBPtxeblpRXrUQV8K6jo77dpfr5Zm6zaMuxfQZFvf4PB5gqqsUv2s9ayT5OiynhJqjrB+Z9cmapo3Vo/18Jq8fAcKz1XCljBtShal553JVX9ybUoFVXbl2wvaVNy6U0/TS3od5rg0YuObdyJKjhQUcKJlJ+uYf+y303J9b8kscGDa0c1l/w+Kz331om71JvB+KbZe8YAAAAYCxM2IwoAADCNTNV6fYw1RpgRBQAAwEgwIwoAADBiLr4jmjKztpl9zsw+2LDuNDO71syuMbMdZvbj9fLj6mUH/u0ys1fU6/7IzG6o211sZtvW6kkBAABMmp5aB+XfOBumd2dL2hmsu0zS49z9BEkvlfRmSXL3G939hHr5SZL2Srq4bnOppMe4+2Ml/Yukc4buPQAAACbWqj6aN7Ptkp4l6VxJv7F8vbvfN/CfW9QcxvBUSV9y96/WbT42sO4KST+3Yj9a0tx8kr/ToNeL77U9ik6q1vjLwgWby5p4NgTd5pa2GI9De28SdxFEMbUX4i6E8TUlkTeK46CivklSO4p8CmKdVrTWqR9RXEkWcbLWCs5Lb0eRKXGbKKJJimOasu2VfHKVjWurYMwtjQEbfnvxxtZwW9Kan8d5NF1BnF2BLDopWpX3e/g+pNfrKDopi4kKIpqk5PxK4udaYdxSGtIUrgnHvPB8zaLzhu1Den2IorTGhMtUzeBfVlrtJf0Nkl6l5FbCzJ5rZjdI+pD6s6LLnS7pnUHzl0r6SLDdM+uP+3f07t2zyu4CAABg3K14I2pmz5Z0h7tflT3O3S929+MlPUfS65ZtY17SqZLe07D910rqSrow2O4F7n6yu5/cfsCWlboLAAAwkfiOaLMnSTrVzG6WdJGkp5jZO6IHu/unJD3czI4YWPxMSVe7++2DjzWzl0h6tqRfcB/zP3kAAACANbXid0Td/RzVhURm9mRJv+nuLxp8jJk9Qv3vf7qZnShpXtJdAw95oZZ9LG9mp0j6bUk/5e5778dzAAAAmGguqZrB+KbiHFEzO0uS3P18Sc+TdIaZLUnaJ+kFB2Y4zWyzpKdJ+pVlm/gLSRskXWr9LxBf4e5nlfYHAAAAk2WoG1F3v1zS5fXP5w8sP0/SeUGbvZIOb1j+iGH2DQAAML1MvRn8E58T9ZeVWubaMB/k8gQWl+KnWAUxTdVSEvmURjsFcVBLw59Y1ovbWBDRJEmthea+d/bFbdr74n50gi9NpJE3BdFEeXxT8wbbC0lcyXCnyWyKhi85XaNPjaog1kmSvB1vrzcftCmI5EmDaJKV0b6yc7LVTc69gjiooiiatRY9pYKIJike8zSibL2inZLzK4w6kuKIpNbwJ2xphFQYdVSwvew8zo6tB8+3ODopWJcmGQXdq+aTOMIkFmsczOpH87P3jAEAADAWJmpGFAAAYFrN4kfzzIgCAABgJJgRBQAAGDF34zuiAAAAwHqZqBnRqjLtWwjKbAPdhbhkt+oG9+FJGy3G9+4WVFu2kkp7C6q7W0llfLQfKa6Aby8kbfYn64J2WfVhOA5JFbIl26MCfn1VyVUhWlfNxW16G4bfXlZRHL2csvMrE+4rLcOPV1XB5SNNhgjWlU6OpNXGgbDKPavgztYF1fHZ9aukCr9IUsHtyY7CVVEluySLKuqTNiVfE7Rs7IJj4Z79MknGKHi9V0nHvTX6inXPKvfHRI8ZUQAAAGB9TNSMKAAAwDRy5bPK04obUQAAgJEzPpoHAAAA1gszogAAACPW/xOfs/fRPDOiAAAAGImJmhH1yrS4e7j4piyKyRab33m0luJ3JK2gjSRZEMGSxbZE0URZ3JKyxI3F4bfXXopjNdqLzeuiOBBJeewNxoYHL43uxvgc725qXtdLXpZecJXJJgWi11l2TmaRQUUxQwWi8ZYkBX1oJa/Nsj4kAxvE/5RENEnJ+JVGNBUMRRzNVTauFkQueRTRJMUxTUkXsni81lLBiRlFc2UDnnxXMRo+T6LaLHlRR6vScy8Y1zWN+RqB3gzOD87eMwYAAMBYmKgZUQAAgGnkspn8jig3ogAAAGOgmsEPqmfvGQMAAOA7zOxoM/ukme00s+vN7Ox6+X8zs2+Y2TX1v58ZaHOOmd1kZjea2TMGlp9kZtfV695olv9tVWZEAQAARsxd6o3uo/mupFe6+9Vmdoikq8zs0nrdn7r7Hw8+2MweJel0SY+W9BBJHzezR7p7T9KbJJ0p6QpJH5Z0iqSPRDuerBvRnql179xQTVpBFbkktfdHVfNl24vaZdW3UZV7up+kojLcXmn17YRXIM6E5LrVm08q4IPq+O6WeHtVcMWIlktK+xclQKRV7lEFcFZhu47ncdi/LGki3Fi8qhUkWkjx+FXDXT77CiqXpaxiPdneGFxv0j4EEzutbtwoKj7PzvFWN1mZjPnQssr9xfiE9bnmJ+WWVNpn14hojLJzJRjz/NoxBifYmHL32yTdVv+828x2SjoqaXKapIvcfUHSV8zsJklPMLObJR3q7p+RJDN7u6TnKLkR5aN5AACAMVC5HZR/ko4wsx0D/86M+mBmx0h6vKTP1ot+1cyuNbO/MbPD6mVHSfr6QLNb6mVH1T8vXx7iRhQAAGC63enuJw/8u6DpQWa2VdL7JL3C3Xep/zH7wyWdoP6M6Z8ceGhDc0+Whybro3kAAIAp1I9vGt38oJnNqX8TeqG7v1+S3P32gfV/LemD9X/eIunogebbJd1aL9/esDzEjCgAAMAMqyvb3yJpp7u/fmD5kQMPe66kL9Q/XyLpdDPbYGYPlXSspCvr75ruNrMn1ts8Q9IHsn0zIwoAADAGeml150H1JEkvlnSdmV1TL3uNpBea2Qnqf7x+s6RfkSR3v97M3i3pi+pX3L+8rpiXpJdJepukTeoXKYWFShI3ogAAACPn0sj+spK7f1rN3+/8cNLmXEnnNizfIekxq933RN2IWk+a2zXcQcrjm4I23WR7WbRTsC6L9ojiltpJNAuRSjMqOPWziKalzfG63qbm5d0NcRfCCJaCiCZJakXncsG1uPirVVHcUtJvzzoYZc4k/YtTZbKBSK4rJXFtBWOejVEoidDJ4nrC389ZVnawrzSiKYtHiraXROqF1/+sDwVjtJ73L1F0UisZ2Co7TK3mldlzCldlEU0l5ysOuom6EQUAAJhOoy1WGpXZe8YAAAAYC8yIAgAAjIFqdMVKI8OMKAAAAEaCGVEAAIARc5d6I6qaHyVuRAEAAMbALBYrTdSNqPWkud3DtUmjmMLopKRNEosS7YsoJqyWt+N1vQ3N75Sz+KYookmSqoLrXdQ/S15nmV4QFZXGAkVxS73m5dIK30EKtlclV8fsuhIl2KSRQZEsxicZI1tqXtlORiL6/ZdG6BQ9p4I2iuN6PNlgeCyyscvWlfQ9iIOyLCYqi6QqsdbbKxFENElSNTf8xciq5gOVR4rxC3ccTdSNKAAAwDTq/635MXjTsM5mbw4YAAAAY4EZUQAAgDFAfBMAAACwTpgRBQAAGDGXZvI7ohN1I2qV1Nk7XJtWVkkbVMCXVs2H1XoU6mGZqPo8qoyXpO7G5nXVXLKf5DOPqA9VUMmeyar9PbvKFFQ1R7KK5rSiPqiAz9sk6RlBu7Qau9e8vTSlI2iT7csW405U7ebzKy24Lrm2ZdtLKqujXWWbC8c8GbssqWAtr+XZ+eCtgor65EB5MK7eSUYv60I2RpEkJSB6PVXZdaUg5YHPgMfTRN2IAgAATCtyRAEAALD+nPgmAAAAYN0wIwoAADBiLuKbAAAAgHXDjCgAAMAYmMXviE7Ujai51F4Yrk0WcdJaal7eXlyf+A5MtyxWKYpi6gXLs+11k7ilLDqpCtZlMUhRTFNW6JnF1ITRScFyKYlHyuKWknVR/9JrR0G0Uyu5roRtsv0sxAPbWorym+LtRQextIg3Oo+iKCFJ8uQCa1G77JocRAZZEiWUxoCVxBYVKIt2KriByV7rWfRbsK907NLrQHNDzyKpgrgxz+LsurN3kzcJJupGFAAAYBrNaqA93xEFAADASDAjCgAAMAZmcUaUG1EAAIARcxFoDwAAAKwbZkQBAADGwCwG2k/WjaivEK3UoL2UxHRE0ShENGGZKLaoNx9fNHob4nXdjVGbuA9VsC5rk8fABPsJnmt/ZfPiKIZJimPSsnVpfFPQJttPHu0URPwkbdJrRLAuja8JrmvtKIZJkgWRN5JkvWRnUR8K4pbyDQ7fJIvriaKYVNC/PGZo+F8ARbFOhVFQ4XmZPqmgC9lNTxadFKyyJPIsHdcoxi27FgX9y15nM3iPNxEm60YUAABgGvlsFivxHVEAAACMBDOiAAAAIzargfbciAIAAIyBWbwR5aN5AAAAjMREzYhaJXX2D1lpSAU8BmVFuXMlVe5J1fx8vK+o0r27JW5TzTUvTyvjszfXwdvQrFo8qmZPK+NLKuCLqubjF3sre07BuqiaXsqr+qPq4KyoWe3gQGVJAEkVclS9nLWJTqM0PSCrrA6q2T1Jmkgrq4N9+Xpe5IcPI0jHqEiUypCcr2GVe1K5n1fUx6sirSQBwqPzP5kr8yDmIa3cT5ImxgGB9gAAAMA6mqgZUQAAgGnlzIgCAAAA64MZUQAAgDEwi3/ic9UzombWNrPPmdkHG9adZmbXmtk1ZrbDzH68Xn5cvezAv11m9op63fPN7Hozq8zs5DV7RgAAAJgIw8yIni1pp6RDG9ZdJukSd3cze6ykd0s63t1vlHSC1L+RlfQNSRfXbb4g6T9I+quyrgMAAEwHn9E/8bmqG1Ez2y7pWZLOlfQby9e7+30D/7lFzQETT5X0JXf/at1mZ73t4Xo83ukLKLXGr70qOLOrThK3lEQxdTcFbZKIpiqLbwrjoOI2Uf6P9eJ+Z7FKUexTFgcVRh1l8U1rHAfVDmKa8gipLOooWJ5ECaXPKYpvyqJ/gsgZL4z+CfueRNu0PBqIJKIp61/wWrNu0iaM8VGcf1XyOyFLiUrGaC1//3gn/kAy7UM0RNn5GrzOqiRTrJVkVVXBcUojxbrx9qLrgCWRT+F5mb1ksniwMUGxUuwNkl6lJEXNzJ5rZjdI+pCklzY85HRJ7xy2gwAAAJhOK96ImtmzJd3h7ldlj3P3i939eEnPkfS6ZduYl3SqpPcM20EzO7P+3umOpYU9wzYHAACYAP1A+4Pxb5ytZkb0SZJONbObJV0k6Slm9o7owe7+KUkPN7MjBhY/U9LV7n77sB109wvc/WR3P3luQ/JnZwAAADBRVrwRdfdz3H27ux+j/sfrn3D3Fw0+xsweYfWXPc3sREnzku4aeMgLxcfyAAAAIXc7KP/GWXGgvZmdZWZn1f/5PElfMLNrJP1PSS9w7/8RWzPbLOlpkt6/rP1zzewWST8m6UNm9tHSvgAAAGDyDBVo7+6XS7q8/vn8geXnSTovaLNX0uENyy/Wd6OcMAuSN2VRlbskeau5oSdvo3rzzW2ySvZuUMmetYuq31fanreDyuqkqLO9v/k5pRXm++J1aRX3kG2iynMprzCP+t4KKuMlqb1YUDWfVCHH6QFZBXBWhT98ZW503M0Lq3yDdun2sgrlgLXiF2GlduPyVnLiZTM3HlXUFyQLpMdonSqrs0kqT9I9wgSIgmpx62XHPD627Wj8Sl8zSUV9xOea+xeeJyq75q0nF/FNAAAAGAUP30NONf7WPAAAAEaCGVEAAIAxwN+aBwAAANYJM6IAAAAj5uJPfAIAAGDGmNnRZvZJM9tpZteb2dnL1v+mmfngHysys3PM7CYzu9HMnjGw/CQzu65e98YDOfMRZkSRK3hzVs0F0UnNaS79dcmZWAVRJlkUU7S9LG6pmovX9TYEyzfFJY7ZG9vWYvPK9mLWZrjlK20vi1wK20TJMVlEUxLb0uo2L28vDB/flEXyZLEtUaxMGt+Uba8gvincVmEJrUexSlXc8TDGKumDJ9uLZjmqLLbI4rmR8NzLMs/CHcWr0s2VHI/gd3DpxFcUW2fJwFp0nILXX9om7UOyvWTsis7zIG4sva4VRH2tr5H+Oc6upFe6+9Vmdoikq8zsUnf/opkdrX4e/Ne+01OzR6n/R44eLekhkj5uZo90956kN0k6U9IVkj4s6RRJH4l2zIwoAADADHP329z96vrn3ZJ2SjqqXv2nkl6lf/sW7jRJF7n7grt/RdJNkp5gZkdKOtTdP1P/YaO3S3pOtm9mRAEAAMbAOOSImtkxkh4v6bNmdqqkb7j755d9wn6U+jOeB9xSL1uqf16+PMSNKAAAwBg4iMVKR5jZjoH/vsDdL1j+IDPbKul9kl6h/sf1r5X09IbtNXXUk+UhbkQBAACm253ufnL2ADObU/8m9EJ3f7+Z/bCkh0o6MBu6XdLVZvYE9Wc6jx5ovl3SrfXy7Q3LQ3xHFAAAYMTc+zOiB+PfSurK9rdI2unur+/3x69z9we7+zHufoz6N5knuvs3JV0i6XQz22BmD5V0rKQr3f02SbvN7In1Ns+Q9IFs38yIAgAAzLYnSXqxpOvM7Jp62Wvc/cNND3b3683s3ZK+qP5H+C+vK+Yl6WWS3iZpk/rV8mHFvMSN6NTxICLJ22XfO4liOnpJ1FG0r6hvktTLopiCfUWRSlIc31RlbZL+eWf4b5C3F+Ixby80L8+imFpLwy2X4ngkSbJkXdgmjG8aPqJJiqOYouX97QVxS0tZ3FKyvaDvUayTpLSiIBqjNf/qV1bVEO0r+wwsWhfE5EhSFg/oURxUL27TyrbXCvObwjbxxsqiucoqSYI2nfhgZOeKt4KVSZswoiyL5kpOljDiaq0LbbK4sei4J4M3CVnxo4pvcvdPa4XAxnpWdPC/z5V0bsPjdkh6zGr3zUfzAAAAGAlmRAEAAMbAOMQ3rTdmRAEAADASzIgCAACMgYOYIzq2uBEFAAAYMdfqopamDTeiYyqvMM8qS4ffnmeVqlH1eXLmhBXrSaV9WgEfVNR3NyUVn1F6QFL9blVSzRtUwGcVtlkFfHv/8G2ifWVV89ZL1kXbSyrgozbpOCTV562g0j1rE1XHp22y59Rr7ny2vZIvcqW/XkoqvzPr9T2zrKo5qo6Pqt+l/EQKX58FTzYb7rR7WUl91ChIEUlTD+IOxhXrBedk8rqQkue6xkkF4bpsuEtSFPgy4ljiRhQAAGAMzGCtEu8PAAAAMBrMiAIAAIyaz2axEjOiAAAAGAlmRAEAAMbBDH5JlBtRAACAMTCLH81zIzpiVRDF1M3ijObWNr4pi2KK2vWCSCVJqoK+V1kfsu1tbM7wiJ6rJPl8cxtbjBtZN95eK1iXRjQtJNsL1rWSuKWoD2lEUxrf1PzWO0vQibaXRjRl4xpsz9LtBfFNS0mUUPBc+/sKzpWkjdLYm0DJF6GyaLUs4ieIGUrjeqLhS2J3su15dCIlMWlRNJckWRSDVBIl1C77ZZ/HHTWLrqHptrJjG7XLztdIcO5LkiU3RN4pOJmzKKZZ/LuW+A5uRAEAAMbALN6TU6wEAACAkWBGFAAAYMRcs/kdUWZEAQAAMBLMiAIAAIyaS5rBGVFuRNdBd1N8YvU2NK/rJVXzvbnh++DJkU4r1oN9dTfH36iuNjSvq+YLv4XdCtplr9egMtd6caPWYrIuqHLPKuPbSUV9VKGfVZiHFetJ9W1eNT/c8mxfab+zat7gm/lpHwqq3KPK+LRdNq5ZRUG0LqsaDqukCyurwz5kVdIF/e4lK4PK9LzyvOAakVXNB33w5MPA9NhG45clTUT7smQ/yfkaDVGUlCAp7F/aJjtOvSAKoDCNIOxfciw8Sl/IxjX9pYFR4UYUAABgDMxi1Tw3ogAAAONgBm9EKVYCAADASDAjCgAAMHJGfBMAAACwXpgRBQAAGAcz+B1RbkSH5EFqhSR1NzZPqafxTRujbcX7qZJopygWyJO572x7S4c052r4xiT2Y0NzZpBFMUxKojgkqRd0fiGJYFkKomOW4t1kEUTRuiy+qZXtK4hVSuOWgjiVPG4p2V4Y6TJ8HFTaJou2KehDGF+TxS1l2wvHNYvQySJ+4lXJBpsXJ6/bNf8AL4zSKhsHWwheNJ2y37QexDRZFhkUXfjSiJ+Y9ZIX1JBdUBIllx7b6DhlcUvRccrO4+z1FFzL17ziOzu/hm+SxrhhdLgRBQAAGDXnT3wCAAAA64YZUQAAgHHAd0QBAAAwGnw0DwAAAKwLZkQBAADGAR/NQ5J6G+Kp8SiiSUqimDbF+1raGiw/ND4b2/uSqfv55sVpfNOmONIijGnaGMeYdDY0x7a02vFzWtofn4q+P4piisehFaxrdZPIlCxmKIwtittkcVAlMUhFkU8FsUrp9qLNZRfPLIKlG0UGrXEUTbYuiP/x5AOjNNIoGIy8TaA0bSaIOioao2hbpdtbzF5oyeszWldlGVfRSV728Wd4DEu2lx3bLM6uJCMp6vZS9mKP++BRH7J+J2wNX9OWVZ0XHnccXNyIAgAAjIMZnBHlO6IAAAAYCWZEAQAARs0lzWCgPTeiAAAAY2DN/0zqBOCjeQAAAIzE9M+IJrPcUQV8Vhnf3ZJsL6iO725O2mxtfvvTOyQuufZ2O95gVCzbSd5mZZ8EzDWXW7aD5ZI0P9/c92437rf3sgMVVM0nbUqq3LMq1rRdJBnyVi+o+Ewr4KPlw1fGZ/sq2V70fFbqQzgOQTV9f3vDTxl4O6usDqrm5+ImUSqDJJmCgc0+couqsbNxLago9laSBFBSuVxSUd9LTvISS8m64FoZVuBLZVNSyTU53FO2n+x6GFasx03Cav99++NG80EEixQmTaTnZEnFera98PlmF97hu7DumBEFAAAA1sf0z4gCAABMghksVmJGFAAAACPBjCgAAMAYCP963RRjRhQAAAAjwYwoAADAqLlmsmp+sm5ETarmh/siby+JYOluCuKbghgmSVramqw7JIpiSnI1NjVHHXU2xBEnvXZBFFN2clfJmAb7as/F/YtimrpLSexUwRe0s6ij6DmVxCNJKrs4ZAkswbpsFKKPbNJ4pDgFLIxBSiOfojZJ3FIri2JK1g2rmos/4Knmh488y3g7HqR2GFuUjEMUbZO9ZJKO21LziW6LSdZRL3hOnp0QBR+qZfFzWf9KRM8pk0UGZTFgQ27PktdmUSxWN7m4Rccwa1MthKuimCafT37hJoc93lFyjpc8p5IIqXVlFCsBAAAA62WyZkQBAACm1Qx+NM+MKAAAAEaCGVEAAIBxwIwoAAAAsD5WPSNqZm1JOyR9w92fvWzdaZJeJ6mS1JX0Cnf/tJkdJ+ldAw99mKT/6u5vMLMH1uuOkXSzpJ9397uzPnhLWgoq3SPVfLxuaXPz8l5SNd/dGr9d6W5rrtbbcNj+sM3WTc2Vib2kkn1hLq5MrIKKu6oXb6+XVLO3gqp5T/rXW2p+f1P14vc9nvQvWlNSLZ5WhGdV+AU8eZvnreZn5a3k7fAa9y965x1VxvfXDbdcWqEItB2kGyR9CMcuqWjOjkWRrKg56Id1kmO7FB2MgurprF22vWBcVSWDV2VV1wVTO9lzytatl7AKPymBbxWUi5ckFSwliQNhpX0WqzH8uRdV00uS5pLbjWhfJcc8G4elLKpgTIzBab7ehrk8ny1pZ7DuMkmPc/cTJL1U0pslyd1vdPcT6uUnSdor6eK6zaslXebux9btXz107wEAAKaBq//O/WD8G2OruhE1s+2SnqX6BnM5d7/P/TtvXbao+Z7+qZK+5O5frf/7NEl/W//8t5Kes8o+AwAAYI2Y2dFm9kkz22lm15vZ2fXy15nZtWZ2jZl9zMweMtDmHDO7ycxuNLNnDCw/ycyuq9e90cKg5L7Vzoi+QdKr1P/oPXoSzzWzGyR9SP1Z0eVOl/TOgf/+Pne/TZLq/39wsN0zzWyHme3o7t+zyu4CAABMFvOD828VupJe6e4/JOmJkl5uZo+S9Efu/tj6k+0PSvqvklSvO13SoyWdIukv669wStKbJJ0p6dj63ynZjle8ETWzZ0u6w92vyh7n7he7+/Hqz2y+btk25iWdKuk9K+2vYbsXuPvJ7n5yZ+OWYZsDAAAg4e63ufvV9c+71f8q5lHuvmvgYYOfeJ8m6SJ3X3D3r0i6SdITzOxISYe6+2fqT8rfrhU+8V5NsdKTJJ1qZj8jaaOkQ83sHe7+ouDJfMrMHm5mR7j7nfXiZ0q62t1vH3jo7WZ2pLvfVnf8jlX0BQAAYDodvGKlI8xsx8B/X+DuFzQ90MyOkfR4SZ+t//tcSWdIulfST9cPO0rSFQPNbqmXLdU/L18eWnFG1N3Pcfft7n6M+tOwn1h+E2pmjzjwHQAzO1HSvKS7Bh7yQv3bj+Ul6RJJL6l/fomkD6zUFwAAAAztzgOfLtf/opvQrZLep3760S5JcvfXuvvRki6U9KsHHtrQ3JPloeJAezM7q+7g+ZKeJ+kMM1uStE/SCw4UL5nZZklPk/QryzbxB5LebWa/LOlrkp6/0j69JS1tHa6fVZx0pG4Q39TdkkQ0HRrHanS2NsdGbNuyL2xz2Ka9jcv3deOOL83H8RTdICJpoRsf6v3teF9RTFMaxRRFOyWRT9k6y9oNK0tFKYh2StsUvLMtaZNGCaVvNYMYpKwP0cpO0okk4SfqnyVVnlaQwJKNaxQHlUVIpZfV4Hv5HkRV1Z1INhjsppucfGGjpA/huoKYKCme5iiJdSq11pFP0fbSKK2C41QlbXrBCyrrQzDmnsREWRQTJcX9y/q9kGxvneKbfGFx+O3NEDObU/8m9EJ3f3/DQ/5O/Tqg31V/pvPogXXbJd1aL9/esDw01I2ou18u6fL65/MHlp8n6bygzV5Jhzcsv0v9SnoAAACMSP2p9lsk7XT31w8sP9bd/7X+z1Ml3VD/fImkvzOz10t6iPpFSVe6e8/MdpvZE9X/aP8MSX+e7Zs/8QkAADAGij4VWxtPkvRiSdeZ2TX1stdI+uX6jxNVkr4q6cCn4deb2bslfVH9ivuXu/uB6fqXSXqbpE2SPlL/C3EjCgAAMA5GFD7v7p9W8/e1Ppy0OVfSuQ3Ld0h6zGr3zd+aBwAAwEgwIwoAADBqLv7WPAAAALBeJmpG1FtSd8g/rtSbj9d1tza/9egdFufDzG2N4x+2bF5oXH7Ihv1hm23zzes2d+IIiv29+LDtWWp+wlWS8bPUbYfrulXzuiT1Q14F72/SiKZ4e9E7xOyrNGEaTtYmHgZ5MOTpOCSxRQr2lSbbBOta2ZPK3l5H41oU+RTvJ/szw9EX86vkXGlFY77Gb6vz+Ka1nbbwTpRjVfh9seA1mG4tek7tZGCzczzKSktjrJJx7QXbS6OTCsYvjUEq6EPJubLGEVdeEPnkWdZdNA6t+PdWeh6ViCKpFpOIpugcGifMiAIAAADrY6JmRAEAAKbVCOObRoYZUQAAAIwEM6IAAADjYAZnRLkRBQAAGAfciI43b0ndzcO16W6Kj2rvkOZKwvmkMv6wQ/aG6w7fvKdx+bb5fWGbje3mKsNOFR+ablSVLqkKSsm98K81REWVnlQ1h9XYWXFrQf/SKvdgZ96N95NWuUdtkm4nhzBOCUg2GFVx50W5yfaCLyNVSVVz1KbVS8a1NXzlvlrJwAbb86RCuiRhIRuHdnYeRc+3lXwTKni+WYKBJVXI4RqPq5ot2llWaZxVQpdcc7Jq8ej4llSll1ZPt4OLTnZs5+eal2cV/Vn/oqrwpaRivRvGU8Rtsor6qF1UnS9JSfeKRP1L+uBrnEaAtTFRN6IAAADTyJxiJQAAAGDdMCMKAAAwDgq/RjfJmBEFAADASDAjCgAAMA5m8Dui3IgCAACMgVksVpqoG1FvS0uHDBe74Yd0w3WbDl1oXH7Y1jiiadvGOIrp+zftalx+aGd/2Cayp7chXLdLG4feXhTrJOXRTuG6tf4aSxLxk8U0hW2COKEsDid7TlG7NEIq21fBxSaOuIo31opP/zBeKoyW6q9t3lbSB8uivoI4lSzZJoppqjpJoySKKRzWJEIqS/pqN19WJMUD61EMUjYOSRSNRXFCnSxTrPlZWWnMUImC13oqOoZLyQtjMckZiraXjetc8zrPIp8StnG+ecX+OHbQqvua+5DFLSXrovMrjHWS8pit6Fz24c8vIpomz0TdiAIAAEytGbyPplgJAAAAI8GMKAAAwKgRaA8AAACsH2ZEAQAAxgEzogAAAMD6mKwZUZN8bsi3C0ks0OaNzXEX379ld9jm8A17wnXb5pqjnQ7rxG32V3ONy1vJF0Xuam0J121oN8eSLLTiQ73YyjJTCvJUgr5btqmCOKj0TAgiZ7JIpSjOSIojjdJwkaSDrSAZxZM+RMkoWdxSlYx5Kxz0LIopWpEcwOxLT2G7uE0U0+RzSURTEsUU7yjp91x8IkXHqagLyX6sm4zRpuYTKU0vC+J1snFVJ9lidk6UKNle8JwsO7adgimpdvxC82iMCuObPHpOneTFPt/8e8bixKf8+hpEO4WxYVoh2ilsljynKPqtNAIsSe1aVzM4IzpZN6IAAABTimIlAAAAYJ1wIwoAAICR4EYUAAAAI8F3RAEAAMbBDH5HdLJuRFsubWmuCo90Ngz3eEmqPK7OjCrjJen75+9pXL7R4nK8zUE1+5wFZdWSdm/YGK6L+r6/21w1KUl7k8rJdjutC28UVignLzBPxtzb0bqkUjUYck9Oh5KK+nZ8mNTKTr2oAj7ZXvQl9rQiPKiwzVZZlVWfl1wlC/qXPKfoOPWy6u6k4jqqoPakTSs5maPztbKkAj6r4g70NiQVylGyQEnpfiKqtJeS8Sv8HM560QsgSXlYDF6E2Ti0h08C8KxiPagk98KqeQvjM7LnFPQvu4B5cu0PX4Tx9rKK+rgLSR/C3wuYNJN1IwoAADCN+BOfAAAAwPphRhQAAGAczOCMKDeiAAAA42AGb0T5aB4AAAAjwYwoAADAiJlms1hpom5E251Kh27bO1SbThI/dPjmPY3Lt83HEU1b2/vDdYe0mtdlUUyVmnOGljyOA+kk2+u0mp9vO1guSZ0kwiNM10lifKI1aURTEhnU6zZP3FdJLFDVbV5nwbakvH8Khqg3HzfJ4qBaQWRWEqai6JSwJCaqvZiNeRBblH5OEmwvu3omq6LEmexQVEFsSxzzlT+nMK4q6XcVxCNJUifI5kpS3OJxyGKskj6EY5Qm3sQRb3En1va3ZhZjFcU3tRazDLUgOqmT7SeJDCqIpApjmkrjh6LuZZFU0bos1iyKfFJ87QhjoiQpi2IKxsg6yS1KdO5l+8FYmqgbUQAAgKk1gzOifEcUAAAAI8GMKAAAwKjNaKA9N6IAAADjYAZvRPloHgAAACMxUTOiLat0yMaFodps2xBXwB8631zl/n0bdoVtjpy7J1yXVcevpVYyd9+thn9v0U4q4KtwXVyZ2Av6UPWSCuCknDcq7LQkCaCab24UVdNLkiX9q6Ji0KRItORtXiuprK6C0ys5fGGlvSR5sL2s5jR8SgWV8Zmsyj2qjq+yAtukojiq1LbC4tvuxubOZ6+z1kLzznxu+Mp4Kfl4rx0PbDUfVC4H1eqSimZvWsn20qr5pSCNIKtyj9IzspMyGaOwAr7kJM/aZGkE4QUx2V5UfZ6OXRzHEVXUey/5HTgXv0DD6vhsHKLUD0+eU3J+jY0J6OJaY0YUAAAAIzFRM6IAAADTahaLlZgRBQAAwEgwIwoAADAOmBEFAAAA1gczogAAAKPmmskZ0Ym6Ee20Kh2xac9QbR64IX789o33NC+f/3bYZlt7b7hud7Wxcfmix8NcBbFF+6u5sM1iklOzGOQMLfXiHJ9eFcd+ROu62faWmtdl0UleEDuV5gwlcVBhk3Z8Behtbl7eWswiqeJ9JYc31I6eb5YCk8UgBZFGlnQ83F4y3p7EFoXNkril6PSv0qijcJVaQWxXK06vySONoj50sgPVvC6LnYpirKT4d5kXxAxlkUolWknCTxRjJcXnvydxSxY08jR3LZG9qNdStp9gXXZsw7iqZOzS7LcqiNLKxrWTrJsruCAG42BLSQbeeh2/+4FiJQAAAGCdTNSMKAAAwNRiRhQAAACzxMyONrNPmtlOM7vezM6ul/+Rmd1gZtea2cVmtm2gzTlmdpOZ3WhmzxhYfpKZXVeve6Olf8qMG1EAAICxYH5w/q1CV9Ir3f2HJD1R0svN7FGSLpX0GHd/rKR/kXSOJNXrTpf0aEmnSPpLMzvwReA3STpT0rH1v1OyHXMjCgAAMMPc/TZ3v7r+ebeknZKOcvePufuB0s0rJG2vfz5N0kXuvuDuX5F0k6QnmNmRkg5198+4u0t6u6TnZPvmO6IAAADjYAy+I2pmx0h6vKTPLlv1Uknvqn8+Sv0b0wNuqZct1T8vXx6auBvRKO4ofnw86TtnzTkiD+rsGmofK1lIsnqWgoiMvdV82GZfL4l2CmKVekk8UhbF1O02r+sGEU2SVHWDfSUxUdk6D+J1LFguSRZERXkniWhK4ptawfaCFJMDvYi3F61IIoOiUz97SaTxTcEh9OQ5DR/+UyjbUcE4ZKJ2aeRT8svCovHLomOir1ANn/jUXxcd24I4ryxCKhONQ6sbj0Mn+ZCuFURmpTFWrebtWZL9lkU7RdFmaSxW0L80bineWhxbVBJNVBDnJUkKxjX9DDhqI8UxUp3kFiXa3r7kOWXRTuPg4OaIHmFmOwb++wJ3v2D5g8xsq6T3SXqFu+8aWP5a9X9DXXhgUcM+PFkemrgbUQAAAAzlTnc/OXuAmc2pfxN6obu/f2D5SyQ9W9JT64/bpf5M59EDzbdLurVevr1heYjviAIAAIyYHcR/K+67X9n+Fkk73f31A8tPkfTbkk5198G/6HOJpNPNbIOZPVT9oqQr3f02SbvN7In1Ns+Q9IFs38yIAgAAzLYnSXqxpOvM7Jp62WskvVHSBkmX1ilMV7j7We5+vZm9W9IX1f/I/uXufuD7ji+T9DZJmyR9pP4X4kYUAABgHIyoWMndP63mydMPJ23OlXRuw/Idkh6z2n3z0TwAAABGYtUzonVQ6Q5J33D3Zy9bd5qk10mq1J+ifUV9d606hf/N6t8du6SXuvtnzOxxks6XtFXSzZJ+YbBCq4nLCqrm48dXwTcn9ntcsb7RFsN1rYK3MvuDivo93Q1xm6RqfqHXfEijanpJ6vbi9yO9oGreswr4Ekm1pc0F67KzNxi+rN9Rpb2ksMa2lZxfnlSxerKvUFQtXlAZL8XV8dkYhc8pOfWz/lVzzftqLSXnQ3PYhVpZ4kD2lrvgUKSV2lFVczauq0ycXq3o+Wb9roLXU9XJ+h33IaxyT6rwo2MrSa2gH62o4lqSR9eOpHjaPO6EW1Qtno1RwQmWpnEUKOlD1iaqZi+p3C/tQ3Tc5+PfjyvEnIyFNb4UTIRhZkTPVj/gtMllkh7n7ieonzP15oF1fybpH9z9eEmPG9jGmyW92t1/WNLFkn5riL4AAABgwq3qRtTMtkt6lv7tDeZ3uPt9AyX9W1TPj5jZoZJ+Uv1KLLn7orvfUz/uOEmfqn++VNLzCvoPAAAwHfwg/Rtjq50RfYOkVyn5wMDMnmtmN0j6kPqzopL0MEnfkvRWM/ucmb3ZzLbU674g6dT65+fr3+ZRAQAAzBZuRL+XmT1b0h3uflX2OHe/uP74/Tnqf19U6n+L70RJb3L3x0vaI+nV9bqXSnq5mV0l6RBJjV++NLMzzWyHme1YvGffKp4SAAAAJsFqZkSfJOlUM7tZ0kWSnmJm74ge7O6fkvRwMztC/YT9W9z9wN8rfa/6N6Zy9xvc/enufpKkd0r6UrC9C9z9ZHc/eX7bptU+LwAAgMnh/WKlg/FvnK14I+ru57j7dnc/RtLpkj7h7i8afIyZPaJO0JeZnShpXtJd7v5NSV83s+Pqhz5V/fBTmdmD6/9vSfp/1a+gBwAAwIwoDrQ3s7Mkyd3PV7/Q6AwzW5K0T9ILBoqXfk3ShWY2L+nLkn6pXv5CM3t5/fP7Jb21tC+lorilOYtzYNrJW4uoXba9KEJqIcpSUR7F5EGeSpVEx/S6w8fJWvYWqyBmKN1XK4jDKehDlTxXTzpovWCD6VvN4SNTiqKYki5UWfeC7VmScBJFPqV9CCKasnZZZFB7sblRq5vEZWVxS1HUURY7lcViBfFE2fZaQSpcFIG0oiD2Jut3NOZBwpykFV7TQURZFvmUvZzaS807q5LjbsELwHrxSe7RC0OKp25K4pGyY5uNa3Atz2KiLFrXTp5rJoppyi44ScxW2I8smqvTvM6Wstipwue7nsZ89vJgGOpG1N0vl3R5/fP5A8vPk3Re0OYaSSc3LP8z9aOdAAAAMIP4E58AAABjYNy/z3kw8Cc+AQAAMBLMiAIAAIyDGZwR5UYUAABgDMziR/MTdSPakmtjJ65Ab2yTHNWoYr1KSkFbthSuiyrqsz70gn0tJX3oJut61fDftmi1szEKqkuzCs2wC1mVe1L5GqzLClXDos6g8rbfaPjq7rRNpiBZIApSCEIF+rtJKuCL+hBUn0cJFFJ8LDJpIEIw5pZVIaedGL66O1sXpQR4cqDCiueFeD/pL6zw+SbpAUFBcVY1n1fhNy/v7I/bJMXs6m4Mzr0kCcOiivowgkJqLSUV9dFxCpISUtk1r0oGIqyAz07Ygm/hZRfY6EBlu8mq5lvN6zxYnvGN8QkbpgdgpCbqRhQAAGAqTcCf4zwYKFYCAADASDAjCgAAMA6YEQUAAADWBzOiAAAAI2aiah4AAACjwo3oeGuZa3N7cag22+b2huu2tptzROYsjoiaT9ZF7bI2C0HGSTfJRVnsxeuWCuKbOu1euK4XZDFlIRhVkG2TxVi1WnFcSRRJ1UtiW3qLwRj1kqiXXhJJVUVZR2GTNOMnSlNJUmXCfWVtPEmBidZlSS9RNFcUhSblEVIWxQxlSUxBH9KoqhJpGs7wx7aXxOt4FFGWPKdWnCSnVnDJyc6VKP0qjapKfoNEfe9tiNtkO4tipHrzWczQGscWBedrdj6E0U5VEt+UvqiDcyW73gTnXtZGraQP0RhlMWmdeHthTFMWSRVFPhHRNHEm6kYUAABgWoVvzqcYxUoAAAAYCWZEAQAARo1AewAAAGD9MCMKAAAwBmYxvokZUQAAAIzERM2Itq3SIXPNkUuRTe0442SjJfkngUWPh6wKclt29zaFbaL4psUkFyWKM8rWeRbTkdgw15wD02nHuTJRfNNcK4mJSjKD9i0057YsJfFNHsQtZXFG2QhFw2et+O1rGsUUpZ9kEVLRqjRmaPh1JW3Sd/HpwCbrhmyTnuLrGekSHdtkXKu55ka97HzN4n+Cdq1u0iY490pjsaK4pYzFlwj1gu21kvim8DllByOLL1uKBjaJnepEL5p4P5l2lLNVcG3z4LxbiUWvp+SEDSOaJCkYo7RNFO2UvdYL4g3X3QzOiE7UjSgAAMC04qN5AAAAYJ0wIwoAADAOmBEFAAAA1gczogAAAKPms/kd0Ym6EW1bpcM6e4dqc9jcnnDdAzvN69qFZ8JiUCa9P6m039Xd2NymF7fpZhWfgVYrrmac68TPtxO0m+80V9NLUqtg/LIkgEiWBLC02Dx+vay0OqlCjj47SNMIsqr5QHKqSElFcZGC6u4wPWCti9JLqvDXuhOlvxBKxjVcl1SEJ/1rL0bRAnGbqKI+qjyX8or66FzOzvEkLCRMFkjbdJrbJAEeqpIPCsNq8Sy5ouB89bkkEWS+4MISPd/S10zwe8EW498LYZW7JI+q5tvxcw3bBMdcklpRggFGaqJuRAEAAKbWDM6I8vYAAAAAI8GMKAAAwIiZ+I4oAAAARsVn706Uj+YBAAAwEsyIAgAAjAE+mh9zc9bTkfP3DNXmQZ3dybpdQ/dhKYho6q9rHs69vQ1hm9KoqMh8e/iMn7mkTTuI6djUWQrblMQ3VUkM0lyWtRKIQr6yTz2SJBq5BR8elCYGRXFQSSeqKP4kadNO0lSKRNFEyTikQ7ROF92sf1F0UvJST9dVwbostijsQ3aFTp9U8+LspRmtyyKasnVRH9JxzT6ji07/bFyD10zVjgeilZyx2ZCvJc+inaLrQEk0URKplImik0o/YvX55oPo7XiLUTSXWvFz6iXrMDoTdSMKAAAwlVzENwEAAADrhRlRAACAMZB+3WVKcSMKAAAwDvhoHgAAAFgfzIgCAACMAeKbxlzbKj2gHQXzNHtg+75w3bbWvsblvWSi+Fu9reG6KNppXzUftolsTHJ3DplfCNdFYVWd5Isnlpz5m4OYpk4Q6yTF8U1ZH7LIp8VO87hm/Y5kLeJAqjghyQs/VPBeFMESt7HolEjSrdI4nDW0nhfPMEKnIKJJiuN/wniYpI0k9YKXexrfFEUaZd8Xy2KVgkGyKj5Q0cuzJPIpk0UgZeMaxWK1kjio3nw0DskJkTypKMUtjS8rGNc0Zi6KTsoaBR0Po6AkKYmQKmlj3fiEjeKq0v4FUUxZ9FVpXBUOrom6EQUAAJhKLv7EJwAAALBemBEFAAAYA7P4HVFmRAEAADAS3IgCAACMAz9I/1ZgZkeb2SfNbKeZXW9mZ9fLn1//d2VmJy9rc46Z3WRmN5rZMwaWn2Rm19Xr3miWV75N1EfzHfV0eCeugm9yeHtPuO6QVnMZ8v6kxLadlKq2g/LIB8/tCtu0gu31kjLMxah8VFI119wuq0pvJWfpxk7zGOUV8M3rsjadVlz6vTE4Hou9eByW5pvXVcm4erJuqQrWZS/wrFQ7apdUAEdV195NnlO2vaBZSbHsuooORTbcyThUQSVtWsGdBGFE66q5uE1YUZ9UxgeXL0lSL2jXitIaJFmSvlAiuuRkBevZ1Eh0DLN0g6jwI7ncKItfKPmrN9F5mSUYtJI+eHAtqpKLhwUpJ95OBjw7FgVV7q39yaBHFfDB8tI+jDvTSD+a70p6pbtfbWaHSLrKzC6V9AVJ/0HSXw0+2MweJel0SY+W9BBJHzezR7p7T9KbJJ0p6QpJH5Z0iqSPRDtmRhQAAGCGuftt7n51/fNuSTslHeXuO939xoYmp0m6yN0X3P0rkm6S9AQzO1LSoe7+GXd3SW+X9Jxs3xM1IwoAADCV3A9mfNMRZrZj4L8vcPcLmh5oZsdIerykzybbO0r9Gc8DbqmXLdU/L18e4kYUAABgut3p7iev9CAz2yrpfZJe4e7x9wqbv8PiyfIQN6IAAABjYJTxTWY2p/5N6IXu/v4VHn6LpKMH/nu7pFvr5dsblof4jigAAMAMqyvb3yJpp7u/fhVNLpF0upltMLOHSjpW0pXufpuk3Wb2xHqbZ0j6QLYhZkQBAADGwehmRJ8k6cWSrjOza+plr5G0QdKfS3qQpA+Z2TXu/gx3v97M3i3pi+pX3L+8rpiXpJdJepukTepXy4cV89KE3Yi2zLXRloZq086iiYI58G/34pyVXdWmcN3uXvO6KM5Ikra2FxqXL83FURz7k/5tbDePz67FjXGbIKIp215JfNNc0mZDkkXTC6JMuhviCf0qaJNFNKXfEQ/WLaaZPMkGg1WexOtE8TVZNFGSAhPHICVNkuErUxDFFEYaZSk+BZFBaeRTFu0UnBIl8U1ZpFK2vejjPU8in1oFn4+VxBllxykd1+B4WDIO0QnbS+K3PPls1KIYt0Q0Rq3kV5kn144obiw9fMHBzeKRov1ISl63cS+sFz+nqB/VXPKsoj5MbnqTpNF9NO/un1b86rw4aHOupHMblu+Q9JjV7puP5gEAADASEzUjCgAAMJVcUvKHDqYVM6IAAAAYCWZEAQAAxsHsTYgyIwoAAIDRmKgZ0bYqbWvtG6rNA5Jq7LmgQGy/x2WY3+oeOtT+pbxyfy7o31xSLnv0prvDdd/Yv61x+bYN8bgd0tkfrssq3YfVacXPKXu+VfB+qUrKI6N13Sp+79VL1lXBuiqpou1GpdCSPNpXJ6ksDSrqs4rwrPI7WpdVaofbGr7Atm7XvNayxIGCqthoP8XWadYiq4zvbUgaBv3LK6ujTiS7KZjKKGkjxckC2VfqostXr6D6Pdteev5HCQbZODSHqUhKDlPWh2BlWmGeVM1HCQbt5FypOvET9mhfaRLG8MdwEirqRxloPyrMiAIAAGAkJmpGFAAAYGqlgdbTiRtRAACAMcBH8wAAAMA6YUYUAABg1FzENwEAAADrZaJmRDtyPbC1NFSbQ1pxfk1V8NZj3uI4qPt8Y+Py/UkGSxXkUxw5f2/Y5t7epnDdA+aaY5qyeKRN7XhMs3aRpSwzKLBxyOMqSb0ki2Ohaj61N3fi/Sz04pfDUhC3tNRNzq9OnGUSxj71kvimVvO64KlKklpL8RhF8TFprEy0Lo1ZideFp1e2vXhVsqOCNgWxQFL8nCw5TtGusrFLLgOxbFyjfmcJbtn2onVJm+xczqKs1lQS9WUlf34xbJLtJ9lelHSUxBlZdF0pOX5aoX+Bai67Fq1hrlISOzXu8U2mFaLrptSqZ0TNrG1mnzOzDzasO83MrjWza8xsh5n9+MC6bWb2XjO7wcx2mtmP1ctPMLMrBto8YW2eEgAAACbBMDOiZ0vaKakp0f0ySZe4u5vZYyW9W9Lx9bo/k/QP7v5zZjYvaXO9/A8l/Z67f8TMfqb+7ycXPAcAAIDJt3Z/Q2ZirGpG1My2S3qWpDc3rXf3+9y/M5+8RfWHEWZ2qKSflPSW+nGL7n7PgWb67k3tAyTdWtB/AAAATKjVzoi+QdKrJB0SPcDMnivp9yU9WP2bVkl6mKRvSXqrmT1O0lWSznb3PZJeIemjZvbH6t8Q/7tgu2dKOlOSHnIUtVUAAGA68R3RBmb2bEl3uPtV2ePc/WJ3P17ScyS9rl7ckXSipDe5++Ml7ZH06nrdyyT9ursfLenXVc+aNmz3Anc/2d1PPvyB3IgCAIAp5Afx3xhbzZ3dkySdamY3S7pI0lPM7B3Rg939U5IebmZHSLpF0i3u/tl69XvVvzGVpJdIen/983skUawEAAAwQ1b8aN7dz5F0jiSZ2ZMl/aa7v2jwMWb2CElfqouVTpQ0L+mu+r+/bmbHufuNkp4q6Yt1s1sl/ZSkyyU9RdK/rtSXeWvrBzrhtwMaVck3f/dWi43Lt7WaI5AkaXOruY0kLbb3Ny7PIpD2VvONyx/Q3pv0YSFctzXow0KSfZI9p16Q71EluTIl8U3ZGJVESEXxTfOtZD/puubzaK4Tt+l24jHyIEckjHWSpG7wtjaJPsnif6LDlLaJIp+yqJcsMiVaV/IOfkyiWdbyT/RFkV1SfPz6K6OMn7hJlKCWRvVkzzXYVxqhk5x7JfFNJRFSadxY9vqM2oSXiGTwSnKGks21Sl63WURZ8PFxfmyzk2/45xvtK79+jclFIuT8rflhmNlZkuTu50t6nqQzzGxJ0j5JLxgoXvo1SRfWFfNflvRL9fL/JOnPzKwjab/q74ECAABgNgx1I+rul6s/g3ngBvTA8vMknRe0uUbSyQ3LPy3ppGH2DwAAMK3W8hOVSUH1DwAAAEZiov7EJwAAwNTiO6IAAABYd75CceCUmqgb0SVVuqN331BtsmMafS/hge34Hcmx87eH677Zbfrrp9LeakPSi2aHtOPK/XbB3wC7qzdc2sABUQX8Pb3NjcslqeXN/csq7TdEJbuKn29Jpf18uxu2mW8n6QbBF3daQTW9JM3NxdtrBdXQi93k2zJR5WtBlXu6LqsoLqlUzU7XsKo57oSNeSheUcFzdGyzyviswjwYo7Wt+i6TfQcu614QhJEnAQTrsqeUBgEEK7NjHl0i8gru4eMIsnH1gmPYXkwSG6Kud7Iy/HhVGPKQPadg/KrkNTP+VfOzaaJuRAEAAKbWDH40T7ESAAAARoIZUQAAgHEwexOizIgCAABgNJgRBQAAGAPRn0+dZsyIAgAAYCQmakZ00U1f782v2fY2WnOUz5Ykr+T72wvhum2tOxuX7w5zR6Re8F5gKcnD6SXrtrX3Ny5/UDuOvbqn2hSuu6u3tblNEt+0UM01Lr+3G+9nc3sxXLc1eE5ZfFMriltKvoDTSQLcou0lKUOyJHvEgvimVNQm2VYaVxJFMWXxJ9GQZ6koJeuyqJd0g2sn/VN7az1pEW0vi2iai89Xi4572u/mNsUpQyWy+Kbmy0pRLFD6nLKXTHD+e/KbtAoOUycZO8vyoKJrW5xMJwsuVK1e4QEMtufZdS25WIaxcNmxDQ5iaZzd2JjBGdGJuhEFAACYSq48/HxKTcL7AwAAAEwhZkQBAABGzOQUKwEAAADrhRlRAACAcTCDM6ITdSO66B19efFBQ7VpJZXQh7b2NS7fFiyXpAcFFdySNBeUkLaT0tL9QRlfVhlfJRPZUbX9xqTCPHNvUB3/jYXDwja3LxzauHx/Lyp7lTqtuH9HzDdX/G/IykQL9rOeql5wDLNS7YLK0rSiODqNCraXVqqmyQIFbcIdxW3WU3gIS/qXtcmO7Vxzw6wOIj714h0ll9ciaZV0UGbeS1IeWt1gg9l+su0tDd8mGqO0YD1NAgiqxZM27ejmJrkcpokb4Yk5fGV8Kqm0D8NoClIUMFoTdSMKAAAwtWZwRpTviAIAAGAkmBEFAAAYtRnNEeVGFAAAYAwQ3wQAAACsE2ZEAQAAxsEMzohO1I3o/mpON+4/cqg2G6O8DUkPaO9tXH7shm+GbTZ7vL354Msd+z0e5rt6WxuXLyV5IL2Ciexea3HoPkjS7UsPaFx+z1JzrJMk3bG/eXt7lubDNu0kB2bX4sbG5RvbcXzT4RuaI5/aSTxSK1lXjUHuR9iFLDqpNXxGTBrFFKxLY3ey7QWHPUltKQiOWaF/BYc2bVIQ3xSd/mnqWrK9KL4p63hV8PvPongk5UlkcaPh1yWXV/XazZ1I45Z6SWRQnEAXby84ttnrIo3tis6V5LuF0fP15LmWXDsyZfFNyfaia1EWOzX6yzgaTNSNKAAAwHTymZwR5TuiAAAAGAlmRAEAAEbNNZMzotyIAgAAjIMZzBHlo3kAAACMBDOiAAAAY2AWA+0n6kZ0oeroK/sOH6pNlWRkHLnx3sblWTzS0vzt4bptrX2r71jtnl5zDNLt3ebYJEna29sQrrt3/u7G5T84d2e8vSre3v4gr+TuxTi+6e59zet27Yv3k8X1fLvdnGGzaS6Ob+oGx31jO47fyiKaPFi31I1zYKoqPo8syLZpdeLPZXrdYHtJzIq3s3iWYHlJhE4Sh5N+1BTtK81iChYX9FuKY4bSXwfZyig5qaBNGvmURO9E3zPzufhgVMGL0C05j5N4KQtenlYVHAzFxzeLGYqinbLIpywGKXy+aZvhM4PScQ3WJZe2eOyyUyh7TRdI46oi6Ws6WJlFlK3xc5omZna0pLdL+n71z+gL3P3PzOyBkt4l6RhJN0v6eXe/u25zjqRfltST9F/c/aP18pMkvU3SJkkflnS2e3yHzUfzAAAA48D94PxbWVfSK939hyQ9UdLLzexRkl4t6TJ3P1bSZfV/q153uqRHSzpF0l+a2YFb/TdJOlPSsfW/U7IdcyMKAAAww9z9Nne/uv55t6Sdko6SdJqkv60f9reSnlP/fJqki9x9wd2/IukmSU8wsyMlHerun6lnQd8+0KbRRH00DwAAMJVcZX/ibI2Z2TGSHi/ps5K+z91vk/o3q2b24PphR0m6YqDZLfWypfrn5ctD3IgCAABMtyPMbMfAf1/g7hcsf5CZbZX0PkmvcPddFhdwNK3wZHmIG1EAAICRO6h/4vNOdz85e4CZzal/E3qhu7+/Xny7mR1Zz4YeKemOevktko4eaL5d0q318u0Ny0MTdSO6UHV08+4HDtVmsRc/xV1LG8P9RNpJeeS29t7G5bur5v1I0p6gYv2r+44I29yztClcd3e3uWJ994a4zQOCfvf3FVTAL8UV8HsXmyvt9+2J23hWWRqs2rcpLhNd7DWXRx62KX6unVZ8bKPtLSzE50pvMS7RbHWGv9hkyQLxjuJVRVWsBWHL2X7CdVm1eMk4lCj8fRBVXafV2FGlfVJhnsW8RKuysfPwnIw77lkFfNCstVhWhV+UsNAO0gOS33zei8fVghSK7NhqsXlx1UmObdK/dpR2kb7OgkSELHEgSxEJX7fr97FynKKQNFqva8f9MaL4JutPfb5F0k53f/3AqkskvUTSH9T//4GB5X9nZq+X9BD1i5KudPeeme02syeq/9H+GZL+PNv3RN2IAgAAYM09SdKLJV1nZtfUy16j/g3ou83slyV9TdLzJcndrzezd0v6ovoV9y939wNvJV+m78Y3faT+F+JGFAAAYByMaEbU3T+teM74qUGbcyWd27B8h6THrHbfxDcBAABgJJgRBQAAGLUxiW9ab8yIAgAAYCSYEQUAABg5l7wgmmTCTdSNaK9q6a49W4Zqs3+hOUpIkpaCSJ5Mt0oieYIMjz29OLZoIYiXumcxiWhaiNd9e6E5bmnP5rgP2zfeHa7rBd9dXujGp87iUvM67yaxLbuHPxUXkhiYXrf5OHV7cZuNc91w3f7F5v519yf93ptEOwWfvvhcQaxT9rlGdk0LvpYeRQlJUjtIzErjaxJR1Eq2vbBNNnRr/GlXGsUUrcvaBLFFrfiUlHeT+J/gteFZJ4L4Jg8ikCQVfabm2UeP2faCvJ4kZUgK4oniqCpJQUSTJCmKl1pK2kS/MpJjm41D9CuoJLbIk1+ByaUyjihLD8bw28sbDd+ksHvra0TFSqPER/MAAAAYiYmaEQUAAJhKFCsBAAAA64cZUQAAgHHAd0QBAACA9cGMKAAAwDiYwRnRiboR7XVb2nV3czxRqIrzGu4Noj0yuxbjGKROqzmD4r6kzWIQM7RnYT5s001ip+7b2Lyvvd04xmpfL15XRfFNQeyUJHWjmKaFeAK+tT8+Tq0gGqWXRKb0gj7s7sVt7kvyf6roOe2Pj0VnVxL1FcQgVfGhkIdRNHGbkhik1kLcprXYvLwdLM/2I0nVGl6BsmiWkniYtE3BvtIopuBUsaRNazHuRDgW2cGIMsWS+KZscxa08/l4YH0piXgrKeKIIsqySKrs+VqwwSrpdxCzlY1dGjNUEMUUrYuu75Jk0fmQySLKZu/+Cqs0UTeiAAAA08mZEQUAAMAIuKRq9v6yEsVKAAAAGAlmRAEAAMbBDH40z4woAAAARmKyZkQrk+5buy4vWHOF+T1JyeI9ezaF69pB1bwn21tcaH4+1WJcAulJ5Xc3aLewGI/bfQtxVX9k176NcR/2NZd+t/bGz2luT/yc2vuD/QTVqFJcNd9bjNMIsveh7aBCP6tUbSfV5/P3JDsLVHPNfcgq7bPK76gCPqvuntvbPErFVfPR+CVVw1UnKykuEBz4NHGgZNIi6XZ0iSiuNA42mKYyBNcV7ySdSCrgFRxbT6rS08r44DllY+RBakp2DbVO/JysFbTLKu2j9IDk2qGoOl/x6ykp3JcF+0qDY5LfW9FxSs/XMZjom4jKfWZEAQAAgPUxWTOiAAAAU8mlkrzcCceMKAAAAEaCGVEAAIBRc8l99nJEuREFAAAYB3w0DwAAAKyPiZoRtZ7UuS/LvGiQvLnoBrEkix5H/GgxvncPY0myGIwggqi1kLxHSJ5TtdTcbt/++FDva8fxTe0Nvcbl3fviHJgopqmTRDR19oSr1Nkb7GcpbtNdbN5X577kWCTjGkUdVcmpkj2nDfc27yyLToqijrw9fMyKFI9fFvEzt6d5e3O7m8+TfifiVVEkVRZfs7R5+DaZ6OWZxev0on4ricRJzq8oKqpKhlXJJ3jR9iyIM5KkKoiNqbIooSQGKboeWhJ1pOT8LxKNQ9JvZfFgQbST97IctyC+KYqC0gqRZ8HrM7t2RJ/2Zp8CW/aSLjrHk9iu6FdnMkbxfoZuMl6Ib4qZWdvMPmdmH2xYd5qZXWtm15jZDjP78YF128zsvWZ2g5ntNLMfq5e/q378NWZ2s5ldsybPCAAAABNhmBnRsyXtlHRow7rLJF3i7m5mj5X0bknH1+v+TNI/uPvPmdm8pM2S5O4vONDYzP5E0r0F/QcAAJh87lI16VO6w1vVjKiZbZf0LElvblrv7ve5f2c+eYvqCXozO1TST0p6S/24RXe/Z9m2TdLPS3pnQf8BAAAwoVb70fwbJL1KybeSzOy5ZnaDpA9Jemm9+GGSviXprfXH+m82sy3Lmv6EpNvd/V+H6jkAAMA0cT84/8bYijeiZvZsSXe4+1XZ49z9Ync/XtJzJL2uXtyRdKKkN7n74yXtkfTqZU1fqGQ21MzOrL93uqO3J6n+AAAAmGBeVQfl3zhbzXdEnyTpVDP7GUkbJR1qZu9w9xc1PdjdP2VmDzezIyTdIukWd/9svfq9GrgRNbOOpP8g6aRo5+5+gaQLJGnjQ472rBK5UVZ0Z81PP6x+l9KqwGhfaRVfULLbXkjaJHqLQfWmxe85qg3xk+p1mseonaQHzO0OntO+sIna++N1UaV2O6iMl6ROsq+IJVWn0TH05BU0d188rnN7mjfYXkhOlqCCNKqml1ZIAgj21dsUb7C9v7nN3O4kwiB5Nx5V/HsnPr9aC9E5HnchrM6Xwmr77sYsjSDeXFSFn6URVME4tJJjm6ZGBBXPJdei7JqXVjVHaQ7Z9TVT0ixKCciOX5BkIoW/MmTzyQar5nPZe/ETytI4WkH/sjbR2GWV8SUJBun1Jqvqj17uybUj7fsatsHBt+KMqLuf4+7b3f0YSadL+sTym1Aze0T9XU+Z2YmS5iXd5e7flPR1MzuufuhTJX1xoOm/l3SDu99y/58KAADApDpIH8uP+UfzxTmiZnaWJLn7+ZKeJ+kMM1uStE/SCwaKl35N0oV1xfyXJf3SwGZOF0VKAAAAM2moG1F3v1zS5fXP5w8sP0/SeUGbaySdHKz7xWH2DwAAMJVc/IlPAAAAYL1M1J/4BAAAmFrZ312dUsyIAgAAYCQmakbUqjzmp0kWGdFabF4eRcpIScyE4uiKLDIiilPJooSymJq53c3Ls5iVNNom6kLypi2KnsoilTr74u/FzO+OBil7TkGTwviOVre5f5ZEsERRR/11zR3p7I5zu7zdnOXjc8lJmcWpLDX3IYtOsqCNLcRZQtZNTpZe8zrfFGfRdOaj2LXkdduJc5Ci13R7S5y3VPKa6W1IItQ6zQeqNx/vJ1sXHfcquxYF64JDVDdK+hdExkUpUf1Gya6iKKZUMBBL2djFx8mD7+9ZJxmkINrJe2XX5Krgt3Z0bLNIsSweLNxP8v3GNDosbJSsC3aV/c4fd674HJtmE3UjCgAAMJXc+WgeAAAAWC/MiAIAAIyBWfxonhlRAAAAjAQzogAAAOOA74gCAAAA62OiZkStkubvW7vthfEUJSkhilM/shiMoqiJNf4KiWdnQRRJlcU3LTY3ysahsz9+Up2F5nWd+5INFhxDT6Jooqij1mKcN9PaHx9cWwzWdZP8mqrgnXIv2V6Uy+MFJ9hSciwKtmd74pPS5oJ1neREDqKvJMnnm9e198URUtVcvL3o3KuC/UhSd1MQzdWJz8mlLdk8QvO6qiDOLo3dSV4zUUxTlc1/JKdKGmkXtUn6F3Yheb7hSzCLfGoHTyqIdZIk765t3J6CUzkbU09O8ejYZtvLou6ic8yTy1crWldy/RoTu3X3Rz/u7z3iIG3+zoO03fttom5EAQAAppG7nzLqPowCH80DAABgJLgRBQAAwEhwIwoAAICR4EYUAAAAIzFRxUrmUjuooC7RCioqLam6yypIi6rmCyr/0irWQFaV3t0UV2Fa0L9WN+lfUB3ZWorbpOuCyvS5e/aHbUJZRWVSYWv37WtekVWlL8UlpL4/6Hv2VzWifSXPybNK+6hd8pw8e74BSyrWw2r2bBxaw1cN24YN8botm5uXz83FbTbF24u0O/H7/vbm5rLm3sbkEm1JskBwmHobsmrscGthm6RYPGzXq5LtdbJrRHC9Tk7JvH9Bm+wUD8rF07+GMxesayWv22QconWejutwyyWpyqrmC8bVkjEq+Z0W/Z4p2RZGixlRAAAAjAQ3ogAAABgJbkQBAAAwEtyIAgAAYCS4EQUAAMBIcCMKAACAkTDP4mzGjJl9S9JXR92PETtC0p2j7sQEYJxWxhitDuO0MsZodRinlY1qjH7Q3R80gv3OvIm6EYVkZjvc/eRR92PcMU4rY4xWh3FaGWO0OozTyhij2cNH8wAAABgJbkQBAAAwEtyITp4LRt2BCcE4rYwxWh3GaWWM0eowTitjjGYM3xEFAADASDAjCgAAgJHgRnSdmNnRZvZJM9tpZteb2dn18ufX/12Z2ckDjz/GzPaZ2TX1v/MH1p1kZteZ2U1m9kYzs3r5BjN7V738s2Z2zECbl5jZv9b/XrKOT33Vhh2jet1jzewz9frrzGxjvXwqx0gqOpd+YeA8uqZef0K9birHqWCM5szsb+ux2Glm5wysm8oxkorGad7M3lqPx+fN7MkD66ZynJIx+iMzu8HMrjWzi81s20Cbc+rne6OZPWNg+VSOkTT8OJnZ4fXj7zOzv1i2rakdJzRwd/6twz9JR0o6sf75EEn/IulRkn5I0nGSLpd08sDjj5H0hWBbV0r6MUkm6SOSnlkv/8+Szq9/Pl3Su+qfHyjpy/X/H1b/fNiox2QNxqgj6VpJj6v/+3BJ7Wkeo5JxWtb2hyV9mXPpe86l/yjpovrnzZJulnTMNI9R4Ti9XNJb658fLOkqSa1pHqdkjJ4uqVMvP0/SefXPj5L0eUkbJD1U0pc029elaJy2SPpxSWdJ+otl25raceLf9/5jRnSduPtt7n51/fNuSTslHeXuO939xtVux8yOlHSou3/G+6/At0t6Tr36NEl/W//8XklPrd9JPkPSpe7+bXe/W9Klkk5Zi+e1lgrG6OmSrnX3z9dt7nL33jSPkXS/z6UXSnqnxLm0vImkLWbWkbRJ0qKkXdM8RlLROD1K0mX14++QdI+kk6d5nJIx+pi7d+uHXSFpe/3zaeq/qVlw969IuknSE6Z5jKThx8nd97j7pyXtH9zOtI8Tvhc3oiNQf5zweEmfXeGhDzWzz5nZP5rZT9TLjpJ0y8BjbqmXHVj3dUmqX/j3qj9L+J3lDW3G0irH6JGS3Mw+amZXm9mr6uUzMUbSUOfSAS9QfSOqGRmnVY7ReyXtkXSbpK9J+mN3/7ZmZIykVY/T5yWdZmYdM3uopJMkHa0ZGadkjF6q/sydFD+vmRgjadXjFJmZcUJfZ9QdmDVmtlXS+yS9wt13JQ+9TdIPuPtdZnaSpL83s0er/1HFcgeiD6J1WZuxM8QYddT/aOdHJO2VdJmZXSWpqc1UjZE01DgdePyPStrr7l84sKjhYVM1TkOM0RMk9SQ9RP2P9v7JzD6uGRgjaahx+hv1P7bfof6fW/4/krqagXGKxsjMXqv+GFx4YFFD85We71SMkTTUOIWbaFg2deOE72JGdB2Z2Zz6L9AL3f392WPrj3Xuqn++Sv3vGT1S/Xd62wceul3SrfXPt6g/O6H6I8YHSPr24PKGNmNlmDFS/3n9o7vf6e57JX1Y0oma8jGShh6nA07Xd2dDpSkfpyHH6D9K+gd3X6o/cv5nSSdrysdIGvq61HX3X3f3E9z9NEnbJP2rpnycojGqi2KeLekX6o+Rpfh5TfUYSUOPU2Tqxwn/Fjei66T+HstbJO1099ev4vEPMrN2/fPDJB2rfpHJbZJ2m9kT622eIekDdbNLJB2oFvw5SZ+oX/QflfR0MzvMzA5T/7uVH13Dp7cmhh0j9Z/DY81sc31R+ilJX5zmMZKKxklm1pL0fEkXHVg2zeNUMEZfk/QU69si6YmSbpjmMZKKrkub6/GRmT1NUtfdp/o1F42RmZ0i6bclnVq/ET7gEkmnW7/C+6HqX7uvnOYxkorGqdG0jxMa+BhUTM3CP/U/Qnb1q7yvqf/9jKTnqv9ubkHS7ZI+Wj/+eZKuV/87WVdL+tmBbZ0s6Qvqz5L+hb77hwk2SnqP+l+Ov1LSwwbavLRefpOkXxr1eKzFGNVtXlSP0xck/eG0j9H9GKcnS7qiYVtTOU4Fr7et9fO9XtIXJf3WtI9R4TgdI+lG9QtRPi7pB6d9nJIxukn97yUeWHb+QJvX1uNwo+qK72keo/sxTjerP6N5X32+PWrax4l/3/uPv6wEAACAkeCjeQAAAIwEN6IAAAAYCW5EAQAAMBLciAIAAGAkuBEFAADASHAjCgAAgJHgRhQAAAAjwY0oAAAARuL/Bx+IYRkcsargAAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] @@ -355,10 +349,12 @@ "source": [ "# now to visualize using flopy and matplotlib\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=ml.modelgrid, ax=ax)\n", - "ax = pmv.plot_array(dem_data, masked_values=rio.nodatavals, vmin=vmin, vmax=vmax)\n", + "ax = pmv.plot_array(\n", + " dem_data, masked_values=rio.nodatavals, vmin=vmin, vmax=vmax\n", + ")\n", "plt.title(\"Resample time, bi-linear: {:.3f} sec\".format(resample_time))\n", "plt.colorbar(ax, shrink=0.7);" ] @@ -370,10 +366,9 @@ "outputs": [], "source": [ "t0 = time.time()\n", - "dem_data = rio.resample_to_grid(ml.modelgrid,\n", - " band=rio.bands[0],\n", - " method=\"cubic\",\n", - " extrapolate_edges=True)\n", + "dem_data = rio.resample_to_grid(\n", + " ml.modelgrid, band=rio.bands[0], method=\"cubic\", extrapolate_edges=True\n", + ")\n", "resample_time = time.time() - t0" ] }, @@ -384,7 +379,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAqIAAAISCAYAAAAXy62GAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAABxvElEQVR4nO3de5wsdX3n//enu2fOFTwIaoBDghfUqKsoxDWLSYyuSqIBjTHiqpiYXaJxs5g1cUWzl/xcfgm5uMZkI8tqNK5ENCqR9RJEInFNRPeAKOKBBBUVRRAUzn1muuuzf3SNtmN9PjP9Zc707fX0cR4OVf2t+va3qmuqv92f95i7CwAAANhorVF3AAAAALOJG1EAAACMBDeiAAAAGAluRAEAADAS3IgCAABgJLgRBQAAwEhwIwrMADP7L2b2jnXa1g+b2T4za6/H9obct5vZQ4J1LzCzjxyGfaZjZ2Y3mNmT1nu/ADALuBEF1sDMbjGzg/UN2DfN7G1mtn3U/doI9XP/l8v/7e5fdfft7t4bZb9WcveL3f1pI9jvI939qnuzDTN7qJm938y+ZWbfNrPLzexhKx7zG/W5d4+Z/bmZbVrDdl9c37z/64FlZ5nZTfV27jCzvzCzI1e0O8vMdpvZfjP7opn9xL15fgAQ4UYUWLufc/ftkk6W9FhJ5422O5giOyRdJulhkh4g6dOS3r+80syeLunVkp4i6URJD5L0O9kGzewo9c/RG1as+ntJp7n7fertdCT914F2T5V0gaRflnSEpJ+U9KXSJwYAGW5EgSG5+zclXa7+DakkycyeYGb/YGZ3m9lnBz+qNbNfMrMvmdleM/uymb2gXv5gM/tbM7vLzO40s4vNbMdAu1vM7LfM7HP1zNRbzOwBZvbhelsfrW82ZGYn1jNf55jZN8zsNjN7ZfQcsv6ueNz/kvTDkv53PRv8qoF9derHXGVm/7Xe3j4z+99mdnT9fPaY2f81sxMHtvlwM7uinvm7ycx+cchD8LP1eN5pZn9gZq2Bcf5E8py3mNkfmdlX6tnAT9TLnmRmt6547PfNAkvabGbvqsf9WjN7TNNjzaxtZq+pZxH3mtk1ZnbCak/I3T/t7m9x92+7+5Kk/ybpYWZ2dP2QF0t6i7vf4O7fkfQ6Sb+0ymZ/V9IbJd25Yl9fc/fBZT1Jg193+B1J/5+7X+3ulbt/3d2/3rQDM3uImf1dPZ53mtm7BtaFxzk6Fqs8HwBTiBtRYEhmtlPSz0i6uf7v4yV9UP1ZpftK+k1J7zWz+5nZNvVvBn7G3Y+Q9C8kXbe8KfVvFo6T9KOSTpD0X1bs7jmSnirpoZJ+TtKHJb1G0jHqv37/3YrH/7SkkyQ9TdKrV9xMLfc/7O/Kx7r7iyR9VfVssLv/fjAsZ0l6kaTjJT1Y0iclvbXe/m5J/7ne9zZJV0j6S0n3l/R8SX9mZo8Mttvk2ZJOlfQ4SWdKeska2/2hpFPUPwb3lfQqSdUa254p6a/qdn8p6a/NbK7hcf9e/ef0s5KOrPt2QJLM7ANm9uo17u8nJX3T3e+q//uRkj47sP6zkh4wcKP6fczs8eqP0YXB+iea2T2S9qp/jr2hXt6u293PzG42s1vN7E+Tm8TXSfqIpKMk7ZT0J/V2VjvO9+ZYAJgiE3cjav3vRt1hZp9f4+N/0cy+YP2Cgr883P3DVPtrM9sr6WuS7lB9cyXphZI+5O4fqmeQrpC0S/2bEan/C/ZRZrbF3W9z9xskyd1vdvcr3H3B3b8l6fWSfmrFPv/E3W+vZ6T+j6RPuftn3H1B0qXqf0Vg0O+4+353v179G8HnNzyP1fpb4q3u/kV3v0f9m+UvuvtH3b2r/g3ccj+fKekWd3+ru3fd/VpJ75X0C0Ps64J65vCr6t9ANT3H71PPmr5E0rn1DF/P3f+hHse1uMbd31PPVr5e0mZJT2h43L+W9NvufpP3fXb5ZtLdn+nuv7eGvu6U9N/Vv6ldtl3SPQP/vfzzEQ3t25L+TNKvu3vjzZ27f6L+aH6npD+QdEu96gGS5tQ/Hj+h730N5beD7i5J+hFJx7n7IXdfnpEOj/M6HAsAU2TibkQlvU3S6Wt5oJmdpP53pE5z90dKesXh6xZmwLPqWc0nSXq4+rOSUv8X8XPrj7nvNrO7JT1R0rHuvl/S8yS9VNJtZvZBM3u4JJnZ/c3sEjP7upntkfSOgW0uu33g54MN/72yYOprAz9/Rf3Z1pXC/q46ArG19vNHJP3zFft+gaQfGmJfqz7H+uPxffW/C9Uf182SvjjEfhr3Wd/c3dq0X/VntUv3oXpW+iOS/szd3zmwap/6M6zLln/e27CZX5P0OXf/5Gr7q9/g/I2kS+pFB+v//5P6TdOd6t94R29SXqX+zP6n6zf7y7PT2XG+t8cCwBSZuBtRd/+4pG8PLrP+d+3+pv4+1v9Z/kUv6d9I+u/1d6rk7ndscHcxhdz979R/Q/SH9aKvSfpf7r5j4N+25dkvd7/c3Z+q/o3ejZL+Z93udyW5pEe7+5Hqz1Taveze4PcRf1jSNxoek/a3gd/LPq3c99+t2Pd2d3/ZENtY9Tm6+/9fb3e7u79U/e9JHlL/awMr7Ze0dfk/6hnFlV9TOGFgfUv9mcRobJv2sSrrf9/3I5Iuc/fzV6y+QdJjBv77MZJuH/joftBTJD3b+hX231T/4+8/MrM/DXbdWe5zfa28VWs85u7+TXf/N+5+nKRfVf/j94coP87ZsQAwYybuRjRwkfofQ52i/vfd/qxe/lBJDzWzvzezq81sTTOpwBq8QdJTzexk9Wcyf87Mnl4Xq2yuC2B2Wr+46Iz6O3ML6s9sLcceHVH/99319zZ/ax369R/NbGv9XbxflvSuhseE/Q22ebv61dXr4QPqvyZfZGZz9b8fM7Mflb5bcHTLKtv4LTM7qi4COlfNz/H71LOYfy7p9WZ2XP28f9z6EUj/qH4x0jPq733+tqSV0UinmNnPW79A6xXqH8urG3b1ZkmvM7OTrO/R0fc4B1k/PulySX/v7k3fI327pF8xs0fUN6y/rf6boSa/pP53jk+u/+1SvwDptfW+XmD9LFgzsx+RdL6kKwfav1XSr9cz9kfVz/cDQb+fO3DefEf9G9iekuO8yrEAMGMm/kbU+lmO/0LSX5nZdZL+h773EWNH/cKNJ6n/PbI320BVMlCq/k7n2yX9R3f/mvrFLK+R9C31Z4N+S/3XV0vSK9WfPfu2+t8B/bV6M7+jfsHNPeoXD71vHbr2d+oXUV0p6Q/d/QcC3lfpb5PflfTb9Uesv3lvOufue9UvpDpL/TH5pvpRQcs3ISeoHy+Ueb+ka9Qv+vqgpLescfe/Kel6Sf9X/WNxgaRW/b3WX1P/JvLr6s+Q3rqi7fvV/4rFd9Qvyvr5+vuiK71e0rvVn9ncU/dtiyRZP+3gNUHfni3pxyT98sBXCvaZ2Q9Lkrv/jaTfl/Qx9b+O8BV97zvK37dtd7+7nqn8pvcTHhYl7amfpyQ9QtI/qP8m6O8l3aT+p0fLXleP0T+qX2j2GfVvVpv8mKRPmdk+9eOnznX3L6/hODcei2AfAKaYua/np24bw/pRMB9w90fVMwk3ufsPfL+t/m7Y1e7+tvq/r5T0anf/vxvZX+Bwq18TX5Y0VxcITSTr/2Wkc91996j7AgA4/Cb+Hai775H0ZTN7riTVHzctf5fqr9WPs5GZHaP+R/UEMwNjyt2fxk0oAMyOibsRNbN3qp9R+DDrZ9z9ivrVmL9iZp9V/0v9Z9YPv1zSXWb2BfU/0vqt4Mv9AAAA2GAT+dE8AAAAJt/EzYgCAABgOnAjCgAAgJHojLoDw2gfsc07Rx91+HdUJZniyTcZLPpLySXffiiNNQ/2ZVkfsucUrStpM+Y8G/NoXeFzLRnXcRD123plHXcLBjZ5i+wlb58Lz//Ivf2rA+vRh3RzUQcLzvH0dZFtLnpOhX9RPuxGydiNw+us5HqjuOsl13jLvppXsr2kiTbsa4BZL+I+7N33jTvdfeUfssAGmKgb0c7RR+mH/uO/G65Rck5ar3mlHYp/07UW4g22DzWvazWlDX53Z82LvZ20yTYXBPe0F+M2rWxdL1ietYnCg8b84p+NeW8u2FzJGxPF50SrW/CLYb3vipIutBebV87tL7u7qDrNne9tjl+D3c3Ny70VD0Q2riXna/5Lv3ll0Y1CMqzZDXk0rlVwHktS1W5u48lviawP0TWis1B282NVMK7Z6yw4ttG2VlXwGoxu5D0Yb0mq0jEPfs8k53j0um0tJa+LZF30xrPVTQ5GMuZFxyN4E5tdB7L9XPnx135l+E5gPfDRPAAAAEaCG1EAAACMBDeiAAAAGAluRAEAADAS3IgCAABgJCaqal4m2dyw1XXJ44PqOk/im9J1QYVmSWpFVjWZid5ZpEWJ2bp1rMgOq5ML+5DGygQDkVajJlXz4b4KKuOlJO5oo2J8EmmqTPR8oximVWQVrsP2ITu2URV53YvGpWnaxYQqiijLmmTnf3COZ1Ff2fbWs01pJFU0RmkiQljdvb59yLYXvc68FXc87V90+UqSAPJYv+ETEcK+Z6EMBdcbHH7MiAIAAGAkuBEFAADASKz5RtTM2mb2GTP7QMO6M83sc2Z2nZntMrMn1ssfVi9b/rfHzF5Rr3vdQJuPmNlx6/asAAAAMPaGmRE9V9LuYN2Vkh7j7idLeomkN0uSu9/k7ifXy0+RdEDSpXWbP3D3R9frPiDpPw3dewAAAEysNd2ImtlOSc9QfYO5krvvc/9uSc42NX9d+CmSvujuX6nb7BlYF7UBAADAlFprbfYbJL1K0hHRA8zs2ZJ+V9L91b9pXeksSe9c0eZ8SWdLukfST6+pJ3np3XCi2/CskrAdrwv/jnNSomnB33JPKyCTPliwr+Kq+fWUFCxaVlEfjEX+t7aD5Ull/PB11VI76Xd0bKW4GrTk9F7v0IOSfpdU2GayquZwXdYmez2VbC9eta6XqNQ6V8CH0r//Pvy6kir3tF3JeBemPER8vS+iSf+KxrUkuiWrMA/3VTYO8bHNEhaiCIN4P8VpCRvk6T+9ze/6dnIBvheu+dzC5e5++mHZ+L206o2omT1T0h3ufo2ZPSl6nLtfKulSM/tJSa+T9C8HtjEv6QxJ561o81pJrzWz8yT9W0n/uWH/50g6R5LaR+9Y9QkBAABMmru+3dOnL//hw7Lt9rH/dMxh2fA6WMtH86dJOsPMbpF0iaQnm9k7oge7+8clPdjMBp/0z0i61t1vD5r9paTnBNu7yN1PdfdT20dsW0N3AQAAJotLqg7T/8bZqjei7n6eu+909xPV/3j9b939hYOPMbOHmPU/SzCzx0mal3TXwEOerx/8WP6kgf88Q9KNRc8AAAAAE6n4LyuZ2Uslyd0vVH8282wzW5J0UNLzlouXzGyrpKdK+tUVm/g9M3uY+t82+Yqkl5b2BQAAYLK5ej7es5eHw1A3ou5+laSr6p8vHFh+gaQLgjYHJB3dsLzxo3gAAIBZ0/9ofvYChPjLSgAAABiJ4o/mR8IkS6KVGiUP9yDLwbN9ZNFOnebt9ZI2rcWgD0lEkycRRNVcc7tWFHWxyvai9Iw0Dir6ZCGKt1I6rGEcRxbFFMX1pNE6SbRHeyloksQ3tbob8842fU4F0Ttpv0uimLK3u1ECS0lkUPaJVhbfFMTUZNeBLOIqit7JIn6iU68odiqRnivhizqLEkqubVkkW7i9ZOU6vpzSsSuJ+FnvXKCCuKXSWKywC9lTCiP1knOl6OIRr7IqypJL+jABk43jXlh0ODAjCgAAgJGYrBlRAACAKeRy9Ur++MCEY0YUAAAAI8GMKAAAwBigah4AAADYIBM2I+qyIcveosr45e01CqpeJUlZxXpQ7WZJxXq0Kq3KTUQV8J4c6Sw/Nxo+S97CVFF1fFB5Lik9E0sqHcMK0pJqbEmtoO/txaQSOtle9JzWu/i2qPo8a1PQb2+XJTYM24dsvLOEhejlnrVJUx7C/iXjEDZK9pNdp+IdDb0uq4zPX0/NK9e7ujsTnZfpeVdUNZ9sbp2fb9H1sGSSbZ2vRdn2omuEZd+XjM6vpSztovAX6wZxSb0ZnBGdsBtRAACA6cRH8wAAAMAGYUYUAABgxFwivgkAAADYKMyIAgAAjIHZ+wOfzIgCAABgRKZ+RjSNbwrWpakoWW5LcFvvWWJEuLnC7IwoXid7y5ENUdAujGhSHD2VffUl/VZMQcxQq9u8PI1SSdZFMU2t5Nhm+4rGtShmpfArRdYL4k9KEk6SF0127oXxOsO/bIvF/UueU3YyR+OX9Nuilcl+1nsc4h3Fq9JzPOpfcj6URB1lr5kNG6NEeu0NFD2ngteZkmi17Hpo4S+arA/DxyJ6O87Zai02b6+1EFz8J4DLZzK+iRlRAAAAjMTUz4gCAACMPZeCD6qmGjeiAAAAI+aiWAkAAADYMMyIAgAAjJypV1qoPMGYEQUAAMBITNiMqOVxTBvAs/imgFXDR9tYFg+TbS9YZUkeiCcRHlGcShrFFMVYlcSLSGotNS/PIk6ifmfRRK1uvMEopimNm0kGKTonSk7vfByyPgy/vUhpPFgY+1TyMi+9NJRESBVEEHmcRBN+MSy7dpTErpXwVjawyXUlbDf8OSkVRpsV7Cc7TuH1tTDiKtxPdn4VvT6jkzxtFa+Jfmck19Ds94wHJ3P2e7CaiwYpvq2xbkk23cZxSckle2oxIwoAAICRmLAZUQAAgOk0i98R5UYUAABgxFyzeSPKR/MAAAAYCWZEAQAAxkA14oLsUZi8G9FhK8pKKtCSskTLKkijdlkZXFixm1SylxWxFgmrN7P9FLyO0krVoOo0qqbPlFSR9zsRLS/cXrDB9NCGCQtD72b1dUP2oaTSON1PQUX4elaKS1qlKj1Lwmge2Ow5WdD3VjfpQ9a/6LqSJVdEzylNPYhXVcFvl1Y363gWx1GQWBJ0cN1/1xecr1mCR7ZuPWXnQ9UZfpAs22DB365MUxSC89WTfrcWZ+8mbxJM3o0oAADAlOE7ogAAAJg5ZnaCmX3MzHab2Q1mdu7Aul83s5vq5b8/sPw8M7u5Xvf0geWnmNn19bo3mqWf4zIjCgAAMGouU29084NdSa9092vN7AhJ15jZFZIeIOlMSY929wUzu78kmdkjJJ0l6ZGSjpP0UTN7qLv3JL1J0jmSrpb0IUmnS/pwtGNmRAEAAGaYu9/m7tfWP++VtFvS8ZJeJun33H2hXndH3eRMSZe4+4K7f1nSzZIeb2bHSjrS3T/p7i7p7ZKele2bG1EAAIAxULkdln/DMLMTJT1W0qckPVTST5jZp8zs78zsx+qHHS/pawPNbq2XHV//vHJ5iI/mAQAARuwwFysdY2a7Bv77Ine/aOWDzGy7pPdKeoW77zGzjqSjJD1B0o9JereZPUjNWRGeLA/N9o1odLzTaKJkZRgrk0T85N/hXTclcTj9lUMu1ypxQpENmpvPYrE86Xh0CIueayKNKwnWZccvj5AKtlcSnVQYdRQq2F4aIZWdX1FUTuFLs2oXNAxixdK4pZJYpfW+3GTXgeDcS18zBel4qTDyKYvfSvpQ0IUSacxcsCqNFCuK84rX9TY1bzA797PjF+2rcyi+gLUPNq+zbjJ23YIL4vS4091PzR5gZnPq34Re7O7vqxffKul99cfsnzazStIx9fITBprvlPSNevnOhuUhPpoHAAAYOVPPW4fl36p77s+KvUXSbnd//cCqv5b05PoxD5U0L+lOSZdJOsvMNpnZAyWdJOnT7n6bpL1m9oR6m2dLen+279meEQUAAMBpkl4k6Xozu65e9hpJfy7pz83s85IWJb24nh29wczeLekL6lfcv7yumJf6BU5vk7RF/Wr5sGJe4kYUAABg5FxSNaIPqt39E4q/ffLCoM35ks5vWL5L0qPWum8+mgcAAMBIMCMKAAAwBmbxT3xyIwoAADBi7ramwqJpM/03otmbi+GTPaQqWRlFbgwZJrtqH7IcjCieKIvDyfYVROKksUDrHIcTtSuJGcrSstJ4mCgGpjC+qSRWqWhb6xwvtd5K4qCG3daq66KXTOkxivqeRXOFkTxlXQjHL41dG/5kKRmjLJoo61/RcQrbJBE/vewikexrSKXRb9YbvqFHsUqFzyeMUJsre1Ktpebl2bFtBVFM1osbpeceRmb6b0QBAAAmQDWDH83P3hwwAAAAxgIzogAAACPW/xOfszc/OHvPGAAAAGOBGVEAAICRo2p+OqWV0AVtss0F1ZZpdWRUNVxSPirJWs3tvCg+QEmlb1aynuyqQPh0S8IIsmrZdaxkX03JtWbD+rfe35VPEyCaFxdVwJe81rM+BIkRWRspDtZoB5XBUj+2pXF54bEoqQ4Or1Nppf3w67LntO5lGgXXoqLK6iyOI5KkFGSv9XBcS45FwesilY1D2sGgSZp2Efy+jZuEbTBa038jCgAAMOZG+Sc+R4kbUQAAgDHQK/0YZILN3q03AAAAxgIzogAAACPmMuKbAAAAgI3CjCgAAMAYqIhvmgAb8T3edB9J5EYrimBJYiuCuCWLMmDSHiQJGVkXskiLbrC5oN9SPA7thXg3aaRLsM56cZtWEJWTtUkjUzYw2ikSXZ/GoW9ZbEt2Xa2CiCQPziEpjlUqjVsKI8pKIqQUH4+0BqEgkiq7rETjl0YTBavSiKaScy+73qRZd1GbZFVB/7JrRHwMh48mSpuUHKesTXgNLcvSSuMFo82l52vz8t5cElW4ublRHr81DhdLrDR5N6IAAABThj/xCQAAAGwgZkQBAABGzGUzmSPKjSgAAMAYmMW/rDR7zxgAAABjYcJmRF2t9nDVelnFetWNym+TDWa37kHJeloIGkzDp5X2JUWnYTl9/g6sFeysdSjuRHuxeXlpxXpUAd8KKvr7bZqfb9Ymq7YM+1dQ5NvfYLC5gmrskv2st+zTpKgyXpKqTnD+J1emKlq33s+1sFo8PMdKz5UCVnAtital511JVX9yLUpF1fYl20valFx6009TC/qdJnj0omMbd6IKDlSUcCLlp2vYv+x3U3L9L0ls8ODaUc0lv89Kz70N4i71ZjC+afaeMQAAAMbChM2IAgAATCNTtVEfY40RZkQBAAAwEsyIAgAAjJiL74imzKxtZp8xsw80rDvTzD5nZteZ2S4ze2K9/GH1suV/e8zsFfW6PzCzG+t2l5rZjvV6UgAAAJOmp9Zh+TfOhunduZJ2B+uulPQYdz9Z0kskvVmS3P0mdz+5Xn6KpAOSLq3bXCHpUe7+aEn/KOm8oXsPAACAibWmj+bNbKekZ0g6X9K/X7ne3fcN/Oc2NYcxPEXSF939K3Wbjwysu1rSL6zaj5Y0N5/k7zTo9eJ7bY+ik6p1/rJwweayJp4NQbe5pS3G49A+kMRdBFFM7YW4C2F8TUnkjeI4qKhvktSOIp+CWKdVrXfqRxRXkkWcrLeC89LbUWRK3CaKaJLimKZseyWfXGXj2ioYc0tjwIbfXryxddyWtO7ncR5NVxBnVyCLTopW5f0evg/p9TqKTspiooKIJik5v5L4uVYYt5SGNIVrwjEvPF+z6Lxh+5BeH6IorTHhMlUz+JeV1npJf4OkVym5lTCzZ5vZjZI+qP6s6EpnSXpn0Pwlkj4cbPec+uP+Xb179q+xuwAAABh3q96ImtkzJd3h7tdkj3P3S9394ZKeJel1K7YxL+kMSX/VsP3XSupKujjY7kXufqq7n9q+z7bVugsAADCR+I5os9MknWFmt0i6RNKTzewd0YPd/eOSHmxmxwws/hlJ17r77YOPNbMXS3qmpBe4j/mfPAAAAMC6WvU7ou5+nupCIjN7kqTfdPcXDj7GzB6i/vc/3cweJ2le0l0DD3m+Vnwsb2anS/oPkn7K3Q/ci+cAAAAw0VxSNYPxTcU5omb2Ukly9wslPUfS2Wa2JOmgpOctz3Ca2VZJT5X0qys28aeSNkm6wvpfIL7a3V9a2h8AAABMlqFuRN39KklX1T9fOLD8AkkXBG0OSDq6YflDhtk3AADA9DL1ZvBPfE7UX1ZqmWvTfJDLE1hcip9iFcQ0VUtJ5FMa7RTEQS0Nf2JZL25jQUSTJLUWmvveORi3aR+M+9EJvjSRRt4URBPl8U3NG2wvJHElw50msykavuR0jT41qoJYJ0nydry93nzQpiCSJw2iSVZG+8rOyVY3OfcK4qCKomjWW/SUCiKapHjM04iyjYp2Ss6vMOpIiiOSWsOfsKURUmHUUcH2svM4O7YePN/i6KRgXZpkFHSvmk/iCJNYrHEwqx/Nz94zBgAAwFiYqBlRAACAaTWLH80zIwoAAICRYEYUAABgxNyN74gCAAAAG2WiZkSrynRwISizDXQX4pLdqhvchydttBjfu1tQbdlKKu0tqO5uJZXx0X6kuAK+vZC0OZSsC9pl1YfhOCRVyJZsjwr4jVUlV4VoXTUXt+ltGn57WUVx9HLKzq9MuK+0DD9eVQWXjzQZIlhXOjmSVhsHwir3rII7WxdUx2fXr5Iq/CJJBbcnOwpXRZXskiyqqE/alHxN0LKxC46Fe/bLJBmj4PVeJR331ugr1j2r3B8TPWZEAQAAgI0xUTOiAAAA08iVzypPK25EAQAARs74aB4AAADYKMyIAgAAjFj/T3zO3kfzzIgCAABgJCZqRtQr0+Le4eKbsigmW2x+59Fait+RtII2kmRBBEsW2xJFE2VxS8oSNxaH3157KY7VaC82r4viQCTlsTcYGx68NLqb43O8u6V5XS95WXrBVSabFIheZ9k5mUUGFcUMFYjGW5IU9KGVvDbL+pAMbBD/UxLRJCXjVxrRVDAUcTRX2bhaELnkUUSTFMc0JV3I4vFaSwUnZhTNlQ148l3FaPg8iWqz5EUdrUrPvWBc1zXmawR6Mzg/OHvPGAAAAGNhomZEAQAAppHLZvI7otyIAgAAjIFqBj+onr1nDAAAgO8ysxPM7GNmttvMbjCzc+vl/8XMvm5m19X/fnagzXlmdrOZ3WRmTx9YfoqZXV+ve6NZ/rdVmREFAAAYMXepN7qP5ruSXunu15rZEZKuMbMr6nX/zd3/cPDBZvYISWdJeqSk4yR91Mwe6u49SW+SdI6kqyV9SNLpkj4c7XiybkR7ptY9c0M1aQVV5JLUPhRVzZdtL2qXVd9GVe7pfpKKynB7pdW3E16BOBOS61ZvPqmAD6rju9vi7VXBFSNaLintX5QAkVa5RxXAWYXtBp7HYf+ypIlwY/GqVpBoIcXjVw13+ewrqFyWsor1ZHtjcL1J+xBM7LS6caOo+Dw7x1vdZGUy5kPLKvcX4xPW55qflFtSaZ9dI6Ixys6VYMzza8cYnGBjyt1vk3Rb/fNeM9st6fikyZmSLnH3BUlfNrObJT3ezG6RdKS7f1KSzOztkp6l5EaUj+YBAADGQOV2WP5JOsbMdg38Oyfqg5mdKOmxkj5VL/q3ZvY5M/tzMzuqXna8pK8NNLu1XnZ8/fPK5SFuRAEAAKbbne5+6sC/i5oeZGbbJb1X0ivcfY/6H7M/WNLJ6s+Y/tHyQxuae7I8NFkfzQMAAEyhfnzT6OYHzWxO/ZvQi939fZLk7rcPrP+fkj5Q/+etkk4YaL5T0jfq5TsbloeYEQUAAJhhdWX7WyTtdvfXDyw/duBhz5b0+frnyySdZWabzOyBkk6S9On6u6Z7zewJ9TbPlvT+bN/MiAIAAIyBXlrdeVidJulFkq43s+vqZa+R9HwzO1n9j9dvkfSrkuTuN5jZuyV9Qf2K+5fXFfOS9DJJb5O0Rf0ipbBQSeJGFAAAYORcGtlfVnL3T6j5+50fStqcL+n8huW7JD1qrfueqBtR60lze4Y7SHl8U9Cmm2wvi3YK1mXRHlHcUjuJZiFSaUYFp34W0bS0NV7X29K8vLsp7kIYwVIQ0SRJrehcLrgWF3+1KopbSvrtWQejzJmkf3GqTDYQyXWlJK6tYMyzMQolETpZXE/4+znLyg72lUY0ZfFI0faSSL3w+p/1oWCMNvL+JYpOaiUDW2WHqdW8MntO4aosoqnkfMVhN1E3ogAAANNptMVKozJ7zxgAAABjgRlRAACAMVCNrlhpZJgRBQAAwEgwIwoAADBi7lJvRFXzo8SNKAAAwBiYxWKliboRtZ40t3e4NmkUUxidlLRJYlGifRHFhLXydryut6n5nXIW3xRFNElSVXC9i/pnyess0wuiotJYoChuqde8XFrlO0jB9qrk6phdV6IEmzQyKJLF+CRjZEvNK9vJSES//9IInaLnVNBGcVyPJxsMj0U2dtm6kr4HcVCWxURlkVQl1nt7JYKIJkmq5oa/GFnVfKDySDF+4Y6jiboRBQAAmEb9vzU/Bm8aNtjszQEDAABgLDAjCgAAMAaIbwIAAAA2CDOiAAAAI+bSTH5HdKJuRK2SOgeGa9PKKmmDCvjSqvmwWo9CPawQVZ9HlfGS1N3cvK6aS/aTfOYR9aEKKtkzWbW/Z1eZgqrmSFbRnFbUBxXweZskPSNol1Zj95q3l6Z0BG2yfdli3Imq3Xx+pQXXJde2bHtJZXW0q2xz4ZgnY5clFazntTw7H7xVUFGfHCgPxtU7yehlXcjGKJKkBESvpyq7rhSkPPAZ8HiaqBtRAACAaUWOKAAAADaeE98EAAAAbBhmRAEAAEbMRXwTAAAAsGGYEQUAABgDs/gd0Ym6ETWX2gvDtckiTlpLzcvbixsT34HplsUqRVFMvWB5tr1uEreURSdVwbosBimKacoKPbOYmjA6KVguJfFIWdxSsi7qX3rtKIh2aiXXlbBNtp+FeGBbS1F+U7y96CCWFvFG51EUJSRJnlxgLWqXXZODyCBLooTSGLCS2KICZdFOBTcw2Ws9i34L9pWOXXodaG7oWSRVEDfmWZxdd/Zu8ibBRN2IAgAATKNZDbTnO6IAAAAYCWZEAQAAxsAszohyIwoAADBiLgLtAQAAgA3DjCgAAMAYmMVA+8m6EfVVopUatJeSmI4oGoWIJqwQxRb15uOLRm9TvK67OWoT96EK1mVt8hiYYD/Bc+2vbF4cxTBJcUxati6NbwraZPvJo52CiJ+kTXqNCNal8TXBda0dxTBJsiDyRpKsl+ws6kNB3FK+weGbZHE9URSTCvqXxwwN/wugKNapMAoqPC/TJxV0IbvpyaKTglWWRJ6l4xrFuGXXoqB/2etsBu/xJsJk3YgCAABMI5/NYiW+IwoAAICRYEYUAABgxGY10J4bUQAAgDEwizeifDQPAACAkZioGVGrpM6hISsNqYDHoKwod66kyj2pmp+P9xVVune3xW2queblaWV89uY6eBuaVYtH1expZXxJBXxR1Xz8Ym9lzylYF1XTS3lVf1QdnBU1qx0cqCwJIKlCjqqXszbRaZSmB2SV1UE1uydJE2lldbAv38iL/PBhBOkYFYlSGZLzNaxyTyr384r6eFWklSRAeHT+J3NlHsQ8pJX7SdLEOCDQHgAAANhAEzUjCgAAMK2cGVEAAABgYzAjCgAAMAZm8U98rnlG1MzaZvYZM/tAw7ozzexzZnadme0ysyfWyx9WL1v+t8fMXlGve66Z3WBmlZmdum7PCAAAABNhmBnRcyXtlnRkw7orJV3m7m5mj5b0bkkPd/ebJJ0s9W9kJX1d0qV1m89L+nlJ/6Os6wAAANPBZ/RPfK7pRtTMdkp6hqTzJf37levdfd/Af25Tc8DEUyR90d2/UrfZXW97uB6Pd/oCSq3za68Kzuyqk8QtJVFM3S1BmySiqcrim8I4qLhNlP9jvbjfWaxSFPuUxUGFUUdZfNM6x0G1g5imPEIqizoKlidRQulziuKbsuifIHLGC6N/wr4n0TYtjwYiiWjK+he81qybtAljfBTnX5X8TshSopIxWs/fP96JP5BM+xANUXa+Bq+zKskUayVZVVVwnNJIsW68veg6YEnkU3heZi+ZLB5sTFCsFHuDpFcpSVEzs2eb2Y2SPijpJQ0POUvSO4ftIAAAAKbTqjeiZvZMSXe4+zXZ49z9Und/uKRnSXrdim3MSzpD0l8N20EzO6f+3umupYX9wzYHAACYAP1A+8Pxb5ytZUb0NElnmNktki6R9GQze0f0YHf/uKQHm9kxA4t/RtK17n77sB1094vc/VR3P3VuU/JnZwAAADBRVr0Rdffz3H2nu5+o/sfrf+vuLxx8jJk9xOove5rZ4yTNS7pr4CHPFx/LAwAAhNztsPwbZ8WB9mb2UjN7af2fz5H0eTO7TtJ/l/Q89/4fsTWzrZKeKul9K9o/28xulfTjkj5oZpeX9gUAAACTZ6hAe3e/StJV9c8XDiy/QNIFQZsDko5uWH6pvhflhFmQvCmLqtwlyVvNDT15G9Wbb26TVbJ3g0r2rF1U/b7a9rwdVFYnRZ3tQ83PKa0wPxivS6u4h2wTVZ5LeYV51PdWUBkvSe3Fgqr5pAo5Tg/IKoCzKvzhK3Oj425eWOUbtEu3l1UoB6wVvwgrtRuXt5ITL5u58aiiviBZID1GG1RZnU1SeZLuESZAFFSLWy875vGxbUfjV/qaSSrqIz7X3L/wPFHZNW8juYhvAgAAwCh4+B5yqvG35gEAADASzIgCAACMAf7WPAAAALBBmBEFAAAYMRd/4hMAAAAzxsxOMLOPmdluM7vBzM5dsf43zcwH/1iRmZ1nZjeb2U1m9vSB5aeY2fX1ujcu58xHmBFFruDNWTUXRCc1p7n01yVnYhVEmWRRTNH2srilai5e19sULN8Slzhmb2xbi80r24tZm+GWr7a9LHIpbBMlx2QRTUlsS6vbvLy9MHx8UxbJk8W2RLEyaXxTtr2C+KZwW4UltB7FKlVxx8MYq6QPnmwvmuWostgii+dGwnMvyzwLdxSvSjdXcjyC38GlE19RbJ0lA2vRcQpef2mbtA/J9pKxKzrPg7ix9LpWEPW1sUb65zi7kl7p7tea2RGSrjGzK9z9C2Z2gvp58F/9bk/NHqH+Hzl6pKTjJH3UzB7q7j1Jb5J0jqSrJX1I0umSPhztmBlRAACAGebut7n7tfXPeyXtlnR8vfq/SXqVvv8t3JmSLnH3BXf/sqSbJT3ezI6VdKS7f7L+w0Zvl/SsbN/MiAIAAIyBccgRNbMTJT1W0qfM7AxJX3f3z674hP149Wc8l91aL1uqf165PMSNKAAAwBg4jMVKx5jZroH/vsjdL1r5IDPbLum9kl6h/sf1r5X0tIbtNXXUk+UhbkQBAACm253ufmr2ADObU/8m9GJ3f5+Z/TNJD5S0PBu6U9K1ZvZ49Wc6TxhovlPSN+rlOxuWh/iOKAAAwIi592dED8e/1dSV7W+RtNvdX9/vj1/v7vd39xPd/UT1bzIf5+7flHSZpLPMbJOZPVDSSZI+7e63SdprZk+ot3m2pPdn+2ZGFAAAYLadJulFkq43s+vqZa9x9w81PdjdbzCzd0v6gvof4b+8rpiXpJdJepukLepXy4cV8xI3olPHg4gkb5d97ySK6eglUUfRvqK+SVIvi2IK9hVFKklxfFOVtUn6553hv0HeXojHvL3QvDyLYmotDbdciuORJMmSdWGbML5p+IgmKY5iipb3txfELS1lcUvJ9oK+R7FOktKKgmiM1v2rX1lVQ7Sv7DOwaF0QkyNJWTygR3FQvbhNK9teK8xvCtvEGyuL5iqrJAnadOKDkZ0r3gpWJm3CiLIsmis5WcKIq/UutMnixqLjngzeJGTFjyq+yd0/oVUCG+tZ0cH/Pl/S+Q2P2yXpUWvdNx/NAwAAYCSYEQUAABgD4xDftNGYEQUAAMBIMCMKAAAwBg5jjujY4kYUAABgxFxri1qaNtyIjqm8wjyrLB1+e55VqkbV58mZE1asJ5X2aQV8UFHf3ZJUfEbpAUn1u1VJNW9QAZ9V2GYV8O1Dw7eJ9pVVzVsvWRdtL6mAj9qk45BUn7eCSvesTVQdn7bJnlOvufPZ9kq+yJX+eimp/M5s1PfMsqrmqDo+qn6X8hMpfH0WPNlsuNPuZSX1UaMgRSRNPYg7GFesF5yTyetCSp7rOicVhOuy4S5JUeDLiGOJG1EAAIAxMIO1Srw/AAAAwGgwIwoAADBqPpvFSsyIAgAAYCSYEQUAABgHM/glUW5EAQAAxsAsfjTPjeiIVUEUUzeLM5pb3/imLIopatcLIpUkqQr6XmV9yLa3uTnDI3qukuTzzW1sMW5k3Xh7rWBdGtG0kGwvWNdK4paiPqQRTWl8U/Nb7yxBJ9peGtGUjWuwPUu3F8Q3LSVRQsFz7e8rOFeSNkpjbwIlX4TKotWyiJ8gZiiN64mGL4ndybbn0YmUxKRF0VySZFEMUkmUULvsl30ed9Qsuoam28qObdQuO18jwbkvSZbcEHmn4GTOophm8e9a4ru4EQUAABgDs3hPTrESAAAARoIZUQAAgBFzzeZ3RJkRBQAAwEgwIwoAADBqLmkGZ0S5Ed0A3S3xidXb1Lyul1TN9+aG74MnRzqtWA/21d0af6O62tS8rpov/BZ2K2iXvV6DylzrxY1ai8m6oMo9q4xvJxX1UYV+VmEeVqwn1bd51fxwy7N9pf3OqnmDb+anfSioco8q49N22bhmFQXRuqxqOKySLqysDvuQVUkX9LuXrAwq0/PK84JrRFY1H/TBkw8D02MbjV+WNBHty5L9JOdrNERRUoKksH9pm+w49YIogMI0grB/ybHwKH0hG9f0lwZGhRtRAACAMTCLVfPciAIAAIyDGbwRpVgJAAAAI8GMKAAAwMgZ8U0AAADARmFGFAAAYBzM4HdEuREdkgepFZLU3dw8pZ7GN22OthXvp0qinaJYIE/mvrPtLR3RnKvhm5PYj03NmUEWxTApieKQpF7Q+YUkgmUpiI5ZineTRRBF67L4pla2ryBWKY1bCuJU8rilZHthpMvwcVBpmyzapqAPYXxNFreUbS8c1yxCJ4v4iVclG2xenLxu1/0DvDBKq2wcbCF40XTKftN6ENNkWWRQdOFLI35i1kteUEN2QUmUXHpso+OUxS1Fxyk7j7PXU3AtX/eK7+z8Gr5JGuOG0eFGFAAAYNScP/EJAAAAbBhmRAEAAMYB3xEFAADAaPDRPAAAALAhmBEFAAAYB3w0D0nqbYqnxqOIJimJYtoS72tpe7D8yPhsbB9Mpu7nmxen8U1b4kiLMKZpcxxj0tnUHNvSasfPaelQfCr6oSiKKR6HVrCu1U0iU7KYoTC2KG6TxUGVxCAVRT4VxCql24s2l108swiWbhQZtM5RNNm6IP7Hkw+M0kijYDDyNoHStJkg6qhojKJtlW5vMXuhJa/PaF2VZVxFJ3nZx5/hMSzZXnZsszi7koykqNtL2Ys97oNHfcj6nbB1fE1bVnVeeNxxeHEjCgAAMA5mcEaU74gCAABgJJgRBQAAGDWXNIOB9tyIAgAAjIF1/zOpE4CP5gEAADAS0z8jmsxyRxXwWWV8d1uyvaA6vrs1abO9+e1P74i45Nrb7XiDUbFsJ3mblX0SMNdcbtkOlkvS/Hxz37vduN/eyw5UUDWftCmpcs+qWNN2kWTIW72g4jOtgI+WD18Zn+2rZHvR81mtD+E4BNX0/e0NP2Xg7ayyOqian4ubRKkMkmQKBjb7yC2qxs7GtaCi2FtJEkBJ5XJJRX0vOclLLCXrgmtlWIEvlU1JJdfkcE/ZfrLrYVixHjcJq/0PHoobzQcRLFKYNJGekyUV69n2wuebXXiH78KGY0YUAAAA2BjTPyMKAAAwCWawWIkZUQAAAIwEM6IAAABjIPzrdVOMGVEAAACMBDOiAAAAo+aayar5yboRNamaH+6LvL0kgqW7JYhvCmKYJGlpe7LuiCiKKcnV2NIcddTZFEec9NoFUUzZyV0lYxrsqz0X9y+KaeouJbFTBV/QzqKOoudUEo8kqezikCWwBOuyUYg+sknjkeIUsDAGKY18itokcUutLIopWTesai7+gKeaHz7yLOPteJDaYWxRMg5RtE32kkk6bkvNJ7otJllHveA5eXZCFHyolsXPZf0rET2nTBYZlMWADbk9S16bRbFY3eTiFh3DrE21EK6KYpp8PvmFmxz2eEfJOV7ynEoipDaUUawEAAAAbJTJmhEFAACYVjP40TwzogAAABgJZkQBAADGATOiAAAAwMZY84yombUl7ZL0dXd/5op1Z0p6naRKUlfSK9z9E2b2MEnvGnjogyT9J3d/g5ndt153oqRbJP2iu38n64O3pKWg0j1SzcfrlrY2L+8lVfPd7fHble6O5mq9TUcdCtts39JcmdhLKtkX5uLKxCqouKt68fZ6STV7K6ia96R/vaXm9zdVL37f40n/ojUl1eJpRXhWhV/Ak7d53mp+Vt5K3g6vc/+id95RZXx/3XDLpVWKQNtBukHSh3Dskorm7FgUyYqag35YJzm2S9HBKKieztpl2wvGVVUyeFVWdV0wtZM9p2zdRgmr8JMS+FZBuXhJUsFSkjgQVtpnsRrDn3tRNb0kaS653Yj2VXLMs3FYyqIKxsQYnOYbbZjL87mSdgfrrpT0GHc/WdJLJL1Zktz9Jnc/uV5+iqQDki6t27xa0pXuflLd/tVD9x4AAGAauPrv3A/HvzG2phtRM9sp6RmqbzBXcvd97t9967JNzff0T5H0RXf/Sv3fZ0r6i/rnv5D0rDX2GQAAAOvEzE4ws4+Z2W4zu8HMzq2Xv87MPmdm15nZR8zsuIE255nZzWZ2k5k9fWD5KWZ2fb3ujRYGJfetdUb0DZJepf5H79GTeLaZ3Sjpg+rPiq50lqR3Dvz3A9z9Nkmq///+wXbPMbNdZrare2j/GrsLAAAwWcwPz7816Ep6pbv/qKQnSHq5mT1C0h+4+6PrT7Y/IOk/SVK97ixJj5R0uqQ/q7/CKUlvknSOpJPqf6dnO171RtTMninpDne/Jnucu1/q7g9Xf2bzdSu2MS/pDEl/tdr+GrZ7kbuf6u6ndjZvG7Y5AAAAEu5+m7tfW/+8V/2vYh7v7nsGHjb4ifeZki5x9wV3/7KkmyU93syOlXSku3+y/qT87VrlE++1FCudJukMM/tZSZslHWlm73D3FwZP5uNm9mAzO8bd76wX/4yka9399oGH3m5mx7r7bXXH71hDXwAAAKbT4StWOsbMdg3890XuflHTA83sREmPlfSp+r/Pl3S2pHsk/XT9sOMlXT3Q7NZ62VL988rloVVnRN39PHff6e4nqj8N+7crb0LN7CHL3wEws8dJmpd018BDnq/v/1heki6T9OL65xdLev9qfQEAAMDQ7lz+dLn+F92Ebpf0XvXTj/ZIkru/1t1PkHSxpH+7/NCG5p4sDxUH2pvZS+sOXijpOZLONrMlSQclPW+5eMnMtkp6qqRfXbGJ35P0bjP7FUlflfTc1fbpLWlp+3D9rOKkI3WD+KbutiSi6cg4VqOzvTk2Yse2g2Gbo7YcaFx+sBt3fGk+jqfoBhFJC934UB9qx/uKYprSKKYo2imJfMrWWdZuWFkqSkG0U9qm4J1tSZs0Sih9qxnEIGV9iFZ2kk4kCT9R/yyp8rSCBJZsXKM4qCxCKr2sBt/L9yCqqu5EssFgN93k5AsbJX0I1xXEREnxNEdJrFOp9Y58iraXRmkVHKcqadMLXlBZH4Ix9yQmyqKYKCnuX9bvhWR7GxTf5AuLw29vhpjZnPo3oRe7+/saHvKX6tcB/Wf1ZzpPGFi3U9I36uU7G5aHhroRdferJF1V/3zhwPILJF0QtDkg6eiG5XepX0kPAACAEak/1X6LpN3u/vqB5Se5+z/V/3mGpBvrny+T9Jdm9npJx6lflPRpd++Z2V4ze4L6H+2fLelPsn3zJz4BAADGQNGnYuvjNEkvknS9mV1XL3uNpF+p/zhRJekrkpY/Db/BzN4t6QvqV9y/3N2Xp+tfJultkrZI+nD9L8SNKAAAwDgYUfi8u39Czd/X+lDS5nxJ5zcs3yXpUWvdN39rHgAAACPBjCgAAMCoufhb8wAAAMBGmagZUW9J3SH/uFJvPl7X3d781qN3VJwPM7c9jn/YtnWhcfkRmw6FbXbMN6/b2okjKA714sO2f6n5CVdJxs9Stx2u61bN65LUD3kVvL9JI5ri7UXvELOv0oRpOFmbeBjkwZCn45DEFinYV5psE6xrZU8qe3sdjWtR5FO8n+zPDEdfzK+Sc6UVjfk6v63O45vWd9rCO1GOVeH3xYLXYLq16Dm1k4HNzvEoKy2NsUrGtRdsL41OKhi/NAapoA8l58o6R1x5QeSTZ1l30Ti04t9b6XlUIoqkWkwimqJzaJwwIwoAAABsjImaEQUAAJhWI4xvGhlmRAEAADASzIgCAACMgxmcEeVGFAAAYBxwIzrevCV1tw7XprslPqq9I5orCeeTyvijjjgQrjt66/7G5TvmD4ZtNrebqww7VXxoulFVuqQqKCX3wr/WEBVVelLVHFZjZ8WtBf1Lq9yDnXk33k9a5R61SbqdHMI4JSDZYFTFnRflJtsLvoxUJVXNUZtWLxnX1vCV+2olAxtsz5MK6ZKEhWwc2tl5FD3fVvJNqOD5ZgkGllQhh2s8rmq2aGdZpXFWCV1yzcmqxaPjW1KVXlo93Q4uOtmxnZ9rXp5V9Gf9i6rCl5KK9W4YTxG3ySrqo3ZRdb4kJd0rEvUv6YOvcxoB1sdE3YgCAABMI3OKlQAAAIANw4woAADAOCj8Gt0kY0YUAAAAI8GMKAAAwDiYwe+IciMKAAAwBmaxWGmibkS9LS0dMVzshh/RDddtOXKhcflR2+OIph2b4yimH9qyp3H5kZ1DYZvI/t6mcN0ebR56e1Gsk5RHO4Xr1vtrLEnETxbTFLYJ4oSyOJzsOUXt0gipbF8FF5s44ireWCs+/cN4qTBaqr+2eVtJHyyL+griVLJkmyimqeokjZIopnBYkwipLOmr3XxZkRQPrEcxSNk4JFE0FsUJdbJMseZnZaUxQyUKXuup6BguJS+MxSRnKNpeNq5zzes8i3xK2Ob55hWH4thBq/Y19yGLW0rWRedXGOsk5TFb0bnsw59fRDRNnom6EQUAAJhaM3gfTbESAAAARoIZUQAAgFEj0B4AAADYOMyIAgAAjANmRAEAAICNMVkzoib53JBvF5JYoK2bm+Mufmjb3rDN0Zv2h+t2zDVHOx3VidscquYal7eSL4rc1doWrtvUbo4lWWjFh3qxlWWmFOSpBH23bFMFcVDpmRBEzmSRSlGckRRHGqXhIkkHW0Eyiid9iJJRsrilKhnzVjjoWRRTtCI5gNmXnsJ2cZsopsnnkoimJIop3lHS77n4RIqOU1EXkv1YNxmjLc0nUppeFsTrZOOqTrLF7JwoUbK94DlZdmw7BVNS7fiF5tEYFcY3efScOsmLfb7594zFiU/59TWIdgpjw7RKtFPYLHlOUfRbaQRYktq1oWZwRnSybkQBAACmFMVKAAAAwAbhRhQAAAAjwY0oAAAARoLviAIAAIyDGfyO6GTdiLZc2tZcFR7pbBru8ZJUeVydGVXGS9IPzd/duHyzxeV4W4Nq9jkLyqol7d20OVwX9f1Qt7lqUpIOJJWT7XZaF94orFBOXmCejLm3o3VJpWow5J6cDiUV9e34MKmVnXpRBXyyvehL7GlFeFBhm62yKqs+L7lKFvQveU7Rcepl1d1JxXVUQe1Jm1ZyMkfna2VJBXxWxR3obUoqlKNkgZLS/URUaS8l41f4OZz1ohdAkvKwGLwIs3FoD58E4FnFelBJ7oVV8xbGZ2TPKehfdgHz5Nofvgjj7WUV9XEXkj6EvxcwaSbrRhQAAGAa8Sc+AQAAgI3DjCgAAMA4mMEZUW5EAQAAxsEM3ojy0TwAAABGghlRAACAETPNZrHSRN2ItjuVjtxxYKg2nSR+6Oit+xuX75iPI5q2tw+F645oNa/LopgqNecMLXkcB9JJttdpNT/fdrBckjpJhEeYrpPE+ERr0oimJDKo122euK+SWKCq27zOgm1Jef8UDFFvPm6SxUG1gsisJExF0SlhSUxUezEb8yC2KP2cJNhedvVMVkWJM9mhqILYljjmK39OYVxV0u8qiEeSpE6QzZWkuMXjkMVYJX0IxyhNvIkj3uJOrO9vzSzGKopvai1mGWpBdFIn208SGVQQSRXGNJXGD0XdyyKponVZrFkU+aT42hHGRElSFsUUjJF1kluU6NzL9oOxNFE3ogAAAFNrBmdE+Y4oAAAARoIZUQAAgFGb0UB7bkQBAADGwQzeiPLRPAAAAEZiomZEW1bpiM0LQ7XZsSmugD9yvrnK/QGb9oRtjp27O1yXVcevp1Yyd9+thn9v0U4q4KtwXVyZ2Av6UPWSCuCknDcq7LQkCaCab24UVdNLkiX9q6Ji0KRItORtXiuprK6C0ys5fGGlvSR5sL2s5jR8SgWV8Zmsyj2qjq+yAtukojiq1LbC4tvu5ubOZ6+z1kLzznxu+Mp4Kfl4rx0PbDUfVC4H1eqSimZvWsn20qr5pSCNIKtyj9IzspMyGaOwAr7kJM/aZGkE4QUx2V5UfZ6OXRzHEVXUey/5HTgXv0DD6vhsHKLUD0+eU3J+jY0J6OJ6Y0YUAAAAIzFRM6IAAADTahaLlZgRBQAAwEgwIwoAADAOmBEFAAAANgYzogAAAKPmmskZ0Ym6Ee20Kh2zZf9Qbe67KX78zs13Ny+f/3bYZkf7QLhub7W5cfmix8NcBbFFh6q5sM1iklOzGOQMLfXiHJ9eFcd+ROu62faWmtdl0UleEDuV5gwlcVBhk3Z8BehtbV7eWswiqeJ9JYc31I6eb5YCk8UgBZFGlnQ83F4y3p7EFoXNkril6PSv0qijcJVaQWxXK06vySONoj50sgPVvC6LnYpirKT4d5kXxAxlkUolWknCTxRjJcXnvydxSxY08jR3LZG9qNdTtp9gXXZsw7iqZOzS7LcqiNLKxrWTrJsruCAG42BLSQbeRh2/e4FiJQAAAGCDTNSMKAAAwNRiRhQAAACzxMxOMLOPmdluM7vBzM6tl/+Bmd1oZp8zs0vNbMdAm/PM7GYzu8nMnj6w/BQzu75e90ZL/5QZN6IAAABjwfzw/FuDrqRXuvuPSnqCpJeb2SMkXSHpUe7+aEn/KOk8SarXnSXpkZJOl/RnZrb8ReA3STpH0kn1v9OzHXMjCgAAMMPc/TZ3v7b+ea+k3ZKOd/ePuPty6ebVknbWP58p6RJ3X3D3L0u6WdLjzexYSUe6+yfd3SW9XdKzsn3zHVEAAIBxMAbfETWzEyU9VtKnVqx6iaR31T8fr/6N6bJb62VL9c8rl4cm7kY0ijuKHx9P+s5Zc47I/Tp7htrHahaSrJ6lICLjQDUftjnYS6KdglilXhKPlEUxdbvN67pBRJMkVd1gX0lMVLbOg3gdC5ZLkgVRUd5JIpqS+KZWsL0gxWS5F/H2ohVJZFB06mcviTS+KTiEnjyn4cN/CmU7KhiHTNQujXxKfllYNH5ZdEz0FarhE5/666JjWxDnlUVIZaJxaHXjcegkH9K1gsisNMaq1bw9S7LfsminKNosjcUK+pfGLcVbi2OLSqKJCuK8JEnBuKafAUdtpDhGqpPcokTbO5g8pyzaaRwc3hzRY8xs18B/X+TuF618kJltl/ReSa9w9z0Dy1+r/m+oi5cXNezDk+WhibsRBQAAwFDudPdTsweY2Zz6N6EXu/v7Bpa/WNIzJT2l/rhd6s90njDQfKekb9TLdzYsD/EdUQAAgBGzw/hv1X33K9vfImm3u79+YPnpkv6DpDPcffAv+lwm6Swz22RmD1S/KOnT7n6bpL1m9oR6m2dLen+2b2ZEAQAAZttpkl4k6Xozu65e9hpJb5S0SdIVdQrT1e7+Une/wczeLekL6n9k/3J3X/6+48skvU3SFkkfrv+FuBEFAAAYByMqVnL3T6h58vRDSZvzJZ3fsHyXpEetdd98NA8AAICRWPOMaB1UukvS1939mSvWnSnpdZIq9adoX1HfXatO4X+z+nfHLukl7v5JM3uMpAslbZd0i6QXDFZoNXFZQdV8/Pgq+ObEIY8r1jfbYriuVfBW5lBQUb+/uyluk1TNL/SaD2lUTS9J3V78fqQXVM17VgFfIqm2tLlgXXb2BsOX9TuqtJcU1ti2kvPLkypWT/YViqrFCyrjpbg6Phuj8Dklp37Wv2queV+tpeR8aA67UCtLHMjechccirRSO6pqzsZ1jYnTaxU936zfVfB6qjpZv+M+hFXuSRV+dGwlqRX0oxVVXEvy6NqRFE+bx51wi6rFszEqOMHSNI4CJX3I2kTV7CWV+6V9iI77fPz7cZWYk7GwzpeCiTDMjOi56gecNrlS0mPc/WT1c6bePLDujyX9jbs/XNJjBrbxZkmvdvd/JulSSb81RF8AAAAw4dZ0I2pmOyU9Q99/g/ld7r5voKR/m+r5ETM7UtJPql+JJXdfdPe768c9TNLH65+vkPScgv4DAABMBz9M/8bYWmdE3yDpVUo+MDCzZ5vZjZI+qP6sqCQ9SNK3JL3VzD5jZm82s231us9LOqP++bn6/jwqAACA2cKN6A8ys2dKusPdr8ke5+6X1h+/P0v974tK/W/xPU7Sm9z9sZL2S3p1ve4lkl5uZtdIOkJS45cvzewcM9tlZrsW7z64hqcEAACASbCWGdHTJJ1hZrdIukTSk83sHdGD3f3jkh5sZseon7B/q7sv/73S96h/Yyp3v9Hdn+bup0h6p6QvBtu7yN1PdfdT53dsWevzAgAAmBzeL1Y6HP/G2ao3ou5+nrvvdPcTJZ0l6W/d/YWDjzGzh9QJ+jKzx0mal3SXu39T0tfM7GH1Q5+ifvipzOz+9f+3JP22+hX0AAAAmBHFgfZm9lJJcvcL1S80OtvMliQdlPS8geKlX5d0sZnNS/qSpF+ulz/fzF5e//w+SW8t7UupKG5pzuIcmHby1iJql20vipBaiLJUlEcxeZCnUiXRMb3u8HGylr3FKogZSvfVCuJwCvpQJc/Vkw5aL9hg+lZz+MiUoiimpAtV1r1ge5YknESRT2kfgoimrF0WGdRebG7U6iZxWVncUhR1lMVOZbFYQTxRtr1WkAoXRSCtKoi9yfodjXmQMCdpldd0EFGWRT5lL6f2UvPOquS4W/ACsF58knv0wpDiqZuSeKTs2GbjGlzLs5goi9a1k+eaiWKasgtOErMV9iOL5uo0r7OlLHaq8PlupDGfvTwchroRdferJF1V/3zhwPILJF0QtLlO0qkNy/9Y/WgnAAAAzCD+xCcAAMAYGPfvcx4O/IlPAAAAjAQzogAAAONgBmdEuREFAAAYA7P40fxE3Yi25NrciSvQG9skRzWqWK+SUtCWLYXroor6rA+9YF9LSR+6ybpeNfy3LVrtbIyC6tKsQjPsQlblnlS+BuuyQtWwqDOovO03Gr66O22TKUgWiIIUglCB/m6SCviiPgTV51EChRQfi0waiBCMuWVVyGknhq/uztZFKQGeHKiw4nkh3k/6Cyt8vkl6QFBQnFXN51X4zcs7h+I2STG7upuDcy9JwrCooj6MoJBaS0lFfXScgqSEVHbNq5KBCCvgsxO24Ft42QU2OlDZbrKq+VbzOg+WZ3xzfMKG6QEYqYm6EQUAAJhKE/DnOA8HipUAAAAwEsyIAgAAjANmRAEAAICNwYwoAADAiJmomgcAAMCocCM63lrm2tpeHKrNjrkD4brt7eYckTmLI6Lmk3VRu6zNQpBx0k1yURZ78bqlgvimTrsXrusFWUxZCEYVZNtkMVatVhxXEkVS9ZLYlt5iMEa9JOqll0RSVVHWUdgkzfiJ0lSSVJlwX1kbT1JgonVZ0ksUzRVFoUl5hJRFMUNZElPQhzSqqkSahjP8se0l8ToeRZQlz6kVJ8mpFVxysnMlSr9Ko6qS3yBR33ub4jbZzqIYqd58FjO0zrFFwfmanQ9htFOVxDelL+rgXMmuN8G5l7VRK+lDNEZZTFon3l4Y05RFUkWRT0Q0TZyJuhEFAACYVuGb8ylGsRIAAABGghlRAACAUSPQHgAAANg4zIgCAACMgVmMb2JGFAAAACMxUTOibat0xFxz5FJkSzvOONlsSf5JYNHjIauC3Ja9vS1hmyi+aTHJRYnijLJ1nsV0JDbNNefAdNpxrkwU3zTXSmKiksyggwvNuS1LSXyTB3FLWZxRNkLR8FkrfvuaRjFF6SdZhFS0Ko0ZGn5dSZv0XXw6sMm6Idukp/hGRrpExzYZ12quuVEvO1+z+J+gXaubtAnOvdJYrChuKWPxJUK9YHutJL4pfE7Zwcjiy5aigU1ipzrRiybeT6Yd5WwVXNs8OO9WY9HrKTlhw4gmSQrGKG0TRTtlr/WCeMMNN4MzohN1IwoAADCt+GgeAAAA2CDMiAIAAIwDZkQBAACAjcGMKAAAwKj5bH5HdKJuRNtW6ajOgaHaHDW3P1x3307zunbhmbAYlEkfSirt93Q3N7fpxW26WcVnoNWKqxnnOvHz7QTt5jvN1fSS1CoYvywJIJIlASwtNo9fLyutTqqQo88O0jSCrGo+kJwqUlJRXKSgujtMD1jvovSSKvz17kTpL4SScQ3XJRXhSf/ai1G0QNwmqqiPKs+lvKI+OpezczwJCwmTBdI2neY2SYCHquSDwrBaPEuuKDhffS5JBJkvuLBEz7f0NRP8XrDF+PdCWOUuyaOq+Xb8XMM2wTGXpFaUYICRmqgbUQAAgKk1gzOivD0AAADASDAjCgAAMGImviMKAACAUfHZuxPlo3kAAACMBDOiAAAAY4CP5sfcnPV07PzdQ7W5X2dvsm7P0H1YCiKa+uuah/NAb1PYpjQqKjLfHj7jZy5p0w5iOrZ0lsI2JfFNVRKDNJdlrQSikK/sU48kiUZuwYcHpYlBURxU0okqij9J2rSTNJUiUTRRMg7pEG3QRTfrXxSdlLzU03VVsC6LLQr7kF2h0yfVvDh7aUbrsoimbF3Uh3Rcs8/ootM/G9fgNVO144FoJWdsNuTrybNop+g6UBJNlEQqZaLopNKPWH2++SB6O95iFM2lVvycesk6jM5E3YgCAABMJRfxTQAAAMBGYUYUAABgDKRfd5lS3IgCAACMAz6aBwAAADYGM6IAAABjgPimMde2SvdpR8E8ze7b3heu29E62Li8l0wUf6u3PVwXRTsdrObDNpHNSe7OEfML4boorKqTfPHEkjN/axDT1AlinaQ4vinrQxb5tNhpHtes35GsRRxIFSckeeGHCt6LIljiNhadEkm6VRqHs4428uIZRugURDRJcfxPGA+TtJGkXvByT+Obokij7PtiWaxSMEhWxQcqenmWRD5lsgikbFyjWKxWEgfVm4/GITkhkicVpbil8WUF45rGzEXRSVmjoONhFJQkJRFSJW2sG5+wUVxV2r8giimLviqNq8LhNVE3ogAAAFPJxZ/4BAAAADYKM6IAAABjYBa/I8qMKAAAAEaCG1EAAIBx4Ifp3yrM7AQz+5iZ7TazG8zs3Hr5c+v/rszs1BVtzjOzm83sJjN7+sDyU8zs+nrdG83yyreJ+mi+o56O7sRV8E2Obu8P1x3Rai5DPpSU2LaTUtV2UB55/7k9YZtWsL1eUoa5GJWPSqrmmttlVemt5Czd3Gkeo7wCvnld1qbTiku/NwfHY7EXj8PSfPO6KhlXT9YtVcG67AWelWpH7ZIK4Kjq2rvJc8q2FzQrKZbdUNGhyIY7GYcqqKRNK7iTIIxoXTUXtwkr6pPK+ODyJUnqBe1aUVqDJEvSF0pEl5ysYD2bGomOYZZuEBV+JJcbZfELJX/1JjovswSDVtIHD65FVXLxsCDlxNvJgGfHoqDKvXUoGfSoAj5YXtqHcWca6UfzXUmvdPdrzewISdeY2RWSPi/p5yX9j8EHm9kjJJ0l6ZGSjpP0UTN7qLv3JL1J0jmSrpb0IUmnS/pwtGNmRAEAAGaYu9/m7tfWP++VtFvS8e6+291vamhypqRL3H3B3b8s6WZJjzezYyUd6e6fdHeX9HZJz8r2PVEzogAAAFPJ/XDGNx1jZrsG/vsid7+o6YFmdqKkx0r6VLK949Wf8Vx2a71sqf555fIQN6IAAADT7U53P3W1B5nZdknvlfQKd4+/V9j8HRZPloe4EQUAABgDo4xvMrM59W9CL3b3963y8FslnTDw3zslfaNevrNheYjviAIAAMywurL9LZJ2u/vr19DkMklnmdkmM3ugpJMkfdrdb5O018yeUG/zbEnvzzbEjCgAAMA4GN2M6GmSXiTpejO7rl72GkmbJP2JpPtJ+qCZXefuT3f3G8zs3ZK+oH7F/cvrinlJepmkt0naon61fFgxL03YjWjLXJttaag27SyaKJgD/3YvzlnZU20J1+3tNa+L4owkaXt7oXH50lwcxXEo6d/mdvP47FncHLcJIpqy7ZXEN80lbTYlWTS9IMqkuyme0K+CNllEU/od8WDdYprJk2wwWOVJvE4UX5NFEyUpMHEMUtIkGb4yBVFMYaRRluJTEBmURj5l0U7BKVES35RFKmXbiz7e8yTyqVXw+VhJnFF2nNJxDY6HJeMQnbC9JH7Lk89GLYpxS0Rj1Ep+lXly7YjixtLDFxzcLB4p2o+k5HUb98J68XOK+lHNJc8q6sPkpjdJGt1H8+7+CcWvzkuDNudLOr9h+S5Jj1rrvvloHgAAACMxUTOiAAAAU8klJX/oYFoxIwoAAICRYEYUAABgHMzehCgzogAAABiNiZoRbavSjtbBodrcJ6nGngsKxA55XIb5re6RQ+1fyiv354L+zSXlsids+U647uuHdjQu37EpHrcjOofCdVml+7A6rfg5Zc+3Ct4vVUl5ZLSuW8XvvXrJuipYVyVVtN2oFFqSR/vqJJWlQUV9VhGeVX5H67JK7XBbwxfY1u2a11qWOFBQFRvtp9gGzVpklfG9TUnDoH95ZXXUiWQ3BVMZJW2kOFkg+0pddPnqFVS/Z9tLz/8owSAbh+YwFUnJYcr6EKxMK8yTqvkowaCdnCtVJ37CHu0rTcIY/hhOQkX9KAPtR4UZUQAAAIzERM2IAgAATK000Ho6cSMKAAAwBvhoHgAAANggzIgCAACMmov4JgAAAGCjTNSMaEeu+7aWhmpzRCvOr6kK3nrMWxwHtc83Ny4/lGSwVEE+xbHz94Rt7ultCdfdZ645pimLR9rSjsc0axdZyjKDApuHPK6S1EuyOBaq5lN7ayfez0IvfjksBXFLS93k/OrEWSZh7FMviW9qNa8LnqokqbUUj1EUH5PGykTr0piVeF14emXbi1clOypoUxALJMXPyZLjFO0qG7vkMhDLxjXqd5bglm0vWpe0yc7lLMpqXSVRX1by5xfDJtl+ku1FSUdJnJFF15WS46dV+heo5rJr0TrmKiWxU+Me32RaJbpuSq15RtTM2mb2GTP7QMO6M83sc2Z2nZntMrMnDqzbYWbvMbMbzWy3mf14vfxkM7t6oM3j1+cpAQAAYBIMMyN6rqTdkpoS3a+UdJm7u5k9WtK7JT28XvfHkv7G3X/BzOYlba2X/76k33H3D5vZz9b//aSC5wAAADD51u9vyEyMNc2ImtlOSc+Q9Oam9e6+z/2788nbVH8YYWZHSvpJSW+pH7fo7ncvN9P3bmrvI+kbBf0HAADAhFrrjOgbJL1K0hHRA8zs2ZJ+V9L91b9plaQHSfqWpLea2WMkXSPpXHffL+kVki43sz9U/4b4XwTbPUfSOZJ03PHUVgEAgOnEd0QbmNkzJd3h7tdkj3P3S9394ZKeJel19eKOpMdJepO7P1bSfkmvrte9TNJvuPsJkn5D9axpw3YvcvdT3f3Uo+/LjSgAAJhCfhj/jbG13NmdJukMM7tF0iWSnmxm74ge7O4fl/RgMztG0q2SbnX3T9Wr36P+jakkvVjS++qf/0oSxUoAAAAzZNWP5t39PEnnSZKZPUnSb7r7CwcfY2YPkfTFuljpcZLmJd1V//fXzOxh7n6TpKdI+kLd7BuSfkrSVZKeLOmfVuvLvLX1w53w2wGNquSbvweqxcblO1rNEUiStLXV3EaSFtuHGpdnEUgHqvnG5fdpH0j6sBCu2x70YSHJPsmeUy/I96iSXJmS+KZsjEoipKL4pvlWsp90XfN5NNeJ23Q78Rh5kCMSxjpJUjd4W5tEn2TxP9FhSttEkU9Z1EsWmRKtK3kHPybRLOv5J/qiyC4pPn79lVHGT9wkSlBLo3qy5xrsK43QSc69kvimkgipNG4se31GbcJLRDJ4JTlDyeZaJa/bLKIs+Pg4P7bZyTf88432lV+/xuQiEXL+1vwwzOylkuTuF0p6jqSzzWxJ0kFJzxsoXvp1SRfXFfNfkvTL9fJ/I+mPzawj6ZDq74ECAABgNgx1I+ruV6k/g7l8A7q8/AJJFwRtrpN0asPyT0g6ZZj9AwAATKv1/ERlUlD9AwAAgJGYqD/xCQAAMLX4jigAAAA2nK9SHDilJupGdEmV7ujtG6pNdkyj7yXctx2/Izlp/vZw3Te7TX/9VDpQbUp60eyIdly53y74G2B39YZLG1gWVcDf3dvauFySWt7cv6zSflNUsqv4+ZZU2s+3u2Gb+XaSbhB8cacVVNNL0txcvL1WUA292E2+LRNVvhZUuafrsorikkrV7HQNq5rjTtiYh+IVFTxHxzarjM8qzIMxWt+q7zLZd+Cy7gVBGHkSQLAue0ppEECwMjvm0SUir+AePo4gG1cvOIbtxSSxIep6JyvDj1eFIQ/ZcwrGr0peM+NfNT+bJupGFAAAYGrN4EfzFCsBAABgJJgRBQAAGAezNyHKjCgAAABGgxlRAACAMRD9+dRpxowoAAAARmKiZkQX3fS13vy6bW+zNUf5bEvySn6ovRCu29G6s3H53jB3ROoF7wWWkjycXrJuR/tQ4/L7tePYq7urLeG6u3rbm9sk8U0L1Vzj8nu68X62thfDdduD55TFN7WiuKXkCzidJMAt2l6SMiRLskcsiG9KRW2SbaVxJVEUUxZ/Eg15lopSsi6Lekk3uH7SP7W33pMW0fayiKa5+Hy16Lin/W5uU5wyVCKLb2q+rBTFAqXPKXvJBOe/J79Jq+AwdZKxsywPKrq2xcl0suBC1eoVHsBge55d15KLZRgLlx3b4CCWxtmNjRmcEZ2oG1EAAICp5MrDz6fUJLw/AAAAwBRiRhQAAGDETE6xEgAAALBRmBEFAAAYBzM4IzpRN6KL3tGXFu83VJtWUgl9ZOtg4/IdwXJJul9QwS1Jc0EJaTspLT0UlPFllfFVMpEdVdtvTirMM/cE1fFfXzgqbHP7wpGNyw/1orJXqdOK+3fMfHPF/6asTLRgPxup6gXHMCvVLqgsTSuKo9OoYHtppWqaLFDQJtxR3GYjhYewpH9Zm+zYzjU3zOog4lMv3lFyeS2SVkkHZea9JOWh1Q02mO0n297S8G2iMUoL1tMkgKBaPGnTjm5uksthmrgRnpjDV8ankkr7MIymIEUBozVRN6IAAABTawZnRPmOKAAAAEaCGVEAAIBRm9EcUW5EAQAAxgDxTQAAAMAGYUYUAABgHMzgjOhE3YgequZ006Fjh2qzOcrbkHSf9oHG5Sdt+mbYZqvH25sPvtxxyONhvqu3vXH5UpIH0iuYyO61FofugyTdvnSfxuV3LzXHOknSHYeat7d/aT5s005yYPYsbm5cvrkdxzcdvak58qmdxCO1knXVGOR+hF3IopNaw2fEpFFMwbo0difbXnDYk9SWguCYVfpXcGjTJgXxTdHpn6auJduL4puyjlcFv/8sikdSnkQWNxp+XXJ5Va/d3Ik0bqmXRAbFCXTx9oJjm70u0tiu6FxJvlsYPV9PnmvJtSNTFt+UbC+6FmWxU6O/jKPBRN2IAgAATCefyRlRviMKAACAkWBGFAAAYNRcMzkjyo0oAADAOJjBHFE+mgcAAMBIMCMKAAAwBmYx0H6ibkQXqo6+fPDoodpUSUbGsZvvaVyexSMtzd8ertvROrj2jtXu7jXHIN3ebY5NkqQDvU3hunvmv9O4/Efm7oy3V8XbOxTklXxnMY5v+s7B5nV7Dsb7yeJ6vt1uzrDZMhfHN3WD4765HcdvZRFNHqxb6sY5MFUVn0cWZNu0OvHnMr1usL0kZsXbWTxLsLwkQieJw0k/aor2lWYxBYsL+i3FMUPpr4NsZZScVNAmjXxKonei75n5XHwwquBF6Jacx0m8lAUvT6sKDobi45vFDEXRTlnkUxaDFD7ftM3wmUHpuAbrkktbPHbZKZS9pgukcVWR9DUdrMwiytb5OU0TMztB0tsl/ZD6Z/RF7v7HZnZfSe+SdKKkWyT9ort/p25znqRfkdST9O/c/fJ6+SmS3iZpi6QPSTrXPb7D5qN5AACAceB+eP6trivple7+o5KeIOnlZvYISa+WdKW7nyTpyvq/Va87S9IjJZ0u6c/MbPlW/02SzpF0Uv3v9GzH3IgCAADMMHe/zd2vrX/eK2m3pOMlnSnpL+qH/YWkZ9U/nynpEndfcPcvS7pZ0uPN7FhJR7r7J+tZ0LcPtGk0UR/NAwAATCVX2Z84W2dmdqKkx0r6lKQHuPttUv9m1czuXz/seElXDzS7tV62VP+8cnmIG1EAAIDpdoyZ7Rr474vc/aKVDzKz7ZLeK+kV7r7H4gKOphWeLA9xIwoAADByh/VPfN7p7qdmDzCzOfVvQi929/fVi283s2Pr2dBjJd1RL79V0gkDzXdK+ka9fGfD8tBE3YguVB3dsve+Q7VZ7MVPcc/S5nA/kXZSHrmjfaBx+d6qeT+StD+oWP/KwWPCNncvbQnXfafbXLG+d1Pc5j5Bv/v7Cirgl+IK+AOLzZX2B/fHbTyrLA1WHdwSl4ku9prLI4/aEj/XTis+ttH2Fhbic6W3GJdotjrDX2yyZIF4R/GqoirWgrDlbD/huqxavGQcShT+PoiqrtNq7KjSPqkwz2JeolXZ2Hl4TsYd96wCPmjWWiyrwi9KWGgH6QHJbz7vxeNqQQpFdmy12Ly46iTHNulfO0q7SF9nQSJCljiQpYiEr9uN+1g5TlFIGm3UtePeGFF8k/WnPt8iabe7v35g1WWSXizp9+r/f//A8r80s9dLOk79oqRPu3vPzPaa2RPU/2j/bEl/ku17om5EAQAAsO5Ok/QiSdeb2XX1steofwP6bjP7FUlflfRcSXL3G8zs3ZK+oH7F/cvdffmt5Mv0vfimD9f/QtyIAgAAjIMRzYi6+ycUzxk/JWhzvqTzG5bvkvSote6b+CYAAACMBDOiAAAAozYm8U0bjRlRAAAAjAQzogAAACPnkhdEk0y4iboR7VUt3bV/21BtDi00RwlJ0lIQyZPpVkkkT5Dhsb8XxxYtBPFSdy8mEU0L8bpvLzTHLe3fGvdh5+bvhOt6wXeXF7rxqbO41LzOu0lsy97hT8WFJAam120+Tt1e3GbzXDdcd2ixuX/dQ0m/DyTRTsGnLz5XEOuUfa6RXdOCr6VHUUKS1A4Ss9L4mkQUtZJtL2yTDd06f9qVRjFF67I2QWxRKz4l5d0k/id4bXjWiSC+yYMIJElFn6l59tFjtr0grydJGZKCeKI4qkpSENEkSYripZaSNtGvjOTYZuMQ/QoqiS3y5FdgcqmMI8rSgzH89vJGwzcp7N7GGlGx0ijx0TwAAABGYqJmRAEAAKYSxUoAAADAxmFGFAAAYBzwHVEAAABgYzAjCgAAMA5mcEZ0om5Ee92W9nynOZ4oVMV5DfcE0R6ZPYtxDFKn1ZxBsS9psxjEDO1fmA/bdJPYqX2bm/d1oBvHWB3sxeuqKL4piJ2SpG4U07QQT8C3DsXHqRVEo/SSyJRe0Ie9vbjNviT/p4qe06H4WHT2JFFfQQxSFR8KeRhFE7cpiUFqLcRtWovNy9vB8mw/klSt4xUoi2YpiYdJ2xTsK41iCk4VS9q0FuNOhGORHYwoUyyJb8o2Z0E7n48H1peSiLeSIo4ooiyLpMqerwUbrJJ+BzFb2dilMUMFUUzRuuj6LkkWnQ+ZLKJs9u6vsEYTdSMKAAAwnZwZUQAAAIyAS6pm7y8rUawEAACAkWBGFAAAYBzM4EfzzIgCAABgJCZrRrQyad/6dXnBmivM705KFu/evyVc1w6q5j3Z3uJC8/OpFuMSSE8qv7tBu4XFeNz2LcRV/ZE9BzfHfTjYXPrdOhA/p7n98XNqHwr2E1SjSnHVfG8xTiPI3oe2gwr9rFK1nVSfz9+d7CxQzTX3Iau0zyq/owr4rLp77kDzKBVXzUfjl1QNV52spLhAcODTxIGSSYuk29ElorjSONhgmsoQXFe8k3QiqYBXcGw9qUpPK+OD55SNkQepKdk11Drxc7JW0C6rtI/SA5Jrh6LqfMWvp6RwXxbsKw2OSX5vRccpPV/HYKJvIir3mREFAAAANsZkzYgCAABMJZdK8nInHDOiAAAAGAlmRAEAAEbNJffZyxHlRhQAAGAc8NE8AAAAsDEmakbUelJnX5Z50SB5c9ENYkkWPY740WJ87x7GkmQxGEEEUWsheY+QPKdqqbndwUPxoT7YjuOb2pt6jcu7++IcmCimqZNENHX2h6vUORDsZylu011s3ldnX3IsknGNoo6q5FTJntOme5p3lkUnRVFH3h4+ZkWKxy+L+Jnb37y9ub3N50m/E/GqKJIqi69Z2jp8m0z08szidXpRv5VE4iTnVxQVVSXDquQTvGh7FsQZSVIVxMZUWZRQEoMUXQ8tiTpScv4XicYh6beyeLAg2sl7WY5bEN8URUFplciz4PWZXTuiT3uzT4Ete0kXneNJbFf0qzMZo3g/QzcZL8Q3xcysbWafMbMPNKw708w+Z2bXmdkuM3viwLodZvYeM7vRzHab2Y/Xy99VP/46M7vFzK5bl2cEAACAiTDMjOi5knZLOrJh3ZWSLnN3N7NHS3q3pIfX6/5Y0t+4+y+Y2bykrZLk7s9bbmxmfyTpnoL+AwAATD53qZr0Kd3hrWlG1Mx2SnqGpDc3rXf3fe7fnU/epnqC3syOlPSTkt5SP27R3e9esW2T9IuS3lnQfwAAAEyotX40/wZJr1LyrSQze7aZ3Sjpg5JeUi9+kKRvSXpr/bH+m81s24qmPyHpdnf/p6F6DgAAME3cD8+/MbbqjaiZPVPSHe5+TfY4d7/U3R8u6VmSXlcv7kh6nKQ3uftjJe2X9OoVTZ+vZDbUzM6pv3e6q7c/qf4AAACYYF5Vh+XfOFvLd0RPk3SGmf2spM2SjjSzd7j7C5se7O4fN7MHm9kxkm6VdKu7f6pe/R4N3IiaWUfSz0s6Jdq5u18k6SJJ2nzcCZ5VIjfKiu6s+emH1e9SWhUY7Sut4gtKdtsLSZtEbzGo3rT4PUe1KX5SvU7zGLWT9IC5vcFzOhg2UftQvC6q1G4HlfGS1En2FbGk6jQ6hp68gub2xeM6t795g+2F5GQJKkijanpplSSAYF+9LfEG24ea28ztTSIMknfjUcW/d+Lzq7UQneNxF8LqfCmstu9uztII4s1FVfhZGkEVjEMrObZpakRQ8VxyLcqueWlVc5TmkF1fMyXNopSA7PgFSSZS+CtDNp9ssGo+l70XP6EsjaMV9C9rE41dVhlfkmCQXm+yqv7o5Z5cO9K+r2MbHH6rzoi6+3nuvtPdT5R0lqS/XXkTamYPqb/rKTN7nKR5SXe5+zclfc3MHlY/9CmSvjDQ9F9KutHdb733TwUAAGBSHaaP5cf8o/niHFEze6kkufuFkp4j6WwzW5J0UNLzBoqXfl3SxXXF/Jck/fLAZs4SRUoAAAAzaagbUXe/StJV9c8XDiy/QNIFQZvrJJ0arPulYfYPAAAwlVz8iU8AAABgo0zUn/gEAACYWtnfXZ1SzIgCAABgJCZqRtSqPOanSRYZ0VpsXh5FykhJzITi6IosMiKKU8mihLKYmrm9zcuzmJU02ibqQvKmLYqeyiKVOgfj78XM740GKXtOQZPC+I5Wt7l/lkSwRFFH/XXNHensjXO7vN2c5eNzyUmZxaksNfchi06yoI0txFlC1k1Oll7zOt8SZ9F05qPYteR124lzkKLXdHtbnLdU8prpbUoi1DrNB6o3H+8nWxcd9yq7FgXrgkNUN0r6F0TGRSlR/UbJrqIoplQwEEvZ2MXHyYPv71knGaQg2sl7ZdfkquC3dnRss0ixLB4s3E/y/cY0OixslKwLdpX9zh93rvgcm2YTdSMKAAAwldz5aB4AAADYKMyIAgAAjIFZ/GieGVEAAACMBDOiAAAA44DviAIAAAAbY6JmRK2S5vet3/bCeIqSlBDFqR9ZDEZR1MQ6f4XEs7MgiqTK4psWmxtl49A5FD+pzkLzus6+ZIMFx9CTKJoo6qi1GOfNtA7FB9cWg3XdJL+mKnin3Eu2F+XyeMEJtpQci4Lt2f74pLS5YF0nOZGD6CtJ8vnmde2DcYRUNRdvLzr3qmA/ktTdEkRzdeJzcmlbNo/QvK4qiLNLY3eS10wU01Rl8x/JqZJG2kVtkv6FXUieb/gSzCKf2sGTCmKdJMm76xu3p+BUzsbUk1M8OrbZ9rKou+gc8+Ty1YrWlVy/xsRefefyj/p7jjlMm7/zMG33XpuoG1EAAIBp5O6nj7oPo8BH8wAAABgJbkQBAAAwEtyIAgAAYCS4EQUAAMBITFSxkrnUDiqoS7SCikpLqu6yCtKiqvmCyr+0ijWQVaV3t8RVmBb0r9VN+hdUR7aW4jbpuqAyfe7uQ2GbUFZRmVTY2r6DzSuyqvSluITUDwV9z/6qRrSv5Dl5VmkftUuek2fPN2BJxXpYzZ6NQ2v4qmHbtClet21r8/K5ubjNlnh7kXYnft/f3tpc1tzbnFyiLUkWCA5Tb1NWjR1uLWyTFIuH7XpVsr1Odo0IrtfJKZn3L2iTneJBuXj613DmgnWt5HWbjEO0ztNxHW65JFVZ1XzBuFoyRiW/06LfMyXbwmgxIwoAAICR4EYUAAAAI8GNKAAAAEaCG1EAAACMBDeiAAAAGAluRAEAADAS5lmczZgxs29J+sqo+zFix0i6c9SdmACM0+oYo7VhnFbHGK0N47S6UY3Rj7j7/Uaw35k3UTeikMxsl7ufOup+jDvGaXWM0dowTqtjjNaGcVodYzR7+GgeAAAAI8GNKAAAAEaCG9HJc9GoOzAhGKfVMUZrwzitjjFaG8ZpdYzRjOE7ogAAABgJZkQBAAAwEtyIbhAzO8HMPmZmu83sBjM7t17+3Pq/KzM7deDxJ5rZQTO7rv534cC6U8zsejO72czeaGZWL99kZu+ql3/KzE4caPNiM/un+t+LN/Cpr9mwY1Sve7SZfbJef72Zba6XT+UYSUXn0gsGzqPr6vUn1+umcpwKxmjOzP6iHovdZnbewLqpHCOpaJzmzeyt9Xh81syeNLBuKscpGaM/MLMbzexzZnapme0YaHNe/XxvMrOnDyyfyjGShh8nMzu6fvw+M/vTFdua2nFCA3fn3wb8k3SspMfVPx8h6R8lPULSj0p6mKSrJJ068PgTJX0+2NanJf24JJP0YUk/Uy//NUkX1j+fJeld9c/3lfSl+v+Pqn8+atRjsg5j1JH0OUmPqf/7aEntaR6jknFa0fafSfoS59IPnEv/StIl9c9bJd0i6cRpHqPCcXq5pLfWP99f0jWSWtM8TskYPU1Sp15+gaQL6p8fIemzkjZJeqCkL2q2r0vROG2T9ERJL5X0pyu2NbXjxL8f/MeM6AZx99vc/dr6572Sdks63t13u/tNa92OmR0r6Uh3/6T3X4Fvl/SsevWZkv6i/vk9kp5Sv5N8uqQr3P3b7v4dSVdIOn09ntd6Khijp0n6nLt/tm5zl7v3pnmMpHt9Lj1f0jslzqWVTSRtM7OOpC2SFiXtmeYxkorG6RGSrqwff4ekuyWdOs3jlIzRR9y9Wz/sakk765/PVP9NzYK7f1nSzZIeP81jJA0/Tu6+390/IenQ4HamfZzwg7gRHYH644THSvrUKg99oJl9xsz+zsx+ol52vKRbBx5za71sed3XJKl+4d+j/izhd5c3tBlLaxyjh0pyM7vczK41s1fVy2dijKShzqVlz1N9I6oZGac1jtF7JO2XdJukr0r6Q3f/tmZkjKQ1j9NnJZ1pZh0ze6CkUySdoBkZp2SMXqL+zJ0UP6+ZGCNpzeMUmZlxQl9n1B2YNWa2XdJ7Jb3C3fckD71N0g+7+11mdoqkvzazR6r/UcVKy9EH0bqszdgZYow66n+082OSDki60syukdTUZqrGSBpqnJYf/88lHXD3zy8vanjYVI3TEGP0eEk9Scep/9He/zGzj2oGxkgaapz+XP2P7Xep/+eW/0FSVzMwTtEYmdlr1R+Di5cXNTRf7flOxRhJQ41TuImGZVM3TvgeZkQ3kJnNqf8Cvdjd35c9tv5Y567652vU/57RQ9V/p7dz4KE7JX2j/vlW9WcnVH/EeB9J3x5c3tBmrAwzRuo/r79z9zvd/YCkD0l6nKZ8jKShx2nZWfrebKg05eM05Bj9K0l/4+5L9UfOfy/pVE35GElDX5e67v4b7n6yu58paYekf9KUj1M0RnVRzDMlvaD+GFmKn9dUj5E09DhFpn6c8P24Ed0g9fdY3iJpt7u/fg2Pv5+ZteufHyTpJPWLTG6TtNfMnlBv82xJ76+bXSZpuVrwFyT9bf2iv1zS08zsKDM7Sv3vVl6+jk9vXQw7Ruo/h0eb2db6ovRTkr4wzWMkFY2TzKwl6bmSLlleNs3jVDBGX5X0ZOvbJukJkm6c5jGSiq5LW+vxkZk9VVLX3af6NReNkZmdLuk/SDqjfiO87DJJZ1m/wvuB6l+7Pz3NYyQVjVOjaR8nNPAxqJiahX/qf4Ts6ld5X1f/+1lJz1b/3dyCpNslXV4//jmSblD/O1nXSvq5gW2dKunz6s+S/qm+94cJNkv6K/W/HP9pSQ8aaPOSevnNkn551OOxHmNUt3lhPU6fl/T70z5G92KcniTp6oZtTeU4FbzettfP9wZJX5D0W9M+RoXjdKKkm9QvRPmopB+Z9nFKxuhm9b+XuLzswoE2r63H4SbVFd/TPEb3YpxuUX9Gc199vj1i2seJfz/4j7+sBAAAgJHgo3kAAACMBDeiAAAAGAluRAEAADAS3IgCAABgJLgRBQAAwEhwIwoAAICR4EYUAAAAI8GNKAAAAEbi/wFFjXYZWdhPdwAAAABJRU5ErkJggg==\n", "text/plain": [ "
" ] @@ -398,10 +393,12 @@ "source": [ "# now to visualize using flopy and matplotlib\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=ml.modelgrid, ax=ax)\n", - "ax = pmv.plot_array(dem_data, masked_values=rio.nodatavals, vmin=vmin, vmax=vmax)\n", + "ax = pmv.plot_array(\n", + " dem_data, masked_values=rio.nodatavals, vmin=vmin, vmax=vmax\n", + ")\n", "plt.title(\"Resample time, bi-cubic: {:.3f} sec\".format(resample_time))\n", "plt.colorbar(ax, shrink=0.7);" ] @@ -413,12 +410,14 @@ "outputs": [], "source": [ "t0 = time.time()\n", - "dem_data = rio.resample_to_grid(ml.modelgrid,\n", - " band=rio.bands[0],\n", - " method=\"median\",\n", - " multithread=True,\n", - " thread_pool=8,\n", - " extrapolate_edges=True, )\n", + "dem_data = rio.resample_to_grid(\n", + " ml.modelgrid,\n", + " band=rio.bands[0],\n", + " method=\"median\",\n", + " multithread=True,\n", + " thread_pool=8,\n", + " extrapolate_edges=True,\n", + ")\n", "resample_time = time.time() - t0" ] }, @@ -429,7 +428,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -443,10 +442,12 @@ "source": [ "# now to visualize using flopy and matplotlib\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=ml.modelgrid, ax=ax)\n", - "ax = pmv.plot_array(dem_data, masked_values=rio.nodatavals, vmin=vmin, vmax=vmax)\n", + "ax = pmv.plot_array(\n", + " dem_data, masked_values=rio.nodatavals, vmin=vmin, vmax=vmax\n", + ")\n", "plt.title(\"Resample time, median: {:.3f} sec\".format(resample_time))\n", "plt.colorbar(ax, shrink=0.7);" ] @@ -470,13 +471,15 @@ "source": [ "from flopy.utils.triangle import Triangle\n", "\n", - "maximum_area = 30000.# 30000.\n", + "maximum_area = 30000.0 # 30000.\n", "\n", "extent = rio.bounds\n", - "domainpoly = [(extent[0], extent[2]),\n", - " (extent[1], extent[2]),\n", - " (extent[1], extent[3]),\n", - " (extent[0], extent[3])]\n", + "domainpoly = [\n", + " (extent[0], extent[2]),\n", + " (extent[1], extent[2]),\n", + " (extent[1], extent[3]),\n", + " (extent[0], extent[3]),\n", + "]\n", "\n", "tri = Triangle(maximum_area=maximum_area, angle=30, model_ws=\"temp\")\n", "\n", @@ -487,11 +490,9 @@ "iverts = tri.iverts\n", "ncpl = np.array([len(iverts)])\n", "\n", - "mg_unstruct = flopy.discretization.UnstructuredGrid(vertices=verts, \n", - " iverts=iverts,\n", - " ncpl=ncpl,\n", - " xcenters=xc,\n", - " ycenters=yc)" + "mg_unstruct = flopy.discretization.UnstructuredGrid(\n", + " vertices=verts, iverts=iverts, ncpl=ncpl, xcenters=xc, ycenters=yc\n", + ")" ] }, { @@ -515,7 +516,7 @@ "source": [ "# now to visualize using matplotlib\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=mg_unstruct, ax=ax)\n", "pmv.plot_grid();" @@ -535,9 +536,9 @@ "outputs": [], "source": [ "t0 = time.time()\n", - "dem_data = rio.resample_to_grid(mg_unstruct,\n", - " band=rio.bands[0],\n", - " method=\"nearest\")\n", + "dem_data = rio.resample_to_grid(\n", + " mg_unstruct, band=rio.bands[0], method=\"nearest\"\n", + ")\n", "\n", "resample_time = time.time() - t0" ] @@ -549,7 +550,7 @@ "outputs": [ { "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAqIAAAIfCAYAAACrVb5YAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAEAAElEQVR4nOz9eZzs+7rXhb2/Nc/zXNXzuHr16jXsc85lMkIQFJRBCaJCzI2CkMSIL0ENKghR4hBMQKPiFFBAUIwQFfFGhcsNyr3n7L2mnuep5uqa5/HnH7/qXjVX9eLsc/Y+9Ge/1mt3d9VvHr6f7/N8ns8jJEniCU94whOe8IQnPOEJT/hRQ/Hj3oEnPOEJT3jCE57whCf8rYknIvqEJzzhCU94whOe8IQfC56I6BOe8IQnPOEJT3jCE34seCKiT3jCE57whCc84QlP+LHgiYg+4QlPeMITnvCEJzzhx4InIvqEJzzhCU94whOe8IQfC56I6BOe8A2AEOIPCiH+9A9pXfNCiJIQQvnDWN8TZocQ4rcKIf5/M373p4UQf33C5z8rhPjtP7y9e8ITnvCEbx6eiOgTfiIghLgSQlS7BCwuhPiTQgjTj3u/fhToHvvfcf+7JEk3kiSZJElq/zj365sKIYQkhFj9OtYtSdKfkSTpV38d6/66IYT4lUKIIyFERQjxV4UQC2O+pxVC/EdCiGshRFEI8U4I8Wsesy4hxBshxM91n9eEEOJ3f53H9oQnPOGbiyci+oSfJPw6SZJMwCvgNfD7fry784SvC0II1Y97H74tmOVcCSFcwH8J/H7AAXwJ/Gdjvq4CboG/HbB2l/nPhRCLs6yr+/l/B/x7gBNYBWaKIj/hCU/4ycMTEX3CTxwkSYoDP4NMSAEQQvwiIcT/LITICSE+CCF+ec9nPy2EuOhGdy6FEL+1+/cVIcRfEUKkhRB3Qog/I4Sw9Sx3JYT4p4UQH4UQ5W6UyCuE+Mvddf0PQgh797uL3UjcPyaEiAohYkKI3zPuGCbt78D3/hQwD/zX3ejSP9OzLVX3Oz8rhPiXu+srCSH+ayGEs3s8BSHED+5JRPf7m0KI/14IkRFCHAsh/v5Zz313u79LCHEqhMgKIf5tIYTo+fwfEUIcdj/7md5ImRDijwkhbrv79JUQ4m/r+ewPCiH+CyHEnxZCFICfFkJYu+c8JoSIdI9R2f3+qhDirwkh8t1r9591//5z3VV+6J6L3zLiGH5aCPHXhRB/pLufl70Rvynb7Uu3CyF+dfcc5oUQ/053n377wPZGbqeLFSHE97vL/3+FEI6e5X69EGK/e4/8rBDiWc9nV0KIf1YI8REoi+lk9O8D9iVJ+vOSJNWAPwi8FEJsDn5RkqSyJEl/UJKkK0mSOpIk/TfAJfDFjOv6p4Cf6UaP65IkFSVJOhy1U0IIXfeap7vH+QMhhHfadeh+/ju691pRCHEghHgz5Rw84QlP+HFAkqSnf0//vvX/gCvg7+j+HAJ2gT/W/T0IpIFfizz5+lXd392AESgAG93v+oHn3Z9Xu9/Vdr/7c8AfHdjmzwPe7jaSwFvkaKwW+CvAv9j97iIgAX+2u80XQKpnn/8g8Ken7e+0Yx/Ylqr7+88CZ8AKcgTrADgB/g7k6NZ/AvyJ7neNyNGu/333szfA3f05meE6SMB/A9iQCXIK+Lu6n/3G7n486677XwD+555lfxtyhEwF/B4gDuh6zk+zuw4FoAf+InJUzQh4gO8Dv7P7/T8L/PPd7+qAXzawj6sTjuGnu9v6HYAS+D8AUUB0P5+03Z8G/nr3ZxfyvfX3dY/pd3fX+9tn3M7PAhFgu7ut/w+f7pF1oNy9N9TAP9M9t5qee+I9MAfou3/7CPxDY475jwH/7sDf9oDfNMM19wI1YHOWdSE/F38M+J+Rn5n/Gpgfs+7f2f3c0D1HXwCWGa7Db+6eu+8CAvlZXvhxv6ee/j39e/o3/O9bFxEVQvy/hRBJIcTejN//+7uz4X0hxH/6de/fE36s+ItCiCIykUoC/2L3778N+G8lSfpvJTmC898jpwt/bffzDrAthNBLkhSTJGkfQJKkM0mS/ntJjtqkgP8HcjqyF/+WJEkJSZIiwP8f+AVJkt5JklQH/gIyKe3FH5LkiNIu8CeAf3DEcUzb38/Bn5Ak6VySpDzwl4FzSZL+B0mSWsCf79nPvwe4kiTpT0iS1JIk6S0yAfrfPGJb/6okSTlJkm6Av8qnyPTvBP4VSZIOu9v9vwGv7qOikiT9aUmS0t3t/hvIZH6jZ71/Q5KkvyhJUgewAL8G+Ce75zMJ/D+Bf6D73SawAAQkSapJkjS2KGgMriVJ+g8kWWf7HyNPULzdaNyk7fbi1yJHBv/L7vH+m8jkeup2ej7/U5Ik7UmSVEZOdf/93ajfbwH+Uvf+bAJ/BJmc/5KeZf9NSZJuJUmqAkiStCNJ0rh3oAnID/wtD5jHnSAAIYQa+DPAfyxJ0tGM6woB/ztkYj6PHE39s2M20aSbvpckqS1J0leSJBVmuA6/HfjXJUn6gSTjTJKk60nH8oQnPOHHg28dEQX+JPB3zfJFIcQask7wl0qS9Bz4J7++3XrCNwC/UZIkM/DLgU3kiBTIhOQ3d1N7OSFEDvhlgL87wP8W4HcBMSHEX7pPIQohPEKIP9dN+xWAP92zznsken6ujvh9sGDqtufnayAw4jjG7u/UMzAes+7nAvBTA9v+rYDvEdvqJVuVgXX/sZ71ZpCjVUEAIcTv6aZS893PrfSf795zt4AcCYz1rO/fQ46MgRwhFMD3u5PQf+QR+993DJIkVbo/mmbYbi8CvfssSZIEhGfczj0G7xc18jkJdH+/X7bT/W5wzLLTUEIm972wAMVxCwghFMCfAhrAP/6IdVWBv9AliTXgDwG/RAhhHbGZP4Uss/lzQpa0/Otd8jvtOswB5xOO9wlPeMI3BN86wb8kST8nevRsIGv5gH8bOX1aAX5Hd3b+O4B/W5KkbHfZ5I94d5/wY4AkSX9NCPEnkaNEvxF5QP5TkiT9jjHf/xngZ4QQeuBfBv4D4G8D/hXkNO6OJElpIcRvBP5ff5O7NwfcR47mkVOxg5i4vyMg/U3u0+C2/5okSb/qh7jO3nX/YUmS/szgB0LWg/6zwK9EjiJ2hBBZZDJ5j97jvAXqgKsbbeyDJOuEf0d33b8M+B+EED8nSdLZD+EYxm53ADHk6B/d/RC9v8+IuZ6f55EjhHfI982LgXXPIaej7/GY+2IfOUp5vz4jspRjf9SXu9v7j5Cjt7+2G5WddV0fB/bt/ufeay1/IK/3DwF/qPve/2+B4+7/J12H2+42n/CEJ3zD8W2MiI7Cvw/8nyVJ+gL4vcC/0/37OrAuhPifhBA/L4SYKZL6hJ8I/FHgVwkhXiFHMn+dEOLvFEIouwUQv1wIERJycdGv7w6WdeRozr3tkbn7e04IEQT+6R/Cfv1+IYRBCPEcWYc5qjJ57P6OWWcCWP4h7BvI+s51IcT/Vgih7v777n0hjJCLca4+c91/HPh93WO/Lzb5zd3PzEALWVOqEkL8AYajag+QJCmGXGn9bwghLEIIhZCLy/727rp/c8/5yiKTnfvr+tnna9p2B/CXgBdCiN8o5GKh/xOPiywD/DYhxJYQwgD8X4H/opvG/8+Bv1vINklqZE1tHVl3+Tn4C8jylN8khNABfwD42JNuH8S/i6z1/XX3qf9HrOtPAH+vEOJVd99/P7KuNje4ESHErxBCvOjKEQrIRLw9w3X4D4HfK4T4QshYFWPsqJ7whCf8ePGtJ6JC9or8JcCfF0K8R07P3KcwVcAacqr2HwT+Q9FT9fyEn1x0NZ3/CfD7JUm6BX4D8M8hE51bZFKp6P77PcgRpgyyBvT/2F3NH0Iu1skjk4r/8oewa38NuajkfwT+iCRJQ7Y1U/Z3FP4V4F/opih/79/MzkmSVAR+NbLWLoqcOv7XkPWaIEfd/qfPXPdf6K7rz3WlDnvIOj+Q069/GbmI6hq5+GVaavkfBjTIxVdZ4L/g07P/XeAXhBAl4L8CfrckSZfdz/4g8B93z9fMjgAzbvcBkiTdIRfN/OvIxWZbyFrf+iO29aeQ5Uhx5KKrf6K77mNkLfG/hRwh/XXIpLAxbkVdicJvHfVZ93n5TcAf7h7TT9GjexVC/HNCiL/c/XkBWe/7CogL2X2gdL/uaeuSJOmvIN/bfwlZy70K/ENjdtuHfH4LwCHy83Pf+GHsdZAk6c93t/+fIksC/iKyldQTnvCEbxjuqzO/VeimaP4bSZK2hRAW4FiSpKGBQAjxx4GflyTpT3Z//x+B/4skST/4Ue7vE57QvWcvAfUMKd1vLITcNeh3S2Psdp4wHl1NZRj4rZIk/dUf9/484QlPeMI3Ad/6iKgkSQXg8j7F103DvOx+/BeBX9H9uws5VX/x49jPJzzhJwGSJP3qJxI6O7ryCpsQQoscBRTIll9PeMITnvAEvoVEVAjxZ4G/AWwIIcJCiH8Uuar3HxVCfEAWxP+G7td/BkgLIQ6QbWT+aUmS0j+O/X7CE57wtyR+MXL19n36/DeO0FQ+4QlPeMLfsvhWpuaf8IQnPOEJT3jCE57w7ce3LiL6hCc84QlPeMITnvCEnww8EdEnPOEJT3jCE57whCf8WPCtMrTXmM2Symqn85lyAqNGg9SRqDdan70OvUaNQggq9cZnu4hrlEoa7fb0L47avlqNQiHodCSqjebI76iUCtRKJbX66M8BtCoVQoJ68/EF3CqVErVSQbPVRqEQNJqfdyxKpQKVUkGj2eZzJSIGnRoQVGpjXWumQqtRoRSCyoTzNXkfNLRabVqN9mffE3qd+uHe/JxToVDI10WlVFCpft5xCECtVqLoSDQan3lNVQpUWtXYe3MW6LRqhEJQrzfpdD7zOdWpQYJq7fH7odOqUQiofMayep0agOpn3Et6nQaASv3x97LhftnPeA4elq0+flmtWolKqfzs7XY60sT31NhltWrq9RYqlYJG4/NNKFQqJQBqjfKzn5t7aDXyueh0JGp/E+8jAINeg9SWqH3GPdgLnU6NAKoTrq1aLb83qhOOX6VUgBAgSbTanc/eHwFotCpazTbtz3y2AZQKgVqjRCEE1fLkc60UgvYM422hnriTJMn92Tv1hM/Gt4qICpuNv/0P/Usk0yWKj3xZr3ucnKTS+PUm9AoVrUqbeG5s97qxmHNauU3n2Qp4iGYK5Cu1R6/DbzcTyz5u20LAm+UQby8jvFrwU2+2ObhJjPzud5aDfHUeYTvk5eBq+DuvFwN8OIsy77ERj+Zot2d/IbxeC3J0nWRtzs3HsygOix6VSkkyW3rU8QDsrPr5cB5jZ8XP7lns0csDbC/52D+P82zRy+GIY52G1TkXp5E7lArB5oKX/YvBVuCTsbPq5+O5vO/fWQjw4SAyZYlhGHRqNCoVuWKVV8+CfNwb7AI5Hc83AuyexRBIbK/42T95/PncWvezfxoj6LJSDOep1x8/wL94Pc/78xjOoIVouvDo5QEWF1wYdBpq9SbRWI7aI4mGzaynUqmj06pRIsgVZ68NerEeYPckik6rxmrUkbyb/Tl9tuLl8DxB0Gslcpd/1KRke83P7nkcIWB5Xr4nZ8Wc10Y0XUCvVdFpS48i0CtzTi7iWZRKgVWtIZN/XB3V1oqPZLZIJl1+1ATq1bMQ747DPJ/3cnT6uGduc9HDxXmKdruD2ajFatQRjeYetQ4Am9WAxqAmnpLv0xdbQT4ePf75vcezdT+NVpuzqxSv14PsH0RofyZpe7kZ5Ow4jttmIhzOfPY+rS67aTRahC/H308vXsyx9+GWpUUnV+epkd95/nKOvY9hVtd9nJ/EPruX24vXC3x8f8PmVoDj/c8714GgnWazRSpRwGzW0chXaY6ZOK9vBTh9f4NSpUBqtuhMCJr8d+d/5Hrsh0/4WvGtS82fZNM4HQasOt2jllMp5EMN2C1c5XIURINnwVHtocdDCEjmZcJ1EE2i0ahY9jzeI7nzCOIHYDPq2Qi6+fIiTEeSuLnLcRhJEHIOt2bWqZWcROWXTq5SQ6no75qnVSkJJ/MA3CRzvNgIDq1jFLwOM2shN+9OIlTrTcrdGXamUEWlUGAxPu56AMhdAuHjeYzXG4/tfAgalZLzW/lYw8kcHvtgW/fpUKvliEi7I3F6m2J9fvYJ8daSl/3LT4Po2V0Go17z6H3YWPI+kKX3hxFePJvtmtzj1fO5ByIvITi9vWMuYH/0fhRL8qQqcpdndSvw6OXNZh0HN0k6HQmf5fHXAmBl3sVFNI1GpeQsfMdc0I5G9bjX1FLQQaPVplCuEfCNal8+Gg6LnsuwbKpRqzexmHUjmk6OhsmgIdElrZFEnu3VIVvjsfA4zFxEZbIhSVAu1dF278tpUCoVKJUKWu0OxUqDzUXvzNs1GbTkKjXanQ6NZpu54OPeZQt+O/uXcVK5MitzrpmXe7kZ5N3x4ydb99sM32QeCF6xXKdcb+L1mB+1HpNJi8GieyChAPtHUTaXZz9/vQh4rRxcxDgP32Eyanl3EmF+0YnDbvys9TXqLWq1JpVGA5vN8Hn7FLBxfp7k9jbD8uro4zKb9Zwcdt8dYvTNHpxzsL8rX6+zkzgvXs1/1v4sr/vY+yj3qLiPRD8Wm88DZNIlUgn5uhWLNVa3JrwvW/J90m51UKhVaD7j/fyErx/fOiIKcJ7LYrZqcBj0M31/3e3kINGd6XWPuFCvc5BN8sXK7IO+02Sg3vo0o0oWStxkc7xZfhxx6DxiOrnud6FQCA4j8v4vuGykixUkCTy24Zfc85CPYlVu3BLO5NlZ7icUL+b9pAvlh98/XMWY89km7sPr9SD5YpXTW3kf5r12znsiNtG7Ai6rEa36cQH2cCr/8PO7kzDPlx/X/XAl6HqIlhUrdYx6DepHvOBCXiuH15+iqI1Wm3Aqx6J/+oC8GnJxFrnrSy/lyjVWVx43ufG5zOwNRC8PLhIszTtnWn5zxcv7o/5BvdZoUW20sJhmnxw8W/VxE8s+/P72IsrG5uxkCmBp1UOtG0U9OU1ge8T276HpprZbHfk5O75JsbTgllODM0CnVXN2/Smqs38eZ3t9NlLtdVsoVT41PTq9TvFqc7Zne3nORSZfefg9m6vOxGGVCoHRqH2Y2AHE00WeL872LLxcC3AZ+xQxOwmn0GvVMy0757eTyn16F+xdxXFYZ3unAhgN2oefDYbZBvgX634+nkZn3kYvvA4TpWx1SG6RzVdoCXA4ZiN9Op0Kh9tMuOd+B+h0JK5v08w/kpADOJ0mJGTJ1GJIfnbPwmkaSom1R74TAKrd+zCdKWOxG9BqH5+8dDs/TQY1utHLL3cjpgBXl3c82x6+33UGTV+0+2AvwvzS7BMPAJNZRyZdepDaRCPZKUsMQmLn1TzH+xFqAzKDcTIgp9vEeU+GqtXq0FEoMD7iHn/CjwbfSiIKcF3IozOpcJumzxZ7yUmi9CmF3AZ+IRbh5UoA7QwExjliW812h6+uIrxaCsxMxNqdGdI1Ar5YCXKWTJMufRrg3JZPL9v9cBJLz2AggMSA3OA8lcbYHZgcJn0f8QJotTsIrRKFYnjY9DnMrIVcvDuO9KVHHdbh83ARSbMadA1FYMfB77Jwl/80CErAeeSOee/skTydpv98X0YzjyKzDqtxKJ1YqTXJFisEXGPbnDPvtRPPFEZqY99fR/F7xi87ah+arf71NFttsqUa9imREL/HwnUix6i7KZkt4XabZyZwo/SxN8UithHXehT0ejUnkU8WvfVGi1XvbGT6Hn63hYMrOcKcL38ihIdXCdaXPSiU0++tZ0seipX+DppXsTR2y+TBZ2c9wOH5sLTj8CqJxzU52vZsxcvH435yFUnk2F6ZTuRfbAa5iAxbG384irAWmjzYz3ltfDjr326xXGdzcTrxebUZYv+qPyX+mKjofTT0HqfhOzRT3qFbKz72LxOfpc+3GLWoO4JcYbR0IJUuodapsUy5zmq1kkDIwdXtaDvpWr1FqVDF5Zg9ou9ymNjrkRb16t3zxRon4Tte7swxJuA4EoUeicT1bZrlVe+jltfp1Jydfbqfj0/iuL397yWVSsHtVf95SKVLqHqi8Wubfs5OBsaMVodqtYl+xskHQGDOSTbz6X2fSZfwh2Z71+v1aja2gnx8dz1S/nFxkcI3Yl3BkGNIY95qtqm3JOze2d/RT/j68a0logC3xQIKnQKvefxLY93tZD+efPg9nCtgH4ikfhWL4vNZ+kjeKBi04x+8d9dRvHYTAfv0FNE0HmrWa9kKefnyIjIk6C71zAbrzRbrgU+p5OdzXiKZfl1erlxjY0EemBZd9pFFFJfxDDs9KXqBHAXNFqqc3vZri/RaNSfXSUZh/zLOi5UZo0+O4fNUbbSoNppYZ4ykRZK5ob+9P4mwszp9H1w2Y99A2ot8uUaj3cY1IuLsc5opVmt916EXrY6E2TEbeVtf9HBwNnofMvkKFqsB9Zi0tEGvQVIq+iJpgzi9uWNrY/q52FjxchUeHphzpRqOedvU5QFWN/xDBPDy6g7NjClmALfb8jDQJAfu472LOFurvomDsVKpIBzPDf29WK7j945P0dutBi5GHD9MT9GbDNqHlPwgcoXJUdGNJS/vj0fr5CQJysXxKXqlUoFCIUYWjpxH0hOjoktBBx8vRkclZ42K9kZDAcq1BmuL42Utm0seTm5Tn6WZ1KiVeMxGYsnJmuNYMo/FbsA4hiApVYLlFQ9nV6N1kPfI5qtoVUpMA8c4DgG/re89fR6+6wt+dIC3xxHW1n2YTdPXqVIpyA8Q7oPjKC925mbaH4C1VS+Vyqd3Q6cj4RuQ62xs+Mlmy31/SyWLD1FRhVJQKvU/0/dIJgosjkn3D2L71TzHh8P3m8s9nQx6vFZsduNUPanL3/98C4UgfD56nGo125TKDQJLT3VJ3xR8q4koQLRcpK3pELCOJoCjUrVzI7SV55ksNXWHdf/4KIRyypT0+i5HvlbnxfzkqFxbGv8yXvE60GlU7IeHozMGjZqzeD8xvExmHvSv417yuzdxns/72L0YX8CyexvH77Lgd1pYDspR0FEV9RsLnonV5e9PIryZQe/ZbI0uQEnmSrjspqkp9nmvndTAS/Qex9cJ5ry2icuHfLaJ1Z93uTJajapP++qwGOhIkJ1S/LJ/m2BjeXJUSiGmVylfhtNsrA9H1RRCMB9yEE3mRyzVj/fHEV5O0lDBUES2F4c3SbZfTR4A1Sol16nc0N8LxRrPpzwL97Ca9Q/RUIBqvYXT2j8R+HgWkzXNYx7DrWUvqTFFc/vncV6MSdH7nOa+lPwgTq9TvByTol8KOftS8r0Ix3M8HxMVtVsMxDPFiQU+8XSR5wujz9/LtQBX8dHpzXy5NlYratJrKNYbY+/9WaKig9HQe4x7mlbnXVzEMhPvs3FQClgPuri8ma0h3k0kg8dvRTuQLREKwcZGgMMxE79BRON5/G7L1PeQxaTjcOBcVGvNkdKaw6skapOWhbnJmQKrxTCyGOjDfpjnz2eTiuRzw/fk6VmiL4pZLIwutL04T2Ey69jaDk1MoR/shtmaQo6Dcw6ODkZPeioTnjmAtQ0flXKN2Axp/MurO9SaT9dqfdNP9m58AW2z0SaVKrI84/l8wteLbz0RBUhUylSVTebs/QRzbSAaeo9xL5dstcpJIc2b5dED1iyWS6V6g91wnO+sBMemqaUxthVfLAe5SudIFkYTrBWvcyhCmi5V2F7wsuCycRTpn+l7LCZeLvp5Pu/FbTUy57Kx6neyHnCxGfLwfN7L9qKPl0t+ns15WV1wkytWOQ+Pr7AcN+j24u1RmFdr4yNxSoUYO4gCnIXv2FqaPNt2WcdHr+vNNq12p2vtNAyzQcPRmKhuLyKpPE6rAYNWjdmgxajXkJzR7SDXaqCckBZ/sREcGb0bxMfjKDvP+4n9zvMQBxezOwR8PI2xOiZatbro5vxmcoX2bjhJIDg+jbaxFSA95r64SxRmeskszTuHpA6jItLvTyNjSeFgFGkQlyNS9DsbAQ5nOJdHlwm8Ayn6Z6s+dk8m6x3zI6KiQghcTtNM1fwfjiOsD6To57123p9OjhBdRNMjpULzQcdUh4tpUdHBaOg9jm4SQ0WLiwEH0bsC9c+0WNpZDXJ48riq+vPrO+YWnX3ZhOfPg+wdP06benaZYmN5ckp8edFNfUTF9riIdCpb4jaTZ2d7/GTdMiFqenQeZ2lKJG9hwcntCOlBtdpgdUOe2Cwvu7m9Hk3uS+U6y+tebm+nV+tfnCXwjCkI1GhVtCWJ5phK9evLO7RjtKs7r+Y5P41TKs7mSjNYtCTNMOlpNtrcXmd48YtXZ9rGE74+/EQQUYC7apU8dRYdtoe/jdMspavjyVRLkvh+PMqr1cCQvi4/ZQZ3Dwn4wWWEVb8Lu3H4hT4YETVq1bxY8PHlZWRilE49htjkqzWcJgMLbhtvloO8XPTjshhJFkp8uIqRzJX58vSWWLrAWSTNSfiOo5sk+1cJ9i7ifDiP8eEsSqFc59kEArgSdHKTmE1k/vEsxtaYqMyCzzE2tX2P92dRXq+Pn63mi5MJceyuwHJgdORhdd4zs8/jZSzD5pKXpaCT2xFSgHEIp/Nsb44m4yaDlssxGrVR2D2NsdaNsD5f9/P28HEVx+2ORDxbwj1C9yZmEJ41mm3aBuWDw0AvFApBvDCe2MSTBbamFN5o1ErORugkxw3m704ivNrqH8g3Fz3cTJjcgJyi93k+DZoOm2EqCb9HrdHCZPqUojcbtcSnpIphdFT05WaQk+vJ6eF7SBIUCvUHPbRKqQAFUz0Yc6UqWwN66ZcbQfbGyFF6MSkqOi4aCvI+LfVE+0I+G3fFMuXP9NR8sxHi4/7nVdefXCRZWfOiUAh2dub4ePh5VkH7R1FePRtNGg06NSc3oye04URu7DqbrQ7vTqM8fx5EN+Iev/eTHYVWq0M6X8Y1QbdsMY+XNsXieYRSoNX0b1evV7O24ePF63mW1jwUynV0Bi07bxaYXxyfJaxWm2h0alQjJERrmwFikdzYZZvNNgtL/ZkjtVrJ1gtZD/pYd5lqU36nO91mzsdEYYf2odHieC/CL/01O4/a1hN+uPiJIaIA2VqVu3aFFZdjbDQU4DqTw6CeXFn6ZTTKQsDeRyST+cd5fx7FUgglrPn6CVFvCn3RY8ds0PHxZvoAMaj/vIdFr6NSb3KdyvH2IsKHqxh3PVFVj9lIqdZgY0oRQzxT5O1ZZKyF0WOsiTodifPw3UgyaDXPVrX47jTCsxFk1m7WP9jdTMLeRZzXA/ZUGrWS8+hk8iEELAUcvH4WIhi084OrCBeJDEtzLl5thnDNaMlykrjDbByObqzOuymUZvefbbc7xNJFttb9Q5rdWVEo1dDq1eh6qm+X512cXE2PDINs9bXxYnhisLEZIDbFa7NZnkz6n636KJQf58f79jjMqx6bq1mN7w8u4rzo6mY9DvNEje0gzm5SD6RkMegkW5ieHYD+qOjynIuPj/TMTWaKbM3Lz8HOaoDrKYT7Hlfx9INGd8FvHypOmoRxUdFx0dB7FLq+yj6XmVK1TrE82+R9EC/XAnzYvf2sZUHW0DaabX7pL1mlg8TSvHMk6ZsF7/fCvBxBRtdXvJQqo++fu1yZ+SkWah/PYtg8piGLsXG68HvkC1U0ehX6Ee9jk0nLyfH4+yuVKvLq9QLxaI7N5wFevJ4ntOik1mxxchrn44cbLs6TdNod4rEcH9/fcHOTxukx8+L1AitrXsRApu/2Os2zF/0p+mfbwQerpknorea3O034AzYOPn7e5OPiXC5aCgTtY98HDreZtecBtr+zyPM3CyysuFGpFOhGvKef8KPDt8rQfhbkG3WcRgMhvYXTu9FRp7Yksei2cxCdPAgfp9O4jQaWjQ6y5SrZ8uPMngHSpSq5So0vloN8dRF52D7A66UA++FEnyXUOIQcViLpYU3gd5ZDfHkR5rtLo2ftTrOBvWt5AKqO0WUCuK1GYl0D8lSxgsWo6yMHZoOWo0caxtebbe5yZfxOy8O6AUozNgGQgKtEhqDbSqTH6mnB5yCXny3C8eE0KlstdeUGW8s+3o1Ia6pVSlZCLnQ6FVd3Oc7SWUh/GvCtJj3n0U/303LIid2kJ5LIj03XF6p1vrMU5EOPQX3AbZ2azr2HRq1kPujAZNJSrNVRWjRYagZCRj16jQoFgmazTalUI50tUx4zKN7jJp5je9XPQTdFqVY/bh769jzC83Uvpz1VtLnmdCJ3cX3Hyqqr7/zdQwgxtrlDtTF53W9PIrzZCpLNVccW0I1COJHjey/m2T+LP9r39TqW4bsv5vnB7s3s24vn2Fr3cx3LUKjUP6tgZ/ckyveez/PVyezkLFOo8no9yMl1kmqrReMRGs1Gs83cooNMz3M2KRp6j/Noms0FN+liZaqWehw2Fz0cHj2+IYPFrGMh6KDdkbgKpzm9TtFotrBZjVzcphECvB4LTpsBjVpFvdHiLlMilZ7ejGPvMMyzVd+DxlStVnIVmzwZdtiN3EQnTxoiyTw6rYrnmwH2j+TnUjGD8VcklmNjzcvZcaKPdK0se/j4YfS9aTJpWV5yUy43ECrB4YgConsIRf+7IX1XIt3VXFoseuYWnLSabc5P47SaHXY/3LC26ef0KIbLbeZ6TNp/EMm4PC4srXjIpIvcXH3eRPseroCVyFECh9uM02NBq1cjtSWKhQqpWI5MskBmhkzGE360+IkhogoB234vbSGxf5dEpVbw3cUgX11HR9qFjNMPDiJVrpBX1vhlCwucJ2TBfaPZotZsUW/N1o6x3ZH48irCy0U/Z9E7JElifd7N26vZNUs+m6mPiCoVgpcLAb68kElOvjqa3C257bzNyoPJSTSF32kmnh4e+IMuK3fd4p90scLzBS+F80+Dztqcm7efYUJdKNfQa9XYzXqyxSo6jarP93AaKrUmFkMbs0H7UJU9TnM0Cp2ORKZQxmbWUyhX+7r9mA1aloJO2kLiLJ5mPzaezJgGCMtFzzEsBh04zQZiqfzQuX13HWXOayPSTdVZTLqxRUZqlZKFoAOTWSaeF4kMR4k7SMCr9SBfHd3yZj3IuzFpRpNNh9NmxGzQoLlvNVhtki9UucuW6LQl9s5ivHk+Ry5f4ehidvIGsll+pFLBbNZRLNZYW/dxMCW6fA+jYvTz9mzVx96YSF16RMHFID6exfhfvVzGZtLR6Ui0OxKdTptWW6LZ7tBstmi05P/XG/K/aqNJvd3+rJSxQilotjsoFAJTVzes16nRaFSolUqUCgVCQEeSaHc6NJtt6o0WCkn2fE1kSqzNu1GrlKhUChRCdOUREpIkR7+b7TaNZodGs0m13qRSbdJotWh1OrQFGI3d7WrU6DQq1CqlXEXflVlIHenBpL7Z6rC57OPL48dHF++jovfdliZFQ5UKweqcC71Wg1GnRigFd7nRWvdJGDSsn4aQ347LYSRfrHEZvuuz0Qp6rdxEskTiedYW3ZxepYinCn0m9gBGowaf24rZoEWSJAqlGrFEvk/X2unA5VWKxZCTq3CaZ6s+3k/xQ03nZus2V6u3+HgZ5/WLOQ4OI7Rasx378WmCnRchdj98urbJxPC7ZWnJjUGv5vQkwcfud30+K1abYWRREzDSzu8ehUL1weBeb9CwtulGSJBKFbA7jZgselITCoVUagU6rRq1VgUK+M4vXiGTLOJymfF4rSiVCoRCdJ8lAULOUiF1a7gkiY4k0elAp9Oh3e7Qacv/Nxi1OL1mzvYiT4TzW4RvPRF1GfUsuRxcFbK8v/s0oLUlib+RCvM85OYuXSZd6Z+dF+qzpYx0ahU7fh8/f3XDlt/L2+uel49S1m3q1Cq0Knkg0qiUqJVKVAq5j7pSCBSK7oADfHdjjkazzfdPHzcw9PZy1qlVrPqcvL38REjOE2lMOg2lnu+ZdBqOeyJFkgQBj3UkER0soNq/TvDFhtyGTwiI3U2v0B6HRKbIot9BrdFiwWfncIyuahzimRIbc24qkTRKIbiYUEw1CplClfV5N3M+G4lsidebIYr1OmexNO9uZou8DGqqenEVzz4UX8377bitRhLpItFUnnZHwmDTQgI2l7wc9RTGqJQKFoIOzBYdxXqDy0SGo+QdDJweg07NVVwmvnsXcbmF5IgBp1StU6qOvq+VGoHTZsJm0tPRCuZCNiwmHa12m3qjTaVWp1RpUCrXmJTlzharbC97KX6I0FTOruE6PovjC5iJZ/rvvXtd1yjc5cvoteqxel6VUsHmgofv79+g16hmIq4Am0s+3h3estNt5/kYLPgdvDsK82xRvpazSizWlzwom8q+pgGPwautEG+Pw6wtuDkOp8Ze56Hl1oModEocLhNOswGjVoMkSRRLNWKpPNUJRUS9UdFR0VCjTsNyyAmSXBx13NW9rofcnN6kWA460aiVHM0o/xhnWN8LjVrJ0rwLrVZFJJ7jNp7ldoxUweO0EI3nabc7JO+KuJ2mkdHPcqXB+YBmVyHA77VitxrQqJXU6k1S6RK5bAWf20IsM12mdRPL4bYbHyb40/DuJMLyvBO1WonVaiBfqExtpflxP8zOzhy7H29ZXfVwfiq/X+Top4dUqsDlCBujeDxPIGCTifeItq6zaMcBqpUGh11rJV/AyubzeZKpIsubPlrtDq1mm0ajRaPZplFvUa83aXYkmvUmdJ9rh9eCUCo4f2RRWi80WhXLCy5uzlMUUkUW1r1cnzwug/eEHx++pURUYsvnRaUW7KWSJGPDkbr79Pd+JoVdr+e51dMX8bpIZ1ErFTTHzLwF8DrkJ3yXf4g6vg9HeTnn48Ptpwem2e7QbDcoMj268izgIdOoYjZoMdm0rDgcxNJFotnJMzedWsVZXE512I167EY9e7f9D1lbklj2Ovh4/WnfNgMe3p70n5vLZAaFot/LVMDIIqSPVzEW/HZ0GnUfof0cXMUybC54MEwQ4k/C8W2K12tB6o1WH5m7h1IhsJp0mAxa9DoNGrUcJRII2p0OrXYHvVmDpqnmy8vHFy4oZsxi3yRz3HSLmuZ8Njw2k6zxW/NRKNRYmnNitRoo1xtcJNIcp9IwpW5lY9HDu67fZKPVRq1RDl3DaWh3JJKZEjqNWiasGg2XR8PnUaEQWIxaTEYdhm6kT6WSGx50kGi3JRrNFr/ob1vjr3+4mnn7nY5EwGrpI6LLc66RRUq98DhMXI8gb2qVkvU5F/vdqP2C3z4TETXpNZx27+WLSBq71UB2BicIgOcrPvZO5YlLvlKTz8mM2tR2q82H/TCvt0MP13JWzPvtfDiXCfM0C7m+5Xx29m8SrC248TnMHF4n+5ppCAEejxm31YRWpaTVapPJV4ilCw+FIvdR0ftoqNtuIuSxUq42uIikH1rL9qJal9+F90b9sxDSe8P6uxHOBw67kZDPRqPV5uImNfL5H4QAIj0EtVCsMW+xo9UoR1a5D6IjQTSZH8pemI1aVhZcJAtlEiMm9IMI+m0zE1GbWY9WI1+HXLGKWqPCYTNiNuvQ6dSolIJ2W6Jeb1Iq1shky9TrLfaOIqyteVGrlCwvu9Hr7qOfk+Uj0WiOUEjWUw5Wp8/YlwQAl9uMz2/l6CCKx2tFo1Nz9AhpRbnS4CZ8x84Xixy8v3m0dMVmM2A1ajneC+P126iU6yQSEosbPq6OP5/cPuFHh28VEVUJBd+dD3JbzrOXmfwy6n3hZmtVctUqP7UU4v11jFanQ6PdZtPt5CQ+PBBuel20Gm3eX/U/TB0J9mNJnge97EceN9v6YjHIu0iUTb+br2Ixth1uvh+WB6TNeRdGpYajcJLaCO/OVa+T/dsEIYeVZrvNRXJ0arvXLkijUnIZGz62dFG2ezq4/LT/8177yEhNs92h3u7gNWqZ89pQKxWoumlApUI21FYo5EgvPelFSZLPf7sj0e7IVkrNVodqq4VNY8DvNKNUKPrWo1QIFKK7TiEQQp6Vi/ufARD4nGa0ahWtdptao0W52qBYkSOB6VKVdGm0Lm0p6OTjoXzMW/NeGq0WZyM0i+MwrUp5FG5TeW5TedZCLvQWPafJNNV8C+5mlyb4nCb2zvtfppfRDG82Qrx7ZPX8q40gB+cxGt3U30rQzu2AR1+nI1Eo1ihMsE1x2IyIjoTBpmPB70BIcHubnrgMwMlpHKtVR76rPdYapstjBu2AQI6KrQSdfRZWB5cJXqz5H4jiOKwteHh3KGcjShXZJWIWImo2aon0kJJoMs+rjSAfZqjGXl/ycHIpk7CP+xG21n0cXMw2QCqVgo7iU4Hj0VWShYCd6ynuFXqNimY3Pa9RKvnqPMLOop+Dq/jDvSxJkMiWSAzYOak1CkIOC3aTHpVCgVWrpVSqy++JRHasV+s9Bgt4phFS2bDexGXXwUAIWAg5sVn0pHNlbqJZ0o9M868suDkfMK6/iWTZ3nh8FLwXBoOGt0cRWgqJ9WUP1UqD2wk2bJUJ0d1ebCx7SCYKHJ0leNV1C2k22yRSBRKp8YEKs0WPzarH5jZBvU2j1uTkOD6zfCkczjI370TqSJR7CstmiYjKBNTG0UGEu5RMyjsS7L6/Zn3Dz8kjSGBHgvcHYRZX3dRy1Yde8tPgD9polRvcXHavdTcAVa00iMXzLG76ufoMvfETfrT4VhFRrVrJL8RnG3wH22hKAn4+GWYz4KKQq5EslbEMdFgKWM24DUZ2b8c/QK1Oh7PUHRs+F8fx6SlilULBywU/X97KA5aum+LNNKvoVCpqrZacjgWMejWvFwLkizUuEp/IilalYt3vIpYtUJyga7vO5B5+fj7n5cM4DdOAC4/TbBhJRE16DS6HkVKzRTxbfFSxwyi8Xg/y9uQWk05LuvA4BwKAZ4te9nfjeO0mbifYo4yCyaKD7uU6uJEJzHrIjQCOw9OtdGoTUsijoFIq2Fr0UirVOLtJcam4Q694/OPmtJmIZ4YH/t2LGCGvlfCIFP0gDDo1yyHXUBcfs8MIj+z5bDJoMWjVnJ4lCSw72e3eY0LAwpITh9lAIV/l6jY9JPeoN1q89Pn48jyC32Ph8HL6ZG7Q81erUbHkd3B0ORxdu0lksZp15McQYqtJx9EAATy8TPByIzDUonMQi/5Px3qP8/AdJqOW0pTK8N4IjyRJXF4mWQo4uJzB+WFnI8hXA1kNm0HH9ZTl1hY9fDiXB+B74vnxKsarZT+75/GJbTabrU5fZP+LlSCtZmsm6zYhoDCmqHMUIRVdw/rr2zRb636UCsFNLMvlmE5Xs2JcEdrecZRXz0O8P3i83l2hEBhMOmLZEmsrbo6vkygE7DwLchvJjnRRuLi9w6DXjG1eoVYpeb7q48NB+CENn3+Eg0SxVMPhMLJ7FMGm1RKP5VGrlawsuTAatBQLVW5v0hN1p7c3aRYWnEgJ6aEbk5iQAXK6TPgD9j4Ceo92uw2S3Eve5TYPfT4an+7Fq5s0Br2GZzshDqdUz6+ueYld31Hp6f7Um6GoVRrEYjmWNv1cPpHRbzS+VfZN5XaD74Vm64TQHvOiPcreUVY3eRH0UumSC7NWw3fng9zlyhNJ6D3qrTa3uTwrnskdSMw6DWt+1wMJBR58CKPFEtvz/dZE5UaTL8NRTvMZ5vw2vlgJYtFr0aqVXCYzE0koyNHOebcNhRCkRpCXexyGU9h7LJRGafDW59zodGruChX2LuOszbtRzpqfHoEFn50PZxHqzTYhj+3Ry1uNOuLpAvVmi44kPap1pNWkeyCfvTgJpzgOp1gJONlamGygX5zR5sdi1PFmLYhVr2H3NPpQmNXuSCwEZuvjfY/1BTf7YyJnzVYbpVo5tf/6gt+Oxajr64V9j4NwAuuU3ty9UKuV+NwWIrEcAK6elriSBFeRDG+PwpzF0uitWraeB9neCmDrsQG6ukqjUSlxuywz9RzvnfzoNCoWfXaOx6R486Uac/7xljlLQefIe/3s9g6HbXxb1ucr/iESCrIv6cr85H7w64ueIa/SeqNNPlvBM6Wf+XzAzvvz4e0eXCbw2MYv+3I9+EBCAco9/sfvL2LsrPgf1bdc6khcRtME3ePbpN7DbNBNlYxcRNIcXSVZDjrx2c0ohKDebLN/GuPjcXRsP/lZoVIquJjgD7t7GGFjebb2lL14sRXi/PY+aCBLFToSfDiJUG01eLUVevB7vUer3WF5TCelgMeK32Xhw364TwsaTuYmNsPoxfycg7tsiXKlgc0q38PNZpuz8xQfdsNcXKdRaFSsbfjZeTXP4qJrZCHS9XUat8+KXi8HSkZFRB1OE9sv58jnq+x9vB1JbhtdzXGpWMNg0Iz0Hh7CwLYq1QZ7p3G2Xs+jG1NUvL0d5Ooo1kdCQZ7o9aJWaRCNZlnaHN3h7AnfDHyriCjAz6dv+d5ccKrBRWvC2zDfqPMuF8doUPOLFkOoOgq+uphsJj+ISqNJslRmwWkb+XnAbsFi0nGQ6B806z3dmb6MRlkcs/xVNsf3IxGUBiXJcpnniz7erAZ5FvLgNI8fNN0WI9tz3r7q8EG0Ox2WuobVaqWiLzKjUip4sx7kJJIilS8/dDDau0qwvTy51/c4KIScwr+frH48jzLvneyxN4g5r+3BDiacyvNsabbWkQBL866J0dzzaJqD6wSLXjvbY8zXM8XJqcGQ28rr1QD1WoN3x2EyIwbTx/gYKoRcTTsJV7EMLyeY/r/aCBIdUcl/j0arw+IEs+q+/VEImVRdfooeJyekJIvlOrunUT6cxcjUaoQWnbzcmcPhNPJqJcDhjFZg+a7UQq9VM+exTTWC3z2L8WwEyXBYDRycj46KlKsNPI7RBuEWo+7B8WDc9gKe8QRtMDNzj1yhilpSYB5Tia5SKWgLaaRert3uEHKN3mbIYx0qBhzspPTuIsqr1dlbG5bKdSq1Jh1JwjhF4z1rf3a1SoFRqyGVLbF/EWd+zsGr7RBL886xHelmxfqSZ2KUutORiMZzQ52yJmE+5OibjFQHJqbVeot3x2H0Jg07m4EHBwNgZEvanc0gmXSR28hwVLzZbOP3Tyf9cyEHmVz54Vg1Y0hbvd7i5CzBh90wl7cZtEYt65sBdl7OMzfvfCCmV1d3+IJ2tFo1omenHU4jL17OUShU2ftwS2tC2r/aI8u4ubpj89n4DnsPGDMf3T2KYvaamVv4ROQFEjsvQuy/vR75bAwSUYBatSmT0WdPZPSbim9Vav4eP393yxehIHvRJM3O6Idi3ABwD5/JRFPbQeoIGqoOSwEHFp0OlVDQbLXJl2sk8gVqEx66Yq2OWqEgYDMTzX0a7J8F3IQLeQrF4Shavv4p7dKWJIRWrqgfFx2y6LScjtCxmowa/DYzZp0WhRBUa02S+RLlRoNWbXoKPdY151/2Ozm5kQf3oMuKSq3gq7NPEdze4oj3FzHerIV4d/K4tNbLtUCfd6fE7PZZAC9XA3w4648MvT+N8GLZx94UrZ1CIbi5y820natu6jHktuIwG9i7jD2Q52qjhUmv6TNAFwI25z3QkTi6Tk4kLCBHrGfFzlpgqj0MyCn6OZ+tT6dm1GlYCjqGUvGjcJrKoFYpp/YBf7EZ5ONe/3WPxwvMLTnHVi3fQ5LgOprhOppBoRS88ZvwBawYdbLNlCRJ1OstShXZD7XaQ8ATmSImvRafw8TZjGb+iWwJg07dp8+b89r4MOF8HF4m2NkIsDuQop/32yfqTtvtDmazDkZYcq0vujm5Gk+cY8k8K4tuao3W0PnfXg8MFRr24vgqicWgpdAT7dRpVEhCUB/QmRcrdcxmLcWeSvu35xG+WAvx9nT6s5zsNiyI3RV4tuTl6DIxtph7GlEFWfITcFrYO43yei1IR4Lznk5jJqOWhYADlUIQTeS5m5DdGQXFDLPlUrmO1axHp1VNnfBp1EqaUqcvUBGO5ka+tzP5Cpl8hfmgHb1KzclVkstIBqVSId8rRi3zPju7UzpG2WxGwuHxz1UoaCdbqPQ1DBjs2DcOlUqD49NP702TScdcyI5arSSTLhFacKJSKbA7jIS6veJ7LaImYXACsPvhhucvQuzvfV5nq3iygEqlYPvNAid7YVaXPex+dTX2++Ok/LVqk0g4y/JWgIsZuy494UeHbyURBfgqHWHb6+H6Lk95hH6vNaG45E3Az1E+iYSFX0hFeWZzcZwYHuSEALfDiMtkxKBWo0BOY6cLFZLFEpIEmUoVj9mE22wkVSw/FCWNkwYkiv0v1bN0hu8tBvlqTCW3STs6wlCqNzhN9BNUlVLBsslBpVPnzVqQVqtDKl8ini0O+Z1G0gXWQ84Hf8zX60H2r+PUB4j3YMebt2cRvtgIzewpajfrObkdHoyPbpI8W/ROjYx5HWZORywPMnF024ykJhQybC572b19XGFZOJUnnMrjc5jx2c3sXsZodyQcZgPlagOdRsWzeQ+pbImjGXSO97hJZDEZNGO7sdzDoFPP7LXabLURSoFCKei0JRYDDqr15lCB0zjkSjXebPjY2x8/ULx6Pje2y43LaphKRO8hhGDzmZ+fP7hhbcnD7hhzdLNNh9NiwKTToteoMSqUxO4KE62cepHOl3m1HuTDkXxMHoeJ/Rm6GZ3f3uG0GR6q75+vTC9+ArkP/eayh+MBX9ZZCtzOr1JyAc1l7OEZXQg6Hqrkx6Fab/J6KcRXPURyY9E7MpUPcsOK4oDl01fnYb6zHhrSoPbCZtJTuvs0gTq8TPC6a+s2ClrN5FSs02rAoFFz2o1sj0oBlyr1vuvl91nxOs3Ua02uwhlqE+4Bg17N6Qj98ChEuo0GDk5jE12SNjf8vD/qfz7K1QahkG1sodK95v7ZqpdCoUbAZQEgky5xcDKDXnHCaQwGbOSKVYoD1mHFGVtQD6JUrnPYU1jkdpsIBO3cpUozE1AABBRHZILOTuIEg3Yij9Sj36PV6nB2fcfOd5f46q8eTfzuoC69F/Vak/Bt5htNRv/OX2GU0pm/uVqMcfjqY/1nJEn6u76Wlf9N4ltLRAH2ckmW7Q50xcZQ//jWiEipSaNhze3ky5T8Uqk2mrSRSFHBrNVQrPcTBAlIlsokS8NER6tX4rOYsel0aJUqtAoly20HP381/sF1GPWkmsMP6l4qgcdsJDki/atVzqaF9FiMWPQ6fuEizJrDwUEPsTUZNYQcVkxaDc1mm3i2SCpfxmDUUq+22Fry8vZsmIgoFWJkf/WvTmcnoyGPjd2L0S/eYqWGUiHGDtgKITAbtCTGePYVK3W8ITPpfHnsTLgxY5RgFOKZIvFMEbfVyJzbhqIj8FiNnN6meH/y+Bl+R5KY9zs4mEISNxe9j2oecB3P8sVGCKktsXsWe5TEBCBdG18csfMsOLHVYio+o7+sgOfbAd53I9vqCXrjYqX+MKi+Wg2Qb3c4i6QRgNdpwmUzoVWrqDVapHPlkffHh9MIawtuTq9T+JxmkjNY7ZSrDeZ8sg2U1aQjPENxTu8+99o53Ruoz4K94yivtud4dxxGpVLQkjozWdhchO/QqBQ0Wh1ergXGklAAs370hPbLszDfWQ/y1Zj72WMz9RFRgHfHYbZX/OyNkDqoJryv5jxWqtUm4R7yJs2QhY+lCsS6leMqpYLVZQ8mvZZMtsRtLNs3yV5Z8LD3iL7yBycxXj0P8W5M8dL6imdsJN1pNU6smAeZuKuUCta/WOHyPEVmRq/bcQVLAb9Nfj5G+Nc+NnI8CpvP/KRSBXLFKqlskZ3X8xzshmcy2TeZdSP3q15v0Wq10es1Q5IGGJ1O74XdZsCo0/D971+w871l9r9/Mfa709ZVrzW5vUmzshWYuR/9jxLpTJvv/8z817Jupf90Nh3WjwHfOo3oIC6KGZR6wZylX1MzqBHddLkwGFR81SWhOqWKk5QcUUxUyywFRwvKx6HeanOdyfEhGuf7t2EKrToNafJMxmUa3aO80mzhto8uPphFLbUd8lJttjjrRkitpv4ClFKtwVE0xZeXET6E4yTKZcwWHVqdikK9xv716Khe0GWlMUaa8NVphNcT9Ikgp63HkVCQI48vVsbrdl6tBR9ac47DWfhurE4y6LHOVBE/DkqFgtWgizmvnUytCipZX1b5jI4899BMiRj5nGZ2x2gZx2El5EKrV1GqN3ixHmB9wY1GNXsx13Uyx8qSe+jvz1Z97E8Z1OPxAnO+6XrfnRehBxIKcHyZwG0d/Tw8LLPi5/1plP2rOA6LHgm5ucHeRZyvjsPsX8aJZ4vo9WpW5ly82gjyaj3IctCJVq2iUKnJXpqP6O1+1E3Rz/nsY6vvRyGSzD/0sAdm6rjWiw97t7xaD7C9Hhg5+RuFfKnG80U/QbeV4ynPiXoCQfzyLMIXY54hk3Z0qv08fMec1zb093Fp8bU5F9lcZciGaRpxGESr3eH0OsW7ozDXiRwWq4HtzQDbmwFsFj31Ge2SevHhQG7fOQiTUUsqXxl7Le+9VifBYTMwP+ckmilymckxt+Jk+0XooShoHMLJPKqBnvN+n+zfmh9TzFUs17FYhu3OZoHTaWLzmZ+j4xjpTBmpI9FotHm/e4vLb2VpxTN1HSbTeH1wIp5ncenxPMjjNqNRKIiEuw09DiOsPB+vO+3MYK7cqLe4uUmz8nx2nfSPChLQ+Zr++ybjWx0RvUe8WsSq1rHudHKSlslYs3tDqhQK3gT9fD8RptOTgFl3ONmLfCIpX91F+d5CkHfXj58lGTRqYtkCd6UK614nJ4nR1iOT9FMfEwneDJjlg2ylMg4qhYJXC/4hg/b2tHYcQLneIJkvYbEbYIwFkMNsmDjjf3cWGanfBNnHNF+ZXv16nciOTLneV9nPgvenUdbm3EMpfJfLzE3+cW3ePDYTQbeVervNZSrDcfLTAG8Kadg/jxNwWXCaDOxNINnjcDfC4qUXTqtxqPvQOMx5bRiNWg6vE1RaTewG/YOuUKNWsj7nxqjVkC1UuYllJ1apKwc8PZfnXVxcpmYyzXdbjRPT8zs7Id6eDtyjHYkFl41UfrSsIuCycNrVLjdabeYWfWTGRK0qtebQhEUgt6QMuS2YDJoHf1uJew/Ne8/bnt+7/7+323m5GUQhBI1Wm3K5zl2+PLEI5t7Oye+yPKSex8Fm1mO3GjAaNKhVcjtWpVAgKQXrCx6USrnFoUJ88tW9PzJ53+V2phqlAp1OTTUz+T5vjvAn7sWXZxG+WAsOXScxJtVQrTdpNPtb78JoYvlixc/xRWKkDvmx0ftB5IpVcsUKG8s+vF4LzVqLrQ0/GpVS1s3fFaf6xEoS3IQz+D1WYj1a3/l550RpRmKKNdHGslw0enZ7h88pF0bdF4bqtWq210IUc1Wub4bHi2azTchn47ZLwHxeK9VGY6qjgMtlplCYfQKlUAi2X4Q4OY2TPv4UUe0tSIrGcggktl/NcXORojhm/fophWqH+xF2Xs0/tBm9x7i3Uihop1yokst+un6djkQsXcLps5COD9/zs85rGvUWN9d3rG4HOftM/eoTfnj4iSCiAPlmjXqnxUuvj71kgg4QMJsx6NX8fGI4tagf0ft6r5ggYDUTzT/O4/K5z8OXV/LNXGu3x6abp1WDXpfymHWaPpumSn109M1tNmIz6EZ2CUqNkBIM4tVigK/O5IF9a9Ez0hJnmuhfQvDxKs7zZd+QzdD2in9iscU9ssUqb9b70/watZJ2uzOziXxHksgUK32DokGr5ig8XSum16hZ8jvQalVEc3KXq1h5TIqruzvRuwLRuwLLQSdqpeKh2GsW3CazWE26ka0h1xfcQ20UR8FjN+F1W9g9j9K5gxfLfnYvYnhWP0UYG802xz37ZTZpWfDaUSuVxNMF4nf99/jBTYKg20IiVSDgtXJ3VxobDR9EckJ6/uXOXJ+OsRcXt3cju5tp1SqUQtHXfvLwJonZqO0rzpiE9a6Gt1prEJvRHBtkS513h2G2ln0jGwYYDBqcViNmoxaNWn59NhotCqUa6XyZjUUP5XIDk0GL02bAZNQ+eKHWut/LZMtdAtVPKp5vBUkny8TzxbEd3wbhd1toIrEx5+Z4jJYaID/DefvqPMKb1SDveiaA5Ql65kSmyOaCh5Ob5IM0ZjCF+3otyIfj8FiCMK1IbhLMRi0r8y5iyQLHXbmL22bi4raf2NmserwuC3qdmlarQzZXJp4q9HlOVqoNrBY9Br2aSrXJ880Au1P0wcl0EYfTQGaA6CoUgp3NIO9OIg/HncqWUCkVD8S7Wm/yvkv655bsuM1Gzs9TfabyVpuB23AGr8dCvdkkm5s+sTcYZ3MtAFhcdNFqt/k4QnpTqw3K1AS7e2HMZh3Pd0Lsj/D41Gqn04m9j7csLbu5vPh0r44aZZaX3CSiOSoj7ttisYZ1zoEmV6UxEAGfpBEdRKPe4vrqjrUXoZmX+fohzVx09pOEnxgiClBrt/hQiPFTgTnaLYn9XJxwbnQkIJIbHpwqrRZaqxpVUTHR/qkXiw4b724+RQSvMzm+Ox98IKa9aE5ZZ7pS5buBAG8vP60vOyKq+DzoJZzNDxUr3SOSzWPWqimPEfWv+py8O//0Isk2qmjUChrN/v2bxc+v05E4vk2xOe/hqGsbE3DJJGlW7F/GcFoMpLvRwu0lH28fqcG8y5fZXvpEiNeWPby9GN4HIWDeY8dpNcr95uNpdqOzFRwNvuIuugVFzxa9VGsNrmco2pEkufXn/lk/4VSI0X6uvbCadCwFnexexogXPpHlbNfi6DKeHevAUKzU2eshuW6nkYDLitSRCMdzZItVPH4rzWabZr09Uus1DvF4nrklx1D0fOdFaCwJBTm1/GIjwPvL/gH/2bynL40Psp57ay3I+ynVxgoBr9ZDfDiO0JEkssBiwMH1DObxWo1Kts1qtDi+TmIyaCkNFIBUqo2x5uQAKoUSnUZFqVIfWnYS/B4L+xdyUdzrZ5PPWy/sFgN7NwlS+RKv14IcXSdG9o9PzRhlf3cR4dXqJy3vNN3h0XWyr3jpvmJfIPFqLcT7o8nHMVjhPwsWgg6sJh3HF4khY3qtZnhIyxWqQ+8yrUZJwGPDYpZT2YVijXgyz+Kci1S2OFOzAYCA29pHRO1WAw67ibfHwxkAv8tKZITs4jae4zaeQ6NWsvUiSL3S4Pw8hVAKvB4LjXZ7Zm2pQjVdbWc0alhe9bK/Hx7borZcHn2PF4s1dg8irKx7qZXqxKKfjkc1gxyo05HIZUtYrXryDz3u+/dhY93H9XmS+gQ3g/Bthq0XIY5/cNm//kdKPRr1FpcXSV7/4pVHLfeEHy6+9RrRQWw4XOSVFRKNIpXW6Bs5ZLYQLY5+wZ7k07xams1vTAAahXIocrcXS+I2D+vfSs3p2sIvI1HWvbKWRikEmZ6WlUqF4LtLIfYjCfKV8URBkhhrGm/QqCnX6n3FPbFskedr/cesVim4TeWm7i/IrUAvk1lWujpbs0E3c0QHkE3uu3qzzQXPo0noPfYu4w/t8RKFT1Fhm0nPy5UAL1b9mK16LjJZfnAZ5iiamnnCAYzNIR3eJLlOZnmx6sc7xo+yF6NMnnfWg2O7Rem1al5vhqh32rw9i/Sd2+1lH+Hu4JYrVVmc0TQ/lSvz4SzKx4sYmUqVkN+KyqBmbck9ZDA9C9zWfo3zznZoZAHcIEoDhtQvVwJDJPQex+HURNsvl9XIStDFu6Nw34Bkt+rHLtOLjUXPQyFNudpgbWFYNzt5eS/vD8NchNMz6WZ74XCZP3VAOo6w5J/tOt4TL0mCd6cRzEYd63PD+11ttHBM8B++hwS8v4iys+zHYtANRW1H4d1xmBer8vujWmugVinYXvZPJaHAxAr4XqhVCl5sBFgKOrgOp/l4FKE+gnDPZKCO3FTgMpzmw2GED4cRLsNpas0WWq2KrY0Aq4su1pc8mKdEGHu1txtLHlpIY10+rFP0m41mm49nUY6jd7jnrOgsWgxmLZkZe9WDPGGbhK3nQdQaFbu7t2NJKEBxipzh/CJJIiMXM2m69+Aoo/xRyGYquN3mkd/f3gpyfhyfSELvcXAQYfunlvv+NumYRsEXsrO2FSSXeVwL2a8LskZU+lr+fZPxE0NE1+1OXrjdHBUTHOaS+KzjO48EjZaJ6/qFVIRN3/RB6M1cgNPkcFSy2mzisw0TklR5+qxWElCSmqiVCpxGw8OA6jIZWPE4+cHlbJGScS3uNoNu4iN6RX+4iT1YjIBcqPQY/Vat0SKRK/HLXiySK1dx2YzYTXpMeg06jWqqLOHjWZT1OTfJ7ONbf/Zi/yrOd5/PYdRpeLMeYi5gJ1Ov8vYmyvvrGNkx7Qf/ZiEh+HgRJ1Uo83o92Ne5ahDJXP/5N+o1XI7oe69WKXm1EUStU/HVaZjKiEF7MFVtNX9esUK6UCGdlH1zU7kSZquetTUvL1/MsbXhx+OeTLCTPTrj7a0A7y5mm0xcRtIs+2TSFXJbOb4ZL6coVRusj+mI83zJR6PZGuk1eh3PTuXWO2sBPg5Ese6jorNg3mcnHMnQbnfkqGmtMbFbUy983WjoPdodiVa9jXqG7jqDNnHJbInTcIrXa8GhLj8uy2z7IwF713F2Fr0Y9ZqZfDlPrlMs+O10Oh2WfI6ZbK9gei92t8PE660geq2a3aPI1Nafgy1hZ0XQb2NzzUciW+TnfnBGpdbk5CpJsVLH5TCxtebj9VaIZyte7NZP5zGXr6JQCF5tzXF8e0d+QiZBq57dO9lq1PPhNEqt02ZuycnLl3N4PZPHLRifxfJ4zKytezk4jJCbQjK1WhXV6vQJQqvV4f3uLVaXkdUN36OikWenCV7s9KfEX26HONi9nckx4h67BxFWe4qOZk3NL6562XgeJH6T5eCra9qtbzZR+0nHtz41v2y1Y9Zp+Jjpf/EdFGIY1OqHNp69qE6ZbXWQSEglLDothdro9JpVr3uoUh+Fj5E4L4Je9iJy2tegUZOtzkaCbvN5fmo+SLFc4y5bZivoIZotcDJDb/t79HZwusf2vI93I9LVIEc1jVbtQz92u0nPNdNTzUa9hmW/A6VSwXUqS70jkS5VRhdZKQQqpQK1UoFKqUSlVKBSKlAqFSgVCjxuCw2lhM6slWeG3aKMTrewpNPp/V3+/6fPOnSkrluCQYVCNGkrJCqN5g9tLijNsKZ2R+LtWRS9RsWbjRBH14mhwTacyuOw6B8GjfV5T1+TAIUQbK/6iWWLE6OKz5d8Q5rSRG5yKnUUdBoV82YLFxcpKk4TCgUUSrUhHavJoiPgsWLQyzZg6XSRxF0RJIjH5PS82aZn9zr+qKpxq1aLTqNCSPKEZhLO4xk0GiWNhnx/q5QKdlb8vJtgVp/JV9iYd4/tyhTwWDkZ4WdbrjZ4vRni/QitaC+cVgOVcqPvOqdzZeb9dqq1JtUpZMvpMhPJ9U/AIsn8TCn6wojMyH101OcwYzHoOOk6R0wzmzdo1Sx6HBg0KjLFKrV6m0pJzuLoNSr0WjU6rRqNRoVGrUStUnafXYEQAoNOjdTsEE7kJtqy9aI80oFCYmPZhwI4vkiQmsF66x6qGVtj3sPjMuNxm9k/iRFO5Hj5LEQ0WSCZLOKwyvrPu2yJu4HJu82ix+syY9RrsLvm+PJwut/mtCYr93izHuLjgSwtWQ062d0Lc40sFQjN23HbTdzdlUb6cqbSRdRqJc2uvlulUvB8O8jhUeyhMcE0WCx67kqzO4MkkgUMRg0us5ntFyEUSgVSR6LZbFOtNigWquRylaFo5Yf3N2xsBqjWG7zcDvHx/c3M27xHpyMRuSvg9llJxfMTq+aFEKxtBWjUmlwdT9fi/7jwTa9w/zrwrSWiCxYbToOOd3dRGDHBK7WafM/j5/uR/gFKp1Rxcjed0CWrFd4E/OyO6dyz6nTw9mayDjJVLqNTKam12njMJorF2X0Jv4rH+KX+OaxLer6cMQrai8GCK7tRT+RusufjUTTFq3U/uyexsWloIWDBa8dhNZKvVLmMZfh4LZ8jpUKwdxnjxbJ/bHq91b7vUDJMOExmLTqtist4eqwv6DQEnBb++ukVO/M+vurqdENuKz6rmVKtzkUs/SjZQB8esU/VRouvTiNYjTpez3vYu4j3FWaEvDZyhSo+p7mv+n5ryUuhVuf9mAlDL0bZSIVTeQJO89i2noPQqJUsO+ycncpELJUu8XzVP9J0u1SuczJgFm4y6fB7rRj1GswOA8lqmc1FL0jd09VTjd77O/d/k6Beb/JmPcjhVRIhJle+5kpVvlgN8P4ggt9pRqtWTySh9xjXs1qrUaFgPAE+uU5iHOio1Qu9To1Rq+U2Nvxs38SybCx5Ob1Ojk0ZDkZDe/HxOMJSwMFlfLxecZLDQjxTJJEt8notyMFVHOVAWYhWrWTZ58SgVZMv1rhKZDnssXLTuT+RulqjJZ+jMan6l6sBYukcVrOecCyHWqUk5LVgs+hRKBSUaw3id4WhBhntdgejRvaEHVV89FjM2qPdbjMwF7SzfxJ78KG1mHQcdd/3+WKV1UU3+WJ1JKG+LzbTaVTURYfXG/L9O0lqUKpO1gxrNUo2Qt4+HfTxTerBxQEgHMsRjuUA8AXlXvXZbIWbbuV9uyPhd1uIRXOsrLip1Jp8+PgIU3pk26pZQx4mk5alRTf7u7fcJYu0252+Np/3UCgEVpsBi0Uv96DXqFAoZEcIp9vE5VkSrVY1U0p+EKVSHWvIjjZfpTni/KtUSta3g2RTRU5GFFl9kyAhjW2G85OMbx0RDZos+ExG3qWj3FSliUab8cZwQdKgbdMkvL2L8VMLQd4OWDqte5xTSShAvFDiewshfnAZxmLQwgzcwKrXseCyodEoUamV1LJNXi36iWWKJAqzR7vuimU8Fj3pbtQt6LCwfzO9KOc6k8Ok1/T1SjcbtCz6HSiE4CaV5bL7bxAht42bWJaP5zHm3FZuUzOanXcRzRTIV2q8Xumv3H0MPE4zN+UCyWIZlUIuOgtn8oQz8r4YNGo2vB7UCgW3d3nuCl+vNihfrvH2LIrHZsLvMLN3HqMjSSi7RQWOrl3TSsgFCtib4RoBPFvw9pGGXvhclpmIqEqpYMPt5HggOlAbkUUYh1KlzullEr/XSqpc4SqdRZrJ/fYTttf9lOtNMpUqSpXAZtRhMegw6DRoVUoUCgWdjkSr1aZab1KoNdhZ8XMevqNSm41wn4XvUKsUQ5H6zQUPHyZoksvVBm82QyMr6BUKwYLXPtRRqRfHlwlebn7q8jQIl3s4GnqPdkei3eyMdBYAORKbmmKR1hsd1WnVbIbcmHRa8uUaV/EMR9ej992gVXM5Q0tVo17Dit/J7lGErRUfH08irM67OLu54yaWfegw1LvPHqe8L612m2yhgl2nQ6VUjiw+eiym6RRNRi2rS24OzuJ8GPDIXV5w923/7Colm91PiIhbLHri+RLvjyI4bQZW51zsjfGtTY6QRN3DbTNhVKvZG2gxW601eb0W4OOIIr14skA8KY9xLq+ZkM9GsVjDplbjdBondkubBJ12NgnB8+dBIjcZ9rpEt1SsyfZMIyKbnY5EPlchP1B0tb7hQ6FSkCnVqLY7WJ0m2cDeoEGlUiJ1OtRrTYqFGpl0icaYCWMknGXreYCTt9cPf9MbNKw+CxC+vOPgq+uRyz3hm4FvFRE1abQk6gWi9dxM37+p5Nhy+Ti4+0Q89crZdToAH4sJgjbLQ5W9SqF4SAvOgre3UebsVjSq0afaYzYSdFgQSkGiXOI2nyeTkgeXFZuDfLZKvipHEdwuAyGLFRUK0oUyt+n8RF2Oz2ElXajyZjnAuxmr2LPlKl8sBSllqnyxESJXrnIRT/Pxarrmy2k2cBPL0mp30KhVYyu4R8FjMxHv2ia9O4/wZoSn4TRYDDr2YjKpimWLfGc5yFfn/euoNJrs9ni1znmteM0mStUGZ7H0xPTZY823e5HMlUjmSsx5bFj0GhLZIhsLHoqVGpvLXg7GkMpxmFRtXJrBcF+pEDwPuDk8GL6u59d3LIYcXIdnqxw26jW0lRCOZllbcXMyxVy9Fw6rnotk5qG4p92RyBSrZCYUybxaCdCqtVmZdyF15A5D07SG5WqD50u+vq5WO2uBiST0HuOioi9WAnwcQzB78eEowuut4e49Xrd5ZHeiXoQTubEpepfdNJWI3sNhMZAvVlErlBNbet5j2efgODM5KrkadFIq1tg7kd8tWo0KSZJ1n71WRb2478V+D7fdiMaiolRq8GzVR7PVJpEqcPeIAp1ejGoZCqDTqthc83F8mRzZRUmtUnIdGZZafTgIs7Hs4XhM21CjQQPd+XY6VyGdq7C56CFfrhG76w+EFMt1bGbdUKOE9Xk3yUSRm9RoopqcYbJ8lylxlymh06qZezFPMVfD67GQSD7ORxlANaXgy+ezYjJqOdgdPo8X50kMBg2VKW2M5e0oyOeqaHQaFkIOjs8S5AvVsYb9Agmry4TdasDwQFQlat30/+lZguffWyK8F2V+2c3FYZTd71+OXNc3Gd/0wqKvA98qIlpq1vmew4FJreMok6Q4QxW6RtefqhkXfRiHaquFyqpEVZCja69DAb68mn3W3up0MOo1D7qPkN2Kx2qkIyTCxQKxUolYYvgFFDCbuchk+Z4/yNtu4UeqXOkreDJbNCzYbBhUGoqVGlepLI2e9K9Wo8JvN3M4pgDEYdLjshgx6jUIhaDebpOvVBEagcmh58sp2rihY+0ZeM6j6UeRSY/jExEFmYy+XPbz4RGm8ashJ9+/+bS903gak04zkZjd3uW57UoWTDoNy14HSiE7BqSLA5qPxxeTP0CtVGA16VEpBBKwEnCilODndpN0ZudtgBzFGxfJAjiLpIaMxnuhEIIXcz4OJhg5m2YtehIQXHBweN7VQj+iIAMBTreZo5skZ7cptGrVVDufjTk3u5cxXi34ed9NyauUCtaXPBi0asLxHHe50QO36HkVjNOFjkJpRFT0zWaId1OspHrx/jDMi3vZSxduj4VofnqWY1yK3jClOw+A22bEYzezdxVHp1HR7nTYWpg+8dGI8WREIeSuZ7tHkb609X2RSbSrb50USbxHyGPn3UGY11uhvpS03WbA77aiVSspVRqE49mpWlsYNnxQqxRsbQS4DKfHtvEE2FzxsXsyPFmXJEj06EUHoR8RPTy+SqJSKnizEeLgMt4n+3DZTX1E9PVakL3j2MQCnUgiz/qim/MZWsauL3nIl+oIAYl0keUVD3q9hrPT2SrRYbx/tFqtZOtZgIP9CIke26ZeTIqKDmLruawL9QasHB/F2Hk1z4cR5PYeEoJcvkouP56olpptFlc9xG6zlIuz26c94ceLbxURBTjMyQ+jRqHktcdPpyOxn0nQGqPB2s3GcRtMpCplgiYL0Rn99Hpxls/wixZD3CRz7EdGRwlUCgUWnRaTToNBrUarVqFSKlAIBRISJqMGq13HdTXHdTU3dZshi5VYvkS6Pr7CsdhosJf8REjUWgUrfid2rY5qvUVTauMyGTFpNZj0WhRKQbPdIV+tkSiWSDWqpO76H+qAzcyHqzj1ZovvjYjiTEJkwO7p8DqB22YkNYYY9GLQdkWSZJP1jZB7pjadaqWC83T/QJ2v1PjOcoivzmc7hlK9wcebT9d30WfHZTZQKNe5iKf7NKIKwGzUYdFrMWg1aDVKVAoFQghZqN9qU6s3KdcaFMo1KrUmmXqJDGA16qhXmxh0Gha8DsxGLXuXsZl1sdP6PnckWAo4+TjCBkkIeLXoZ2+KVuroLI7dZiA7xb9wZ3uOdz02PaeXKXRdzd80vNwM8rYbsW402zxbcI9tNwsQclmJ3OVpd6Q+OX+r3eHo9tNzsBiy4zQbSWfL3PR4u57cpOTobbszURc6CqfdZcvVBjurgUeRUJDv56OLJKsLbs6uU3hc06Oh97hP0Q9GGSfdBfdFXPvXCZLd7lW1RgubUcdZ+K7P93cU4rHRshq3TW6kMSqF3lsxvncaI+C2Ep0gz9FpVJx1ydW7gzCvngUf0uXZfJVsD+EQQMhnx2E3IIBMrkI0kRtbEKVQwPZGkEgyN7XYTN738ZHlSXpRlXr0ENpqd3h3FMZtM7Iy52K/G4k36mUXBo1KydaClw8Hs03UtTNMOp6t+dg9iPBqK8j+SZRg0MH5pXx+DQYN2+t+ioUq19eTZ76jWpeur3nJ5yozEcyLswQGo3akGf09HE4Tx4exvu19fH/D9s7cZ0sKJAQ6pYLE7R13iRwbL0PUyg2uz6Y3NvmmQGK2zog/aZiZiAohlMCXQESSpL9n4LPfAPxLyO/GFvBPSpL014UQG8B/1vPVZeAPSJL0R4UQ/xLwG7rLJIGfliRpZhf0RqctFyoBNo2OdZubbLXKab4/vdKmw4rTTqpSJmSyEJti0DwMCb/ZTFXZ5NWcj1y5RluSaLTb1FotyvUGxUadUq3BXaPKXWP4hbbgsFGgQWbGqnmAUl1+iM8zWZacVm7T0/WWzU6Hk7tPx/9T8yEu79J9XqSTIACzRkusKZP171+F+e7z0FQTcQCv3UQy3X9uq40Wi37nTES0PKKDVLPdIZLOz6Q33Vr08lVkeGD/eBPDYzWRnCHyNIirVJbrVJYlt4PvroQwoKLqtFIo1yiW6xTzVYpjZufj4LYZ0ahUXEUzvNkMPVS9e+wmgh4rB9eJiQRpWgede7TH0JQ3SwF2P0y/nq12h/mQYyIRfbbh5/1x/7pq9Sbby4GpkeyAxzqkWdZM6IduN+lptNqUuunxTGn8fl3Fs1x1CajHZSLkslKtNjkP37Gy4AIkPh7P/KoB5IYAbzZDlMp1js4fJ6O4R7PVJp4qEHBbcXhMxB6h+R6Voh9l5wWwFnJRbTT5akQ2wmExkItluIxmWA+5HyrqexFwWkjdDD9vL1Z8XN9mOL8bvd+JHl1ys9XGMMZC7h6bS/1EbPckyrNVH4dnw5N9CfkchHu8dnUaFUt+GyajjmajJXdLkiSeb/hJ58t8mKGIDWBt0TO1Jes4vahiSm1UKlcmlSvzbMlDtlRFqVTgsBiw6fV8PJr9Hjy4TGC3Gsa2K7Wa9cSi8jVrdySarQ4tqYNWo6LeaFGpNNjtvseDITsuh4mrqzsKI9Lgve1g7TYDfr+Nw0eQw1KpzstX83yYQFq9XiuHaXmd9Z77+OQwyvKSm4vL2bvV3cPtNnPy7paVBQfxcJbjbnR1adOHSqXgdD/6qILTJ/zo8JiI6O8GDoFRZmb/I/BfSZIkCSF2gP8c2JQk6Rh4BQ9ENgL8he4y/3dJkn5/97N/AvgDwO/6nIPINWp8PykLpucsVoIGK5f5LImq/MI8LadQKxQjO470wqnX4zObMGo0tCWJfL1KpFAkVpb/5XR1FE24zY4gRRPSti6LgS8jUQI2M9Hi9IisRavlJPWJUHrsppmIaC++Oxfk+5dhvjsfIjODJgzgi8UgXw0UCf3gMsx3trqRigkPsc9uGSKiIEdFd5b9fJxATISA8JjjK9Ua6DTqvs5Lo5Cujfbva7Ta+B3mRxFRk1bDiseBEgU3iSzXkQymeTVfndzwajVANDVZmzsOAZeFZrP9ECXqTTUmsyWS2RJmg5bn6z4uYmmyI3SSs9b7n0fTqFXKvkr9L1aD7L6bvYL24uYOjVo5stVnwGflPJoeWeFen+JBqFQKlDol9YGuZzfRzEhdsVatwm7WP3SyAvl+0aiUfVKUUbjX5oKsZbXb9RTzdV5tBh/2XQj67+370v37v3dTlWq1EqfViFE3exvFUTDp1ZTaLZZDTsLx3NRjuMfHkyhL/k8p+tSAVZfNpGPB5+D9BD24qRuRqzdb3CZyrAacnA142Ppt5j4iqteq2Ai5J5J3t91IakDXeXaT4uVGcCQhFEByoFd7uyNxfnvH0pyTy9vJfqEgR3jPeqJ7a4sejCYdsUSO2CO0kbN0BILRetFZsxhHl0m0aiXPFjzY9DqupvihDqLdkZifc44logGvjaOu7OM+ah5N5Hn5LMjuQLo7Es0RieZQqRRsPgsgdTqcnCYePDhr1QZCwIvtOc7PEo8iofc4Ox0fFV1d83LYMwEp9zS1aDbbpFMFXE4TdyPGk0kIOM3kzu/QDkyALk/kiU1gwYnNYeT4Q/hRXqU/ajxpRMdACBEC/m7gDwP/1ODnkiT13jFGRlOWXwmcS5J03V2mMMMyj8ZtKc9tKY8Anjk8GNUajtIpXvn87HV7jxvVakIWCxadFiEExUadWKlIulYZmwp36Q3cZvP4zSZseh256mwtEI0aNfvJFBIwZ7bORETXHE7e9kT3zrIZFGL2l97rkJ+vruUH/SCemKqTBPBYTGO1pF9eRXjzLMDeYXSstc6kYtXrRBaLUTdk3XIPn8NMpDD+vNwVysy7bXKqe0QUaGPOzX5q/Az6w3WMJY+dy+R4+6w5hxWfxUSp0uA8mmZvwD6mUZVJ0/uzKFuLXi5u049qT7jod5ArVPrSl4PFDCBH3t4ehdGolLxaDZDKlR9st9ZCrrFdWwZRqTfZmvNwdCVf08eSUJC9RHc2g+wOpA+NBg1NwVjN3tl1Co/HPGTcf48Xm8GRxTfZYpWleRfnsU+DtEII1oIu9q76r0e7IxFw27iKzVZQBbA+5+YmlkOvVnN0Hn/0ZGJnPUA2VyGbr4y1c5oGt91Eu93G5jRxEU6jUipYCjiwmfW02h1S2dJYx4N2u/OQotd1vT5B5skvVwKcx9ITSSj0G75XG01i6SLLfkcfya+XP13XJb+DRq05NYLstA0TUYDz2zvsFj3Zgcjb5rKXo9PhyHK90eIuV8bnthBPzUYmQz4bRqOWo4sErU6b61iWl1shPswgK/K5LRzNaBUlSXKleq9etDnCr3lo/7xWXHYTV5EMP/flOUG7hdUFt9zIIpwe8usdh+tkFoVCDFmB7TwLsttDFps9E8cPhxGeb/o5PBoOBLRaHQ6P5b/b7UbmQw4S8RxGg5b5kJPdD4/39bxHuVwfqRVVKgXlAXI6WElfyFcJhnTodGpqM+iC7/f/pLstxRgLr+hNmuhNGqfbTGDOyel+hNoMxv0/SkgMN6n4WwGzuv/+UeCfYUJARgjx9wohjoC/BPwjI77yDwB/dmCZPyyEuAV+K3JEdNR6/zEhxJdCiC/bxdkrKSXgMJfky1SYtmjjNOt4E/DjMRsotxscZ+/4QSzC96NhDu9S5MZE1O4RMMuB4FixhMtuRDNDT1+AzYDnwVT/9C6DaoYuJYMDZLpS5VlwdEeZQTzzutkPJx4IY7nRZGPeM3U5l8FAZUJ7uLdXUbY2/GM7JCUnVLnmyzWWfONbFrpt47tg3eMmlWPOYxu9ffXkcypJoBnQcmlVSraDXr4zH8RvMBGN53l7EuEknBqqnF8PuLjosbI5uEoQ9Nkwz9h1Z33OTSpTHOq6kitVcVqHW8GCHMn9cBIllsrzfMHLesiFcloecADabiHFF2uPJ6H3SA/IKoRCEJhzEB9Bou8hSTDnso78bHnOxfvz8REWm7G/SOrVamCIhN7DOqF71SBerwV5fxKhUm+yfxHnxUZw+kIDaLdks/ag1/Zo43SQI7JajZJMoSrbuSFHry6jGd4dR9g9ixFPF7EYdWwueXmzGWJz0dPX3SmcyPFyOYDHKXe6WvDaWfQ7eHcepTBDb/vBe7tca5DMllj0yq4FGrWSy9s7BBJv1oJEolliMxBC/Riz/FKlTmBEu+FOc/xgWyjJ8ifblOvrtBt4sRkgksxzdJHAqNdwFcnQ7ki8P4qwte6fKg/wuiyPioAUijWcVuPDe2jcZMxs1PJqI8hiwEE4kef9UYRcsUoHsDuMnF2n+HAUoVxtsLHsZWcjOLF9LchV+Rurvv79d1s4HZCKDGYwbuM57PbR75l7ZLNlPuzeUmu0sVn0WM06XrwIEQzaP6fjLwBnp3GMAy1Sn2/P9fWnB5m0ageKviLhLEvzzpm3veC30eq62UxrpJBOFdl9e4VSo+TF9xax2GfrOPaErw9T36ZCiL8HSEqS9NWk70mS9BckSdoEfiOyXrR3HRrg1wN/fmCZf16SpDngzwD/+Jj1/vuSJH1HkqTvKEf0b5+GVYuToNFKolLmbS7Cgt02U8u6QegVn4jMyV2aZ6HZiGGipxI8W63ywuub8G1QKxR9afl7KDTTB755u5VwOj/kOXiSukM3wZLj9XyAw/B0Qff7mxhra17UAyTcatQRnWKW/+E8yrOF0YRYOSOpPwqn2F7y9/0t5LJyEJ2+70fRFN9dCfKdxSAv/F6UTTi8TPDuLDI2cncPtTS8f+eROyxmHa4xRPIez5d8XEfTY+2FfFN600uSrA8z63UoAJfZwKLHzuach51lP2/WgrxZD/F6Lcj2so/1OTchtxWbSW5g8MVakN23n0dCASLxHGsrn+71F9shji6mayRjiTxiYIjXa1UUm/WJA0WqJx33ZnWK68KMj/E9CUX61Mnn/UmE189CU5b8BJ1GxdmNHI0+uU6ytTr5OR6ESqkg4LER7rZCjcbHPy+Fco2jywRvj8IcXSVlMue28nItwKv1ILlCBZ/Tyuu1IDepbF80cxpG6Y9L1QaZQpU5j40VnxOzTsNGyMP7w/DMbX4n9fjeP4vxrOcemvPZObma/Mwm00UsVj067XDSzqBT82orRLHS4ONx9GHivhhy9u3H/lkcs1nHfMA+chsmo5bjGe7lQZxdpdjpTmR6I+MKAc+WvDxf8VGrt3h/HOEqOnxt9i5i+NxyYKPd7nB8keDjcYRWu8PWqo/tNT+aMe/rpvTpeigUAqNOQ63Wf01rA3r7QqmGw2WcqRf8/JyDYrGOQqlg7/0t0ZsMerWK1WUPOztzbG76sdpmmwBWyg1W1z5dd7vdwOnp6EmlbQQZPDqMsrM9/Rk1m3Wcffj0jpulPSlAuVhj98srarUGbv/09qk/KnS+pn/fZMzCAH4p8OuFEFfAnwP+10KIPz3uy5Ik/RywIoRw9fz51wBvJUka99T/p8Bvmm2XZ4NJpeF77jkuChkSlRL7qSTVdotfSN+y5LGzaLM9an2D+tJ30RjfXZr8kGz6XNzk+gecaXqwDZdrZFvS/WQS04QWfS6jgXq9RWlE0U+uWmNrcfTA6TTqOY/O7h+0extnccmFVvPpRRly22ZaNp2voNcMz/oLUzqO9OLDRZQv1j5Fs5wO48iIhkqhYNnr4IvlIDsLPpwmPe22hEBwHr2jPkL3OAqLHjtHl6Nv23Aqj6SAkGd09O/laoCjqwSNCVXug/3AR65nLcDb4zAgSOcrXMezHF8n2T2L8e44wrujMO+PI+yfxTm9ThFJ5MkXqlg0GlRtwVzIweaaj52tIK+eh9jeCLC66MbjMg+5FYzC/fi1temfyZIHIHFXZDXo7vvb2opnYicggHAyh99hZmvBOzFyCpAb0d5yEK/Xg7LNU/cmKVVqD1GWt8cRXm3ORkZX5lx9kaaPJ1Feb81OZLdWfJz2WG4l00XmfaMJ0ihEU3k+nEZ5fxJBpVIipA7VeuPRHchyg5ZkXRQqcgGe32ik3ehMJYqDKE2Jxt5lyui7pNJhni0CdR3JsBByPhAopULw8lkQpVrJu8Mw9YF38qgodfyuSPSuyM6IScfaoudRzgm9eH8QZmPJQ75UJeix8noziNVs4PAywf55fxe1QXQkcLmGs0CNZpuDszh7pzFUSgUvNgJsLnv7skAn13LzCICdZyEuR1TAjyJip5cptmcgdaVCDUnAh4+37LxZeFjf+WmC3Xc3HO9HKaQruB0mtp4F2NmZY3HRhUo9mkqcnsYxmeSoaCDoGNl1CcBsGm0X9/H9DdtbgYn7vDLv7NOlFyd4EI+Cz28jE5l9MveEHz6mjoKSJP0+4PcBCCF+OfB7JUn6bb3fEUKsIus/JSHEG0AD9Ib1/kGG0/JrkiSddn/99cDRZx7DEN64gtwUsw8FTJs2Nz8ofdLInBbuUAkFPzUX4l00RmMGnU8kO5ye+oVImC/m/by7GV2IoxlBMg4TqYlFSwbVaLLZaLd55ffx9nJ4cDZq1JjVGq7SubH7f53LoVQK2gPWHAGrlb2b2TRS9ziIJFmfc5GM5CnXmhOjrb1I5kpD3qIKIQhP2O9R+OoswuvVABexDLtdOy2jVsOC24ZBq6FUq3OVzHKR6H+5GFUawnd5AnYzNr2+z/JnHKxaHZPiiXf5MhaDlpWgk/MeQ+w360HenUwu8ILxqb17bC/72O3aMB1dJwi6rURm6FglkBAtOIvc0W50uB7RgvIeFqsem1mPyaBFo1KgEIJWu0Ot1qRYqnNxe8f2swDHM3Ta6YWxZ9LxbNXHuxF2UkP7LWDV7+TL0/BUknV7l0OpVIwtPHizHuTdgOF8R5KL0Xojo89X/eyP6YZzj1GyiHeHYXbWA3wc4T/Zi3Gemi6roc9eahrUKgXbawHenYZRaBWc3CT5znqId+fRmXVlqVx5fB94CSqVBnM+O5VqnctHDM7JKROMVLbEq80gl+EMh49o33l0keD1syDNlqyffT+hgUA0Ofq5aLbafDiO8GIzwNllilpdNty/fiT5sJh02Cx6jAYtGrUSjUbJF645vjy4JTJm2+OwdxnH6zKTGNP/vVJrstvV5VpMOpZCTiq1BmdXKdxuCxq16qEKfhDlMZOC3eMIC/NOrm9GF0q5nCYuL1MPRPfDx1tevl7g47vhrkR3qSJ3PcVmKrWShTknVpuBVrvD3V2RZLJApdxg59U8pWKN/b3xk1jtiMj3PU6OYiwuuLgaQboNBg2XA37I2UxZttGb4ZmwWPWUk3na67NlOL9uSEhP9k2PgRDidwFIkvTHkaOZ/7AQoglUgd8ide8CIYQB+FXA7xxYxb/atXfqANd8ZsV8LwJGM06tkbep/huzOGKG2JI6/I27G+YcVsySlqMJ/ec9RiN36dGzrI+pBJs+N0fx/iISp1HPXmKY6EwrWrrKjh+Ycs3hCJBKCBZsNg5jk4tYksUyXywG+ooZXs35+XA5u2F8L05id6z4HSgSZXKPmIG+O42w7Hdy0S1ICbgsQ1HjWXCTyvHFRpC7Wo10scJNKsvBBHmBQaMmmpYnE9FskWi2yMtlP5FUbmwXH7/DzMEMXo+FSp16s8XWkpeDywRfbIR4ezRb5HBUwdI9NuY9HF8nHwiZJIHLZpyJiL5aDrLb9WTcWQ+wezCeLBVKtYkFE2sLLqx2PfMdOwatGhBUaw3ucmXSE7TBZ1eyp6hOpyacyQ19rhACv9OC0yZr7krVOtFUgUqtyeqcm2yhQnjCsTbbHZZcNm4Sw8/Mm/VQn79pLwz6T0RUAo5vkqwtuMda+CiVCi7HVDnvn8dYX/SMjSDurAfGRpEnnbtBzPlsSAp423XASOcrSBK8PQ6zHHBSbDRITGgheY+2JMl2ZiPkKMtuOyfhO2r5Ou12h9V5N2qVgsMp6WurST/Rh/MeuydRfsnLZe4yJVQqBUqFPOmRkHXx7XaHZqtNo9miVm9RrTWoVJsgBMVKfSxpA+T+6lO0rLsnMYIeCwKBw2roay5g0Kmx24yYDVo0GhVKhaDV6VCttyiWa2RyZfLlGvmegsutdR9qqYNaIXi2ESSTr8w8seh0JDxuy8RjukehVHtoEeu0GdHqVCjFcNHSw7ol+XgGJ7nttkS12UI/4jOAoN9GOlEkHs9hNmkplep82L1l5/UCuyPIaC9azTY3V/1jqNWixxe0oRQC1RT51STngmazTS5Twuk0kR6opF9f8rD/N87796XVwW43kMtMfr6EQuC26bn4TN/SJ/zw8CgiKknSzwI/2/35j/f8/V8D/rUxy1QA54i//9BS8Wqh4I07yPu7GNFS/4PtN5g5SqcYJyi7LeUREnxvLsRBPEV5RFo8YLKMJaLNdodIpUDQ1t8zesnjIBUefYPfFy21BmZsyw47l3e5scd5kk4zb7cQ7YnO7gT8vJuh7z3IetV7ZxqrXsfViAF8JgiZaCuVCra3AlQyNVxWA3djrEV6ISFXmt6bczuthpmIqF6jZtFnR69TkyyUuU3nSBTKxIslEjNYM807rZwMRPQ+XMcw6TS8WQ3y/jw6VCTmt5hJRmer3DXqNAgBv+LNCu+nRMh6kStVcdqMpPP9L83lgJObRGZI73twmcBh0ZMZ0wYP5EHotifa8/EkyvqSm9PP8OZ7vRli7zCM0aBFp1ENRaT0ejVepwWzUYtKqaDeaJHNV0imi1RrTbaXg9SVbY5uUsx77djNehRCUKjUiKTyRO7yD64A98hXa5zG0yiEYGfFz12u/DCJGITNoh8ionIkdPxEYLAopNnqEE7lmffbh3qjA6yEnJyO6WrT7khEkjlCXlufxyXA+qJnYqT1NpqV2zBOiiaK7jW4iD3IenQaFamed81FNI1Rr2Fn0cfHMYVdvbCZ9ENEdN5lZe8sSrsj8XzBzfFF8kETO+ezYbMY2D+LjSQ/HqdpIhGd99txWozcRrOUyrWZNMb32F7zP3RemhTB9LrMMxVVRZIFXHYjNpuBjRUvpXKdbEF2QSgPXL9pUKuV7J1EcdiMvO/eb0tBJxaTjpPrFNUxPq/32LuM4XaYSM3obW3QqVnw2QiHs+jVqrHWaiBHCkeRzXiqwM6zIHsjOhhl0vI7SEIQCDo46VbUf9y9Zef1PLvvHldFXyhUKRSqLK96SCcKrK54ORvjwStNaK0McmX93JyDklb10CFKq1Vxczj6XWuxG6cS0e3nAfb+xtkMR/IjhAQj+gn8xOPxpZ/fMGzZPPgNFn4hcUu9Paz3WTDamVbVIAn4hbswepOKHe9wiF4rJvP1fK1ORyWwdP0FlQrBZTY39vvjipbc+unFWH7nJ1H19+ZDM5NQgHCuwPaCvN1Fp538BI2dUiHw2UxshTx8sRzki9UgLxZ8zHts6DQq0pUqqWKZ80SGfKtOolrB5jSwtebj9bMga3OusfrH22SOnRVZ9zPOakOpEKz4nXyxHmJ13kVdtNmPJfnyMsJNWk7JHkeSmDUaVDNUk5vHeD+Wag2+vIyw4Lez4P2k2XOYDRyMIREOs57ni17erAV5vuDFaTKQzVfRKtUkM2UKpRrPFr1sr/jRzOBROFiwFPJYSeVKVEe05Gu22iz6h+Z1fdgKesgNENVitd5n3TMNRr2G58tePuzf0u5ISMDH42FdZLXW5CqSZvckyrvDMAfncWJ3BRRKQchnw2rQUm00UQi4SWT5cBbl3WmE80h6pD5PIQQ3XalGR5L4cBkjni/ycjWAzz5c2DV4/8iR0MkRDu2I+7JSa1Ko1PGOKB4zTtBmg1ywUm82cVg/aR9DPhuRCZ1/7hFwjy+ScNmNrC26eXsS7tOWe53moeKDcrXB3nmMN8sBtFOkMoYRbSnNGs3Dvmp0/efnNp5j9ySK02rk1WbwQet5D+OIynSPw8zrzRAhl5XbcJb3B2HSuTLxGSKA91iecz54dkYTkyers2o9vW4zKq2S60SWaqNJOJH7bCuuu1yZVruDx/FJ73kZScu+qZLEy/UAi4HxbiHtjoTfN1pf3gulQvB6I4hGKHi/F8Zi1nF5c8fKknusbZ5uQgX+x8MIWwO6S7/PSvj2E9HXGfqX/7gb5sXr+c+qoNfr1BTyVa5O4+y8mBv5neYMmv3b2wzLi66HIsjNVS/F3OgJkME02dHk2TeRhP4tjG9di8972DV6ViwOvkxNHnTC+dlffMlamWStzJtQgJt0/qET0qiuP4OIFApsul1U4k22/B7eJyZHJkYVLaUmdIu5x2UuixDwRSjADy4f12YQoNBq8CLk4+NVDK1KicdmwmrUo1Mp6QC1RpNsuUqqUCZeKBEf0/3FrNdi0eu4TmX57qJcPJQuVvr6sysVglDQhtNshI5EOlcmksojSbB7HiXgspArf3qRBJwWfA4z9Vaby1SG07s0jFFMLLjtnMfSXMQzfLES5AdXk++DcZGDe5wnZK/WN2tBDm+SLLvtvEuVcZj1+J0WuQ96o0U8XSSTr/S1HwS5s9PH4whLIQedjsRht8DJpNewteSlWK1zPia920vYPXYT1XpzbJ94kFtV6rWqkUQ14LSwN8LzMXZX4PVmiPcTdFr3mPfbaNZaHPZUuN6PP+8Pw2yv+9k7mSxZaHatjlwuE3a9nov2bHq8gNvCdb4/stXuSLy/iKJSKni1FiSSyj1068pXPl2HSen4Xgxaed0jW6zic5qxmfV9cpPbGdKtqWyZxYCDSq2JQaemXm/ORHBKYyQRL9b8XMQypG6GI7EWow7GBLffn0YIuq0IpYKbgZa791AOkPetOU9ft6izWHqonSjIOs9UtoTJoOX1Mx8Xt+m+SKjFqGM55KRYlHXFqdTwuzeeKuBxDndhG4THaSadqzwU/STSReYDdm6iw9dCrVJyNYMB/vKCi1S+RCFbw2bSg5C3kxzj2zoJFrOOSDIHwN5ZjMWgg6ueiG213nww8p/327FbZcum8oCf895lHKfdOFamsb3qJ5Mu8aFHD6rrTiQOT+O8eDbs8wugHVEU2ovLcLrPNN7jthAP5x4+L40oKvq4G+bFy3n2P9yM9ZMehMGo4exYfo902hJ7b695vh3i/DrV5xFaHlPENIijgyg7r+Y5OIoRm9C6UzWhCNQftHH18fOdRL5OSHzzK9y/Dnz7iKgE3/WEOM6lppLQNauL0wkm5uPwNh3FqtbyhT3AV9HoyEKlUThK3fHFXIDaiPT+IAaLlrxGI5cT9KH3SJbL/Mr1RcKpAmseJ0qFApVSgVIhUAiFPEMW4sGiSkJ60GB1OvJvDpUOp9VAplThNpPnNvM4jaZBq8ZjNnLeLQYq1EeTpnZH4jqV47pnQDSaNcy5rJi0WvQqFeVWk5fmAOFMnnChQLgw27nu9Zv86jzCyyUfHyYUXSWy0webjgRfXkT47kqQTrmN02QYSToHMe+1cx3O0JGkIZumUrXxkKr3OU0E3DYiqXxfOvY+hXaftk5OkTiUqnVebwR5N6JjjUOnI9kefT13T6OE/DbCsdzYdb/cCHB8Gh9L3CUJTi6TLM/1e6uOQ6XR4vI6jddunukaOCzGISJ6j1a7w7vzCGqlgtdrQa7jGcKZAgoheLU2OR3fi0Ei1ot4ushiwEG90aJab7IYcMxc1BJJ5ni9OUe90WL3dLZMxeVtGqtF9+Axa9JrWJxz8nGCNnlaJ6BIKo9GreTNSoC3Iwzueyu6lUJQKvST4WK1wfaiZ2wr01KlzrvDMBq1kpebQYw6Lc8WvZxepWbqne53WycSUaNeg1qlIDkgh3LajCOJ6GLIMVY6cY/n635ObpMP93WpUqfV7hDwWDEZtFOr/gcx57ezd98tTgL1hPa0N7EsN7EsWo2SnfUApUqdi+6ktNXuEArYhojoypwT0YaDEW1AOz0ThN3DCK+2hyeY09wwypUG3gUrmWyZTkciEet/Z4Qjo83zd/fCbL+c52BGMrqy4mVvwNT+cC+MP2inbYV4N9JdnNBKeBAnRzF+6uUCv/BXDmde5h4GoxapUqf2mVHwrx+C9qy+dD9B+FYRUY1SyYbNzQ+Ssw04NpUeeBwRVQkFTr0Bm1ZHS93hV62tUCm2aHU6dJBkUb3UodXp0Ox0aHTa1FstGp021VaTr9JRth1uvjcX5Dh1R742+gU3WLS0YLOTHGOtAqBVKnnu81Bs1sm3G9RpP5pAArzwe/mrZ1d8EfRTrNZnbi/4sB9qFSG7lZPYJxJykcyg1SipN6avq1xrcBROoVIqeLMWpNJqcnOXHdkxaRIG9/sylsFnMxPPDZMdm0FPMj+9MMRjNeI3mHj/McyS10FmQkvRezgsemqVxoMebFIkM54uEU+XQMBKyIVZr+X0NkXsroBJr8Vs0I0svBmFcCI/NFA8n/dyNManD+RBT61VPuiEe6FRK3m25B0ZXZHx6eXYaLa5y5ZmiiYlswVqjRbzOh1JilPrQWfxlG22O7w9j6BVK9le9GGQVPz87tXU5e4xzUf4KpphY8HN5W0ah8UwRERVSgVetwW7WY9apaTebJMtVEikC5TrDfZPY6hVSoJeMzazAZVKQaPRIpOvkLgr9LkBdDoSi34HH06jrC+4SZcq7E4pkJulo1ej2eb9SYSdZR+XySzFnoG30pPhebnkfyiE6TvGGWzFGs02QoJsoYxOo8Jq0j10HJqE1oR3jlKpIOizcXI5HO2KjalMN+onp2FfbYd4fxx+uOd1GhW1bjYhmsyzOu+mfpumOcFmbRCDdkVn1ym2VnwcXIx//uqNNh+7k8eQ14rbYebs9o69yzgOm4FMroLfZcFpMXAwIeNQLPZPHN7vh3n5PNQXNR30eh6Fi+sUr7ZDZDNlwlf9EeVarcl80N6Xrr/H3l6Y7Z05DnfDE/1jAQpjCGYsksVg0LC54efoOEa+UJ3ogBH023DbjFQLVa4vUuQiWXZ2QuzuhkcS4lGWeQKY81s5eT+58OoJP3p8q4ioQgjMGjW/yDeHJEnU2i2KjTrpWpV8o//hVCuUHKfTQ39z6fVYtXoMKjVqhQIJ2Rqp3KyTqVXJ1KokKiUSlRKLZhuXmSxuvZFEtkypMdssqtpusZtMolYoeB3yUWu0OUwOz9jP0p+KlsZ1NQpZLfgtZo4yKb5KRFEpFGjaCgwqDfN2Kzej+t5PgKL7fH4VibHqc1DI1/rS6ZOgVipY8TiGqtOb7Q7rPg9HY1qEDkKpEDxbkNPVh7dJ5t02DJomqUd0zhoscCnVGritRtRKxVCBT8hh4WBCcY9aqeDlvJ+jkxgHDTlSYzGO9rXrhVatxKbXP5hWK4SYLbIiya0PATQqBevzLox6LftXsxdxpHIlXqz62e3qWFVKBfns9Ot4EU7z6lmwL3Llc5nRKpUPVfZjd7oHhVINk0GLyaAZmcYDsJp1pLvn/eQ6xavNIO8uJkfMxk3cRkGlVNJsd4gWi6zOux+Ka6Zjeijn+DrFi1U/jWab52v+h7722UKFeLpIOJEbKk4COf0IctTxNp7jNt7/HY1aic9lwWrSo1LJxV1qpeD1syDvTiMzRZkyM0h47rF3EcdtM+ELmDnt9pS/n2AZdZqxPc9PY3cTi2EA1hf+F/b+60e2de3yhH4zvPfepPeZKzPX2uZU0U0jihvETXPZF5gLBBLCSiAk/oCSkJCQuEIqAUItIbVaogVIOMENUHR9262V3vsM772PmFxEmjBzRkSeqlNn7/OdIaX22pkZkTMi5nzneJ9nPGO4Ob6MsbPq5+AiilqlZH8zxN1zZqILw30kK0s6dlaliTH0PUGl2vM5mU2mQgGfNscr5SaD9o2IAtw8pfm0GuhLWmZsOaclHAqK5bq8NdYIIskikWQRjUrJxpIXi05Ho9Lk9CJGckLYgSBAUoKQH19E2Vr3c/YyYCSnvR/FxW2C/Y3QGBGFfgKUFBEFODmNsv0pxMUEMhoK28cm6QdRq7W4Po2y93me45NnbDbD21S8Qa9hIeRAhUDiOUvyOsXr6qhQCjzfJqlXW6xsBUikSpTLw+uGVMb9zm6Ik//0euz7vyf0u5d/7aP4t48/FBFtdDv8lpFepAxqFU6dEatGh06lxqHWU651qXVaVFot8s0+yYxXK8Srk/VJACGTlVKjRaHZoNBssOpwQo6ZyKhB0xfvt3s9vib6C0PQbiZktnKdzpF/0Z7manX2gz6ushmu0u8XrEqhYMfnodnrcJ5O81x9X3gWbDbuEnka7To9nciC0zbRP3QQDoOe8+g7WbzJ5HAa9Cz7nNwmJmusVAoFGwEPxzLtb71hsibpFYIAnxb9fHuI8WWpry19Shdwmg1T8+Bf4bWZJK1q7pN5Pi8H+W1EL6pXyx/bZshDNV/ncKS1Nc1uRADWgm5OBzwRTQbtxAEwKWg1KkrlJgoUFPI1/E4TXpcFBIFkrkxcZlocGLrZ7y34Z8rWBrh6SuG0G8jma2wv+3h8zpKa0qoSJNpFsVSR1QU3d08ZyZuv12UhF30nhzcPKdxWI2kZ4iAIEJ2xyr/kd1BttHhK5SkVGygVAvtbIQ7Po1P9A2fx3FQqBBRKAaVKwbcZ31ezUTtkWi+FVrv7MpnfP883l7zUGm10Bs1MJFSlVJCYQeIwiHShQq5U5fvVIF9vouTKdbRqFZsBt6ycodpo8WnOK+v56XdbiKdK9HoiipdhwXany8FFBL1OzeetEFf3KUmdbK3RZnnOxe3TMEmR81sdxGh73mbWS7brdRoVCwvOfpjBCAx6DYy0wo+v+4N4BzLenIOwW/SSvqGxVJG9jaDk35RDq9OlVKqTTVVQ9piaZOV2mMmkxteEXk/k+j7F8oKb24c0woSqv06nZnnBDSLc3adod7qEww6eR0jntOvk9DTK9k6Ii9PI2wZsEA6HiejjZFmLKMLx10dWN/3oTFrCHivVQo2nuzRXaen7dHjOxdML4b45i+HyWrDNOXh+ev9bhZFK7Oqaj7N/+Ptw0u8Vf/ip+VfUux0i1SKn+SS5Ro1EvcpjPUej2+a2mCPXmN3rMmA002x1hh5znc/icxiHTLrlIDUpHS2X+SkWodSpsxf0sePzoBAE2p0eay437V4Pj8nIj3NBLEYt31JxzjJpxJH1xKF7n8wtNBpkW3UWnbMltKw4nWOEIVurc1/O83lRPr1CIQhsh72yJBQgM2OV5vNykG8Pfd3T4EvLlmvEs2V2wtONhf02+Unjb7dR9ueHY0ClbFRcFgP7QR83l0niEgv7tPbnl9XQEAkF6enhSbCZ9DjMRu6iWR7i/SpRMlvh6DLG0UWUZKqE06Dn06KPL2tB5n32obbyYyLP+pwHp1nPlYyeTwr1ZptQ0M6XjSDnV3FqM+mlpG9K1w9ptlelzx39yPtRa7TxmOSdIfxOC7UZJBrfrQR5ShVI5it4Xybpuz2R326irCx5pmaUd6YEWBh0albm3Bxexfh2FZ05znM55Jo5EtPjMLG57OPsIUU0XeLreYS9lcBQio4UvE7z1HaoFLo9ka+XEdYCLpxmAysB51QTf7lYYZNBiyBCRaLqBH3N87fzCAplf3Mg5Z5hGUnS2V71cTBDateoRVPYP7722a16PD6LrP+plGsCwLeLCHtbQcmfDSLgt8n+7CmWQy/hSiCH3RU/qVSZRKaE0TK9C+O0yadStdtdEukSQYnjMxo07GwG2Vz1I3Z6nJ3FODuP0Wh0qFSbFIo1gqHh9zIlMWw2itOzKOvbwTHdtUqt4H7CMBH0N54LS24+7c2RT5XpFBtE79LcXydlW/TAWMRoJlki9ZRle+f9syuXGmhe3B3cbjOJ28Sfdd38NdB90Yn+m/76PeNvhoi+wqHVU211KLYaxKolbioZ/hQMopohZxfAazDR7UK6Pk6srvJZ/A7TVDI6SYPWEUUOknGOM0ncFgMmrRqnXsduwEu6UeWnWISsxN9+xWh0XLHZJN2qsuyStwl5RSInXV1rd3v8Gu9HZ47eCAUB9uf9HD5Mvmk9ZvJYp7Szv1sN8ttAMlRjhOw12h3OnlJ8tzj5ZjAtM/kmmiFofyerg218lVLB94tBWrkmpxN0WPkJvoj7KwHJStKoP+UkOK0GjDr1mwF2rlhnY8EzfhzlOqc3CQ7OozxH8xhUKrbmPHxZC7EadqNSKZhz2mh3ujisBub9djYWveyuBfi8EeLzepDdlQDr8x7mPHYcJj0KUeDqNkUqW2ZnPTBVM9mH/O8cXUYl4y47Et6AF/cp9pekiavTNtm+zGbUszXn5beb6BvhM2mHye7FcwpRo2B13i31FMBkBwWnzYDTZuTypbIpinAXyxH02iYeG8gTs0Fo1Eo+b4bIVxucvTgrvCbhHF3FWAm6JtpF2WeMx5TD1XMar8WI12hgWh/6OpYZyzxXKhUEPdahzZtcBbpcbXJwHkGvV7O/GRyyDysM6K8Xgg5uHtMzdcUT6RJzg+Rz5LQM+mwoNUoeJTLeX6FRyTcCj69jbEzZeEzqluRLdTYXp2+mFQJ8XgtxchF/iyq9ekixvTk5zlI3heRWa03qzTYqlQKLWcenrSDryz5a9Q6np1EuLuO0RrT88WSRcqVBudIgELC9fT+VLmOxTs+VPzuLsboZGCKja2t+KuXx7pBCKbC86uXT3hw2q4GH6xTHXx+p11pcnERQKgS8A8cg+RpL48/banY4++2BTztBlMr+SWF3mdFoVegEqEwZOP07/rr4Q7Xmp0GtUOLWmrkoZHC+VA67oshPqWeWHU7arR5PJfnWn0dvRCkqiFXld4JX+SzrDhexXJmqjK6zK85WFUlWK8w5bNwU82SqVXozLMURCU1oqdlCFCusuJ3cpKVb7GtuF7fRyVPOPz9H2Qp7iKeKb/nvXxaD/DYl8xv6N+w5n1120OK71SC/jugDB62bXtETRX67jfZN5u+jknqZbGmylrTWbOO2mtAoFdhNBtIvuqONoJtGsTXWhpdCMleWnBpdD7s5u5GuDE+zTHmFz2FCFCE2Ut3pzDAsUWu0uRgY5NhdDWBQqei2e+RzNfK52SrTXUWPaLJINFnE77biths5u47L69umcNWD8wg7q35Ort8/fznt8f1TFodJT26E7E+aBl8PuUkXq5w9DVe5pI43V65RrNZlW/UNmet2zm+nUm/yPKL9rDfbdM0iJr2Gikz12OMwcxeZfH1tLnnJlWp8HWnddnsiWl3fHuzqMU3Ia8OgU79ZVA1CLZPpPQmC0A9IsBr0RDNFBKBYbqBXqtlZdJEuVHiWSLCqNdvsznuHzvdPK34OR7TEk3LVoU/O8qUoboeJgNvKyVWMh0gOi0mHRq2kVKnPNOj4CofdyFO8b2P3PNCWX1vyEElP9wV9JSpS6PZE7mNZ5oPybgkTAwiA89sEdouBvMywo9mgJei0SkppIqkiBr26nygldXwzVNyr1SYarQqVoODkZPraXa428brNpNPlftqZ30b8xVnDH7BRmoHEnV/E2Nz0c3MRp9Pp0RnwdVUqFSyteNBo1Tzdpbm9GF8/fQEbd8UamVQJi81AeMHFs4S+VK1RErmTr7Se/PbAwqqXQqWJ2arHZdFx9svd28+1ejUunw2TVY9Gq6bb6VKrNNDpZy8i/CUhwu++evmXwN9URXTPEeCi0D95SyPDS7fFLMlWmR8DQaQqAU6tAY2gGktmksJlPkPAYZatjDZnyK5XKxXsB/38FItwX8wTtlknWoAA+E1mshLkDaDcahGtl1jzSJudm9WztY3Pkil0ZjVhp5Xvl2Yjoa9QqKQvoO9WQ2MkVADJmMFXfL2Jshn0oh9po5l0Gp4mpE+94jGV51PIj89qxmk2sB/ycXuVIjpjekqn2xszN/c7LSRSJdn26yyTqkG3lXanR0oiTeXyMYXPNW6oLoeloJPL6wSlSoOdFf9Y9WoSBm9o8XSRo6sYTqeJ3Y0gqhkHHQYhiv2KzmKof/5p1EoSGelNX6XWJGgfN/KuSPj1KgWB71aCXEcz5CSIbVEmnvW1Vb+85B5r1UsRlY1FD5lCRXbqO54pEQo4ZLV3QY9VVuPpcZjYXPFz9pAiIZOiM2gyH0kW6HVEFnzjbefWjK1/pULB+pyH/dUgdqOe20iWr1cR8qUquXJ/Qrlca3JwESWaKLLid7K/LGGGP3BO728Ex0goMDT4MwnpXIXDyygel5ntNT/Lcy50WjW5D1arki+xuCGf/c3vdXczwG00M5N367SOSqPZplhr4Bowqn+F3WqYmuDUaHWYl5AMAIS9doxqjaQrAEC+VGNlQkW2OMWVwGE34vFaOb6MYzBoMZumt/sBXC/rTqFYo9Fq4X0x2td8oMtzfhFnad2P12fh8SHD2oaf7U8h9Fo112dxTr89UZb5rI3Gd+eDUqFGJllkSSL/PTzvojXlfHu4TqLq9fD5LCgE2PlhkaVNP3a3mWa9TfQuxeW3R47/4YazX+95uIjTmNHH9O/4y+Bvhoj+6J7jl9T7Itnu9TCqhi+iZrfDz+lndrwe3Ib3Fpddq8ek0hIpz+ZhCX0yGnSaMUiYY08baLJotSw7HW+DTABnmTQ7Xs/EvVDAPJmkVFttnqpF1r2uoe8bNWouYtMn2pUKgRWPk5DTxnzIQVvssbfgxzQlWeYVscL4+/dlJcivd+M7f7fVNDbdPorTpyReS59IviLsss081FGs1vEbjTgUWk4vp2fGj2KwDWoxaBF64kR7pmk3uAWfnWqtOdHiZjA5axK8DjP5bJV2u4tOr+bkKk7AbR1K95mEnkTbPJkpc3gZxWY3sDfSSp2lb9pqd8kXa3icZgIe68SourPbBLuL71peQWDMjsxtNbLkd/LbTXQsfhX652tchuy+4vI5jagRWF14b9VX6sOf4d56kOvnzJgH7CjOH5Lsb45LEABJGyuNWsnnrZc2/ARbHxhvueZKNZLZClsLwzfjosxGFPrWatuLPnaX/Rg0Ki4fUxxc9YeTXrGzFCCZK49Vie8iWY6uYmhQ8mUl+JYydhVLo9OoWF/wcCzhaQnMqDF+RzxdIp4uYtCpsVn0fN4KsbXiw++2yCYFDT0+VSLst+Gy96Ucn3dCHF7HZtbnSg3ejSJfqqHRKjEZhte+oH96EhLA8WWUoMc29L1Py36ymcpUy7Pjqyjh4LjUSiEIJCT07K9YnHPSA56iOUrVBp1OF5tVj3lKyhCAemDDn8/XaHc6eDxmyhPcDwahN2j6VU+9muUNPx63mavTGKcHz5It+lF0RmRa9VqL5/s069vDMi3ThNei0apY3wmx9SlENVcl/pClVm1y8vMdd2cx8qnSuG/d7xA9UfiLfP2e8TfRmv/k8PGzhLeoRaOj2hm/uZzkklg0Wr74/NzkctjUeu6LHze+v8hl2HC5iWSK1AYupMKEwSifyYRKpeQ8O952+JqI82MoxC8R6daxYoYFtNbu8FAusOlzc57oTyxvej18k6lshuxWvFYTzW6Xu2yOq2wWY1mNVq3CrtbxkMqjVAishd2YNRpiuRJxmandRKFCwP4+0b6/FODrvfTfdUjkXUvhIZXHZTEy77LzmMljlNFI+WxmfDYTKkFBsdwgks7z+JxD31BQzNWw63SEfDbUaiX5Sp2nZIHulHxjraZPxFRKBX67heuZ7YHGsRx09X0mp9y0byPZN6sgORj1GtQIpF8IxutzPkRzOKwGFkNO7mVseV4hIqAQRMl1OZ2tkM5WcNqMhP12zq/jU1vzryiU6wS9Vux2I6QnX1ORaF9XXKw28DrMRCvv58OnBR8PyTzXRfl2t89uIT4l+hEgV65TqDT4/NKqb3V6aNX99/jLRoivMxrhA3y9jPBpRIIw7x+3FHprw0+JG32F1EBPo9nm6iHF59W+tZNSIYzpvI16DcsBJ72eyE0kw+kEwhtwWTh+MWHvyMiHqo3W29T3UsCB1axHr1RyfimdMw9Qrn7MKWJj0Us8WeTrSQQRcSieU61WEnSZsb56tLY6FEp1EpnS0N932U3UGy0+bQU+9PkBkpsaKURTRVbn3Tw8Zt9IrmKGOOH+3wCrUUuUfrXn81poZveFbk9EqVH0r7mBQ/W4zKRkrJ12toJc3CaHojJdLjOnZ1Hmwv0h1dqEql99JPEpl6vicpqoNzqoVIoh2ZDBqMEfsGMwaul0emRzFVLJIrd3aTQaJTqdhkajxafvFzg/fKYzQ3xnVmIwqt3qcnUWZXsvzOlhPwmpPCJXUWuULK35UAgCD5cJrl7M841mHfcXcdQaFSu7c9wcPY09/+8R/1hb8394IjpnsnFXyEveUI0T2tGlVpPTQpL/nH+JYqOJQa3moZinOkMq0iAucmk2XW6eB8hoodFApRDojCzcKw4H2WadeFmegP0ci/CnUJCfI+M3sMyMfp/1TofbUo4tn5uzRHoohs9lMhB22BAFkadCkadScUw3u+X38MtTlOWwg4dUnm5P5CL5TsJCHit+i4lKrclNIjuk0/O7LCTzFXYXfRw+xWQLafoZ9ZQAmVKVWrPFdthLpdHCrNcSdloxaDQ0Gm1i6SLpVJl0angx89lNXD+n2V32c3wdpzigddNpVMyFnBj1WqrNVj97emRi+/WGtbPg4+hqelJOV6YEuD7n4SmRpzHDRHip2hjyBx2FSqkg5LRyPdDaiyQLbyb1uWKNcq3Jp7UAx1OOWaGQN5AGyBaqZAtVXHYjNrOOz9shRF6KCqJIjz6R7fV69HoiXVGk2+2HPWi1KvbXg/3UllyZpEQVqFhp9H0jq3FcNhPRSgW1UsGnRT9fb6YTOKfZMBMRhRft8U2U9SU3mVQZrUKJz2n+MIkBuI5mCflsRF48Qh3Wd0shj9OMw2Z8G0SaFXJJON2eyMFllC8bIeLZItFiGZtJx4Kvn/50HclwNGX6/RVmg5bYS1u7OQM5ePXH3Vv247AZZf1iq/WWZCToKBQKgb21IIfn7ybkO+t+jgeGBtvtLs/xAs8j6V8qpQK/14LNYkCjVqJWK2iLqpmuy1HMosV+xfVjur/xuIyDCIkJdmqjOL9LsrPip9fuzUxCX3EXybK3FeT49P06cNgMY0RUUAh82gpJ6k2VL3rip+csC/MuksniW4rbKGLJ8deVyVZwu8zs7M7R6/Vod3pks2VSqRI3t9IdtrV1PyfH/WM5OI/iD9sxq1XcXspvkAxGDam49HUs9kROD5/59GWe6/M4z7cZVOo++VQpFTxcxrk6GI/rDC24uPxaodVo83ibZm1//u9G9r9j/KGJqFWjo90VqUhUPQF0E6YjAXYcXi6LaR6K/YtAgcCi3YZLb0TsicQrFaKV6QvP+QsZfcoUqbc7iIBdbyBdfd+97fp8XObSNGbQj/4cjfJdoB8v+gqTRsNTvjD1sa9odLpcFbP8ZxbD1KptvlsIkqhUeM4XSUXlCW3YbuXbc//v1mRIeaRQJFLov2cWo5ZltwOxB/eJLB1Etue9nESSE415p7WxR1FrtlErldjUGq5LaS6L06UGQZuVdLzM0W2cjQUPlw/vj2m0OlwNxAIqFLDoc2C36ml1u0TTRUq1Jt+tzpZfDtCW+Gy3Fr3cPmU+lGBVa8hXLnYWfRyN6PRq9RYhj5XoCylrt7scX8bY3wxxeBGR3QwoFQLTTsfFsJN2r0c0U0KhUkxtMb/CbjVwcPV+nDaLnqDbikatolSp85wo0Op0ObmO82nNh0qjJOi0olIqZiKhMDlWUQoKRb/it7zkxqhQUyzVWZt3U6m1KJbrYzngcmg027R6PUxGLbVak6dYDo1ayfaKn5PbuKTH7dTXMiW289tFhH/3yxJGs5brSIaDGSNEX7G7HOBoIO5TytJMChsLHo6uYui1KjaXvZzL2ISZTTryEyQnTpsBu8nAwQhhmpUUdrrvw3U6jYqg30a2VGVjyYtKqeD6Mf02fT4N04arRnF8HefzVohILC+5oTLo1DhtJsxGLRq1ChBptjqUq01sL+/L/maQZKY8VV86iLtoFotZR+mlta0ZkYEZ9GrCIaesf3BxoK3+8JhhacFNNJ6nKaGxLFcaeFxmMpnh11dvtCiU68QiOcnHjWL08fFkkTiw82WO2H1GMnTDF7BzLyP7AEAUOTt44p/+e+sUkkUeLhNcH07Oih/c2LVbHe6ukqx/XuDy28PU1/DXhIhA96+kmBQEIQz8h4CPfuT9vxBF8X/58rP/HvDfBTrA/0UUxf/Jy/f/p8B/A+gC/31RFP8fL9//DvjfAXrg/wr8D8QJBs9/WCKqEhQEDTZOc/KERKuUf3k/esP8FO9fwMtWJ7fFHD1E7sp57srvbTa7Uc+cyYpeqabUbPJQzFPvjF+Q57k0Wy43jy9k1KbXvhHRH0JBfo1HmXUfLgpwkIyz7fFwmuq/vkWbndPKdPJl1KhZsjvQq1XkqnWeyyUiM1aNAMw6Dc+F/vlym82hVikmRt+Vmk2+RfoVDaUgYDJpeHjOTU0XmaUi83ZMeg1LXieFSp3TaKEfS3g/vQpUG9Bz5it1tGql7N/t9eAxluNxYD1c9ToRe33T7ILMUMwgRoc2dpf9nN1P9sSTwm0kS9hrG5ve/rIe4uBEegF2OkxvRPQVB+cRNpa8PMVzkvpHpVIBMu+HQadmdcnL4WUUBNAbNXS7PeYDjonWOHIolOtD76FapWAp5MRq0iEIAlqDhkJsdjII8tPv0B8GDHqs2Ex6EASK1TrRTInnbBG33US+2eB4JIddq1ViN+sxGXToNWpUKgUCAp1Ol0arQ6XWJF+u02i2SWbLbCx4ELoiCkFArVaOTcN/BKopLd/dtQD/8uiOvbXQh2VuJr1mLDq2PGPwQuPlvKk3O5w/JdnblB5YMhu0skR0Y8lLPFEcM7CHvg+txaSbmMQ0CLVKyVzQwdVDivVlLxcvXqF6nZpPawFarQ43T+mJ609zwnkjh5vnNN9thSlU6ggItDpdqtUm2WKVcrVJrT4uQ1GrlOSLNUI+G99ezg23s+8c0O32eIzmJiaxlatN9taCHL+Y7HcHCLTXbUahUnIxwT/4OZkfaqvfPaRZWfLwFMmOWThB329zlEguLXo4OnxmeyvI2RS3kbV1H1cylc+TyzgGvYadL/OcHTwNySzkdJ+CQmBp1YvOoOXxLk2xVKc9SXg+gPSIVKbT7nJzEWfju0Uufruf6Tn+EaID/I9EUfwqCIIZ+E0QhP8n4AX+fWBXFMWmIAgeAEEQtoD/ANgGAsD/SxCENVEUu8D/CvhvAf9An4j+F4H/m9wf/sMS0c+uID8nJy/8cubQ2w4PvybeH+vUG7gtSt9c8806+eb7DVSJwJLDjktnoNMTiVfKxF8m7c9yabbcHh5SefRqNQLwQzjIT7GP36A6oshdIceyw8FtLodBJd3KHiWeD7k8J/HhxSnssBCV8RAdxG7Qx1HsfSFptDtsel1cTbF9esXenJ9/dfNMyGHBWFdTnTD8UZrxRrgZ8pAuVTl8iPPdUpBnMc/JQ4JPi36OJ5BRo1bN3YBOMpkr82Vt9uqmzaTn7jFDoVxHrVKwtxogV6qNkcNBDGZ4768GOL6Oz6xHG4XTZhz6WzvLfg5OJ1QBZArMF3dJAh4rFrNIYqQao5QhP1urPhK58ptWMOC2Es32SW650sBlM5KRsBb6CNqdHnfR/uezvxmkXG7QbLTxWU3YTHp0WjXKF3lLtdGiUKmRK9eH3s/XmEW9RkXAbcVi1NETRXLlGrFsiftkHkYImM2k5/opTaPVwWkzkB1IYGm2u/2pdpnJ9lcY9GpsJj1dRILevqdmcspjpmFSh2B/Pci3mygi8O0ywpf1IF+vZ19TVkJuDkZ+v1hrvMk55LC95ONsQAvbE+Hbdd8z9vh8eIBMJzFdLdWKH0W322Mp5ORgBi2tSqlged71Rj4HnQbqjfabFMVh0TMXcJIv1SQ3TXLt6VdoNSpCXhtmo45Ot0f6RVqSzlVotjrcPM+2Hq4teDi9iQ9t5NP5ytt5KwALYQc2s4FypcljNDsmbzi6jrI87+qvRS9Ef3XZSyxVpDIlIbDd6bEUsPP49L4O3tylWFvxcv+YGdKTAmhGdMoKhUDiRSJxehZldzfM8ZH8GiQnTXpFrd7i8DLG/KoHRavL033/fRzSkAoC88tuLBYDz49Zbq/fiy/ddo/L8zg+vxWr3UhcJn7U7jKRlPhZt9Pj6jTG5vdLnP96J/HI3wf+WoNFoijGgfjLv8uCIJwDQeC/CfzPRFFsvvzs9UP594H/6OX794Ig3AA/CoLwAFhEUfxXAIIg/IfAf5m/NSL6gzs8lYQCklYrfoOZ51J5KL7suphBrVDQnjK8AtBF5LaU47b0fqI7jXrCJis6pZpis8Gqz4lBVLMX8P9ZJPQVtU4/3SlgNlN5qRTNQjxH4beZpxJRnUpFQkK7ajZMn7gE+GEhxC8v0/EPmQJbAQ+3D/KViWmDSlqVku15H9/u3vO3uy8LercncvaQ5NOCj+MH6R34ss85Nil/eBNl3m/nMT59MC3oML8ls7Q7PY5ebpTrCx4UKgUXD8mxm2v11Xt1vR/z968zoHn5kEKvVVNvtlkKOrm+TU6cXJ80iR9LFTEZtawteoZsY0bJj91qwO+1jiVGOe3GNyKaL9YI++wYdK2pU+azYG+jT6r2VgN0eyLJfEW2ta1SKvDaTNhMOiwmPb1OD7VaSSJX5iY+eTjrFQtuO4c3fcISDjiGiOisqDXb1Jpt9l1B/t+HtwStFuxWA3N+O7li7SXC82OQs4X6vBnit6vhzdPhVYydJR8n99NlEksBB4cSUoduT8Rm0FKWMeFXCALFknQX4NtVhO1VH/cPmbdBo9G2sctmxGrSj7XipTBLNVQhwPqSdygNSk5ekCvVyZX6fzfgseJ1mokmC2+WaYNesK8G/XZL320iX6oRSRa4HSGbFpOOi9skFqMOp9VAdoqNErwb/d89Z1hf9HA5YtkkAvfRHNC/l+h1alYCbrRqFclMmUS6hChCS+yhVitIJkvsbYc5vorN3GWRMqS/ukmyvurj9i41RHxHCwerK14uBzw/T86iLK94uJVITAqHHdzezKaLfozk+rZK3y9wfx4nly4Tmndid5mJR/M83kkT/dLL5jcRL6LTq1nfm+PycHwIyR9ykB/RGL+i1+1xeRxh64elIX/RfyRwCYLw68D//wtRFP+F1C8KgrAAfAZ+Av7nwH9WEIR/DjSA/7Eoir/QJ6n/MPCwyMv32i//Hv2+LP5wRHTb7uW31Gz6qFFJgl6pQqtQE2sN3+jyzTp7Tj+H6dn0b6PINutkX6qmSkFg3+3HrNKQyxXZdLsRBFAKChSCgCC8TL+//Pf1BiQIfVsRUez/+/01gFGtRtGCtr07E/EcRaE1faH/FPLyy+P4DStfn/xYAfgyH3wjoa84i6X4shrg6HL8s3KY9eRkbnIAi1477U6PryOT/oP6qm6vx/lTip15HyeP45+bsjd+Y+/2RFAIKBT9VrwcPq8EOJSp0Fy96Ez9bgsel4WLxxSNZhulQqBSa/Flffaq6yTUm23214LEMsU3m6ZJiKUK6DSqoQnkQVSqTW4f0uxvBN+qT69JKIIAu5shrp/SYyQUxgnrcyLPxqKXq6fUVAnGJOyuBzh4+YxHzf2l0On2SOTKJHJl9lb8gEDsA8MjKwEnhwPt+POnFEad5kNygFeEvTZO7xN0eyIag4pYuvi2GQh6rHgcZiKpAukZK6VSm5b9jeAYCYX+4NXNU4Ylv4O7uLxMQiH0z3m5DZHZoJMlojvLfo4nSA1O7xIsBpwUCzUKpfpQ92lzyUcsUeBOohUvhfvnLF6XWVJ/Cf3zc1ti+C4ukfc+iliqSOzl95bDTsxGHb2uiEKhoFStE0kUeIrnp24elkJODs+iFMp1FoIOStXmRK2p2ajl+vFdgz5J3vSKeqM9FEvqdpkIuPpt/ND+AvVyc6YY1EHIhaRcXifYWPdxfZN8q2SODv6NGiv0eiKpTAWn00Q2O3xeW6x6mCzbHIJKraLe6bD2wzy9aovjn++JPMt/BgqlQDJWePv/Rr3N+UWc3R+XOPv1ftjRYUoFoNcTuTiKsP2nFU5/+n3lz/+Fp+Yzoih+P+2XBEEwAf8H4H8oimJJEAQVYAf+CfAD8B8LgrCEdB9OnPB9WfyhiKhaoeCpVBqqZk7CaIVzw+7ha0q6nfvB2ZkxGFRqdpxenktFTlJJdD01W06P5PT7R2DVanFoDbh0BswGLYGuhefC7JpPgJtMDrtBT74mTf58FhOHEen35S6Tw6TVSJqNa5QKNnyeodjOQXx9jPHjeoivl8OLp8tslCSiCgE+L4c4vB/3BHRZjGQyw+3gTrfHxXOK7Xkvp4/vC7hSeJ/4HcVDPDexRR90WzmXIGOj6HshljAbtGytB8mX69gshrHnVSoElEoFSoUClVJAIShQKAVUCgUKhYDi9b+CMPRfQRBQqxQYlCqeytNDFro9kVDYxo1EGsng7xycR9nbCHJ6E0ehEAj6bGh1qrc2vBSKEnGnF/dJ9jaCso+bdonurPo5uou//V66UMHnNZOYYdBnwWvn8L7/2K05D+dPs3nkdtq9oeWw1mzz3Urwwzd3rVpJVxTfokJvolk+rwU5enkvoqki0VQRQYCVsAuTQcttJCNL+mDY11UQ+t6mk9rvzXaHfLGO124mKWOntrca5NuV/HMYZNJkVEoFyRk2BvexLB67iaDX9nIuT2/FyyHoscoS0d2NoOTGsFhu4HaZ3lrd0xBPlxAEBTqtiuPLjx1jacAL8yGa49N6gKMJA2NLIVdfX/0CuaroJKRzlbeNzI9bc3QQWV5wc/swu42cVDrXKy4uE2xt+Lm46uewlysNPE4TmWwFr9fK1fX4Olgq1Zmfc1AuN2i9bHrtdiOXF5M1+4IAobADu8NErd7i4SnD1X2KpUU3kec8q3vhiQNIbo9Vst1+dPjM6k6I5EOGyss9Jf44/f3p9UTOvj2x809WOPmH3xMZFeiKfz17d0EQ1PRJ6P9eFMX/5OXbEeA/eRk2+lkQhB7gevl+eODhISD28v2QxPdl8YcytNcoVFQ7s1cvWr33HeufvGFZEgpwkk1i1czWhh6EU2fgT74QKhT8Eo+QqJbZdngpt1r8FI+w75+cWzwJFo0Gp87AfSFPolbmazzGc6XI53CAgGX2BJ6eKLLolU76APCYTbKJLV1RZME3bq5s1mlZcDo4ep5M2n5+jLC74h/6nmEkHxzA7zCz5HPy201E0gYm6JA2eu90e1xF0mzNvRt/L3mdlCZ4G549JPA4xt8/tUqBGmFiFvkgNGolQY8VemDRalDS1yuqFC+Or2JfN9Vqdak32pSrLYqVBvlinXS+SjJbIZ4uEU0WeU4UeIzluY/muH3OIvZE2q0uSkHALZHwIgWTcbYUlcOLKAtBJysLbhK5MrfP8m1tlVJBJFWQfZ7P6xM7LpLYXvVx+pQc08/6bbOZ+Wu0qjcSkanUZrIC21sK8JgYr7jcp/ITs8OlsL7oJToSiXkdT48lOIki3DxnOLiM0mh22Fry9ROwJP7ea6tVqRD4tBaYSQNaqNRRKQQsEvIZl9XAxeNk0qOTed92lv2kpsRYviKVr5Cv1TAa1CwFnRycfZyEAiQy0n9vfysk250AxtLP5GA2avE4zNw8pTm5jrP7gfPW6zJzP3KNHF/G+LwuHW4A46EJMFtVVAqf10P8cvxEtljlOpIhFHawsxWcKUktkS4OpRaN4uwizua6/60L53b3r0Gv2yJbw3p8yrG6/n5fC885JN0PnE4TO59CbO4EMdkNPMXyHJ48cz3gd2oy6Wi1Olw8ptn8YUH2OO0Oo+zPri8TaK0GQosufCE7+fSsXQiRk98e2fmnqzP9/t86hH579n8DnIui+L8Y+NH/EfhnL7+zBmiADPB/Bv4DQRC0giAsAqvAzy9a07IgCP/k5Tn/a8D/adLf/kMR0Wq7hU6pZNvu4U/eMDsOL6YJXqH1F1unXaePnxKTqx5tsce6wz3xdwYxb7bxvSdIudHg51iEcut94REHeMxFLsO8bbY0jkGY1Bo8BhN3+f7N87lUYsfvpQf8Fo8Rr1f4Eg7gNctfoIMYJOWD2Al4hwaUpDDqcegxG7HpdFwlZmu9HceTrIXf39vRCeHPSwEKlcZEnZ9akD9V250eN9EMm3MeAKz6yYSs0epgl9BOfVr0T23Rhb02vmyEWJ/3IIhweZ/i4DxCs93lt9Nngk4rTqvhz9aHCgJ8Xg/yEMmiEATuozkazTabS+Nxd6Notmezr1EqBPRaNZV6a6r3Y9Bnm3gDPbyMsr08+2Zrc8nL+VNKUuMmzjARu7Xg5TLyXvFIFSpszHsmPuZ1QEkKuVKNrQ8c/6cVP4cSlbBKvUUwYJN9XLvT5ewuwclNHLVKxd5agLU591sPq9PtoVIq2FjycnAzuzVTLF3CZzejHoll9TktUy2apAi4VqPi+QOuCEa9hpUlD41ml1Kpztqih/2tEOtLXkwTCNAo4qkiCyNpQp+3QlOr1dNsr6A/vGQ16Ye6JIeXUT7LpGSNIuCSXr+Pr2KszY3fM9wOE3cSA02vVdGPYGPR+2bX5nH2SfdTPM/RVQy1Qc3ep7BkFOkrRAQCftvEv3F6HmN7M4gggFqrQqdTczNF73lyGuXTbhitVvWmGTUYNGxs+vm0F8YTtJEpVjk+j3J2EaMkI8V61f33eiJHl3G2/+mS5O+NDlKNIp0qkcrXWNrwsb4396GvTqeHZ8418fn/bUEEeij+Il8z4N8B/qvAPxME4eDl678E/G+BJUEQToD/CPivi32cAv8xcAb834H/zsvEPMB/G/hfAzfALRMGleAP1poHqHbanObfLxIBgQWzDbfeRE8UiddKxKr93XWl3SRkssoa3o+i0JouQN9yeFAJCo7TCZ6KhbGfWzU6ztLvlYh6p01L7GLWaChPif58hVGtxm8yc50dJmY9xfuL6Ioiv8ZjqBQKvp8P8pDJk6nKH/9VJotOraQxUO1TKxXk69NtiZIDQ0zzThvVeovn4uzygHa3x3O5SNBtJZou0nqxv7Ib9QScFr7dTb/x5kqTP5tWp8ttLMtG2ENKproyiIvHFLurfaN7gI05D4cS7XqrScecz45CEIgkC0QShTcj80G8JuPcRjIYdGr2VgOShGUSzEYtYY/t7ebbeyFm5WqT87sknzdDHF1GZXWZicz0dqpSqWBz2fumt9te9Q8NgIzCZtHDhH2KKMLtU5qFoIOHaG7g++PHuL7o4TqWkSW/keTkTYBSIVCQcFv4dhtlOeDkNia9kRkcUJJCulwbS7GRgtdh5jYqv1k6uouzvejhYkr7tdpocfjy/jutRub8dkBkbdHD8QwDSKO4fs70QxDu4ojA5ryXkxn8XqXmo7YWvTMNGKlVCrZXA1zHMhxdxzCjZmXOxcHpwGMF8LktuO0mFAoF+VKNaKIge/7azQYeXgZ3Pm+F+DaDZKIyQe4A4HGYEYR+6MMovl1E+Lw5/e/IyRS63R7JTBm3fVgeEPLaZLXB07Teg/C7LUSi+bfOwWinplxt8u08gkIQ2Njw02l1ubkbP/f0xukRzSdnUT5th6g32qyueDk+mvyeqFR9+cZ33y9SqTYples8Pmc5l2jnT0I+NywdODiNsvdPlzn/6Q5x4DxpTfCINVv0LKx6iD3lKFZaqHVqTn7+2CBScHH2ItTfKkRR/JfIZ+j9V2Qe88+Bfy7x/V+BnVn/9h+OiI5CROShnOdhwPvTqTMQNtkwqjR0uyKFKQM3r7gqZAmbbTyXh0mWUhDYc/spNRqcZybfZNatLn6pDN/0YpUyn9xeTpOpqYTYoFIRMlm5lIgAPUmlWLDbeMq/H1+n1+PnaBSNUsH3c0Fu0zlJctnodNjz+TgeaKXvhwP88jh9sX8uFPGaDTiNBqK50tsE/0dQbrQwaDTYzXpKtSaf5n08pQucPk0fvDJo1DxPISl2k54Ftw2xK2K0GvDaTfTE/k0/W6xKEtnHZB6zUYsgQiZbRhT7ZGcp5MJs0L5MQOeG4hzlMBj9V2u0ObqMsrPi5zGRn5hP/4rlkJNSuT6kTx31Zfx2HmFlzk22UCUv8XpyxRpuu5FMXloXplIqWF/ycjKQZBNJFCb6OE7wIH5Ds9Wvho3ekAexMu/iLpGbaOyfL9cJ+a1EZAaQdpf9fL0dJ5Qi/fNbyvN2dEBJCpF0kZ1FH+cTyJtSIWDQa0jI6DFfkanW0WpUM5urC4q+b7BCoaDZamIx6bAYtBj0GnRqFUplX+bR7fVN0muNNqVqg2K1PrSWHN/E+bIe4vghTm7GBLbRArRBp+Z2ir5OEAR21vzEcuU3+cDWnJerywRHlzF8bsu7TZgIiVRpKB9dp1Wx6LNjMupotTvEUkUKL9Wyx1h/mnp3YzYSCv3zVyEgGZ4R8FhptjpkJ+gkv11E2N+Ur7wuBp08TJCulCoN5ix2NGrlG1GclCV/F8nOpBU16jUIXYYigR9juX4IxciL7YkiZy+pccGgDbfdxNV14s3XeNZOyfFphM+7c7SrLZaW3Gj1mr6XriDQ7fVoNjvU6k1KpQblSoNsqYYqVaBVaZKWiOicBq1WRULC4/rwNML29wvcfXt6s3YqZsfXlbklNyazjuvzGMe/9VOTgiE7J18f2ZEaYvqD4O8Rn38jyDZq9EQRu1ZPtFSi2esSMJnxGEzolCoanQ6JaoVEbfzkDpjMb0TUoFLzyeXlsVDgW2K26lapIU06jtNJ/hQK8fOzvN5Jr1IxZ7FxkZFvebvMxiEi+opWt8fPsSh6lYof5oNcJbMUG8PkQqV+J0tuk5GTKS35t+NSq/g05yNTqBF22oYvk4FKkiAIiC//I8hcTDavFm1XyeF9nOKMXqJzbhvX98M3SKUAS34nVl0/ueQxkeMo178B7y763wZHXmHUqnA7zJhNOtSqfhxhud7EaTGg6gl02l18TgsPkSw3M4jdxyDxck9v4jisBjYWPFw8SN94BAH2XwZdBhdNjUpJVEKbefPU1yKuzbu5kjhOr9siSUTVKiWrC25OR0h1sVyfWBWd1S80X6oT9Nkw6jVU660hArsUdvKcKc50Q/RazZJE1KhVc5eQbxlHMkW+Xwny28BwjtSAkhya4uRK1e5acGzoTgrJfJnvVkNTq4qr827UaiUXD0nSxSq7awEKpTqiKBJJT+82KBUCFqMOs0GHQadG+5Lo8+98WuT/c3g79fEAnZFYrY15L9/O5AdGNpa9lBstDm+HzxXti2ym2xOx2QxjfrWDaDQ7Y9eXy2HC6zKjVinZMfr4/36bvZrVaLYJBmxjFc95v518uT6TNdThZYTd9eDYmgFgNU/XXT/F8uys9WN55/z2qfKeaVVRAZjz2sfM6qv1Fsth10Q3gtf0KaNew+6an2SiMKZnBrDbDDgdJgx6DYLQDy7IF6ocHD3xaSvA7fV02dXmZoCD0wgBvw2DXkOt/rECRcBv5/5Oeq09vYixuhMgeZWk3eqSfIk2VamVrG0FqJQbPMk8FuDk6yMb+3PcnkRpz7gp/Dv+evibJKJOnQGjSstdKY9HayRVrxKvlYnXhndtFq2GoMmKRaOj1xPJN+pEK0XceiPLVgdn6SQ/x2afqPUbzFxm5XfPP8UifPH7+RYfJ4BapZJFq52z9GQSdJxKYNXpxkjmK+qdDj9FoxjUan6cD3GWSL1NvN/lcm8m1kG7hQOZSXm9SsWi24FRqyZfb3CfzfNQLmIz6DiaMeJRDmtuJw6lnmKj0R8gsJgw6zUoFQranS7FaoNEoTJEWswvw01Ok545t41eR+QhluNOZkJcUI6zwnqzI3mDUAYFXCY9lWpzZqNqKXRkKn25Yo18qcbn9RCnd3FaAxW70Vb8IAIeK48RaeJVKNcpVep83gxxcDE8HCKVWa5WK1mZc71VTUZxeh1ne80/RlINOjWxGUjRK6KJAusLHq4jmbdjWgg6iOfLM0dKyt001uc9/DYl+vPbXYw5j42nFwK/txR4S7SZhutIhpWgk3uJ1vvGgodvEjZKcji4jRL22XgekXDoNCrWl7xkClWunt+vc0GAp2SefLnO9vJs/qDdnki+XCf/klZl0KmZD7ro1Ro47SZ8NjPHt/GJFe36QMKQ2ajlUubaXgw5UaiVnEkMP2nUSm4GprjPb5Osj/jVTkMmVyGTq7C+5O3HI1sMhP12Gs0Od8+ZqZGcDothiIguh10kMqWhauIkiCKcXMfYWfUPdT+USgUPMqbpozi56seAIjCViE6rin5eD8lm089CjKFPWg/OIwgCfFoPYl1SUSk1KZfrpDMl8vkqeZnOyfVdCrfLTHqCxEmrVb0NcMXiBdZXvNxeJoba6dNgNk1+Lde3KeYWXBi7IvlkiUDYweNdmrMJ0/WDp/vFUYTFNR+p5yzV8mxFj782RPGvOzX/18LfHBH16k2oFEqeKgUATGotqbr0BVdut7jIDxO/L+4AOoWKZqdDU2bARw7zJjuJKRWk81yGBZuNh0Lh7XsahYIVu/MtznMSmt0u+wGnpOfnIGrtNv8QjWDRavjRF+IkliRfb7DhdaJAMURCtUolyx4nRq2aQqPBXSbPafL9WFxGA9fp/qLz3VKAs6fEEKH6CGxaHd/uYoScViLZImWJ6VIAt9WI02LAoFFj02pZtNt4SuYp5Ka3He/jualeoa+wGLV0uj1unjKszrtBYMj/b1bI+XdCf3E8uIgQ8toQlAJPiQJLQSeVSl3WKspqGh+mGkRP7LfqN5a8xJLFN5eAUbcAjVrJUtgpmxH+iudYfizKNOi1cRX52Htx+ZBibyNItycy57eTLlc/5NP5lMijgKE4XLfNKOkVO4puT0Sp6vv1Wow62QElOegM41o6u1lP/EW2MSu6PRGlVolCEOiJIl6XGb/bwtVTmgMJO6Ww185jqk9eTm8T7K8Hx5KQJiHosdFF5PQhwd5y4C0UYM5nw6zTciZDbAc/l9WQa4z8+N0W7HbjRL3pRtDN2fnwBqb24qv7EY/ZgNdKJJFHpVRSrDbIvQQNGHRq1hc9CILAfSQrGYmpGBC7ri94eIzlJl6PUuiJIhf3yf4w3YuX5+qcm8sp1w2A3aLH57aiUgjotCqCHivRKR6nclXR3ZWALAmF2cz/BxHwWkkUy+QFBb1OD7fTSGLKsdXrbYJ++5tcSQrrG34OBiI/L2+S7O2GOTkYN5iXQ2+GBfr5OcOP+wtE79Icf32c+vvCSPvj/ipBIOxAo1OT/zPkA3/Hvx38TVHvgNEMCESr760hg3q6tcsrvrgDHKYT1HsdfstF0eoV/BgKsmSTtz4aRKw0/USvd9o0xQ4WbX+iVK1QsOZwzURCX3FbyKGa0fi01GzxD9EISo2SH+ZC2M0G2t0OGz43PywEWfO56CpETpMpfn6KcpXK0hlZIOYdtrd//xaJEfDYcM84rT+KSLpIp9dDL+Nh+Ip0ucpFNM3RU4Jfzp/HrHEmoVRtsBicPgWpVAg8RHJcPaXRaVRcP6a5fkizHHaysTh9Sn0QVRlCPYhIskCxWOff+7zIUzRLWqYiAfKK8VFc3CXRapQshZxvf0PxUhHWalQshJxcSAwwjKJUaRD02Ia+95Gp50EcX8WwWw1U262Z9LGDKNeazHmGrze/y0JzxiGPu0SO/ZUAC277UILOLDh7TOJzDdgBCf1J5YKEj+o0FGsN/unnBdaXvCTzZb5dRmUrdE7b8LV0fpcgNPJZyGF72U+mUnsz9n8dBAR4SvU12MtzLlZD49dD6eWzcVgMnA1IM+wWA7ubIRKl6vShp844U3lOFNj+gD2S2aSj2xWp1loUy3VW5t+PtdZoc3IV5/gyRr3eYm3Bw/5mEJf9fVK8UOx/PtvLfu4i2Q+T0LeX0u3Hzq68TMJLTeQbdGpWFzzsb4bYXvHjtBrJF+uc3yTodETymSqteocFj53PayEcFul167UqOoiFgIPLu8nE9z6SRS8RpyqFrTUfmUqNRKaERqMimixycBNDsGnY+W4eh1N+Db+5S/FpR9pVwGDQcHM/vsk7PI2wsxuWeIQ0crnJRRulUmBn1c+v/+qWxZ3ZziepSOXYcw5BqcA/55z52P6a6CH8Rb5+z/ibIaJzJhvtrkiyPqz71Cin23sAfOcOcpCO0xVFNIr+Y8rtJj+nn7mrZ1l22/ghGMAkQ2xXrE6eS7O1MWOVMmGbBY1SwabTzckHSChAplbjU+Bj/qTFZoNf49G+GbcA56k0Pz9FuUxlaE+x8GmNaMluMzmaii4bgY9NGi457SSL/c/nMpFhfykw9TF9QtHm8GGyb98ozDO0sFbn3BTLdar1FusD9ki3T1ku7pIsBJxsLs32Pg9WEqVgNen4vBFC7In8fPA4Rj5GUZ7ggzqKdL7KYyzH/maIZqtD2GdDp1ExF3B8qEV6ehNnZ+3d87XZmfGGLkDYb2dvK8T6ig+tQUOl3kKtUbG15GNvNYBtSoV3EC6T4e3fi34HR/fTh8UALAYdu0t+tBolWo2SL+tBthZ9eB0myQnxUfREEY/73arn81poqhenRqVkwe9gbzXA5/Ugq3MuzCYt6VKVZLFCudaYWk0d9ZxstbsIojjRJ1KhEPi8EeL4ITEke6hJVJ9volmu4lk2lrzM+d5JfrXRQqNSMu+z02x1MejU7G+FqXU7HFxHp8ZImnSaMe32Kx5iOQz66dPaSqXQT1UacHww6aU3QN2eyNV9ioOzKJlchTm/nc+bob6R/nqIi/vE1Db+NDRbHWLpAmvzbh6eMyyGHOxtBNldCxBwW6k32lzfpzg4i3B6HX8bhFoIOjg6j9DpitgMOmLJIodnEUr5ButhD7urgTECOVgVtVv0VMrNqR7G3Z44ZnM1CkGAvU8hTgfOjUFSXa42+XYZIdNpsf45xPyi9Kb9/CqOzztuXbWy6pV1Kzi5irOyOn0Tr9WqSCTk75darYq1sIuzl+n9k+MIm5/npj6vnB48l6lQKjVYXP/YffPfNvrJSoq/yNfvGX8TrflFs4NCq0G+OU4GVIrpRPR7T5DfUrG3G0ZnNNsM+vny5NCrVXzn9VOtt7kYmGx3agzcIq8NUiuUeIxG7DodOpUapSDwn19Y4iYzu2ffIIrtj7VozBoN8xYbuVqDUruJ32ImPkMFV6dScZUc107m6w1KjSbfLQX57W62NqJLb+Rx4D26SWWxGnQTh5bsej0P9P3wfruN8v1GiK8zRGjKpc0MQjuwOEtNGj+86AXnAnbMRh1nt3FJUqHVqGRz1112I2GPnfPb+NAAi8tqfMu+HoVCEIhK2M1MQj81KcL2ih+DRo1apeJaZkBqEh4jORxWA7liTTbpBvq2PF6XuW/NlSzwmOp/vSKeK+F2GDl4seZSCALLYRdWo5ZEpkxsgtVUY4BYqVRKWSKnEAQWfQ5sJh2FSp27RI6j+zhfVoLU6y0uBiQWOq0Kv8OC1ahDIQjUG21ShfJYwtfpYwKbWY/DYhibtrdbDHgdJgxaDe1ul1y5X4m8T+ZgpJAV9ti4fEoT8ljRqpWyFV2dVs2dhO1UJFlkfz3IN4kWvdmoxe+x8ZvEzyZVoM8fU33N4GqAdK5MIltmPuDg4jbO3laIu1iWrx/Qwq4EXJycSl/7xXKdz5vBYTsnCWyvBjgaMax/juXpjz1O3j08xfLEkkV21vzEc/3EPUHRH5p8TSd7jVV++7dCQHiJVla8/K7Ay39fvmwmHX63lYenHPczaESVCgHxJUpVpVJwfZ9ibzvMwUWEnihy/bIZ1GpUfFry0xF7XD2m3qqid88ZHCajpPeoFDRa+du2yaAhGLKPJ7wpx4lIt9t708Qubngwq9VcnsXpvWxAWq0uOr0ahUJ4G6Q0mXVc3cqvK91uj2i6hNdnfRswkoLfb+NBJlPeaNDgt5m4GpF83D9lcfmsZCY87yRNdLXSINJqs7E/x8UHJAR/x18ef3giump1kaxXKLWkF+BphZAfPCF+SUaGfrPYlCdG9W6H39L9hTPstBLQW7jN5LjPF/CbzNh1OgxqTX9it9uj0m6SrdfJ1GtEKiUilf4N2K03QK8vKl91OLDodBwnk2PVRznc5HJsuF1cpeWHo14RMJtQoeQ0meJLwE+mWsNrMuExG0mVJ7dHVj1OjmPS7aKuKPJzJMrnRT9XkdSQR6kUErlh8lFqNPkyH+Bggr1OrTpc4fn1JsqX9SBHVzHJNswroukiAZdZNrFFo1ZyPTBk8RTPsxRych8Zfz+fYn3yHPLZsFsMnN7Eh/621aynMZJEE/BYcduMnF7FyWbH3+Pz2yRbKz7OJFqffreF2ITFVg4C/RaHUacmV6yytepDrVL27Ve6PZrNNpVai0K5LjvhWq422Vz2IorDE/Nuhwmfx4ooQiRdIJYrE5NJ3/E6zEQzRWLZInP+/vBQTxS5ib7feAJuC36nhWKlzl00O0Q2H+M5lILAxoJ3TBtqM+mZ99j7tm3JHLeJ8c+r0epwHkmzvxx4I5ONVod7ial7s1GLz2F+q8JV601cJgPVapPtRR9KpUCt2SaRK5Or1MhVZrNGcluNfc/ZVJG9lQDHl9Ln+GLQwdmD9PV18BIWcDqg8Zz32al2OlzIxJoWqo03baoURLHvd6pSKthfD+LQ6ihWGxOjQOXQqk0eQDu+iuN1WYaqnYPY35J2F8gWqizMuSSvxUH43Ba0GhUH51EWF5yIvAyriOKH9KmvUCoEdteC3D2mKRTrL3Zg09fjT+tBDl9eh+qF8B2ePrO9ERgaAGy2Opy+WKdZTDoWw05UGiXbi/6J6VGjSElYGQEEfFa6gsj5/fj5JEVEB/H6Xjv9Jua9Nu6vUlTKDe4fM+zvhDk87g8ILS25h7ShUqhUm5iMWowmLdWK9H3ZIjOoZLPqsajV3EuQ3VqthWfRgiJTpiczozBtWKrd6nJ5GmXnh0VOfrmf+Lt/Hfx9WOkPh3Wbm2i1RKUtrwUTJ3i3/OgN83PimVG6Gq/MJmp+rhRJ1irsOQKUq20uMpk3M/1pWLY5+Cka4U/+d0snu07Hvs/PU7FAojI9pkynm/7xbbhcJIoVio3+8ylf/C6TlQoBixmn0UB2ghG+Zobkkm/ROItOO816+631PoqwzUI0MX5D+voYYyPg4io2vjtWKxWSU8xfb2N8WvZy/ZCe6Evpc1tliejanIfTq2FyME0T+Wpm7/dYcNlNnN3E6fZEzAYtyRdSthh0YtCqOb9NEJ9CJjO5CjqNakzT5rAaP0REFQLsrATI5qo8RfPcPmbQ61TkivJyAZ1WhdWix2zQodOqUL1IWDrdLo1mh501P7lqHUEhEM+WSOYqJIuzWTn53RYSxf6gg1kr/Z7GsqU3XaPNrGfBZ6fT6XHznKbWaLO84CJXqfV9XX1OLEYt2XKNh2Sewr3869KolNy9JHTdpbLYTPqJGs9yvUk5OnyztKyFaHQ7XMu4MkyDRq0ccmA4vImxtxZ4CxEYRN92SR5P8Twuq5FMscruaoDz5/REG6xeT8Rm1lGYMtSy4HNQLNfpNbsE3BY6vS7ZwmwkG/q+vTdTMs873R5Oh1GSiG4s+94Sg6RgmyKt2V0PcP2Ypv7SiZCLK50Vi0EnvW6Pg7MI+xt9N4q1Oc9bNVMOLruRy4GBw0E/4fuHNAGPlZjEcFCp0uDw5fW7XSZ2Vv0olQoSmRLJKYEcsVQRl8045I+6uebjLpaVdaeYRZoC/U1AtlBFq1Gx9WWOfLLEyUWUUNBOudKc2bA+kSqxuuTh4Sb1VmEdhJS/p8dlQtnuEZ1QhX64z7D3/QLH/yBt8TWL77Eowsm3Jz79uMTxB43v/46/DP6w1Hvb7uWpUpxIQgHaMpN5f/KG+TkxXAl9RbXTxqUzjD9oBB69kbDezs+JKKl2BZdh+mMAjCr1W/rSY6mA8mXwKN9o8HM0QrJSYdfr5ZPXO7Gie5xM4jPLx7t9Fwhwl8kNWT0NLkixUhm9To19QiTmY7Yw02u6z+WpiG02g9IRdgGTfI54pd0eiygEWPQ4ZDVTxw9J5kNODBOE+xUZT1cAUWJxPL9PYJkhrz2eKnF8GcNlM7G3HsSg07A272F9zsPDc5azm8RMU9bpXEVSg6qaUr14hUIhsLsawGu3cHwRI5Yqsjznot5oMx+YLMxvtDokM+W37O2DiwgHFxFOruM8xXM8pQu0Ol0Or2OyEgLZ5x4gSuf3w/GuUihU6hzcxDh5SCAqBDaXfIQ9NlwWA3qtmut4ht9uojxMCTUAWPQ53oh9qdYk7LV96NiDLgvfrqLEcuUhPeVHsDnnHWuRX0XS+F3j10A8Jy9RAKjUmritRr7bnOPgLj6TF6vZIH8Oe+wmdhd93D6nuY/nUCoVfLuKUqo22V8P4p6iXX7FktcxsSPxitObBKsLw2tCyGfjKZqd+Pi4hNE59IeFPq0HOLqMvZFQmP2aGYVRr2F/PchjJMtTLI9GreQp3idCRgkXhVF4HOY343jot/hfUW+0UdDf9E1Cu9NvkR9eRElmyrgcJnbXA3xaD+CwSd9Tgj7ry9+D/U8hzka0wmOYlYm+oNnqcHgV5alYJrzhxROwMb/gpNmcfRDs+i7FpszAUz4/vOkJ+W30qm1SEsWKURwdPbO8JT1f8BED++Ovj2x9v4hSIur2r4W/csTnXw2/76OTwa7Tz00p95YlPwnN7viF8ydveGr2vEcvT/AANmwe2i24KfQXrWyjht2sQ62Y/pbuuL1vcZ+JaoU93zAZEYGjZJLjZBK/ycSfQqG3KftBdEWRkGNcTC6I8GMwyNfn2Pgg0sh1+lwoYjHqsOjGn3/JZZ8YGzqKUqPJWSbNd8vji096QjUtki+yu+gf+75V4pgGcRlJ43KaZQdhbmNZTBIDEya9lisJ/WS702PpA5nDyWyZ89sEFqMWo0aNQhBmyr4exMlljIBn+DOs1iZvrpQKgb21AB6rieOL2JuBuEqp4OHFe3SSqfg0rK96uY9muY9kpua4j0KrUXE7Ut3uNLsz3web7Q7pQpn/9OYJlVr54RQvo2748z56iLO9MLsDgs2opyeKVBotyo0mXod5+oNGICV7qDfbqLRK1AM3Pa/DTGKCDtfvsrC/EUSv19ATe+wu+dle9A49hxRG3wMAg1bNd6tBisUqxwOG9K8VvHany8FVlHyl3iek9snrX2lCtX0UjU7nzWLJYuonKslpql+RzJSZ89mGvrcYcmA26SRlDsoZ1t1R7Kz40SqVHJ5H3zaOW8t+ci+JZpO6LQBbKz7Ox7x5hxfYaLzA6pRraHQznclVOLqMcXwZI1eo4XNb2NsIsr3qf2tp98Q+iV5b8/J1xEtYCpM6g9OQypepqHvUVCJbuyG2t4PYZAjyKI7OInzaHx4y0miUxOOFt/9fnHNRTlXG4j7l0JcN1TBLHMNHfEwBzg6eWNoMop6SZf93/GXxhyOi+64A5/m0JMGUQm2ErM5CQgFMavnd8I+uMNeZHLnG8GJ8VciwF5x801MATwMeogDZZg25cb9YpcJPkQjNTofvAwGWHcMTk+eZFIaB9p5OpWTf5+OXp9k1Rw/5Ai6LEZN2+DU7jbMtNoPoiSI/P0f4tOhD/3Jx+y0mHtOTq1lHkQQ++/BNv1KZTkIeknm0BrUkYeh2eyyExiuDyyGnbN55LF2cmTQZdGrm/A5ObuIcnke5vE2iQmBr0cv+ehCndfr71+n2MI0Q7riMz59KqWB/LYjTbOToPDbWwtta8b9Ff8bTpTcbmo9gdzP4loPeanc/TEYXg86xKvZDLMeOxEZDDg6XmWqzzW+3Ub6shmb3sgLShfHqbaJQxqCd3rpdD7uH9Jq5ch2UAvYPWIcFXVZuItIt/cdEnq2V9/fB7x6vkCoUAtvLPtYW3MTzJQ6vYyRyZe5jWW4iac7uEv1rfDnAxpznrZsyiMFpe4UgsL8SQKdU8vUyIuH/O7zudLo9Dq6i5Mo19tYC+JzjhNRrN72Zmc+Cp1ienfUAapUCt8Mkq3Echcv+Xp3d3wzxHC/It60/wD+8DjObC15Or+LkB4bVdBrV24AiQGLCQJ1ep5aMtZTiQSfnUfY25O2HtFNIUCJd4vAiyul1nHK1Qdhnw2zSEgzb3zxPp+HPibpUqRTsfQpRp8vhVZQecHQb5/AhQabdxL/oYHcvzNqqb+JrODqPsrb+ft4HfPa341lf9pB8zFL5oD9qPl/Fu+gaq/T+Oa+z3elgsX/8XveXQlcU/iJfv2f8oYioQaXmJJuk/QGj+Ur7vUX2T2YkoX2Mf3BqQcF3zjA/xaOSk/UAv6Si/BCStyXa9/pJVIcX4odigU++yQS22e3yayzGbS7HisPBd4EAGqWScqvFlr//WKdeT8hk5WBCdKdcO+w2m8NvM2MY0Frlqh/3T3zFQTSBw24kYDcTtoxXbUfR7HSxD3juaVRKHiWmiaUQz5Vpil3pNqzEGV6f4C+ZzJVZn8FD1GzU4nGauXlKUyw38L2Qikarw/ltksPzKLl8jXmvnc8bIZZCTlk+df2Q4tMLQXHbTWOm3WpVn4DajXoOz6OkZVrlhZH8+Vn9Bl8R9ts5fxy+sX2UjMq1ITPZ8kzt008rfk6j78fw222E/eUAsxS8XBYjzxJJUJlyjfUpx68QBMm2YyJXxmzWT5SADMJrn1xB/XYdZXul3wEZrLg5LHo+b4SwWQ2c3Ce4fEojirC95COaKZIv19mc75+XlXqLw5sol49JrHotn1cCrARdb/dk1cubtR52E3ZbOXypdEpBTrrU7fY4vI6RLtbYXQvgc76/rrBEF2YSjHoNtWab7z7NU2u0cTlMWEx9bfKkTV8qW8Fh1bO26OHgPCK7eQTozmCOrlIq+LwRolCscSFB4DaXfUM2bNlCdWhNGsT6glcy/lbOpP38Msa8jO2SZopOeBCiCA6bkcd4jvtYlv2NkORmZBSj3tDTsLnux+4x8fUq+la9Hk1te04V+XoT4yyWpqUXWN70sbsXJhxyDH2uvZ7IYzxPIGgDwPLynm6v+3m4SNCcUh2Xw9VFnJ0fFoa+J6VHlYJSpWBrP0x4zsHDeZxs8s/vIP2bhIjwd/um3zuUgoI9lx+VQkGv16Pe7VBsNcjUq9RlKqTFl2n6P3nD/MPMJBTq7eGLw6MzYlEa+DUxvdL4LRtjw+WSzIwvy+gWp2VdD+Im12+/2nQ69n0+6u02S3YblUab2+xku5FJ06RXmSwbbjePmTxGrYbbD1pLCfTtliz6fqtaq1Kht6kxdJSs+Z08pgs0J7S7TqMp9hf8HD3EWfTYub2ZfVgkV67T0ndZCbmGKlJ3sRwKpUCv23/dDquBmwlZzcDU7ZnDoseg1/IQfX9/3E6TZDv8KZ5/i/yzmHTMBx2Iosh9LEtloAUfTRQw6jV4HCYyLxUjtUrJzrKPp2j+bbBBDqsL7iEXAICr+9Rb9vs0GHRqWmKXpoQZ+CAZnearGZWpIiWzFfY3g3ydkBhkNem4yxfGvv/tLsbOvI/r59TERK+Qy0pGRgLy7TbKStA1NLk/iN0lP4c30pPtj8k8ayEXD5HsRM9dtVLBrUw1dBB3iRx+l5mHeI61OTdqjZLzxxTZEeskpUIgU3p/PSe3MTw2E6mBqm++Uif/8p66bSbCXhsGnYbtea9sotIgGq3JJKDb7XF0HetPlK/6yRRqZDIVDHoNVpMOg16DTqtG9ZJo1euJtNodGq8ODaW+T2+v16PRaJOQ0H5q1Eq0GhUatRK1WoVa1ZcwmExa5gyOmap+nSmOHSthF81GW3JKH/qbtluJdcHnsQxVTQHmA3aOZSzk5Mhyu9Oj/jJNPurBOU1q8QqjXsNi2MnhZZS5gJ1Gq8O3ywgLAQeIIo8x+a6TXATxKEJ+G1qzlpOH8XNHIRGd/Ip2p8flQJKZ1WNk3mNDIUIsWiCXr2I0arFY9YiiyO5mkPODpz+rgjmIs4s4oSU3kZfc+WlpTVabgbllN0/XSc5+ffjX+tt/x785/KGIaK3TIl2v8FQZX8ysGh1OnQGzWotWqURAoNXrUm238OpM/MvY9HiwQWQGYkE3rG5SlRrX5dkqdO1ej1S7jNtgIF17r1JtOt1cyGTJX2YzrLtcXGVmb3kVGg1+jkbZ9/mYt9v5bYZ2/LSd8UU6zbbXjVGtJVutoRIEbAY9Fp0Wg0aNVqnq++bRr0I0212qrRalRpNivUG+Vidf6y/caqWCdaeLnqDmKp5FpVCw6LFjNxroiSLpUpVobvizfMoXMOk0WLSzZSoPolJv8dAusLXoe7sJV+pN1kPut9jOeZ99qhbp4i6J22GSrDy6HSYUCmEo2xqGhxTkUKo03vRtSqWC1bAbk1FLKlcmmiqyvxlEEAS0GiVbi34eIzkOzmaTWKgkghuarQ6by0EOZrCGWVhwcXITl/35LGQ04LYQnTB8c/+cxaBTy+oDwwEHB8/Sx3DymGAt6CaWKlCVGcqYVBUT6cfealTKMe2fXqPmOTVZOnIVybCz6OP8LiF789yc93I84T18Ra8nsjTn4i6e43JChOr2kn/Iy7TV6eF1mIeI6CDShQrpQoXv1kLo1SoEpnesp2k1X9HtiZzdJ9lb9NNudIgkCrIWYFLQKJUcnUdYCDl5GLFlare7kpGXu5tBmvUWtXKdvfUgqVyZuIz2uS4zRGM2alkKOjm6jE18MzYWvXw7HyeX2hFJh0IQUKCQbMEDE+2e0tkKGys+Lh6SQ5rOWfSti2EnlVrzzfdz0G3hIZZDoRDY3wxxfpuQ3UxOgsWsY37BxfFNjG5OxvrrA/qHYqXBUeWdzAYXHHisRvRqFZpGj59/vp75uSah0+7SFEV0ejWNelu2IhpacGGx6rk6eub4p9/3pHzv7/ZNv290RZFWr4tDayDXHG5DFlsNiq1xnYlHb+SqkEGtVOA1mLFpdeiVahSCgna3S7ndJNuojek9E/UKWpWKXbufb8m4bAtLDtlGnVWbk0Kz8VZF0Uwx19dqPjboAvCnYIifoxF+9IfQaFV8ctplfT8B2lN8ShWCgFatwqzTsOCw8ZQtkK3UyM7on/gKlULBltvD8VOCsK3fyuv0etyn8twPmNqbdRpCThtGrZp6q0MkV2Q15KZc+Jhm6BWtTpezSIq91QCH1/2b+OD0a34GixoRCHltY0Q04Lb2h2kkCGom/7HJ8m63x82A4brXaUaFAqNBi0Gtka3cSMHntnAhE8VYKE2XV+xtB/l2OZ2sTiOjXudkIlqsNPi8GeK36/HXtrXokyWhr7iKplnw2FFXGmOWTEqFwH18cgU/mi3y/XKI30Yqj1vzHr7O4KN5cp/g82qAA5n3qjUlWtJuMbDod3AdSfP/O3mYaN2kVAikJEIZjm/jLIec3ErYmr2iUKlzG82yFnaTLVfJFuXP+dKMCV4euwmTWs238whWkw6HzfCWBz8Ni0HHW2Z7t9dDqVRMTW2aC9g5vojicVlod3ocn0UQFALbKz5qzfaYx2hdYqhtdy3AUzTH0YW8TzH0K43Xj9Ibglpz+Hl3N949Q6UwjfBd3CTY2wlzMEB6J21iBQH2NkIcX0WHulmjbfJeT+TbRQSvw4zdrOdyZBhTzm1BqRLY2QxyFclwMOUamCSNmIZoukiz1SHoMNOr99BqlNgdJswWHVqdGoVCQbfXo1FvUy7VyeeqkpsTKSQTRbZ3Qpz/cv/W+QIQFAJr20Fa9Rb3F7Ols/0dfx38oYgoQKJeZsXipN5tzzQ1P2+2k6pVaYs9ItUikar0IIhWpcRjMGHV6DCoNCgFAbNSy3OlTNBkodBsUGo1Z7IsecV1IcsPgSC/PscJmS0cJye3yo5TSeZtNh4L0z0k1QoFuz4fP0X7C9pzpUimWiNTrfEl7OcunaMoIQOYNAm6F/BRaNT5Go3zQyhIrtFgO+jlJDqbIP4VCkFg1+fl4KF/8T8XioTtFmL5cZJSbrQ4jw4vmiIiPrsZi05Hp9ulVG2QyJVnzpDuiSLf7uNvKUyvfpV+l4XH2Gxyg9toFrVK+VbhmPPbKVbqFMvSN+5YuijZdpsFDpuBoMdKOlehWmthMmiZDzq4ukvKVnoG4XWaZafkH6I5wn47zwnpit9i2DlTFe8Vk8joJLusV5zfJrCbDeQHkqyMOs3M/rsPqTwBhwW1Sjk0mLToc3AzgZy94tt9lLDHxvNLCpTLYhwyjJ/6+JsYXzZCY8k1foeZq2dpMhPyWHFajZzdJ4aSi+Z9dtnq8s6ynwMZqYDYExEEJCelFQqByMuw29VzGotRx/aiT/Y1lutNNAPnuRQ+Lfp4eM6Sqfc/o2KlwUrYTaFUY5b9uX6AcD/H8rJG9oPQaFSIIiTTJeaDDh6jOcSeyPmLIfzqohulSvmm9SwPXHcBtxWTTsPxFAL6irUFj2Q1FCA6ICVwWA1cT5EJSFUjR3F8FmFt0SPp3DEIm1mP123hQEIGoJJp5ydzZZK5MrtrAR5jOUovQ0ANiXVkY9VHvt6YaRMGzLz+SuHzaoDbmxQdk4Gj0yhLYQf3NymSckuPADarAavNgN6oRa1RAgLtVodatUmhUBtybjg9ibD9ZY5iJI/RpGVp3UfsIcPlt491Qv/aeI34/MeGP+QrvillWbM5Uc7QDp11ur7Z6/JcKXJbzCII/eGgQqvJWTbFQ6lAodkAUcSp07NgtrHj9PDFE+BPvhB/8oX5wRtk1+VlxebEazC9Zdz/koryYziI32ie2tgQGc7ZloNDr2fRbue32PtCGyuXCVv7lcevsTiCSsFecNyjsiGRH77t87DidnAYT/CY7y+81XaLYqPBUSLJdwtBSZ9POXwJBt5I6Cv8ztlscBZddm6eM/yruydKtQZHt3EeEnma7Q5um5GNOQ9fVoN8XgmwGnRhM8pPNP96E+XzRohkvkzAYx0auJiGYqXO+mJ/wGUp7CJbqMqSUOiTgtAHfSfDPjuf1gKUyg2+nUdw2Axc3Ccx6DUcnkcRFAr2N0Nj9k6DMBm0XE4x3XbKWK2YTVqK9caHKx1SA0wGnXRU5SgarQ4LnuH3aWXBTUYiYlUOsVyJHiKhgVx46wTvzEF0eyJqteLNTijkssrGb8rh63WUz+vDFmUBp3WMGK6F3WwueomkixzejFupyU3yK5UK4jKpVdDXPX9akh6IDLltQ9WvUrXB6V2Cz6vS17BIX5srBbVSweflAKdX8TGd8c1zmt1taY/IQSwEHFzcDpO385s4ngnX4vaqf8gs3y7hPnF7n+bqOsGcx8ruWoBWq4Neq+bLRoh0pixb4RyFySBt5faKSq2J190/1oDbOlXKMNHL8wW9nkgqVXrzCJXSNa4telAo4VIiJQlAIUxej4+uY4jAp7X+eTJYMQ74rKyuezl9ShKTGO6Twyxa81F47EY2gy6OjyPU6i0MGhU9EUrNNjoJa703iFAs1Hh6yHB5GuXk2xMn3x65PI3y/JChXKihUSnwei2srHrZ+RRCZ9Ixv+yi2+pw/NPd72YA6e+Yjj9cRfQVh9k4P7rD/JyS31lrFEqu87MNvKgFBZ/dAW6KOX6KP7NocY7pKXv0W+7ZxmzT5CaVGptW3880F2HBauOhWJj4mINUAo/RSKoqrWNctNuptdpcZcdv+j6Liedif2HJ1+vk63X2Qz6ec0VyL7rNxsAQ1prbiVIhcJocX4jzA/nvvzxHWXLaabW6xAqTL+4fwkF+ux3fYRca01uAYYeVQrH+5h0ZqZSY99p5TOYRRUgXqqQlJlUtBm2/dajXolAINJodsqUqqXyF326i7K8G0KAgHv9YbGa91WZ9wcNjPD+Ufy6HacbVr1hbcCMIApf3qbdKpcmg5fKl2tJstRGEvh/lawtvbcGNWqXk/DYxpE9bXXDzbUp16fYp8xJXOHA+C/285wuZG900jFZGF4JOTiUGHKRwfBMj4LYQy5RYDbv5+hjlQx5NQKZUxWLQshRwchfL9q2WZsRtIsd3K0Fy5RqHd7NVzUbx7TbK7kqAo5v+IM/9CwlXKhVsL3opVZtcTdB/Qj+OUwo7Sz7ZaugrYpkiWrVqrOXqsBh4kqh+f7uKMu+10+71iGWGrwOTXjs2Ae53mtEpVBOjJw8uo6wtebi6kydyRgm3gWari81qICXhoapWK8cCFJ5jedkKcCReIBIvEPDa8PjM/PYBSQvA6rxbthr6CrfDhMNiGIrrlIOUREAKxXKdpQUXxXKDzkA7WakQ+LQR5PA8MrFwMYWHAv1NyNF1jI1FD4VSnQYKFpfcHN3E6Up0p6ahXJtdLiUgsr8W5PoySS7+/jmXcv0NZypd5tNWkLOvf37Fst3ukkoUSSWKWG0GLCYtYqWFzWfF6TBxfRKh9WdO5P+1IPL7t1r6S+APS0QBfk4/8yfvHD8lnyV/vmZzcZKdfKMVgC/uILFKiZ+T/QXpO0+QX5P9G8Gi1c79FPIoh0qnzabDy7+KPLNgtPNQKrBst+M0GLnOZshLkLNOr8e8wypJRPd8Pq6y2bGJ/ldIaWQP4gmsOh2fQ36+ReLU2m0WnXZMWg3Hcfn3Jlkuo1Io3sj4XTaPQa3m81yAb0/SN0k5Egpwm8liNegoyixmfquJRq099PNKs4VGpcTnMJOYUCEq1ZqUauNtYY1aic9upktfjC90RAIv6Tai+B4H1+uJiKJIr9f/6vZ6/f92eugNGtYXPDwl8uQnaO2AsTSdQSgVAlsrforlOlcS0YiDN8THWJ5Pa8P55K+PcdmNhP127p6zlKuNt4n8icdVbbKz5n8bdIB+zvfXy4/dtEcxSEZnnfwF6HVFnCYD2WKNYqeJ+EES+opSrUm70+PzSoDDmxhatRK1UolarUSpVKBWKlApFSiVCpSK1y+hr0dT9iuqBq2adqdLq92j2e5Qb7apN1vDpF0CoginT0k2F7woBYH7aJbP60EiqQJHt7NJHR7jubGIV5VS8SYlmYRMocp36+N610ns5TGZR6dRsffyfr1i1Jpqd9HP3VOa5JSbeE8USRTK2K168hIG93N+m2wk5NVdkp31ACcj5vTbq/6xtn22UGV53s3thCqn22Xi+DTK7lp/czALzEbtTBsxtVpJMjWbdKTd6U2VOrzi7iHD3naI2ssm12U3YjXrhvSjcvjIsPltJMuntQDasIp4ujhVnyuHSq2JWinQ7U7+4z6nGatGw/HR8OvQadVEHt8LKMdnUTY2/Vyf/+vpN91eC4puj8h9hrmAjefbLPHnPGaLjvW9MNG7NDkJz9e/4/eDPzQRBfgp+cQXd5Cv6fHFx6Ca7P237/STb9b5LfVOntSCgkj5/UbgMZj+LCIqIPCjJ8TP8f7FaH4xLb8t5Lkt5FErFOx5fQiCwGkySXvAl/Q4ncSm0w1VEf8UCvFzZPIu+SqXxarTDUV6AhQbDb7G43wO+dAKSn5+jE4tQPUAn9lIrPh+AdfabX6Lxvgy5+cqnqE2QIh/mAvx2438AtoVYcnn4JtEBcptNiK2ISvRns1V62is/YpErvSxgalWu0u92caq1RKJFdArlFzcp2ZeiDVqJa32u6Z0zm/HaTNSrDS4f86MfRbPiTxKhTA0VGDQqVlb9PAcL0hmjUPfpulhRN+YzJaHNKqvyOSrZPJV1Col/2R/gWqthU6jIpYqTkxXGRyiWFl0czjBRmkadFo1TpsRs0H7Zt2j0qnY2wi+nFYCgiD2CebLQb0S//5X/9//ZHeedL2Ox2FGIQhD3oOi2NcKd3siPVGk0+3R7fXodHu0u11anS7tTpd2t4tCraCnFqiLXerdLszQad9b8FNqtTiNSlTzBFDpFBi0anQaNVq16p3kKhUohD6hFQQBpSBgUWuIpYt8m1Fr94puT2TF5+Dy6f0Ydpb9fJvxszm9T+C0GMgOXBfTrpFGq8PhdYzdZT+3sSzVRgv1i4ZTo1KwPe+bWAUdRaFcZ23eTaFUHzv/LFPkEs+x/JCu2m41vHUFRmGaELepVil4jObodHucXkT5sh3i6wzDdytz06uhm0tetColfpeZzIxRt3qdmnZlNrnH4WmEH78ssrXi4ymeJzNjUMAsmeqC0E+PSuYqfD2PsL8R5CGeJ+Sz4baZeIzlPrSmiiJYzXrZITUFsLca5OoyTqY13n2aC9q5yw6vgcl8FZNZR2WC7GkSwnNOyrkKxZfIUNVAsl251ODo6xMKpcDGdwvUy3Uer/68DtC/Tfze4zj/EvjDE1EEOM7G2bC5uSgM75ijFenKwrbdQ7vX4yAzvhP77A4Omd4/VQofPiSdUsWmzf1GQgE0I/qsdq/HYapfLbBqtaw5XBQada5zOeqdDrt+Hz8/R9+HkiIz7JIRWXY6+BqVJjxKpZJ4pYLTpCc7g1m9Xa8fIqKv+BqNE7Ca8SnN3KVzfB8OTiShr2hJBBE4jHq0KIkV5atAiWKFeacNU7tDZUadkkqpYG/Rz8VNgrNUhfWwm9PbBDurAc6u4zMNnRn1Glrt9/dpyBPU2PcERRR5iOUoV5s0Wx0WAw4eIjmcNgNzfgeXDykOpniAbi57+/YyA0hly+xvhGSrI+1Ol3qj/UYaTAYtIZ8Vva7vGxqJ54f0bNcPKdwOE51ul3ShMtFP1mTQ4rAaMBm0b2bbrU6XaqNFtlClXGsSGdCWfd4MUShVuXiarFUdhE6jwt5sUBPbH9KHjuLLcpBfriMseR3cJWcbRDNq1TynCxQqdeY9dh4lrJs63Z5spf0VWrWKFZ+TTrtHrddlZy1At9Pl+ilNZ0pF9e1YBnRyapWSyMsQ1SxotDqsz3neiKhGrSQ6o+bv6DaO12HG5zCjUAj4nRa0guJDJPQVV49pvmyHODh5P1fDPjvnU1rZxXKd3c0gRy/XR9hv50jm798/Z2Wn7bdW/W8WZaIIByeR/vG8pAFJwWrSc34rXa0VBNha8lGttri8SrK57OX8JsHaUr/FPS0ZSqdVvw0JTYPPbUHs9tCqVRh06rEwCzl0prifrM17aHW6HA9EkJYq/eeOJItEkkUUAmwseVEplVw9JKdO/AMYjVpJIhpwWzAqVBwfS3cnoX/djSJfqLG94efiQP5xclhZ8xK7T1Ovva9zKomI5V5X5PylOju35sNk0nJ9FJnZW/XfJkQRun+3b/pjoi32iNdLhExWIi8eoyGjhcgIEV2xONEpVZzkZHbdKg2XI5rSeLXMms3FVWG2napTZ8Ch1nOQGl7kJnmwFZtNfon3F9I5qxW/yUyqWsFvMmHWaoeGkqahJ8jfANOVKo+FIj6ziYDKLEkyBzGYsjSKWLHfuv9n60vczTCtDH3DfK1K+WZqb9Fpsai1PKULUx/7mC2w6nXSiRWnTm+uhVw0ym0OTt9vjK/pIyfXMXbXAhxfxabmM+t1mjEz61eUqo23CqdCEFgKu7CadBi1aswGHee3Cb4VppNzQei3HqVw95zBoNfI+jUO6lYrtSYXA1o9AQj5bDhtRkREMrkqPreFYqNBOl9hMejEqNegVisRxb69S7nWJFusUm60KM+odfO7LBzexeh0e6zOubmeoot8xfq8h2+PcRa8dirqFg0Ze5lJ+G7lXQpiN+lhxmLHRtDz9ji9/mPpU68w6TX4bWbOHpN8XgpQb7Y5uusTL7NBy5bfSaPR5uY5PdG0uzhgQ7Wz5Jto+C+Fw9sYi34H9/EcYbedWxnDfimk8xX0Ght2sw6x1SVfrE083ybh4CrK6qKH65fBOZtRS3SG9vHReZSVBTftdpfjCVXMUqXB+rL3zQbqFQqFQEzCMeLgNML2WoCL56SkzGIx5Bjz11UIAlvLPsqlBueX4yT16i6FVqNifzPI0WVM9nPVzqAVdztM+N0WTi9jaJQKHlOFl7/vpSOKXD8kJ0pW5IIdwj47Rr2GC4kBrLtIZqiz1BPh4uXzMuk1bC75qFSbE0MZDCPXi1KA/dUg5xcxUq3JxK4iY8l3ehFn51OI8+PZpUKbO0FuTqJjQQaKKRKhp/v+a7O7TITnXTxexSnl//yN8N/xbwZ/E0QU+vpIo0qDXasn36wTGCCicyYrTp2Bb+nJO/Rth49/SIzvzOx6HRSmH8OixU692eamMF6Zacw4vf9UKvJUKrLt9rBkNfEgkTQzCZe5DGqFYsz3dNPj5jzVJwmJcgWHXs+C085DdrrGUA5zdis/PUVwqHTYjXrmnDZUCoFEsUJUQgzfaHfY83s5eU5i1KrxGIwzV7EArpNZtsMebh8ykpPedpOeeZdtSFv5ikGvvqOrGPvr043edVMyoF/RE0XuIxn2NkLU2x1iqeLMk+jrS96xqeJXlKoN9jflrW7koj6hLxWMJApEEgWg3/bUahToBTX5SIP8jP6R02Cx6oi+DLCJHxCuvVqLPSTz7Cz6OIokPhIXznfLw3rk4oyvZ95t5+D+/fw4i6TYCru5kLFekoLdpMei173ZRY3qnsu1JgcvRvQ2i55Fn4NqtdFP/Bp5kY+JPFq1ClEUeZpiqi8J8T3S02rSTvxVk15L2GPFoO2TzedEnqdoHotGy+1z5m2DZzJpcVoMGA3avtep2M/jrlSb5Eq1IaukV/REkVSpgs2ix6jXcDbDYA/029hqtRKVQjF1Y6hRj1e7ttb8ktc7wOlVjNUFD5FccWji22HRD6U1KRUCW8t+8rkqZxJ+k4OH1Wx1ODiLEA7YUSkV3EfG169JkZ0Oq6EfpXsVJ5PpFwIUL92ynihy/lLBDHituJ1mLh9T1CW0uu0R9xOX3UjAbeP4ZVpeDmG/XbIdX6m3OHzZWPvdVnwuC8+JHJn88CZZrX4noiGPDa0ocHg0vZqp0Sh5fpAnuA/xPHaHcWrYCMCnvTCnXx8l1xvljO4u+WyVfLaKWqNk6/tFLA7jTI/7y0Og92dq5v/I+JshogCxWolVq4t6p02t3carNxE2WfmWjvFUntyy8uiMHMgQ1buS/NTmK3adPm5zOWoy3qaF5mw3SrVCwWdfgJ/jEXReFXelHHtBH4VqYyZ/0Wq7zY7by9nIJLxmJHknV6/T6nZZ8zi5SklXNCdZX1l0WuqtNpVmi5DVQjRfIv/8Xt1xmY2EHBYUCMTyJRKll9hKjRKdSknIYuU6Nnv15hWnsRSfl/uDN6+fh0IQ2F8OcHOXkr0pKUasvg4uo3zeDE3UiGlmJKI2ix6v08LBeQS3w4TNqqdQqk1sf7+iO6WFe34bx2E1kBsZlDIZtWM3CTnsrge4e84SS5V5SOb4vBni9C4x0VN2Fmwt+Th5fK8c3UYybC15OXuYXJqc89qHNiAn9wm+Xwvxy/1sFZH9RT+/3Q1vIu6SWSx6LaX65NamWqkY+1wanc7U6/sVXpsJBQJPyXfSGM0W+/GWEk9QqNT5dvMSwekwEfbYKBRqPLyY73e6PZaCTgw6zcza0FFcRzLsLPuGpq8FAQIuK26rCUSRbKFKNF3kcmTC3ecwcXqb4PP6e6hBpd6aKIHRGzS4XqQb/c2aQKfTpVprYjHqULah1+piNGjRaVWo1CoUQl8T2+n0dduVWpNSuUGt2UajUVEs1tnfCnF9n5K1Cbp9TL/otl/O2wndhLf35iFF2G9Hq1a9EbC5QL8aqlQq2Fn2k0qXOD2X7zpJnRfPsXx/3dkMcnGXHPLpVKvHyZDFpGMp7OTiOsHRyMZSIZEVH0sWiSWLGHRq9teDJEdSpV5tokwGLavzbk5v4mQK0ztnUqR2FPFMiXimhEDfY1WnUXH1kKLR6qBUCSgVAnsrAc7PYjMNZQHMBR08HMtvTiqVJoEV71Qiurs/x/Ev97I/l3ovJ6Hd6iIK0Gz+/tr0/5jwN0VEAa6LGf5d7zydrshlI0OyNpvAfM5s55ea9I0gXa+yafdwnpOumvzJE+a3RJTuhDtZuj6dNCza7PQQ+elFW6oUFIjAQTKBQhD4HPKTKleJTtBTAhhHWkNek4mTxDg5qLRaPJSK7AS8nEikMRXq0uRZAOZtNk5epu4vUhm+XwjwbaDSlKlUyVTeX7PXaiJgs6AUFHy/ECKaKeG3m2l3uzTbXVrtzsQc+kF8e47z/UtFc8nvgLbI4elkEjNKRAG+XUQmklHVDLvrjUUviUyJy/skDpuBdK5COlfh88Z00+75oGOq32Gz1WV90T5GRP0uC9fVyY912gy4HeY3/anV3PdcPTyPEPbbafV6xGWy4adBo1aSKo+f09Vacyqpc9gMY5X+r1cRPq8G+PYw+Wa6Pefl+HG8bdoTYcHr4OhB/mb3eSnAt9vx579L5dlf8HN0P7mKF3ZbqdVaY1ZRzXaXoLNvRzUJ6WKVdLH/nvk9FgJOC6lcGbNBO5MHK4BC4CWLXYlKqUSlFFAqFYg9EY1WwXdrIer1FpFUgXiiSDwxefMadNtIZirEs6WZIkGhT4KeU9LP+3k1SDJXJJEtg4Q90yg2l70cnkdYCbs5OI1gMmj7hPQhRbU2TEhr9Tbbq/43G6WtFT+nM4QxPMfzuB2ml2S0NlePafbXg8TjRY5nitCVfld6osjBWQSX3chiyMn5S2djMG7XaNCwuuDh6iYhu0ZJrU2vqDXaHJ5FEIT+WiMoBS7ukrS7PfY3QtxGMnz7gK735iXkYJZELZG+/hdAr1WxuxbEpNcwZ7dyNEMVdBBm3QTP0Bdc3STZ+zzHybensZ8plAJbW8GJJBSAGbzF347Jqic07+T82xOBOefMj/tLQuQfp0b0b+IVWzU6PrsC/OAO49ObOc2naYs9OuJsxGbeZONravIN0KQdv5AUCPzJE+bneGQiCQWodzrYddLm64IAPwZDPJdLQz6jg9dUTxT5mogRr5X4LuTHbzbJ/q3H0vBNYt5ulT2+RqfDWSbNftg/9rNEuSzZJPghHHwjoa+4ymWxG+TN5ZOlCt+eYkQKJYqNJpFMkXiuTKZYo1xr0mx3EQCtSoVFp8VlNhCwW5h32VjxOVkPuNkOe9md97G/EKCnhP/C5xVS8SKP0entfbkYvVcyKoVJGdAqpYL9jSAX90kKL8Qk4Ho3WD+4iLCx5J14TGbj5FbqK06uomOm9kbD5MfurgepNztvyTMwnIP9HM9TKlTZXZU2Rp+G7RW/ZATlU6LAp6Xxc+kVWrWKy7h0Jfz8PsG63yX72NWAi5t4RvZcnnRDtxp03E4ge4lSZWJow7LfSbHckPUrdVo+1tqL58r8dh0lmitjNOoIemws+B2EPDb8Tgsee98pwmLUYdCp0aiUL1XXPvGt1FsUKnUyxRrJXAWdSk2vI/LtPMLFQ4pKbbrOUwAiyUL/9WfKbC6NB2B8BJ9X+/GX087NV/jcFp7jfY9g3csgS6XW5OA0gtjrW4yNXiODFouVKdXvQeQKVcwaDZ+W/RhVKo5OoxOlLR9BJl/l/CbB9ooPu1WPQimg06rY3wqh6MHhyfPESqQwQxVPFOHyLsnFdYLvNsOshFwcXkYlZRKT0OuJLAQdH3oMQL3Zodpo0Wi0MRqnk8pRVEuzHefFXQqPb3it02hVrK74OJ3Bc3RWHrq+E0SpELg4/PiQ1N/xbx5/SCKqFhRs2738yTPHstlJqdnkWzrOL6kIiVqFnijyWzrKd57gTM9n1einEsnrQmYoycmoUvPJ4R2ajJ8Gl3E8IcRvMrPudPNTLEJbYqp8FF1R5NdEjHSzyvfhAB7j+A0wUa0wb7cBoFUquUxPboF3ej2+xeN8Pz/8frW6PVym4ef/5Pfy69P4DrzUaBL22aYev8dk5CiaYGvJO0YcXodmSvUmmVKNWK7EY7rATTzLZTTN6VOSo4cEB/cxhB5kc1X0Wg17M5CpSQvUt4sI+5vj54pcm8fnshDy2cY0poOxeyL9fGWnTZqguB2mmXV0PRFsVv3I96TPV7fDxPqih6PL6NjQyWh2c73Z4eQiyv5K4I0IzAKvw8zxvfzGLZ2ryJL4jQUPVZlBqHanRypTwW8b32TNu23E86WJVfOndF72c17yOia27ROFsiyB3gx7iKWLE31iR7O/Z4HZoGUl7KJYa5Ap1yhWGv1KZrZEKl8hV6pRqjaoNdq0Ol3Zz/zLapCvlxEiqcJMVfxXrITcQ+bx7T9jYOwVryQUZgt20OvUKJXCG2Ee1fbV6i0OTiN0Oz32t8KYjX0rqJv7VN8SbckruwFVKhWE/XZ2N4LsbwRZDjpRo6CUr1HK1bEadGwu+2YmLbOmOp9ex1EAdosBvVrF4cnzTFPws7aTrWY9O2t+vh4/cXodZ95nZyUsv3GTw6zt9EGszbuJxnJ0eiIX8Qzrq7NvWtQqJZEJ+tBBNJsd9Fb923tiMukI+q1cncx4n53yVuqNGrY/z3F1HKE4gx71r4Euir/I1+8Zv++jG4FRrWHH7kMpKDnNpfgp+cxtKTfWOHldsH9NRfnBOzmGbsPu5jAzPRGm0Gyw5XQD4NUb8erMHKU/5klm0gzvJL/zByi2GpxnpVuskyyG2r0ev8Sj5Dt1fggHcY5UI70vFdNPPq9k5vwoRODnaJQfFobfL+dAhGbAYuIxm5dt332LxtkKeWR+2odK6N+wD57jfFrxf6ST8ob1gIuT8yj5So1cqcbhdYzFgIOloHx7RZiyQh1cRNnbmL5x+bQWoFiu8SBxExydsC9VG9is+reJ/UEEPbYPmVKf3SRYnnu/6ZQkKnN7G0GqtaZs5GdLhmgcXUZxmvSEvbaZjsXhMMpO7QIksmV2l6VJXbk5+Vws1RpoRCWmgVaez26m3Gi+JW7JIVepM+8ej1ld8TmHBpTkcB3PYhxpIe4u+LiJZKY6NdRbH0twCbisGPUaLp/TVOstYpkSer0au1m+qyCF3SX/25BJulBlR+Z9l8Kokf31c4Z5/8diaqGfI344IENRzUDKl8IuooOyAZnLs9Zoc3D6TKfTZX8rhE6rZnne/Ra0oVQqmPPb2dsIsr8RYinoRCUKRCN5Tk6jHJ1GuX/K0mp38XutXN4kSKZLXFzFCXms7Kz5Ja/Pj8Ji0vF5I0S70SWfrWDSa1mf0hF5xaRK/is+rQcQeyKnl/3Nq0ql5DGW4/Yxzc6SD7dDvkM2ipun9NhnPwmbS14enrI0X6bi290el8ksqyuzvb5w0E5LIuteDnePGbY+z+FwmrCYNDxcz24LN2nTsLzhw2jQ/mulOf0dfxn8oYgoiJzkklMn0AfNfn9JRfhxAhmdYsc2BK1KxYrVSbcL98WPT7i+tv7sOh17Ph+/JmJUZVKSgCGTezm0ul1+jkeo9Fr8GA5i1/UrB/lmX1OYqX3MmuKnSGSoMmp8Ic86lRKtUkW5OZkMpBs1dBNuRNWBqtTXpxj7K7NVrV/hsZrIxMr0uiLRTPGtAnQfy3Efy7K74scpkU09yyDi0WX0LZsZGLJnMejUfFrt2z7VJRZVvVZFRCJa8eY5w6cRgtvPh58tDnMY/eNRKgSiyfebuMdpZm3Bw+FFdGIW9iSfwHiqSCpVYn9t8uexseidKcrzKZ7rT1wPIOSxcZOYLqOIZIrM220oBQGHqU/McpXpvrcArpEWuULo3zhnqWoV6w02wu8bqc/LQU7uEzM5IKQKsye3bMx5KFbrb3nyr5Gb0UwJg16DzTQbGV0Pu7l8SA1tWKOZ4kzESqdRSeqTLcbJJvSj6FdCRzokU4jV/lZoLC5zmqdjvdG3Y2u1OtitBsx6DYsBBypRIBLJc3wa5eg0wsNTdqzyD+B2mji7itFsdViZ7xcUIrECp+cx3DYjuxtB1BIelDDZPN5lN/J5I0Sn0eHwNEKl2qTeaBONF7i6SbKx5CXgtco+Hia/XS67kc0lLycXMcoD3qQq5fuDTm/ilIo1Pq8H0c9QjW53eiyFZquk7qz4ub5LjlVR250uN+kcK0uTCw8wPdhgFIIAHUFged2LUqX6UPqv1Cel0ar49N0C9xcJsqnfd/68iEBP/Mt8/Z7xhyKi1U6bP3nDU39vtJL4cyrCn3zjj9t3+bkqTG8ZWDRa9lw+9GoVQbOZZaedP4WC/CkY5IdAkM8+PztuD2sOJ2GLBadej05iURMR2fV4QSFwkJx+M59mWjyIRqfDT/EIdTr8GA6SqFb4EvR/2P4J+pXRz3OBlzjE/gm85fXwkJv+XIlyha156baNAERyw/rVX5+ifFmdXLV+hU6twiyq3oT23Z5IwP2+yIsiHN3EqTXafFkPoRlolc9yGYrA6U2M7ZV+VemVgCwGnZiNOo6v5atqYb9Ddkp+VC+6Ou+WJLPTcPucZXPFh89tfbsx7G0EKVUaXEn4Bo6i3elOfB/anS5H5xE+LfmGjNZfoVYpyc+4scmV6mwvDldM3B+wSLl4SvGn5TAOs4HEB0jeqJXS58WgpGG9HI6e4zgtBr5bCXJwHZ25LZsp1bDMoI38vBbkKpp+q+567aahCfVIpoTJqMVmmnzznvfaiSaLY84HqXyFnZXpVdG1Oc/b5PUgzu+TOKyzEeHBdvwgJvmmri/1h5NGIXUsco//T3++oVCo8/ickySdUvC5LW8hA9URXWUyXeb4NIJFr2F/MziTTCXotbK7GqCYr3N4Ghmami8NpARd3iRJJkvsbYYwy3ymgoSMRRBgbzNErdaStHdTjbigtNpdDs4j6NVq9lYDCNPGzmY4r3dXA5xfx4ciPQfXj1a7y32uwPKie+LzNCqz6UMFATa2AvjnHYgKCVHtkAABAABJREFUqLe6PMULWH02tn5YZH03jN4w+bMZtXSaX/bgcJo4+fV+pjSq3wP+Mbbm/3BT879knthz+jnMyhO5nsRV9lPymT/5wvz04hOqRCBTk66yWDRaFi12dCoV6XqVh3Keo1yckNFKR+zR7vTINKbckAVQaRSYNBoMKjV6lRqjXkOPFuXWbBemVBLRNNQ7bX5NRtnz+XCpDfwwH0SElwz1Lu1uj0a7Q73dptbqUG016UjcOH6LxdgNeOmJIj+Eg5K6UDl8i8aZd9t5TA8TAL/VTEIis/mXpwg/rgX5bUpE4obHxenVcCXFZtbzNFKJrDfbfL2M4LGb8DhMnMgkqEihb/KcYGPJS6fb5fNmiKPL6FQrJini9opBvWip0uBxxglpKRTLdVw2I51OF4tJ9+EkHO1ItrkUTq/jeBxmPHYT97H3CubOqp/frmfXRN88ZzDqNFQbLTRqJVdT7LpUSgXLgb7RfqpcpaXokSlX2Qi5MWo1pIoVnjOTp8Dv4llMOg2VRguHWc95ZPa2XsBhwWM14TQaeIrP7m/7Cr/TQqkmLbNRCAK7K4Exw3qPzTSW1POcLhJ22xBFaX9Uj91EudqU1drGs2UUCmEiIWzKbIQ63R7zfie54uTP+ctqUNYVotWRfm6P00wsWZAk99OSiJQKgZ31AEcvk+eTIj9H4XWZORtYN+4eM/i8VhIjRvi5Qo1coYbZpGNzM8j1U+YtfvQVSyEXOo2Ky5sE8dj4uSgIkB+xVev1RI5OIxgNGva3Qpxcxoaq7KMVUb/HgkmvHbN5GsRgRXQQ+VKNfKnGQsCBUqXse9dK4DYyYoU1gv31YH/DMPJZjZK5RqvDY6HI4ryL+8fxv6VUKqbqQwUB1jcDlGoNTl/War1KTTJfRaEQyOerb++pSqVgcSeI0aAhEyuQiAyv/a/nvFKpYPvzHKdfH+nN6On8d/z18IcjoiIit+U082Ybj+WC5O/IaSsHyegXT4ifX6I8h4hno8JDqcBRbnyQRKdScVPMsmC20+x1pxLKjtij0Gy8eYhqFSrOsmkcJj2rFhc36Sy5hvwCXP/Q8IDIhtuNWa/hupAl2azwlCtSb3aGMuHHoOy3lY0aDQa1Gp1KhVapQq1QohQE7Cod6UIVlSDQmXFH2en1EDTCmI2Px2SSJKIAPz9G+XE1yG8yXorfLwY5lBCsK2UWZOhXh1L5CqthNwadmqWQE4VC8VbpVQj9/wqCgED/eF+n6xWCgEb1/2fvz0NlW/d+P+gzqu/7vmr2/Zqr3/uc97z3JhqMQtSQGBQ0oBEixohigoqS+I8gQYIaFQVD1CDB2IFekHCDxkCMgfuec/Zea82+b6vv+74Z/lHNrGaMqpo773nP3ueeL0z22tWNUaPG8zzf59d8vwr+3vFy9USL3GhK1QbbKy5CPpskeVQoBLQaFRq1Cs3A11ylUqBSKVEpFSiVAkqFAkEQcNmN3DylSS4hjzMNjXoxEQVI5cooiwKf90J8vY7gtBo5k5BNmodytcnn/RA/XkfYX/Py7Xl2TLltRkJuG81ul7tklvNEn8gFnBa+PsY4CHgmtEpdFiMhp5We2OM+kZupG+2KIhteBydPCVacNo5kJJksBi0hpxW9Vt2XI8oUieVKxHIlvtsIcp/Ise61YzPpuQqnqC9xzeQ2I2aDFr/LMtITHYdGJT0Fh9MFVj02RJiQ2rEYdKgFBemSfMd3Mlfm43aAI5kIvstq5PZZXvrr9jmNVq2kKUNSPs0hoTDp+DWETqtCq1WRkrln88WarOyXyaAl6LGMSCjA+U2ckN9OJF6QPY8hPC4zySnS6XdbZojoEOVKg2+nEfQ6NR8PgvR6IvsbXrqdHneP8yXTbBYDBZkmmGqtxdFpBI/LjNP50qw4nHOUCoH3+0HOruMk2vNTyPMUPQAeBxvIt9t+koXKjEJAvdnhzaaP8/vZMf1pL8S3c+lucqkVoN7sECmVWV918vg8ucleDdgJX0j3UkgRUOj/Xvd3SUQRdre93F6/PNfp9Li7fdlculed+LwWWrUWj7dJur0egTUHCoTFUk8/Q4hA7+9D+aZfHBEFqHbbWOhg0+okheLnheB/mwzzt3yrdHvwF77QXOI5jaEo/GM5z77dzX2hQ3PJ9LlLZxjpkOYadX7bCKNWKPluxU+uXOehUJh5T6O7OF217XDgMOm4L+W5KKVgMH9tW5z8kI3xF74Qv4vMj5rVOx3qElEMj95IrAqlWhOjSsO2x0mz1+EymV5ISu8yOX69Oel+oxbmNzH87jnKr3aCM1Gjt6s+WQ2+6hIpPY1KSSReIBrL01tyc/x+L8D1XZKg10Z0IHEjB4UAYYn60Gn0RBGtWkXAY6XV7tLudGi3+zqq3W6PeqO9UHD6w36QfLmO12VGpVRyu0CHdBpS7jRy6HZFvp2HebPtw2zVcxfLoqq3qDaaS6esLx4S2Ex6qu0+YdSolGwGnOh1apLFCuFckUR1duG2WwxEC6WZur1MqUqm1H+9UiGw7XdiNejJV2o8JPuNiyqlgv2ge0RCVQoFqx4bdqOebq9HslghnitzXpOOlg63No/JPCTzGLRqPm0HyZVqc9P8UsobAaeFHiJXMs5N9TkNWM+pAmseG6IoUq410WlUuC3GpTRHk/kyCgHJhrhVr53sHDOEcq3Jx90g3yQyFHLp+HFISUdtr3s4lTGbgH4k1mbSU5xqwvN7LNATuZ4S4kcEq0W/kIj63GbOJI4bjuYW6t3WG22OTiN8/26VRK5AZokua6tFL0tEh0hlyqQy5b616WD9WAnYUQrChC3xPCwiokOc3cbRqJV83gty8ZicKAmSUlj4vB/i65m8pJHc9ao128QVVVZDDp7H3KasJj3TnyZHQIcIeqxko/1os0o3n6KkUyXSg7pPrU6NzWfBaNRSylTQ6NS0lhDw/zP++PhFElGAeK3EvtVDtd2asbOc122uUfSFoNtii2/p+Mx750GteFkUL/Np3jv9nGaSC6WfALasTjK1yUmm3evyQ6o/2b/xe1CLSk6SydFgr8p04q7ZbHgtRiLVIjeVDEzNew6dnqN4f4AfpeO4jUbSEov9PGiVShw9HfeVHNsuJ7epLF+e+xO6Radl2+Ok1etykUqPOlincZpM4bIYR8ShukT3/g/PUb7bDo6iRysuK+GHWWvEIRISWpbj+LgT4Oyi7wv9YTfI8RKpbL1OzXMsT6XWQqfTYLcYyEvY4g0R8tl5js8nop/2Q5xcRrEadcRkxMAX4e2On+PLKB8PQqOu/cMdH5l8lWRmueioXEOGJAQ43PWTrtRQ6lXEB1E4hVLAoNdg1GrQa9Vo1So0KgUqZV/rErGfueh2RdqdDm6bmWK3yf6Gl9tkhrP4/HT5fsjN6XP//g1nC7Kv6/ZEbuMvpMxq0LHu6Wc2DGo1320FKVQbhDMF7pdokhpiev6oNduj+3HT78Ri0HLxnJyJGBamGqr2Vt1EMsW5LkXxBVHtp1SBNa8dpUIg4LByscC1avxzP2wFOL6dJWGJJUwMkrnZ85qXjh9Hceo6fHyz2NwBwGrWTRDR3U0P8XhhJj0+xPlVHL/XSjwpP57cDjMJiQaVbL7KzpaXaxmFiSFCPhtHZxHWV5xk89WFGzDDEsLtQ9w9plEoBP7BFSf5QpWnOd9jGq+R6Wq1u3y9iOCwGthd9XB8E0VE4CGaQalU0B2krj/vBeeSUGAuc6/UWwiCwErQTjjanw+b1Zd7fxEBhf6mPvL0MqavbxKYzDoq5fmlG9C3Sr26iON2mXiM5BDUCkKbfqxWA91Wh3QkTzb5825WAoH5lfx/mvjFElGAy2KK790r/D45SS6kakShb5954PBQ7TT5MR3lwO4mUamSby7XkasSJgf/cTbO994Qv08sJje5+vxjnOf6E2LQbiFktHKaSFJrtUfWgUGzmZDdQrxe5rGU47Euv7DuWl38ttg/p0a3y1uX9dVE9IP5JZVq008W2ZcazREpNes07PhckqS01m6z7XeMiGg0t3gSEIEv4SgfNwPcx7NQ7c7tBC9U6jjNevISckafd0McnYVHJDaczKPVKEcyJHLY3/DydbBwZnIV1oIO6s22ZMoR+v7RckTUZNCy5rePFmI5Yf1F2N/0cnGbQBQnOfnZbQK1SrHQHnGIZYno3paXarfD0aBDPp4tsRlych/P0WOxDeQQGo2SiqqLIAjcJRZH8gSBCZvcdKnKistKZEFtKPQble4S2b6Dl6LfrrHMMV+D+wHxNek0HK75SBcrhNODrvdsX8Wh0+31I4f3sbm1xU6LgVxhcfNXLFPkbx+uUa42sRp1knWjUkgXKzNRv82Ak4fI4msSz5Q42PBy8dAnvsuSUOgTH4tBQ6XWYmfdw/EcG91xGMbqPj+8CXJ6Hp1b5yqKIi67UZaI+twWzq7lo7CaBWNBEPoZhE63x+1jmo+HoYURy9dkHFRKBQdbPrLZKolYkbc7Psr1Jk8LNrX9c3v9PJIr1sgVJ+tHd9c83Dyn+LgTHM158zAvyAP9aLpCEAj6bcSTRaJPmaUI6BC7m15uzl+yk51Oj409DyffZt2WprGz5eHk6xOFXJW371c4+/rE88Nkfao9ZMfrt6JRKinnq0QfMnSWKLv5M/6w+MUXI/yQCfMXU/JMUkNFIQi8dfo4ysZRDdIaF/l+LdS6ZTntPKXE4P8hFeE3Eh354wgaLdwUllsQo9USv02FUWjhb2+s8JvVEFteO5FWkb9KhnkqFea+36jWcJ6cTAP+mIyxYV9eH/Av3aGJer7uHBmpcqPFl+cYp5EkekHF50CAdz4v6sE1Po4nebfmw282U17ghCII4LEY2Qu4UajhL1aD1OuLUytep3nmsc+7QY5OwxM3Q65Y42Bnfkexz2XmdKoh6imaYzPgkJXFkZP3WQ86MGo1nN8kFr52HrZWXTyEMyNSM1160u70+HYRQalS8OEgOFe+Z1EkZWPVxcaWh7NIauSH3j8m0BFfPWHsbnm5T+aotVro1Iv3vR+3AjylCxOPeSUE7qVgN+pxmYzcxDKolEquomk+bQYmNEmXgbhES3Gl0eLLbZRwush20MWHzQCCACG3lY87Qb7cLm5w89pn79tpmPQaNv0OCpUGX6+iVBst3mz4eLvlW/hbxjIlDqd0RV8jpTOKlL2ChI7O26TH5TCRzJSW1svVaFQolf17+Pg0MpeEDnF2FcPrkr6OLodx7mfcPqTmNhm+3w/yMFbzeHYVJxSYP48uW7JiMmjZCDo5PY/2r1FP5PwqTvg5x8Gah60FQvWviYhO4zGW4+45zbstH3azjvfbAb4tuVlYSgat2qDQbfF2P8Dqmgv/moOzuwThJep5lRLRwGxhcRBlZdXB2dELWT09jfDu+/WZ1+WzFS5PoxwfPfPwnKWnU7HyNoB9ys3pj4Vhjegf4u/njJ/32S2JHzJh3jsnJYOEqX9/dgf4munvjsdT6YlamVSjzEf3YskTuV3ob1PP/IVPXoJoxbT8Ta4UBD64fWzaHRQ7DRpih9slSSzAW4d3RutTRFxKXw7gvcPL1/vJKEKmspxkT6XZ4uuAlGoFFZ/9ft77fSSqFYI2y+h1dqOeHZ+Lz2sBfrUe4kPQx7rNil5Uks1WuX5Ko2oIVIpNGqUW71d8HK56ketL0o+JMysVAp+2ApKNTQBXjyksc6Rx7FajpPPIxW2SdzIOTnGJpoePe0GiscJMc8Zr3WtWA3YSqdJEFFduMShVGhxdRvF5LLJi2nIL2ErAzu6ej5tklpuIdD3jYzzHx+3lLUE/HgT5NvCOj+fKvFmdL4Bt0Kh5SM9GgyoLtGuhry+rV6tGNZxatQpE+HYXQ6tU8k5GUkwKr1V5uY1mOLqPsel3se6zSzYlSUGvmT8mXVYDdpOe63B6FInqdHucPyQ4vUug16r5tBtkIyBv2Zgr1UZd2RqVgrvwcg43ANFUkX/w/TrZXAWX3YTJoF1a/N1m0WHUaxZ2w49DrVKyteKcaEpahF5PxOu2zDwe8FgnOuWl0Gx12FqTlh5yWA3cPkyOg3anCyKoVfLLZncJ1yKvy4xFr+X2PoXdZiA9pZpwdZvk4T7NTtDF3oa0TudPzay47CbebPn4tB+i1xVRICD0YHtlvgTTEMtsDiwmHRshF2qDilKztRQBBbBadBONSUNEonlW1uaYlQgg9MSZczs+CvP209rcY3baXZ7u0uSy8s1/f9PoDtLzf91/P2f8olPzQ/QQeahkJjrpFYIwIpy/8q7wu9RL7UulPRmZq3XaHGVj/Ma3wl8lXrfzH+J3yTDfe0Kjms9xxCqL6/eCJgshs4XbQpajbH8CfWf38mMmyiePn6+pxc1UaoWCx6x0Wucsk+Kd18dpUr7GLGSyEIkXZtIvkUIRg0ZN7RXuMdVmi6/h/jlbdBocNh3bTgfpfIVSoU6pIF+qsO60cX4TZy/optPtjdI5DquBtYCDaL44EgMHRvJTGpWSvZCb4wt5IlCrt/i4H5JsuNjd8HBxK586OjqP8ukwxNfLl/e67UbSY40fBr2GzYCTI5lzqC0R4R3C77ZQLDVm0u2LFoO+2H2RvU0PlWprotlqusnB6zLj9Jg5uY8jLrHfuX3KYDPqKVTnl5rsrLn4OtUl/+UuyuGKl7Ow9D24v+bhx/vZ63aXyKLXqGQ711ecVuqNNvHyy4apPkZec5U6uUqdd2s+YvkS2fL8jdVriWjIZcVu0HP6kEC/peK7ndBSMlfzSkRWPFYajTaRVGFwTrMnVa41+TpoKAq6rXgdZp4SObLFl+8XTRd5t+nn9C7O3pqX0zm2sgadmjWfA51WRbFUJ5Ov0Gh0CCcKE6/TapQYdBp0ukF9sFqFSqlApVSMVCisBh2lUgO71TCSj+tLyPXodnt0uj06nR7tTpdWq4Mo9iV3lAoFH96ESKSKS9c9n11FcTlMZMY6wx02A7EFTYYAFRmi7HNbuLiRIEXx/NwUfW1B1mdz1Uk2XRlpjfp8VnK30mNp2KG/HnJgNGs5v40j8qLqMQ9KhUDAY8Nm1qNUKqjWmsTTJTK5yug6ba24+P23R95s+7l7ShP0WPG4zNyFMxNKDePoyfQDCALsrHnQqpRc3SY4Og3zdjdAqlpje8vD7d1iGbWNoIuTtHQK3mo3En6SnqDevg1x+lVa3eT0PMLuYYDrs8XOan/GHw9/EkQUoNJpYdZ0sGl0FFqNERH9C+8Kv01NFmBnJTRAReCvUmE+e4KcZZI0JTQ859bHCHCUjfLO6eUk+7LQbljskh3xADqlikOXh1qnxUUuTbT2Uuu0arZxmkkCAvfFPE6dQfK8x/HB5efHsPxCU2rXUY4R9HGY1Bo0NYGURPRJBFYdNi4Tr+vQBtAoFWzq7VxFMiMHmXnQqpRQ69HqdEe1pUMMa5wA9lZc6I0aLsJJ8pUaeq2aNbdtYRQE+p2kHqd5IlqpUAjUJLp9p/HtPMLbXT+nt/3jeF3WERFdC9hpNjozrjHjKC4ZIXLZjbTb3ZkuYpBfDKZx9ZBCoRD4cBDkIZylVGmM5K4cNgOBoJ2ThwTRu+WjAZV6kw+hAF8f5Imoy2YkXq3QlTjPeL6E1aCbEZ732kycPEtvAtrdHvsrbk6fZgnsltdBplilNOXpHZNotjl9SmDUafi8GeTrg7xY/TKpeQC/w4zHYuLkLk5U7N/bCoXAl+sI3+31ZavmISnTaLcbchHPlKiMkZqFm490kWi6iEIQ2FvzoFWruHrqN1QVKnUQoDtly6rXqlnzO9BrVRRKdZ7jeS7vX67xp70gJYlGoWarS7NVh5L0PeB1mRGcLJ3uBfiwH+DLyTN6tWrUnOTzWPC6LdQbbR6eM7Li9d2uSNBnHRGsgM86kkZahIfnDH6fjfhYA+HBtk+ShA5xfBFle93NrYSUU1HmmkC/8e/2NklrbAOiWSJTNexCD/ps2J1Gzm7jExFRg05NwGPFpNfSE0WK5TqxVIlwPE9Ypt5Ur1NTrTTp9V4c12KpIrFUEbVKybttP812l5un1MRomF4DHVYDa34H8USB29vZ8VlrtLlP5Tk4CHBxMZ8Mpuc0a909pNFoVLSmNqM2m4H7OXO+2IPH5yyrG26eH16/fv1NQxSFn30a/Q+BP6lvHK+VCJjMqBUKBARJEqoWFGTq8jUnXzJRVqxW3PpZm8jeAsvNjihyV8qwa3up7/HoZ+vbtqwOfu0LoVYJ/JiOcpFPz1j/ePUmhg8WWw2C5tn00zgEILMg0vNUKvIpMJtaVSCwq3MQKcg3E5lfWWcHYFSr2TE4OHtOEskV8S9RE/fe6yU6aP5I5MvoZVxObsMZTi5jaLoK/FYznzYDxBOLiS70U2we1+Tv8n43QGQq8iMJEa7vUqMariGx+7gfJJ5YHMUplesoF9R3Wc061ColGRmJHSmCJ4deT+ToMkq31+PTmxBarZoPb0MUOi2+3cZGdYCvwdFNjJ2gdA2bRq1Ab9VQkImo5Cp1Vt22mcc9DvOMS9A41BJ6mwdBD4lceYaEAhSqddzWWSenaqPF17sou34XAYf0mFoUEXVbjXzaDJDKVji+jUu+/stVhO/mOIZZDDoyErVv7zd9PMVzEyQUFjeJjL/u6inF8W2sX2+5E0CnVfF5N8RzIs/+uodPeyE2/Q5azQ5X90m+XUR5jOYmyK5An5g8xbKvU1oAfA4z1SU2dUN82A9yfB6l0+2xsfZyXyVSJY7OIlzfJVEIAvvbPj68CeGRqAk9v4rhsPXnbLvFsFQKeXS+Y59n0KtJLRjDvZ5IoVSfqS9VKhXki9JE9OObEBcXsQkSClBcoht8iFiiwNlZlL2QG6dZz+GWD6/DTL3R5vYpw7fLKMdXMZ5iecnyonHsrnpGc9X1Y2qizr7d6XJ6HefmIYXPYeHTfgjrwHa21xNRCAIHm14ON3yUCjWOTsPS10wYfl6P86ck797Jj4fNVReJuPz8Xa012d6dLa8J+K3UqvPvtWajQ75cx/0zqQP9M2axNBEVBEEpCMJXQRD+LYnn/nFBEI4FQfgmCMIPgiD8A4PH9waPDf9KgiD884Pn/ieCIFwO3vd3BEGw/XV8oYtiko9uP995gjMkFMBrMC+Md9wWs4iCyI5tsi5lGe/3erdDqlFm1WxDAJ6KBQDMGi2/9oXYtNm4K2f5XSpMuS09gKwaHSepyR35cSbBr3zyPuDvXT6eCouJ2H0xh0E9Se5+4wpyGp0vC9N+JWGx6XUE1aYJNx2/cz6Zfhfw8u3qJTUrAgGJ+q9xCIJALl2hXm1RrTYJeWx83AvybieAyy7f5HJ6G2ct2K+tMxu13D0vXzvX7nRJZ8r43RaqtSbvtv0cnUdpdxZfIxGwzqlRNeo1WE164nM8kcct915zzgj9e7jabPN208ebDe/SvubTaDXaI/vXcext+3hYYKl58pTg48bLhmgn4OT4aX4EKzplDft+zcddLENtjo6s1ya/8bmOZsgWK3y3FZwpV5AjfQ6zns+bQYrFOt+uY/QW/A5fruXJaEBiLHzeCXJ6H5ck5K/ZfAxRa7Q5uY2hVakw6tRoBCVX9ym+XUR4mCKe03iz6SWVLdNqd1ld0KAzDpfdyNl1fGmJso0VJ+djOp9yTj/NVofL2wRH5xFSmTJ+j5UPhyF2t7yo1UranR4rAQchn43zOZ3yUniOZEd1tDvrHnJzNFaHyOQqE6QZ6JchTF1ThULg/V6Qo+PwzIZFpVIQWaJDHsBpN/LxTYg1v510qsTZWZRoqkgyW351KcnBpneyfEns19RKIZEp8e08Qq3a5O2WH7/TgtOs5+o6wcVNfP4YGHuqJ8K32zjvP0g39prnNI0N0ZwaFzs7Xi5Olou6l4p1BLUC85L2tX9MdEXFH+Tv54zXnN0/B1zIPPfvAh9EUfwI/NPA/w5AFMUrURQ/Dh7/DqgBf2fwnn8HeCuK4nvgGvgXXn32A9g1et46vPyFZ4VPLj/xeoF6V5rk2bTLdY1mGjWeqwW+87wsmO0lxeuLrQbNXovvPEEcegOfvX6avTa/S4W5Ly2eeA7sbkmh/NNMkpBJmpg1m8stVNlGjbfelwL4711+fpCoy5tGsrx8+tZjNGLraHhITn7XaReccTiMOuKxwszjpjmkzaBT47OaeIrk+kLwIkQTBY4uopxexchmK7itRt5u+/m4H2TFZx/VVoniS1psc8VFWUarcPp4freF7TU3awEHa147Jr12pst+EeQ8p7UaFT63hefY/Huks0RDxBCCAO92A1hMOr5dRLiNZbl6SvH1MsrFfZJiuR85fLvp4/NukJ0Vl2wUehzhZIFPm5PR9Y8HQb4+LkcCbmIZPFYTCNBZIhWeLFZGEczPGwHOn5ILN0faBV36rU6PL7dRVp1WNrwvZGu6HtNi0PF5K0i10uLr9XIbjiG+XEf4bneWjBrHGuwERL7bCfL1OiJLKl4T4YO+m9Pn3RAui4mzuwTVWhunw7h0t/V4GtxiXL7TPuSx0e2KVGpN2W72IewWA8VibUJJ4vYpjXEJ+854qjgTLVUI/bS8w2qc21A0jVyhxu66h81VF6eXy5PY08sYh7svTa5W8+R1Mho0bK+6OZGpJw0FHbLlBtCfJz4cBNlacZHPVjg6CfMcybGy4iBfqLHqeH2Ez2rWkUjMbnKfotm5mZpOt0e11uL8NjFSnfkp+Hod492HlYlNrF6v5vZ6sT7u7V0Cl6d/T6nVSkpLbBjGkUyUcHitS5VD/Bl/s1jqFxEEIQT8p4F/CfhvTz8viuI4SzEiraD0DwN3oig+Dd7z/x577q+A/9wy5+LWGfEbzRhUauqd9qDrvUIhP5mWVimUks4iBtXiRXaIZrfDj5kof+Fb4XfJiKyLklmtwWMwYdXqUCuU9BCptluYtCqUCoGjdGJp33i1QsF9QVojtN7toNeoZ+o89+wurhLLR/SO0nFcBgM2lZbrJSOB8VIZq15HsT4/lRSyWOiVu0RLs5PdbeLFB3wcAiJBvZnL5GxBuyhIL8A6rZqQ3cLdwN/49jmN322Z6WDP5KsTKW6jXkPIb0Ov01CuNfn+3Qr3T1lW/XYMejUatQqlQoGISLvTo9FsU6k1KZbq1BrtGU1Tg07N7rqHXk+ca5s4/Z5pqJQKNkJOLu8WT8jLSkDtrLlpd7qcDCJEfreFsETjXKZQnUgTK4R+s4zDYkQQBPLlGpF0cSaNf/WYxGnWky3XJZuT5qHabBF0WvA7zXxbEA0dwu8wE7CbZW1gp1Ffotse4DGVRyHA91tBTp6TIyJq0mnYC3m4fEjy9Wq5Y8qm6adqRoepU5VSweGahy8L6kkXSUENsea1YzfruXhITjTVtdodbsMZ3u8ERveDHFa8Nm7GHLuW0YuFPrE8H+t6djtMsqUqKqUCh1XP/ZQ/eafbY2PLx+mchsNpNFsdqrUmrUYbk1FHbuBsZNRrMBm1GAwadFo1arVyNLa7PZF2u0O90aZab6HTqqgVaq8m/M/RHHabgXyhhn6sfMntMKFVKbmRqJscwmLVw9TX1OvUbK+5abe63D6kOJ5S/zCbdFwN6ngvzmMcvgss1OYcR8htm5CTGyJXrPNmx8f5nGZNo07NUziLx2nCYVusgSvXT/XtOsbbwwC3FwnanS676x5Ovy0Q0gdEBAIhO5lUmYMDPydflrNfHsfjQ5r9Az83p/M1av9YEIHez7zD/Q+BZbcG/wvgvwfIbnEFQfgngP8x4KFPWqfxXwD+zzJv/6eB/6vM5/4zwD8DYPQ6QRA5WcKO87mS5zvPCr9PTk66P0X14repMJ/dAVSCEodej0pQ0Op1KbebpOpViq0G5XIOpubc791BfkhFsWv1fLT5OU0nqHTmd02/d/r4kpD/fjf5LH/hC/Hb+MsEpRdeV7/Z7HT5tdfF03OehoS1pxxCdstcIrppt1PO1mXrAzu9Hps+J8ePk9/v+1V55xWpz9JqVKy7bdxM2f75XLNEdBrVeourwft21j2oFCrcTvNocn8tbBbDyJ1le82NQiFw/Ti/Q1Q9FalTCAL7m96lI6uL6r8CHitWs46LKVLrcpolieg0eiJEkkUiY80DGrWS9aATi1FHp9sjXaiQyJbZCrkRlIqZ5iSlQsCi12E2aPvuSyoVKpUCgf5k2+526XR7WIxa1r32voyMIPSlWAQBARAUg/8KAgpBwKTXUqs0WXXZeM4UFn6PZQwUxr/zj7dRfHYTdpOe77ZD3Dyl+HK5fMNN/3OkF7cvVxG+2w2OSHS2UMOgU7PqtnJ8t/h3n5eaVygEDtd9NBptbiMZSXOFYZPc8U2Mzwchvs5pJHJYDBMp42Gd6KL7bi3gmLDiVc2JSr7d8ctahS6beYK+h/3+lq8vft8VQYDNNRf3Txlq9Ra1JUn0qt9Oq9Fmd92DQa+hJ4pU602S6TIViRrkIcrVJrtbXvKF2ijavBZyUCrUyaTmj7Xh9VSrFOxseBAQuL1PcnouT8I3N9wTTWCpcAGTQTv3HId4vxvgZE7D0Lzqj6DHOlIUSWUrBLxWLN3eqPtfCvNo3ultgt0dN7GHLJU5CirTCMcK+AO2pVPyUri8iPPu0xqnPz7+5M/4M/56sZCICoLwjwIpURR/FAThH5J7nSiKfwf4O4Ig/EeA/xHwHx/7DA3wjyGRfhcE4X8AdIB/U+Zz/zXgXwPQbQfFmlDh194QsUqFSHV+HdJTNYdOpZogW83u63QcTSoNhw4vyVoFZUdFRWiQrC+Xph7ah+abdX6bfMas1vIbd4iLbIZiS3oAl5tL2GAmomzbnNwWsqyYrRzF48x0Ow0giH1Bfb/GhKanpFZtEckW6am6aKrwq1CQ40Ripv5GCkaNPOE9cLmJx4pUF0Whptamdef8TvdotoBSIYwiQhqVkk2vg2uJyOFDNItCISzc6apVCg63AxxdRjAdhLi+T/LpTYiji+jSTSFDmMbSiEPf980VJxqtmkuZSMW0FuO7vYCs3JMU5NJ5VrOO9aCTk+uYZI2eICfEugRa7S73U448bqsRs0nLG4+PdKWKu92h2mxTrjco15vkGnVyDflF5rutIEfPCdqd3uL7Bviw4kOLknCqgMtiYMVto9sTeUhlKUsQjmK1gdtqJF2cn8JzmQ2EbBbUgoJ8qU6v0kUBC12qpDBP0eDLdZTvdkN9e9BWG4/FyNWSUXSppjKbSc9mwMFzPD9ScZCCAKTGVAS+XkV4u+OXlHIyG7RcPUyOrVa7y/aKi9s52ROLScfVVKStKiNV9m4vMNev/u4pg1GvWXj997e85LI1jsdJiQitVmfCunIRPh6G+HYcZnfLw5XEvGK36XE7LX2Cikil2iSVeSGo13dJPrwJgQhvdnzc36dpNuXXGYUABr0WjUrBu70A9w9pLi4Xb0b0OjV3U/dLoVDj8F2Ib3fzo9weh2lGF3Ua1/cJnDajpIC802YkNtYMGksWWQs66HS6r5KkmzjeY5rv34Wg2uWdbbUfJFqi5NSm02Az68jnKqSTpZ8U2Tw5DvP+u3VOfnZkVPjZ13P+IbBMRPRvA/+YIAj/KUAHWARB+D+KovhflHqxKIr/viAIW4IguERRHM5c/0ngiyiKE6NcEIT/MvCPAv+wKCWUJ4GO2OVb8QlBFPjsCVJqtLktSeuLZRpVfu1a5a/GLDiLrcVED/olAJsWB2f5JL9NhXln83OSTuPU69mxurgpLk5pd6bS8eV2k98mw+hVan7jD3GTz5IdW6j37W6uMos/t4tIo9tBp1Th1ZmIDEKxgghBgwW/dpJ0ZlMVskySZ6ErkshWSGQrWE16NtccXGQzlOb4wddlornvvV7uHzNLkdm7ZG5ELLUqJUK9N7dbutXpseqyEk317RN3Ai4uZdJHhVKdgy0fF3NSVUGvFYWgmIgqiMDX8wi7Gx4S6dKrRLh1EvWU9+H+/bgWdGDUazifOp/xifPTQWgpa71xTDd0aDUqDrZ8XD8kObqUJ7S56nLGBPOg1SjZXvcgKgRuYhn+6uaZnkHgcMW7dJkH9GW6HlI5itUG320F+eFuPhFXKgQe4zm63d6IXGZLtdFz214nVpOOfKXOQzI3WrS8NvMEEVUKsOq04zDq6XV6JDJl0qkKhdTLa3QBJddPafbXPERL5aUtNWFxCv3LdYS//XaNaq1FPFtCq1bRXMLkYNw6dzPgwKzXDdLvizcwLruJzJhgtyjC1VOqb9k6tbnYXnFJyi6ZF9SJboVcM9qasYEG6jjWgg6u5qR/oR8p3N/1cCoTvbNbDQQ9Vs5lyFs0VuD929BEdFYOb3b9o9fpZRpmCoU6BYmoncNmwOU0oddrUQhgNWrJNzvsb3lRKATE3rAEoEur2aFeb1GrtajWmgg9kXqpSaZUWzpqu7vjk/xtzk4i7B34uHqSzsQoBAGrQU86PT+A0hP7BhrTRNRlM0rKWT1Fc2yvuQlHsrJNZvPwZsfP0WWMDZeN+7vlNmQel5lUp0cpWaLV7KDWKAn4bFhselRKJc1mm1y2QiZVWtjEdXL8zJsPK5wfLS4L+JtC31npz6n5GYii+C8wiGQOIqL/3WkSKgjCNv36T1EQhM+ABhif4f5JptLygiD8I8B/H/iPiqL46hVSFEROS/1B+d7jp9sWOMvPDsSzQgKHVkeu2V9M0guimetmOy6dgaNsfKLr3qDoT1LZep1Ku8UnX4Cv2fm7UCktUugTut8mw2gUSv7CF+SpVCRRq6BXLq5fVSBgVKlpd7v8pWeFerHDP2BZoVptEc1Jk04pjAvCFyt1vp5F0WlU/HoryFOlQLI8uyuOFWdTnd/5/JzfJScWynko15vs+9xcx9K89052ycvBYTWQyJY5WPEsoRMqP/t83A9yfpuQnTSvH1I4bQY2V1zcL+lAM6/A/ynar/UN+WzYLHrObuL9tPSAeP8UEgqMiIsgwNudAPFUcaFmo1ajIjxlnbksdFoVW2tuRAVcxzIcjel9rvvs3JbyfHmI8f12iB9ul/s+b9d8I/H648c4XquJZFH+vt3wOHgYEPwNr3OCXHZ7Infxl+nGYtCx7rUjCAJ6nYqDgBuTWkOt3iKczBMO55Bbesx6DXcDcnb1lMJlM+LyOyc+fx4W1e9ajToi4TzFemMkO2XQqLCadRj1OnQaFWqVEkEhIIoinW6XRquDgEDAZqFcafAQka4hl4PTbJggotDfzGRLNdwOE+mB/qZCIcjqTs6LTpoMWskMRaXWwucyj+pELSYdtWpzboPOEB0JQi8I8P4gxP1dSpaEDnFzm8RhM5KbYw+5vuLk7j41mjISyeVLOQDyhRr5QZ3kzoabXKpMOl6a0bqUgsNu5PY2hcms42DXz8WCeU2tVvIYk78Hy5kqOo2KhsSxP+wFZQX4pxGO5VEIwkRmaMVnJ5uTvo63T2n2t7zc3idn1Dzm0akPB0FOLvt1mjqLdqlzAwh4LJx8febD+xVOfv9Au9Ul8pyFKR18jVaF12/DbNGjVAo0Gx1ymTLZzIvKgIjA1XWCrb3Frop/xh8WP7l9TBCEfxZAFMV/FfjPAv+UIAhtoA7854cRTkEQDMB/AvivTX3E/xrQAv/OQJz3r0RR/Gd/yrlclvqDeN/pRifoOc7GRwOp2mnxK5eP3yaiWNRaSm3p6Mah3YNCoeAkm+CxLFFjNabr1+x0+RpJ8JvVVf5KxgkCFpcBtHpdfpeKoBIU/MeCG7Rr8BvHKr2eSKfXdx9pdbo0Oh3qnQ7VVotau02VLlXqZMUG+rKCH2Ov69r2GI0kU7OLfqPV4dtFFKVC4PttP+lOnadcYfR8tlrHZTKMLD9/7Q/y7UZeGFwOJoOWt4HlSCiASq3gcNXL2dXijtbrhxR2q4H8mLuMw6rH7TDzTSL9PR2IzxZqFEr1vj3lEunyZdJCkUSBSKJAwGPFaTdSa7T4sB/8SSQU+qn5nQ03zWZnYePJECG/javU8laxep2KrVU3XUVf6uhIRmzeZtbDQAnih7sIn7eCfL2ff0/o1Cruki/n0u728NnNc4moXa/jYfDv83CSD5t+ju+l7/tSrcHxQ/+5X++s0Ky2uUksdnYB2PS5Jq5pplClUK7zeSfAl/vF13qeooFGpcBrMHAXyfJxP8TXgftSvdWhnq3AnA3kdtCFTq/iYUGZgRTkVBAK5Tohrw2DTk2t0ebNhlfWjOEpLl8nurPqliU6w4YlpULA5zRz87Dc73D7lMagV4/SviG/DY1SxcmStYH1RpvNdbcsEXU7zRQKtYlNaTJdwu+1TojbLwOTUUs+VyWbq/LhIMTJyeII21ANpFJucHUW48P7FS7u4jM6o0Mc7PnnZjvS6TLvPqzwZaqRb8Vnf5USQCZfZX/LOzI2sBh1siVGQ1zeJXm7G+D8OjYhXyU3BXx8E+Lb2cs1un5Mozeoqdfmp/gVAkQH7kpn51H8Kw7iYelNWavZIfw4G0zQ6dV4fFYsFj0KhYJ6vUW10sDqmNUc/mOh+6cl774UXkVERVH894B/b/Dvf3Xs8X8Z+Jdl3lMDZoxiRVHcfs2xl8F9tR/eX7PacGlsfMvEafe6fM1GWDFZ0SpVlIovRFQBfHQFKLaaktHUITQKFXeFaXIq8FfPUb4Lhjgu9I8zDblU9jhUgoLvnCFuYwX0PTWZVo1CY7lUoFahJJwu4DYZSC/pBw8QslrIpeQXtG5P5HiwQ3+/4aGtFrlI9a9twGohU6nxG/9i55hxGLRqbAYdRq0WjSBgENV8txHsN6Mw6DYWxZEVYK/bo9PtR4RMKg3FTp1PByHanS75Uo1EpixZA9btiawHHCMierjlI5wojBqUpiFFmLo9kW8XUd7u+LkPZ2Y65cfxmpRULFUklS3zFx/XKZXr7K676Yn9usLRfwc2iL2eSLcr0uv1+raIPZFut2+PuB5yUm+0cNpNVOtNsgu6V2Gw8C3gAHpdP/LZFfrk85sM+RzHdDnTl/so79d8XIRTsvJKh6veGSvP48c4Wz4ndwlpspyfcqx5TOWxGHSUavPHSqZYpVhv4nOaSWSXaNSSOOdOt8fRZZSPOwEu42nJqNMQct9ZQORNwMPJgOglMyUWlMRNwGLQ0u320CiV7K15ZNOwr0UkWWB/3cPNU7ovgSaDZqvLVsg141Wv16m5e5JPq6oGYvjv9wJLR+Wgv9na3w1wc5fkYNvH2Xn01fq5Z5cxdrc8XE+NfaNBi1qlIJOZTbd73eZXE9H1oIOzQRnB0UWEw33/wppPjXrSJODkOEwgaAOlQGTKm12pVBBLLz6n05MIm9uuUbmFRq2Enri0ysboeGM17FsrLtlG0oljX8cGxgTyr1UI8HY/OEFCARrNNnu7Ac6+zT/OzpaX24FVZ6fTQ2vS8qpBBDTqbZ4fJu/h9Q3334d96j8v/EkKakUbBaKNAm6ziRWdn5NsEpdBD73+4NcrVbxz+XkuF/iSWbxb3DI5uKhK77x+jMY5cLmIt4sUphqQqguIaMhoRd/R8ruHGAGDmftMnhWbBZVBQaa2mFyoUFKsN9izuchWazNSVXJQ9pYfdpeDCMZe0IHOokGj6pcT/HgdwaBRYzXoMOu16NQq1AolCvpRxna7R6MxkD6q1mkW2qQLbdKUsXu81Brtuc0P4+g0u5j0Wr6ev0zuKqWCkNeG1aJHrVLSanfIFWqksmVi6SI6rYq9de/cKAJIe3gPcXoTx++24LAZZV2XanO0Uaexteai0WhTrbVQKhVcS1gELoIANBptwvEC4XgBhSCws+ZGr9Nw95yWTaG2ZDqRDTo1m6tuOoLIdSzNt6flpWAAsrXZxfz4KcF+wM1zukCtNSV3pVFzK0M25eIAVoOOx+Tk+CvWGnzc8HM0p+PcoFXzlMjR64HGbsJpNUz4sE9Do1LM1EyO4+QmRshjpWMWiGaliUFLpt7zu83JTvV4psTuuoer8HKEstPpEUsVKJYb5Es1Pu8GOb6LL0UyGnNE/wEuH1P87fcb/O7oYe7rLBL6t/vr3rkEs1Jr8nbXL/saQQCDToNep0anVaMZlCaoVEosFh1vdwPE4oW543QeypXGRCRXpVIQ9FpnFDeGWMbmdxzv9gOcnk3OMU+xPC6naaYcYhxSmZRYtIBareTDm9BEM9fBnn+pzIfYE+mU26Pve7glf93n4eIuid1ioNFqjxowl8HRZZRPhysjojm+yqjVSrbX3bJEtVRf3Luhmrpk9/dp3n1a4+wnyDgBGI1aNjbcnH97YmfH+5M+468bIsKfa0T/1JBpVsg0K5j1OgwaJUZBz2+8K5znU/wuuXyBslU9343hIpMhYDZjNmkJV14WqHqnjSBIR91+7V7h5DlFo9OPTA69g8OFEj6zCb/JTHyB1I5i8LlX8Qzfb4b4/fNyk04qv7w4/RAP0RyekpH3Xg+5Sh1TV0mz2CZTbJOZ1q2agw8hH+enMd7tzFqNSmEt4OA5nGNn3T3xeKfbG6W8x6FRK3GY+/7HvztePEEtIu/xdAmtRsn7vQDHEqUB87ylhzAbtWyuuDi+6qesbRY9V/cp/B7LXAclKbzfD3A0lmrriSI3A0KrUSs53PbTE0WuH5ITjTOx/MtxDDo1W2tu2ohcR9N8e4X+5zg0KiWRfEHyuctYmnWPnWKlQb76co3erHj54V76Pr1NZHm/5uN4igxvuO2cFGfP8dtDnIMVD5cyZG7d4+Bi0AGezFdYcVsxt7uUZaRudgLuGcmraURSRfRaNR/WfRw9zpJ2qca7Txt+SbkkzZLi8tB3uMkV67zZ8HI+0DVd9dnp9HojS1w55Evy5FurVnK44aNRbxF0WlGqFTzEpDfd05scjVrJ47M8cRcAs0GDXqvmcNdPu9Ol3e7SbHVoNjvUGi0azb6Op9QGymE1kB/UJqrUCnxOM1aLHp1GTbfbo1ptkslUKM9pLkwkS3x4GxoRsjc7fk7myCM9PmfR69Rzo8NDuB0m7u9niVql1sSzaiZfqMl27jdlNgftdpeTozBv9v2EkwUq1QbZV5RjxOMF3n1codRozVUmmIdeT2R94Dr3WiL79SIyIqPD2cdo0OBzW+bWwT6Es6wEbcSjBcnnrRYdt9ez4+3hOYvZpqf8CgkogDeHQWJPGc6+/jQS+2f89eJPmogOYVRq6XSh0GgRbRUpLdk5P0R5iUkpVi5jbmo4dHk5y78sZkalhkrnZZJ16Qz4VVZ+L1PfBpAoV3AZ9axarTwX5ReZXueFaHx5iLIfcHGZnB9ltOv1RDOvIz8qQeBz0M/VXYqqscXdbZo32x6+Pr6OwNj0OmKP/UXu6jGJxaijtKAj2W7W8wzcPKbZCDl5mBOxgr7MTVcU+d3xE+92A1w/pmjOSaVOW/JJodnqcnzVTz2d3yUmmi2KlToqpUI2MvVuL8BzLDcRmQ3HC3S6Pazm+Vae09BrVTxLuE8N0Wp3RzV+FpOOjZCTcrVBsdKg0urwdi9Ahx7X0QxflxSRn4eg28pNUb5x5jGVx28341ObSRTKmHQaLmPzI4DpYhW1UjGR4pbxNAD6SgByTRp6zeT0Fk4X2fI76XS61CVer1Eu56leb7Y5vY7z3X6Ib4+xCcI/3QG/G3BJCogDXDymcJj15MrzF1GHxUAmN9ywvjz+nMij1aj4uBvk27U0uVIpFaRlHGj2Vt2USnW+XUT4sBMgnOhH2D/th7h4TMxc0+k60TebPo4kSJ2AyOFOgHyhSipTJpYo8uEgxFMkt5Te5RC5Yg2rWUep3OhHhJNFYsnZ+dBi1eFymjAZtCgFgWarQ7FYJ50u0+n2uLiK43aaCfptHC2o32x3umxteriQqZUdfUehP8YyaelN+P1zho+HIY6PpY9XKs2f9y4v49gdBn7z/SbJfIXdTQ8KQUChVIx0dYeauzAZfVR0RIJ2ExaNZvC8yDCH/dKo088GDSqiEMUeiP2NrSj2gxytTpeA10q93qZaby5dhvT1IsKHNyF63R52mwGjTsPdEtkfl88iS0Q3Qi5O0rOksVJucHgY5GLJqKjHa8Fq0nHxTb6344+N3h+pRlQQhBXg3wB8QA/410RR/F8KgvA/BP6rwPBH/BdFUfy7g/f8C8B/BegC/y1RFP9fg8e/A/4PgB74u8A/N08Z6U+aiK4bXBgVRo4ycbqGMuFEDY/BSNBoIVpdjgAoUXA/Ux8qjXKrxWUiy69CK/w+3Z+ADGr1iIh+cga4TxQ5bUgMyqlofKZax9oV2bI7uMtLL/adsYmhJ4pkizWsOh3FOTWmazYrpxK1UXLY8zjplDujxp1eT6TZ7nByEeO7vSAnsQStJS0PN81WzuL9Cb7V7nK4LR0pGkKtUnI/lr436BerCrwfawI6uY6x6rfTbHdkHV66r0j5HV1GWQvYqTc7pAb1hqLYl5MZdh4P4XdbMBt1nExFUUNeG5FkAegX+e9vvjQGLML+lm/pBqdSpcHRZZSg18rOloemHkrVJo+J/Fy5rNfAatbDgtK1eL6Mw6Rn3WPHZTEslGlKFMp8txXih7v+9xQECEvIAA2RLFT4fivEjzez1yUvQfDu4ln2Vzzch9MTmwcF8CgTCZTDt8sIWyEn2XqDbLkfdRzf9AQcFlKpkuwmpdvtse5zkivP/00DTguFXP/zLx9T2Mx6CoPv1mx1OLqK8mbTSzRVnJGa8jrMM+TNbNCwFehH6IcoDoTJe6LIt4sIHqeJdb+By7Fa1PE6UbVKSXSqllFA5M2Wn1K5Pmos3F7rZzKOLiLYLHre7gU4XaLpcHT+bstc0XTo3+tSkmsKhYDHbcFpN+K2m/hytBz5WMYe9ONBiG8LSO3xRYSdbe+Mu5IgQGZBvbJGo2Q16OD6NEZbKVBasFkZx4e3IY5+/4QzaONxwcZdDjqtivrUpkqtUmA0aNHrNOi0KjTqfhmFUqVAYGid3K9JbbTaeJ1mUsnihDnCPNxHsyhVCroS60lGYgMyxNlZlJ19H3eX8mVFSqXA4dsQV8cR0pHlzufvQ3SA/44oil8EQTADPwqC8O8Mnvufi6L4Px1/sSAIb+gbFR0CAeD/IwjCriiKXeB/Q9+I6K/oE9F/BPi35Q78J9metWvysaMPcZUt8iUdoyuKBLU2AFK1Kq1qvz5zGWyaHUs1HQ3R7Yn8/jnGr10rKAQBnUqFWa3hO1uIb4+puTqd0yg2GqTzVfZdLsnnG1OiyZlKjRWbdW7htYbloj5WvZZf+QM83mcmiMB4DdzRVZQVkxWf1bTw8z6EfJxNpWYSCyKzu2tuypWX63V+k8Dvtsi+/nDHP0PUnuN5qrUW+5vSNUDzBMil8BTLU6s3OdjyjR4zG1/kR1RKBZ/ehMgUqpIOS077ZHdmqdKYEbiXgstulO1oloLfbeHdrp9YqshjNMtDJEcyX6bRbrMVcPLdbpCdoGupY8tBzn51BgL4HGaUCgW7/sXHvIqmsBr69YhrLrskoRzHl/sIGz7HxGPD+lApXIZT7G14J/yut4KukfvQa3AXySI2u+yH+oSr2xNRKRVY9FqEtki5On+8hxN9e9F50Khe4gXdnshGcKb3k4v7JEpB4GDdM/G41TRZVvRu04daUEyQUKVSMUNWU9kKV/cp3m8HMBte7u9hneibTd+Ede7BlpdVn53zm/hEuYx2LCpdKNU5vYqxt+nF65Ifx+MwyGh7LgOlUoHXbSGeLHJ/l0YlCBzs+Ba+Lzon6wCwHnIsZUHaEyGVL2O1Tv4GdpuRzpzN+9amG4fNyPFxmEKxxprPtvBYQzgdRi6vE9TqbXLxEqtBx+I3SUAhcVO2Oz0KpTrxVJGHcJar+ySn1zGOziN8Ow/z7TzM0UWEs+vYoBu9icWkZ2fDI3GEWRRLdXb2Zn+fzTUX8QW/SbneRqWRXts2tjx4XRZOfnhcSlrrjwlRhK4o/EH+Fh9bjIui+GXw7zJwAQTnvOUfB/4voig2RVF8AG6BXwuC4Acsoij+vUEU9N8A/jPzjv2nQ0RFOLSEWNP4OUlnOc297ELVCgXXqZdFKV2r0aiKS5FRh+anyTr8LhzjncXPmtGGoaXnS3h+E4jcbVJptXhOF3jrmR3MVYk011kkyXer8vfOonojAZHvQgE0VTi6npXhmU6tPcVzNIot3obki72teh2Jp9ldaDzdb9iQw3TaXAQ8TmmX2YDHKqv9Wak1uRq4J01bvM6zTpRDpdbi4i7Bx4MQSoWAYeAxvbPuxuM08/U8IquVOF0zFksVebe3uF7W57YslRrzusy83wuQzJY4GeiWVqtNkrkyWoUSs0HHXTzLjzdRbmIZNBoVb9a8fN4JEnIvtzkbIjNHIN+k1fBxM8Deqptco0FT7HIVz3AVz6BRqThc8fJ5M0jIOXvMSqPFtq9Ptlwmw8Lz6Il9kwel4mU6W/c45loWnjwkeLf9ct0tuvmC7fNQrDS4e0jz/VYQARGTXoPfbFq40YK+PNT+2vxGicqUMkBSJpqWL9e5ekzxaTeIZhDV0w66sx0WA2/X+/JMham6Zr/LImvfeXIVQ4nAu+2+1mK13kKpEEgMrHT3N71sBOxc3iR4js2OcbVqlhxc3SfJFat8fBMa2WLK4aeMT7Wq3/BjMeo4Povgd1uIxPIUinUuLuMc7voxSzReDZErVFkN2CWf02pUtBqduURyHPliHY/POjHv2GzS97RBr+b9YZCH+xTJsY3B+Xl0KQIN4PNYR1H5arVJKVUh9AoiO4QwPVG+AlurLnK5KrV6i7unNDcPKbbW3WwvQUg7EreDSbd4M5JIFDn4sDr5PpOOt4dBnq7ixF+pvfvHRE8U/iB/r4EgCOvAJ+C3g4f+m4IgHAuC8K8LgjAcHEGYkGSODB4LDv49/bgsfvFEVIWCD9Y1vCo3X5JJriUcjw5tPnJTHumZARldMc1ffBsyum7zoFYo+ZU9iLGqJXJdYV1rQ7FAIGLes412l+t4lo/eycmoJBNtOXqKs+Wa3QmbtRrCGfkUx6rdyoHNxclFVNZNRqrxoVJvcnWb4FfrQaRcJLcstlEqcRpSCxX09SmvJDQHz2/j2C2TE7lB10/Zz2swGLon7W/5JqIsP8UebohvFxE2VlwYDRre7wW4eUxLWmuOY5iWH8ftUwbLHOeajZBzoQ+922Hi/X6AdL7C8XVsogmrXGmiVAjEMiUsGi2WsQhXvdnm/DnJl9sokUwRh8XAh60AH7b8OMzyTXoatZJofvK7alQK3q77eLvhoyF0+fIc4yKWxmMxcvwURzP4rWutNqfhJD/eRwlnizjNRj5uBPiw7sdm6B/z6DFG0GFZuqbwKZXnw+aLMPV0fagUvt7F+LQfAiC+hDyOHDRqJRaTjni6yF/urbHrcXK7pCEC0K/GkoFSIRCdasiLpYtshaSzJKII366ieB0WVjxWxJ7Ix50ArUZ7xuFriOnxNI1iucHpVZw3615K1QZvdwJ9e9GBS9LjnEVebl5rt7t8O4/gcZnZWpP+LtCvE10WKpWC9wdBbGY9x2cRcvkqAiKV4uRcdnYRQyH2XZXk4HBIZ3n2N73E56SJpXB1l+Tdu5XR/0s5OO3t+jDo1JycRiSbWzOJIkbDfEK2ue7mbEoztFxuUMvXCXhft8lUKH4aNdjb9BKLF6jWWhMlKXePaW6HhHSq8XQc1w9J7I6X+1GvV3Mn0aQkhfOLGN6gDYDDt0GUosjZt+dX61z/CcMlCMIPY3//jNSLBEEwAf934J8XRbFEP82+BXwE4sD/bPhSibeLcx6XxS+2RlSvULNvDvFQLPC7xPyao47MWpap1XCiZ9Vk47lSmH2BCI/F5etJAnoz61o7t4ks37IJ3rk9xIplYsUyOy4HapOS04Jcs8Z8otrp9jiNJPl+NcAP8RhapZK6TOdlp9uj3mhj1KipjsnnrNvsXORm6xG1aiUfvT5OrmMk5sjB6DQqKjLyJqLYL1LfW3MTr1ZHndIfgl7OzuR/n6uHJHaLfkYncj3o4OhsNv3V7vRYCzomCPHGipMzmYaQaVzc9tP7douBaLIgWY80DYUATrsJq1mHQadBoVDQ6/WoNdqUKnWsZv1SaXO/20I8PRslq9SafNgPykpNzQtOOO1GQj4bZzdx0nJqCCKY9VoK1QbhVIF1v51eT6QiIT2VK9fIlV+ubchtxWMz0Wh1eIhnR00+IbeN60IWhQJ2A260WjU3yQzHkdnfwWczkyhWUMtEvzLlKpnySzPOmrtfT6rXqLiUkdmRwslzHL/DTDxXXpjOH+LoPs4/+H6DVLqC3WpApVSgUCjGUpN9m8ZeT6Td7dLudGkOOr/rzTb1Vptmt0uzVocaBNxWVF14u+Hj9GG5e/LqMYXHaZJUswi6bUSis3OQaQEpiSQLaNRKVpxWfrtAPWJRVHKIi7skHqcJm0HLf3AmTZimIS4QeRyWBLzfD/IQzsyUMsRTRTRq5dxsgFKp4HDXTzxZmumIP9j2c3ExOzaLpTrFUp03+wEiicJMDWZJQg1jf9vH8U+QQwI4uYqyvubi8Skzcb3NZh2rIQfnczr5AXK5Km/fhSYUM8YhCPJmCsViHYVCwOe2jCLZi/BT4qGH235u7lOj6LrU+QyblnY2PPREcaaJqdcTCW24yOf69bw76x7Olmws6vVEAusu/G4LR7+fL0X2c0VfvukPFh/MiKL4/bwXCIKgpk9C/01RFP8fAOPW7IIg/G+Bf2vwvxFgZeztISA2eDwk8bgsfnFE1KLSsWX0c5nL8FeJxZOCT2/mNCnfsdfXQZQmo2smO08yTS5DKBF4Z/MhNOAsliJNfxH/6PdxPCYI/pDJQwY+B/1kqfFUfX0EpifCl6cYv14P8lgsUEY+WhAvlPm45udr9GUS1itnf+53AS/5VGVu09AQDouBRG3+RHb9lMZpNbDjc5IqVEiEC3Nf3+n2WA86yZcmjy9nKQdw85jCoO9bNn5683qbzHi6hF6r4nDHT75YQwCcNiM2qwG9Vo1KpaA7IPPFSp1soUY6V5lpSALY3fDw4+lz3y1kwXl4nGZJIgr9FOiq387zVGH/290ApxIagg6rgdWAg7PbGEeXi+VdTIY+EQV4jOfZDjqJ9ErUW/PrnyOZIpFBFF2lVLATcmExaNHrNRhdOh4yOc4T8uNrw23naCAPNV7rKAdRhMd0nsd0nt9srZIr1zHrtbitRswGLSpFv2u7WK+TzFdojNUstzo9zEYdpVpzpj5UIQh47SacFiNatYp2p0O+VCeeLVFr9l3LotGfHhUF2F/zcHQW4d1WgIvrOB92/DymCwu96nuiSMhlkySiDrOBCLNE9PophV6rlt2MAmwGnTNpeCks63VuMmgxqFSUSg121jzkSzXJMTGOZVPYx5dRLCYd7/YCEw1+PRH8PitPElHXIQFNpmYJ6BDV8vyI+vllDItZx5td/4R98FM4i9moozz47WwWPYmp5qzXoNsVqTSaGA2aUXnO4UGASCS7kIQOcXYaYWfHy83D7Hh7exCcK0uVz9dwKgTcThPpOfqmQ7y2dvzDXpCzq0kFiXmbh6HD1s6Gh26vx/3TSwYhPlbSUlkQEXc6TfgDNjqdLs9PGZqVFudfn/EEHXi9Fhr1Jk93Kdo/IbP59xuEfj3G/x64EEXxXxl73C+K4nBw/BPA6eDf/0/g/yQIwr9Cv1lpB/idKIpdQRDKgiD8hn5q/58C/lfzjv2LIqImpZZKXcFfLegyHceawUFcnB8xzdbqiKKOVfMkGfVqzTzJaGQ6NHr2jW6eUwXOplLIRo2aWE6acJxG+00Ff7m2wmUtQ77VXyiWH/YCR09x/qG1db5qopRb8ovIt6c4320E+DHc//7j6XGP2UhQZ+LsankBc7NeyzKvzhZrWI16fr0SlCRR04gmCxMGGWt+O89zOhurAwJarbU4kiHQRr2mv3Dq+x2eKpVyVEPYE0XanS4mgwaLSUsqWyZTqJKZ40sth/aACJ1cRlkPOnmMynep9uaEkHqiiFY7ORw1auVMnaHNrGd9xcn5bZxvl69zthrHbTTL3qqb+3RuaVmWTrfHTTTDh50Az7Uit8nFdVc6tXoUOVO+Qjdz023neGCpWa43KcsIXjvMBlyWvkSMQhBotDv8aidIOldDr1HR7fYoVBrEsyUSmTIJiY1lLF3EZtK9iJP8BPgcZuLRAqIIT4kcCkHg9CaOxaTj/Rw70iEeolmUCmFiIQekRYiBerPDh90gRzKyTQDddo+7pzQBt3WuM09SRoJoHHqdGq/NyMNzFrvVwM1DCr1Ozfv9IMdzTCOazeWbQ0qVBidXMXY2PJQrjVH0zmqZLBFRKAQOdwOk0/IEFOBgy8flAocjgFK5wflFjDf7fmLJIoVSnV5PZG3FMbLH9LssXC6ZdZFDKlvhcM8PosD+rm9pAjqEKEKlUEejUU5YgRr0ap6XqIHMZqu43GZcduNEo5kkXkFEPx6EOD6fjZAvM6+MCOmmh263T0gT6RI72x5alRZPUy5IarWStXUXBr2GdLpEPFYgOz6mB+MnlSiSSvTvea1Oxe6eH41KSSycJZd5vY723yS6fzyfp78N/JeAE0EQvg0e+xeBf1IQhI/0l+hHBnbtoiieCYLwfwPO6Xfc/zcGHfMA/3Ve5Jv+beZ0zMMvjIiWG20+4sBp0xNu5Ig35kfnlILA/ZK1X/0aUh1rFjtPA6/5joSl3KHVg6Gj5jSW4vdJ6Ynk0O3hh8c5C4Qo8uNjFKNGzd9aWeHHQkyyOFwBBIxmPFojelFFt9W3t4zny7R0bTrJFtuuvn95T91XBAgXixMlZ2eRFCt2K5lKledUoa8JGgpwdZvkrPW6AanXzJdPMum17IRcFDJVnm8zmFBRLNY53PTRFUWuHpOS62oqV5mQMbJbDDxLRIGGUCoEEMFq0vFuL0in26M1SJVWak0q1aasSPYQb7Z9fDkLo1QqebcbWCoiPI2DLR8Xg7q7bk+k3enI+nEDC+tHbx7TvNn2cX7b/8w3O/5RlNVi0rG54uTiPsG3n3CuOolo5NVzmoN1DzeJDO0lIldKhcC73QC/i/bv7S2Pg7uU/AJ4EHBzMaYbKpean4ZCALrQaHfQTGmKTmO6lECrVuLYXKHd6ozE7Odhw+fgMZYlni1xuO7l/HE5Ka1x6LVqtChID8pWipUGW0EH95EspUqDs6sY77Z9RHIl2ZKBQrnO2x0/J1OENTtnczSvfnYr5BqlPT1OkywR7YvGz486aTUqQi7r6POG7kP1RpuTiyh7m14yhQpZCXLzGuexIW4eUqhVCj4ehji7io9qU/oE1E8mW1mqa71efd2xzy/jmM06DvcCI/kpgA8HQY5Plx9zggA2qwGrWY9Br0GtViLQjw6r1Up0gkADkXeHIQqlGol4UXbOmEYqVeL9hxW+jpHYnS0vR0ueXyZdxuO14LAZyM2xBlYs2az06SAkK3ov5zImhaHT1e6ml3ani06vwapWk3jK4vVa8HitNBttnh7TksL2Q8SeZ+ejZqPD1ZgrX2jNjcNlpFKq83SfovdK69g/VYii+B8gHRP7u3Pe8y8B/5LE4z8Ab5c99i+KiALc5nPcDjjKls2D22wg0swTrc9OtIc2H0dL2kgCo4amdYudx3KecKlPdE0qDW/NXlK5KteP83XZ1u02vj4vp5NXbbX54S6Kx2xk02nHZddjFFR0Wz1KlQbxXJlcskxOIiqbTJYQRYiki0TGFhm7XsOKx4bOqKbaa/NYLKDoCew4XXTUbbrVzlLewVJQShSwCwLshNzolSqub5KcHL18dqvdpdcVR4LeHpeZgM/KQyQ707w0nPimtUPHsRFyYjHreAhn+XoRYXfdIymRtAjv94OcXkVRKpU0mm2+XkSWSq2PQxBmVQuiyWJfX1CCKHqc5pH26Dxk8hXUKiUmg4ar+yQmo5btNTdX9wm+LbArnQeVTPPBxWOKt1s+zsOpuR3KJp2GwIptREKBkcSSHBpTC5HU/SOFz+tBvtz0j2PQaRamtsdxuOKjXGuSylcIuqxE5zTnAThMeh4H/85X69JRyQXY8btmpMmsFgPwMlec3yYwG7V82JK3JZ2OHhr1GqJzNi93kYxstFM7dq2vHlMYdGpqEs18Hod5LhFVq5Vs+O1c372Ms2lN3uv7JEa9hvf7AY6nahgrC+Sr5NDu9Ph2FiHgsaLVqHi7FyCXr3J6sdzcur/l5WqOrqQcyuUGZ+dRDvb8FAo1gl4rV2PER6VUYLcZMZt1ozIexL4Qfr3eplyuUyjWKeRqI+3XIfQ6NU6jHq1GyeNYpE+pEljx27HaDSgUApVqk0SyKGs3enoSYX3dyWM4h89jmWlQWoRUsoTPb8Vm0cuWbizqmheAj/vyJBReFw0f4noQjPh0uIJOCx6PmWSiSDKxOKAU8NtIPCzWTY1EckQGEWSTSc/qugunZzk5sT80RPizxecvDXeFPHcDsfkNqwePxUC8WSBcL/Rf0FlOM3McuXoDURT55ApQKXbZsjg4i6b4Mb14sAuAFuVSC5nHZCRk6Tc2JDNliHewiEp+CC8mG1teJ8930gOuWm9NiFALAjiCVlZ1RvJCg55JxKzTUm20KFTqr1rkxzvMnRYDa147iViR+ytpMjit2ZbKlEllyiiVAu+2/DQ6HW4GXsZXD0mcNgM+p4XzsYnf4zQT9FpJpEszrko63WKB+2mME06bSTuKCnw7j8iSSCm82fZLNigdX0bZWnVxN0Wmfa7liGgqW+HjmxAKQUAURa4ekj8pAjoN5ZyF5fQuwfttPydPCcnygYDTQkcPp4nJ3/k8msKk1VBpzi6YH1f9M9ahUtqE0/BaTRNRSYNGvfQ9+m7dx7frKO/WfZRqTbQaFQ6LnpzcYgs8JV8i77FMic+7Qb5eLU/4v9uRXowzEvWe5WqT08sYbze9xIsVslMKFDfPaYLeF/K84rZxXZ6/0fI6ZqOda377hElCvdHm435QciOj18qPoWFN8HRKulRpYDXrRiL40J93Ti5iHGz7SGRK5Is1FAKjGstFUAgCTnu/TruvgiHQanUoVup0Oj3K1QZOhwmX00QqUya5wJGsUVte+3l0DgoBu82I1aJHoRAIeqzodUqsBh21WotiqU6pXCeTLss6Ks3D1oqLi5P+vbK15eFuQO67HZFIOEckPBbNE8DrNuNwmdFoVTSabVLpEvl8jV5PpNfsolQKWK0GEq+0CQZIxIsEgjZ6JlHSDECYM1YVQr92fdHGvdnqoFAIS7nXjePDXpBCqkKiUEf1Chkpt9O0FBEdh8VqoNvpklvQC/I3hz9os9LPFr9oIjqOh2Keh0GH+5rVzZrFQqsm8hvHCoI4jDcL/dSwKNIT+52wPbHfFdv/69Hp9eg0ejhSBmwKaCt6+M1mngqFuTV+AN8FA3x5lCasPrOJoNmCotNvlklFKhR4SWWZW2qekwUONtxczGn+ALBrdSzTR2jQqHnr9XB1Fce6paLeaI18yYcwqpXYbAbMZh06nRqVWoEoQLPbpdZsU6w1KJRrg9Rzl8MNH7RFbm6THCfm1xlJRWCgX7g/lCMKuC14PBbuwxlW/Q6ajTYmg5atVReVWpO754wsgXuIZFAqFbJ+ztOYbmwy6rUT6alvF8uRUYUgUJDx7+6JIpVaU9Z2chF8bgsGrZqeAhqtNjubHprtLrVak0KpvtBlRg6LFoPj2zgfdwJ8e4xNlE/sr3l4qBYoF2fJZqPd4buNID8+TBIclUJBvDj7my2T7nMbDBPNFLolZJgAPDYTT9H+Qj4cp+lClVWPjWarS1UiRbwTcnHzPDkersJprCbdUuL2B2teWT/v52QBl80omVq/GEQQP24H+HY7OV94bKYRETUsoZ94H83NWMyaddqZ1yWzZQRhtuRUTu9WqRDYX/dwfiUdvfU4LRNEdIjL2wQmo5Z3ewHC8TzF4ssmQKkQcNpN2Kz6AQEWaLbalEoNUtky6WxlppHmcMfH19NwP9o6lo632wwEvFZUKiX5QpVILD/6bnubXq4lat+NBg12mxGjUYtWo0IQoNvpUqu1KJXq5Ao1cpkyuUwZv89Kti3S6XYJrTi4XFJCSA4fDkOc/viiXrBQHkmEVKpMKjU5jmxWAx6fBb1Bw8aGi6MlI8RSiEULhFYc/TlrKnItx0NVSgV7G15OljyuVq2cMV6Rg9NuxG02cnIS4e2un+hdGpvNQCBoJyahHDGNxitKMWx2AysrDs5PwsS7Iqsb8pJSf8YfHn8yRHQc3W6P28cCXoOR0+TrU7d/6Qrx24swK04ruXqdSrOFTadh1W9Hq1eRbtR4zE8SU5tOx23iZTcWsJgJmM3QFomnSqTDFXJI12SGbFYeBqmCeKxI0GEhWpDe5aqViokOQykoBYFPK36eHzIjb2VRhGKpgU6rpjHWadtud0mny6Tn7PDVCoEP2z7Mai2/P3qWtSycxjL1YfF0iXi6hFqlwKDVoFMpuW11ZKWMxlGuNNnb8EjqjY5DIQi83wvMdNfrtLO3/zJk9HDHz8mcJqxkpjwjxyQnQg79coS9TS/NZpubpzQ2q4FEuohGryIx9T6NXolj0EGu16pRKRWIPbFPtqpN8qWaZDq00178m327ifFpL8iXgQ3np70gP8SjzCuhSpdmidbHNT8/PMz+fosioh9XZ5t61Et02isVCqxaLZlBE8J4RuI5VWA35OYhnp2pNTVKEL1qvcWnHXnv9iH8TjPRSH6uhFHIZ5Ot8exHEKO82fCQqdRJFfrnfvucGckVNebo4g5RrPRrsM/u+0Qp4LZycTtLmuLpEvsbXi6n6mZzEuenEAQOt/xz6zANc+SjKoPI768+rIEI5UqDQrlOOlseZUWWgc9t4XEQJZze1OaLNfJjHdUmg5ZQwI5Oq8agUvHx7Qq9Xo9mq0Ol3KBQqFKrNKlVFpcK7Gx5iMeK1OstECCXr3J4EOTmITnRJLQstjbcnH+btAO9uUmwsuIkHH5dBK9YrFGtNnjzJkgxU6OcrhIK2HC5zbS7XcLxgmSEUw6RcI61NSe9njihniCVmtdpVaz5HRPqAovQX28WE9F3uwEe79NcJ/vjQDOoJy8UanTMOlbXXTw/yq97KpWC8JznR+ejV7O77+PmPMbpz9RvvvfHa1b6o+FPjoiumq20cl2ylTpOnbwgtxz+whXgy1WfhISzRQ6CHq6SaSqNFudjk7hVp2HN1yem2VadgNFMo9FGbInEUkUyz2UyMh330wiYTCQHpt2VegtzQ4tVr6Uo0Sm8H/BweSG/O38f9FJKVzk5niRS3W6PVLbMxwPpFN087G/0JUOMejUrfjvlSmNhh7lCgPqSjQoGnZrdDQ9/78d79Do1W6su2p3uTHpbCtoFETOVUsH+llfyO2vU0u/9dhHhw0GQI4mFWKlUkM4t/l2Pr6Lsbni4fkjhtBkkve4DHisel5n7p8xIXWB7zc3loAHKozFjtxgmNFNb7S6JTGmueoHOqMZhMWAyaNFrVSgVCvRmDYcmP6IoIvZesgG97iAr0O3R7fVI5Mv85mCVOh1+G1l8nzxnC+x4ndwk+wuqUavmJvG6xRXAotfynJyNemhkDA/G8WnDz5exdLo4xQ6vI2nebfo4vU+MlBmUCoG7iPT9dXQbY9Vrlzwf6Kez1aJibjMcQHOJruGrh3795uftIF9vI1TqTT7s9SOli5rbhhj/vm6rQV5maIpc6DSqGV1JQYB3OwFOFqRdF0XYdVoVkViBfLHK/paPzGOa7iuaQrQaJWqlckSO7p7SOOxGcjLd3pVak8vbBB8OQtRqTU5Oflo5y7s3IS4vY3Q6vf7xBvPc+UWUtVUnpUpjbpPPNOw2A4VEiZ7E5t1kno1cL0IwaEcAjo+eeXPYN6uJxwojC0xBgLWgHYfTRLPT5SmWoypTazrE01OW9Q0XMbE8MgWZzl6YDBq8DgvXr9D1BdAsmJ9tFj0Bp5Wz08m5pj62ma6UG/S6PTa3PNzfSR9/bcXJw5x1UaEQOHwXIvyY5mQsMv1n/DzwJ1WMsGGxU890yFb66aDLVIYd16wvsxw+OL2cTNX9XURTfFyZdeCoNlqcPyb5ehHl+S6HmGjTTDc5uYmTfYUbiAIITy0c8WyZgM4s2WCikNlc7ngdHFgcXJ3FiUvUDA2jmN8uo2yvLZ+G+LAf5PIuSbPVoVhu8BDJ0up02V1g12bQa5cSvH6z7UOnU/PtIooIuOwmLu+T3D1n2Fl3LzzOfTgrK8it06jYWnXLuhLN6+I+uojy4WDWlexwxycpATQNUexHmww6NQHPi6uJRq3k3V6ArTUXsVSRb+cRSmN1dONR9lSmjEWrxWR43YLVaLaJpYtcP6U4vUvQ1QgklQ3yYpNkq8q3dJLjbIrTXJrzYobLUpabap77epHHVon/X+SZRLvGuzUfnzYCuC3zbW5N+pfzOwh6KdZlIjJzUvPbbudI53QciySfDkIevkxFL6VqtE/uE3zaefk991Y8lGW6zqWktCbO1eckukTzxF0ks3CjBP1o39FFhL2gG6/dRKncwOswLx3ZunxM4rAa8DhMc40Vru4TeF0vFrl+t3VmjH7YDS4koTC/Yx/6QuTxVJFGs98c6XGb5zrqTGN3w0tkTFNXFGFFxnZziI9vQpycRmRNN+ZBAD68XeH0NDLSPrVYJpvxnp6zIMLaynL+7SqVAqdRTyEvvR5cXcbxepdtkhF5/36FVLI4arSRcoUTRYhE8hwfhbk6i9EqNtnw2vl0EGJ/y4tepq7+8SFDyGkZZYkmLEktehwWo2wT6Tyo1fIbybfbfsRmj0uJ8o9kYnINq9VaRBIFtvek3bBMc5zp9t748XotnH59oijzW/xc8Mf0mv9j4k+GiG5ZHZRTTQpTvsx61XINLTtWB0+POclF7MtDjO/X5lqlUq23uH/M8p3fj9O4fCR2z+smI+H/fhPJ8NE3aelp0Wu5nkpDB+0WPnk8PF9l5k4UI003ESqVxlIL5MeDEEcXUXqiiMmgHV2bUqXB7WOaj29Csu81SNjYjcNpN3IwkCoajzCMe0DfPKa5fkixseLkYEvaj7tSa0oSa5NRS8Bn42qOhM+8gnwYkNH9l99drVKOnGCWQSZfZXvNjUKhIOSz8fEghEat4uQqxp1EecXBlo/7KWvIcDyP325e6veaRtBrxbNj5+8loigVCu7TOfL1Bh/X53vbiyJ4jUaOogl+DMdI1qoE3Ra+2wpyEPTMRCnPI0nMOg1Ok57T8JxYrczOZN/v5tu9dKnDPGFtu0nfrx+e+tieKF2G8OUmyufd/u+5SErqOpzmcHPW3/vzTmikArEIrXaXjdDyG+GbxzSVQh2HUc+WfzmyA33pxDW/g6DTOleKRgQCrpdNkWXKb/3Tfmhp56DEHFm8d3sBTqY6uWOJIrePad7tBbBb51uKfjgIjvQ7x5EvSjedAbzbD3I8iII+PKdxOaUtOqWg0Sg52AtwfDyZPtdLlB/k81WS8SKH+/L2oEO83fXzIBPBgz6RdC/Rre10mdja8nJ89DxR07uoZ2F4jOfnLMffnrk5j9OttNnyO/h0EGJ3wzMxr9zfpVnz2NGolQhCf3y47Eb0GjXh2PIOg+PQSBBRi1HHuy0/5+cxyhJ1xk6bUdLZqtns8PicYe/N7PxVkjBAWd1wsbXl5vo0SmKJGtM/44+HP4nU/K7NSTpek7QsPI4nWLFbCRfkJ86A0UQ5WZ/rMvP1Ica7VR8nEhaG8JIiPr6LY9Cq+fVGkC+RGJ0FKSyjIE+Uv93E+NV+kN8POul3vC6O0/1/2w06th0Ozi5iZLqFuceASU23RGZ+il6pEHiz7Z/oijQZtRNRkJ4o8u08wsGWl3A8PxOF0MtElBSCwPv9IFf3CS4k0mxS3vMPgzqqVb8di0nH+e1kd/f0ZOewGjDoNQt38MtEbI8uo6N6zzfbvrm1q2qVErvVgMWkQ69T96N5oohCUBBJFIhMeYaPQyEIsh3Gd08Z9re9XIXTSzVmCQK8PwzxJZegmeu/ftgcUWu1+foc49O6n+tYhprMPZ+easYK50uE8/0ohU6l5E3Ai06pIp4vES+Uebfi6zt/zdHPlbrcGqVirsSPnIyMIIDfap5QiBhinmrFl+son3cDXC6oKwZIF6uox3RM36x7OX6l9Jl2gfau2ajFbjFgNmhRqwZ6k40uWqWad6teut3eyHJUEITBfyeviwhoFUpypeqEMYQUrp9SL3XiYy/8dBAa1ZMvg1q9LSmMHvBaRyLlUji5imHQq/vRy8vozG+1HnJyIdMY9BzN4fdaZ7zedze9XI4RVxGBYNBOZgkHIZtVj81s4EKi+UauPrnZ6nB+HuPD+xWOT8OIEjV9h/sBTr4srkG8uoxjtxvIy0Tq3hwGeXpIcydRwy+V7l+EbrfH41gtpVqtZGfFicmio1xv8fSQZmvLQ73Xxe+20ml1SGRf35U/hGpqPj/Y8pGMFTib0+zkcZooJqSP2W53ublL8eZdiPPBxsNo0BIe29i7vRbcbjOXJ+FfpM/8n7vmf4HYt7uJR8qyCyqA22iUJaI2jQ5tWUGsOn/S6okit7EMG247D+nZ3ZVqjAzVmm2+XkYJuiyYLDrOEtITs16j4vp5fof8t6soH3Z8HEUTVIoNtGol7/0+bq8THMeWXxSnO7iPLqNsrbi4m4rAGXRqQj77hM0e9DUNpXBxl8TrMuOwGifsKbUSsjCrATuCIMzvSp8zcww/3++x4LabOLtN9N04wpmRkLzXZe6np+aQviHm6WaO4+gyyqc3IUrlOlurLvQ6NWqVElHsE/xqvS/tUijXSWXLM13+Hw/kI8dDHO7Ob4C6vE3ybj/A8V1s7uTqshsxBYz8vdTkZ/Wm6MnX5zgBmxmvysRDavZ+fkrnCbmtRCTGTaPT5TT2Emn2O0yYDFqOn+Y3MUj5jn9YDfDjzbz7WPrLft6Ul1laRNYFFLhsRmxGPWqVklqzRSJbojCVCk/myny3G+LLVQS/00IkPL85aRpajZJqo8nWigujToNS0W8sazTbVCpNcoUq1UKTamGSiK/4bFycRQn6bVS73bmi9uMw6TW4zEZCfjulWoP7SGbm6lXrrdHGarjx+bT/OhI6hMthmiCiGrWy7261oDmlVm/z7TzCSsA+oRtsNuqoVptzxd29LvMEEV0J2ImGczP1p8u4pIUCdpr1dj/lLoFFIg/Hx2EO9v3cPWUmNDODfhsPSzg6QZ9Yraw6Z4ioyaRlddXJ+RyheqnU/GvRbne5v39ZgzQaFapWj02/jUKr1dcZFQQKxdrSTarjGBJRo17DVsjF6dniunP9guxPt9vj4irO2w8rnB6FWVmxc52rYTLp2Nx2c3ESIfMfwo71z/ibxy+aiB46PISfi9QXODgcR+N4TEZSlcnJSadSEhCN3OWXa65otDuUq03cZgPp8uTEIUhsYmKZEmRKfNzwkahXSJQmye6Bx8NJbr4MhijC3WOGz5t+NFWotdQzKaRlUJ9qrBDFflf7sEMXwG41YJZI/8P8pqBkpoxGreT9XoDjAYEdr9vUadXsb3o5voywaO6szfHOHiKeKhFPlXA7TAQ8Vs7vEmyv9eWeqrUmuTkpvHEs42ayGrDjsBoQRRGTUcfVffLVskydBcdRS1h5SuHkMsbHwxBfr6QXp3cHAc7KOZ7Ts5HgjgTpjhXKqBQKvtsM8uUhOkOyAhazJBEdh0IQCDls/PsX97hMRtmNGsxGKledNo5kUvJDSKUft/xOjm/k3zdvg/F5N8iP1xHeb/g4mRKWd1oNeO1mdBo1zXaHVL7M+VOSgNOCqidQrbdQKARsZh1mow69VoNGo0ShUCAi0un0+iSz3qRYaVBvtjEadfSaXU7Pl5fZsRi0REWIxgo47UZCPttSGyuf28rtU3pEDp12Iys+O+V6g7sxUprNV1AIAolkkY/7QY5OXz+fQH9cj2N/yzchsbQIw3Tv+/0AT9EcfreVq7v5zlbjzVUuh4lquTFqsBlHJF4gFLARHTTxTGNvx0f4OTczL45jGeJ1cRknFHJQb7bJZCsYDBrERodm4xWuQtcJTCYtlUFH//aOl1ymzPkC0rasbN0ysFr0rK46abU7PD5kaHZ79NQCj8OskgAOsx6LRY/BoEWtVqJQCHS6PRqtDpVqg3yxPqHIAv1MzN66h1ymuhQJBWgtce16PZHT8yjvPq2iaPd4/3GF++sEJ19+2Y1IIsKfBe1/SXjn9PLwmKe5BJnoiCJrNtsEEVUCh1oXp8+vs/TLlmusu+1U1K0JAjxvSjh7SKBVq/j1ZpBvsTitwQTSrEqTLoUg4HOYcZkMaAUlzVobW11FsVyfkCx5DaQm63iq1Bd4v4gQ9FppNjsTUc1xSKXMx9Fqdzm+ivF+P8jFbXy0E97f8pLNV5cWZZfT55RCOlchnatgHzRqdDpdokss2EM0ZQil3WJgLeQgm6/yHMvzHMvzaXCdvC4zQYN2qY7+IRaRzMNt39JKBkdnET69DfF1zGfeYtLh37Dz26R87WJLZpx0ej1+eIxyGPIQy5Ymaqxjufnn7TDq8ZnN/HjbP5dUqYpGWefTWoCvT7PEa5wgKuinkxct9tORLpNeQ7XSnJt+lyLdAO83/XwdODZNR4gBssXaTKOhzahjd8XDfTiDxaKjVG2QLdfJylh1jiPgtnJ6G8NuMaBWK2gvIaG1FnRwMda8kc1XMTba7Ky5R+YPcphuasvmqyPbTYfNwGrATrne4i6c5tObFXqt3tI1oVIY/+0OdwOvIqFqtZKA14rNrEcU4f1eoC979iZIr9cXwk+mSzPzViJdZn3FSSZXQadUEkvLZ7JcbrMkEX1/uMLZWWRhRLG5hHwW9J16rFY9m+sudEoVV0sSriHq9TbvP6xyeRFlb8/P6ZIp5Z+Smh+H12vF67VQLjd4espwMoi+vn0f4ugqxv7uWI20CIVSXdaJaQizQYPVasA00Gp1WI2kEyXmF4xMIpOeP+8olQKBgAOrtX/vGA06aqU6a5seioUayXiBzhKKFT9X/Fm+6ReCDy4fN/ezuoDzcBJPYNXpKDb6C+2v7EG+3v40y8THdJ63K17O4slRhK/dm3/jN9sdvl5F8dhNOL1GEuUKN5E0Oo2KoNOCTa9D6EC5WCcZL5LLFchRGL1/I+TkMZLte/teRl6VIpwnrn50EeH7t6tc3iXndsIuauwZ4vgyylrQgVGv4e2On9M5XbxSyOSrrxKpVwiwHnTw9SJKtdZEq1UT8tkwGrS0Wh0S6aJshHR8kdOolexueGl3Otw8pPh2PklIhjIyyUyZtFDh00GI05vYUh7tmXx1RoZpCINOzX3kdXJHR6cRPrwJcnQdZX/by1O7zNfk/A1VvT1/UT2LpnAY9RwEPVxE+xHxWL7Eps/OfXZ2c3Lgd5PKV7iMTEbPW90eX59ifLcR5OgpPkEKx8njp/Xlxt80qdx0Ozi9n98sJCUTtBNycfmcGo2b63BG1vZy4nhBJ6cPcfK56qvGnEIQ0GlUtDs9UrkK3+0HOVpCUsggUZdYrbd4vk/zbt8/o+oxDqnShyFyhdqoKdBuMWDTaSk26uyteyiUG2TzlVenXksDMu5zmXmYQ5K1GhUBrxWLSYcoQqFQJZYs8Pyc5RnYXHURieZmN9kCuB1mnHYjOq2aTrdHsVzHYTeiFhTcPcwn5tPKBoIA79+EOF6yDKHyCtc5q0WP12Yi+pTB6zKjVClQKRUolQoUw/8qBjW+CgUKQRhk0fo1v1qNkvfvVzg5Xn5u/ymp8vV1FxaLnnS6TDxeIDlVb2uzGbgdlGtdXicIrTom1AsWoVprjeSi3r0Jks5VuBiolpjNOnweKwaDmk67R75QJZ4sTnxfi0k30gOG/m/m89lwOIwoFAKlYp14rED4KUMYONgPcHYVhk6XSqn/eykUAv6QHZvdhEqtoN3qkMtUSE8d68/4+eAXR0Q/uf1c3qYXNgFNo9Hp8j7g43fhKH/LFeJHmfTmsjgNJ/luM8gPT9HB5y+XiskUqjiMer53+rjJJUkmy0STGeYtyTaznsdIFhH4ehFhf9NLNFmgvKSPs16vliWiAa+VWLKITquaL8nyistt1GvodLqoVEqsZj3FJaJHQ/R6Il6XSVJ3cxouW98ScChUv7vu5voxPeMe5XKY8DnNqFRKypU6z/EC7U6X6qDj3qBXczem5TkNQej7yI/OURT5ehEh6LWhVil4jOYk3zcOv8ciSUT3Nr18/QkWnulMib/8W1v8u7cPS71eqpFvGrlqnXy1zvdbQb499Emk02iYIKIKQeC7tQBf7mZT+eP48SHKnt9NslgeRVk7g82ay2zgKrycHmFrbFx93gzwbU4d7RDTC3TAZSGZK09EhVudLgdb/rkp/nG7z62Ak4fo8huGD7sBvo5Fua+jGYwGLdU5Y2xz1cWVhBg9QKfT4/wsyqf3KxOfO45lx9l6wMFf/e4OhUI5SqUqFAIuqxG71YBer0GpVNBqd6nW+7qZUlJS8XQJjVqJVqumNmim0WnVBL1WzCYd3e4L2XiUMeEw6jWUqw3yxdpEmRAAIqSzZdJTNdc+l5l2u8v7N0F6ImSyZUmby3Suwua6i4fHDDqdmvUV56izfhnkl9AL9XmtOC0GLs6jOIw6XC4zx0evL3U4fBui3mghij329/0oVQoeHzJU58zxy2zWVSoFW1seNGoV4UhuolFJCv4V+4Tcnc2kJ8LrO85XgnYu75Jo1CoUCoFeT6Rcbsx0yWu1KgI+G2azDlEU0QhKWu4mapWSaqVBLJYnHu3/SaHTaFEu1Xn7foWzQVq+1xOJRwvEo4XJY+nUeP02zAML13qtSSZZpiCjTfvHwJ+95n8BMKjUXNyml/Jyl8JlMs1fekL8+Nfg3Q3w432U7wdktLog4uR3mAlZLMTCObIPRVKtHHsbXhIy3YHjWA3YOb56WWQu75O4HSYcNuPI1nAedBo1MLtIWYw62u2+0H3Ia8Oo18iKdHe7i1MdarWyn2a+iI5IoU6j4uNBiIdIdumF0mrWLySih9s+nuN5bsciMXqZhqpMrkIm97LLVikVvNsNoFQKfFsinehzWYhLpIuiyQJKpYJPb0IcXUbnpvqkamxtZj2XC6J7ExD6ri+iTkGj3eH/e/fIx3U/3x4XR51LctqeUxCB3z9E2fY4qDZaPKcLo05sp8mAx2DgxyUzCVfxNG6LkU2Pg/tUbhQ9DlgsnOaX+96NQfnLqtvG+ZLXqjN2r9qMerrdHiUJAihXrgBwuO7jaIz02iw65u4Wx+BzmTm7mzzXcq3J590gx8fyc49q0bQmwvFRmE/vVzi6js3Uz8ZSRRQCc+uwPx+EOBrUmB/uejkbkI5eT5xI5U/DqFfjsJswG7VoNCpEUaTRauNxmClVG1j2/GRzVRLpEveP8yOV41hfdXE2qCu324wkF6RlvS4zRydh/B4rx+cvP4jZ1Jdr0+nU1GotYokC1VoLs0WPw27EqNdyJWH7KQejUTNXCN4xqN09P42SCvdJUipRWugeJoWNTTdnpxHefVyl1epyOWh0UioFdnd9aLRqws+ZCbtUYKR3Og2TScvamoteT+TxMb30997d881oLl9cxvB6zUsFBkbHN2pptLu0Bn9bay4eZKLXzWaHh8EmRa1SsOKz0y43iS/RbBQM2rm/6meCzk7CrG97eLyV3+A2Gx2eH2aJuDdgw+2zSrzjz/ibwi+KiKq7Crax0hNERJGBT3wPURTp9fr6gUPv+JFzTK9Hd/C6ltjCrFSwqTBjNGjR69Qo1Aq6iDS6HYqtBulqbWHz0zi+PcY4DHqIStTTGbRq9gJuGoUm9/dpcgP3pE97Ib6dRzi6fHHfmQepFEw6V0GtUvB+P8jxgvpCKStLlVKBx2UeEblIssDOuofHSFayiWeRS0zQa0WhUIyIXX5QS9Rodfh2ERkR0vtwZqFQt16i434ItUopK6MUWbJTstPtgQCXd8mlau/cDpMkEYV+VOLreYT1oINWuyvrhiMVbV4LOZayMtXrVGzv+kiUK5wl++e6ve2hUxY5fkrweSPAlwf5yJ5Oo6K6ZMR+iNtUDqNGzY7XhdWsQ61SEs+UuCq8TtQ6XapSrNb5tB4gVarwfsXH6cPyhKDZ6qDTqBDbIq0lyiDgJZ2vVStxWPTcx6U3a9fhDGajdiazsOF3cB/NTBC92JISNoLQ93pPtGcX7tP7BG6nacZPHWBn3c3tzXL16sfHYd4cBLgOpyciiK12l6DHOhG9Hz+vj3vBEQl9LWr1NrX6ZFTq45sQxUJtRmFjWbw7CHIythE0G7UkF3BYp91IKlXGaTcSHouSlStNrm5frp8gQMBn63uyr7omOsOXgdVikCSiZpOOzTUXl2dRTpMvv7HXayEZ71/3eQ5A01AohFE9Y2Zq7uh2Ra4HUlaCAJubbkwmHbFYnkymMlEH6XKZCATsVKtNHh8znL2yTlWrVZEpz0aAez0Rn9OyPBEVIBR0TNjMWmzL6Wq/2fFzchphPeQcRVHnwWEzjBzmRLFfFqRQKl5VO7v7JkAqViC9hEHF3xT+LN/0M0el3sRpNHASTryqPnQc5w8JNr3OuTI4Lr0Wh8WA0ahBo1EhqATaYo9Ku0Wh0SRbrdIZvLnbE3lM5XFZjbQUTXqiyG7AjVFQcXuT4Dw5GQFxWA2cD+q8eqJIIl3CZTPKyo2olAoeZGoI250ex5dR3u8FuHpIyTbfSDUaHe74Z0jQzWOqL0YtsbDM870e6oI2x3yYs/nKSFIJXkdI5aIKQa8VQRBkyVu2UGUj5OAhMj9KvBp4kad6jufYXfdw/Si/cMhpWY7jMZpDo1YOTAAiM5UMkXgehSCMyI3HaZ7rggPg9ZjxBKxcRtP8OObdvr/m4XiwYvdEkS8PMb7bCvLjnfR1sRh0VGuLNRWnUW21SVT6GqH5cp0tn7MvaTP15USGqlvi6JwQh2kmEVEUaXW67HidlItNtvxOur0evZ5Ip9sb/HXpdHu0u13ag8egr3t6EPRwNCeFPo1Op1/uvx10c/YoT3q7vR6bQRdHY85MHruJYrk+U8oSz5VZ89oIJwtzj/1hV16ft9Xp4l63SBJRcYlGpnFcXMTY2nATK1QmNjl2q3GGiCoVAm+3/TNp6bun9Gw6fEl8fBMaddvvbXsXdrtPI+C1cnM/+R6djOvPELubHi4G0b3cgqYZUexbn+ayFYwaDcV8ldWQA7vDSLXe4ulJesM9hNE02fil06nZ2/Zyd5ng5OusPqjXayU1IKKLvsc4Dt+GOBlsDuKxIm6vhbREmYEoMkGmV1eduD1mREFBMlUiEslN1Fa+FntvAqMSp2lcXMWxW/Sj4MI8fDhcmdCfBigskQl7ux8YNUs9RrJ8/LDCscR1HsJk0nJ7NjknRMM53n9cWcrC02jWsrbh5vwnlFH8GX/9+EURUYCv9zG2fE4K9QaZ8utqO5QKgXK1ydFdjE87Qb5eSy8YlXqTioTP+xAaQcBrMWAz69DrNKg0SjRaJesbJsKPOR7P5CflFY+d49zLcUuVBhsrTgrlumTkc3PFNZckARxfxVj122l1ujPe0TBLRD8ehGS72E+uYnx6E5qZlKTsEE0GLetBh2REtieC126ciSSOCKlWLUtIWxKE+sN+kMv7pCzZHsJmNgDziahe+5LCb7a6PEazcyPTy3byt9pdvl1E2F5zU6o0JvRE680OKz4b4UFXv9dlJiXlWS/AzrYXUStw8ZwkfDe5uAgCVITZa/DjXZTvt0L8cDf7uxp1GniF2IJCAW9CXrqIXCRSOAtl6q0W9xJ6o6/Bd9ogdbHNTXpBraUAggqUCgV+j4UuIgG/Fb1ahValQqVUohT6Au9ir5/taHe6NFodGs021UaLXb+bH68Xl+CMy4WZ9Bo0SiXpnPSC7nKY5hJRj6NvTzsPJ3dxNlccPIVf7tH9TS/XEjaHi3D3kCbgt6HXqknn++esVk1GU9RqJXsrbknpnEazw8GOj4slnaJg0PCzNyn5lM/X0GlVC/VDR+ek6jfvTL9epZRX5lAqFdSqLxHK53AWu80gW8fpdVto1lpYdFqub5NYzXrC4RzhwXXXalVsbvvQ6VSkMmXiUxGxocWrSqXgzV6AyENmrkB9fSx6en0Vx2ozUFxQY2o262ZS1n6fVZKITqNYrNHtiZRKNUKrLjYGtbA/BSsr0nP4EO12l7WAg3xpfpR1e9Mj+TlP0VzfEEWm3tXvtc44UJ1exwmtOIiEpefyzQ0PZz88zjx+fZXA6TaTlTAAGGL3IEAqUfh5klDx70/5pl9kDPgukaXb6bEfWN67GMCi142iOV9vonzem2/bKYeeKJItVrmLZDm9jfPtPIKY7dAqtOe6eXhlomAP4SyHO9KWcYusMod4jucpVxq82Z61JVSMaXrub/kWpvK/nkcmrC0BylNkcXOlL+w+ryveapFPyTSabb5dRGi1u3w8CE3YDY6nSs1GLYc7/VT8IhIKkMzOTyHtbnhmbD9b7S6PkSx7Er72Wo1qRB6Xxe1TmnK1MXMNHba+Z/uK3z7TGKXXq3n3PohrzcpZIsX5U1IyYv92yy/ZxQ7ww12E77dmxfN1S9qD2o16vt8O4rQZOYknOY+nUCkU3KYyfWem/xDz467PyZenKN0lZxyRfordrNVS67QIZ4tcJ7KcRJJ8fYrxw2OU3z9E+OEpytdwnNN4ittsjkilTChoBwXsrrj5vBvi/ZafgNMief63kQx2swGVUkHQZSU6x7oyVZh/b9lNhoUas6IISv3k79H8Cd7oQ8TiBXqNDqv+vg97fYxY63VqNv2TclDTUC6wOh2HQoC3O/4Zd6l0tsz+1uy8I4c3uwFJy0hxTvfb270A0bHSGxF573m300Sv1SWfr6HVqKjXW6xuuCZe02x2uL6Kc3wUJhEt4LYbeXcY5GDfj9GoRalUcHgQwGk2cPr1mcIcUqnTqXm8fyFSnU6P9XWX7OuHWFt3UZlq3llGMspuN2IwaolG89jtJi7Oojzep1lbdXJ4GESlesVvqhBAo1jYd3F9k8Rs1Mo+77AbSOUqkun0Xk9kdU3a6lajUaJCmJHp6nR69JSCpFe9QiGQeJYmqI1GG6dMvafRpOXN+xDX51EKEpagPweI9OWb/hB/P2f8IokoQKFa5yaW5vvNxa41Q5h1k6Tuy3WUz3vLv18O71d8HJ1FFvpXe+1m2U7Ho8so73ZnPXTjMjWHUqjWW5zfJvh4EJrw6B7+O+iz8hzNLuVRfHIVZX/g727Ua0bRWoUg8PFNiMdoVjZyNIRugb0hSBPSYXRne82NVqPi7BURm1iqiN8t7d8sCNCUEcxvtbvch7PsbU562od8tp/kYFJvtDm6jLK/6R15aw8XWqNRO8pue70W3n4M0TEp+PEhNrcWUaVUEG/Mn0B/uIvw3eYkAZaazMexG3DxYdNPqdvk909RUmOZhk23g0any00qy6e1+R71suetUFBvdRBFuEqk2QkuXqQBtCol19E0N/Es79aWIzomnYZ4qshVLE2qUOHLTYTj+zixXAmDVs3OiovPu0E+bPkJua2IiKwHHByu+xa6nIXTRfwu6Xvrw26QKwm7USlcP6dHGo1vtnw8hV8n3zWNQqFGPllib90zisKbjVoCdjO3C2oVH54yCzWCoX/vHWz5JD3gAU4uoqyvSJONcexv+ziSSQG3ZGrzLSYd9xLNLlI1w067EUVPGAUElMr+3Hd2EcPnl29IyWQqnB5HuDyLUa80MWnVXBxFSCcXRyfX110zjUPRaH6uM9PqmpMzCdekh/v0KBorBYfThEarIj4oAzCZX8jh82OG85MIFqOWD+9XsFoX12YevgvxuKCUCfrz2faqdOBHqRSwWo0U56TuFTJz0P6ml6iMj30kXuDg7ez6vLvrIzsnanx1EWP37eQcuHsQQKNR/TyjoH/GL5eIAvR68ONthPcrPgxzGlyGMGhmo4tfriN83v1pkVEAv91M+KG/kEjVfg2x4rWNOlTlcPOYIji2m/N7LAsjfFL4dhFhc9WFbRCRFARh1CG/SDdxiJ4Ij+Esa0EH5kG00mkzsrXm4tv5YjFomB/hmMY4Id3f8vLr92s8hDMzXtbLwCdDRA93/DzJTHrQd1q6f06PCDj0bQf/w+DyPkm70+Xtrp9sscr2mpvL+wS7O162Dn1E6mW+3EWpLiGv9HbHT6y4+H748T7K583AaA+sktggGTVqPm8FWfFauUpn+BaOS5aGWHQv3/8xm8e4xOZiGp/W/IRzLxsqpWa5aecg5BnJTmUqVcnvMY1dv5tcuU6p3iTks008V2u2uYlk+HIT5eg+TiRTRKdRjywFl+l49kkQUZfNyM2SJHSIfKOBUilQfoWBwzzU6m0e7lKEvDZW/Xbseh2PMtaV46jWW2wtiN5p1Eq211ycz5m/ej2Rbqc39xrabQZic0obajKR4Y0Vl2Ra9/4pjUbzQnBsVgMahYLUWDnQcJ7qdnvY7EbZY49DIcDx12cO3iy38ZIi8pl0md096SyXIPTnZKnpsd3usr4uTfhcA33S5Bg5nvZyh36pxPG3Z2rlBm8Pg6ysOCQ/z+E0cbWg7Gscdw9pycbXtwehkU2rHKISv/u7g+BCt6XjiwhrU/dndwnnpUy2glanwmjScjiIgubnrM8/J/QG6fm/7r+fM35xNaJSOHlKEHRYcZggkpWPIGolxKIBvtxE+bgT4NsrGiIANCoFho6S7EDyKJYq4nAYyEm4H1kMOiJiYe7nNVodxF4/pVZvtPE6LcSXqBeSws1jGrvVwNZqfxCPd8gvi0arQ6lcZzXgwGE1EE7kZzQ6575/CbvOaawF7STTZQx6NXubXnqiyPV9aqko7hBS7h9qlZLUEhNRu9Pj9jHNwZaXi7vkUjag86AQBAQgk6uyHnKg0CkoKFqcJl5HXPQaNbf5xZGLIb7cx/i4HuB4yuFozW3v6x4mUvz4vLizNl99uZa5ap3v14P8eL98R+6Kw8q350kCcx5LseN3cCfTzT7EeJo7ni/zeSPIF5mGLOhHdr+NSUsdP8Z5t+7l7FG+brPeatNotjm+jeG2mQh5rFw8ytu45qqzY9tlM3L5yg1TOlfhH/jVFulokf0tLwqFAgV94whhcM8Mm+T6/xl2iQkgDqTrBw05w8acniii6wqsOMzEUstvYNUy8yL0FTdWffaJjnQ5RGJ5PrwN8U3CrUkQwGU3cTNHIURK3m0lYOdUpp692epwsO3j8iaB1azHqFETm1LOaI81UF5cxdnadC/soN9Yd3N3nSD8nMVmM8xNywNEZSKKclPWm7chzubomWokSmk8Xgvdnkhm6nftSZg3DNHp9EbH2dryoNGpubqKj8i522chLaNbK4VyucGH96EJybs3e4GZ5iQpZPNVQgEbsYHTVdBv43aJTFdPhEavi0ajotXqEAjauV9CjkqhEPj0l1vcX8Q5+3MU9GePPwkiChDNFdFrVHxY9XP0LL1zVyvkIypHtzHeb/k5vlu+aeCd38fJ+eTCGPLYZojoRsDB+ZIDPpYqcrjj5+wmPl9gXgI6jQqzSYdRr0WnVaFRK1EqBeyWvhXax4OXNMdLtHK4kA3KZ0URkb4c1vA5m0VPoVSnuWQzwhCL7ODG4XGacdmMnA/0F8dlqVw2IysBO+FEYUIPVA6P0Sx2q2HCqeVwx7+0zWin2+PmMc2bbR+JQc2gQhAwGjQY9Vr0ejVatQq1SolSqUAQ+tez2x00zTQ71BttqvUWlVqTcrVJudbEGTSTLzZo///Z+9NQ2fZ9/Q/6jOr7vq+afd+vtfc5996Qv2IQNWpIjCJG0LxQiErABAxCFEQIeRGEGBE0BgUJthENBBLxhTFomv89u1lr9n1bfd/3zfBF1axVzRhVNffNuefsc88Dk71Xzepm1Rjj9/y+3+/zPILIyU6ITrvDcyy7UJV6d9PLX4c/Zsny9SXG8YoPUYBPa34qrRb3qSwvhcVER0athqcJYdHXcJyQw0okt9jIiF6jlnS40OpnV1Z9NjN30XHC8JjIYtJpJM351UoF9Vp7StEfK5Yx6jQzK87FwfxzulAhXahgNmjZX/XxGM1QnEjXeY7n8Iy4XBxvBThbwGRfrVKy6ndgNmio1Jq8RnLkMxX0ahW3j8kPn1tScDtNCD1QaBTEUyVWlxxYLIYpR4tJvIQzkmlmRoMGr8M8kzxO4vo2js9jmTKYP9lf4uvlbEJQKNVRqRRjbW6dRo1MYisAao0Ks0mLxaAlImF6Ppkl30X8xull8D6XXyk32Nn1zySiS0sOIq/SleeH+wQul5nMiPWR0aglPKdSnZgg0z6/jWazQ15isyMnAJrEu52U02UiGHLQQ+TrL7DdCofzqJQKOt0efq+Vp/DiAimX20wsVkCnU0Gnt/AxH0+WODkIcf7lFZfNwOSWyGTS4g/a0Rs0NOptErE86UQRv99GrdHh6LsVHm8T1Bb8rP6Q+LOh/Z8A6q0OZy9xfrMZ4stLdGoAWzHj4iMCFy8JDtZ8XC7gc/jdSoDzCwliIPEamhkVBylc3sf5/nCJp7cMAY8Vg16DVqNEpVSiUPRbOt1ej+a7SrjWolxt9FXDuQppvpG1T3shcsUa6XxlKvJuEXzeDxFLFbl/SWMyajnY9BNNFccU4XJI5ytz4zp1GhW7mz4u7+Jjzzk645opVMkUqgj0Z4oUCoHb55Ts84oiLPvtQyJq0Gvmto5G4XGa8XssKASBzRU3zVbiG6H8JRczoZ/f/OUxyuFWgKdEnuRgDlapULCx7MZi0FEoVXmO56aOIYtRx0VyPhmwG/U4zQZMun4yTrcn0ul1sRg0lFstoh+srq+57FxExi/7nW4Ps0E7z5gAgO9Xg/z0Ik2eL6JJNrx2npPSpDjksE65ChTrDb5fD0oa6p+sBvhZIi0tW67NTGRSKgQiqcLYbeVak5/vImjVKj5tB0lkiiRGNkAhn62fkGYx8ByRPq7UKiUrfjsWg5ZqtclrLMfjRBs0GS2Qy1bxeiwYvFqeP3CMTsLtMkO7Rzpbwebqt6D7yvwcRoOGvV0fmWJV0mu3XG2yve7hbkRwYzbpcJj1H35PrXYXs0FHktLwMF5fdnG+gF8ugN1qGI447W/7ub6ZXRioVBq4rCbZ5KbShBjo5TXLwX6Qqxkt4eTIZ3R7E+fweIkLmQqm3W6UJaK9nkggZB8jousbnqFdkxwy6TKBkJ1YNE8gaKdWa1IoSG/qcx9sN2ezFQIBO4JSwGzQYrcbMRm1wznyZqtDpdokm6tMCYgAcvkqR4ch7l6SCEqF5H3kUB90GbZWPR/2OT2/jrC7F+DlNsHyqgurTU+30yObKZOMF7mXOE5EsR+ZffY1jMGo4ej7VV4fU5QWSMz6M/528SdFRN/x00OEnYCLZLk61loU58w19noid+EUu8sebt7kF/4Vl437O+lWVWzCw297ZfwCPwsKRZ/46LRqlAoFOq1a1iB9EbzbMB1s+lAIwpiv5yL4tBfky1Vk2N6vVJt8uY6gEAT2Nnx0e72ZZvzz4joPt/0kUiXJ1o6UQl6EoT2OzaxnbclJPF2StKwaHQvYWfPIeuRBP+d5bcmNTqMkmSkTT5dIZcusLzl5Cmc53glw85T8RX6LAEcnIX4ekCfNxJxjt9fjPvptEbWZ9ax47QhAOFEgX66xvuLid+EoSoWA12bCatSjV6sRhL43ZbHWIF2qkq/VydfGF6zDLT9//RZBJfRV79+vBkmXKrwtUNHUyWygrmIpjpd8nIflN2xOk56b+OwWqNGkZaq8QZ8cviSlF/fztzgeq4lUcYQYOq2cPcpXd748xdgOubiXII3LbptsOlmz3eHrXf9zP1z3U6k1eUnkKA+s3Xwuy7CCP0Y8ay1eo9mZCUMeh5nccwGAZKqfyPPpcImLm6hsYo7sc7nMiO3eUKBTa45XAau1FqeDdvnGiguDUdufXR45nnUjM/Z2qx6DVsPbAqltUnh4TnG01+9o9CM8mwvFUUKfAKezFTRqJem0NMlSKIT+2E6nx/1jkuODJcn7CULf5mgSqWx5qvL6Dr/fRmKi1X5/G8fjsZCS2MhV5nR9Xp/Tw9cKhuxcXCzWJnY5TSgEgVK5QWnGa5RKdQwGjex87SjsdgMuj4WziwharQqFvh/7KQezUZqo9roi+7tBHl/TmE26fmhMt+8L3BV79HrSa+1LJMungyXOz98wGDTo9Rp0WjVarQq1WolKpUShFFAIAojQA3oDT+F2u4PVYSQuCLzJpDRNojMifqtVW5x9eUOjVXH43Qqxtyy5v4Hv6u8Tf66I/gnhNpbBaTaw5XNyn+gvat0FTKPb3R4vyRybIRcPEguXQatGrHRlrYSyhSp+r4V4pjR4zdnkRaVUsLniRqNW8hzJcvecwmTUgigS8tllE33mYdQLtNsTCccLfNoLLhRpCX3fznfj+EkRS08UuR4swAGPFY/TxO1zSnJ3bLNMx3Uu+e1oNaqpOLlRzGvrF8r14d+3tdpX198+p4aL6+NbBpNBg0at4uph+nVCXhsuh4lao8VzJMvN4zSpMhr6itR3n9Zmq/Nh8djxp9BYBW/eRqBQbVB46r9fQYBPuyG6GvDYTGTLVWL5MrH8Yu/h00aAH+J9gvbblRA/vPTtjgC2fS6MajWXsaRsOESyJP86yXIFrUpJU+bvCdqtnM0gqgDn0QQrbhtv6cLY7XtBD1ev0hu9VqeH32keElFBAINKNZO8iUCp1ZQ0b7ebDLzOKe92eyIXg+9kZ9mNQhD47f4SuWKd73ZCVGtN3mKzieck/A4zhQERhf6m7evZG8shB52eSGxByzCPy0yv3SWb7bdtFQphYAEkvZg9DSqHZpOWg00fyWyFeKrIWzSHQiHgsBlQCYqFX18OT68ZbFY9QZ99GOG5CPQDZ5P97QCn5+OkzeUwEfLaCEdywxhMgKubGAG/lVh8fHNltegp5qaJaDpd5uQwJJkJ73GZpohos9nBaNRMpf2Yzbq52e3FYp39g34FVqtVIc5ZgixWPQ6nCYNRSzpTnklC3+F0mqnVZrf79/YDhKN57gbpXc1mh6NdP6cz1oNKtTnV+tdolGxv+2iLPXI1mYQ8BQhKoT/3rBBQDv6r06gQNAKi0BfJycVJSz6lAJV0lZVdH5c/vCz0mEZ9ej1qNTucfw2jVArsf1ommyyNVcD/jD8M/mSJKPTbcoVqne/Xgvz0vJgPJfRFEvFsiVW/g5cJQcWO08nlHPNpr8NMPFNib83LjcSQv1qlZHPFjUqp4CmcmTLB3lx28/U6ws1Tciia+Qg+7Y0b0r8Tya/XfTuheabb7+lK72Oks6oZsVSRWKqIQdc3qE9mS2MCq9FKi8moZXPZxdlNdGYeNvSrFovEvAFDAZV5MDqQyVeIJAqshVwICoGzm+jQfF+hEIgmi0SSBSJzUnJGVdpv8Twmg/ZD38fxpyV+ehivxJY+0Nq3GnW8losEdZaxCuAiCDmtnGe/vc/rRAqzTkN5MCt5l+wvoHa9nk2Pg3CuSLL07TWcRgNhidjadyRLFX67GuRHCeHS8ZJvLgmFfuvMatXDBBFVzEmyOn2Js+Z18JzM8XktyFeZYIpRxHNlvt8I8uV2/L69WQOIEmh3elj1WhStHvlchecPCgDfIciITN4iOdRqJScHIc6uIrKCFwCvx0Kn0SE34omo16kpt+e3S8uVJqcD+6CtNQ8anYo1tZJoLE+uWMWg16BWKVGr+3PQqoEJvVKhQKXsEwuFol+9UigUQyX46DdntejJDSr6qXR5oZl3lUqB027k5vbbZmx3w4fYE7l/SJKVEGG1O13UGtVgVvvb7RazNBEFeHrJYDJpqVTG31OpKE38np/SnHxa5nSEvC4vO7maITp6R6PRHpJRAKvNgN1hxGjUoVAKdDpdKpUmmUyZYrlBsdzAZNWTr9Q5/rTM/W2cugSpeofZLO/soderWd/0SqrTP1oRtNsNmC164skiqVKV48MQZzKbDFHsrxvdLrTpb/6W/XbuX9MYjdOf+zzsbfm5OYuQzZbZ2PHyfDv/GlydESXd7YpcnkX6x9fxEla74UPv5/cFkT9+hfvvA3/SRBT61YyfH6N8vx6gkW0gICIuYO5abbRQlmqE3FYiA8HKb1aDUzF5UniPGKyOkA6dRsXGihsBeAxnhhXFSTishrEKXr5YQ61WjrXRZuFkLzglyul0vz02ni7OjGs72PJzdR8fU6kv0larNfr2S4LQb4UrFAI3j0kE+ovV0U6A53B24Ypsp9vD77Z8qCJcrjaHf/v6khO7VUe52mJ9yclrNDfTfF/yPUxU+yq1JjdPST7vh/ohBjMe26+ETh8r6QWrmSqlAofHxG0yQ65Ww201ki4upszWqJSIeoFG4dv7rzRb/HYlyA8TM5v5ep0fXqMIwEGwb1t1HUux5LSSrcyepTqLJPBaTSRHSLJJqyGWX/w7O48kCDqtRAduF3ajnuu3+YuMWq3AaTZ8yDbp61OMVZ+dl8S3udSsTLTuKIw6DdtLbvK5Gq8vfcFUs9DAZjWwueTi4QOCjXdk4vKfUbvd5fQ8zMa6m2KpISnQ83kstOpt8vnx70in0yxEREfx8JxiNeTE4jRBR6RT79Chw+JSw2nsbvv5+7dP6Iyaob+kw2bA5TRh0GnoiSKVapNkpjSe6S6C32Ml3imwt+kjEsmPVT/l8PKW5dNhiNOR67NBN23X945ypcHJUYizr9+IpdWi401m1hTg4jzM0pJjmM60iD2d12fFYtah0asJrTjJZCoUSvWZHR+tVsXDU4p6vc3pRRirRc/mto+bq5jkOqBSS4tw19bcVOotWYukaDTP2oab5wV8bFeWnZSqDV7DWdZX3aRKVW5vY8PxpUWgUSkoVfpBHxdfP6Zkb5T7a6koQrnRRqNT0Zpj41TIz58FFUVIJ0t0ZrgP/G3jj918/veBX7WPqBQUQNBm5iTg4y9CIT57fKxoLQj5HlZRg66hIKg1sut08jnk57erQb5fC3K07GXN48Bm0CMMKEap1qDWauF1mNn0Orm6WqzF9BbLcbjpJ5OvcrjtZ3/Th0hfhHRxH5854L3kt4+1DxOZMocyqUuTON4JSKYmjbYti+UGHhlT7t0NH7dPySmRl1zrVgqiCLfPKa4fk7idZiwmHRvLLk5vopSq8jtUKdhmJDPNgt2ix2zU8RrLkyvW6PWYmxwiBakKjij2k6e21jxYZDxGj09CkoIa6BN2h2m+N+nBlo/bQdWy3e0RcsibcU89dt3HS6EwdfttMi3rAyoCF7EkF7EkbosRm1HPlt85NASXQrPTxWM1jd2243eTmUNgR9ETRVyOb/6OG17H3O9KrVSgRMHJkh+fzbyQvyhAVxTpKfoCMegTzFhGflZ2ze/g03oAGj3OLqOE430Cu+SxIYqQL9R4fc58OBTDYTWQWsAo/fEpTa3a4Ghv3OfY57FKklCgr0j+IPY3fSQjeSKRPL1Oj6WgdGLRolhfdfP8lqHV7rK29M0DMl+ocf+Y4vQywvlVlOfXDLVqC6fNwM66l0/7IcxGLQa1mnKxzulZmOwCLhnvuLqL4/N+u7aNeoxK3v8mjsttHv57eck5swPT7Yp0O13U6r5oNCwhUtJqVWzv+Dk+XurH+EYL9Loi97dxyuXGlIpfClvbPmoj9yuW6pxdRrA6DRwcBqe8WictnBQKgeNPy7yEs5JzraMwG+TTkt5xsB8gliqQG6j2dQPHi3a7RyFbwbWAP6tSIfA6+LzO72KEQosfY6tLDl5G5kKTyRJbR7PPOYNBQ2sBVb7ba0GEqYSrP+NvF7/qiqjdoMdvMWNSq+l1REqVBvFMiVS4TIpvlSebUU+8UMDnNNPp9kjlKqRmXOAMaiV2iwGzSYdOp8Zs1NJr9XDufCMQA0c/xKEbyPst/ZNOr1fT7fZmzkFOwu+2cC6h7r1+SOC0GWdWbw4Hlk9yJsmjuH1KTuXNb695eHxLS5qaT1YGF4FapSTotfISzZIrVPm03zc9nsyVnwXdAiEFY/fXqNjb9HH9mOT0JorDqidXrKMQBE72gtw/pxY29AdIz4iBu3tO4bIbWbM7eB6ZKTs+DvHTDK9LAKfFRG7G5/BpJ8gPE1ZNZ28JPBYTqdLshflwxcfvYtKvX2q0hrOis1BttfgPXt9odDro9Wq2nHaMajWFSoOXVG6MKJ5FEhwE3FzF0sMYz4/iLBLH7zATz5VJypyXS04rHrOJRrPNUzzH7WsK85qa50gOjVrJuteFxaij3m4TzhQo1aVbfy+pPL/ZCvHzbYQlt5W7ynhF1aBTsxPyUCjUeHuVnh01qL8dl72uyOlZmMNtPy/p/ELt56DLyu3bYpXxWr3N+WWEvR0/sWQRg15Ds9qSzViX8qCchU+7QS4uIiiVChKpEr2eSLPRZmvDy/0HR4IAAn4bqWx5OAYVTxSmWuaTyOVr5PI1TEYtepWKkM+OUaclGLCh1ijJF2pEYvm5YzqtVhe9QTu0Z5o34tFud/H4rGQGueSdBbpOsViB45NlypUGLw/9Y8frs+Lx9LPtX57S3I8ULPwBG5eXYbpdkfVNL+VyY26HSW7Dns5USGcqhEJ2TAYtt4NK8WjnzeuzotWrOZ2jzH/H/V0Cg15NTar1L8DJ0RJfJwRWowb+hWKdpZCDilZFYwbxW1928TiYT+31RNSmxaKrAcza6fteXEZZ2/Lyci99jFpsBmqV2aTf47PS6XT/uERL4p/FSn/0MGg0/EUwSK3WIpkrU0jWuU/ObyCtWPvq1lK1gcWkm0uGWu0uyWyZZLaM02ogq1ShHMwWzoMg9C2GfroMs7HiotFoL/Q46GeRS7WiG60Om6seWSK6t+njRqKS+Q4pgczlfZzlgJ23WJ6NFRdv0Zxs+/+jKt5lvx2RfuXQYtJRqbX4ehVBq1HyaS9IOFEgu4AB+KLRmgoBjnaCvMXyY7OxhXIDQehX3U6vozisBtaWXXMTrqA/zzrPoy+Tr1IsNzjZC3J6HeXoKMTPz/OJmEniwvqOnWU3X6LTm5FOt0fQaZlJRF0WI4+V2R6ht6k0Bo2aWkuekO8E3PxuQITr7TaXI+b7BqOabacDg1JFvlLnJZ2j2GyhUymHMZ4fRbcn4nWaMWk1PEb7VROLXsua24ESgUi6SDRRnLIfaw3mO1vt7pSwMOSy4LabQIB0sUo0VxyOUpy9xvA7LWPfw5q/3w25f0pydjX7O5TyI7y+i+NxmXEGjLzGZoufVL9goXl7y7K/6aNcbXIbLcjeT61e7JKuEOB4O8DZgLAEA1bCAx/OWr3N81Nf+X6+4CgN9PPGm+3u2HmTSpfZ2vJytwCpXfbbub6Jk8lWON4Lcj7SUjbo1YRCDvQ6DaVynXA0L3lde3pJ9+drLyILdUGurqMsrziJxwpjVTc5CIjEozl2dgNYDFqSsQKpaP9HCgazlm6i/z6eHpIcfVqeOd4VWnLwOsdnNDJIh1vb8CCI4tDC6fB4ibv7BM3U4p60zWaHw10/ZxPfs06nYnXVPUVC4b3o8g3hSI793QAXMuNm0PckHsXDS5rDgyDXc2ycnHYjt9fT1+teT6TS6qDRqiQrn0bT7Eqv12+j3ep82P7qz/j94FdFRHvdHo/h7IdavN+tBoYX015PZC3kHKrB58FlM6ISFCTSJfY3fQsRylGh0ONrBpVSwef9EJf38Zn2PytBB5czZhgv7mJsrrin0pF21j08vEpXMt8hJdJqd7p0Oj22Vt1EEwXZJJn3+y4CpULgeDfI+W1s+H5KlcbQNqrZ6vL1Ojq8XzpbnjkDukh1aXfD2xdeSHynvZ44tvHIFWvkijV21r0UirWZCniX3biQWXS70+U5nOU/8Q9u8eU5thARUyqkiYjfaea1UqQj8yRnb4kp66J3KAQBm9NAPD17MS3Vm/xmJciPMv6eCBAty38utVabi/g3UmE0qnHYDez7PeSLNbzGfqu+N1isxEEKUG+QAIQo0kUcJgH1ev3/luoNVqwWHBo9uVKN12Se89LsDUOhKr8JjWVKxDLfji2rQUvIY0OnU1GqNVGp+v62nzaDlIp1Xl9zvM18tT6UCoGwDNFMZcqoiwo+7c4WUOVlbIkmISCyuerBoFTycJ8kmyhRqzb7anCZGUOVav6Ygk6nYs3nGCNEVot+SESh34a+uIzy6Xi6IiYFo0GD3qAlKqFAVs0IEnnHyX5oSIoBLm6i7O34uR6Ilmr19lDxDf22++aaG5NRS7Xe4i2SGxqk3z4mcbnMtBYQp4oiqDQq1tfc3F1/2wCq1Uo8XgtWix61Skmn06VUrJNOlcmkygT8dc6/zD5i9g6CXE0QvPOvb+wfhWTHvOwO43AEZB7ehXK/+W4FtUZF+O2X2W0VJzo/LpcZrU7FtcyGXWqtubqJ8fl4iS8SGxdBgEh0mlzHciW0OhXNGbOeSz4b5zLz1MlkkePjJS5/eJ76nXZGN80bsNFstCnM6Hj9ofBnQ/tfAZqtDmaNGoNWTSI3v7Xls5l4mPDwXCTTG8BtN6JEMbQe0i7Q8jrY8k35VXa6Pb5cRfA6zdgsem5lfDe16tnzTACtVgelQhju9DdX3LxG5CuZ75BzC+h2e6iUCuxWA7WGPMleRCgV8FjRalWSfp12q2HMrL7bEzm7GQhktvyUqw3eJDLgM3n5BXs16ECtVnIzp9JiNk5XwG+fkmjUSj7vhTi/i0leWBfJmF9fdaEzarh9TZGqVqmKHT7thbh+jM9MspFaII06DaJeQTkvf3x2uj0CDmkF/afNAH8dX2yD9ZjKoVOraLSn38eu383VHDL7Dr1azYHPy10ig86mBFHk56ePp7W8w+LVoFYpeEnmFiL0sXwJpUJBdwHle6nW5GoQ9alUCHzaDKBuw91r+kMhBUseG5Fn+YpVu93j/DzCyX6Q20h6KubWbNQSk0gAGoXbYSTksZGI5Hm+/lZlstkMvL1mWV1zU601JTsVs2Z6oS8YMms03N6NV6+UMnO2p2dhTg5DnN9EZTsUarUSn8/Go4x91e19ArvNIDtOsBx0cD1Rhe6JcP+SYmPNzaNEpbLV6vI4EtWpVAqsLjmxWvU0mx1UKgWlfJ+sKxQCWo0KrVaNRqNCrVagVqtQqfoOAEqlAqfNgE69RKPeJp+rkMtWiL3lkDua58V+6nRqEjIe0M/3Sfx+G/EJ0q7TqafWKznY7QaWlpzkshUqtTaNQo1YtkS318XpNeOwG9Fr1SD2Vfv5XJVstix5XoXDOVbWXbxGcqyvucnkK6RjMzajMmvo6XmYg90AlxMpgqtBJ68S32EuX+XzXogzGUKv1ap4kvHrfsfFZUSyRa9SSa+n/qCNeq1N4YORvH/G7xe/KiIKEM+UsJn1rPsdPM3IqlYKYFNpyTbHT6iHcHruvKXbbkIhCmMVs3lzPUGvbWZ6z3ur/2jbTzhRGFNNbq95ZhrDv+Mtnh+2gdeWnMSSsyuZ0G/BSREtk6GfvnP9mESt6ldtz25jkn9nTxRRCEhaLgkCnOyGuHqQr/iaTVrJJKZ3ARf0xxnanS6PI59hsdzAZNCOVUbdDhM+l4WL+8WqjwaZKMlWu8uX6wgBjxWjQTO0gHqHnADGaNCwse4hXaoM/WlVSgUPyRz1ZpufHqO4LAa2nVYu7uKSytpiZbyapRAEQiH7WKVRDucSVdGtgIsfE4u3UPP1Or9ZDg49RUehXmBDpFOrOPb7uE9m+OG5v/EQrSJfnmN8Xgvw5fmXkdFqo8VzIsd2yE2l0SSWnS206HR7LDmtRNOLhz6seO0ogae3DJV8A5tZz+Gmj4sFI3gdRgMR5quEL66iBHw2elaIjhCSJY+dh9g0iVGrleyseujU2zw+JMlHp//299z0l+c0B0chziQ6KIIgX31c8tuol5qEU9PXzVkCyrOLCLs7fp7e0lOxjAqFwOaGV7Z6Bv3OxErQIUlE9To1rXqbtgSpbre7xNNFQkG7ZHznKLpdcayl7XaaWAnYScUKtNtdGu0Wjar8Ju/keAmxJxIJZ6kvYA4fi+Zmupls7/k5PZUmWI1GG6HbQ6/XjImXNre8M0chtFoVmxteWq0OD4/JoVhtfVPD80uGo8MQZ5cRMrmKpNOCxqDC47T0VfxqFd1326h0GatRx+FhkJu7xNwOWEnOekmE56cUy347byNVXesMcebFQxyP1yIp3ttd93Ixp+rc64lU2xIteonrrj9kp1ZpUvwjT1b6u1gR/VWq5gvlOvFkgYNVr+x9vlsL8ihhqyIisBSQV+z1SShTxGlW1cRk0NLt9agvoNI7v4vT6fQ43g3yPkvfmlE9m8TTW4adNQ/pXGUh4Y1UJVehEAh6bcPUpnanX7Vd8tlY8tskn0eKoLgdJjZX+p6ns8YO9AuIjm6ekjy+ZdhYdrG7/u17dTv6rV6TQcPn/RCFcp3zu8VIKMyvZL/Hlx7vBLCMXDAnq02ry04Oj4I0VSJfHqJERsjF+pKT6kiaTaZU4+tznFDIztaKe+o1U7nK2Il3shtYiITCt6roO8x6LZlunY+6jzxlcmgnqgYOk35sHnQSOpWK3y4HMSrV/PAcoTBhaC2KfY/Pk5XFXB4m0R7YjN1F0mQKFb7fDM1VxDvMizkr6DQqvt8KEk3meYnl8Dv6aulCuc7FQ4KDDR9W0/znmhdQMYpYokAhVeFo89vnoZv4e1aCDj5tBzB0BW7OIjzcJ2WP7dhIBe3yPMKnCTU9gBwP3Vn3kEtVhsrnSaRl0s/ecXMbx+/pWxGN4nA/OJOEviMaLUypvaHvmZycoeyu1lpU6o1+hOkH4HNZ+PnLK/sHgYXuL4oi5xcRjCYtG5ueuffvdHoElxzSr+23cnk5WxAYjxdYW3GO3SY1ciYIsLHh4fCgr5a/vIpy//DtGAmFHDwOqqjnFxGOD+TV5K1Wl0g8z9VdnK+XYc5vYzxHs5RbLVRaBb2eOJeECgLkS/JFnEazQ6PaxDpynCRnREu3211sbtPU7QIi6fhiG8xEosj28Xi61uT1O7jkoFpu/NGT0L+r+FUSUYBmu8vtc5LPm9MX4zWvnYsb+aqMnIemx2FG6EFKYoA5LaPmVQgCIZ9NMmZSDpVak7ObKOshJ39xsjzw3vRyuOXnZDfIp70gn/dDnOwGOdoJsLfhZWPZRchnQ6dVo1IqWPEvZn+hkbDrOdoJSI4IvERzxJJFPu9PEwD1RNzj8W6Qaq05VUmUwqL2OtBPRLp5SrIcsHOw5cdi0vJpL4QgCHy5iizsp/rttedX+KCfniSKIsc7/eOpUmui16k5PgwRWnXwmMpxeh+THHPQG6TFRy/JPDfxDDubPoLub/ZLrU4X98D26GQzwO/ePpi7/Nr37wRYDtpJVT/eZsrV6hyFfGO3rXuddCTa3FqVsk9AVWp+fI6SmzGb2RNFLsNJjpZ9sveRw+ji0er0+Ok+gt9uZsPvlH2Meo5FD8DeigebTsuXm8jQ6mZSPHH5mEAURY7mWKXFFxQevqPR7HB1GePTVhCNWkkxW8Nq1vFpN8iKw0L0Ic3FaXhM+SwFj8c8tYhenobZ3RjfjEuR2JPdII93SVnrILNJJ9s2H8XraxaDToPX3d8InRwtzRV2vSOTq7C9Pv5ej3aDXCzw+HyhjkIpYF3Qzi0UtHM9qCyenoU5+SQdATqK90pvOlPh8SnF8afluQ4EZpn3Y7LqFxJ4Xl9GOR4QqKUJkZLPZ+XkeAmHw8TjY4qLy6ikqb1twoj95ibO+qpr6n6zYLcZuLtPcn0R5dPhkuSG4R1Wi57unF1vJlvBYzWiUipY8ttJzlkbrx8SbO+MXy92N/wzCewkzi8jrIxsIJojRZrgsoNSsS4bVvDHhHdD+9/Hzx8zfnWt+VH0eiKntxG+3+1neYsiaNRKxFp3pnjnJZ4jMGGW7nWY6XV6ZGQqBpVaE5tZT6E8fjAf7wUls9LloBBgfdmNyaAlmSlh6fTIl2pzIy3fsb/pG87grC05USkVM8ngZCVzXsxntyfy5SrCst8OAsPZTfVABGG3GPC5zZJ+pfL4BSrhWJ7NFTdmu5Fmq4PdYvjQLN/wlT/w0uVqk7PbKL85WkbQKIiWy3yR8QMdRaQw+0J79ZZEqRA42QvxGslSKNdxmA0YjVpOU4u1hEfR6fXwOywE3BZ+l/jlM5kv2TwapZJWt4tCAc+58fanRqnkJOjjOZXjxzluAKMjCJ1ej5toiv2Qh6vI4obzLYlqTDhdRBDgu80g1+EU9YmZy+aMjYnNpGfFY+P8fvoz6koQhVK1wfl9nP11H4lskdzEwuW2GsklPhbxCv0xoXy6wl9shaDUIn2f4SK1iDRq5LXdVlLJ8dfu9UQiTxmCfttQJDSaFCUgcrI7LgKSgsdjobxgfncyWcJm1fNXv13j8vaDx+4Ifwn6bNzfLf74RLrESshBq92d68Vp0qrH5llPz8KcnCyNpSJNYlSYKCJwehbG77Oi1ah4lYnxlKoe7u4HuJ5RBJnExdkbGxteDCYt+Uqd1VUXpVKd19csiTlEzGLRczPxGbY7XfL5Gna7QdJnVgpej5XbgSjs7Osb2zs+wvH8eNDAAFaLQT7acwSPz2mODkIolALROS4AAPl6A5VaQWcQw91dMAXxHb2eSK3bRa1V0W52hslNSytO8rnqr8onVPwjJ42/D/yqieg7vtxEON4KcPWW5DjonZmf+w7fCBH1ucx0Wr25lkJOu2mMiB5u+RcioXqtirUlF0qlgtdobqh8VyoVFMt1gj47pXJjLM1IDqMzoe+JGDtrHurNtqTgRzPSft1Z83K+YO7zWzyPQiHweT/ExV0clUrJ4baf12juw5GjH/UhNejUbK16OL2J0ul2eRn4dAY81r5JdLa8sCXWohGORr2GzTU3uXKN3928sRZ0LiSCCXltPBfmv5f3hC+DVs3n/RBqpZLLXJqu2MOoU6NTD8QUg1hFtUo5jFIUFEKfUQsiPbFfdVRrVKh1Sr43huh0uhRrDZLFMvUPXMAzlRrfLwf56TXKQdDHaaK/qGmUSk4CPl4y+bkE9B2Th2672+MxkWU36OYmuhjJaXWk37sows/3UdxWI+s+B5cjOfRy6U+fNgI8RzKSJBQgP6M6cvWUwKjXcLId4HTE19fvMJOfQ0QFRHwu69Bxo1JuEI3lib/kcKm05BJFdncCXMxp3U49r8zaVK+3MFVbQ3eIzoCAadRKtpbdc0kogNE439Qc+jnsAa+NRLxAo9KmXKzjsBtwuczo9Rq6PZFiqUYiVZLsXNw/JnA5TJQrDYSeuHDk8jteIzm21j28vmRlW8hb6x7uJAju6XmYk5Nl2blNKfFRPFHsm8N/XubqPDJV5UwkCmP/1mpVc0ccJmHQabAYtSh1aur1FucLJPe9Y3XNzen59PdbKNRYXXFSLjfmVmYP9oJcTVSl724T+HxWrBYDsYm/US8zcz8Jm0WPEtBp1Hw6XKJWbxFPFinLWCcmUiU+H/aFS0sB+9Bz9CNIxIucnCxx8btnSoUaS6su8tnKr4qE/l3FnwQRBTi/j/EPHqzRrLXYX/dRrNRJ5yuys4uJQavd57LQaXYXivozjbRgl/z2KSulUThsBpZ8dpqtDo/hDFcSYoiVgIOncIb7lxSf90OSivNRbCy7xsQ877h9TiEIcLjtJ5OrkBi5GGoGFdGAx0okkf9QwpBGpSSTr/L5IIRWqeTf//L0i3wiJ6tYs7C77iWTq3B6E0UhMJZb/55rD31xmMdpIpkpD2+TwqzZVYCNFRcGg4br1yRf7r9dkJ+jWY53gpw+zCbuLqeJ5/LiLaRmp0NLI6KyKqg3ejQV0KQNtKFZhwWKvoIAGz4n2p4KQRA4GxBIBHA6DLiNBkwaDQoEmu0OxWqfpLYkFqVwvoBKoaBLD7VSwUnAz1smL2/vJIvpA6PZ6fKSyrPtd3IXn18VmfddpYtV0sUqR2s+otkiuXKdRKGERq0cPtbvtGDVaTibYZ+kViqIZ2ZXsav1Fqd3MXYH/r3pQhWVxACmx27CYzehUSqpVprEEgVS4f7PKPY2vFxdRllfdnF5FmZvL0Aknqe84CKZnWG6nU6VWd/wUK036XS6WM06nCYD19cLVuZmnNQqpYKdTS+dVoeHhySZRInDwxAXlxEcdsPQjH4UCqVAwG3FbjegVitptjtkc1XS2TIhv41etz+P+Utw/5TiYCfAzW18SsUvINKeMTd/ev4mWxmtVpsY9Oqp9nevJ3J6GmZp2Umv3R1zPMjnqjidpqEX5c5+QJbojsLrseD1WalVmrw8pamUG0Tu4mxv+LhasFCgVAq8ReTFui+vWQ4PgpzPGH2wWvW8ycRzJhJFDHo1e9s+rkeI/axxBbVKwfaGl263x/1zmq+XEU72Q2OFIbfLjNtpRqNWTpHTm+ckdrsBu0kv61YwD+cXETZ3/bTrbbLpMtUPZtr/MeDvYsTnnwwR/X4tyNlpmFar8+0CJYDbZsBuNWIwaFAoFbQ7XUq1JplChePtANFYgVxxsRaGMChLmI1amq3OlGJ92W/HaTeSK9Z4jebIzZm7Gh3o/nIVYXfdy82T/E5wlvBGFOHiLo5SqeBkN0g4niNXrKNUKrAYdXR7PaoSLS21WonHYcY6UFKKokit0SJbqJIr1AjH82g1KkwGLW6HmYDXynM4Q/EDu8xF0pQsJh0rQcdYxdbvscpWPqPJAtFkAeh7zbkcJuKp4hgJB2k1sMWkY33ZRaJQ5j4m73Rwdhvl8/4SX27lF81cfbGRCqVCYH/HT7RS4jyZQqwIbHtdfH1bPHnrHb9ZDfK7cJTfrgT5KRrjc8jPl0j/ebLVGtnq9HGnUAm4bSacBgNGdd/WpdnqkKvU+Mv1EI1eF4dWz08fJqB9yBWPG+0OkVyJDa+Dx6T8wikg3ZqXwvlzApNOw+eNAF+f+ub00XSRk3U/lw8xknOqQEGXlXB4Ma/Gm5cUBp2ak50g3Wqb/XUfWqWSRq2/iGZjJbKx2aRWp1ORS/WPS4Oxv5m9uY5hsxvY3vJxdz+7RW0y6aaqb5N4ekxxeLyEqFOgUyh5mZGZPomSxLns91rwusy8PGemTMdzhepACe+UvMb1uiKxRGGqmqbTqTCo1VQ7LU4OQ1SqTVLpsmyVTA6XtzGO90NTZHZ/JzDXIL1fGZUmozaHkbqMMX34LYtKpeDo0zKXZ+HhGuPxWcllK3i8Fi5lCgmCAKurbixmPelkiXgsT2pEiGMwaanX21xfRDj5tMzZVWTuhn9nN8DlnI3GxWWU46O+ub8Ugj4b1zfy159avc3tdZxPJ0ucXvbfkyBRml9fdmEyaXl6yXB5O/58k/dPZyukJzQYLqcZj8uERq3CqFGTixRY3/SiUAoIgtDvCgkgKBQIg+cUBAGEkecf+Y/JoKFTbmFbIHr0HU4JwdSf8beHXz0RFRD5fjXE6eBkW/HbeX1vUYuQzdfISszKuGxGjFoNdquRpYHwp95sk85VyMsQ08bAx9PvsXL3nEKpENhYcaPXqYkmi7zF82O2FfNQnJg3jaYKuOxGyTlVv9vC9QIWM91uj9ObKDqNis97IdrdLj63hXK1wd6GF61GjSiK1Jtt8sUamVxlQOrkn1OnUfH4lqbV7pLKllEpFRxu+Wm0OjOrwu+Q+zzfcbjVt7SaHBtwWA0LteDDiQLhwaK3HLDjtBmJJouksuUh+RYE2Fr1oNYquX5J8vP9YhWZs5sIu2sebl6mZx3tZj1PySyzZmAVCjjYDhCvlflpkJh0vOLn50ycr5E4v12dH7k5ipDdymm8fxw0O126osjXaJzfLAX4MSy/MPVEkWS5QrI8XVnbUDlQ1qDSXMxjVwqTaSujqDXbpEpVVt12XtLS54dGpaTL4iMclUaLLw8xtkNuAmYTvXaXLzeLfY42o54w889TvVbFWsCFRqWg2+qi7Sk4/2BLHWB31cv5gPioRma2C/kahXyN45Mlbu7isu4ZwaB9GOcoB6vNgEIADUr8LgtBr5Vmq0uhWCOdLcu2aAWBod+lRqNkZ91Lvdrk6TlNUoKU9VOS+udCLJ5HQERcsIKzHHLyu59fCAZsY9U8h92Iy2lCr1PT7Q7a+8mipKXTO86uInw6XhpGWaqUCrLpxdrip+dhjk+WOJsgo6YZNkPQF9OdnYVZX3NTrTRIJUtDsZzNaRwT5eh0atbW3CiFfib9exyoFEatls6+vrG55SWRLc+slkvNb0rh6iom6cW6v+vnWiKxaAoinH3tV/Cfw5mhmNHtMBH020mkizNtCxcJQxm1m/q8FeReZiZ3ERzuBchmq9RyNcqFKuUFBUqegHX+nf4WIP454vPXB7VSwYHPw+nI4mCzGr4RURmYDFq0WjXPkezQsH4URr0Gj8uM2ahDIQjUmy2y+SqFYpXP+yGarQ6HW36eItmF/D+lYNRreImMt0XKlSaukIlCqT4ltvI4zTNTiEYhCP1qYv9v1fCUyZLKVRZ+/CicdiNXjwl6PZHj3SBnN1E63R4XAw/DgMeKx2nm4TUtm4TU6fawmvVTxNthNeB3W4bPNQnlgor3UbzF8sNZ2dWQA7fdxOqyk+dYlpsPCGfe0euJRGN5/C7LVDt3KWAnFZZeLAShb9afatX4KTZOELvKb9/tj28RjoJezmftBAZQKPpVpWa5f3GPDURSIvBjJMZvl4P88EEFvlqp4CqSol3rYFCrOAi5+Tkap/vBGYx5dy/XmygEgSWnlXB2enOhVamofYCIAqx67WhEBcVCnXajy6eNAD1R5C1VoFCRX4CUMgOXAiJLPgcua18Y9xLJcv3QPzaP1/3chFO4nCYyH4gFXA05uByZ+5MSUZ6fhvEHbCjVSsIS7VatVv4yHQzasdsN3FzHOPv6xt5+YKrKpVAqCLjNWO0GtDo1PVGkWm+RyVbQalVotGqcVgNPjyku57TMRytc6XSZrS0fdzO6OO9YCtkJR3J0uz0cNuMYEc3lq1O2UkqlgoDfht1qQKVS0my2yeSrZEau118v+mb7ZxcRDncDnC3QFn/H2XmY45MQZ6ff/l6tbrH5x6fnNFqtiqOTJcrlOjt7fm5u4jidJoIBO416i+enNDcX889Fm8NINDK+Xj3cJ3G5TNhDDsn2+8qKa+GKd7fbI5OpjB23ZpOOWOxj7g/3d3F2dwKYjFo21zw8vqRknWRGUV0gHe8dJ1sBzs7DOD4gtBrFp6MQZz+/cXQY4j6SIxiyI8CvQi3/dx2/WiJq0WsJGE1TueFSBuKjUKuUeF3m4azlStDBa3T8ZK/WW0Mh0Ci+OwjR60GxIp0E9BGsBB2Sc6PPkSyf9kJ8vR6J3zPrJO87Cq1GxfqSC7VawVs0z/OA5B7vBtDp1Gg1yplpP3JY9tuHIq5Cafri8D63qdUoOd4JUKo2huKiUdjMujEierIb5PEtPZXCMQq5BI95cDtMBL02CqU6p7dRquoeRr2GrS0vRk1/DiwSz0uOKkihUm9hNusx6jRjyVxNUaJiI/QTtrLtOj8npgm2WacZSy4SgadsjmW7lbf87MXh+5XgMAMeIFOt4TTrydb6n+sP4Sh/sRz8kB3UodfL2XOcI6+Xy0iS/FOdoN2C3WIYVl4XgVzqziiKtQZKhUDAbiaWH98AalRKFl16lt02bFotV48JEGHd6yCdr5AeSeJa9tpw2Y3UWx1e4tkxEdeoQtpq0rHssyOIEE7kCUdzhCeuBz6XmevBTOKq37EwEVUqBMRmb+yzkYuNjccKqFSKviXSRXiM2JdL05udrW0fiCL3dwmiI+fbw30Sk0k7VA1DPxo5mShK2uHsfrfKl8swsdf5M7wBv427hwSjHQD1ApGiLpeZcrk5HJPJLkBgut0esXhhzDsVwKDX4PNYhtXLSq3JyVGIl8ePbzLPziMcHYc4P+tfaxUzwgAm0Wx2uLyK8f13qygRWQraibzlhiMYiyKw7CAnMU6QyVTQlBoc7U/PeRrnVG4nUSrVWV5yUNIoabW6rCw7uZQZYTAZtbhdJoxGHUqFQLPZoVCokcmUeX5McbAXoFVvL6wVyC2gvQDwOIw8DqrGLpf5Q0RUrVKyu+nl7Of+RuTdfSoayRMI2BEE4VflH/pn1fyvBF6bCV1bwaPErlDOfgn6l8/tNTeXIzNZdothiohK4WDTx+l1lJ11L2+xPNtrHgQBbheMZJvErASbr9cRDrb8w9Sh9SWXdHSmxcBSwE57IIi6fpwmDtl8jWiyMPZ8H3mPo+Kot1ie9SUXTxJBAc1Wl7NBa30lYMdqMXD3nBpGHBr0/dk4j9OEzWKQzIafxEe8Wd/JZ7Fc4zmSG+7WjQYN0J+PvXn99l0JAgSDNlxWI4LY976LpYtSmhsA4qkiu+tebt/S9EQRrUbFfWL8c9jf9FHoNfmSkCdwmwEXPyTHK6TVVhurvodFp6EkQ76XHFa+xqafN2S1Doko0J8dXQ7xw9tiLeR3vz3dyPxxNF8imi+x63PSVcJ9ej5JmbcBfEeuUsdtMeK1mkiOpEOpF/CaDbmsOPV6Lh/ixEZeLl+erniEkwXCgxlilVLBVsCFxaijUK2jU6j4bidErlDlLZ7jYk7FxGe3kB4kHd28pDjeD3K5gP/l0U6A86/j7d/cjHzrTqfH2dc31jc8FMsNMtkyarWSyIBoqtVKdnZ85PNV7m+lz+V2u8vufmAh9fXerp+ffnjm4GRpZqLPOxwu09SozMN9ErNJJzvnaTZpUasUY5XMcDSP02laiJBOolZv8TS47gvA/m4AnUpFwGfH6+lh0Gvo9nqUK01SqaKk9+YoLi4jHB2FOD+PSHrojqJ/zXDgcBpp1tuEXzPc3sTQqfpxob8Es/ZvrVaHi9P+GMHVIAjFZjdw+8HrOMBbOMfBfpBOt8vVVRS3y4TDbkSrVSP2RGq1JplMhVKpTlVmJGB9zU25WKcYL7G14uJ+Rkv+HaVyA51OTWNG2ItCAJtOR7beP0b0emlfZimYTTq8TtN412FE9BiL5fEHbAiC8CuJ9fzj9/z8feBXR0TXPA4q2RoxGd/NeLqIyaChIjFDc7wbnCJA74KXWdhccXP3mqbbE4cq9PeWfMhnw2E1cP2YXGge5h2JGWkiAM/hDH63hXyxxsPbtwpaaCDMKZRqvERy5CWqlO8wGTTEUgWgH6W5iDJ/FHvr3iG5fIdhgfbVaywPsXxf5LEbJFuootWo+LQX4uYxIRkYMAmHzTBX7OVymAj5bMPPQqpVpFIpoTu9GIkiRNJFIiPxkGarjpDbhkGrolZtEY7lxxT/N09JPu+H+Pm2H0ZwNkgh2t3wUqHN1wU8Qas96YUxViyz7/dwE09NCX8Uir5atVWaPr60yulT+IdwhN8sBfk5EptpCRayWbiN9xeTdGX6Iv0eYfpp2UeqXiVWlK/2LGI99o50qYrXasJlNpAp979j9YwxDL/DjM9s4uIuTkIsjP1Oo1ZOeftOotPt8RDOoNWo2A640CiVfLmab2sE/fGRSV/I50QOq0VPcYb3r9dl5k5iBq9UqmOUUGeP4ukxhcGo5WA/SK3RIpMqs7cX4O01w8UCBHOR6o/PZ+X1qf/d52co8t9hseimPCuhPwO4t+Liq8TsrFqtxO2y8CThcxz0234REX3H1rqHVrPL1VWMJbeVdrtDtdqkOhrjKfSra06HEZ1OTafbo1Suk0yWaA0q5KIIF1d9MlqTiAB1uy34fBa6nR7RSJ7oW3bMF9PjtfL2mO4nMm15P2Q7JCgEWdX6KM5Pw6yuuSlU6iwtuyQtm7QaFWazDr1B0x+30KhRDuzfRFGk0+3R7nRxWPRolEoyqTKZD1Zve50ur89pugqB6EOGw10fF0/zr3kuh4nIRGV7FCfbwbF53UWvJV6PBUVP5Gli/nZSKR+PFfD5rNiFvtPBn/HHh18VEdVr1GRipWGVTQqiCAGvbWp2U46EpXMVVkMOyXYy9FvTsVRx6IuXnjiQI4kCkUQBu9XAStDBw4v8rOQ7vC6z5GzqKGqNNi67iYMtP+Vak40lNbFUafh6iyDks3EzUrH9eh3hcMsvO5M5iaJEleP6MYHDaljIaaDWaA+J/1rIQaXaYi3kJJIszDWn9zrNkkTU5TAR8tooVuo8h7OSmcqjUKoEFh09LNeaXI94VCoEgeCSHZfFiNgVSefKfL2OcLwdQNQo2F730FB0OUsttvg4THpu0vLirqt4qj/nOaFcn2zJj6LSlP4cf4xE+S7o5yyWlK30BExm4oOM59d8AbtBNxXbCf18e5VCwW9XgjzkcuQlnAI+QkQBksUKAbsFh1FPrlqXJKJeu4mg1cLFXYy0jDLdbTURa8yfd7OZ9bgMeq4GozwnEptSKaz67Jymxs/5cq3J4Yaf4gyFtt2gI9OUfl8Ol5loeHYXplZtcnUe4e/9vW0UPfFD849vr1kCITuxWEHy91qtCqUoDI3hY9E823t+7mb4A6+uuoeC0EmkJTbVgtAni1cyldvGAvHEUlgJOdBq1Nw/JIf/Dg8I9e5uf1ZzCBEy6TKZCRGToACv24LdbkSrU9Fu98gXqvh9NjIpPaGgA6VSIBEvkkn2f+RgNPQ9WKuVJq/PaQ6OQmPVuVlYXnXyPOc4eMfLc5r9gyA6nYq9/QDtdpdGo92PQK02aLS6NPJVmFH129/188PZGwGPZVhlXxQ6nZqn+yStVpf1HR+PTynuL2N8Pg7xRcar9x1mo/wowZLPxvXl+OMXcVFYX3WTTRYlx1YKEmQzkSji9VlxOIWh3dYfK/4utuZ/VRGfCiDona9uM06U9o93gzMrgTazQfJ2j9NMudqkNjJLGE0WsEtEu+WLNb5eReh2u3zaCw0z0qXgc1lkfweg16k53PJjMetQq5VUqk2+XkdJZT+2g9Xrxj8HUYT71zQrgfnxoOtLTsmRhW5PZDkgnbEsB4/TzH/48zMIcP2UpFJrEvRa+xGm2wHJz0o3Ek3qshv5tB9iLeQkk6vw9ToiOcMrhUUjPqXQE0XCyQJf7qN8fYoRLZQx2vUYLVp0Lg2xRpmH1GLvA2DN62CeRf4Pb1G+W/6Wjy3Xkn9HOF9EkOGAP0fj7Ps8aCQ+A61KOWZdJQLLLpvs63R6PX5+jtKpd/jLUAjdRE79IjOik4jlSxj1GqwGHSrFt0uR22rk+7UAhVSFs5vozOc2G+absQfdVvQox46Z89so+xuzY0gtJh23MulBF49x9nak40CPdgLcz6iMyUVDTuLgIMjXv34k9pxlPeRkfzcwM35xFC6nfDb75pqH2MSMuzAjtlGtUvIakT/O44kiG6vusduOD0KyJBT6gh/DB1qwXo+Zg50A4XBuSEIBbCPzkjc38WFk5iyIvX5C1M1NnNOvYa4uo0TCeaqVBhazjuuLCBenYTJzulYAavW347bT6XF5HuH48/JCf5NlQXshn8/K3q6fUqFGPl3h6ibO/WOKcDRPLl+VdVuYRKPVod3p0aI3UwAnhfU19/B13v20ez2Ri69hvt+ejtkehVYmhlelVKBoT+fbJ1OlmWF8B3sBIi9pSRKq06kpyXQEkokiSo0Kp+vPVk1/bPhVEdFao83jawaX3cSnvRBLPmlC1Wh9223vbvjmzkZGJNrzNrMeQUCy9R3y2WSfq97s8PU6QjZf4WDbz0pwmrRJJQ3ZLXpOdoPsrnvpdPqq9Iu7OMVyg3Suwqe96fz3eZAS4zRbHSr1liSZHsUkmR/FWyz7offid1vo9kS+XkXY3fAiihBNFjm9iXJ+FyOdq+C0GTnc8vNpL8hywI5CKfBpL9gnn/kqX68iQwHWR6BS/XIiOgqDTs2n/SBKp5p/9+2VeK1KrlNnZ9nD57UAJt38RTXXWky9eRFPsulxDlry/QhOOVSaLYJW+Y3NWTzBltuJTj2+8Bx4vZTq49XURebcaq02Pz5FsCi0/CYUQDlYMBadEZ1EOFPEbtRj0Ghwmg18vxagnK1xeh2dm2kN/S7JLGwvuynn61ObuJ4ID29p1pfkc7k3g66Zs22xQnkwg/wNFpOO8PPs2Tn1nAxzgOUVJw+XUWrVFhvbPl6e0tycRXAY9ZwcLWGeI1h5e81IpjEdH4W4kqjk3t8lCPhtks+1s+unUJh97I6O7JwcLclWT9/R6fZYXZ6fiW6z6jnZD5FNV7m6jo2JZLQa1VDg8o7Lywhra24+Cq1WRSpZQrfAxmYUPYlj9OzLGwdHobnnk5R/6ygsVj3HR0ukE0VurmI4XCYe7pMcyWyAZmEp5BhaOMWTJTa3Z2/CpjDyd06Ofpx9eeO7zQAL7pGGONrwE4nmp26vN9qyG6mTwxDX55FhFOgkHI7Z5D6VKiGolTjd8hu1PyRE+HPW/K8Fo75jIZ8Nt8NEJFkYzgi+J+2sLTl5CWfozsidf3++9SUnT4OKiUGnxmLWySrjBcX8BbsnMlT0b664UKuU3DwlUQgCr7F+pdHvseB1WihV6jxHsuRlWoXtTpev1xGCXhtarWqmb9vwPQIRGU/TbL7K2pKTSq0lOddqtxhmqvRzxTqH234u7ua3+B1WfV/dTP8ki8TzkqMJ2UJ1LN3KZtGjUCgWDhuQg1L5NzsBfU4zHr+Fy1Sav45/ayEZ1Gq6Ilwl+wuhWqngcNWHQoTbaJrmxOfqs5m5zy3WDmt1u9TaLf5qfZn/4GV+S9ZtMhIpyVdvLpMpdtxOooUylVZ/c1KXGB+JzpgBnUS2UiNbqbHstGIy6agX+s+rVijQa9Ro1Sq0ShVatRK1QoFaqUQpKFC+G1QjDIRhImJPxKnR09U2F4rnHYVc9CXAyWaA69uYLKFttbukc2X8I3G/7zDoNTw8zB65yBVrnGwFxuY2V/12LufY9swbY7DZDFRzVdqDClRrZBQpl62QG9guHe0FyRWrRCVa8IVCje1d/1jc5fqam+sZ781pNUyp1GG+DzD0RUtGo4bVJRdnF4vN384iLga9mu11H7f3CVlD9u11D5dn47/rdkWKxRoWi46SRMVMDns7fk5P38hmK+zs+SXne6XQkJn1vTyPsL7pIZUsSUZMGk1aXmUsmLRaFbu7fu5vE5yPjGS8+6pGXrKYjdq5402jsFr1MPLVn93EONqfjveUez9PI+fC22sWo0VHdeT1z0/DHO4HuI6mp/xfpaJcN5dcXMzYrDidxjGBm1qlZHfLx/mX2ddDs1nHvKnVdKqM223C5bEsVPX+M37/+FUS0VG8z0wKAmwsuTAZtDxHsuyue4ilSlPpR3KwDCoMapWCoM/GvcSA/TsS6fkzaaN4GFxwAh4rq0EHtWabZKZEPFUai7Cch2iy/3ee7Aa5f0lRmzFnFfTZZs6SPoezfVWvRKTcasgxV9RUX9D6aDngHLOiqtRa2CwGdFr1zFnfSq3FUziDWqXkaCdApdrg+YNzTdD3I/wl2F71IOgVXCSSvEYlRFATzYR2tze0OzLo1Xxye2i1utzF+ibQIZeVSHyc6DkMelwmA0adFqVSQVvsUmm3SNdrvNXLmEoavg8F+CkyewZLKnpyErfpLBtOO8qKAqtOy11iurocL5XxWoykS4sP9L9li3xvNOIwmEg2inR7Peo0qS+SVTqATqPCgZZqucHJso9EuUIyv9gcl5zp+ffbQb4uECNZrjbR6zTYLHoKI+KjnWXPQjntp/cxdjY8PDym2Fn3zCWhAPUZtmRqtRKHWT9mR/R0l8TpMpMdWZibzQ6XA4HH1rYXpUbF3X18TIU9Ou5gs+kpZKszs8fvruNYreMirM1NL/cLOIM0Wx3+ge9XuLiJLWzt8/KWRalUjBUK1CoF+zsBnl8ykqKcUdRliFguV2Vry0ul0lxoZMTrtY4RslKliUKpoDengAGzhWFPDyl8fhsGg4ZUcsKDeNU1NbogCHBwECIezXMmQbjig01CqVTn4CjE2QKFAACrRc+NxH2follcLvMY4ZPC+pqbm/Nvn4/YE1leckz51V5fxdjY9PKWL46tTeUJ8ZBep6aSr8/8bkY9XU0mLT6XmcsFzsdZ6YOjSKcruFwm3F4L6eQfERkV53sy/yniV9WanwVRhMe3DKc3UfQ6NU6HmWW/nU97IT7thTjY9LEWcuKwGlBKbMXD8T7J217zziShAKlsBc+MGaxJBL1WPu2H6PZ6ZItVGo322NzpRyCKDP5GzcwZN6dt/vzR+W2MT3uhsdtUSgWv0fkt8MdwluU5s6Ymg5bb5+mqUiRRYHNldlvu/Rtqd7qc38V4juZYDTk42gks5F34DsUC1et3aNUqTnaDeNdsnBfTnCWSsjOd7Rm56LVWm5+icc7TKfQWDb/ZCqExqvjNWpCDZR8hnw21WUVKrHNVzvJDOsbfT0T4KRnnNpclV69jVmt4SGX58hxj3+0mYJE/3or1xSo/j9k8Vr2WoFH+uUKOxRNGdGoV3wf8nF3F+PIcw/+Bc2IUR34v6XyFtSUnF/dxipka368Hsejnt0knE2bUKiUn6/6FSOg7UtkyVpMO/WDx02pUvH4g3aXQaGIx6yhmFiPws9rcu1u+KU9MURQJLsmfa493Se4uorhtJk4OlzAMxgXu7xOYTFoUCgGnzUR+jn1Nu91lbck5dptizkbOatFzchgi6LNSLTUp5+t47Eb2Nrx8PghxuBMg6LdJdiYq1SZrg/a8IMDRXhCb2cDZeWRmqhCAz2Ph6VH+On1/n+ToKCT7+/G/QTd2PsfjBQ4WeKygYK7wJREvUK+3WV0fHxdQTsxNbm55CQXtXJ6FJZ/T67dSGCG9VxeRudfQd6yuuCQ3bNVaC6NVP3fuWGoGXc7l4vEhic9gwDYSX52d2FRuh1yk55Df982Jx23GotPwdL+YTeJH+l+ZTIUO/ZjWP+MPi199RXQSTrsRUYTbhwSF8nRCEfRbQg6bAatJj16nRqNWDY3IF1HSQl9wNEs89O5rmS1UCcfzRJNFdtY8Q99Rh1XP1qp7LumVM7Z8b2UfbPmJpwrkJrwQF1Uxn91E2dv0DeNDdze8C7Xcod8+n2Xsv7Xqlq2sXtzFp4z7RyEVGfkyEE9ZzTrWQi7C8ZxkfOsoFmnNu2xGQkE7N7kMv0vOrj6+o1xfrOKn0aiIKCp4lEZ+F1287bxitXKb7x8bN7E0WrWS3y4F+RKNT6ngX3MFVIJAZ853vmlzoO8oUbUENt1OHiT8QWdFdY4iaLegbSmGVZlWp4tSo0SpEOh+QLjkMOm5Gai11YM51vdRFJNBy/cbQc5e4rRlqlOF8rfv32zQErCZubhZ7DscxWssz86al4e3NHtr3qHJuRR0WhV2qxGzQYNOo0alUGBd0XJzttj3m8tVUKkUU9XJ46MlLn56kXxMIppHEGZXS9LJEulkCb1ezclBiGSmjNtrQSEInH1dTHX/8phGrVbSbnfx+azc3ceZXN4VCoGdzYGh/kNyWDnWDIh8JlMhM2EJpVYpCfis2Kx6VGol9UY/Ttlo1LK75aNSbnAxJyd+FD6nhVSkMPM+Z2dhtra8M4Vje7t+biQy21/eshiMGklLp3e4HCYyyfnjLOVSnWajzd5hcDga8V7dDATtmA1a7mYIuwDcXguJEfW/KEKj0kSlVEiuce9QKhW8zZitf3rL8PloSdaVQatV8SwRTyoVjvCOcDiHx2NB6zSTzJapN9qYzXrKlQb76z4uFugaFMsN1lddZJMlMh8YsWjNmOmWQi5Twe4wYrZIC5b/EOh9iE7/aeBPiog6bUbUSgWJwW7rPZJyEj0RcoXamD3Qp70Q5WqTYrmB323B7TQjiiKpbFnSakmK6FnNetZCDsrVJk/hzJivpUIQxtoVuWKdfLHO570QZ7fRDy3eo7i8j2MyaKfsaObZGo3+HS+RLCGvjUiy8KFK7c1jEpNRK5kWo9Oo5ubQn91EZpBx+ZOxWG7w9TqCUqngYMtPs9Uejj9MYlZFdCPkRGvRcJ5IEo19bBY1U6rO7SdsB11EOmUK+TLNTof+pmKxi4xZOV4NbLa7/PQUZdVtByU8Zb9tAFrdLutuO4856U1ByGzBqzRw/pZAFOG3q0Gi0TzfrQf4eaLt/1aYP3ZyEvLx+pIlNTEa8pzM8ZutED/fLl6NXLPbOUv2j9voxMhLpdbk61UEt8OE12Ph7Dk2lmuuUSmGZvZehxlVDx7mbuzkcfec4PuDZdrVNgebPtRKJQpBoNvtDaxymhSKdeqVFqlKgdHl+WgvSK5a4+A4RDZVJjFjoe71RFweM4mRmMWtLS+XX19lH5NOlljb8k55JkqhXm9z/uUNQYDNVReVWoudHT+5XIVMpjyTzJZKdQ4+LXF+FcXttoyNDgX8NtxOE6+vGW4kyH5yhs1Ru9MlGs0THRGnWCx6jGoVtXJDcs5VDgqFwNsCEZei2FfHOxxGySABrVYlaT0F/c/h+HiJ85/lvxOL1bAQEYW+Of3NZZTjz8ukUmXq7Q5HA6un+ALXfqm7xGMFjj4v83XGnOfutm/uxuz0OsLmhodHiXSqybb8O1KJIi6/Vbatn0qVsFkNLPvtvMXzOG0GFALEI/KFC6NRi99rxajXIHZ6KLsi1lU3nU6XSrVvuF+dMxcrZ8b/Dr1Bg8tlxmTSoVYr6HVFauUGndYvsxP7jxsifzftmxYmooIgKIEfgagoiv/IxO/+MeBfAHpAB/hnRVH89wVB2AH+ryN3XQf+J6Io/iuCIPxXgf8psAf8hSiKP/5N/hCH1YBGrRwTHaQypYUqNDvrHs5uIuwOWt3xdGnseexWA0GPFZWqL56JxAtDIZBBp2ZzxU2z3eHhJc1XGbHF4U5gihSLwJfrCBsrLgql+jBK86Oo1Jqc3kTZWnFTqTWp1lofypWvN9q0jF12N7zD6tQiaLW77G/6Jauauxs+2WrnO3oiJDNlXHbjVCLWIpW5brfH5SALfMlvw2E1cvOUGIsynWw7qZQK9jb6CUhX2Rz8Qn/jcr2JxaGh1JQm7p+3AvycidMeVC9j5TIHXg9XycWIktz87Es6j0IBf7Ea4iyRoNHuVwAcBsMUEXXp9awb7Jy/JEj2vh0PIv3ZyrO7GL/dDvIl9q3KmqnWWLJbiOanjx+VQsHnoF/2GAf4+hJjxWvnNTk/AnfZaeXy7tsimc5XCHltUyET6VyFdK7CesCBSq/iNtL/DF1WE/FUiY2gk3ymQmbOIqRUCDitxn4bXqtBrRDodkUajTalSoN8oYqq3qNV6xJNFaZm22ah2erQ7YqcX0dRCLB3GKRcqMv6NZothiER9XotJF+ziHNcAgyGxe2OnE4TdpuB/+j/c4t/yU58QPQMejVuvw2zVY+gEKjV26TTJYojHZVcqozJpOX2PoHRqGFj1UOpVOP1NUtcQuUMfeP4RbLH37G54SGXLlOpNnl7zXKwG+BywUr2zoaX28vF7lsq1Vlbc1Ms1qdEq7s7vjEj9UlcX8dmzhB+xH4K+sT4/CzM3/tPbnN+EeVixmtPQm5jc3sZw+e1yAakLBJj3BMhW6phNuumRiJm7bX9XnkiClAo1mi1O2yvuFHr1RiVam4GlV+7zYDXbUanUdNudMimy6RTJZ6z3woCK0sO3iaiZy1mHU6XGaOpP1ff6fSoVOqkMxVqtRa5TBmjSYvTacZk0qJSKel2utQqTbLpMuVinUhx+jqx8VEXgT/jP1Z8pCL6zwDXgJRXzP8b+LdEURQFQTgG/g1gVxTFW+ATDIlsFPg3B4+5AP7LwP/ml731b7BZ9Oi06qFa/h2JTHmuutvvthBNFOiJ8ilL+WJtTDlq0Knxuc1sr3n4eh2ZSh+ahE6rJhKXF9o8vmYwG7XsbfgkYzoXxf1rGofVwKeDIMVSA2EgKR5t6YmiSK8nIooi3V6Pbq//306nN7DFUvP0lqFUXawdEksVUQjCWIVYpVTwFltMWFSqNFgJOihWGjPnLuchnCgQThQwGbTsbfqIJ0sks2WEARG1mnSsrbh4KOT4Mf3xiDwpuI3GKSKqUgocbvn56/g0WVN/wEoqkptVUYMfnyL4rCbsTgOXidTY4L9Zo+HA5uHiJcGXxPSx2R6xg/pyF2Un5CZaL1MYzJr6bOYpIuoyGXCp9DNJKPRteXoKUbL1PAmrSjtVDfI4TbLn4cvgmDpc91JoNjEZtLg2jNw/JGm3u6hVClxWE1aTDp1GhQIF3W6XeqNNsVQnX6iSTZbJylSxPm0GSKZKxCIFXC4zjpCR1wUFcqOdhJ4Il4Nrwu6uj3azy/Pz+AZEN2hj6/UaVCJj2fByeLiNo5+TygRwcBjk5T7J44BAud2WIRGt19u8PU1vhqw2PR6vFb1JS0+EdZebXKHB/UOS8zmiIegT30WIqEIhcHQQ4vw8jNgTWVp20u50ub6O8uloaaHZ3lmep1J4fk5zfLw0Jj7zeq1cX82+brfbXVweeSK6qKfrO1weMyarnkyuhqIHBwtGxTrdZjIys6itVgerTiOpFF9ddvK8QOUYIFuosb/l43bkM1GrlZJt+Xd0F0gSrNVaRB7S/AN/b5NCts7umodUvEgxUaaUmF1NttoMMEFEy+WG7Pzw99+toOiKfPndE+H8YlZ5f3z4w1ktCYKwBPzrgI9+UfFfE0XxfzHy+38O+J8BblEUM4Pb/nngv00/Nua/L4ri/2tw+/fA/x7QA/8O8M+IMzz+FlJyCIIQAv6LwP9W6veiKFZGXsSI9GDjfxp4FEXxdfCY6wFR/RvBZtZj1GumSOg78qWarMWLaeAZ9x4HWiw38C4guKg12ohiv93UWoA87W14p2Y4J1GuNrl+TPBpL/ghwqJWKdlccfN5P8RayEG+2B85yBVrfL2O8PU6wperyPD/3707L+7jXD8muXtO8fiaodXq8B/+9ESn26XebHOw5Wd33TO3kZzKltlZ94zddrDl/5Dt0ms0x96E8OqXnoqV2sD8P19mf8uH1abj+8/LFPRt/joWHctl/5vCoh33crQZdaysOvmdBAkFuEgmcRhm+z8C+I0myYSjSSSKFa7DKb4L+Km12miVSv7KG0RdFvjpPkKzLT0vVZ+4/TaSxthVsersC2JavfFjes/vRqiIPC7o4/qaLnC8EZh5n72Am5un6ep7dYai/B3XT0lS8SJBsxlVo8eKw4pLr0esd0nFi9zfJzm/jHJ6GebiJsbjS5pMrjKzM/LddpDziwhazfucY5lYJM/x3myz7ncUZaJ2bx6TPEYyrG152NryfvuF0CcyKyH7zHblKJqNDuujzzEBi0XH3o6fq6/hsdnGyGt2ps0VQLlQ5/E2wcVPr9RLdU7//gt0esMozHnQ6ebXNFxOE6tLTs5O3xAnvgtRhNOzMCcHoZnv1W7Vj1lSLYqzszB7u9/8N20TAiU5XF3HWJu4vr1j3kZrFPvHIar1Ful0mZurKC6PhauzCFvrXnxzxDI+GX/XdzzcJzmU8BY1zvGancTVfYKjo2+BABvrnpmbnmg4N/e4UiiE/nrwnKdba5GMFhaKoAU+NK52cBDk9HfPRMNZ1re92J2LhQX8GWPoAP8DURT3gL8C/mlBEPZhSFL/M8BwmHjwu38COAD+YeB/NSg4AvyvgX8K2Br8/MOzXnhRSfG/AvwPQT4YRhCEf1wQhBvg3wb+WxJ3+SeA//OCrzf6vP+UIAg/CoLwY7s53ke1mHSYDFqiM2aTooniFMmBfpsu6LNOtbDdCyp/FQrFzNd9h8Nq4Oph8Qrc1+soAY8Fn1vepDzks/FpL8TuuhelQuDhNc2XqwjPkRw2i57rxyR67fxM+FG4HSZ6okg0UUCrUXF5H+fmKYXTbuTz/uykqNFqnEKA5AcToKAvmjrZ/bbo/xILC4New86Gl+PjJVZ2vVyVs6Q1LWLdGj2dgqDfyv6Gl8/bQT5vBthZcuO2GudeTOWgHZk/XfXYUNiUXGfkW++dXo9Nl1P29+8IzFC1S+HraxxjT8WB0c1Pd1HKjdnVtZKEyj5ZqJBJlPgc8vOc6wtjBAF+uxzi6TFNofIxAv/lOcqaXzqBSwG0KtIL3FM0h36B1BebSc/Xn1/J5as8h7Pki7VfbHvyeTvI6bvgRv1tE9jp9Dg/j3C0G5hrC1OuNFGr5TeQjy9pbl9SLK+72N3z02x1ODoMcbdgi/kdcpZFu3t+hK7IjYTgJ5etLGxg7vJY+rN4lSY3X8N82gsiLDAm05YxGH/H3o6fZr01VRmeJBtn52H2tvyyn+VK0PmLUrwAXt+yeDwW9vb8HyKzPQWSO+PaAlVso0nL3nGIy8sotVqLlZX++1cOEpke7hJkk2VOjpflj58FLlDRl+xYyIHdZuD67uOivcvHBMFgf0OqnPO6pWKdUEg+Zc9i1rEVdHLxu2cSsQLXl1GEbo+9vdmb1HcsGsV5cBDk5qxfYbdYDTzeJWl3uuweLraJ/GODKP5+fua/rhgXRfHnwf+X6XfA3z/E/zl9Djj6TP8Y8H8RRbEpiuIz8AD8hSAIfsAiiuJ/NChQ/uvAf2nWa88looIg/CNAShTFn+b8Ef+mKIq7gxf8FyaeQwP8o8D/bd7rSTzvvyaK4m9EUfyNWvttl2Mx6bCa9ZKpSJOQEuAc7QSHCvZRqBZQWbsdJm6fkqSy5Sm7k0mE/PaxmcVF8BrLUyzXOdrpn7AOq4GjnQBHOwEcVj2RRIGv1xFunpJTPqkrISfdbo+7l5QkAZeCx2nmcqCaz5fqbIwknmTyVb5cRcjkK2yveTjc9k/ZJ90+p/APiPP+pp/EB+ZTR3F5H5+ZdDMJl93I4W6Aw+MQvi0HBX2H03ya30Wi3CTTiAJcJdKUag30ahVvuSLnkSQ/vkb5MRzjKpUm0aiiMCjx+6zsrQ9I6laQvWUPXpuJWe5P70bpx2s+wt0yicr8C+droTB3XVGLH3NV++T1Ucs3SWfL2I3z4yPzVWlS2Wh3Ob+Ls+t2set3c+z28vUqgkxU/Ux0eyLNXheNhNXWybKfN5mwhXany1po/jGwZLNSrbVw2f5mcX2ftgNjLVupJK6LiyhehxnvjM0hgH2ByMaXcJa7lxQ2ux46PY5OltnY8vbbkAvg+SGFx/vtfRiMGg4OgtyeRynN6Los0mXRGzSotSpKIz6i5z+9sr/mmxsJKWd6r9GoOD4IcXMdkxw/kDI7v76JseS3YzaOC/YERJIShvsfwVLQTrvxMWX1y0uGvcNpO6d5dljrWx50Ru1YktU7h358SKLX94sFnXaXs59fsVsMbEtsGNKZ+dfTUqnO2oid3vKyc6Fkskm02126ir5waNJGTAp2meN2ecmBvguPg2CAQq6K22WiVKpzcxFhf9ffN9mfgUSigNE428Jtfz/QJ6GDv1U7KMBUyg1urqIcfl5C88E40z9huN6LeoOff0rujoIgrAKfgb8WBOEfpa8NOp24WxAYnduJDG4LDv5/8nZZLPIN/YPAPyoIwn8B0AEWQRD+D6Io/jek7iyK4v9XEIQNQRBc73MEwH8e+FkUxcWVMDNgMmqxmfWyi9kkXqI5dta93A5agSe7QVkhTb40v/IT9NqG81BWk/zJtOy3c76gHdQk1ColapUSm1nH9WNy4VZ3fGREIV+qzbX3gP6c7KgV1elNlI1lF48jCU6iCHfP/QuT2ajlYMtFrlAbfgdeVz+dpvjBytkoOt0e+VINu4SVhkIQCPpt2B1G2kKPaKlMpFwlkpJ/vc01Dz8n4tRbbfYCbsqNpmS7p9XpEskXieSnK9wqnQKv2YTdoEevViGIUG+2KVTqNJttvtsN8vfji6vEE5UKR14vFwn5i3xpgbb8O37rD3BxH2dvyctTOsem30ml0ZS1OwJodrpYdBoqMm3wL7dR/qHNNUqtJt+tBynVG0SyxYXDId4RyRb5fiPIl9tv54BWpSQRn91JmBeBubfsGQpbLu9iBH02ojPCG+RwtOmfMqCX8hgGCEdyGI0a9rZ8XN9LV9PMZh2pOQEVK0tOxGaXy/Mo9fQ4kTGZdbg9FowmLYJCoFFrk8tVyKbHOww+v41UssTmlpdCuszVAqKXh9sEeoOGek36OxcUAqFVF3c3092bm8sooWUHVWOXjIT6XK1SkpDoDvl9VlQKxcwZU7lgjOeXNH6fFZ1OTXpQGVtf9fB8N38JERDxeKw4HUbUaiWtVodspkI2W6FaqpNMFtja9KLWKLm7SyzUYk+lS0NbK+gr7uVazEqlwP7JMhfn4bHqrUqt4GVQ/Gg2OxwchMa+u3f7rf3DIPFUkXyuit1uJLmg4frleYTNHR+vkdzCs6HD96wQsFr0mI1a9DoNm0sunm4T1GSOl3fUJeytDveCPJ5GaE9cLzweK+mBrdf1ZRSzRc/+foArmVldEQF/wMaDjP3W3n6Au/PomMhPmDh/L07D+AI2VEolkdfFRov+0Pg9quYzoij+Zt6dBEEwAf934J+l367/HwP/Wam7StwmZw0zc1c0l4iKovjPA//84A3+p4B/bpKECoKwSX/+UxQE4TtAA4x+6/91fkFbXgomgxaXzTj0lFwU7/nuG8uumdnzkUQBrUYpW8VUKRW8jMzKvcWyU2Kdd+h06gVdGb9he82DRqXk9jlFu9MlmWksrGbfXnVzN2Jfk0iXZnp1Qt9DUyrOs9Fqy5LYcrU5FK2sBB3YzHrC8bxsUtNHkC/W2Fh2oVQq2FpzYzBrKXfavOYK3DeKEJs/DvGOluLbe7+OpfnNepAfnz+2Meh0e8QKJWKF8cXAZtLjDerodnqoFYqhOn4RzBI5qAWBt2xhoef5K/83qyTtoK33EM/yaSPAT2+zvwe7US9LRE9Cfv5/589s+V3cR/oLmiDAktOK02ZAqVRQabaIZouyz/GOL08xNoNOHgYhCcchH18vZxP3SRunUWhUSsrZb5sPsdefE/8oEd1d9XB3E59q8wozytXVaoubmzgnx0ucX0enHqudMQ6j1ajY2/JxcRoezkfqNMphjCf0qzhScZA6vQaP14LJrEOlUiAoBD5/XuH0x+eFxxFazQ6HewEuZEjh4aflmV6jkbccFquejRUXjxMkx+uzEJ6wXzrcD/Jwn6A5x9dxlh1PPFHEZjOwHHLwFslh0Ex/vnq9Gr/PhsmoRRRFKpUGiXiRVKL/M4rjoxDnp2ECITv3g9a8yaxjfc9NNlcds5aaRCZT4eR4ibOBnZPDaSJRm76/129Fo1dL+nKur3u4u/12rW3JWAZdX0TRGzQcHy3RQSR3vfjmvlFqsLvr5+wygoCI2aTHMghr0KlVqJQKEKHb6dFqtqnVWlTKDcrlOqVqmRL9TY/xKETqNYfXbcYXstPsdHl+zUx9n69PaTQaFa1WB5Wqb6d3+cOL5HubbPWXS3WuzyPsHQSJJ4pjhv3vMMhURHf3AtyfR6fSrzoSAqpErIBao+To8zLnX9/mUKK/2xAEQU2fhP4fRVH8fwiCcASsAaeDa2MI+FkQhL+gX+lcGnl4CIgNbg9J3C6LX1yzFgThvwsgiuK/CvxXgH9SEIQ2UAf+a+/iJUEQDPSHXP87E4//x4H/JeAG/m1BEL6Kovifm/WaCoWAy27iZYHkn0k8vmU42QvyHM7OrBB2uz3WQm5ZD8xJw/dcsS7phbm77pUUY0jBbtGzEnISTxWHVcfjnQBntzE2ll3EUgU8TvNMA334Zgg+iruXFFaznmJZ+mIW8tvISCiho4kin/dDc6M+X6M5XukvtFZHv7XUE3uDuZS+Or8nMlTq93oiPVHs36cH3V6PntjPG+8Ofqexa1CZ1fx8G6Vb/AV9YfpV25sJq6Qfn6MchXycR365MwH0Scxbr8R5Jkm12GLVYQO1wGN+sc3RZSqFy6AnIyGcWrHaeC3PrvQLwF96g2N+naOk6OtjjN9uBfnhRZ50G2WsZ1SCQC5bRQQqzRYatZJWu4soQjRTJJoZWdwFCNjNuGxG1BoV9VabeK401vrviSLldgutWolereFugQ1VOl8h6LFKChCPV3ycno8fk1d3cZYCdsILdkg2Qi7enjOSlbAZws7BHeDsNMzmhodUvjIWh6mSmfHbXPdQzdemcrItVsNUtVMKjXqLt5Gkp+NPy9RLdbZ3fChUSh7vkguJimoypG8eCX1HqVinVmtxfBTkbMRqyWo1DImoXq9hY9XF5SLJVgKU5lhuFQo1mo02B7t+Ctkqe7v+PvFpdshmymQyZZ4XaCEfHy/1SQj9yMh3VMqNoYXT8ooTq83A42NKshJ4d5/EYjVQKtawSGSaH35a5u4uQVOmKj65UXl8TGFzGCjkpglYvdbi/Msbf/n3tgi9i5UE4VupSehvmoThP/rXBUEh4NCpWXFaSCaK1NJVaunZIwRS6A4qv5l0mczgGFVrlOysudGZtKQyZeKJIu12l81ND+lMGZdBJ0tCAYoyoww3l1FMFp2ki4CUjd3urp/Hy2kSCvLHeLvV5fz0ja09P6lYcWHB1N82+uvmH0w1LwD/O+BaFMV/uf9+xHPAM3KfF+A3oihmBEH4t4D/kyAI/zIQoC9K+p0oil1BEMqCIPwV8NfAP0mf68niQ0RUFMV/D/j3Bv//r47c/i8B/5LMY2rA1CClKIr/Jt+snBaCXqvGZNBwvBMYGpULwsAE9p3gjNgRdbpdOp0erXaHVquLTqPGqNdQqsy++E3OJo2iLpHvrteNL+pKhUB5jv2RQN+/VKFQcPuc4usI4Qt4rENC2u31qNSaOGyGISmQgs2sH44ejKJWb8ka+zuseslq6Dsu7uL43JaFZj5FRP7Dixf217xc3CV/0Vwh9L39rjNZ6tkOB+te7p5Tc0cLpLC27OSH2MQmTITnVI6A3UJMwidzHlRKBYd7fv46GRn2H1SCwEuugEqh4K+WQvyUjM2tjnZ6PdZdDjJv09+JU2vgFXlCpVYInDh8/Hw//tjqhI3U18coB8teLqPSxE+rlq7enYT8nA5EDrFcie83gvx8J0NoRUjkyiRy42TKZdbjdVrQ61Q02h2SxQp76z5UdZHT9GIVaa/LPEVEg04LV9cS3Qxx9jk7iiWfjXS8KFupW1QI8/CYwm43sLbi+tYGnVg/jAYNGyvufka2xNOazLqFiOgotnZ8nH195fAwxOWP/eqc3qhh+yhEo9nh6SEp+zc8PyRx+61jdkQb276xGcZ56LS7XP78xsl3y5zfxuiJoBrMAS8vOWnVW1wu+Hwmo5bynNYv9OeGafcwGTTczLFcksLurn8sp1wjUVkF+p6Vr1m0WjWHB0Fq9RZPI1ZX9XqLzcMQF1/fxkil2aInsOSYa3M16Snb64ksrboo5OQ3Afc3cYIrzrE55lnY2w9SyNZoVpusrLgkTeoXQUkisa7d6vIwUtH1eiz4gjZMDgP5cIGXyOxNZjSSQ2tQ05SY0a2UGlydh9ndD5BIlobV0Un/1J0dP0/Xcboy4xSFOXO79zdxrDYDW3t+7qWuJX8E+EPZN9Efw/xvAueCIHwd3PY/EkXx35G6syiKl4Ig/BvAFf0W/j8tiuI7Qfnv8c2+6f85+JHFr2qKt9cTuXqIS6ZMLIJ6o0W13mI16JjZ2pebhVvy28fmJt/xHM6MtbEPtwOyUaEOm4GVgINIosCNhFhKrVaiUiqG7+HdhPktlh9WSaWwGnLKtuAvbmPDhItRLAfkHwP9BcBi0i1ERFeXXVxFU3y9j3G44eP+OSWZbzwLe7t+LlIpPFYTlUqJs0iCozUvDy/pDz9XqSe9wFWaLZwmAzq1amgGvwj8TjNKp4q/n/z2eYmAWauj2GjQ6fX44TXKst2KSqPkPj+7av8yEC1NFuDEjvzBrVer2DI4OHuavoBmKuMLR68HkXiekN1CRNKcfvpip1UpiUy0uL88RVnzOXhOLD4KkyvXyY1U4BWCwKbdjrIpsuFz8LjAc0nZOFlVWlId6bb99V2ClSUHrzPOa5/TTC1fn9kOnjQ9n4V8vkapXOdkP8TpVWSsLbi37ScVzXM5Y35T90FDdKvN0G83i/DynBl6tdarLS4HLWOb00hozU2hUCM8MRMniuD324ZE1Ou3kkgUP/Q3v+Pi5ze2d/2EM0UajTYnhyGurqIfsjQym/RziahGo2Q16OT6Oo5Wq2Jt3c2zhA+qHFaWHbw8psedPeb4fzabbS4GVXefz4rXZ+X1LUOhUOfyKkog+E0UtLXrI5UpSyZNjWJ5xTllzg6Qn1GZC4TsxCJ5SsUaS8tOwm+zrykKhUAhV6HRbJPPVcnlqpycLHP5we9FoRAWEoVlMyUCARu1TI3lkINCtsws471eV2Ql6JhJjm+vYphMWg4OglxeRikW67jdZjLpMts7Pp5v43Rm2G4VC3U0WtXMqM9ioUapWOPou2WuzyN05jg+/F2BKIr/PnOcE0VRXJ34978I/IsS9/sROFz0tT8mz/0Do95sc7i9mPWDFBqtDqVKg0S6xM66vB9fXMaWyWGVVgiWq022Vt1A3+x+cjFUCLC37mVvw0exVOfLVUTW/Hl/wzdGGEcvoGe3sTGLo7H3PGOurieKU6pXi0nHzQLm+XfPqaF6fxZ0hm8VgounBKtLroVseN6xv+fnPNmvftpGBGDnkSQby240H/BWddmM3CXlh/VfswV2/e6Fn+94209SW+dBovVu1o9X4t7yRV5Tef7SH0KjlD+9kpUKh97pYzBdkj4ubDodK2oLN+Hpi7hOrSJXnl7QKs0WdMCsmyY8UpfeY7+P7IQfZk+EDr3+bNkvgN9hZsth58vPb7y+ZXl7zLButfLdemCmxdikjdPJup/759nVHb1Wntg5rQZo9ijM8fP9aKhCtyNydhbmYNtPp9vDatFzsOXn7iJKQaKqNAq1ZvFjWhDA7bEMW4qVSoP1nWmFdSFb5eLHFyIPKfw+K8efl3F5vqns+56lIiaTFlEQqMzpDk1CqVRgtxtZWnZCT+Ro04fZpOPsLPwhsgN9xf8saLUqlv2OYVZ8s9khmS4RWpa3DBqF02WiVOyLCkfxEeKdSBQ5/fpGudhgd9vP9pYPk01Pt9Pj8PMy9w/Jud8zgE3GUSH8lsUftEn+zuXq27h12j3a9dYwBEEOe/sB4vEC+VwVr8+K2BM5+/KK32vBP8eLdBQej4XOHKcXl9vM6oqbs5/6G6Czn1/Z2Q0MnQDk8O7dPQuVSpOrszC7217sdiNut4WtbR8vt4m57wv687vzIIpw/vUNb8CGf2Rj8ceAP5R90x8SvyoiCn0y9mlv2kpjEbzbODVaHR5e5AlWoVzHM+EnatCpuXuRXwiVyv6isrPupTCoBrkGHpx2q5HrpyTXj4mZJr0HW76pSurkxf3qIc5qcPxCvL3mITkjag3g/iXNwea3hWtj2bWwCvo1msMyxxw5XRxvidy+pfB4LAu1TA8PApwlknQHLW3dBIG9iCVZW3ailZiBlUIwZJt74n19jfP96myfOYNWzcGhn9/lY9Ta0sICvYTCuyuK/Pgaxa81s+2YYe81cfaZ1RqihenqpddkwtbR8CRTSfTaTLLz9/FciWWbdUoNPpquBGDSangIS5P3t3SBkzkG9ZMQBPh+PUglUeF5MN/47tEZjuU5P4+grvX4bsXPqmd6IRi1cTLpNETf5s9/3j4kJO3ULEYdBoWK9JxzBKAhMXojBwERp8PI1pobFQIeiwGLViPp5Sn5+A8k8xx9WubhdrwSrpyz0UuEc5z/7plsrMDaqoujkyXqtRabWz68QTvJQdtTrVbidJlZWXWxvevn8CjEyckSx8dLHOwF2Fx3E/BYsOo1iI02xWSJ6EOKcrZC5CVL/CXLyUFopo+qFDQz3BEMejVBr22qelattiiVG3jnmMAbDBr0GpUkSfzId/yObrfHzU2Mp8cURoMWnVHD+Vl44QU+O+PYc3ml/5Za7VvlPhkrsrkhbawP/Q1CamTkwjOy+Yi85cilihwdLbZuylkyvWP/MESt3BymLr3PVd9exrDbTbg88j7IjQUiR99xex2nXW/hchkJ3y9GQgEsc2yhRhEN58jmynj8s63Z/ozfL351RBTg63WET/sfJ6Ojgp1uT+R8BqmdTFjaWvVIzoe+4/E1hd9j4eYxwcGmj911L7lCjS9XEbKF+cPiLoeJVwnV5uTuvd3pz4yOEsNFk5gyhSoqpaIv5FlQSAX9GM5J8jsKu81AOFWYuv05lsNk1uGccWE7PAzyJTpO0HvC9NX9MpZiOWRHN8faByBVW2wQ/etrjC2vNFFcCzjQBbX8lJwT3zqDHEcKJZ6T/eqoVjn9HV0mk7iN3z6bFYt1amFbtdlQlHvEcvLjEVbj7E3CTTjNd0vjRLI2odjd97gp1+Vb1l9fYoTcsxf/d3htJvZcLs5PwzSb3xaPSeJRb7Q5v4oSfc6y5bDzac0/VP/DNxunbb9rTBQ0CxrV+GvodWpcRj2xBf0nGxItPZtVz8aqi+O9AJ8OQhxs+VjyWtEpleRTZR7vk1ychSlka31TbctiC+GidbmVNTeXEirsx8ckujkVKABEkZf7JBc/vtCpNfF6zPTaXXwuEya1km61RT5WIHyX5OEswtVPr5z/8MLFjy9cn4Z5ukmQiOQpF+vDWde1bS+1ZptErIBSqeTs6xsui4GN1cU7DVKerdCfrfU4LLIt+GKxTrvbwylT+VIoBEIBO1GZxKrKgsfSKHx+G8fHy2g1KpLxAtc3cdyexciL22OWfS8A8Xh+qiGq16t5mfj7L7+G2d+X3jzvHQRJj4ikJufqW60uF1/f2NnyYptDNDUy1zS9QcP+wHJqVBQ0KvCLhXM0a23WN6U7jvFIfqGABOiPZWyuuSkkyzgcJvYOgwuFj2g+EOayvuUltOQcI/F/aIii8Hv5+WPGr5KIAny9ivD5A2RUrVJQlpgN+3od4dPedKyccsLYPjNnCFqrUbO94kan1XD5kODmKSlp6SQFpVKBxaSjUpt+f1JCnUy+is9tQSEIWGVESlJIZsocbgfYXHHPJNVSOLuNsbUivcgEAzbZx0XTRVAp8LumL9pHR0F+jsSmPqeahFIS4DqeJhiwzWzpBr1WXrKLqae7PZF8pY5j1AReEPm0H+ShmydWnl9BU89pWfcG1VGvxsSec9yovSuKrDm/VQPNqvHq8a7TSSlVIyvRdh97D6r55Pznhyjfr3wjo6PpSg6DnquX2cdQp9tDo1WhmLMSfLceoJGu8yAz/yyHl3CWy4sohpaC36wFWHJZiaaLbPidXCyQx/2Ou8ckGyv9z1mtUrDssPI6Z7YO+mK/9WUXIb+VTwchDrf9rPhtGNUqStkqzw8pLs4jnJ2+cX0dIxrNjwme/H4bN9cx4rECFot+TJkth0WU7gajlmqlIWlO3mx0WFswMQn64qhQyEEqkuflLkkqVhyLAl0U+5+WeQvnKJf6x5B6kBKUSBR5fkhyvBfEYJg//yo1q2k26XBajbzO8cHMZiuotSpJ0n94EBzaM0khn68tFCGsVivZPwiyseEhGStwfvpGpdzA5bZQrTbR6jULVYH9/tmt33S6zOrG+LV1ec0tOerw9pgatuxH32dsQggVkyG+dzdxxHaX3ZG400l0JY7L1XU3JoOWKwnR1OSxWS7WeXtMcXS8NHXfSrmB12eTfe13LC87cVkMnP/8Sqfb7ScznUfw+qzszyGksyzY3rG+6WFj28vTfZKnh/9Y7M3/jL8BfrVEFODLVYSTBbOgbRIm6e/4eh3hYMs/VlkcNbbfXHERlUlwctqMfNoLUmu0OL+L9RWeH8TRToAnCREUQKcr/Xx3zymO94KshRxTZFUQ+opUr8vMasjBzrqHo20/n/aCaDRKFCoFpgVVxqOo1KVjDHtzjqJ0vkKl3WJ5JPnj6DjEj28xydZWtipPvG4TGfw+CwYZMupyfyweM1Op4TYbUSoE7GYdm7se/n46srAvqGJW9NIIosUS9/Esf+kLoRupjj7l87yvx6NWJSdeL9HIfJ9OYDjSMA8Xzwm2fX2SlqvUh1WYDYdjoTGNx3iWT5vSLXqXxcCh183FaUR2k7PInGml1uT0IkLiNU9AbyBkM3O0E2B/08fGiouA14rVokc547mUCCgF2Am6h4RYqRDwOM1sr3k42Q3yeTfEwZqPFZcVk6CknK4iNrrk4iXeXjNcXUUJh3OyhuuTcNqNQ3/QSDiH02GaS8bqMhuuUaysucjMMMnvLLjZ9fismEwanu4S5FIfj+AFQICj36xyeREZE4yMVjZFEc7PwuiUSnbnkOTJMSWrRY/VqCMcXkwYF08UsdgNY5/zyfES53MM/lutDuYZ7VuP18Lx8TIGnYbriyhPD+ObquzAYD8czrKzP39kZZY47h2mCUKtkZkfrlaamI2aMRK/uxeYisMsFmtjoqpRlEp1bi+jHB2GJBOzSiNFF0EBRyfLvD2lx9wWRtGVWPM6nR7nX944Ol6a2nC4ZsxwKhQCJ4ch4s8ZEgNLsNFjLRErcHUewee3yVZIZ4mZ1jY8bG77eHpI8bhAOMLfNkR+P9XQP/aK6K9KNS+Fs5voQkbqJoNWViAEfaui7TUPkXieWqM9ZmyvlbD78DhN+N1Wrh7ifL3un7i5Yl3WKkkO22seTmd4dc4itvfPSU72Q+yse2i2OtQbbar1FtV6k0qtKVlhPdoPIqgEKrTZ2vagV6p5CWfnWloBxFOlaW9RAd4k2vKTKFYadDo9NpfdGOxaWY9LrVpJujS7+nyXzLLpdZBJVaaIWri0uOH9O7LVOn/vaI3LSpqLzAftTj5wfovAj29R/BYzZruW60yadLXKic/HWTxJJNd/77/xB7i8j8+cJx5FZU62/Ds63R6ZXAWvxUSyVMFh0KNXKTmXUOHL4SKcwGc3k8h/IzOf1wK8PKS4i86OOJVrxUrB77JQSFTQexRj1jtDCGAxaDAadegNGrQ6NWp1f5OFIPCfPNmglK+xu+yhWKiRzVbIRotko/LHh91m4OzLKx6vBbfbTHpBayWXy8z1xFzo62uW9XU30Vhe1ipKKvJyFIcnS1zM8fd8fEhgsuiolOTP37UtD9lEsd9aB/LZCnqbQTZlSQoarYq1HZ+k36jUBiOfq5LPVdnfDxBPlSQjQEddBuxWAwateqapvBTC4Vz/c37LsrHh4WJBmyOb1TAWiapUKtje9tFpd3l4SJJOSJMur9cyZsN0fh7h8CjE5bn0Ndxk1vEs0R2YxPNzGqVKoDtwzYhHC7L3fXlIc/z9CqdnYbRaFWGZ6rHTZSY24/O8OH0bGPBrhop+hUIYzg67PGZMBh3nA0cGOcwS+J1/eWNjx0cyURwK4yQmr4B+EpdWqZh6vbbEbGg8micezRMI2bHaDIPzr38xrkpYJ65ueFAqFTzOqJT/seCPXFf0e8GvuiIK/R341UOC/c3Zu2/DHMUh9KuMLocJu8VAt9tjye/AYR1vffvdFo52AmTyVU5volO2Qmc30aGCfh5sZj3pbHnmgSdrWyT02xf5Sp3b5xQv0RzJbJlKrSk7QL+25OT0IcrlYwKLScd1OM3PLzGKvSYbWx6O94PY5sy3nd/GCHi+zQouBexDcdYsmI1aNlZdYFbwki/I3s9jMy90Ij6kcjjdpjHV+mrIQbw4hzwIsOS28nk7yNGOH0fASF7V5LSUIlWv8n0wwKZjMVUu9NvrH0W8VOY+luEvfUEMKhU9RPxGE4Vag7/yhzi7jS1MQgHSpcVmYgGK1QYGhQq9Ro3VoMVvMH/Ip7XZ7mI192dSHWY9x34Pl2cRqguQmnm2Oe/YXnFTy9VJpkpU5J5X7AtXUqkSry8Z7m7iXJ5HOP/yRjqS5/Eqzt1NnPu7BKlUaSGl9PuMXSpZotNozxw5GUXAa6Un0Tp/ekqztOSUbd8WSjXZFqM/aOfuer5nZrcrsiIzjwewfxwi+pwektB3jObVz4PNacQTsst6eCpndAWur2K06+3+BnjizH7vADgdRrQqJbGJdKZ5EARwOIwoBIHf/HYdrVrFxqaXYMiOxaKf2b41DNTbbreZk5NlLCYtN1exfpzkjFPPK6E+f3hMyVYfV1ZdC3nTVpjOWfMAAQAASURBVMoNNrf77XJ/0D40kZfD+dc31tfd7OwGJBOJADoL2NMl40Vir1mOB5XLd8X8/mGIWqmxUN68FFEcxeNtAoNeg39wPuUy4xtWAZHjwxD5ZIm352lSPSudKxbJc30RJRB0sHsQBETyIwEBq+tutnZ8vDymfhUk9O8qfvUVUegLeu5f02yveYZG8JNYtBrzFsvjcZrxu/uKb7NRy5erCCGfDZtFz9V9nPgcX81ypYFWo6I5o90pCP189ttn+faAIMgbbH866Mc7KgQBr8s8VzWvEATagoiIQKvdZd/rIFfqV3G6ItxG+oPxCmBj041FoyUcy5GbuMh1uj0Mes3QA9PuMPKcK0i+pkmvZX3ZSV3ocpNM80O8X3n7tOqfUtm/w2rUwYJFzcd0jjWXHSEnUKo1sNj1MPExqJQKVnx2rGYdtW6H10KBp2aRpxGj5N+uBvmPUv2Kxo/x/mK74XRg1+m4TKZodOS/x3bv46MY8F4djeEzm6AH6zYbm1jH0pLG/g6FAoNOjU7dj+rTqpWolEq0KiXdrkjAYqLd69HqdGl0Ov2fVpumREX9LV3gcMWHSafhx3P5iptaqUCvUaMdvJ5aqUKjVKAUBP6hwzXOL6LcxBa/uC8yxvBpK8DVZWxIHJ9fMxgMmrmZ16Pw2s1cnIU5/rTM6YIVMp/PSnykelTI1ei0e6yuuHiZMa9osxlmmqw/3CfZ2fHx+JSamvnrdkVsFv0USdRoVCgEZnohjqImM75x/N0K5z8+S/5u0dGc0KqLar015Uk6inlfa7Xa5OI0zMaml0q9SWJA+Gu1Fm6nCaEHyRnjBxaLDqfDhNGoRalU0G51KJXqZFIl8uky+XQZ7aAa9nwbH84sqlQKrDYDJrMenUGDWqNEGMQxW6x6drZ93N8lyHxgVKEgUdltNNr06Ec6TyrypdJ/5CAMggHcbvPYsSgFvU6N1agjN0MIG1lwxKHb7XH+5ZW1DQ92hxG3UcfVnPGGUUzaY0khlShiMGrY3vVzfxvHaNFTrTVxOEy4rHouZlRdm835534skiMWyRFcdmC26Gl7zSgUCu5v/jhN62XxB0xW+kPiT4KIQr898BbLs77skpy3XLQaA5DKlrGYdGjVKsq1Bgebfi4f4lNm33JIZMpzM95Pdmf/HvrkWartsb3u4esg7aYnini9lrlE9GgvwM8P3xbMi4c4bruJdH58d9oD7qODfHFENtZdWPU6ovECmcFow8NrmpPdIKc3Uaqt8YuEUa9hfdlFU+hxnUzxQ2L6QnD6EmddxiR9lqWLFJ4zeVacNlQqgcdsDqNOw7LXht6godhq8JzPc1POThHUdwStFn7MTBOJ97hOi0bDkS9IvFQmUppeLGeR1Hmw6/Q4NXrMXQ0OQUumWWUv6KHd6fYJZatPJmutNp1Oj1KlSYnxdu73a0F6rQ53MpG0GkFAp1Gh1/YJpUatRK1SoqiLWDRqDnweOoPXa3e6NFsdGu0OjWaHbrNLtdZlcqk7WPVSL7Rwm4x4rCYeIrOFJe8QZhAWhQCfNoNTxLHb7bG66eVqgeoggM2i53Zw3/Oz8Fwi+Q6vx0JyYvGvlBt02l22Nr3cywgaVpacnGVmt89vbxPs7QW4uZ2eiTabp4nozp5/GEe5CJ6fUjhcpmGlSaVSsLMfkCWhwMwZ2+H7OArx8pyea3e0iDgE4PEhiUaj4uQgxPl1FK1GRa3cJJOtoNercbnMmE061GolnXaXaqVBNlOmnK9RnuHVGQzaub3uf7Z7B0FurqKIPZFOp0c2UyGbmR4ZOTpZol5usr8f5OYmvlDF3OE08SZzLMXjBQ4OglyNtOhVagUvz4ub7z8+JNHLbLp0ejXLK050OjWFXJXoW5Z0okAuV+PoMMS5RKRqudwgtGQnEp4/7iAI/Wt3r9Elm62wexREo1HRaXcpFmok4wVZ4/dF7bBq1RYP13GOPi9Tb/ez6V/vUzwkZlcePjJCks9WsdmMiAMBp1RoyJ/xx4c/GSIK/VZPMl1iOWDnLTZ+8i0a3Qd9FeJywE6r3cag19BsdXHZjXOV86M4u4mwEpROellbcnJ+O3+OVK1UTBFRl9NELFcaU5rfvqQw6jVUZYQVVrOOuwmy0On2CDgtU0R0FCICD/FvlZC1NQcOg4FEsshTOIPLYeI5lsOgU7Ox7Kal7HGdSPOjBPkcf97+RVoKXfHjKRepSpXPn0JUei1+fItxlk8xIyVzDGaLlnZW/kJYarX4XSyKIMKex4NWqeAimaIzEAhV2/MvkmqFgpDZikOnQy0qqDXaJApl8uk6d+k63y0H+HcvHtkPermWMKyXw4rbztldlM2A/ChITxSpNdtTTgR7Sx7C8TyPsfmK8lFshVw8/f/Z+48Q2dZ87RP7rfDee5Peu+1OVd37DbqlBoFGaoEmPWoEgkYD0RJoJIQ0ERoJBBoJGgSioYUmEkgDiVZ/NELfvbfq1Nlnm/Q+M7z33i4NIk2YFSbP7bpVp249kOydkbFWrFjmfZ/3b57nIcv+ioeHyGDbg82BEH4i98skUDRqBesu29TopewNYvqrATvHmQGJE/sinVYHpVJ6QTeMaT7YzWaHx9sUuzteLsaiK0aDhusFbQIvLuIDonIRG5kYdWPd9Tv7/jeRUBhMtP4VB/lsFYNRg9tt4nzOPtqN2eTh4IdlTr8vqJP5hom+3e5yfhrlNx9WkKvkpIQS/XaXYrFOdE7N7DRYDFoST8dwcRZj78DPxWlsRFZoHI1Gm2g4B+EcNocB/7Kdm+vUzOY0f8BKbkafwdlZjMN3QU6foolray6urxbPGLTbXXbfLXF+HEGlkrO04kCvU1Eq1omGctyMRd7NVj3xWJGzr2G2d7xkClXy+dH72GYzziWim5seGtUWZ98i2Ox6CtnqS53oM2RyAbffgtWmnyCojXobuVyGVqdCo1WiUilRqRUDl0CFDLlchiAIT6RQpN/p4bTpub5ITPWGH0ar2UUmE+bO4Vu7PjKpEmfHEawOI4VclUDQjt6o4eoNNrZ/dvwrJM5/VUQUoNZoo1DI8LnMI17VrQXqZYJeK3aLnrtwhtPrBH63BblcIJEu0en28bnNuGxG6s02D5HczEaivjh46ORy2chqW69VUau3F6oBHJQTvE4YSqUcnUFFOj46GDZaHT5sB/h+Jh1hDQbsfL+bjCid3SbwOUzEs4sRiIdkgYcnhrfitrK27KDQbvE1EuNz6m0pkKt4lsNlN2eh0UhTdYE0zDNUStmAIFRyZPoNjrNJfljzcRFJU1+gC/x9wMvn3GKRNlGA86dGJqdOx5rFxn0+T3UsIuzQavHqjejlSrrdPoVKg3ixTLRUQOrqLNnMXD6mEEWI5kvYjbq5ck3P0Ahy+n24jmZY9S5uwyl/ctSJZUq4rAbSMxYjw1h2W0nFy7TbvZGF0PlNEoVcxoctP3fxHGWJZoFpcFj06GUKLmfUb4Wj+UEfwpxHRqdVTnTCxuPFuSl6m222XFC30+fqLM7BUYDToQltbdXJ8dfFSePZWYyDwwCnQ9Er1VDXst1pJDolsj0PhWINt9eMIIrcL1ALV5xCqOQKGTtHQU6+LZ6anUX4huF0GvF5LITuMlTytQFR6Q10WqfVOc6Dz2vhckze6/w0xv5hgLOTyNR7Jpd5/f75bJV8topOr+LoKEgkmqeQn1yYVBcgTZeXCZZWHIQfsyN+9LNgMKhxOE0YDGr0Rg0ryw5CDxnu5qSVh2uPby4T6A1q9vf8nA2dj1kSYT6fFYNONeK5ns/VsFh0Lw5ez+j3RFLJ0gRB3dr10mt0uL9OUmt3qBXnf1+ZTIbBrKVeb3P4LsjjQ5bKHG1XjVY1lbQajBqWVp0j0lLPQfrn8oTAE6m/mlFG8zf8+fCrb1aSQqnSpNXp4rS9ykTUp6x09VoV73b8LPttRBIFvl1EX/RGBWFQM7q/OSgij6dKfLuIcv2QRiYT2Flz8343gNcpXfj/7A8/jJWAnXRusZqk8W7UnS0Pj3FpshFNFyVrtdaXHBzfSa8Ge30Ru0naem4WNlad9M1ywq0q/5iI4Pdb+bDlx6ybLaw+jkK9OdHokKnMjzrLZQKH+z5US1p+n4lRbDZRyuX0RJEfEzE0ZhWHwekNHAB6lYrHevFNx/tyjPU6nxMxTBo1v/H6+Xt3gEOjE0dPQynd4PIhzc+3Mb4/JgjnilObgbRKJUIbWk/F/qV6E7tFv5Bo8/sV74gT0rjV6Cy8W/UN9F1hYZF6r91EpdB8ibqPL6S6vT7fL2KI7T4ftwKSlqzjnGDVb0esd4nOqYcrlRssBx0z3wOwveqWlMo5O4kQCEzXcgz4rXNJrtgXOfse4d3BQBtRq1Vxf/N2+ZfTkyhHh6/6ivKn8ySTC5hMGqqVxaOCSpWcpVUHB++Xcfmt+IM29AbNQo5NmVR5IithMGlY3nQv3Hn+DHHGoloul7G762NrzU0uXuLk5xDlYh21SkGt0uT2Okn4NsPupmdwHd4Iq1knGbU9O4lycLQ0VdWiUKhNWIzWa21OvoSo5Gvs7/vxDx2P2aJbKM3e6fSoN9roDeqRGk2ZTMDtMbO94+Xo3RIHR0HW1l2YzDqqtTaPj1lOT2MUczV0evVMCaJntMZS4rVqi4vvEfa2vJhMg7E4Es5NjCdmi5bDgwCpWIGby8lFi2uOa9UzNFol+XjxzY5a69seyqUG3U6P0y9h+u0eR++WRhZl45hmHbq950OhlEnqmw4jGspxdZFgadXB1u4vtwn/l8Df5Jv+ipAr1HA7jNjMWvKlxoQ80cayE51GydVDasJWcxzfLmLsbni4uH19aFvt7og70bOcU6fb4yGae9FSPL1O4HWaSGTKL3WVi0KheJ0ojvb8L3WhUsgUqhxseDm/fl3dymUCzX4PcYbG0NldgqDHQmSKTuowlvxWlGYV59FBZHB/baBUcJMapGgVchm7G24UoozrSPqFYE1DNF/i05qfr7eD76VTKynUZqyMBdjf9hLv1/hxLJI5PNimazXStRrvVj2kMhWy1cloy47PwY/pxa6FUiZjyWTBptEiiFCsN4kUSzTqXa6yaSxKDdfJxeokh7HrcvD9bjTqcRXP8MNGgJ9vptcP61RKYmP1ymcPSZwWPZk5Ll5GrYq76OuEOu4tLwW7WY/Y7I86k00h17VGm2/nURxWAx63iZPb+AvHG1YYOFz3cnudpL2gbZ/FoiU0I/ioUMimNtT0eiJyQZia3mssKuouwvHXEO8+LIPAm6Khwzg+jnD0LsjxceTl3BwcBTme0bCh1anw+K0YDJqBEUOhRipRIhTKo1aXcdn0ZMJ5Ou0uJouO4KqTdqvD/VVS8lr1e328LvOLvI/bZ0GUC9z9AnItdU7tdgMBv5XIfZar75P3cjZTGcjvBG3EYwWuzuMIAuzv+8kVayQXcLrxes0zI1ynxxEO3y1NLXVwucyS5LLX7b8062ztegeNSFoVJyeD1wQB1GolarUCtVqJUiVHqVSgVMiRK2QDTWKLnmqlgdtjplSqk06XSaUGP9Og16u5vUzQ6fTYPwrOJVdSta8Al2cxTGbtSznJ0rKdcCiHWq1ge9vL7UWC0xkRb412vhkBwOamm9PPj+SzFbxBG4kFm6OUY4SzXmtx8iWE1a7Ht+3l7DTCeIWWekz1xmDUEFxxcDFFNmta3XL4cTBGLK060WiUCylT/A1/evzVElEYOAkFPBZ6PZFypYnVpGMlYCOZKXP7xhRYNFHAYdGTnTLRp3NV0k+iwgq5jI1lJwa9mnyxhkopJ+ixcHH3NvmI52jhStDG2cP8bRtjto2HO35+vp1NtkQRTNrZkUy304jNY+Q4nEAcCeZORsVOo4OJTKdRcrTiptPqchVJM01z/TaVQ69RUWu2cVkMVArS0bGdDTcFZZufCtLpqp5ESOt7KoleqeTTqo8vj6+NIqs2K5/T0gOQRi5n2WTBrNYg9iFfbxAtlnhIv5YlAPiMRoRKn1S5xtLyYhGEYXxc8vH9WvoYvj7G2PI7uY5J36N7ARdfL0ava08UCTotc4noltfB16EFTShZwGs3Ta3vNOk16AUFsfxoSm7cq34c2UKVbKHKit+GQiXnJpKh/3QTfNzyD0jYG2qhCqXZqbu9DS9nMzp9w6GcZIreaNBwv4DO4zO8HjNCt49Op2Rr3YVKpRhENYUBgWm3u9SbbarVJqVSY+p3PP4e4d27IJ1Wl/VNNydDpNZo1uL2WtDq1HQ6PfK5KulUifs76fthc93FxXEEntKw5WKds68DUqs3aFhed9Hr9bm/ToxI7ZjNWuKxAmvbHlKp8ovO41vxrAYgkwlsbnoQ+iI3lwkKCel7ymrVv3SF2+2GFzIsinBxGkMmFzjcD5DMlMhMIVsAdouBVKQ489hOvkc4er/M8bdJkm8wzs/g3FwMUu0WsxaLWUez2abV6tJqdGg1OsDkfelym1DIZYjiIFW/KNbWnJx+GdwHN9dJAkv2QR2rBLQ6FdlMmWkh33KpQfkkxsFRALlGgcmgJRHNc/Jl/uJpEcev1XUXpz8PzqkoPl3TBYioSqXg/kb6eSvkahRyNTx+K2bbqBqFcqiJdWffTyJWmEpCYbpW6TPCj4PAwfKaE5VKgfAWQeg/Mf41Nlf9qoioXqtic9mJTC4ge4pwCAgIMuHFenDwj/ASIROBJa+Var3F6U1iVIx9DoYXVZVaC9eSkXypxrzyzm6vP0J0nTYD2xsubA4DYl+k2WxTKjfJFqqS1n3PUChkmIways3WQo5Nd9EsawE7j9EcVpOOi+hiE+z5fZK1gI37sbS/zazFt2zjezhJJCQ1IUx/eOvtDl/Dg4HEZtWy5rRRLDV4SIx+Rqne5Ic1P19uYpj0mokmo40VBy09fMnNjtS0etKDZ63T4cdUjE2/DbEpEsoWkWkFek0RvVLJktGCSaWm1+uTqdWJl8rcNGYPqAGTiV65S/Ypmlh5Q10rwJLdwuUM2a5eXyRXq2PSqSmPmRL4bSZObqQnt6tQ+oXUS8FvM3FyN7mt126UJKJatRKXTsdDdPJ8SNkPSuG5WW9/3Y1Wq+Jo1cv3N0jDPCMczWEx6yTlc2QC5GbI/zzj4iyGx2MmOVTntrxslxbMH4JSKWdr00Or1ub+Lo1Rq+b020Co+0yiW/nluGQCBqMGo1GDVqtGpVYMshzCIErbaLRx2o3UZTIOPizTanXIpMvkczXKlcUik0dHAU5/DqHWKCXlnmrVJudPPvUarZL1Ix8C8HCTRKmUs/9hicuL+ELXUyYTUCjlKJ9+FIrBj06r5N1RkHgox83J/CyDL2B9qVF9vE1PNJP1eyJnxxEUSjnv9gOEY3kKYzWLHo95ojZ0Go6/hzn6sMzx11EyuoiSyuG7JS7OYpgl6ialYDJpERhc37OTgYTY8YL3e33IlKDd7tFsdTCatJL1k26vZcKLXgrVchOf0Uq6WCGfW6zZNjPnWVKq5DTKjRHGdHkWxeE2kZ0TyV7f8XJxOvu6JWMFkrECqxsuEAQe7tOolHKMZi2BoJ2LGc/cKxZjc6GHLGqNgt/83fpC7/9TQ+Rv8k1/8Wg0O3R6fR5naNpJwW03YjZqkS/QeTeCsbfehbN82A3wdY7s0jj8HgvheIHH1CjLkisE7HYDVpMWrVqJXBh0ydfqLfKFOnKZDJfbxHVo8YiN3jBIq/j9lom07yyohvzKDXoVaxsuTqIpko/TUxeLPi75WoN8bTD4+L0mfGYTiUyJxFOt7Ek4idOsHylFWPZbkduUHGfSsECgpt6Z3QV8k88jFwT+O3trZGoNAhoTiXKFq9rbUupLZjOtQptC9XVyeMwWBgoHC0jAaJVKhJZIa04NWLZS4yDo5mzMA96i1pDsSg/2tVaHj1sDUi8Fq05DIl2aeD0l0aykVMhZsVun6vIu0vw3DFkfivEKNp0Gn9tMPPU2ByxRhEDQJklEdza8XM2Z3GBQv6cf0sAFaXvCZ/h8Fpw2Iw93aS6OX595tVqB2BdJRgszHZj6fXEQmZoSzZXJBGTrIvFogWrl7dHIlRUHl0/HpVIrmLccajY6XD6RbpVagdGkJV+os7bipN/v0+v06fX6dLs9ut0+3U6XbrtHt9Oj3e7R63bp0GH4SdPqVGiUckq11kTH9nS8DqzVapO9owBnEtev2+lx8i2MWq3g/UGQu8cMlaeorcNqIB0tLvh5cPwtzNGHpZFyiln6lxqNkrUN90tav7NAlFCtUWC1Dhrf3E91liffw+zu+bmY0yTjdBq5HxOPz2SqbGy5qdWaE4YJ86K5Or2a9Q0Xp98jWCxaHm6SHL1b4vwsNnfRkctWMZknZcWesbPr4/SnUWmwfk/E47PMJaJvMep4fLJW3dn3Y3UYSCZLC5JQWKjQnoESQq/bJz3FSetv+JfBr4qI9kWRXKFKwGNZWNMTBpPq9WOa/U0vF7eJuRHNF0jczN8vY2yuuLh5XIwcbq44X/RCN9ec3IRfV7G9vkimUJ0qobQedBPJlFlad6BWKQdi4jIZgjio8eo+pwIbber1FpVai4uHFO92fHx5AwmFgQTU3robpVE5kGB6WCDa8AsWbrFCmVhh8NCvL9mwarQ8xPN4HSa6/T5elwmTV8e3VBLxDdUT5dbsJg+BgXXm/+fmjj2Xi3j57X7bKxYL9VyL4lgda7PbZdvpWKhOdNfllFQwkMJpJMUPm35+fiKWB0seLm5ml2hEUkXkMtmE//xu0MX5lChsLFMi6LIQebJqlcsEdvxOzmd0X7cXaKYAWHJb0MsUXJ0P7kfrXoB0osTBtpdSrUlkTGZtFqbVpbbeIPtzf5fm8N0SxycDe8T7MX1QlUrO1oaHRq3Fw12GZHj0+NQaxUsdZbXSxGozoFIpFkpnjmN/z8/p9wiH75dGUvOLwGTSUC3UXppaVG9sGHG4TJQzFeSCMDdCNQ0KhQz/qoPbqySHn1YWJqLx6Og5bc6Rkmq1uhx/DaHVqXh3GKBQrC8cDR3G8bfISGRUqjMewOe30u+LI5qg8xYKggxWVpxcjaXiRRFur5OsrTm5nxHB9HktZOOTi7Pb6xTv3i9N1A/P0m7dOwwQC+eGamMFxL7IydcQgWUHnV7/xcd9GjweiyQRDSzZOZ9Sy3x1FsNq0089rwaTZiFFh2H4l+x0Oj1KpQYr6y7OvoUXCyYtMDcdvAtyfRqn3e5y8G7pTcf1J4PIQKLlXxl+VUQUBilyhVyGx2kiOcfh6BnPrkpnN4k3NwyN45kMmwyauf7sOq2KwlAziFK++GSxv+fj91cRdoMuLheMiApaAYNWjdKlwdY20hfFp8iP+CInNQj9iwM9N1EEcfCdzEYtuqCWWqUz4d/+p8JdepC2VchkKC1KVHoFj6EkvQUaFUYhUmxOryFUyuQcOl38MRwDAbKNOnqVklp7MSFmgDWrlXKmPpEqf4ZJN79rfVZd6DR8DyVYdVuJ58oLpdYypRrv1r18H/KPlwlIdpMPw2kxvBDRoxUvx3OK+OdFRK1GLStOK2cXsZGJ4yaUQaNRcn7x1Jyy7aXSbA8kmubgMZxDLhdGylk2Vpw8XL2twebmKoHDYcTpMHD5JMfk91lx2PTc36Y5P54eddnY8AxkgZ4QCWXZfxcckWRaBIeHrz7yuTlmFOOQycDtMHI3pFGpfIMRhEwuQyET6PX6XHyPcPTbVY7fINcEIMgENg8DL3V6d5cJtFoljTmk0uu3kBwjovc3KTx+C8nEfGHzky9hPnxcwaIbqAOIQKlYJ5GcLrg+jEFkdEBGs5nKRFnA/mGA2+vUREf6uC3lOPYPgiNqA8N1fp1Oj3SqhNdrJjHlO6YSxan7/v4twt7QuYZBh/w4PD4Ler1qoslpWF4rGsqiUis4GNI7lYJWP9mwJJfLELq9qW5RnXaPwIpjKhFdXnfPrOMehtGsZXnNyenxoHFpa9/H+WmU4LIdURSJzsmKziLqOr2K5WXHSz3u3/Dnx69SvqlQbtDr9XFYF5MeGk75fr+M8X4v8M/6/HypPuK3Pg0by84REfyr2yRex3yP5+WgjbPEYPWsVi4+wYgiLPtt5GoNUsUqmVKNbLlGtlwnX6lTqDYoVhuUak3K9RbVRptqs41Oq6KtE8nUG/yUjrO25mDJZVn4c38pAi4z7w8CmJb1/H+zYfI02fTbWbW9TcbFrNHQmdINZVKr2bTY+Bp7JWapapUd13QR+HFs2GwU07WpJBTm14kuz6kLnYZOr0+j1+XdspdUfjHCUhrT8Xy/6iP6RDKnIZYdTJCfNvxzSSi8+oSPQ6mQ82nTT7fc5uQsOhG9qNZarO8M1BZEES4uE0Qfc+yuuVldmi3RVG+0WV11jX7eLwjLN5sdbBYdKoWcg/0Aq0EHiXCek28RyQl+GFLp3LPvEQ4OFx9T1tddXA4R13i0wPLq4vfj4X5ghIQCb5LQ2X8XJHL7urg9/emR3QP/wtsDHHxcHiFG9VqLzU3P3O0cDqPk6y7X/HERYGPTzbfPD+SyFUL3Gc6+hYk+ZhG6fQI+C/v7fo6OgqytO9FPsTE9/hbm8P0S/b74IlWkVMo5OApydhydIKEwsCM1GKTT4UfvghOSV/2x8ahabdHp9LBYtBPbL684SElEQ4dxd5fGH7S9/J4eqnNWqRUcfVgimypN6OgCE30I7VaXs68hdna9GE3S30kqwr9/4Cf6ODvrc3MRx2Cc/I6wmEOSQiHj8OMyvb7IybfX7vnnbEgklCMRK3L4YXlkXl8Uy6sOdBo1FwvUMv+5IIp/mp+/ZPwqiShAJl9FqZBjmXLTD2Ncq/LbeZT3u/MnjllT3OV9auY+9jc9HI+5J4kiuG3SA/EzzCYthX7nJfV5E89KajJKQS4XSNaqPGYLL81b8+C0GegaBeLFCqnKYNV/mcny2CzxYcePXjNdyuOXdBq6rAbe7/vxbFi47Zf4QzJKvDIgWN1un7NCmvtWno/LXhx63UL7NE/p+vcYDFgUGi7Skymxz/EY+26XxFaj2LLbySWrVGc4rsBrnagUdCol/WZ/bl3oOKx6LT+s+jEISjq1Drt+Bz9s+NnyO6Z+FsBjssBWYEBs9BoVD7H5NdWNZod//2CV0wW7fLu9/sREcLjmxaFS8/048iJfJoXbUAadbvS+urpOErrPsL3iYmNlOiEd3i7otbzJuQbA6TBwtOdHjYDQ6lLKVgktaMNoteknUvkvx38WY2l5vtap02kkmyxP1OlNIwTj2N31ciKRGpUvOEb4gjYux7YXRZH7sxgrq/OPH+DwNyuSkkiJcG5uA5BUQxXA411mLrGQywXqTwuFZLyI1a5H86Qv2e32iUXynB9HOPka4uE6Rb3cwGU3sLPj5ehdkO1tDzb7IHhx8lQSYTJrcblNuD2WmRFCAKt1cjw6OAxKNiN1JWqPs5kKRqMWzZgUkXmB7v1Ws0u728dg1GC16V8UDrZ2vZhMWo6/hKbWfkodCwzuWYVcYGNrcgGRSY8uet1eM5cLRDObjQ6rm5PjqtVh4PFudmZvc9eLzW3i+Gt4YkE4TOx7vT4n38I4PZapC7jJu1Dk6N0Ssccc2QUaG/+Gf1n8aokoQCJTxmTQYJiTFpXLpWo9oxNi8+OYt4g4vY6zGrBNvG4xaYlMSbVc36YwTjlehUKGxWMkW3qNotaabbaCi0VLDjZ9JAsVqs02Qadl7vvdDgNtrUiqVMWgUY3obXZFkR9jMWRmOUfrXukdLMhDLQYt7/f8LG3bCcur/CEV47FYnHhftDgYIPqI/JSNUZI3+O2KH61ytkOJQT1JljdsNjqtHpHS9EhDpl7FoJpOtHccDtLx8tQu9GE0u11WnZP3AsCO00F8QftLrUrJ+2UvBx4X9UKTbxcxHp7UDK7CGb5cRbkNZ5D3Yds7IKY7ASfqsYjYsxnCjs85ESHVqhRs+Z38sOHn3ZIXn8GIWamiWe6g6MCa08qHdR8fNvyseG0TxgrPUKsG12XVZ2PLZePiLEYmN9+lqVprsbEjHT27uU1xf5thc8nJ5trkhJYeSmNbDfMXoXqdmr1tL+/2/HgsenKxEqdfwzRrLU6/hEk8Ztnd9i4kph4M2qbWp3U7ferlBsYZpEKjUaJWKihLdEHf3SRfSNU0uD0mIlMknBaJDj2n5J/rSodTtu1Wl2K6jHNOZPLg4/LUetZcpsLu7pSxgkFzVmSKg1Wl3GBza/q2MEh/J4bMD8IPWQJB+8zvnkmXuTqLcfIlxPV5nEK6gkmvZnPDhQywO4x02r2pMknDMIxFWLd2vFxMqVWdRrgj4RxLS/YXwq5QyHicck3HkU6V8QZsON1mbHYDO3s+rs/jc4lVZ0YZTTFX4+4qztG7IIqhMSSbqbw0RAkC6DXKhRq2AB5uUmjHFpqBZcfUZ8fjs7Cx6+P6Mjk1MtyTINmJWIFIOMfhh2VUqvGF2OvkZDRr2dzyziTrf1EQ/0Q/f8H41dWIjiOcKLAasNPr96dGYWQSlkOiOKgZ3Vv3cD5F33NeULHb61NrdCZ83r1OExf30pGTZrvLu00PX68ma8p29nx8uZ9MiwoLLBc0agUPudc6O5tFRyg9vRHE5zRRUXbJPtlJei1GKpnJwThXb5CrN9hdc9Aqd4hmhwaKGfF+vUbF+rKDuqzLRTZDcgHx+GytjsdhIFkfkJlmr8fvMxEcRh17BidfI4kRa8lnjJcvvHN7uEllaXRnD5ypWo0ffH5+jk6e8z2nk2ikQPMNTShSdaKfln18u5qd6lbIZGz7nKgEGTfhDKdXk1FJ+RgZbHd73AwJ0yvkMrY8dkwGDdVWh4d4jsMVD5ePSVbdNqwGLWJPJFeskciUuauOTn57Sy7imSKdbm8guTR0uZQKOUtuK2aTFlGAYq1JNF3EYzdidNk4u4y9OfVzE8qg0yqpT6kpvHvS9lxbcaDSKLh8ikQmkiXcThP9Xp9LCZ93hULGctCOUa+mlK8RCedeOsuH8TzJiiJcnkQRBNjd91Out4hFpZ+b7JTu+GfkslU2tj3Uaq2JSVdAZGXZMVWAvdHosH8UnFpDp1YrUAkCmSm1vuP3hxQO3i1x8uPd6wtjF61UqOM1aNDp1NQlylC2D/ycT7ERfkalMF3iaHnFMTMq1p3xrFmtem4lnovb6yS7B34uzxa/B2u1JiqlnUy8SDqSp1Vtsn8QoNnqcH+bmrof5dA4s7RsJ/yYndpA15yREbi+SnBwFOT0JMr6hpvrOWliARGL1YDZokOhlGO3Gwg/Zrg8W6xUZxopfoHIUyOTnW5PJPHUyOTxWbm9SrB/GOTs88PsfQyhWmly+HF5JHIvVTeqN6hZ3fRwfhKZWjv7jGnnud8XOfkWxuU2YTRqJgwZ1jfd5NKVERvTv2z85bsg/SnwqyeiAA/RHJsrLh5juZHC82dMSxf1+iK34Qwby843C9w/I52rcLDp5fRJ2/Hdjp/vV7MHlkgsj0IuG7F+PDwI8LMECQW4imTQaZTUZwxuO+sePj+8ThLtGYLjfreZoqxNfkiCaJ5F5EUmi0Im8GnHz+VDmkarw3hIVK2Us7nipKOCi2yGPy7o4z5ybDrTCxF9RrZVJ9uqs+q2YkTNWXJ0MhuO2P3W5+fnSGxhZYTP8RiHbjenqdd9HrhchEK5N6fSx+tEV+wWzu+np443PHYsGg0PkRxXU1K+z5BaTA2j2+tzG3uNNrmtRuwaDXdNkXAkz6yy/N0VN5dP3fhLHguRMUUKKXLqshkIWI3UKi32Nr3E06UJrcdZqNZafNgNzHUnenyqSVtZsqPVq7m8iePxmJF1RU6eBNN9XgtOu4FWvU34IcuDhG3hOMZlZkQRLk9jUwlpcMk21blpGLdXSQ4/LnP8ffR7HR7N74yf1Zm9ue56cfuRgmwOEfUGbFx8eRx5TYpwJSJ5NvZ83D1kRiSDVjfdPIy9JoVoKMfGrpfb20nCOa/84O4mictjJi3RrOjzWUa62IdxcRrj4N0Sp99nn1+FQsbOnp90vMDFUGnByoaL86ff7U4jvmUbmXTlhZC94GlQcblNFIv1mWSzOaeU5/R4oDHabfUQZGCzGTCbtWh1auRyGWK/T7PRoVxuUMhXKT79AAQ9ZjbXXZxdxOdeD5hNiocRDeVQqeQcvgty8j2CVqfC7jBw/wsUCsIPGZQqOZ12D2/AOtJcJJML7B0OPOanuV6NozMnkplOlcmkyxy8X+LuKoEgg6P3S5x+XbDL/m/4s+KvgogC3Dym2V13c/2YmVg9zSpband6xNMllrxWwonFpWSGcfrUjZ/Mlrl+nN+Qki/W2d/1cXIzIGrrq06+R6ZPnq1uj901N99vpYmdUafmMjE68IeyRcn3Br1WsmKD4li6dlaX4TO6/UG63mXVsaFzgDCQ+tlcdiLXK7jMZfhceFvN3jgUTK91e6gMrs9R0EOl0iJcfF1FCwxI6B/Dbx80k/UKBpWKarvNoXsw4bZ/QQrnIZt/0RPVqZT0mn3aY528fpsJn9lIPF3i8XFxPdy3rJG3g07SmQqV6nwjBIVcNqJzabcZJoioFLwOE8VCfSD/cza4L10OI263CZlCRr5YI5YszpwEbsKzo6LDCD+lToMBK0atkkahyeG2l3i0QPIxR/IN59LpMpKYEvUcJqQ7e36qjTbRaB6LVb8QEYVBdGlnz8/l5eC87O35F5JnCj1k8AdtxMYcag4PA5zNsP8EZtaEy+QylHJhwr982pW5PY+z/2mF0yfi5w3ayGQr8yNrT5j2BFfLs1VGRBG8HssEEV3bcE0loc84nSJaDwM3n+1dL4lwXvI8Djc15TIVck+R7+VVByabnseHDJVyk1azg8k8KAeZpg37jOoCkmK9bg8ZInIE8pkK+TkRdwCvz0LsNk3sPsPWuyD3j9m50mGLNAk9o93ucfo1xPaeH0Em4LDquZ4j9SSFUqHOwYdlTr+GcLjNJJ5S7utbHprNDidvNLWQSs2PQxTh9HuEvQM/ep2Kn35//+bj/ovAv0Le/FdDRAEu7lIcbPk4vxlN4c4jWfVGm7JCjsdhJPlGKZVn5Es11tacZPJVSsU6uUJt5iT87JbhsOlJ1Gsj0VEptGekmddXHXy+HyVgpXqTZYd5JJW+7LOS7NUpNyYHydob3IHStTrZRp3/1rs1PviDZCp1Qtk0zTmp8EWQrcyXKDrOJ5Ej8GnFz32qQB+RDy7vLyKhAJlanR98ProdkZv79NxrMQ2tbo9tl4PrRJZtp4PjJy1Xq2HgLFUqNXiM50nF314sv+jY9HEzwPFVlH4fWguUFRxuePk+1ME9TdN2GEGPhdOLOO83fZxfxtnccHNzmyKbrZAden50OhX+JSs6vWpA6OKFkfKZaq3Fh70AxzNkVGxWHW67CY1KQaPeIpUskZfJ0amVnM2QWZoFr0das3EYojho5hAEePdxGYVcxs6Ol1a7S7PRoV5vUa02pZ3RRIg8ZnC7zQNLwzdoJ9rshhEiurrq5GqO8xPMXmxPpORfjnP6XXX28yNHv10jGivQ6nTfJLh/c5HAv+IgNlTPqdUqX2wVZyH0kBmR6JLJBFr1xSJ6x19DHH54jTyrNUq2d7xE7jMvdpRSuLse1OeO65mGH7LwkEWukLG97cVg1NDq9V6i9NOgViskO++fIZMJHBwMHLH2DgNT085ScDqNpJ6izdffI6zueEjmqjPVHuZFZ6VQKlSxWV0oDRoO3i8hCAMzmHarQ7XaolysU5sjX5iI5pHLZaQSJZxuE3an8WXR+lbMqnN9xvqmG0EQuDyPoez0efduiZOTyFR76b/hLwd/VUQUBg1EE1qhC8zixUoDl8qA1ayjIOHeMg3ryw5UagWX9ykyvSaVp9oqhUGGw6zHYtCiVSmRi4PVZqXSJJ+vEo4V2Nl0U5Z1iafmR2KvIhnMes1E44nDouMkLD3ROSz6FyK6GrATbVWoTiGcyfJ8AvIMq1GD1W8gI2uS79XIiHWaug4rBit2lRaxC6lKjVjp7YQrXCxhNKmodGYPnj1ETgpJDgNubDI1+WqTHzy+Ua3Up3/7Ioj9we/9IQ3Vl//3ReQdgU6xw5bdgVopRy6XIUOgR59ur0+z06XW6VBuNKk0W1NvKZNWzaclH9ehDB9WfLQbXW4iab5n/7RyITqNknWP/cU8AXi5F6fBbNBwO1azF00V8TpMJLPTr51erULsiyAMupUjqQLBoJVIZPQ+rtfb3AzVbAkygRW/FYtVT6ffJ5kucTsUFbWadXicJjRqBc16m1SyRClZoZQcXRwuBe0cfx1I8Cya2htG8w0Rop19P91mB7Hb50qilk+nU6E3aNDqVKg1SpSqp3tHJqDVqWi2ujSrTVqtxZ6vh/s0CqWMbqePyaylnKsu1mAxZbEtlZJ/xryayrvzGIf/Zp1opDBXR3McVot2hIgurTi4nuMuBANN0J2DVyei/YPAi97qIjh9clBChMebFCefH+du02x02H+/NLVrvtftc30W4/CHFRQyGTabfqZ4v06vnkpETWYtLrvxhRhfXyYwmXWUF5xzkg+jJPjhMolv2Y5arSQv0Sio1aneFBH1B22YTFquzmK4HEbC9xn0OrVkBkGtUWK26DCYNGi0KuRPTWPdbo9GvU212uTj36/RbPU4P4mSTv+yIM/zPqdhe89Hs9l5qQ91OIzkI3lOfnpgdctNodJc2N70zw7xbxaffzV41gr99uwrv+B1TecGrk2dTo/qjElcJhfY2/BQbbS5jQ4GBq1GMTLxd3t9kvkKSSntRxn4ls3YA0aoN1HmSnNrYHqiyJrPztcx+0avz0LyQXqA7z3RpfUlO6FGmdoU7UeLTkOhPjvV9IytoIOYUOM8l+FQ5+KmmGPJYEEpl3NbyXE79F6zTc2y3oJerqbe7BAuFOfqbfZFkVWTjeOcNLnWyOXsOJ0gwEUuw32lQLqtIpEtL+6YNQatQgG1Ps1Gl0Jt/nmQywRMWg1GjQqdSoVaqUAhlyEIYFaqEdt9FE2Rk8tftvqXQk+cfn/4HWaEHpzdjp6z/Jzo8qrHxvHFJLnyuKYT0e1VF9dPWoXPjVyNRoeKuo3DYRyJiI5D7D/Vqw5F/Ox2PQfvfZx/j1FIVygvMFnJn8J/J9/C7B8FOD+NMuP0jECtUfB4P98gQqdXsbLm5OJ7hIMPSy/1eeNo1NuSE73eoMZq0WGxG8glyuj1atxeM3qjBpFB6jaZLE7U71UrTXb3/Vydx3DbDRN6odMgxUOnpeSfIc5hokvrLsrZKtG7DG6fBZfPQj5bmdrMNYzr0xg2u+GFsKneILj/nIY1W7Tc38wudbLZDThcRjQaJe1Wl2y6QqfZga6IRq2kwmLj2rzont1p5OoiTqvVxWDUsLvr42KK3q5Wq0LqDC0t22mUmtwPXdNup8fKmlOypGAcq2tOQhIuWPFQDrvbiNdnmahr1enVCxHRlTUnaqWC64s4cfFJ4eAhS/mp7tsbsE6Q0VazQzpZGtE0HcfSkoNKoc7mlgelSkGjMdim9IZ6cpjUNZXJBHb3/RQKtYkGQItFS/5pTfFwncJg0rCz65Vsbvwb/jLwV0lEYaAV+mEvwNfz6Js6eqPJImtBB51udyKlr9Mo2Vx3E0sVObkdvamtFj2VBSOAqz4bxX6HXLPJl0gci1XDvstOJFogN2NlXG2OkmOv08RxaPrDFcmV2Fh2cl8r0pjhIuQ2Gymk56TeBJH3ewF+ysToPZ3QXGswyYSrRTw6I36DiVj19RyUOi2Oi0MRMSUErWbcGgOyvox8tUG4UHzZ3zN0slEZG/UT+RQEuMxn+Jp5/c7vjB4+P8T5zZKfL6FfRvwObS6+PMZx6RYzSOj1RQq1xghpDVhMONSDaLqiL0BPYNfvQqdVUa43eEgVfnHKf/CZ0tsernl5CGWpSywyGq0uhjFFh2cse6xTiXKxIn0PygSBRvV1X5WhDu5CsY7XbcZg1LwpjVsqNvj6x0c2Nt0UCotFLYYjhGfHUXb3/dxcJRaKHK6uOOf60q9uuKgU61x8jyAIEHnMUirUWVpzLZReVqnkuN1mHm5TtNtd5HIZ9VqLh7EGHkEYCLnbHEZUGgWdTo98vkan0+XwIMjJz49zP+sZUqRy/12Q0x9n1MnNGBcPf1jh5MsjSpUCo0lDKl4k9URyvAEbTo+JVKpEakq3c7fbJxiwvhDR3AL1j8+4u07icBjxeMycPZUlyGQCbq8Fq00/OJ/1FulEiXy2Qn5s8eP1mDn9+ohCOWi8ub9Nz3UWe7xN4/ZZpzocufwWsk/3TbXS5PI4ysH7IHf36Qk3KbV6Uobr4CDAzWlMspk2Gs4hyJi7mDLopkvN5VIVDM0uy6vOEV1cjcSxDGNjy4PY73M/5k62vO7i4UmlYBYZnYdKpYlOp5qo8bVa9Tg9ZtQ6Fd1Oj3yuSjpZmjpXDxZTAkqlnJ19P4l4kbMpdcPaMe3rarnJ9fcIRz+scH4e/8uXcPpbjehfF74+CdfPW/mP4z6SZWfNTfupLsVhM+D3mrkOZfh2KX3zG/RqmF12BsC7bT/f40k6vf6LQHKx1uTzQwyFTMb+jpdGtc19dLIx4iaWxWHWv+iMWu06IlVp8rvmt2E0awfkoTC7xsowQ7QewKBV4V+18If063dXyeXEa68TQLJewa7WsWq28lCa0ggiQLhWIlx7PVFas4I1gw2zQkO73SNerFBptFDL5ew6nAhyuMhl+ZaRJtylp0hGuFqaUCJYBO/dHr48RZSVczrTpWDRatiy2/l+n0DrUBCO5DHrNKgUci7Dr8RDrVSw4bOj16moNNo8JHN03nCs3bFaRLlM4N2aj29z7GptJp0kEVXJ5FOfi8dYHrtFT644SgwPNr2cnr1+XrY4GiVMpEqsLTtotzq024spDqwvObg7i3NyHGH/IMDZAlaZ4xGei7MYWzteHu/Tcz9XOUP4XaGQsXcY4PRraFB6wKBb/P4pAmw2z9ctlckEVjdcXD/VwmVSZfbeBSXrWUVx8PfMWHOORukAleJtadWxS+kNTArXT36+9PVf3/Fy+m2wbafdZXvNycmQBWgimifxZMkaWLZjdRpJxotkxvQs7y6TaLVK1BrliP7nPChVcjY3XdSqLQ7eBamUGiTihZHPnYXn+EG30+Pk5xBGk5bD90ucHUdm1u27PSZJIrqy4eJcYvFy9i0yEMN3m0fqRoc1LeVyGft7fk5nXIt8rsrOvv/FblYKcrmMsIRr0jCqpQbtVpetXS/XT8YUKvXkFC8IsLXro1VvczclSmgwjKqo/FIymooXKRfr7LwLjriJFQs1imMLT41WicdnxWDWPlm3NkjGC4giqLQKNra8hB4yc8txhCmX+PTzI8FVB41en3Tyb6L2f0n4VRFRjVrJ7roHQRg0IAnCU7eo8Orx8xzFFISnsVkUMZu0fBi39RSHx25xZCX2XF/ochgwGDWc3sTJlGbXSEmtgkf+rlSwte7mc/g1ClWojUaeuv0+38ODgWFtxYZZrebiLvWyghOBJbeFbKnGis/GcWg0bWc361jyW4lXq1wV8lAeVCV8WvPz8/0MwjKjdGHVa6OoafE9MzoI+oxG7jujZDnXqtPud9m2ObjKz48cATR6XS5KQ9JZcgiajHjURr5mZ6dS3DoDN5kcIJCqVvld0M/nx8Wjog6tlnDydVCdJtwuBbVCzjuvZyAyXxicW7188DiV6k3erXo5HoqatzpdriKv31OllLPtdWLQq6k2Wzwm87Rm1EF1huS4LAYtbrNhLgkF0EvIch2sezmfUTYgMnAtGiaiGpVipOYPoNnqYjVqKA9FQO9DWXa3vFxdJl7I3Cxon4ihKMLVZZzNLQ83c5p7yhKR0+vLBGsbLhKxwlS/cwGRWES6893rt6KQCxNRSN1QR/XtZUKyqWUYe4d+zsZ827PpMjK5sJDUDoDFouPk50esNj0r664RK81pGD7XMrkM1YyU/NBWE69YHQYy6dLI/nKp6SvsaCj3Is2ztObEbNMTjxbIZSvUay0OPi3T7YuUJGoqBWEghWSzGFAp5bSaHQrZCplkiVqhTrfXJ5Yozu1Qn/hWY+e5Um5w8vkRt8+C2W7gekpKPfKYnYxMCjDrLKZTZWTZKkfvg5yeDixtFU/3tNmsw2HVzyShz5gnFr++6eZ2gf20mx3uT6Lsf1zm7CSKcqgkQiYX2NnzU87XZmqXCgLEJBQi3kpG7U7jSyQ89pDFbNVRmqEz22x0JnRmZTIZBx+WKJQbC5UvAHSmlKABRB6yaHUq9vb9nM8g/n9e/K1G9C8azVaHiyni89PwfjfAT8chjHoN6dzbiqUPdryUa01cdiOJzOwVlEwx/ebx2I3I9Aq+DJFQuUwgU56eirxPD1b+VpuWDYeNx2ieQrlB7iltqtDJoQBqlZztFTd1scNVKksyMvqgi8DncIzfrPknOuufUW5Kp63e7/j4uZCkU50cii06jWQEuNJpE6oWOHS6OcnMl7KahEih28A4h9gDrBqtZLOv3/emmEerVNBYoMNSEMGrNnKRex34xq1gJbcDPgS8JNJlvgzV62547Fw8vu7r+0OC/RU351PkvNqdHtdDgvRKhYxNjwOTXkOt1eYxnR8R03+Ozq/57FTKDW4W1L3VjNXmqVUK0gtY3FXGlBV21zx8P5ls5rBa9CNEFODiOsG7gwDHc7q9BURi4dcIV7fbHzjPLNsJT5FKkstl5Kek8O9v0yyvOMjlqpLlAYElO9H7yQXS4fslrk8jE9FUQYDokCxUs9Fm/8Py1KaWow9Lkvab6USJ3aPgXAkiGHy/yP3g2hbyNQr5Ghs7XirlxtQ0OIxaIM5NyT9vM8ZDFQo5Jpue0JimbSKSZ2XbO9cBKHyfgfsMggAr6y6MFh3lQh29RYfJpMXlMqHTKul3+5SLDVLxAunHPGlGo5yCDMKPg/pEg0nD/oGfsznlFMOQSn8DL+UFa9seOp0ekTE3pWK+xuaej+uhKOHeu6W5Ufp+r8/JzyFWNpxUG23kcoHlFQfVQp2HOTWuz7i7SeH1W0jEipJ/V76Bm/S7fS5+euTod2t0+n0USjk7ez4yiRIX3+YrMCytOifugWe8hYw6PeYXIlopN9g68M8kolKQyQbuWBqtahBcWmAtV5nT+NWot7n8GuLw4zJXN6mFZcn+xfCvMDX/q7b4nIcPewG+XURpNDsYDeqF/dcBlrxWTm8ThBIFipU6R1uz7UC7U6I/e2seCv32hK6nw6SfqI2UQqHa4KfHGAWxxcGuF0Ep8GkvQE8ucrTno2+U8XMizkUyI+k69IyfwjF+WPNL/i1ZGiXoWpWC/QMPf8jF6PSlB3X1jBRns9flspDmg3u2ZZ8UPnn93BbznGRTfPTM3j4/VsuYbzQ4CLgX+pzf+vxcxEdX3/OI6K7bybrJyvFtYmIRoRInt02Xq+gWINQwEGy+jWX5ch3lKpSm2+qz7rbzad3P3pIbURD4sOEnGi+Qe0Oh/7gr1/6Km+yUxpth3EeyLx7YFpOWq2vp6LReL13W8f08ytG74MzPWAnYJ+pCm80OxWIdt9ssuY3Vqp+IeA0j9JjFZNZikfAFt1lHa4AtNj2b225OvzxKpvRXN9wT6UOpaCxMJ6HPKOSqc33YATa2PROfeXuZIJcpc/RxeWrTz7MEkDdgnZuSf8HYeLHzLjCVgBimXOdpu328TXP+NYzZoEavEKikK9ydxjj56ZGzr2EiD5mpBGB53fVCeKrlJudfw2xturE7DAt9/jy5ovurJLHHLPuHAaz20Xti+BqpNQri8cXT0KG7DAaVEqtJSzqSp/BGpQGHQ9peVaNRcn/+xkYbUeT6awiHRcdy0M7ZlzDpOe5FzzBZZpeglIt1avUW3sBsW1zlmO3m9WmM/Tljwjh23y2RiBZ4uElxcDh/WwGR3ILd+WdfQjjNWvxzvsff8KfHXy0Rfbfj4+v560r2LpTlaEeaiElBq1e9LEwarS7HN3EOt3xTi7/Hm4HkMoH3uwGOk0lJySTLAj7Zw+j2+lwnsxjtWtRuNWqbClEOLpMBxYK1jVJk1GbQjkRE/U4TxqCOn1OzB762ODvt1xH7fMsm+I138XOulsuJVl8Hy3C1iGGKz7zPYOQuOzlJnGbTmDSzXaJWLVZOHicj69OIaNBq5sjl5iaU4VHCNnXb5+QqPBktypRqbC9P+qUvgl6/z308x5frGFePaTx6PXRE9pbcE77yszC8OHFY9FzcLDah9UVY9tsAWPHYaE4hDUrl9KTK97MoB/vTr79FL/0MlEsN+qKIRWJCNC1QpxmPFlBrlBPEpTiUHt7Z99Nrd7id0UmrN0w6AUUeswSX7SOv7R8N6kpnIRkrsD3jXDxDmFLg1u30Of75EbNVy6aEn3u/239KycsWSMkPMMxD9z4szfwOt+dxtG8go2ubbrwuI9dfQvz8DzccvF+cgBglrvHNeZx6scHhURBhTsiotkCzXL8vcvY1TL3U5Oj9EmrN4D6+u0y8fP7WQUDSmvIZeoOazS0P794H2dpwYVAr6NTaXJ/GMBu1HL5bQqNdbCEKcHszqKkdx/qGi9YbtED1Bg1HH5fRa1WcfwnzeJFgfc3J3oFfwpN9EskF0u6LkNG6hLbp/VUSu9M4d/8A/mXbiJvYzXkcl0uarD/DYjXM1HAdRyJaIBcr4HQs1qj6LwLxT/TzF4y/SiK6v+HhVCKCc3odZ8k7f/WzsezkUiKlenITx2rWSu5jWN/TbNCwuubkp1AMcUq9h06z+ADlMOn5uO2npxf4MRHjPJelI+vzx3Sc23oBUS+wFhhEz94v+whYTdNkBfkpHOPTmv/l727T62R9tOUlrqgTLs9fORc68+u2RER+Skf5nS8w970A7z1eUkP2ntlGnT2XNJFb0lskX6+222x5HVM/QyWXQbMvaYEqH4tYWXVafuP3kU6VOQ/PSLF1pz/lX+9ibAamH888qJRy9oMuvp5HkckETm4SKJDxbt3HVtAxt5qoMVQv5bWZaC3YRATQ6vTwu82cSkg8PaM/Z4S7uEuyuSEdpc7OqD3MpMsYjVq0Y53C2gWfm0EaW8DtGURWzRYtkcdBfdj+UYCrk8hcp59oWLrOeZggb+96uTpdzOe8mKtOfS5hQLJv50S+MskyN+dxdvZ92IaIdrfbZ/9dkLCEteY0PDcr+Zft3F7Nrq1uNTusb87PNlhsevYO/DyeRok/ZnF6LYh9kYtvIbb2FsuQTOtcbzbanP78yOqKE7dXOmIOr+njRdBqdjj+/IhWpWT/aCAuv7LqxO4ycTkkCySTCfgDVg6OAhwc+PG5TTSKde7OBlHe24sErUYHuUpOKlnC5bVw8iWEQpBx9H5JklyPo1Fvs7E1eY66CziPAVjtBg7fL9Nrdzn+4wP+FQeFXBVRFLm/SnLxNYxSEDg4DLC0Ij0mBZbsZGbIMQ1jFhmVyQTiEo1ljVobi0U38zl43l4mk4+I/beeMpuzFiJSmZCZnyMX2Fl3UHj8ZRbff8N/M/irI6KbK06uQxl6Eqnybq9Pvy+inBNR6gvTu5kTmTKJbIn3w9FVAfLlweC35rcj6OVcxGff2MICaboVl5WjTS9Z6vwYi1Ftt1HIZMTLZe6zBVyGwSqu1etxnc/xYyLG50ycx1YZtVnF9pKTTxsBjpY8uIyvK77P4RjvV3zIZQJ6jQqlQsbRgY8/FuI0uvMHPQGI1RYbrAB+TEXmklGbRstpbpLsfU7F2LDaJl5/Vg6Qwvd0EvuUaNt7h5dIXvrYn9NyGoWc3wYD9Kpdvt7FJe+lZ+wGXNxGpjdmiUCt3UY1o5RhGow6NSs2C+dPPvDPi516s8PxdZybxyxOk4GPWwG8dulIQfWp63o94OBsDtkYR65QwWbQzuw0bsxoDIBRwftheF2mSS/vMUQieXw+Kwrl6zClUCw+ZOWyFZrNDv6AjWDAzsqaC4Ne9eIrPgsrGy4KU0Sw766SqDUKVtadhO4nLYWnIRkrsDMjKrq86lx4X5enMerVJocflpDLZeiNmsVT8k8QRdAbNbQ7XdrN+XVyZQnB9GfI5TIOPyzRKde5HGr4MlkGxKDf7RO+ThJcnb0o8wZtc1PIDzcpCskSR++CE+UOWq3yF9X8FfM1zr6E8fusKOQy/Mt2VtacHL0LsrnuQiuXkXjIcv5ziPOv4UHUcOyx2D0KvtSdJhNFZDKBaqXJ8c8hWrU2h0dBnO7ZEb1xHV6TWcvdlOaqZ7i8ZvbfBanka5x8fqBZb6PRKgmHJselerXF2ZcQkZsUfo+Zo3fBkVS8dcHyh2dMI6Nun4VGTTqKe3eZ5ODd0sz97n9YJiIhlXZ/neLgaPq2eu3iUXuXy0jQquXkH64XbiT8k0NkIC/zp/j5C8avqllpHpZ8VmKp0tRidRg4x7zfDYw40Axjd93NeWh2gXmn2+fbVYy9dQ+RZAG5Qk623eD9ToCv0fjUetGRfUhE5GDQILEbdNOR9znPZGBsce+zGHmolSg3W/jNJjLVmuT6sNpuc5YdJcM2u5aA0YROrqDR7PJxzY9SKce1ZuaPqcWbAdwGA/H+4kQUBmT0N74APyfikrWs6zYbP6Umr0lfFBFlIjLhtbkiaDTzkCpO/axmt8uhz03uYTRqe+hy8eVhhkSKIPAp4COWLvHlZjH7yE5j/qQXy5X5tB7gy/XilpROix6tKOduKCp3H8vhcRhJDU1WmUL1xZZz3W/HaNRwF8u+mCvkKzVkgkB/RiTUYtTishgGg7g4sN7M5CqU8g2MMhVOm4HMlLrS8hx9RhgI3pdVo4L3HpuRzON8KZ672xS7e34uLwZRR0lLzRlotzoYPGbMFi0X30ILdfIDGE3TI1iNepsf/n6Dy7PYm9KAAJVifWrTRWGGm5UUmo0OJ19C7L8LYtSq2DrwI/ZEur0e/V6fTrtHp9Ol0+7RbndoN7u0mp2Xzxb7Iv5VO9cLNgJFHjIE191ExhrJ1jbdtKtNzv4waSMqH1r0t5odKtkKTrdpQrLqGQ63kURs/n3Rafc4+fxIYNkBCtkLATSadDSLi+vYGowanG4TeoMaQRBo1lsI3S6xSEHSqWgaVjZcnJy8LnCy6TIHR0FOn5qD2q0uJ1/DyOQCu3t+qtXmRLMUQCJWYH3T/eIStLzs4GwKMQ+sODDo1VyfREmPuZptHgTmyhzFI3nikTwKhYydHR+iDIq/wOJaqoHJ6jDMbGa6Oo3h9loko98ev3VE6mkctxdxnC4jGYlaUPmCfSAHe17uvjyQeYPr1N/wp8NfDRH1OIyUK03qC9TSfLuIsrni5GYsHC8TBCpTOsilcH6fxGHRsxK04ZH3+ekNXufV5uhxqhRy9pbdpJo1vuenE2GrXsvDUzTyIpXhN0t+foos9rn5RoN845WcqRQyPrx3I2t1eed0oBbk0BfodPrUm13K9TbZWn1C79Kp1xOvvo2IAvyUivLR7eMknaIz1OW7bDLzJT39O9wV8/zWG+CP8cF7/DoTcWYPmN+SCTwmw4t1qUWjITVFVNtnNuI3mzHKlURSRbIz1AyGcRB0czGluWPieO5jLLuthBawc112W6mXGsQkJMN8TtMIER3GfWwwsSkVcg5WPIjAZTjFh20/X08iUwlnOV+nnJ9MZwa9VsKRPBaTltWgnQcJ6aNsvrJQN2uxNCp4X3lD+vTiPMbhuyAn3yNTa+VkMgGPx4zFokehlNFqdMhnq+QyZdLxAlqNgr3DAKH7zEKC+9EpXftqjZLtXR/NahO308jysoOb68TCuqmxSJ7tg8CEZuTSioPIAo5Pz1AoZWzu+GjW2px9CbO756WaqxJ7WEBwX61ArVFiNKho1tocvFtCkAs0m52BQHymOlVj1GLREnkKvFpsenw+y0gEdBzjjjilQg23ToXBpJEsjXhrV3U0lEUuH6S/Ly7j6HUqpHJRFpseu9OITqdCFEUa1Sa5VJlSoUqt8PqcefxWYo9ZfBvuhYmoRquiWm9NCNKn0+UJOah+T3yR49rY9iDK4G5MH3S4yacisQBc23IjQ+B2imWqzqDm/g0lGjbnwFAhEc3jDdqolppY7Qa0ehUymUCn06NSbpDLlKdKl42TUdmcvoV2q4tWrZyQNRMEAY1WRWfG89RsdPAvacmmyxOlb/NksIxGDX6HjrN/uJr5vj8n3ih7/leBvwoiajNr6YsDv/hFUSjV0WlVI8R1f8vL8d1i6Uufz4LdaaTe69AxyUk0qmxuutArlIgdkWK5QTxXmipannmyXzTrNGwE7FwX8vyUmv/Z44LcX6MJ1u027nLzowjjONxy8e9Sj/ydJ8iPaYnVsxoENVjUWqwqHUaFGpWgwKrUoLJ4qLa7FBvNAVmd4vwzji+ZOEcOD9e5HM3eYNAwadX0arOfvrN8GqdOR6ZeJ1WcP0F0+n08NuMLEV3RmTkdIvjLNisug450qUo4VyKRqxDUGEnmKuwvuWn1u9wmpMkIDCLX9eriq+meKCLIB3Wos1L920En8WiB+pRIW3yBqFmn2+PsSebs03YAo1yFRa2eSjinwWrSESNPsdyg3mhzsOWdqL3udPs4zDoKCxDLZ8F7nUqxkEPRME6+Rzh6t0QqVsBq1eNwGtBqVPR6fcrFOqlEkUQ4TyI8+RwsrTopFhuErxIYTVr23wU5+x5mml7fyrprQs8QYPcwQDpa4OSnB3xBG/Enq1KdQc32UYBSqTFVdmoYtUpjgrybLVrmC+uAy2PG7THzeJsekeIRgWK5QWDNSfR+dllQu9Wl3erS7fZ5kEj7qrVKnAErRqseuVJOp9OjVKiRSZa5v0yg1anY2PZwfxLhcko95zOkrFFTsQIrW56X43iG1W4g8gtq9Xq9Pic/P+L2WnC6zSgFAY1WSb/Xp15pkkkUKaVLlNKzF89qjRJBLqNRb6N9Q4p3fdvDqYS0WTpZYu8wwPl36eje7ZPVZ3DFgcGkGUT9+wNNXJvDgGJMxH5730+z1prbQb++5+Pk6+xoqEanYn3LQ63e5uEmRSpZxmo3cPolzNq2Z2oTn8Wmx2o3oNOrkckHJLVaaZLLlEfI6CJ1uo93aY5+WBnRBz34sDT32GFQHnPwcZmTMYm4WY1qGxtOcvdprkKLk/S/4V8Gv3oiatCp0OvUROYMiOPIFmocbvs4eaqbU8hl0r7wTzCbtQQCNvoKiORLPJTLPNTKKBUylF01a14bn0OjUQ6FScBvNmNX61AJMhr1DqlClWa7g0GrZi3o4Did5A/xxSOp7TE5pW6/T6vTRatQ0OguXhulVSm4ag8eyB+TYT64fHzNTk5KIlBoNSi0Xkn+33mCfCk/DQACCAZwqXVY1ToMcjVKQY7YF2h3e1RbbXL1BoVG42X1epxLsmt1Ei2XWTZbOMnOjyrWOm02nXZ0ChXhBYvpvyYTLNvMeFQGvt7H2HDasWg1xPNlwukC4aEOeLVCTrowuP7PjUk7ASfI4DI2OTkeBD0vtZuL4iFV4NOGny/X0tf7aM3L1U1ypgVdMldhzW/jYU76ctljQSMo+HYSwWs3sRKwc3GXnFm2Mo7h8rt2p8f5VZwP+8ERNQoA64JEFKDeaLO15qJmMSCKT+YR/YGhhMjg//2nn8H/B3Xdvb5Ir9PFqFFxHylQXNAyUi4XCIdzlEt19AY1lXKDs29hVjfdtJpdyYaK8caSwLIdlULG5dAEmYoXUShkdLt96tUWpz+HXt5rdRp5vM9QmTIpRkM5tvb9Lx7ZSpWchxn3kkwmsLXro9vucXeVIC2hNalQyqlWmogiBNddRCSItNQ2Umg1OkQlImoyhYy1HS96o5Y//sP1QvvPTGlIe7xOsv1uieuLxEsNsn/ZTqGweDpco1XiC9jQGzR0mm1yyRK5xwwigiQxnIe1HS8XT13a4oIL6+19/8zPyueqc+07n2shXR4zLp+Zq/M4gaAN+iKFcJ7tAz+FdIWrKfq1wzBatC8EdxyCILC66UajU3F7lZzQwzUYNRRyVVKxIjankbzEM1bM10bUJ4Zhsuiw2Qy4vRZajTZarZJCrkYmNd268/xbGP+SnVg4h9NtGtFwnYe7ywQOh4HskExWXiJdr1DK2V13cPb72ze7LP5Z8Cs4xP+m8asmoiqlHLfDNFJH9xacXMXZ3/RydpNgf8vLtyGBcqVSzvKyHY1BTbZWJ5wpkI5OPiS7Kx5+ysb5HhpNBQN0RZFQsURoWPldDu+3vQg6GT/fxFhwvHtBvjkZ9Y2WynwK+vg5ungzyt6Wg9+XBpOniMBZNs2Gyc5teX5ERxx7UkQGrkq51hQyogSNWo5Do8Os1KKVK1Egx2v10m3CB4cPxKG9Tkn1in3YMzmw9XUjsSxBeDoIYbCx7PlXQcCu0tAstHFodNzNiHB6zEbipeLIa1dPgvMbXjsatYLTyICgygSByhvdXp5xGkritRtJjJkrfNrw8+08utAgZDZOr180G7Ssua2cXo7W4h5fxVkN2ChXmhPWndNQHav/FEX4dhrhcMfP5X2SzhNhHu9sH4dapWBr1UWz0uThJk32Ic/epofLs7c1T+k1bvTGSUmlWdja93PxlAYPbLq4eoqgPNykUChkHH5Y5uo8NhKZiz3XG5q1LK84OP8anqgt7fX6+JdtxEKjRDYWyhEL5QaT366PTq/P3U1y4n6uD53bjW0vl98no0B2hxFfwErkIculhEXoMJ6bdmrVJqIosrzpJjRHTF3+BicxQRg0kBQyFc7/eM/OpxUu59SWOr0W4jMWTFffwxz8Zu0lAtZsTs8wCAJ4fFZsdgMCg1rGeCTPw1CJw+HHFU5/esBk1c2sQ5XCwaeVEQekenn+82226oglZpfaJONFdvf9XMxwMnpGOlkinSxhtuhQqxTIu30sZh3nPy/ehLa86eF0rDbU7jLiW7KTiBVeak+l8PwcV8qNgZZrofYmX/Z6rcXKupOf/t01wWU74adSE5VagdtnxWjRIZfLaLaeymbSlcH+eyJKlRyTVS9Z9zkNjXob/5L9hYgajWpq6dGFjM9vQag2OP2nm4X3+2fHX3hj0Z8Cv1oiKpMJrC85uLj7Je49rwgn8nidJkKpAgG/FatDT63b5T6V5yyTRbLgaAj5/iDq0e318ZqMI0R0GvrqQb3k2rIVZUPGQ3KxtLpCJiNWkh5cf47Eeef38D0+P0qn16g4q4++r9XvkW82cWkNpBuzv8MiQvzjaPd7xOtl4pSRIfDRFuR7Lkk+02JRS7O/8wZ5zJa4TS1ehvAbjw+hJ5Ktzo7YWXVa4hQl//ZMYJddVswGDTLgZIrA+zy0uj2MejXJfAVRHEywH9f8fDtbvJHpPp5DJhNGutkVchlHa15u7tMcT5FbeojmsRi1rC87uJPoqB1Hakrk+fQyxtqyk0yhSrnafLE0HMdywIZVrxlIx3wZnRwTmTI6vXqEkM3Czq6Pq9MoawtICA2jNUQwFWNi8N1un5MvjzhcJuxOI1fncZbXnERDOQ4/LPNwmeBsBgkwWfQTRPRl350el0+k1+Y04l+xk4gVyTxFmaKPWbb2/FxfxOkOaRALAmzseBFEuL1IkFuQTA0/kvVaixQiy1tuQjP8yYUFGzscHjNGk5aTP95z+JtVondp7k+jLK06Cc+oSbXY9DOJKMDpT/cc/naNu6sUj0P11kazFq/filqtoFltEQ9lST5kSD5ID8hbe35Of3oAoFyo4zXY0BnUklqW41jecE8Q/VnSYs9w+yxcXc4fB8rlxmCImzFsGk1a/EEbKqWMbLrM53+4YX3dSafXZesogFqtpF5tkgjnpz4zliH7UpVawcauj2azw/11kmxm/rw0bAcauktz+HF5pknDMPxLdhD7nDxdA+NQJ3671SUicd00WiUunxWjScvapotEooTVrp+qViGF28sEBx+WOD2JYrMZX4ioABzse7n68W5u3ejf8OfHr5aIHmx6OX6jHM0zBAGcNiN2ix61WoHepiFSrnAdy8AbmnDW/XbO869Rtu/hBCtOC4+54tRt9GoVJ4XBgHtfKCAXBH7Y9XF5l6Yx54HxmI2E6tOP7yFXwKHXka3NJl07mzZ+X5wcYHLNOmsmG1pFa6aM0zS3pUWwZ/ZQbnT4MRHDrTWwCAmVCQI/uPz8MTSYLPZcTi7T84mUVavlNJxEq1DgMOhmklGVMF9eKZwusCmz49BoWbKa0amVqFUKFAoZAgI9UaTb79Nsd6g221QarYmmNICrWJYPG37OH5Ls+p2DSOgbUKo22Vtxc3E/uI/2V9wUC3W+L0Bmi5UGlVqTd7sBvk9RjgBw2Y1kZ5Cg+1AGl8OI0W0aWZgY9Go2lhwU0hViV2mmxYEKxTqH+wHOFqgHU6kU5J4sdkP3abQ6FY0Ful39Szbuh8jNNGvTbLpMNl1me9+P1W6g0+i8kJpZmEbAx5HPVMhnKgiCwMa2B5VGyc1Nklazjd1h4O4qicWiI7jiIB7Jc3P69nFtPHLVqLVJiWVWtz08TEnVLhJ+3/u0wsNFnGyiiEwue0n5t5sdSqnSiJ/4OKal/sdx9vmB3/0Hu1TLTXqdHtlkiUyiyM2C5RdWu55kZJTwJiJ5NvZ83N0mZ0rzGC06yqU63e7omFYpNjC6TFMzHwcflibqE6chFsmzs+8fiSAbDBoCyzaUSjmFp+ju1VimQm/Ucn+RoFx83U4QwLtsf9GQLeaqJCIF+r0+wTUn5UoTg1nL/XWKswVS+cOQyUfH4pMvIXaPglzM+J4yucDB+yUuvoZG7sFFFjnNRofwXRpPwEoqlqdYbNDt9jEYNbi85oGhhCBQqbXIJEvUphDwh+sUNrsB/VNE12rV4dArOf13f7kNSbMwxdPirxq/SiL6fi+w8ORtNetw2gzotEp6fZFyrUkyWyZVrJAqVjAZNdQLAy/vjxt+Th+TtLuLES2NUQlDY4cogkE5O0255XPwh6GBpSeK/JiI4XLqWVfaOZ3iTQ4DF6RZRLTcbLHncQ4I15RxwKxXc1ydvoq/L+d57/BynI9Pnaba/bevMH1aM3aFgW/p10nRotaSZnYHs1ouZ9fi5POQMoBiAXcQgC2bjZ9zMTrdNksey0wiOt7dK4UPKz7OH5KYl9RE08WFjkGtkGPSqTHo1GjVSlRKBXK5gFop599sL1EqNzlY99DrifT6fTrdPt1ej3anR6fbo9Xp0mp36Y41vcnlMoIuMwalisvrt9Wq9voi3y9jHO36ubhJ0pG43x1W/UwiCpDOVjDo1AQ9NjbXXKgFGbcXCU7Ti0VRTs8irG+45nb47ux5OXmKTPZ6IstbzrlpYRhIyMRir6nTdLKEw22aGmWMR/KkEyX8QdtAemZO5H+eleQ4RFHk7imCpjdoMBs0BINWcmkjN+fxl+/4SyB1/zbqbWKJIms7Xu4lIne9GWlXo0WHb8nG+edXQr626+V2KHJYytfwmbRTFwbtBeqRTWYtwSU7d1/D5Ip1+gvqqD5DEMBmN3IvUVt4ex5n/9MKp9+kz6sgE3B5LS/XZBzOKUTU7TVz/caMSKvVYXvPi1qloJCrEgvnuDqZHTAoSnimiyIkonkSQ7XNao2SvaMgokzgcU6j2kxI3O4PN0m8fiuJ2GQJgttnQatRvERBh1FdoLQBBosVhVxGMlVm5/0SlycxapUmDxL11TaHAYfLhEanotvrUyk3SCZL1Gst/Es2lAoZO9se4hdRbu/epr7wN/x58asjoh/2AhPNEgBGvRqXw4ThaVVUbbRI5Srkq3XyMwjI0rqTn+8Hk9qX6xheuxGzQctlZPbkaDfpOU5NksazWJodv5PLpPSAUEJ6VZeu1UhT4/22h1S8TE5CAWARa8fz5GxJp/V1C38ozI5Cfcsm+J07yB8z0ivh5273RaCXK9k1+fiSThDpj6aHdPLZLjlmtRqvxshxYvQ8n6SSLFsshIvTSblaIecu9hqtPk2m+WHVP1VHtDBj4JQBH1dfdUAXTWnCoIM9V66TK7/eg26rEZNKRa3Spt/vk12gZlMhA7VSgUqlRKWUo5bJMKvV/6zSlOPLOKsBO6VKnfxYs5F6hnXnM7xuM26HiU6ji6zZQ66WoXiLxSQCtXYH5VNnthTsDiNXJ6PPu3wBUXudXiXZtOEJ2KYS0eV1F6c/hyhkq6xuuqlXm6RniO5LNXMsisCKnXK+ilouIHa7+JfthP8ZJKIxhRS3mh0i8Tzrez7uxuR+phHRzcMA6Wh+ojlGKgIcf8yyeRjk9i49UUdbKky/rxUKGbsHAe7PYpx/fgRg+4cVLk/elh04/LAiSYSecfbzI4e/WZFMMR98WuHk6bOloJOofZbLZaj1KlpTouvjCCzZsZp1xEM51AoB0aqfKg02jmgoN1XmahgWq5674wj+TTeH7wNcnidmyh9Nw3hUGAZRS4RBGv1ZukkQ4ODDMtcnEdJTzAOS8SKCIMxtDto9CnLytNjpzjEiKGSrFLKjc4hMLuD1WFAgYFHK+OnbA60Fnaj+IvErsOP8U+BX5ayk0yi5vE+xErBxtOPj/V6ArTUXVuvAL/02muHbdYxv1zFuI6+i3tPgcBg4Do+ubBO5CpehNEerXqwz/OCDfgvdKQ+Z1AMN4LUYuSjOTil/SyWpaLt82PJN2KC1FkyJf4slWLVN2q7ZjVq+lRdL+/2YivKDU9oNqd6dHwkSEPhkC6Lsq/kxGZVM56uE6WTHqzdgkWu5zkwO2qIwsD2dhSO3m2J9dAA/S6fwmCedQxRyGamc9MSiUyvZ87lHxOj/OaXk63477XoHQYR0voJSIcdqmm9L1+9Do9WlVGmQyVdpN7rchrLsbyxmmzgND9EcIrC2NOp405rimGQyaHi3F2A1YCeZLPH9NAK9Pre3aU7PYvSBvYMAG5vuhQh7Illi53C665bLaZjQ6Iwv4IW9vu2hKSGBNU06y+EyjtQJPtykKORrHPywMpGyfEYuU0FvUM89lmfI5AJ7R0G8PgtXxxFkAjxcJrg+iRK5TrC57WZlXdrSdh5maaO2m13CkRwbY65Onfbo+dHolOx/WuHmOEIpP54m1nA7hSTenETYH7uGcoWM9BQlk609H3aLjtMf70dqOFvVxYXoAVY23Jx/nR9FPv85xPb+6PFtHQRelA6mQeqq770LEpqj1arWKNk/DLIStBO7SXP6+RGx1ycZLXB7EmVn2zPXYQmg3xcJrM2+H6x2Pb16a2CUIIqcfn7E5TDgm+EBPw2tKe5aiWiB1U0PAHankfUtN6efH2Y6WDXrbVwzbFgBNvd8nAxp0N5dJhY6L8Po90SSsQIqmUAxVUIth4MfVlC9wUL7b/jz41dFRAVBQKGW8ZDI8/0mzterKFehNPkF0wDjcPotL52/4zi+G4hUf1j3IxubUFUKOdeF6avau1Seo4Bn4nWfc7GHrNpu82M6xvKajSWn5eX1QmOxgbrT69Pt9dGMRTCWVk1vimZ+yyTYtUwOhNXObCK6bXSxrHHwx0ScnESX/zOmLZbXLTY6rT6RGRHP7+kEDr00gROAtIQYdaPTxWjUTFxPr9koSVDcZgNOrW6u09aiOFzzEosVKFWbGHSD7u9Etoxeq8RsWLwb3Gs3cnmXotPtcXmf5Ghnum3kIiiUGoTjBd7tvk7WmSHRfKVSzt6Wl90ND/V6i+OzKI9D4vbi0DPUanU5O4txc5vGYtNz+G4Jv3/2pHh6EZWcONc33ZIp+EKhRmDJPn2HAqSndN9GIzlJe12XxzIRyW23upz8HMK35CCwLP15zjmTLQzkmQ4+LGGz6jn/FnpJqxr0agrZKr7gwML29ixG6CrOxqaLta23NWVVys2ZxL/d6vIYyrBx8HqvDLtCLW+6MZl1nH2Wji6ubHtnRrpPf7zj4H3w5XenxzxhV+oNWNncdHPzNSwpQfV4mWR5QSKuN2ioFuozywue0e+LhG+SBJ781Z1eM7FQbm60rj5GjJfXnDOlmvxBG4dHQRRdkfPPj4SGSk5U6tdF99VJlFJqYFGq1szOPMhnZMGMJg1auewlwh+5SSGTy4iHc2TjBQ7fB9+0aK7Xps8vF8cR/v7f36JZbXC3oMSS1WGc+jeTVTfINgxdA1EU8fgsix7uCw7eL3Hyj9eUyw3KuSqn/3iFRi7+Sgnpn8je8y+8E/9XRURrzTatTpf3uwEc1tkRsXkI+K0cP85+oGrNNl9vYqy4rKx4XifK3VU3heZsUlioNJAPTXiCAPf14puO8TqX47FX4uOOH51aSay8uBxJpFjiwPM6mbkter6U3pb26vT7xKoVfPpXAi0XBBo96WiZS2PgnTnIeTbHXWl+Z7uUNMiBw0W6WCVfn7246PT7rDqkCc6B200sL32urtJZPq76Rl6z6SYj39s+B+1Gl0hmkgz/kszJx80AZ9cJ2p3Bdx4uSI+mSpiNWgy6xaJrHqvxRZqp1xc5uYrxfnd6VHER7bxur8/3yxjvdgPYzDryhRpryw6Odv1olAourhJc3iQlLTanpQ7z+RrHxxGi8SKBJTuHR0FM5slz3euJKLSKEd9wmVygOSNCNssTe2PbK2kdCAPC9kxInuFfss+UR4o8ZonHihx+WplowDHMkNLS6lUcflxCp1Vx+vMj2aF0rkqteKnbtI8tUO8u4jycx1hbd7K+PbmglYLYFzGYZi9mOu0eDw8ZNp+il816G7lCxuFvVoncpWeWIVQW0Pc8/+M9m3uDZ8tse70+eoOGw6MgmVCO2zm1vboFiUNwxUFuwfQ4DFLM9VIDl8eMWq2ktkD0NT9UwqHWKGm0uyNKFTC4jvtHg+hn/DbD6U+Pkl3tyrG69k67x8lPD+iVCvYOpi8kk1PuY7VGid2sGzFwqJYarGy4nvbf5fTzAxtbLiwLzpXTGrMEAQ4/DqS73D4r3qeF0zwoVdIkWxAE3B6zZOlG5D49NQMhha09H+d/uAUgHi2+PJ/lfO2FkB7+sIJa+ysipOKf6OcvGL8qIgrQavf4dhmlUK5ztO3D55wfkZCCxqqR9DyXwn0iTzhZ4OO6H71GRbY7PwIbzZd4F3hNm257nSTri4s1P8Nt0NOW9/l0GOBo28OnLR9Hq27WPFbMutkTz+dInCPvYCLzLOkXdj8aRqndRCbKMCoHJOn532FoZAp+Y1umUO3wJb14x2+9PRpZ/cHj4zqZpdZerMbnLJdGr5ocYPrt2d/zWyJB0P5636hko5PExxUfD9E8pRkRgkWhkMt4v+6b0Agdt6INJwo4rfq5E7FRp+ZqrC5UFAe2tR9mkNFF8RDNcbDuZT3o4OExy8l5bEJPdBypBSSGIpE8xydRqrU2W9tedvf8KIdI3WMox/7Ra0Rt/yAwMwVfrU5/BufVkFrsoyRWp1NPEIxx9Hp9jr+EsLtNrMyRkDKatRx+XEYmwsnnR8kJd2PbS6M2uAca07qBrxLcn0VZXXOwuTu/BGMWKX5Gt9Pj/i7F1lEAvVGDb8nOyR/vZzYJeYI2wjfzBfL7fZHIZRz/kh2lWoEgEzh4t4Ss2+P0p4eFopfXxxHszumRNBjUJy4i7j4MrV6FL2hjZd2F1apn+yAwV5O2mKui0w/Gu83d0cWNLzCIfqr6cP7TaPRTCsopNdeFXJWLLyFWl+0EJaLu2XQF11hGQaGQsRSwSurE6scWs7fncfrtNtt7von3juxTKacmIXWlUivYOfBz+vmBVLzIw02KTGKwKBuO8kphWjPf/sdlbqbYkxbzNTZ3Zh/rM5bXnIROI4hP926308O74hx5Tzlf4+Qfr1DLfoWE9F8RfnXNSs/o9UWOr+MIwP6mh1qtzWN8MX3J9TUnZ+G3pVstBh1dRI72fZRNXQ5capKpysxGk3CmgEahoNntotIrYA5/NahULFnMGNRqGr0OoXKRSLNMsl3FYzfg1hj4KTUUUdCAzqjEqdVjUWnQyBQIfYFOu0e13iZbrhEuFNnxO/hSfFs0dBiRaokDm5urUhq9UkV5yGXpgzVAuFTmD4m377/UeB34/s4bfJFnWhTVdpvfeQL8FH49J2s264sQ/TS0e33kKhkKmYxuv0/3KUopE+DjynTno2csuoAxaNUEbGaOLycH3bSEi9dDLM9G0EE0VaQ5pYt/M+CYqjn69SLK+90A32bIMk3Dim+wsLm6SfLjz/e4jHpW/DYe5+hAOqwGipHFJc96vT5XT13+er2KrR0f9VqLh4c0V/cp7A7DIHI3Rwng8SGD3qCemDwdLiM3V7MzHfWhDu/1Lc/USVEKyVhx0KzxaYXb89hIbabVYcAftHFzFntpwJiG1tAkHb5No9IoaE+p0Xt8OhfLGy7Ueg3XU4wAtPr5EXWZTGB5w41SraDblHMvYfE5DqfHTHLBBptmvU2jWMO/6sDnMnH2x/uFtntGv9vHH7RNlYTyBW3cLNjQJJMJrG17USpl3J1Guf4aQmNQUykOxi9BJhBcdWBxmWm1OkRDuYloptNtQq1RcnIcQaVWsLnlpVZqELpJkbhbvLlMMWdx9HiTQiYbSCGFIjkqpdf7yuWzkH7qWhcE2Nr0cDGlNjYVnrxOlVKDynGYg48rXF8lJWs7TRbdRPOd2arDYtFx+UT6i/kaFpueYr7Gyc+POD1mLDb91OcnKxGxDqw4uJyiYvCM/gKqNS6PmUI0R3usMcnkMIGES9kzITXZ9Gz+sMzNWfwvt6npLzx6+afAr5aIPkMEzm4HN97WihNEuA7NHiBaCyyKtColq34bKp2CZKNKqFgikatz5PbSVcDnShx04HboCejNqLoy8vk60WTxpewlV23ww3qAs3iK0+LoilkAghYzTr0eZJCuV4lUyhPvA/jo9/H7bJi+KE7oItc7HUKdIpKPtm4gJ+UJ6Oi3najlchSCHBiIobf7XRrdLpV2i2K7OVM79DSf4rfuAIV2HVqwbnAg9OR8Tv4yYXcByNUaExqhb8V9Of9CKAFsSg3zlSnhPlfgt6t+Pt/FKJbr6NVKVuy2uSQUmBs9g0FnvAoZ14+T19Ni1FIqSq9KbiNZtlZcPEZzEzJiCrmMsIQl5TC+XUQ52vZxeh1n3mHKZQJ7ax4a1RYPj9kRr3O9QU0kkudwy8fJ9XSy4jDr3kREh1GrtTk9HVx3p9OEz2tBIQh0Gx3Ovs2+imJ/4CF/MUZKfEs2shL1wcMIhbKoVAra7e4v6i4WxYHGosNlQqtT4fKZcbpMXB1HOV0gXWx3GXm4fJ0sO+0um1v+FzHyaQg/Rd2Cq050Zh3XZ7GROmvVlHpDQRBYXndhMKqJ3ma4fypDcPutqDRK2hJNXc+QyYSF7EKf4fZbsblNtEpV1EoZB5+WiYVyE93Os3B/GkOjU9Eck4RSqRXQE2c2yQB4gzYcLhOR2yS3319Hxr1PK5wP6daKfZHoXYboE6EU5DKW15yYHEaazQ6RxwxWq55KvcXhUZCHi8RLh/9bIV9Ac7bfFzn7EkJnUHN4FOTsNDoYp4dqcw8OA5z+cfoiJxMv4t1wkYhMjhNnXx7x+K0otOoXW9FnGIyaESLqX7LRqrcIj117l8/yYvGZSZbIJEvsHgVJRPMT1p+FbBWjWfuS8ldrlHTb3bluTXeXcewu89TFiNGsRWh1qBQk1HDmuIUNUvbXGK2/AkL6rwi/eiI6jGcCuhq0o1UpubiftNbb2fHyPT4ZDZUJAiteG2aLllK3xW0+x9dSimF3TrVSwUkzRa3aZdNm5yafI1Wvkao/PYACGJZUrJksGAU1tVKLh3Seg2UPx5UU63Y7OrWSSqdFqFzksT74mYWA0cTP+QE5itRKvHd5+Z6eHS0axq7bwX8du8duUpNpzpgMBNCpFZhVWgxKNTq5EqVMgVyQgSjS7YvUOx3WTDbcGhOn2RSVzmKuOFKwqrXU6332ra4RjdC3IlOv84PPz5doHJdez0lo8XPzczTOhttOr9TBrtFxsWBT0ryI6JrPTjFfJyMhwQUDklqeQkQBrh/T7K65uQllRvRD91c9nExxTRrG8VWc/Q0PVw/pCf1RAKtJy6rXRjic4/xcen8Go4Z2u8fZaYz3R0GOr6KSxFYrURrxVmg0SqyWQeOZTC4gKmR4gzbJyXQY401HCqWMhwWiVJ12j80NFwqZbK51JgwmUKtdj8GoRa1VDlyten0azQ5qrRK324zIYIIszCHBAP6AjXx8lLyrtbP1h4cRfXKp8S3bMdmMXJ3F6PfFifrVwIoDq01P4jFLSCJqlYoVOPhhmdMfp0ct1/Z8I9qh06A3aljd9XHx5RG7y0ghVX4lMYLA8rYXk81APJKf6xZVqzQ5+Pv1CcmlrV3fVKcrg0nLyoaLcq5K+CZJQkLWrDKnqVXs9QnfpOAp5b156MegkiG2ZBQy1YVcmqZBLtEgNw31aovTzw94AzZ0Fi2RUA6ZQsbBvp+TGdfqGU6naeqzk4wVUCjkHH1Y4uRb5GV+1AylrLf2fETv05LasGr15PN+cRxBZ1Bz8HGZs6+hkTnX5bW8ENHNXe+Ijeo09PsivqBVkoiq1ArsRg2hKVmP4oxxdRiVwighnVbP+mfB3yKifx14iA7SEwG3GZtJz9ldkl6vj0wmkB1KK3tsRjwuEy2hx10xz0UzBzN4zE7QyT91B4NyX+gjE4QJUlLttDnJva4iFWYZW04H/ZbIceFtwuMARoOKcPF1Rdxm8a53j0HPeTlFV+yzqrPPJqJAs9+l2ayQakqvRDdMNup9Jc2+SLE7sK3TyBXolCp0CiVauQKVXIFSJkchyJAJArInLbm+CD2xT6ffo93rYVSoEVBwknz7ORlHrjVYCKyYLXzJzNfktOm02HU6DCoVZpWKaqfF2f3ix9GbUWt7+GSzOUvMW6+eTzou7lPsr3u4fEi9dPQXi4uLNJ/dJtledREaSq2vBWwY1CqubpJ8z86usasNOUIdH0fY2vQQSReojdV9iW/won6GWq1gKWhHp1NRKTUIh7LcXCZwOgw0Gx1kSjmVSpO9T8ukwjnyU+wJo5EcgvDaeLu15+f8dLHIutagIR3OIwhgtuoxW3ToDGoUSjmiOIhS1qotioUa1Upj0DQy1jjiD9q4DOVY33Rz9jWEIAisbLoxmLTEHjOSVoUCTLgAAWSmNKXMQjyUIx7K4QnasTpNCIKAJ2DF6TKTiRaIXaemOls94/RziLVd39QU/Tz3KLlCxu6HFR6vE5w+peHr5QaRmxRmh2EgAyWKhIbKU4KbHixOE6l4cWqDVCo0amO7exScIKEKhZz1HS8CfW5Oopw+Na1IYWnDTXjBVPrGvp9Oq8PN9wjtZheNXk30KoHZosO/6gS5QCScpzyluUcKUkoN85CI5iE6qKk0GlT8/F8v5hRUys3Wt+12B41Sa9teCqUG+Wz1hYgdflzm7EsIccoYN63us15tcfolxPK6i263R+yplEP3JG+2cxRYiIQ+I/qQQZAJI9q0MpnA6oqD6y+PU7dLxApzo/zDqBRqxG+TbO/982Tw/oZ/Hv4qiegzoqkS0VQJp82A32lG0Mqp0sXuMRKtlAhVK4SmyLxIoarpwNOceFvK81tfgJ9is4f6br/PWTOOwSFgr1u5L8zXQHzGJ5+PnwqjE+t5McOm1c5tYV49rIjVrCFZGEQfzrJp9EoltSkd7/PwwenlppLCrtHxNRfjB2eAz5nYgLy2uuTfECyQIbCv8iJ0u3R6fbQKBUa1GoNKhUapHJQQyGXIEBCBbr9Hp9+n1e1Sa7eptNtUWq2XheNDqcgnv4/ryGCiMahVOPV6TGo1avmAWLQ6XUr1JplyjWKhQbEwmESMahWNYpv1JTsGpYrzhwTzerqmEdGPm0/1mXNWtP0Fm8bO7pIcbno5u02yGXRw84YUqVwuI5WtsLfhRSmAXqYgdD/fFvUZ0URhZCK4vknicZsxGbQkhpQEpnXaDkOplLMUtGMwqKlVmoQeM9yORTSUSjlajYpsuoLVaaTfFzk9i6FSKTj4zQoPF4mJetByqcHSiuPF77y2QHOZRqtidcuN2qLFVNWRy5YpFmsUFzAVGIbRrKNd7wzSx0+ySaIo8vgUTRMEgdVNN3qTluhD5iVtubLh4vFyctGTihawe03k3jAePSMZySET+wSDNlw2A4VUidScEo5hlEsNtHr1RNOU3qjhbgax3zwIUC03OP3pNUrnXbLx+EQ6A2vOCT1SgMhNkshTHZ9/zYXNYyGbKo9E8TLxIlufVrg6jeJwmwaRyicEVh1YrHpCV3Guvsy3YgUwSKg1TH4fP+1Gm9sniSalSk7sMYvRrEWrV1Eu1ik/1WYKgsDyqgOzw0il2iT0kJ1ZsrOoCYYgCLh9FuxOA0JfpJAuc/H7W7Z3PIjNJv4lO2anCZlCQbPRJp0oUR5rhgvfpLF4TBOp8nHcXyXQGzXsHvqRy2QcfljidE5tc1LCYWkYobs0crmMw08rXJ/F6HX72J1GIm80ayhkq2wdBrg+fx0n9g8DnP7Tzczt+j0R36qLxwUyRwBr+35SF2Hyc2rh/8Ug8meTWhIEIQj854AH6AP/mSiK/wdBEP43wH/49Foa+B+Kohh/2uZ/AfyPgB7wn4qi+F8+vf4J+D8DWuD/BfxPxRnyLX/VRPQZcqWMlk5AZhJIFGvEE28f7J0mPafVUSJwWchg0WgozpByMqnVpNsDMqhW1fkhEOBzdH5dpUWj4boqTRxMWg3M4bO/WwrwY/a1HqrSafM7h5+f8otUUI7i7z0BPudCT/xKQETkaz7KJ2eAnzNvT6v/1rTMj+EYFpUGl15Pulaj0e2Sri1OBmSCgOmJvFo1GlwaHYKpT6hVpFJuESovZr9YbbVRyWTcJQcreLfDQMBq5voxTX2KqHtn3G5TJuNo1bOw7WxlThf6ME5uErzb8kFXxO0woteqUKsUKOVyZHIBQRw07nW6PVqtLo1Gm2qtSbXRplSs03F0UKuUNKd8l2moNzqsBKyEh+RhkqkSep2KnTU3l/cpBETJjnm5XEYwaMNs0lKvtQg/ZriXaCAYxs62l9MnT+vhNGa73eX7SRSDQc3Bjper4yidoUYui1VP+CHL0qpjqtC4WqNkddNNXyFwE8ly/JDivS5AutrE5ja/NIIsCoVChtNh4OF6QI7y2cnxRBRFHp7Ik0wmsLrlHnS1zyjr8PptbyaiCqWc3V0fl58fMKqVXD/VRLoCNtxLDgq52ksqfxqyqTL7H5c4G3MoWt32vkQ5h+EJ2jCYddxIkFS70/iSFu+25tffxu7TxO4H46pn2YEzYCOfqRJ7zNKpt5DJBQx6Db1ml/VPXnLJAtGrBG+pKDdZdVzPkI3aPAjQarS4GfNU9686ebxJU8hWOfjNKqfD9aWiSOQ+80Kw9EYNwXUXMoWceKxAfowETqMWOr0aX9CGVqukWW2RfMyQukmSGuNbgkyg1+kRu0sTG1uQmu0GnAE7GsNACaaYr2H1WWjU22j1ajRaJSq1EpVK/mKp+UKMxcHC2GJQks3X0enVkvJTz6iUGthdxpn3aa/X5+TnQYmGRqfCZNW9SWrrBUOPyuGHJU7/4XqhzQy26dJuwzj4zSon//bbm21l/4rRBf7noih+EQTBCPwsCMJ/BfzvRFH8XwEIgvCfAv9r4H8sCMIe8B8B+4AP+LeCIGyJotgD/o/AfwL8gQER/e8C/+9pH/xXTUSXgjY0dg2n4RSPj1V0Xg1dRPb8Ts5jb1uhBX0WHuujD1O53eI3Lj+f49ObDAImE5cMtmv1u3xpPfLb1RW+htKSbkPPWHda+SkrPXh+y8Zx6/SvtaljWDKb+FaYPKZwqYwMgf6CRSgquZx3Dhc/5V5TKs/RQBGR7/koH51+vmQW7zp+b/Lz41OXe7HdZNvqIN9ovDQbLYq+KFJqNgmYTOSLDVQaGdlaDZtBS6W5ONETAaNWTbE2iOylilVSxSoGjYoPq34iiSLZ0uh5Ho6I6rUqlmwWvkt0xktBAJLZxQZllULOzqqbWq2NRaMmvYBM0jBMBg2xeIGg10q90mRjxcnt4+L3vcWqHyGiALV6m9vrFO8PAsTTRfLhEjKZQDBgw2LR0Wy0CT9mCb0hent4EHghoQAyiYaDarXF99ModqcBn8vExfcIYl+k9GSdarToYKhjWKVSsLrlBrWcm3CWk9Do8ZSLdfL5GlarHnfA9qYI4s6en7MhUpKIFjCYtFP9tft9kYfrFBu7PvKZMksbrpfGo2Esao36jNV1F41CjdPfD1LSwwQiHc2TfvpOTr8Vz7KTYr42NTJ19iXM5mFgpCO9MlYKYjBrWdnycP7lUbK8QKmS8zBUc/x4FUepUowsHGYhGcqSDA0WE66ADYNezb/597bJxouEM2WKyeJC+xnH8pZX0gZ08zBAq9bi5lh6cW60vBpmnH1+ZGXH+xLxHket0uRyqMEusGzH7jZTrbcJPS0EBEHA47didxgQe30KqRLJcI67zPznelZEtZSrUhqqTfYEbag6etqlBu1Sg3mthOt7Ps4ecxSqTeQygY1dLxqNilhEusnM6TbPJKLegBWHy0S73SWfLqNVyHFadBgtOjT65/KXQRNWrfZU/iKhRXx7EcdqN+LxWTj9x9mR0GH05sj46wwaAktWvv+XXxbe578khD9Tjagoigkg8fT/iiAIF4BfFMXzobfpeV0i/IfA/1UUxRbwIAjCLfBbQRAeAZMoir8HEAThPwf++/xrI6Lr6y76WoGLWOYllW7Ra0g9RS4v01k+rflfPOYXwWO/KPn651SMLZuD67y0vIlRq5yQbfpcfWQz6CKf6ZKRIJP7TtdUEgrQQ2TZZpUkonKZgEono1WaHPwT9QqfPH6+FubHE+xqLS69lq/50fc2e6+TZR+R43xsYTIa0Fq4G5tMrgpZfucP8NMbG5YMKhW7NidfHgef61RrSZWr6FVK9gMuzqKLEyGDVvVCRJ9Rbbb5fB9DLpNxsOWlWmnymBhEzp7duFwWA2qZnCuJzvhpcFoNZOd0ELtsBgIuM3ehLCeXMVa8Nr7eR3m/F1g46gqw7LFydhmn1+vTbLR5fMxwuOtfqOEJmOjaf0a/L3J8HOF3P6zi0miJhnOEHzILqRVMHOOSnaux+kS5bHrnay5XJZer4l91YNSouD2P4fFbuLlMoFDKWdt0I9MquYtkOQ1Lky6lUk7siUgVCjX6Fh2eJRvJ8Hwyevh+SdIa0rdkmxl1szuNpOIFKqUG5VKD/U8rnA3ZGwJE7gZi3n0J04BhaHUqNtacnP3xYcSsoDqlhjgTK5B5ivo6fFa8Kw6KhcZEN3wmWcZg1lItNfAEbISeZKMUSjk7H5Z5uIxzOsPXfXPfz/kf715+bzU6bL5fWlhuaRjpaB6330I5UeDxOMLaphudUUe12iR6n1mY3MrkMqJjHeJbhwEatSY332ffscPd+aIo0qo2kStkC+mhPtfvAmwfBrDoFQQ9JiLXCZKLBfZGsGhqf33fTzKcpfp9sfpVuUJGrdKkkKmw+WGJ6/M4t8+NbcKTvJVNTy5TIf70fIw39tgcRrwBK6IokojkSETyL2UWW3s+Yo9ZFLKBne00qDVKrA4DBrMOtVaFXCGjL4qYrHq+/v+uZ2YSxiFVm/0M74qDbqnMxT+cT33Pnx1/Ac1KgiCsAB+AH59+/98C/zGD9u3/9tPb/Awins+IPr3Wefr/+OtT8asTtJ8KAXZ2PPh3nZzlswMSOgSX7VUkudcX+RyK8WHVh3KO3APAptdOpCm9ahUF6Ai9CdvIl8+SS0/mN/U0fXODPeeoAK9aLiffn9+UcpZPYlBONr38EPRxW5qu+Vduzk9ZrxltqFVwU5mcyGtjnfJ9RE7ycT44Zhd7a+VKFHUF1fbk5/+YivLOu5iDDMCBy4VBVL2QUOBFrL/W7nCRzvBpbXHbS92M5qFev8/3xwR3uQIbK072Vt10uj3WvDa6rR6x1NukixxmaZcTQYCdFRd7K26y2Spfz6KUn9xfzIZBfdu3i9jCdp57ax7OnqK01VqLlWUHva7I6cmA0MoWaJ6IpYoz/17I15ApZNTeUGowDKNBQ73WojMWCVzEWSUWK3B5l2J518f6vo/1Iz8yu5azaJaTmwT1Gc0KAZ+V7pBsU6lYp9Lr41t2TN0GYHPHy/kUWSn1DCMChVKOwaR5qaftdnqcfg+z92llZFKvV1ssrc62uNze9aEFTn+8n3DMKhdqktHkYWTjBU7+6YbIRRSHQ8fhD8ssPdlqFvM1ghsDsX6n1zL4zodB7G4Tp3+8pzbFQevl+CUiwqpf2I18+Ns1Tv7xhky8QKvR5u44wsk/XvHwPYTYbrO64eTwhxXW93xoZigObB4GKDx1X28fBQisOLj+HiYyR4AemOg8T0Ty7L0LTnm3xGfv+VhZtVPLVUjdZ0jcJDj4sITBvLid7zMW4aH7v1nj8TJOrdykWqrjn2JLO4y9jyskn40jxgn2U/nByedH4qEcTo/pSchezs5hgIOPy7i8FvKZMmdfQ5x/C0+QQLVaSaXUwOaxzGzYajc7pKIF7s5inH9+4OQPd5z9eE8lU0boddk58rP7LohGN1+lIxkvopOwTN75uELmKkxSQlHhXwkcgiB8Hvr5T6TeJAiCAfi/Af8zURTLAKIo/i9FUQwC/wXwP3l+q8Tm4ozXp+JXT0Rlchl7B36cG1a+pdIvtX7j0OkmB6sv4TjLLis2w+xCdq11dpfzfanAJ5+0G0S+N311Vug2uCbG75Zft33n8xKrz0/VVLsd9pyjk9a6zcqX3Ozow00xx7Zp+mT3weEl0ymSntJhX2pPko4efc6KCd7PIKO7ai+h0nTSdlPO4TPNdlQxqFT84PZzEc6QqYye1+HUfq8v8jkc49O6nxnBtReoZ/g5D+MqnuEklmJ92YFNr2XZY2XNb0crIWkyDZqxidmgU/Nh24/HYuTqLsXFXXKCYAwvcs5uEuxuzCbtBp2K9FhNlmHIReb7cYSdVTeaOcddKjfwuE2Sf/N5LdzcpIjEC5K2nfMgCOD1mMlKSLRMW9SNw+UxIdMpyDVb9JQyahJyM1IwSUxS5VKDUqeLf1WajLq9FuKh3NRoZaUynaTtHAYISXRsn30P41m2YxtyEjKapM+l2apjd9vD9eeHF2I1jn5fxDLD+nQc2XiRk3+6IXwRxW7TcvhpmXq1xe7HFZr1Fuv7fm5OIqRmOFw9Y7hJaRjxx8Ub5J5x+Ns1Tp6aUpKhHE7fqLNQt9Xl4SzGyT9ec/f1kU6twdKKncMfVtg8CIyQkG6nx/ZREP+ynatvYaL3i2UvXD4rZQmdyosvIbwBaWthGEQutw78LC3ZuPnyyONFAq1WSfwxR6/b5/QPt/QbbQ4/LU/Ibc3EjGdCEAQOf7fO2R/vRqK1Nqtu6jYANpeRm6Eo/t1ZDLtz+v2TSZQ4+fxAq9Gh1+1x+vMj6fjse+O5+/7uIsHBb9ZmvlcKzVqLRq3F5ZcQFz8/0G912Nr3sfdhCcOUZwXAM+SwJFfI2P+0zNm//UrrFy6a/0qQFUXxh6Gf/2z8DYIgKBmQ0P9CFMX/u8Q+/i/A/+Dp/1FgeGUWAOJPrwckXp+KXy0RVSrlHLwLYFwy8CWWIJKdHZkSZdITyE06hyCXseaS9s/VKBUcN+avoC7yaaya0QlOJZcTbc5+UPuI/FR/4OOqiy27nc9ziOQwHmsDMXcApVxGV9ldyMZTjTSx/jt3gNNSdKqXvCAKFNvSKZ+u2Oe8mOCdfZKM/s68zNf47AataqeNWi1HLZcenA9dbgx9JV9D0vez1Pf+HIqxE3BL2oAOY57ryTPUCjmfVv38/izEeSTN1/s4t6kc9V4Hh8PA7rqbDzsBDje9BN0WFBLRqeeJYslr5f2mj26rw7fz6My60Vr9dfDs9UXuIznWl6ZH79b9DvJjXeCpsYaai6sELpse2xwfaodLenHgeNquXGniX5kdSZTC0WGQmynuSfMiomq1gsNPy2QrDS5vkjRbHU7PYxwdBReKHHWmCKKXyw3yzQ6BtdEshd6gQeiLM3UkY6GcJLHYe780U7Ym/JChI/ZZ2xk8N2WJTuf9wwC9cpPLBeRvjObZ5GMacskSJ7+/IfWYxmTRolIpuDtbvFxmmi1nIV0msDY7yjuMYRL6DHdwOvED6HV6hK8SnPzjNTc/39MoVAgErfzm39sCUeTqW4jYnIatcTi80tbR3U4PtYS1pUwmsHMUxOc1c/35gfCzG9aWm5vvYWqVBp6lQYSyXmly8k83mA0qdt/982x51Vol2++WOJGQrmrOUZFw+qwjckz9vojfP9tHfnndxdmXEOl4AbNt/r02bEpw8T3C0hx73HFkx2TN2q0u19/DnP90T6NcY33bzcGnZcy20XFMbxn8bnEaCfhNHP9X3970uf8aIQzqP/5PwIUoiv/7odc3h9723wMun/7//wT+I0EQ1IIgrAKbwB+fak0rgiD83dM+/2Pg/zHrs391RFSnU3H4IYjcreFzOE6quJhjR1EikveMbLVGtFTi/fIkidoOOheSPKp0/v/s/UesrGm6pYc9f3jvvdnem+PPyay6t+9tkmoRlAgRggAZQIIADQQKGnAiCOREE4FAc8aJAEHQhIAAQZr0RA4UL9X3lsvMY/Y523sb3nsf8WsQ24T5w+xi163K7lxAVmXuvcPH/33re993rdVgwdZ/EQdMJlriZGJoVKrRGkS8AQWbATO/mvPwXdDLhtOOeUzbOF4t88LVrY69CXi5KeYmPhbAbiqGT/u00CplMj64fXzK3Iytn1tU2rFm7i2xw3E+ygv7U8Vu3ejmy910Hp0X+Szbvv5qX7cK6uPwNkGyNHpkYdQ840Ekjs2iw20efdKXTVE29VqN+Cwmds66m7PN+LQIi0AiV+LgJs7n8xDfrqLcpHO05SI+j5mtFS+v1wJsLnjQa1Qs+uzchTJ8Ow5TnyLZJz4gZqg3WsTTJQIey9Dfrs67JGdAo4k8Lnc/Wbi7y0Krw2xg9OYjSjA7o0HDSY/90sFRhNXN6UchVlc97I2Zzxv3eaxv+9FYtXzdv6N5/5nX7qMxv+3dsbLiRTOmTQ4QD+dG/q5UrJEq1wkuue6fi4DPZyE+wu/yAc1Gm8BAa983Y+d8igjNQq7K1VWCrffzhK6Sj1VRp9vE0pyDwx8uKE8wY3+AZiBr/DlYeRFEb9RSzpVpN5ssbXhx+iwTbzcoUhqEdcoq7db7+SESClB9ppG82BFpNVrELuPkYzkCf8RBSRjzHbw+ibH1ZhboduTWX83gcho4/uni0QHgAYqedrRtoLuQjuU5+umSmVkb8yvjuxxSbW2Lw4jLb+N451ryNqHz+MhD3dKmn5Nvw17CoYvEyBa6TC7QarYQRZF8toLTJU3We9Fr39VqtanVWlO11wEMZg25MQER7VaHi4Mw+z9eUEwVmFt0sv1uFofbTLMjMr/uo50rcLkzncXXXwoE8U/zzxT4K+B/BvzbgiB8vf/nvwP8c0EQ9gVB2AX+28B/BCCK4gHwfwcOgf8P8L++V8wD/K+A/zNwDlwwRqgEPzOxklanom6W8fH6+ZZBoeL4dne91WYnFOXdop8vl0/RecUe79BJ+BwPs2p3cpLutqNseg3XY9ZQr87ArMnMUT7Kp8w1ckHAqjByWO0hbmpwGXV4tEb0cjViW0ax1iBSLJOt1ci3qqw7HXycYFDei44o4tNYiFTzWFUavEY9XzKTb29SaUlOaG00xQ4n+Rjbdg/RYpFE6nmK+J/iId75/XwJR9h2uUlkSuzcTLa7aoxxILjN5LHqtCx77JxJjG5MchF4MevhKpQm3mOBZNRrIDm+Ct/uiIRSeUKpPIIAr5b85IpVqvXpWsgANrOOXHqYgJcqdVQqOU67geT9Yq3VKMcO6nvcFhLx/spoNluhXK6zseLl8HT4fY5LVGoX55x8GyCSsWQBg0FNaQJpcLlMhG8zY7UHUq35QNCGQq9kX+I59vqHHp9GCfit1GstUhK2Sk6HkUwoN/Y5Psy8zi67MenUUxtx96qsdXo1rVZnYhzlAzptkb2dG9ZfBpHJZMg6HU53bkhNacz9gD8mIcZs0+ObdXC0c4MgE2jWm7gDNs7v89W3P8xztHM7UtU/KFIaRG7EKMEDBEFg4+3co/p/ENfHEfRGDeUx4w+9sHvM1Ct1irUG5VIDVabE5uu5PqeDSchKfHd6cXkY5uX7eaKXSY5GGOkvrPu42Ou3fJLCQ/V05dUs+UJ17EHpAf55J9Vy/dGPVQrVcp3Z7ZmhsRC5QjbS/zebKrHyepYTiYPF5qtZ9np8Rs+PImy/m2NvRNqVQiEbyq9PRHNsvJ7lsMd7dhScHgulKZLKoFvNvb4/HMsVMhYX7UQu78hNmHP/BU8QRfG3SM93/r/G3OY/Bf5TiZ9/AramfeyfFRGttVssBR3snkeeI6LDadYTak7nUfnpOsxW0M11LINBq2a/GB9tAjcAUYAGbeSCQFsUkSkBiX15xWzHpFGynwuTyuQef94WReZMVmLV/osv26h0M957oQKnQYvdIMOi1GGq+RB4MNbu3ldH7NBsd2jcpxnV2i2qrSaVZpO9ZIwNh4t8p8RpYbq5Kb18umpLU+yQqRV5b5ohK68hWIX+Rbg3DkfgcYz5YcpZJgj823Nz/P3x9Ekctdb4DT9bqVJpNHg55+XbdT+ZGUWUFXIZL2e8j1XQXqifseELArxc9PP1JIxbr6Naa7K+6OZoiqF5t9UoSUQBMrkKXpcJk0FDoVRjbdbFt4PRox3lEUK1RqPN0VGEVy+CfB24fSJVxGbRPaY6yeUy7u6GyXw2V2Frwz9SzAOgUslRK+UTDzO9Qiq9Uc38spu9ozCdhPRFXxggKKFwFrNJy8K8k8uBlqzLOZmIqjUKZuYcGI0aaukyW+/myaa7qmFxjOdgL+mcWXByPIVaXCaX4fSYsdoNKFVymq0OZouWQqxAe0SVfxyem+Cz+W6e69MYR/dG7fNrPi4PQpTyFawuE9lEgb3fn+Gdc6DWa7g+GSY+UiKlXoQuEt37kiB3MpnA+utZDsakIrVbHWaWPRyNSdR5gNGqQyEXiEcK9++FQKPe4uCHc7a+X+JoLzRR9a4zqCXtqR5gdRqx2XQ0SlUSY4zQOwNrUio6/uB6+vUGuULG1tt5bq5SI8ni8osgd+cxauXJB1qTaXgeeuPNnKSd1QPE5vBaancZOZNYW46+3jGz4ORWwhbM7jSRuB1eKw53blh/O8fRgGvEIPSG51f3PUEbylaTzHWc0GmUzV+vcPD7P8Km4M+JP5Oh/Z8TU++mgiDIgU9AWBTFf3/gd/8B8L+n67zfoqu2+q0gCKvA/63nTxeA/50oiv+5IAi2+9/NAdfA/1AUxbEDle12hy83Eeb9VtSCgrO76eZ+nFYDofx0RBRgPxwnYDUzO2MinCtRf8aGcJnP8J0vwE/hMMXO00IiE+CF3UOTJqeF+JCl0wOO8lEMChWl1uRFpi12KIklOp0mO9kpRQECdEdEZZg1KsqV6aczVPLpvi4vrX6usjlisgKyjoKd6OSKZv/jyJEVRRbsVkwaNbvhGJNqqo0JRBS6Ve+voSjvlwJ8On9aVBvt4c/XZdZjUqklSShMv+HLBIHtBS/fTrv3I4pQrjY4uo7zeiPAzoQkpklCqGiiwJzfht9tZneCtdPVXQqdVkmlKlFlE+Hbtzu2N/0cX8Qf294APr/lkYiuLXs4HDE7uH8YZnXVy9mIHOiVZQ8H01j5CN33d+NFgKtQeiy51mqUVCWqhvlClUqlwdamn/2e56sYcapUKGUsLrmRyWRcXCQ4PAyzNO9CLcLJ/e21BjX+GRtarYpKoUroKtVHPiP3vp3bb+fYk9hk7S4jNqcJjVZJqyVSzFeIR3PEo3ni9yRl+80MuUyFo2932D1mvD4rp99up66sTkteXQErBqOWg4EkHZ2+OwrU6YgEFl1k70Vv0esUCAKbHxa4Po0/VidHiZR6IYoivjnHEBGVyWWsvQxy8OPoauojprjctHo1FpvhsUoodkQ0BvXjnOL+D+fMrnrJF+tjW76+WQfnR9Lf4bWXQUKnES7Caba/Xxp5H8tbfs6+9h+kE+EsJqt+KAmpF+1Wh/0fL9AZ1Gy/neVkP9z32W99WOTg40Vf9OU4lPP9h1i728zphGvw4jCC3Wfpy3q3O42kJXyMW602tUodrU41lE1vsugkiSjAzXkCh8dCaow37LSvEboHmo3XMxz/wwHNWpPN75Zo1pvs/+aIrb9e4/TL1cjZ8F/w58dzZkT/I+BoxO/+DngpiuIr4H9BdzYAURRPRFF8df/zt0AF+Bf3t/mPgb8TRXH5/vb/8bRP5CqR5TieZGPJg9s2XmkN3QrHtDDpNbza8NF0iJTMVbCV8AQENhcNfFhx8OtlN9/Pe9j2OfCbDSglCMlBJoFdqyNUz6GRK/jO7WfGrOegEOqS0DEotxps2SYPdGvkCmbNBq7LaQ7zERZMlqlfI4BBqeKn5C2pWpW39pmpvMtGbeIP0CtUvLHMsBOPkWvUkMvl7GQivPdPPz8IMGuy0OqIXKazfA3HcJuMvA/6UY2xpmmJ4qNwaxI+Xod4Oe9FeS9SqjT7icxm0E292uIyOrraMc24gVwmY2vew+7Z00b9sLiKInw5DrGx5EErIX54fJwJJudqlQKLSYfdpMM4wf2h1eowN+cc+zf7B2FmvFZMPSp7eY8Ip1oZX81MFypotcPk+cV2cDoSCpgtenzzdnaPwmPV6ABG4+jX3Gy12TsM82L7ScTUO7ogkwksr3jY3A6gVCk4Po5yeBimXm8yO+vg8iyO0PfaG5wfx9jbueXiIklbJjCz6mHr/Twr2wFE4MX7eULXKRbXvGy9nWPzzRyzy260Rg3pVJmzoyh7X2452r0jdJOm2TMjvLLhZf/TNc37ilQ6XmR/5xatRc/Wd4tjbYoeUJM6ZPRArpCx/d0iuWRxKF9ekAncnj+tT7HbdL9aWxQ5+PEChQzWX88Ao0VKg2gOHBbkChmr20EOJZKbpHB7GhsrYlOqFHhn7UOtaq2+v6p2cxJFrDfGzmRqJVwVtHo1G6+CHH+8oHRfqWyOSSurj7hOPFNYKkHXymvv92cYtMquZZQAWx8W2P/x/FkELXQW6xPROTxm6hPGPTodEZ//SSC2th0Y65GbiOaZlxAhjdt3K+U6eosO2Rih6LRz0S6/laDPxN5/+fXxe9a7Fez/9hj3jAN7z2v6i4X4J/znLxhT7dyCIASA/y73BHMQoiiWenJEe533e/HvABeiKD4cE/8D4L+4//f/gq7z/rOwdxsjWS3zetWPfkzlqDmhniYIsDbvZH3LTcZU5w/pEHKFjB9Td7yyBcg0KpwVk3zN3fEpf82X8hUnrTuS6iRyR5XAjJztRRPfLTv49ZKHDb+Vt7MOXrmcGDQCX7I3hCvT+03eVNJ9Q+6DUMoE1my2PlLr1D/Pm27OZEUEqu0mH5N3rJm9uDTjNxVxDBFdM7vRo+VT4mnBkgvdFKcfU3d8CE5PRq3q/tcSLRT5eBdGr1bzYSaAaYSAS62Y3g7l612UWbcVi05D6X5mUy4TeLvg5+g6TnEC4ao0xi/mCrmMjVkXe+f9lZXBedSDixg2mwG3Y4TqOC/dllfIZbxc86PTKPl6eEep0kCrVeJxSdstPUCYwqPz8iqJVqHEdy+GelDgz83YuRoRo/mAVLrE4nq/ldncrIOjMWIWl8vE1osg61sBLA4DhWqN+JSRgFK2bIP4tn/H8rIHq1VHNJxhYcnF1osAeqOG07MY+/shKgPVHP096bu4TKCRINbQJfY3l0n2vt5ychxFoVWCUkYuX+XiNM7+zi0HX2+5uUhSndBGdbpNhK9TXeP0AaKQz5TZ/3KDQqdi+/tF9MbR1/q4zXt2xYM7YGPvxwvJCuvCmrdPtZ+M5ljcGL5u8+kSRx8vWd32Q6eDZcR3txfXJ1FU9yIyhVLO8maAo0/TkVDovq7ZFWl7OJlcxsKGj0uJyFGNxPcjny5xexR6FBwNYjDicm7FjV6rGJqDHVVVXXkRfJz7HIRaM/n72otMPM/F3i06jQI6bTbezeObd070i31Ao95i5t6SbHkrwMnudFqC8H24glanIj7Bogng8OvtkMfqJIHMzXmczXejLZ3GjT1Ad7Z46+0s2fMQ19+u+37XGhgvuDsOUytWWX4zP/5J/SXgFyI6Ev858L+F0YxOEIT/viAIx8D/k25VdBD/Y+D/2vPf7nuZ/0O0lKTHhyAI/8sHA9ZWdbil0Wx3+HQVRq5T8GrFJ+kbmalLL85Oi4FXWz6M8zp2KnG+JKOPsZv2+9maq2wenXz04tFBJFErcVKMs5O/41Phipt2BMFyTkq8Yt1m4o3dN/Y+BpGslXhpl/YllQnwyunhMN9fzdjPhfDqpvcQHLRJOszFKDUavLGNNmyWskhSCnLe22Y5TqWJVQYW5p6V6IfE9GRUHFEEzFaq/HQbotUReT/jx6nvtw9RKZ438nwWT6PWKjBoVdiNOpZcdnZOw1NdtNny6A1fqZCzGnCxfzG8GUlVM0LxHKVag7WF/qqCUiEjNtjOFAS2V33YzDq+HYUeiaogCMSTRcqVBotjqp43kcxUYwWJZIFCpszKoptwLIdOp8IwpSJ77yDEwr0xusmkpVio9lV2rTY9m1sBNl8EsbtMxNMl9g7CHB5FsFj1HB9FWZofX7l9wCQv1AecnMVYXnRhsui4uEiwtxeiMIK0udymx7Sner3F/PLksAWFQobFrOPbx2s2RxCcUVCpFahV8sd292CL8wGlQo29zzd05DK2v1/CNGBZA/0q5Qdo9Cq23i9wdx4f6+s5WD0EUI0g4dCtCO7/dEkuVcRiN7Dycobt75dYehHEOOBh2ag1mVvxoFDKWVz3cfz5+UrmUb6R629mORkxP6oc8f1otzrs/+GM9W0/6p7XKMiEx0QkuULG9rs5bo7CpCTIWDKSRa7s33AEQaCcG916H4xNnQSDWYvHayYTzrL/21MOf3dC5DiMotNmdtHJ1rt5Nt7N4Zmxjwyp0OtUKJRy8mNGAgaRTZVYXvWytOaVjPmUwuVpDHePy0K9Onm87ODLNfPrw3ud3WUca5fm8JiZm7Gw919+pSFxvdQlrKtK2TLnny/Y/uvVic/rF/zjYuLOLQjCvw8kRFH8LAjCPx31d6Io/gvgXwiC8Dd050X/Wz33oaLrP/WfPPcJ3puu/p8AdO7gSIqQLVf5XK4y47FgUKg4ue0KcOQygUiPYl4hl7E276KqanGYSXIrkfMrEwSu6t3bp2oVvvcG+JSZTjhjVat44WpxV40T1M2zn++e+k16BVvaAJ22itN8mkJzfMux0JResD64/HzJDj+Xlthh3moiOkgGRyBdH16USq0Gn1IhXtr8hCtZMgMCqVqrv1IzZ7DRacn4MSbdcm0PMLofEnd8CATYCUdpj1GbpfLjX0Ol2eTjbRiFTMbbgI9EqcxdLo9qjEG0QibDpFVj1KjRqVSoFXIUMll3ZFYmQ6kzcnA1fVRnplhBLhNoDxBLlVLOotfO4ZV0RWTUyy5V6pzcJPpiPL0OM6EeM/GNJQ/5YoW949HVxWK5Tq3RYmvNz77E3xWKNRZm7FxPYTRerjS4OI+zvRlA1hE52J2utS6KUKw10GgUuJ1GEvEC65t+5Ao5iVSBeKxAZoQQ48F4/+gwwquXM3zdH1/BUSqnO0u/2gry08drAg4jk+o7HpeZVPipg9GaQhm5vhVg754M7e3csP1+jv2P11M9t+VVDwc7T9f0qMz6B1TLDfY+X6NSK9j6fpHIVZLM/fxerdJAa1A/Wh6tvAySiubZn6BSFgQk04bO90OPsZ+D0PeMReTSpaEKod1jxuG1oFIrKRer6PRqFla9I0njJCRCwxWy7e8W2fvD6Bxy1ZixF4CjT1f45p20rQLxSA7vrJ3ITQaXz4JGJWdvjNCl3ergCzoeiSvA6ssgx2MqveGrJAqVvC/ZaxRsbhMqGdwchvEv9h9SG7UmNwNdBo1ejXfRjcGip9XukI7nSYSzFLMl1l/PSgqUBEFAo1Oi0arQaFWo1AqUKjkKhRyLRUsqVcJq05HNTCbQtUoDp8eMXC6j3e6QlwgEGESnI5LPVdCbNH3JXTanifSISuzmm1nO/3BMsjR6Dy1lpfeQTkdk9+8PWXm3SPQyQWlEx+nPiT9X1vyfE9OUkP4K+O/d+0lpAJMgCP8XURT/p1J/LIriPwiCsCgIgkMUxYfd7t8Dvoii2DsgGRcEwSuKYlQQBC8wPQsYg9tUDoCtRTe5XBUBuGoXCLrN2Fx6jvMpPhbHD9evORwcNZ423c/xCD6zmciE9voDCY3Uui/TqHx6e5tii4vKNQAajZwVqw+5qOOskCFTH74YrkppNq1eDrJPb9mvPAE+Z65HPv5BPoxVrSFbH99W1itUXBdHtz2+ZSJYVFpeWv18yz4tdqVm9+QpIPDOPsOX+FMFWQpSv/spGeK1z8thNCX5e51SSSg7XVu21enwORRBAH49F0TVEJixmBE7Is12h3qzRbnWpFCpUazVydWq5CRUYu9m/bQ7UKs3ebngpVRtcBEdHZMKXVcCp0lHsqf6oVEpmHXbOB6TPT/KwgW6tlo7xyG2VrxcXCexGLWEyLIy76LRaHF4Np3oq9lsc3Aa4dVWUJLImZ5het5pi5wcR/nu/TybW88z315d9nB1FqdQrpEfkzP9AJlM4Cb09L7v7t6yse7jcIT4qXubyUT01VaQb/ctSYfbRGSMJ6jJpOV0QIx1cZnAYNRQGjGvuvHiiYQ+YO/LDS/ezbH36VryNg/YehVkf0DYVK00UCjltCfMBzfqLfY/d5XWmx8WSIYyJCI5zDYDarUSd9DOydfpDtBzaz5JL9Bmo8Xqyxn2JQRFWYlDfC/SsTzpWHfNnF/3IQgCmUSe1dezqDRK6pUGyUh2ZFLUIOKhDO4ZO/F7RfskEgqgmGJcJ3KVRGfUsLLpR6lXY7Ubudi9ITFFUpfJpn8kojK5jFxi/B7RbLSYXXFzI+E+0AvfnINKtkTsPkI4n578HtXKda4Grne9WYvTYaBYrrC06KBZb1CvNqlXat3UolKdak4cWhVnV73c7lxgn3GSu0lhNGtx+qzozFqQySiXGyQSBcoDVcu7yyTbb+fZ/3rzeDiahEyyyNqLIMc915DUOIzNZcRqULI/hTl9LjbBoeDTBc6gHYvLTGjKdfUX/OkwkYiKovifcF/JvK+I/m8GSaggCEt05z9FQRDe0NVl9+7k/xP62/LQdeX/nwP//P7/xzrvPxf7d3FUCjl/9XqeZkfOaTYNicmzLgA6vRx6rvtmp4NVbiDC6C+3RaXipatFuPZEHDMNabLXps1VtbtgyJQCb8w+VBi4LPRHa/auob/yBPmcGd/OqrWbvLUF+H10vM/qgsnGfm48Gc81quykq7xxBDkvJCi16uQbNTwaI2aFnh+jk6tj1Zb0HOVOKsqWy811OjckFJo1WTib0gHAqtWw6LCTq1bJVKrIGwJnN8lnzcN4zAa+3UQJ2Mw0Wm2+XXYXpVmXFZtRy9FdglpDWm1pNmgfiahWrSTgNHN6M/48Na4S/ID98yhBjwWzXsPynIPTy8k2T4PWm6IIXw9CvNgIsH8cptNTuU1lp9v4ARYXnBSrDbKFKueXcUmF+ihsrfgwWXWEw9NddwsLLs56SbwIVxcJgn4rd6PuY8z7KQiwvR54JKEAsQmkZ37Oyd6Ab2ir1WF23cOBhDWVP2gbaVq/u3PD9ttZ9kf4LM7MOzgZIeAymjTkxnjC9qLd6nCwc9t1Gng/j9GkYf/Hi6lJKIy3yslIEE6TTUdYwrJnEEarjpklNwcfr9j+boFUJEdq4CBgtOpx+a3oDBpazRbZZJFEKNP3nX2A02clfpdh8/3CRBIKIJ9ybrxSrHGxe8P3/+4Wt2eJvkSgcVD2dGHWXgbH+qk+wDghzWx+zUviKk65pwpdylVQaZU0JojReiFXyJhf83Hy6YJCcfpQgLk1H/G7FNVSHb+qe9Ar5auSVXGrw4jda0Zr0NABisU6Z4chtt/MsveHKdwQ7nG8e8fm+3kO7qu2gzOeG69nuPp4SnpEJ6UXWoOGUmzyHpK8S6PWqtj81crUz/MfBf8GVkT/6GQlQRD+Q0EQ/sP7//wfAPuCIHwF/g/A/+hBvCQIgg74Z8Bgbuk/B/6ZIAhn97//53/sc5HCit+JK2gipirTGDV0KAGlTM5pZfi0+i0VY8siPSxvUal45W73kVCAeD2NWz1BACSI3FTDnFVPaCvjvHQa+ZUrgF9n5jAXZcZg4TuXfyIJfcB5KYZmgs2STjF9NvqXVAi1TMkLi5clg5N8pcVRZjrbrPIYC6r9bByf1YhZ3b8BmlXj5xA1CgWv/F62vW4KtTqf7sKcpzKoRDnHsSSvF6Vna0fBazLRane4TmYJ9CSF3CSy7FxEkMtkvFnyE3CYh26rvRdf6LUqfDYT57eTF79pFK+rcy60ahXlZhO9QTN25ODxfkf8fPeoa0Ok66kwhKI5HPbx88RajZLt7QAXdyniyQJ3kSzLz4znKxQqXN6l8UyRzgPSwpJ6vUWt3MA8Yj5wcDTiAQqFjI0VH3sDApZYokAgKJ0kpVYrub6QPkjUJKqTOr2aVqM11lpp/9st66+G564NJi3lQpXmiEOObowbwCiYbXqazQ7FQo3ZVem1SgqC0PX6HIXIdYrgwGfvn3eNre4L91ZPYlt8JBej/ryYLXOxH2Lvh3OOPl8Tu02jVCuYXfGw9d0imx8WmFn2oFIrKOcrrE5piA6MnJuUwtqrGfKxPHeHIbxeM9sfFrC7h6/7Xjwo5xVKueTogBRaIz5zgNWXM4SPw30k9AEWx3ghYi8cPgv+OQd7vzuRnP0dhbn1JxIKcLZzQ3Bh9Lx2LlXkYi/E/h/OOfzDOXf7dzRTBdStJqtLDrZfBVnfDuAN2pBPiFI+P4rimelemw8WVxaHgeVlJwf/1TcqU5BQAPOUSV7QnWM9+N0xrpnp3Ax+wZ8Gz1J3iKL4L4F/ef/v/8een/9nwH824jYVYOhTFkUxTVdJ/68UXpsRi0PH12QcKl1DX5/BCLnpbr/hcrDblDblTpdrKARZX2ynRaXiladNuCrdapkxmInXp69AhWoxIAZy2HK4WNDZ+K9j0w/255tV3rjm+cOYquiQOf4ENNptFB0NpUaLWaOFw+x0UxSFMbGqAKf5FLMGC0q5nFSl+5yaErNTMkFgzeVAo1RyHE/yNdzfSpmzWji46x4CDhNJ3GYD8QlzpgAzNjO7PalNTruB0EBrrVxr8OW8+16u+J1olAoObmO0OyIKhRyjTo3DqOcyPL6V/4BRm7cgwPqCh2qtyclNl+i/Wvbx7TiM02rAYzNyMMGvcRROLxMEvBa0mgbp+wXe57eQGqX6XXaTzlfYvY8KtZi1ZHMVFHIZMrlApz2ZTMsESCaK1BstrBYdarWC+hjCplDIuL6RPuCk0yXm551UKo0+f1OAhsSmrlYpmAvaORxRqbQ5jIQkDMtXVzzsj0jfubiMY7bqHufeBAECs7axtjbQJV8nhxFWtvyPfysI4PGYxsZ/ThuD+ID11zPcnic4Owiz9iLA8c4tG+8XuNwP9eWJS2Fu1cvVhChSk80APB20x9E7/4ILhVLGwYA1U33KKiNAvdrkZkB5rtYqcfqsFLJlxGektU2D7e8W2PvNMfP34yfR6yTR6yQIAvObAXRmHVfHkSEBTe5eTLj6MjjWlL8X0Rtpwrr5bp7DP5yODE0wmLUkphC9r72Z4+Y4TPL+YKyeUmQ4v+Enep2kNuAaoFVN70YiCAIbr2b49P/+hmfWQezmqWotVynwzTkxu80oNCpq9TbpZPExfalea6JQK1FpFCRCWdZfzXD75ZzTk+lFVgAG0/SjR86ADbPHRmJMgME/On6piP58YdSqebXmJ0ypS0KBGZeZZKXMt0SMJZt0FWQQMs3oBe6uVOC19am6YZ5AQrt4XkQfdG2P3liDqFUl6kIOl17Oa/v0FY5wNY1CIiYRQCNTcF2cjjQBbJq9yNpKDrMJ9jNxDrMJls12Xju9klGMvSg268gnVCRuSjnkagGfsVs5juWeyNGczcr7GT9WrYbDeJIvochQKx/Arn6qHlUaTcxW7VQG2Batlk4PMbxO58be7jScZPc6ilmv4e1yAJVKjs2g43qM3+ggOgNEVC6X8WLFj89l4fAyzlXk6b6q9yQrmS2xdxFlcdFFcJQX3oTFKxTN0RFhxt+9DqoSpNCgV7O1FeDkKkEq8/Q5uO+rwcl0ibURFjqDcNgM1O+ffySaY2FtvPJ8YdFFcUzi0tVVkjUJ78fBUQG9XoXfa+H0bPQ4QyQ+PGIjkwlj8+Q7HQj2KPm3Xs1MJKEPaLc7XF0kHt+DrdczEzPoVVPa/BjMOtZezXC0c/uoun+Ymz38coPFbcY/wYFgnB3UAy4Pw33q8sjV8KFBo1Ox/d0ikeuk5Azkc1TbvRAE2Hg/j96ko5Atc/L1hs0Pi1PdVpxiV998N8/eb44BSA4SElHkav+Og9+d0CzVWH8ZZOVF8LG6l4jk0OpVRJ8hdMxnSjh9/dfx9ocFDn57PDa5SzOBUKo0CjY/LHD003lf2tWDbdY4zG/4iV4lhkgowOnONcEFx8T7kMkENl4G2L9/LwdfY7vRInIa5eg3x+z9f3c5+4cDMke36Bo15nxGNrd9WMxa3vx6iYVFO4d/943SH/Gdmeb1CoLA9t9sUCo1uHjGCMufGn+qnPm/dAHUz56IKuQy3qz4aZrhx3iYZs9G7+ixN1FP0d7UK5UclccPke+mEthUOswqFW8mklAIVWPIJxC2B8iA19YgcwYdp+VzkvUslVabZL3AWfmG9y4XXu1kz754rcBrp/TGv2C20RQnVxPUMjlvrXPsJhOkav0V1LN8mp1kFJ/OxHtXAJVs9Hs7qdUOEK0UqcqabDpdiO2uNdOs1cx1JsvH2zDpyuiWjNtoYO+2/zM4mqJFv+SyDd0uWSizHJi84GaKVT6fhWiKIrV2i/VFN2/WA2wvefE6TEPzmr14+HqqlHJerQWwmfXsnkUIS4gc8sWB9/02SSiV58VWAOOA6fY0G242XyGRLrG25OHyLoWmR1G8vuZFoVFIKvK1PQt7aYK/6gOslv45uIOjCFsSLeoHKKaouhzshXi51X8fpR6bFrNZh82kn+h1mkgVmZnt/5zX1nwkJ4grCveb9NKal/2d521e7XaHUrnO218vsj9BwARMbGMCrGwHkMsFjgdnV3u+f7G7DIlYns330n6NggChKWY9q+U6S/fvvX/BOaSQX3szh0avZu9H6dQfQSaQkTgATMLSdgDfvJPDj1dk4nkUCjliR+Tg4+XYZKMHTKreL78IcvTTU9WulK9gHWHS36w3OfrpgtOPF+jUcrbezRFYcLLxZnZqYc4DnPfjKjKZwNa7Ofb+YVRWzBPGzbt6Zh3YXSb2JVT+iglxxAtbASKX4+ditRPuQ66Qsbrp5+B3T48/rSK9UqhyvXvLwf/vgIO/2yN7HiZ7FWPzu0WUE1wPpDAu+ADA4bez9HaJ/d+fURtjEfUL/vHws8qaH8TWnId4u8wfktKViWz7icDspxJsOJ0cJUdvUmsuB19q12Mfs9xs8MLhx2SIcjuBhAJU2zUWDbOcFkefmAXghdVPpZ3nrNzf3knWnk6ER4XuvOZfuYP8lIxI+no+IN+WHgcwKicTw3mDnUYDfoo/9YGkiE6onCdUzmPX6Fgy2znIxB+V9Y+Pp1aTqY222ZAhsGSxYVXrUAtytFY5H2+nqzQBzJrMpJLDLeajRBKX2UBiRIteOYI8a/XTVaK25z18PLvjzYyXb2f91S2tRonXYcKk0yAAxXKNSDJPtd5Cq1aytezlMpTh68n415nMlYcsotodka8nYQw6NS82A+wfhSVFHaNQqzc5vUqwveajWWsRjeTwBawcno5WjtZ7zPtvQhmWFpxcTCAvWomqxNFpjNkFBzeX/degSqXgago7KYD9vTtWVzyc3CfoPCQvOe1G5DKB0JTCKItNz+3N02NOk+Jyc51kcdlNLJRB7IioVApMFh16gxq1VolSpUQuE7o5x60OjXqLaqVBsVClVKxSqjQ5u0iy/naeyFVibMykMMYNQKNTsbDm5fCLNBkenItsNtocfLlh7c0ct2cxKj3q/2na8g8o39vl2JwmwvczpS6/FbPN0Kd4loLdbZb04hyFwKILjVbF+YCYK9Hz+e79eMHmh0WOPl/RGVFJHJcrH1xyc3twR2fgbxxe60QlfzFTZv93p6y8nEGs1ZmdtaEzaVGoFHTuHTiKuTLpZJF2c/g5CDIBhUrePdT89mTsYz2gM2K93/ywwNnO9UjfznHOAYvbQe5OozQmiBBPd64Jbga4uxy+ThVKOYsrbo5+6BeP3ZxE0Ju1kvOuo7D5YZ7d/+obM+t+9n9zhNlhZO3NHFeHYUmxlBQ6Y2Jut/9mk4vdW9Jfr6d+Tv/o+CVr/ueBebcNwSDjc2Y0ETRoVJzl+lvQg6k2g2goJs8wvXHbaaliFNsptsyztDpwXY5S64y+rV2t7lPhP0AAti1+ap0iF+Xh4XuVTEG03H/SrneafMtfMm+2oRR1HOSkCe5NOcNLR5Bvqf4WZaE5+mIWEHhnm+VzIjyW5A4iXauQrlUwKFR85w5ynk+Tvq+i6lTDhMStNTBjtNBudzjPZDhLZoAM7zx+viSivJv3cRJOUhkz1A9g1mg4uJX+DpQbTWY9Vkkiuu51chySJlKnsRQqpYyGxObxAINWRTjVre4kShVkgtDXcq82mlxG+r973RlQNxpRxs4YH9BetDsiLoueZGb4NZQqdb6ehgn6LWiVinHicTRqBTqdGq1aiUatQKlU0OmION1GwvHcWBIKkBjYlBXTiKckKlHNVptCtYHRpKHY4xm4sOjiaEoLFbEjEr5N4/WYH/PkfR4z9VqLVHL6Nl4omkMQuhXqxSU3V8cT7HT8VhxOI3qdikq1TksUqVaaJNNlklOp2wVm5h0c7obIZSuoNQq2PyxwtncnGcs5qsK9sOYlny2PJKHdh5LeyI6/3eHwmHF4zNzejy5M05Z/wPVJV0xSLlZRqOSsv5nn+Mt1HzkcBbNdPxURtbvNuIM2jj5fD81T2z3mobSdg4+XLL8McnsSkyRiLYlRHugS6HwsK3kb9RRpXQDb3y9y8MM5WoMGsdWhIuFrKQgCVqcRs8OI1qBBoVLQ7ojIFQLLGz6OppwrBYbIotagZnbFI1kF7XsOI8ajll4EuT2O0hgTVdr3eBJVUZVaweycgxMJt4BOW2RmxcvRlMKy2VUvB3+/D4D5Pq0rnyqy+/eHqHUqtr5bJHqXJj1mhAagWRv+TO0+GzaffeJ79Qv+PPhZEVGFXMb2qpfP8SjiBM4477PxqdC/4R9nUrxwedhLDM+P2bRajkqjNyOtXMFfzZo5Kl0iVkXWLXrOy92LTyFTsGbwoxBU3FWS5Jv9xKHYGm7bbFt8NMUyl5XRF6lTbSNelq6aRKpd8va9e5azXJ60hBepKOtfYJQyGVcj/EM9GhNGmY4fYtLT8FO4DlFqNfgxfodSkPHeFSBaKaBRKNApFCxbHKhlCiKFIuFCgURhePOW3/cUP0Ui+M0mvCi5SI6ev1xz2PmUG03qDmMJ3i352Dnvr/g0x5DMUq3Bq1kP++ejvwvLfgc7F937DGXyvJx3s385nsiIYvf1Hd0lWZp1cH4zXQXQYtRKEtEH3MVyAPztm0U2Vn202i0ajTa1eotKrUG5UqfabFHN95N6lVKOOa3DZjNQGJPnbjJqHwVODzi5iOP1WIjeP7YUSiPmPdPpEstLbkrHsccW7jSxo72oVBoYDBpcThNiRySbKU/MpB9EKlNiYc7J9VVSchEUBJidd2IyaonH80TCWer1JplUiaVl91QG371YXvdy2BMIUK+1+LYXxmI1sLhh5ujrbV9Vb7CSp1IrWHkR5ODTMEF7DlKxPHKFjK3vFjn46YKwxKznOLgCNmqlOjaXmb1nkCjthPlGvUnDwkaA4y/XpEe08D0z9kdf0l6cfbtjZtlDNlmgOPBdlXIlMFn10GpSGHFdddrjXVbkSjlrr2bY+323AlguVNn+flnS/F4URbKJAtmByNq19wvcHodx+Mw4fDYUSjnFbJnIVZLmCFFfb9U+uOymWqxyNIVdlNS3ZflFkJtnkFAYropqtCp8AQtnX56fkjUInVFDKZ5+9M4dnFWtVxrs/eYImVzG2vtFyqU6dyNiVAeTrbb/ZoOL3TvO/5KroL34C5/n/FPg50VEVXI+JaJTCVEYse6V2w26n3T/nSw5rHys5CRvs+WwotLmOCw9XfRGuZUM3UW8RYvrSrdCIYgCS0YfOrmeWDVHop4hXI1jUVrJNatsmr10qHJVmXzxGuR6YLz6ez9/g16p5lfmAD8mQn0ZrCeFGKsWLyf3leFFk52TwjAJf2MNcphOEW6N3pSmmUF8QFPs8DERwq7WYdPpaNVFdqOTvTBbPVXYcKGAUibj3byfz9fhISKsUSo4DU8mc0fJFA6znlS+uzi9CHrYux5PGltjJrtXekjoA4ojqi69WPY7OLiP/AynC8z6bdxMyFIG0GknV2fsFj0f925wmQzcRadrf26sePl6EELtsYxVwntdpqEoTFEEh9MwloimUqNbm2fncV6+CrL35RaNRsnFM4QeCoUMh8OI2aTF4TJRLtfRa1VUqw1K5Tq5XIXWmHZsL4wWLf6AlbP7aqhSKWd+0YVKJefuNsP1wPiBP2AjnShydhIjOGunmC6TnyKyUatTPiqDB5HLVshlK/jmnRg1Cs7uBVC9BGpmsRtosC+RjCMFYcJMervVYf/TNR/+rQ1q5Tr+hW66stgREUXx/v+h3ekgdkTarQ6dTod2q4NcIUelU6FvaSEsTHdCZXRVrltZnePqKDKR2I6b97w9i+EOWNFoVSR7Kq+DSn2NToXFouF2TEjCKIIKYLDocHrMHAwY/F8ehtAZNJJV0UFs/3qZvR/OWXoR5GznmmRPRVmhlBNcdmOyG+i0RTLxPPHb7vr9YGq/9f0iRz+e98XmjsPg2MLKyxmujsIjCe84PFRFdQY1LqeBywlCn7vTGDK5bOToxAOC8w6Ofvc0J3t3EkGukNMeaLN32p3HEYDFl7PIVUrOvvXPSOdTXdJv81lx+B3s/36y3+wv+PPiZ0VEK60m7+f8fLye1NoUuRxR+bvIZXjt9fE12r8Q5YXhCp1KJuNvZu2cVC5o1/svpI4orcwTBZFQ9en5zegcWFV2FGiJ1bPc3KcrTQMZ01m4lFt19gqXbNidNJoKTgtPbWGj5qmNOigcMis1zGqdfIz/cbZA4zBnsFKttfm70AXfeYP8FJ7cjq4MnM6bnQ4/RkJs+J1kchWSpadN/4XbzefzyfdZrjeY81pI5csIQK44ec7oOJLEpNdQGMgrVinklCUqCJeJDJuzLo7HmNmLradNtFxrkJZX8LvNhCcIOKbJhffYjBxmyhhMGpiiw22z6Di+r/iGYjlebQTY3ZOuhGtHqLePzmJYTDpyhWEiZjJqKU6I99s9CLG65kUhl3Fw0v/9UyhkOJ0mTCYtarWCjgi1WpNcrkI6UyIaLxCNF1hABBEuBzww9QY1ZpMWnVaFWq1EoZDBPbGq1ZtUyg0KpRp3kSxzbgtWg45Op8PNVZLTMQlQsR6Cc3eTxuky4dIqSUTHf4aLK172JczwexEJ54Buu7ReqFKrNZErZGy8meXwy83YWcdhTCaH2x8W+PSbUzbfzLL/03StU+h6lR586hJim7frVZlLFLg7H3/QlCI962/nSEZy7P0wnfF55Hp89TYeymK26wkuu7m7Hz3obb3LFTKCCw7OJsyzxm/TkuTJO+egVWtKJlCNq4r2YnE7yP59FVPK37PVbHM7MCqjN2nxzjvRm3So1Aq+/f3R1CT04T4fsPxqhsuD8Fgv03E43blm6e0CjVKV6wGPXimU8hXmN/yS79kDNt8vsPdff+v7Wa1cZ3YjwM3h6Me4+NYlwf4lD2a3hdOdawSZjFI6z9Y/2eBqP8TZzvV0L+wvCH/pCvc/BX5WRBTgh1iYd3M+9u9iNEecsuY9No5ro6tl6Vr5cT4MwGswclru38yWrWaspgqHZenTVG6CR+YDEo0UPp2RciuGRm5gyzzHceGO1hQm+9UJLaJBXJeTyBD4tXuOvUyKYrPOfi7EjNHJbTHfZzC/afYSKZbYSU1HQp9zbby0eTlLZajcJyt9TIXYHjES0YvMCHX8YTKJWa3mRcDDbiiGQibjLjm9AvcgmuDtog+hKfL1ajJTa7U7LMzah8RE2/OekeR3XBV1e87DwUCrv1CuoVTIcNmMJDKjq4etCZWEjUUPh/fCncOLKEGvldCEqqjfY2Gvx5P06CKG02EkKVHFbDSlN6xms83sip3c7jDhdNr0lCYQUVGEcCLP1rqfFy+CdESoVhvkchUy2TKRWJ7ImJi+5WU3J9cJlu+reb0ol+uUx1hBPd7HootqpfFYER2HhUUXlwOWUMlEAZNJy8yCg1sJEQfAwrKLg2/jSWgvzs+6caIvXgawmLTs/fTHtD1HH16UKjnLWwH27snn3qdr1t/McTRF/rsgCIQun9bJTKJA5r7l7J5z4PJZSYYyxG6H7eGKPZXjhc1AV4E+EG06Dr45B5EpBG35dJl6tcnyiyBnu3d9vp9rL2c4+MPkGcFmvYVnztn3OlZeznB3Fn00epfCpKqo3WMhHsk8jqQUp6imQ5fknn+7ZePDIplwBrHdZnE7iM6oJZssED6Pjx3XeKiur7ye5XI/NDUJVSjl2D0WzDY9Ko2STqtNtVDBpJVRaSv79tBxMIyJFPbNOzn5g7RjgHlC6MYDwucxwucxbB4L8y9nKaaKHEyRuvUL/nLwsyOiAJ9iEdY8dpKZMrnq8EVvtWphzOH5tpDnndfP50h3M56xG4mVuoucXIB/OuvivHpBqDqaCIYqaSxqGaIwmijIBYGX5iDn5UMA5nTr7OZPcWqMeNSzXJeTZJujSUiy+rw5NOgKsnbzV1g0OtYsfj4mw/gMOsKlApfFNGqZnC1zsE8RPxWmbMF95wjyMRrpE+90ELksp5gzW7jO5yRvp5TJSJdHiz7y9To7ySjv5/3IW/DlPIJGIUelVKBRKFDK5SjlchRyGUq5DLlMhlwmIBNkCALd3wsCWpXi0Z9zHHIDSv+Aw8y3MST2JJpixW/nYsDYXi4ThmYsH5DOV3DbjNjMWjIjFKHlMWbkWo2yjzyKCJhMWhhDROeD9j4SCnRN5wN6SSIq9bMHXNykUKsUj36hDzBMYaCtVisIBmyUq3V2R8RcjoIgQPWeIJ9dJliY7856Pgcmo4Z0uoRvyrQa7YgRiUKhSr3RYmXDx+lh//uqVMkpl+oTLx2DUYN/xo5So+iS8HCWQrHO4UGExVczKAWB0927sR6TvRhFSix2AyabfkjodHkam4rozSy7h0zmHxAPZYmHut+7wIoHq8NI5DLxONOZiefxzTnRmTSc7z5z7QFsbvNURBSgVmlwcRhm4/0Chx8vkasUbLyZY++3x1M/nsVhfCSiD6KkSe4U46qiSrUCnVlL+uzpcBW+TKBQyWlJhHgMYuv7rt3QxocF7k5aj9VAAKPNQGDZg0wmI3qdHLLJqlebrL6Z5WL3bqiSKggCNrcJi8OIVqdGFDvUSzWyiTzpSJbocXGoybL4YoaL3Vv8Sx4MdiNnu+Ov39SIER61VkW7UqExYo2rPHPuu1FvkrxJ0GrBzLqf26Pp3Vf+ovBLRfTng+N0Gq/BwIzWzG2m/8JLNScTuHC5gEIm0OqIxNs5AGaMBgL2FkeVyafmWqeJXe0k1ZCu8unkahYMFs7LT9YcmUYEjUxFsVWk2DpGjpwX5jmKrRZX5f7LXSHIiVaf503Xi1yzQq55xWuHl3y9yEu7l1yjOmTL9K8KSkHGS6ufHyPSF3+p1USvbGDTaMnUhkmXQ6cnXp2chtRBxKRRIwpQ7bSp1tvk65OrXx+Cfjp0s943g27USjnXiSyZkjQBPI+nCdiNxNJFBAE0KsXE6qRSOzxK8XLBx9cxKvl4pojfacbUFilIVFLSY7z41uZcfB1oeR1cRAh6LYSiuaG/F4TRa9zxZZytNR+HPSTVaFCTHGMxVCzVeLHuH4rRnDSjaLfp0enUHB5FJE3qJ2FtzcfB+dP1olRPn/zSfX7gdZs5PY1RLFQxmbRDc7C90GqVnI+zt6o1ObuIs/l6hoOeZKb1rQC7Eur2R+KpfiCeGY7P+gle83628eLeGN7msxAI2rg9iZKfpNKX+JCDiy5KheqjWr7v+VebtNsiOqNm7OZvsk6XWBO6TBK6TCIIAvNbAUw2PbQ67P3h7FlWY72YZC80iE5b5PDTFdu/WkIul/H1Xx4+6/ZKlWJIlDQNRlVFV17PcTAgLGrWW8ytebk6GE/kgssejj91K9hyxfCWXcyUOPrxab7WM+fE4bfRqDe5O43hDFi5O4sTWHKjM6iRyQQa5Tr5VJFUOE3yIkryYjrXCoDU/Uxr+DwG5zHmt4LIlEquRoy1RK+SOHwWUgNq98UNL/v/cn/k49yeRFCoFFNVcLUGDTaniZuDEFavnWK2zMu/3eDg9yfPGmP4s+NnYD7/p8DPlogCREsldEolWz43+5HuAmvWabjITxaBREtFPngDJMtlbqsx/umMm9vGFdeV6Rc8g9xCiuGF3aEyY1F1uB2YBy208qyb1tnJdX/eps1lpbs4LRk8aOUmToohGp0WLrWNZOV5qRKCKKBXqtHLNWjlKtRyJQpBgVcnxyDoScVr3Jam9/Lrxbhrw6zS4FOb+RQbfwKNV0usmO2Umw3qA2MHVo2G+BhhllOvx2M08DkawaHQ8XrGy87tdIunRavhOJzEqFHTaLc5CHU/M0GARY8dq0FLPFfkLtV/oPE6TcTSRV4t+oYESlI4vIsx67Jwl8gBoNeouLybnGIVTuaZ89potdpUBjbcfKmKVq2kNjCbOuuzsStBcEUETGYdSBDRrRUfeyejX0c4mUevU1G+J0Eel5niGP9bgHiqiCAT+kzMx0VKzs86yObK3N0n2NzcpZHLZbSnrPbJ5TLSA44LJ+dx5mcc3NxOVzF7uRXk2327vNXqMLvuZO/L6Pb5wpKbg2/jD2+dtsj+XogX72bZ+3RDcM7B/v1jGE1afDO2LvHMSBHPfuKu1aq4Gqg8ZlIlMqkSCqWc9e8WqOarXI/Y+AfTu9bfzHJxEKYxRpwSj+RY2Q5w9u12ZEU1OWEWdhCBRRdqvRqxI7D/5YaFF7OoVDKuDsJUpxideIBMLuPuYrLYsReeGTtOv5VyoYrBZsC15EWlUaJSK1Eq5cgVMmQyGcL9ytZpd2i32rSbLRq1FnKlnLlV75AoaRKkqqKb3y0NkdAHGK16yZ8/QG/SUi3VHqum9erk9y12nSR2P0/rW3ChFEBo1rn8ND3ZHAWjTf8omnrA1X732lh+M0+t1pZ0YvDMOPqI6PrbOfb/5d7Yx2pUG8xtBbneH3/tqbQqPLMOLne7hz6r20wuWWD3tyf4Ft3IZAJ3U1rm/YI/D37WRBSg0myyl4nzfs7Pp+swc14Lifx0BO6qkGXTZWPWauS0/Hx/sVZnuBIzp3PTENMkRuTLh6qXmJVG8s3+5xirdzPmrSodPs08oqgiqVagVahRy5QoBUW3zXy/dLY6HZqdNrV2k0q7QblVp9SqU2s3SQ/Eir60zJCoZrkpZ1i2OLCqdJzmkuQa07c+RhHRGb2FVlPkKD1da/Q0n+aNx8dOuH+j1SlGq8Pf+n2cpFLsxeO49HpS2QqtVhubXkumPFl8tGy38/kqTKneYDPg4viuS65EES7i6ccIba/ViM9molRtcBZNEs4XsJt0U6nzoUsCLRbdIxFdC7jYOZ6u7XwdzbAccHAXztIYOME7LHpC8dzjf8tlAoLYjZ2UwsF5hIDHQrinJaZRKwn33IcUsvkKL9eeKpzTKPbjyQIbyx6OelTImRGjCFsbfo5Pon2q9mq1yfycY2pD+/V1H7sSQQAaw3TCvsV555AwKz5GJQ08izTtfr3jxft5VAoZZruedLpENJLl+HQ08RzE/IyNkxEq+1az/WgDFVjzYjHrONu9pdHjRdpLJLc/LDzOg07C6V6I7e8WJdXrLr9VcvZzEIIgsLQdoNXqcHVfzfUGbHTaIuf3owtKlZy19wuIrQ6XByFJi6VeBJfc3IxRuUNXiDS76kVv1JAIZ4ndZYjdZXAHbdRqLZLR3LTTRQAYvDaqMiXuzTmsdj1KhYxGuUY2niV5m5ZMj3pAb1V0ZtXLybfrkX9bLY8+tAmCgH/BzWmPPdJzE5yMNgO5ZIFsNMfWr5YJncfJJf/4TpvTb6OYkb6+z75cIQgC698tkU6WSPYQz97UJqffyuXn6ay/TBOIukKlYGbVy9nnp++4rid1LnIRR66Q8+JvNzn8/fHPozr6S0X054kO8GMszPs5Hx2NiLOpw6BSoVUqUCsUKOUCcrkAgogodGjSokELQRCZ86ZoCE3cOj/peoObco5qe7qqaGaAyG2aZojVLmmKo29f79RZ1M+yk5O+mMvtCmflE1YN6zjURnYy/81OsWsmH58TcdRyFQIi54Xuhq8QBF45urnhB5kEzc7zL9Atq4frTG4oTWkSvqQifB+Y4cfQE0mTS2zOLr0el0H/OMsL4DMaSWUrFBoNXrrdE4nojMXM15un2ytUoxNrorki0VyXAJh1GtwWI3aPlnC6QL5UJZ0v96UcSWHvNorbZqTd7nDwjHYXwFkoxfqcm4vrZB9ZMxo09Bbet1f8fBujJu0SYm0fEV1bcvN1QgsQYPckzMKsg6ubFK0xfqu9qPUImtQqBemBdr5MJrC9GeDbiNlAk0k71eOoVApCcemK/tFpjJmgjdBgVvjA42QypSESEY3nWV5ycXk+XP11e8ySP5eEABsvgjQ6HdqdbiTp4y+eAWFKhXzoJk2INHqDlpXXsyRu0yRCWcSOiEanYnbJPTUJfcD+pyuWtwOcDcztugO2scb1SlXX5zSdLHJ28HS9za96uDrqvw6ajTbH3+4PO3oty69dNCoNLg/DkjY/Jps0GdGbNMwsd9ew27M4l4fD1X6ry8Tx19uuIOs5sayCgEqr5PomTXzgdatcdlxeMyazFjlQLZRJhzNk72czH6qiN8dhSoXK2BnQyFViqKPwgK1fLbH32/4CSTqaQ61TDdlSSWF23c/JfUvfN+9i//enqHUqXvz1Khe7t1OliQ1CN+FaFUWRwx/OUCjlbHy3TOQ6TS5d4vo4jEanotVso5aLVKdwL4HxiWcyuYylFzMc/dg/OiEbiMdtt9rs/fYY/5Ibga411C/4y8K/FkT0AaKljWioUxRST0FGItC6/2cA/9TnoSnUuehRxts1Ak61A6PCTFtUkqk3uB5BTkPVDE6NnDZtXlvmuCwfT+W3eVU+x6/1Ea6OrjBU222uq3f82rXI7xPPE3M8YFbv4CSbpymKNFt1fHor4fukppYo8i3TvSBNSg0rZi+5eo2zvHRlarBd951jhk/RMO0/0lz7h+RtVzB2b6PVGijvvfP7OEom2U/0E3a1/Okr+y0e5+2Ml69jWvRmlYZQ56mleBBNYDVoyY6YDX1AvlIjWShTbTQ4jd0L2ZQCdoMeq16LTq1EIevmXtfqTQqVOql8iXqzjddpgobI7lSJO/04uo6zvejl6Cz6WPFU9ySa2C16Ti8mq7wPzmP476uiTpuBgwnpSQ8QRai328gVAsn0aKFSLy5vUo/k1e00Erp5IoNarYrZgG0kCQWmNqNfW/Py9Wj0tWAwjU4JEgTwOE2cnUm/d2qDtMDK7TYTn5DkAjC/7KIlihwchtl+NcO3/RCv3syyNy4BSQJKpZxriTnOcSiXauzt3CIIAouvZzHZdPhmHZz8EaIgUYRoKIfDaybV04oflRtutOiYW/Nxex7vm499gGZCVb1SrnO4032eZoeZ4IKDYqbUVwGt9JARl9+KK2CjWqpzdRKZqPZX3l872WRhJOGTQi5bJnydZvPdHAcD/q2NWpPQ1fA6aZjx4PSa0etVyBCZ2QhMTPKpFGv4F92EBr6XC1tBSf9LURRxBR1TkSm5/ImQmR0mwmdR6pUGu785xmDWsf1Xq5x8vnze/O2Uy32r2Wb/t8fdRKT3i1wdx/Ave1ApBHb/bnfqh7s9DqNUK4bsvwRBYO39Ige/GxagtRrSryd8/lAd3eDwL3l29N/Aiujo8tDPCHKZwNttJz+Vr5GJ0wkXFow2Io0DEvVc389FRBL1JBflc64rRxTaF9g1GV7b1PyNy8VfO/1smJxo5UqanRYutZfXliAX5aOpTd87dLBJRF/2Iteo00HkoHjOr91elGOyp6Xg1phIlVuPFkoAHr20HUahWeNT6o7zYpKAwcR37iAenbHvbx5emRwZH+wz/BgJ/dEk9AHfclFW7HbgyUPUbTCw5XbxKRKhLGEUXx6IbzvPZbDppU/pmx4XB+H+Tb3V7jDvs031/JwWPUexFOvBrkVQuyOSLJQ5jab4eh3l02WIz9dhDqIJ7vJ5qrQxmjUIWhlag5pX6wGWZ53op2hx92LvIsrWqk+ykOa2GalOYUTdAcyWrrjE5TDSfMaiG4rleLk1Q2KMYn4QmvtYRJPx6bNwOo1YzbqBtvQwbm5TaCSy6Xuh16m4uB0//nF0GsXns0j+7sVWcCQJBTi9iqMfIKMymUBowtypw21i7WWAy+sUtzfdg+XDaMXXgxDbb2bH3n4Qi3OOvjbmc2C161HrVVTrTRQaJVaPheWXM2x/v8Tamzk8QTuCfPI6UipU0ei1qNRdEme06Lge+AxdPitbHxaoN9vsfbwiL2HXZbTohiqr45DPltn/fMPNVRrHjIPtXy8zs+IBQWD7V0t4Zh0kIjn2f7rk4jA81uD+AfV7khW7y7D+arrPQqVVEbt3ALg+i2MeUZEdRKlQ5eokxulBhLIo0NRoWP/rdXwSFmO9sLrMff9tcRpJ99g8DcI4xfNZeTPPZc9s5cmXK5xB+9NzzVfY++0xOqOGrV8tI5viewFQmtJy6gH1SoPdfzhCrQCny0js/HnVyGa9RXDFN/TzzV8tS5JQGE5W6kW3OnqCZ8FNcHX4fn/Bnwc/+4qoQaNkZknHx1z3NB4tT948BcBrrJJodojVsni1RvJjbJQeyGmi/rQR2jUCLrWDTZOes/L0PoEPuKlcsWxY5KwkfWH2KuYPClds23xc5Cvkm5OrRyallnZLTareLy5QTrHYhCt5wpU8iLBudaFXqDnKJmh02hiVKma1Nn6K/nEV2kE0Ox2SzRIeg4Fspco7v5+jZGJkrKkA3Kb7X1O+UeeV2zPUopcJUK5Iz/aFcoXunY3Zx2wGLXt33c231GxO7ZmXr9TIFatkChXkTRnp+3llt8uI02xArVRQqzWIpYqSZvAP+HoW4c26n6+H4cfW98aih6MxZGoQh+dR3mwF+XYUxmTQoNep0KiVqFQKlAo5cnnX2qpzb/beaneoN1pU601QwOKSC51ahQDk8xUisTzNljShPT6P4XYaUdwfmJYWXMQSBZLFyddjuy2yuGDjdEwlcHHZzdcx4wjQ/XwsNj2RQXXugou9EYb9D2g02mys+dnrqeotLrs5O5KuJGt1KpbWvRwdRYYiWCM99llfD0K8ejXD3gRD+wcoJzgOSMFk0TGz6OT4MEz66y0um55SoYrNrHtManqASqPC47ditGgRECgXK8TvMn1+mwChqySbb2Y5+HhJcNHF4b3n5+yKB41ezeleiMSEecW5ZTd7Pz5vNOABCqUCFAocix6apepQi3papHuiNVOx3NgUsQf45p1cX3UPFeVijfWXQfIj5iIHodEq8S27OTuMsPVm9lHktvyrVVqFsqRCvrcyJ1fIsDnNfSRyEFLK+V4IApQGyFin3cE95yI5IJ7MJQrkEgVcMw7sPmuf+l4KidDkOeEHmO1Ggise6tUGl7u3xC5iJG8zOPw2PHNO6tUGN0fhkfZNDzBY+t0atv96ld2/H+2CkI5MFiv3VkcPfncy8e//MfGLav5nBp/VgOBusp9/2pzvynk8Rj2ZxuiF44PTR6L5lOTgVDvHElEpiIgEdTr08jsM8iJu0xypermPrE5GGRkwOBVlVhpJDlycF+UIbr0Fc9PCbTk38h7VMgVWuZVjiRZ7uf0MXzYBjvOJ+/uU8717FllLTrXZ4jtfYCgkVXz8X+H+30QE7v2CBBFEYWTF2ChXUcw1+TTC+ukBPpOJqESV7ms8xtugl693T6Thjd/Plyvp+4vmi2wFXBzdjZ79W3Db+Hh/++t0ljdz3rE+og94Metl77L7d3NOK5Vqg2qjSTxbIp7tJyw2mw6PzYhWpaLZaJHKlIj3mNt/OQ3zZjNAKllEp1GSSI3e+M0mLXaLHr1ejVwuo9luUyjXUeiVtOiQq9bJTaG4BdBplFQrDeb99r5ZVIVcRsBnx2rUDpHTTkfE7bHQqrXY3gpweBimPUXF6gGjfDoBLGYdx1OMIwAcnkbxeMzE7v0rzWYt2VRxqpZsakCNr5QPd1cEucDmiyA3d2l2JVrfHq+FyIAY5NtRiK0Xgb6seSnIZHB3MeU8KqA3aFhY83B6HHkkusEZO6H7lKOGUYvRrKXY41HbqDW5lXgMh9+G3WVEpVbSrDdIxwsc7Nyy9WGBVrPN6qsZ6rXWs8YGHnxFp4XOoGZ+w0+pVOfmIoHZb2X3x0ucVh1bf7XCwQ/nU3upAmgN6r5s+kQ4y8b7eQ4/XY+9ncGiB54I19G3O5a2/Jzvj1+fdAY1zln7o+VWsuexz0677/nc+yVU7RZnOzeP406xnqr7xvtF9n43nnRPUs6vf7fEoYTg7GznGrPD9BiB2YvEbYrEbYrAsgetUSuZSGR1mx/nYEfB4bfinXN1xysOQ+wnun+/+n6Rk48XLL6Y4Xzn6pEQqzRKll7NoTWoSdxliN8M75+9Vdjtv15j9+8Pxj6HUq6C0WGeWL19qI76lzxYXNP5Cf+CPw1+tkR0LWgjrEyTLw+Tq4DONpKIGhRq6rLLAfb3/LdhQe+n2vyRljLAgs7MTuEIRIF14wq5ZoNobfLGGa/H2DStsVfonyOzKC3A8KkuXs+hl2vYtrrZyw5vCHJBxrzOx05a+rFvy1mEe4r4HKxZ3HxJRNgwe/gx/q+mGvqARbON63oWl8yEUa2iWB99OnbrDZJEFOC8kMWq05KtVDGoVVzGx5/c5WNESzqVkuNo/4IYLhRRymUj07wA1EoFsfTTIn+dzLI94+b4IjFkqQOQKVbJDAztG0xqfHYzRq2KdqtDPFfE6zDiMhu4vEsxP2PHoFcjl8tptNuUKnWSmRLZao3sQLjD+rybH75dMRuwcxOaXCV4wOq8m68Hd6Rz/cS51e5wG8nQW9t7JKcmLTJBQG/Q8OMzBTLAkMCpF8FZG9+mNKfudERsTiOxWB6ZTMDlMHI+JXkKRXIszDu4uUphMKg5HZjDW173Uqo2hnxTe+FwGoeIqIjAwWmU9Q0fxxKCmgfMzzq5nqKVrdEqWd70c3EWZ3dAgGO16ni4h2Q8z+KKh0o5OjEiNBXLkxpIstIaNci0KgxGGUdfniduWdzwcTGBuEF3/GF+3YdKp+LiJPZYQfQEbdxcdq9Bq8vE/ucbVt/Oc7V7O/VMozto4/q0/7NPhLLIFbKx74eUIDGfq6BSK0ZaYBnMWixeM9c9wrZ4JIfDY+4jw9eX3XXJuzWLVa/g5NMluWQRZ8CGzWWeSEJhvHJeqVYQH+FA0ag1WX0zz+4/jK4mPsyqzm8FAfoquA6fVZKI+hZcOHxWMtEcodMoKalkrfuugcbQP8fdqDU563EFcAbtQ9XS25MIKo2S1XcLE0noA2wey0QiKggCiy9nUek1lJ9h2/gL/tXjZ0lE3666+Vq7pTlC1SuMmRN957IQbvYv9vFa7lmPb1ToMSsuuupYsUWifkBQu8pdNUq01i3zrxmXKbY6hKvjZ2JyrSgqmYJG52mBU8lGiy7K7Rq1zh2/ci7wh2T/69gyzfJDYvTiX2418BushErT2XcICLx3zPBj7A4R2EmH8OmNRKYYf5gGr51ejlMpau0WKoUSh0UPOUaSUaUwmjzm6zVeuT1kb6psuJx8uhy/CR5EEtiM2iEiCLAedPFpoJoaL5R4P+/ny5h8+62gmy9n/b/fC8V5vxrgy5Q2TqVqg9NQPwlWqBWY5SpytTq56JRWQqJItdpAFEGtmf4yd1j0HJ52v7N3sRxLsw4ubkbPST6S0wi83gwQy5TYfBEgnSg+ViWnQSiclTSWdzqN7J8+b67s6DSKy2XC5zY/+oVOi4c24Pyi67FN7w1YMZi1nE6YdYXh7sbjz0U4uUmytOLhfMT9GCbMySpVcla3A9xcJ4cI6AMGFd4Xp7Fui/iPiAp1+qycnyWolGqoVAq2vl8ifpvqs+UZBYVi/Ky+y2/FPWMnfJfmYsCVQK1VglJO9X5WVnOfyX6yG2Ju2UvqLjXVrKLeNGzAn4rm2Hy/wMGn0e9HWsI6KxnNs/1unj0JX1Gz3YDOpuNOQsDkCVj7iOgDopE8UcC+6MPr1KNSyDj6YTrj/HHK+dV3i+yPaTVf7N2iNWqoThAIPniDrrydp5yvEL5IPH4OgiAws+bDZNOTuEkROYsRGTMytPZhieOfuhXa2+MIMrmczoj46uRdWrJaqjPr+PH/8Xnsc+6FfkysqM1jIbDqI3qXeaxe+1e8U9/3nxz/Brbmf3ZipffbLj5WrmmOMlEEwiOI1rzBRqQxfBqM17KYldOV5gUENk1KGp1uhaktNgERk7zaV2eM1c4oty5YMXiZ0QZG3l++mWfT1P/7zgTBVVvscFg656/cfuT3M2VvrAtjSegD3Lrp8nuNSjWbZi8/3JNQgKbYwW2YbnB/Er53B/kaj1Jrdwm4Qa3iIpvBbtZhVEu3afOV8Yvn13iMXy3OsHs7mTC0Oh3mvPahnytkMm5SOcnbnCbS6Ec8N6dJz8GV9ON+vA7xasU/8TmNgk6pJFEooVJMf7luLnq5uZ+VOrlOsDw/XjDxAK/T1OdjOq5l3vd4K16+HoRQqRXsHYaJZYqsb/kJBKYThgEE/Nahnzndpme1+KHb4l5ccVNrNJmZtWOz65FP+d6dXMXR6lTkshWMZi1bb2aJp4pTkVCARHI0+W61OtzEc8wtOCV/PyrCUi6XsflmFoNVz97XWwo56cqkP2gjIUES97/esvV+fvKT78HcmpdEqkiz0ULsiNRrTfa+3ZLMVVh9N8/smEQsi93AuUTVWKtXs/l+nrlNP4lUib0vN2SSw5Xw+Q0/0R4brl4rs+uzOAaHCccIUVofRjR+ojcpFErpNVZv0ki+hwCHX2/wzfavGVaXEbVJQ+RWuuMwKY0tnSqzf5SgrVASWJ9ujXhQzg8/d90jgRyFSrHG8uvpvwunn6+IXiZ4+TdraA0atn69gsVu4Gb/jr1/OCY+5pAK3XnVfE+HoJgpsfBiZqrHfqiWFtIlipkKOouR5XdLvPinW6y8W8JoHb2XDX6+CqWctQ9LrHxYIleosffTJSmJ0I9f8OfBz6oiqtMq+DE32Q4lUikQMBmHTOX9phrxEVXU7pzo5Erha8sMxeYfHv+7JXYrVJnGDRvGVxwU+0/aiXq3TblsmKXV0XJVGX7+4eoVJqWBwr3JfaU1WRUNsF+44LUjgNgy8NvYdBW3aQRLcwYb9WaHXYkW/9dMhA27h8P09LNsvVDL5WzZPPwYDdG7U2iV3WrQZS7LosWGkBco9ER3ygWB22xu5P3atVoWHXaadFgLuiiV61wmxrej77K5IRHS1oyHnVvpCly+WuPDXIDPZ8Pvtc9iZHeEkTvA17sIqzNOTiYovwex6LNzdD8f+WY1MJUXqIBIccCeahqf2FmflYOB6uPxZQyTUUNhTAVlxm/j4ioBYtd+CLot8oP7uNC1dS+NapPrCab1cnk/c/D7rY/V2UmQyQQWFlyodUoub1MUqnVkOiVX94k8ghyMZh1Ggwa9To1aJUcuk4HYFYs06k1K5TrFfJXNlz7qtSbpXHmiyKkXNpuehASx6kWt1iSeK+MP2gj3kK2ZoI3wgDBKJhNY3Q6QShUfU5rGwW7XExkRBHS4H2Jh3cvlCPFVLxY3/YTCGWrVJkaztq8VLopwfNA98M5t+tGqFJx+u+2L7gwuONn7sbv2CoLA/IYPtU7FxWmMgwlzslsfFtgbqPbmB6yjYqEsFruBwLKb0Jixi1JemrBnEgW2Piyw/3G4Kuqdc3F+Jr22tVsdVFoVD4uGw2dBVMjG2nvdXacm2kYZTBoOfrqg1Wyz8beb3Hy9ojwm2heklfML20H2phDe3J3FRloi2X1WrC4TGr2aTkekUqiSimTJJQuoNCrOPj1v7Gbtw9KQAEprHN3xG4TRqqeUr3JzHMW74OL8a/93w73gweGzIpMJ5BJ5wucxOq02nXtRpWfehXPGwe15nJNnODj82fBLxOdfPqrtFv/MNstNJU2iNn7B92ltfUT0g9NHvEegNIwpCJrOS6P1U99Ju9l5Iku11jVqmZp6Z7h9mqx3L6BFfQAwcVm+fhTv1Dq1PpP7VH1y2ymgtePSmMg3CugUJr5zBjnOJSeq6kut8b9/bQtwmE5QbY8mw7VOA5kgSM49joNdo8Ou1vElPkwueu2pLnIZFi02yPNIRmcsFm4kkoECZhMeo4HdaJyf7kK89HjYv09tWg06UCNnPxSXbHfECiW2gi6Obp82nkxl/Hu/G4piN+pIF5/+bsXrYHdENfQBbVHkNp/H7zATTk3fslb2fNn2LqL4XGYiifG331ryDbWzr8JpNlc8HI6p7KkViiFngGarw8KyYyQBtpi0VMp16vem3VI2MA9xlssrbgSRkTObsVj/QVBv0tCZcN6ZnXVgtmi5iWQ57SH5gkzg4DTCwryTy6skogiFYm0soX5AXSZSb7QoPyNRCbpCpdQUc5Slch2FQobbYyZ+37a1GbX09jNWtwMUClUOx8yjDiIRzo38XbvdIZEs4vSax0Z1Lr8IcH2depyFfLBwksL1/Qync8aOx23mfPeOeq1B5DqF02fBM2MnEspOHQgwt+blUIL4J6I5BLmsT6iUS5eo19QsvpjhYleCpAvCWAP+0GVScuZzEkm6Pouz+XaOVDxPvdMhO8E5oFysMbvg5HbMezA372A/1n2uRzs3WOwmAms+TsYo2AeV81aPmZPP05HEXLLIm39rnUq+2s1yb7UpZkokQmlSkSypSP/7pjNqKOer3ByG+9rskyDIBDI9oRoPuD2ODH2ekrcXBLxLHs7uvWKtLhPRy/73MXGbJtEzk6rSavAvujDYjbz+Zy/5+tsT4rHpRtF+wZ8PP6vWfEcU+TEeIlWq88oSZMEw3Fp9/NvO0wZuUKhoyMbPSMVr4zd3vVyHXXmLKPRXllri08ZWaedYN473Jks3QqQbh8zpzCwbFrrKcuC6co5XY0MuyInXpC+cgNbOG+s8MzozyUacg8IZBoWBQjvPp/QNHVp85wziUI+ej7mrZB/zlXshR8Z7+yyfE5GxJBTgqpThrft5HmwLZhsKUcZZVlpEJB8gMBe5bpvepO7OJdm1/a9p1WnnhddDOF/gUyhC437mqCU+LW4n8RS78Tg+p4k3C37J1rZM+fSzjYBrZFv+AbVWm6DL8nR7QZjao7NUb9BUtDHpp6sIrM24OOtRkTZbbbQ65digHgHIjPDRy5VrjLKj3Vh0c3YtvVmGE3mkXIWUSjk2s550TyV4nJfu2WWC06sEMwtOVte8Q68jmSridHb9axfmnRyfS5Nmr9fCy1czOP1mrqIZvh6FyQ5UkNrtDq1Wh2S+jMM+3TjKAzrtDseXMV68nhn6Xo6DbES7Vwq5fJWGTMR2/9yS95v/0rqX4JKL48MwkWcIzPwB29B86CCKhSoKrQqtXtq8f/X1DJeXyT5yplJPjk5Nxgvs7d4hM2j47t99gcllIpkus7dzKzlvKQWzzUA2V5YUETUbbZw+89DPq+U6N5cpNr5bHPqdw2seG82aSxVZeTncIm6MSUF6gAiYXEayqfHFkAeYJnz/sgNkLZcucXoUY+NvN0a2nweV874510QRl1qrYvNXy8xtBqiU6xx9vGDvdycc/XhO6CzWFxPbi9n1AKlw97uYDGdQTZhlfsD6d0uSrftCusTiFO357b9ZfyShAEc/XeCeHR5J6EWj2uBqP0QpVyEeShNYcrP9q2X0U6a3/UVA/BP98xeMnxURfUBL7PAlGeE8m2PN4GXLMjxofFfKPf77O5eNcmf8qWjSnOi2WUut099WlQly2mI/aUvV9nGqJs/FZZtRkvUDZnQGVg3dhdShVmFXWfqM4qXIZ7z+ROayjTrX5Rg2lYZKu8Gn9A3ldpUPjgAejXHoccutBgFD/6JuVWlZNrr4MT59G/KymMKgnG5+8JXTS6xQJFEd3boeTG6CLhm1mbWY1GoEsctbXno9rDjtnCTT7EZjQ9fXYEITdH1DP4XCaPQq3i0FsOieiOBhJIH93oS9M+XV+vUuit/W/a68nPNyPSJ2UgrRXAmn04BywsyiIEBDQoxwFkrxYowR8/ayd2TFNBzPsSlxW5lMID+mkpdIF1lZcA/9fG3Rw9WA4fukmTiA69sUR+cxfDM2Njb9CLInRupxd7+b4kCb3m7X8+JlEP+cnXC6wM5hiPgYkvNwOMgXq6gNKjTPEGy1mh1EBL4ehAguOB/J4iRkstMRkwek0mUUBhWLC040WhXzax7OTmPcXj1vfAO67880iIQyBJddCAMni/W3c5ydxobSZpTPINdWl5FcvYV2Qj74IGQKGTavmdyYJDKrU3ptbrXaHO2G2f7r1b6f293DxHUQt2exIVI1rs1usRtYez3DwX6IQqHOxuvpDPJLY+Isg3N2wiM+76OdW+RmA6vfLw/9rlc5711wcfRxxEwGEFzxsvXrFeQqBQc/XnB9FKEwpS/q5vfLfRGa6WiW1Q/DxH8QMrmM1JiDlNY4nhguvpzj4A/94i2xI+LwT95bDRYdZ99usHvMhM5i7P3+lGa9yfr7BRa3gxNv/wv+8fGzJKK9OMwm2E0mCGrsvLEFUQrdhTNeLeHRmJkzWIk2p7N8cKmlRQSvLbMUm3tDP1cJw5WFttjCN0LQIoV8M0G8vo9Po0YnlxPUuCeSzwf4NG6uygk6iKxan4QejU6bz5lbss0i7xx+gnpL/+vsESwtmRzIRQWH2efNfGYaVTYdkwUw37uDfItHJ1ZZWyP0xpe5LDazFqNSjd9s4ls0xmlytDVTc4QaEyBXrfHTbYgKLd4s+vFZTbQ6HWa9duZdVo4i0xGAtihiMevQq1Vcx57nlQhwGkuxvjBa7AGwPeflJip935fRDCbDcFVVJhNIjrFBAoimCkMkeHvFR2SCP6BM1k9cXm0E2JewVKrVp7dBCYWz7J9EcHpMbG0HkCsE2u0OKyseLm6SGI0atrcDzC+7SZWqfD0KcxeZ7v2u9iRw3UWyzC24po58r/QcAC5vktTpsLI2XlWr16uHjPQnQaNRYnMYsfrN6B16MhM+u3EYtF4ah5PDCFsfngQrG+/nOT4MS1YjlarpCLzVYaTU6tBoNDm/TOKZmV6ktvFunssJYjDlmCqcKIrsfbpm669XHw8101TtCpkyqy+eiInVbSYnQdBkMoGtd/PU2m2O7i2pdAY1B7shtt7NTxTC3V2mHpPHBmEySlenH5DPlDg9jLL+NxsYbU/r9oNyHsBo0dMZOADqjF1hUWDFy915nP0fzqn0jKWkIrmha3oQnjkn59+uh35+/PECZ2B0NxJg47slEnej1+mH9rwULC4TmXh+6DUBHP14jsM3LGrsxfz2DM16i6u928fvQaPW5OinCy52b3H6rWz/egXrX6p36C8V0Z8vboo5PsUjGGU63ttnMSjUeDUWAqY6nZGmKv0QJd6OoNZNs/1R8u+VMulFJFE/YUn3vJNXsZUmWt1HK2+MJZ+9MCp6LiTZcPWsJXbYydwRrWZ4bfeyaOwuHg9E5J09yHUuP7ZSOQ476RB+g/TFrJLJeef0D4mSRqE+hqja1Dr2M3F0U2wuUhXRQdRaLT7dhQmXC2zNeejIRIw6NQhdX0ytSoFRq8Zm0OIyG/BZjQTtZuZcVhY9Nla8Dhpih/dLgW4K0R+BndsIb9ak3RTkMhnpzOhqX6FcY1ZCjb696CU2xvQeIJkt9VVFdRolN2M2jAccX8Zw3Fe61hbd7I5IOSr/EfGUsUSB3aMwJpsBjU6F0a5jZd1LudXi20mEi5vkVKlWvSiW+mdBD8+ivHwx3TVZGEi8KhZrnFzG2B7Tqg8EbUwTYy6TCSwvu9l8EaCtFNg7jXBynWTnPEZa6LDwZob11zNotNO1PwG8fkufynwa7O7csP56lq3vFjjcC/WJjXoxzWiCVq9G6zSQSZcQOyK1ahPBoEE5Zr70AauvZ9i7T20ah2kq7fufrll9v4hSrZyqxQ5wfRJFo+8SOpfENRVccOJbdLH37ZZq+em7/eAmsbdzy+yKB6N5dIWv1WoTXBo+tKvUCq4Op/PHPf56i8ykZ+37FeBJOT+3GeC0x4dzbjPAxvfLtDoi+z+cP4YbDKJRa2LzjiZ0SrUCuVwmaRHVrLewei0jbytXyIhdjz/Uj2rPC3IZdr+dXFJ6Heu0O3gmOIA8HMrK+SpLEuMXyVCGvd+dkE8VWX41y9rb+akjTv/UEOiKlf4U//wl42clVpoGqVqFVKyCTqHErdXQUjYQmqNTfXoRq/ZXFXRyDW5VlGpHmiQpZSpGiPCRCynkgoy2OB0JBvDrtjgo7jKrX+CmPL7yo5GpOCk8VRGuylF0ch0VCUInArvZ7oK3bfWilcl4Z5/hp/+G5vRNsYNTrxuyy7JptDjVej5LiJJGodKSJnR+g5HjeJJKs0lGVuX9vJ+PV6PJbX1EBKUURCBeLOGzGAnl8ogyaNLpmtZPqOC+m/NzHE+hVMjw2W1YDVparQ6RTGEooWcUPl2HeLnoZe+iX8n8YsHD7gQD92/nEVbnnJzdL/hymUBsjHVQLy4jKbQaJdVak9U5N18PJ49kdEQI+KyoVAruwpmRxLAwpg05CQa9mki2gNasQaGQTUU+pCGSlxAl7RyG2NrwcTjGVF4uQE7Co1JE4NtBiIVFB4VUmcxA5WxSBc7vt2J3GrmNZDgZSI/J5Cq47AZS6RIn95+nxqJlbTtAq1jn8iQ6kigCOJ0mYhIellIwmLT4ZuyodSoUGjmJu5zkWMwDJlX7ZAoZ/lUvpyfd7/DDfYVvM2y/nePg96OFLb2m9aOgUitYWvdhNGkJLjqRKxQoVQrkCgG5XI5MEEDoPq4odtNyXvzNKuVsGZlcJllV60UxV2H7+0X2frzsKuLvodOrmd/wcfDtVvK73ltNvDiJ43AaCVj1hEY4Q0h9PxaX3RxNKfyBbgW3kCmz/k82CB3eYrQZqOTLGG16ZtcDpGM5ro+mX3OtLtPj7Ocg1t4tsPfb0Qr808+XLL+d5+zzsPZi7bvlqWIzpdrz23+9NvZxoVuRHZXyNL8d5Pr4aT0dlzvfaXc427lmYTuIyfEXWh39NwT/2hFRAI1cwSuPjet6FLEdwaIy4NN4qLbr3FQiI8lhop7FpzWRu7dxemE2UWyOViIqhNGbT6EZY9P4mt3CdErGoHaTw2J3JmZOr+ZmApeZ08/wJfOkFm10WmzaHHxMjm9xHeajvLYFaQA+oxGbSotWoUSOjGanQ7FZJ1WtkJlCuQ/wLRNh0+7h4N7Oad5kpdpocTpClDQKBQm1v1wQMMjURJvdlmWr0+HHSIgXMx5u4llJ4/vGmNZ8L8xaDctOO9/CUeLFEprm9Cfit7P+R+P6V7Neds+j0FN4cJr1eG1GlHI52WKV22SOtkSlVgQO43EWfHYuI933S61UEJ6y/VysddXXrVaH7SUf36Y0zc8Xa7xeDRAKZzk6H2/no9UoMRu16HVqBIUMjUpBdISoAaBSa6JVK6iPSKCRglIpZ2Pdx7fTMJ2OyJrVx8F5jNVlN6Vijegz2s4AJoN2JCE+u0kyE7RxO6KCaLHoycVHV6Mvr1OYTFqWVz2cnTxda8XSsDDGYtExM2snna9wF8lyN+ag4HKbSfW05mv1Jnv3Yi3rrJU5t4VsNE/4Zvi6So/wQ5TJBDwBG1anEVEQSKWKJKI5Tu5dC7bezlGnS7oqI4Q9k9q3a+/n2e+xZOp10tjbDbH+ZpaTL8OWdYOm9YMILjgxWfVcniU42AszG7SiNeo4ncLGymjRMbvsQaHX4glYMZo00OmQT5eI3aaH5mAvDyPoDGrK9xXPtVczRKM59r+OfqxGY0AbkCyiUitYfzXDkcTtkhLf4YZEKuA0OP52i9mmx+a3AiKhiwT7A/OU00AzQjS5+nY8CX1AIV1CoZT3vZ8KlYLY5XRJZoPq+ZV3C+xPkSzVarQILHsliajW2C9qvTkME1j1SVaGXUEbNr+Dk70QC2+m2+/+UfAXXr38U+BfOyIaMJgwG5scVC5QyxT4jAL5Zol8s3vy1Mu1BHVeWp0O15VwX6IRdP1Ec80CL82zfX6hUpAL49++fOMEk8JKoTV+9sujnue4eP3439HaFXq5iXJ79IafqQ9vtGrFdBWkSqtFtFGk3ZFzkJNugWiVClw6AxalFrVcgYBAvd2i0KiTrJYoNp82kEqnjlwQ2LZ7OMukpvZB7UW+Prwov3cH+OlumFztxmN4DAZcJgMXyX5C0ZhQydQo5Gz7vRzGEny67ZJJpWx8dGcv3sz62Ll4qlZ+vYnyetHHt4unSkSyUCbZUxXVKBUsOm0YtRqqjSZ3yRzFe9Vro9UhVa/gshpIZEtszbn5OqLtPYhIqsCblQAHpxFCz5hV1WlVpAtlluacFEs1FAo5MqGbCtRstqnVm5QqdfKlGpVGi0qmCJki64tuyo0mPrd57EypyaQlOaVaem7GTl1ss9NDotXK7nV1cpVALpfxYjvAxUVi6ra/0agZSUTrjRbFegOLWUdOwqvRbNCMJaIAhUKVYqHCy9cz7H+7Q6GQcxu6P0ioFSwuuWl2OpxdJchMGU06ymAdIJuvkr33xAxseHAatIQvkmTTJTw+y6MRvs6gxj/rQKNXU6k0CIezhOMFwn0WQ11iKVfIuLpMUCrWWF/zSpJFANkomwVg6/tFdgd8QTsD4QO3kRz2gZhL6JrWH+32V+KNZi2zy24yqTK3Nxm46V7bM/MObk9iLG9O59Thm7Vz8PmKwLyT24v+iqtcpSK4aMNk1iIgPpLTtdez5MpNFrcCHB1M/szKEhX3Rr3F4V6Y7XfzHO7c9FVjB+M+HW4jl1O25R8gCAJzqx70Ji2x2wyZRJHIVZL1D0tELuMjDyTPgdVtJnwxXXhD/DbFi79eZfcfjh9/tvZ+fLJTLwrpEgvbM1x8vcbusxG9So2tzvfi5NMFZoeRfE/ks8Gi53x3+HtscRj7iKjepGXh1RxHu3ckfw7eov8G4F8rIvrW5SHSuSN07z1Z77QwK23kWk9VhHK7ynGxW6VUy1SsGecAuKlEqbbriMjwa1x0OpPjxOTCeEVpo1NhUbfITmE0ETUrXYRreTo8nSrrnRovrEv8ISW9UPk1bs6Kwy2t22oMhSCnNeZidmmMHOfidIANs4dsvSo521brtLgt5bglJ3k/Jo0al8aAUalGJVewbnWxF4/9USQUum1+o0pDqXFflbA5+BQavVDHSiXS8irv5nx8un4igaNa8zLg9Yyf63SWjzf9i49epaI4IbUJ4NWMt0s4B96v41hyrD9ordniJPLUshMAv8OM09SduUzkSihlMpwdPecjLJSGXo8goFLKuY5neLc5QySWw27Ro1IqUMhlCDLodKDVbtNotqnek8tCuUa53sQKVFtNDqbcdABUcjmxVBG9VsXKopvTC+nKh96gnkhEVSo562s+vp2Ehr5/zZ5qU7vd4etRGLNRw/Z8VyA1zhwcQD8hDSqdLTMftFOu1IZignVTJkk9qOoXl1zo1UrKjRZavYrzmyT7Z5NN4weRK0xXkQnF8oTIIxNg6XUQr82Aw2EknSkRC2c5ndKzc2nNy/F9C/PoOMqL9/OSBu9Stl0Aa2/m2JPwOB30Fi6X6jgXnGRTRTr3Yqhe03qZTGBxzYtMqeD8OMrezvCYiPHeburiKCpJagehVCkQOyLC/f33jjW0W52hKE65UklbkKExazndn44cZkfMMEJ3bnRp1Us8lKHU40bRG/fp9ZhJXU33WQWX3JjtBiLXKa7uq/Dbb2bZ/8MZRqOavd+fIgiw/HoOATj/djN2lOMBlYE5aplMwOoycSnlyzoCp1+uH9vkSrWC8AjLtVHQmbTIFXKMdgM3zyDmjVqT1feL7P3miQTPbwfZ/2F41OHi2zUavbqrnP9umZurFPufJwfj/FnwM5jn/FPgXwsiqhBkfOd3s18Zbk/o5dY+ItqLeqfBaam7+CqQs2wIokKFTZOm3J5cfZlERAFitX0CmhVCteELVCPTU20rqbSHF7WmOHp2Si83AcMVsFKrxrp1lr3M6NvO6G1EK91q3WE+xnfeOf4Qef6psNisU2zWUcpkvHa7yYgFomTxu4wEdBZaDThPZ8nXpzcFt6i7RNSgVFEo1yca5jfbbX6Khnk16+UilqZcb9LqdFDJBNo9C/ELv5tspcbnW+mFTqdUMKl+9zLo4eAqJjkvVm00kZtlqJQyGqOGhnsgAqF0nlD6aUNd9TlYctlIpEp0RJFWu02rff//nQ7NVodmq02j3abZbNMURZq0mXWZyFarkmb/42DWqzm4iOGw6UlNYeUiEwSu7+fJytUGp7cJXm4G+CZhdK+dMC+5MOeg3Gz1VUF7kZWY0cwXa3w7CTMbtKFE4HJMtOBDRXUcru7SbK/5ORioiCjl09sVGY0a9GYtao0Csd7i4CjyR8+13kWyqFSKoZbvKHREUJu15DodRJWcaDjH1LYAAAPijP2jCHMrbq5P+w8XUt/3uVUP51fSAjIpAnR9meTFd4vs/+7s0bTe4TbhnbETvs1wejK6lWs0aTi7J4edjoh3zjGRiGbvD0G3Fwm23s+z/+l67N+3Wx1kGhXnu3dsv5tj7/ON9AvvQblUx2DWURoRkHB+EsPpNmG26h7HKR6+G4IA4Qnta9+sA7vHTDyc5e4iwd3FE2l1+60cfbpAFEUCyx7yyQKiCGf3qUN2jxnfgou709hI0Q9AesCMf+vXK+z2ELtpUKvUmd8Oko3nWX2/yP4ULf1e3J1E2frrVXZ/87zbAZx9ucJg0VN6CIIZURGuVZt8+Pc2ub1KcfB1eovCX/CPh589EXVq9fitMkkSCiAwnXl4izbRWow5O9gUbaJ1A9X2+Ja6bCrTARGLsk641l9IkyFHq/BzW5E+fSbrcdZNqxwV+k/NGpma4+LoiotVM34jjVT6KdfX7C3rVhdH2enEDr2wq7W4jBp2MncsGLpGw7FqkVi1+xgytcCq3Y5NpadQbnKaTtMco2rXq7oEZtXiYCcyfVXpayyKz2jEZTBwlc6iViioNJqsuLouAbvh8Yu+RjGeOG0H3BzexPvI7SCuk1nezvnZOXteu23OacWsVbN3E8Ok1nB4N72N1ta8h5OrOK12h5dLHg6mrEbM+WyPlVCvxzwVEZ0P2rnsEWJ0RNg5CfNqM8DBcYR2DwFTjCCCarWC1VUvuxJV0F7EkwWUarlkUMDNPRne2vARi+bIZIdJ62BU6CjsHYd59TLI7renzWma1uDcrAOdUc3JeZyv+3dsrPk4PI7gdBhxu0z3tlbPIIVAuy0yH7RxOaWH6NaLILtHYV5uBDg4j7P5bo6jCYTrAXqDmouz/u9KpyOSK9cxWXQUeg4CgyJPp89CslAbSZhHVeL2du/Y+rCAQiVnVq3k8iRGMjXF927Byd5PT5Xau+s0MoXssbo69NqMGqI9STuXRxEsdv1Yj1KAaq1JpyOy9/mG1S0/d1dJKhJzv72wOgwjiSh0jf5VagXrL2c4+nb7GPe5uOzmfGe4+uzyW3EHbKTjeSI3aSK30gUUg05J/N4VQOrck47lScfyyOQyVt8u0G61udi9Hfpu51NFdEYNlWKN+c3AVPGgUjj68ZzlN3Pc3Uf6yhVyTHYDBrMOjUGDSqNEppADAu12m2a9Ra1cp5Qv45lzIdeomH85i8GsQxRFSpkS0auEpGK/F7Vyne1/Ms/eb45ZeDHD1YBQyz3nxDXrIHSRoFJpYrAa8MpkRCXmrP+i8EtF9OeFLbuLgizOVW30IlObslOsk6v43t4hWb9BL8hxKJWU5R4yjdGb+6Ap9Cik69esGV9y1DMH6tGuc1Icr5h0ajocDRxo5/UzfM6MbitEa0m6HgHDz23R6OA03z9T2RI7FMUyJpWaQmP66uWy2UaZCuf3IwLhSha5IPSZ8XdEkfNiCugSGK1JyYbRgVZQES+Wucr2VzY0CiVvXT52ws9vbUaKRVRyOW9nfdSLTRSCjL3IdEPzSsVo8r7pc3F6l6Tdnrw6fL4O82LOw/71ZEK44LahV6k4uH2qsk5qOffixYKXg8vo40xepFBErVJQn6Kipu7xhtw/j06c+QRGpkF9PQmzMuckFs1TqnS/P1ICl8UFJ8Vana9TCKo67Q4Bp5XbMaKt/dMoGrWSl9tBDo/CNPuIyfQkcPc4zOqKh5N7H8tBIcsD1GoFy8secsUql6H+jSxxX3VKpookU0VmgjbUKgVnExThgzBMmf6ytR1g7yj8+L3pdEQOzmJTk9H5FQ97u8OVoUy2wtKSi1Kh+kgoe2c+DWYt6FQUx0SEjlKpiyLUZQKtjkiz2Z5qrxUEhkhDLl1idSvA6QghkW/OwVlPlbtSqjO77B5LRFUaZV+IwMl+GLfPgsWqJzLGFsswRWZ6o97icD/Mi/fzHHy+JrjgRCF7evVWp5HAgotcpsTdeYLEBC/a9ZfBvuz2u7MYMoX8MVu9F512h5N7aydnwIpnxsH1YZhiTxKaw28jE81RSBenXn8sTiNmlxm9SYdCpaDT7qDSKCkV6nQEgVK+Si5bISdxSBy8n/BlnEqhRnDF0ye4EgQB94Ibm9uMUq2gXq6TCmdID6wJF99u0Jm0aO59lbUGNQsv5ygXa1wfRx4DCrwLbs6/3SKTC2x9t8DNSYyiROflF/x58LMkogLwK7+Pw8rZxApGul6b+Cq7JFQkdZ8Hr5SbKTUvUQlF/NplwtXRqRXTotG6RSVT0eg0CGq3OJxAQgFC1UvsKg/pxtMFkxxDugHSjSLL5sAQ4QSwKPXA8M/jtSIv7H4+R6cjbm9dXk5LUWo9wqB6p41XZyNUHr1JVdtN9nNPJNPl0DGrtyG2ZVxncpjUar7ddQmBUibDqFajUyrRKhWo5AqUCjkKmaxr2UKX6LY6HZqdNvVWm1qrSbZVQ69SkJ0iU/wBqhHt2DWvk8tIeoDkjMdVJovTrCeZl/6clr12VHIFh7fD7/U0HqgArxZ97J5F+r77yXyZd0uBiUKnxaCDk6unx253RMwW7UQiGh3z+9ObJF6nCYNBTSxR6Bup0GiUrKy4+XYckjwcjYLZoEVq/KQXtXqTnaMQLrsRp1nH0T2ZbD7DwqvTEbmJZfF5LUSiuT4zewC324zbbeL8OilpqWUyavvU7sCjIn9l2UOl0iA0pQvCNIeIre0ge8fhoc7xc8jow4FBCufnCV68m2f/p+4c/QM5UagU2GcdXF2Mr9iPqohuvukKux4wt+pGp1FxdhBVREG4AAEAAElEQVSmNeL6WlnzcvptmDCP40saibGQo51blrb8nB9IWxvNrrg5Pet/XfFIDrVG2SV+Es8BQDHmADuI3S+3LK/7MJu0XO9csfVhgXKhxtVJdOqoUK1eTXSgpV8p1Zhb93G1N77lnAxlSYayKFRy1j8sUq/UudwPYbAa0Bk0HPckM+lMWuweC3qLHpVGiQjUq01K2TLpeI58tko+2y8GVGmUdNqdkQc5KTh8Ns6/dffcYqbcHXW4FxCKokjiLj1kim9wmHDP2NEZtXRabQrpIs6AjVKxxsZfrXGxf8fBx2Gnmgdf2U5bZP+HC/QmDdvfL3L05ZrWlJ6z/2j4pSL6lw+zSsOKS8dB5XSqwkekksdnFBBHTADr5Cp+ZRdJ1q8ffyYTugkWLbFMq7nLgv4dl+Wjods+p/lWaWfZML4iXldwVJyO2LbFNhtmK79Jdi/OoNbLSWFyC92jV3M6wBsUgozTMbfdzYb53jvLD9HRrWUBke+9AT6NqMg6NfqxRHQQ6XqF9L1N1ILFhlYtYNNrqYvdWch0vUpawh1gHL7z+Pl0HUEhk/F20c9JKElJwuapFwoJZfCKx8FtNEv9GQsrQLFax+MxkClW+lr5qz4HAgInodFVsmkW8TdLfnZOQ5KL1bfrCB6HkVhq9MSrVBH/4CLGQsDOdUi6ZRVwWwhPUORGkwUMOjXL8y4a90RwedFFtlLl6/HzW9XyCbZBvUiki90Y0mU3lWKd+jNDBirVBkaDBoNBTaFQQSYTWFnx0Op0OLuIEx0TEuD1mEcq9E/PYt1Ung0fkWieTHb8IXJUNOsDNrcDwyS05987HZH90yjb7+c4/HgteR8Oj4nrCWRyb/+OlU3/PUlsgyCw9HqGwymEPFJE1OU1c37S3yW4vh/zsDoNBAM2bs8S5AcqVFJVPoCL4yh2r5m0RGU2P+I9LmTKqNQKGhK2YmqJlDKAeq3J0W6IrbdzHH297Rs/ARCnPDg+oC2CQiWn0WhJCsMmYXHVzf7vh0fQRuXRS6HVaHN0T9S8Cy7sfhv5ZIH171coF6pk4nnK+QqhyyQwfUW/UWsytxngWmJmXArbf7XaNwqQjuVYfTvPyafxdoflfIXLvafvSWDZQy5XRaaQczgm5rRe7d8DyoUae384x+W3YXWbRory/hz4Raz0Fw61XIHT2uR0xFylFKSU8w/QypVDJBRAoCcxSehQaPzEkuE1V+Xrvmx5ccrEJgC7KoBJJlKS6VjQz5Ospyi0xqfgAOSad8gFOW1RRCPTA5PnWzLN3NDP1swevmXGt4z38iEWzTYu8sMVHK1CwYbDPpKEwujK4iR8cAbZSUewKQ20dC1sbS2x0vPjDi0aDfv386CtToefwmGsOg1vfH52roerSA9QCP1EdNFlJ5rIU2v+cQ4AZ7E075b8fDkNsx5w0W51OA1NPkBMqoi9XfbzZUxru9nuYLboRhLRlVknpyNU+Qr16M/OaTNMJKLQrbSd1VJ8vzXLixdBvh3fPasK2ota9fkJTaVKHbfXhEalQNAokMsEZDIZMqHb6hMQ4P4ZieKDCbpIpyPSaXeYm7HTKTa4DWc5fJyhHP/8tRMSkDodkf2DMGqVgpdbAc4uE0NV1wfk81U8LhOJxPC6sLkV4OAkOjFhShRh7yTK9oc5Dn+6Hvq9N2gjOaECJyIQSRWwu0y0W222frXYN0c7Dp0BcibIBbRGDXGJ1wSQzZTJZsoolDI23sxSzJa5u0rh9pi5OJQe0emKlpxDRFSjUxIeYSifiOTY/rDAngQBTE1weNj/csPcsptcutjX4q9NYScml8tY3fJTzFe5PImhU/nxLHm43LmeStn+AP+sncMfpYnWc+JdH7D4Ikit2uzaV92kcPis3J3FJoq0xsF4n7w2CYFlD0cSpPHk8xVbf7U6lf2TSqtk9e0iBx8v6bQ7KNUKll/NPgq2BlEdMe+bCGfIpYu8/tv1qZ77L/jT4GdFRDUqEatWQfKZqYp6uWWIiGrlSn5tZ4iEArQZ3pRz9R1mtSvE6iUq7e7CNY6IypDj0sxikCtptK6pdw4QhA/o5HBa7l4sHrUNs9IJKCm2SsRqiT4bJ4BCK89LywbHhSzHhelmJyPVNEG9m7vy0wIrTCGsanTatOVNdAplX9KRR2fAqJU9pjONQr3zvA/Grtbh0Zn4Kfm0yd1V8ti1OhZVVi4y03tjAqxZHXzM9T/HbLXGx2qYea8VTUfOaWx4o+qlGvNOK8l0kfIfEd0plwl47CasJi1yjZx/sjnPb/emr3yMiwudREIfcHAXZ3vRw5GELZOU+OcBpzcJVuddnElYymSmnKVSKeVsLHkoVGogE1hc9qDXqqiU69yFMtSeYXKfHFPV7YXNoiMYsJIpVLiJ/v/Z+/MYSfp9zQ/6ROS+73vWvndV9f4uZ+7ca8wgZBljgwxiEJsYJMsIGSOxmBHLP8hIFhJiEIjRyJaRxUhgGSwMGMNgsMdz7z1vv91d3bXva+77vmcGf2RWVVZlRGb2mblnu+c5p/V2R2ZkRkRG/H7P77s8T5620H8mc5nqN3ewv10PkShVsDqMI+l2JTQa090nzVaHr3t3WCx6Xm6GOTyW77D3eCwjRHRzK8zB6Xh3pWFIEuwdx9n+boHDZ8QrOSVpKZebOGddOH1WPnxD9O75OW29nmV3jDD8w37tHgeDaNrWd/NY9BpSCs06AHdXmZGmpdC8h4sxrllHOzf4Qg6S0cdxxemzEI9MHmeuz5LYnSYWVn1cDZQF5Hzp72Ey61hc8xO5yXI4ROJT8QLpRJGXPy6zJxPdVIJGUK6/jd9kcAUdI/WTcvDOuHD4bA+1ozaniXQ0TzqaJ7waQK/XPKTLvxX1KcqhtAYNnXaXjsKi+/jjJeHVAJFT5blu6eUs5VKDvSGppr63/B1rbxcezm0YFYWsRXjFT0cQSScnB4V+bfhLGBH97TBYnRL1bpNM5451h44/9oeYM9mm2k/gaRNAn4QKsiQUoN2Tn7BL7VOcmg5ObQAASXr6Pq1oIGxYZdm0REDbRuruUG59oNlLoRKMxBuXqIXCw/vLnRyR+gmR+j7F9jVWdZdFk58NywqLpgXM6n7KRa+uMmec+SaiN2+1PPzdqtFzUJiuozpaK7DlcT/8e8Phoadqcl2Z7GWdakxHHgBeOYN0pB4H+cfjul+MZ1s1ouTZ8o33FB6GSaPhOK6cSrrK5TkqZHi5EMBrfbpyvyeisy47+XyNSmNCpEMAr8PMi3kfb9ZDbK0FCM3a6VlErutFzgs5YsUyn+9irC94cVunixRUFaKA05LQe6QrVbTPBNI3Fn1cRcdH01sy973LbuJWwQbwHmqVyKv1ECaDli+HEUQEopEc6VyFnaMoJ7cZmgLMLXh49XKW9dUAFoV06D3yhdqDfuRzmI1atl8EWV72kKvV2TmJchPvT8I+l4VkpszW+nTi5/dYCDnZO4qSSJc4S2TZfDud33tCIdKnhHK5we7+HU6HiRfrAZ7POs89r19MIqEKAdt+ZDTGi+8XHrbNLXlIjmk0ElQCoXkXm+/n2Xg/T1UFZbHf3BGYHfVhl/3eIbIUnHVxOIU4vFotsrTqZ/vNHL6Qg3yhRr3eYv31DHaXfNq5kK2wshV+ss044Z7qtLuYrU/fE5jzTDy+h+/MVbm9zLD9bh6AXKaC+pkFqttnZfvtHN1uvwN/uP7T4TI/OCzt7kZYfzs/1fduvpnl+ni8dWdgcfxYabTo2f6jVXLp0hOi1h5aSEXOEpzv3bH8ep7win+qYxtG5Cwx0bN95fX8WB/6TqtDq9HGYB599k02A5t/ZY2LwxipyOiY1Gl3Of9yzfr7xSfbtToNzeducILA1l9dI5EskxjTkPYH/HrwOxURvUeqmSfV7E88L10eLGo7l6Ui8bp8FKPReRytH0mo8iq/NYbwNbopNEKFsGGNntTCqLLj1QVQUaHaPqXdSSC3t1m7SbZ2QL51iU09R1HGbaktNUk2nq5Gg3oPNrWWhqjFrjFRaE/nY17rPX7+itXLh/T0RGYnf8d3/lkEBPaLEUVi/hzJegmz2kClo0zk9KKaLWeAj5nRVN9wVqjW7XDQTfA+HOZjZLJ/8pbbx8eryZPeTjyOXq3m/VKIvZsEzU6376PutFEpNynVn6Zw7GYDPqcZo0FLV5AoNZtEiyWirQpRmRSnXq0iaLZwlc4jNXocxFKYdVpePXNfeg5BgEp9NH30dvnbSChAolDm/cpj45IgQHVMg8o9rqJZtlYCHA4Jsof99hFf9XuIAmytBkmki3w9ejxGtUqkWKqzuuSjUKohIdDt9rgaqkEVBAiGHbgdZnrdHslkcSQK6XNbKVf7k5ZGI7Ky4EUS4ew2zdcz+Wt5fw+d3KSwWvSUpojSaNQinVb3oaZXkuDrSRSP20zYaBipb7yHw2EkP6EzWAmpdIlUusTcrAu1RsXFoMM+P+T29K2R0OfoR0ZjvPx+gYMPV1jsJhjqQjdZdARm3ehNWmqNNpFonttUidshcu1yW9kbCI3PrPtxWgxEzpMUFc77vo5SrRZBVK57drrMBMMO2p0eN9cZzgdC/KIIswEHzWaHk/0oRrOOrXfzHHy+GWlMfS5kUZFxynqOi8MYG2/nONrpR2nHmX8ond/e5xs2Xs1yeRLH6jSTShSZW/JiMGo5PYySUYiuBQI2CkN6v5e3OYILHmJjJLvMNgO3U7hztRUabgRR4MUPy9ydJdiTsQGVK4E5371FEARe/LhC6i5DJjpdZqpRazK3HuRGgTSvvV/gYAor0tRdlo3vl56oA6x/t0T8LsfBh/H9Fd1Oj5OPl7z4fonDwXtNNgOF4uP4Z/facM24fjtF7SX+UkZEfyeJ6DAi9X5RtSAIvPP40Qlmjgo58q3HUHxu0Dk/DQkFqHer6MeUhnWlGuruKW79GnRvqbfH39ACGtLN/sMp0WPR5GKnOF3qr9opUe96QahS7lRYMHuxa8xkmxVua8oD2E01iUvnJNusU5hSVN6q0bFgcWDUqDGLOirtDktmN8fF5HS9JgKETDZOivLHtWhx0e51ZUkojGoWdunxoXzLj3OzfLhRJnEaUcV1avpVbaPT4adoFK/dxLrRgh4VQlfCZTcyH3KAKFBpt4iXyqTrddK56Rqm1KLIssvFYTSF02SgWOvvV2m2+ByJsb3oI5EukyuPTpgmvZb6UFOVIPS743dOfjULut3bOF6nmVSuwuZSgH0F4vYc+WoNceDKBFCXjdJKbK4EyBdr7B6PTpL3xOn0IsnrrRl2TkbfI0kQTRaJDnXju31WAm4rKgEy2Qpmg4aVRS96g4bzuzT7V5Oj+tHBRF+rt3i9FuLrFG4t28tBvhyM3pPpXIV0rsKrtzNcnSSpVZ9eC7/X9isT0XvcDNLPa6t+ypUmkVgevV7D4pLvH4qE3kOS4OtRjFc/LFCtNHnxbg5EgUyuSiJRoDTB3Uc1FPG7u8txR1+ea/n1DFpB4PIoTmsoqnZPRDdez7K78zguiiqBuQUPZquBbLZC9C5PVubabW+G2ft0jS/Qz3bVKk32v96yuO6nVm6QGEqjnx89Ni1ptCoiV9NpIceuM5gsemq1FnfXv5qm5NlRjOWNABabCYNJx82EBjAY1bdtNtq0rAbMNgOVovwYMzfv5uCnyQorN6cJNDoN7aHynqWXszRqzbH7VxW+V5IkDj9coNaq2f6ra1wfRJ7IPinB6rLIbnd4rcSmuEb3OPpwweYvVohdpPDOuzlWsKCVPfae1N//h2UOfjrHZH0kouvfLRK5y48t4fgDfv34nSei95CQuKr2IzlqjcgP9hBIOvbzGWL1Ios2Lb9wMZGEAlQ6JSaYw+DW+YEqwhQtbjbdS65rj133ooyEkhxUaFALq5xXIyyaFkCQuK0luaVfo+TWmwnrPbR6XS4rSRpDkdweEusOB9dFLacleWLo1ZuYMdvQiALZVpm7ao7jcpVX9lnynRpIao6KKXwGK3NmB7FagWhtgt6kdjSlIgDfeWbYyUbHCtorOSn9snDLd/MzfL1Nykocvfb5+Xz1bQOLx2QibLMiCgKCIHDdKEED+Pa6f6Bf47Lt9/H1tn8PWnQ6ijwd5PeiSax6Ha8WA3y9fFoDZdbrqBf7REclCmzP+/kiQ+CmRavdxRkwky1UySlISckhmiryajXI3nEMs1E34mC0vuijVm9yMKaGqzXU5HVwHGUh7ORqQnofIJOrkMk9LtBCCy52vsan9p/2u60khpxk9s5ihPx2oomC4j5zAQd7MmR6GF9PYrjsJlZnXZwePZ63VvuPbvg8Oe2nNV+9nEWvUfHT529rZhkHtVqkZVChNZu5Ok6OFWF/DkHm2vd6Eqdn/THIYNaxvh2mXWlweZKg0+kxv+xlf/cWm91IaNZFT4K7mwyXl+OJosdj5mywcEgnS6jV4oO00+VZErVGxfZ3Cxzt3NLpdJEkieBcv2kpvOjl6ni6GvpirsrmdwtUy02uFOpQdXoNDo8Zi9WATq9FUAm0211qtSbFfI1ivsrRYYxX7+fRaKdr0szJlHGkUyWWV33Uvt6O1IDOrfgeonqT0Ky3WHoR4nznGt+sE5vHxunO9cT9yvnxAZFOq8Pen531U/t/vM7Jxwtaz9PcQ2goZF6cfjsX32AdOrseRK3TsPLdErVKg+2/ugaSRKfdpd1sU682qZUblPNV2XpTqSdx8Mtztn6xTL3aQmfQsvx2gYNvILS/Kfyha/73BF2px1mlH+Gw6NVsWObZsIpEGpP946GfIlcLFjqSfM3jjGGLdGMHtWBAREuPMTWFkkiu/TS1kW9d4dQskmsr15eJqNGqNh7OI9GIoxLUTwTj860K+VZ/INEIKjasQbSilmg9R6ZZokeDoNHOXbWMgMSsyY7faEESesTreVKNIsXiU+a1bg3wNRfjlXOGnVQUt85Esl4mOXBLWrF6sGsNnJZSlNqjE9pzGQyP3oRHb37SkKR4qcYQjp/zd7wMBbiIF6gPNVKJgkAiN7k21azVsuhyoFOpiVcqRApF0tUq38+E+LNoBLfZRKYyPWF7jrfhIJ+HPO+NWvmVTKnR5HM0zqslP5FEgUK1fw0Ng/erVSIvZryKqeepIUAkX+THN/NTRQWHEcuW0KhFFsIu9gdptpU5D91ej+MpvOmr1cfJqNPpUa80Meo11KZs7IF+9OjrVZztjSC7Ux6/z2V5QkS7PQmTSdk7XiUK0JVGZHnkkC1UyRaqbL+Z4e4sRaXSVIgWj0KtEbHbjJhMegxGLRqNCkEU6El9cfd6s0250qBUbtBWQ7XVYn7BzeXFtwniy0GrVTO34WP3LM7SjBvJpGFj0c3R1+ki7c0JGov1eov9we/jDNlZmHOh6UKHPvksTOndDuC0GclGC0Cf7Pr8ticR0E67y97ODcEZBxq1mpuzJLdXaUS1OFL7OQnn+3e8+cfW0doMaHRqEATa7Q7VSpNCrkq5VCceLxIfU1N7f5wX5wm23831rUEVYLHqFZuizk+TbP+w9ESaSRAFuvXm1IswAJPdyNYfrXL88ZLkFA1YBrOOukJE9Dlq5QZ7f3qKw2tl9Y2Xg1+ey8pXRc8TCMLTMqvnUk1KmF0PYvNYiV1nuL1IcXeVQW/QElr2caFYayxgcJgxW/UYzX27XY1WgziIPkvdHv5lL9We+DtBQoE/pOZ/H7FhDSCxS71TYsm0xm39mnZvcqpaKzrodEcJjk+/QrrxBYCOVMerf0G2ua/4OTbdFjf156kRiQWTg1xBnogKkgqjZpPj8uMKstZtsGia56wiPzm1pS6nlcfJZcboxqLW0OypeOv2EanlSLSyJFrKqah5k5vLUp6O1KPV7dGSuixYXGSajwTtbKBFqhFVvHSEkJA4ysfpDJ6eUvtxYHvtDHJVznFYmE4ofxId2C3FWfa5KORa5Or973nt8/NVxslIq1Kx5HJi0enI1WtcZnLsPhPsdxgMHCbSNLtdZgO2X5mIfj8T5uPV04ldpx7/aH2NJLAb9Wx7/exdJdBr1GjVKlZCbvYuxkd2dBoVTpsRs0GPQa9BNWgQaHe61JptSrUGhUodv9tKtd2m1GphNGtxW02YDVp0Wg0i0O70qNWbFMp18qXaw+SRzld4sxqm2+oyH3ahVYucTkjhDqNYejq5pQbNQ7tTkNh7LC/52I8kOb3L4LAayZcmp8DlCOXJdYqNZT/HMvanr1aDfJlS9/Aee6cx7FYD6/MucskK/oANs0mHVqdBPWgQ63R7NNsdqrUW5UqdcqVJqlSDMeeg0apYWffz5TiCQauh3e6y9SrM/pSEUQ4Ggwb/kpvDgYGBxaLn8ibDXrnO+ssQuViR3AQpp7pM3bISfEE72XoTk1rN7U2Wb9GO3dwMPtRt3sPmND0hoveI3eURBNj+bp7zwxgr2zOKdpwWuxF3wIbRrEcQRRr1FvlshUK2QrPdQxIF9qbo6leCJElIPdj7csvW2zmOd+9kBfqDYSenOeVrvbcb4cX7BY4+9jN2m69n2f+zU8X3m2wG/HNujBYj7XaXXKqEhECr1SG07OPmaPJC1mI3TU1E75FPlcinSvjn3dic5hHdz1q5QXjFT2Qgfzaz6ufog3JpwOxaEJvHQvw2y+1FCobS91KvR6PW4u40wfL2DOcKov2NapNGtYlcOksQBcIdAZPVAFPWuv4Bv3783hJRm8bIls1Ipt2PgnalKqnGV5waN2oxRLQ+XjhXJZp5pqSERe2h3r5leMnyvK7xOSpd+SiQ1JMnlIIkYtFsc1geXb159HrOppTXjDUyWNQ2ks08V5XJdVBevY1co0Gt24/y5Bv9SXMnc0fAYCVef0qa270uX3P9wc6m1bNq9ZBv1YjVChhVGl44fHzMfNskOk0q8rySJWC1MKO1clcsURykGQVgwenAZTJSa7W5yGY5So2PKC06HXwaNEJ9jseYcdq4y31bbv772RAfL0fPU04k/zkKtQZfagleL/sxCBqWAk7i6SILQSdGvbbf+S4I9HoSjXaHSr1Jvlyn2mgRy1dgTFptc97P2XWSzYV+92ut0ea2UVB8v0anwm0zYTXqMeg06HRqUAkcnHxbZFarUVGqjEbK949jbL8IsXc2XfpUNdA1rTZaLCz6pyKiUQX3p2K1jqgSnthVzvrtD9HeaSAIEPTZcTnNdKQeWp0ada1JJJKH7PRqEXKw24xY3Ub2TmN4nZYH6aovpzFevZnhZE/ZfUgJJpMO56yN09vHZ2C4ZOL4IolBr2Hr3SwHO3eK9o6lKYiKxaonNO9m/yTG1nqQ/f0oL9/NcvhpOoJnNuuJytR3jit9kCTY27nF4TZjdZqIXqRY2Z5Bb9TQ60G12iCbLFEu1imfjS6iVrfDnO1HqdRbvHw7x97Oza8koTncJLT/9ZbFFR+pWIFK6ekzoJ0ifX9+lSG85KVSqHI5lMY22034Z10YLAZa7Q65RIl0vMDF0ePiSqNVU8uVHxq2ll/N0ev2uNxXzkQZJqgMjEPiOkPiOsP81gxI0hMhe4fXRuQsgc6opdXsjDSszawGsHttxO8y3F6m4FJ5kSsIAq1Gm5ujKKuvZjn9+m2Lhhd/ZY2DL3fY3WasDiOlf8ia7l8HflOpeUEQZoB/A/DTjwv9HUmS/pYgCP8L4D8NtIAL4L8uSVJhsM/fBP4b9NnSf1uSpP/XYPs74H8PGIB/F/gXpTHh/d9LIvrSHkYQzsi0rwEQEenSXzHXOn3v8yXTNrFGjHpXqSP4qeSTWtBiEFWU2k8n/2zzHI1goiONfo5Fu8ZdXT4dUGjf4NGukG4VHjdKAlbtKw5K17L7NKXpRd5VqLirlPHo7BPfa9MYECSRXKs/AYoIxGr9v3eQCBhHiegwiq0GPw8akFasHvwaO9e1b5fEUKoRfY54o4xNo+NP5udoVjrYg3qucgUuc3kup9QeXXQ5+Bx9JCJdwGbRfxMRfT8T4uOlfMpInNKqQxBAEkGrU1FvqMjVGuRq09fwyWF7wc/RVYJuV5raGard6RHPlolny2jVIrM+B6lEie3NMNFobmotUafVSErhXrm8TBFwW8c6FQFoNCrOoo8Eav8ywaZCVPMeQY9N0Zkoliryei3M14GKgCgKiAhjdUZVokAo4MBhN9LsdLlL5rnNFbnNFXFajXTqHZZm3X0i+g+B2VknpWaLq4GVoctheqKh+vU4yuKSm1KqMtG7+x42mwGjz8Tls7rc+LPrU2+0+XIcY2HNR6fUJC4TMSoW609qNZ9j7UWQaLr4sGC5lzM6uUoTmHUSv508DizMOjmQiUpOowObz1Soz3Ww+6wcfkMXdFfqUS7WmF8PsvvzNatbISK3WWrV6SPAAPVnovaXZ0k8PisWq+FJKr40RaNPq9kBg47VGQf1cpNWq0M6XiCXLHF+NH4Bt7IZ5HCoKek+lb2wNYNaLcoKvesNymUr0+J6UJax9t0SpUyJ+FWa1kD+bvnV3EOXfHjFj8NvJ3GX5e4qzd0YpYBhiCqBbkei3exwuR9h7c0cJzvT/c4mq4G7gUpEIVNheTP0O0FEf4PoAP9dSZI+C4JgAT4JgvD3gL8H/E1JkjqCIPwrwN8E/iVBEF4Afx3YBILA/0cQhFWpr2v5vwP+OeCX9InoPwH8P5W++HdKR3QSrBojf+Tx0JQ+0+g9DuY6cbSBJtXYwyx2mTWuyH6W9IyjB/RLlNpyvsdtHLol2c9oSeNXnLPGIR1UScChe61IQgFi9Th6cbq1w6p5gUSjhGZCZE4vqnForE+akLwGyxNNyS/ZCDMm+1Tfa1UZuS6VuMyVCGodfO+eY9HimmrfaYho0GjhB+8MLr2JhtgGjcBxOk2x8W3kTSOIIxGQr8kkqz63/A7P8CYU4Mu1ckRtYnRXgFdzAcIuG19vE9TaHXZjCV6+CKGbsvlBDq+WAhxe9kko8KQTfxoIwNqcj4tIFo1GzdfTKJV2m1fbMxin0NUcpw9ab7TRqUTUE7QGl5e8I/Wk6VJ17HXxOMfbHF5E0piN/XHg9VpoRBtVrRJZnHPzajPMyooPtVnDVTrP57MoB1cJSkNNGH67mUqtyclVCpPxV5/MX2wEieXKZIdIil4mCnh5m6GrE5lbmHxvOl1mtC4DtzINWvliHY+MLufVbYZEpcbW+7mH8oJ7SJKE3W4c2cdk0rLxKszhReJJKca921Cz1aGjFdFNuGeWl72yJBSgIhNZf44Xr2fZ+3jF8X6UpY3ptGN9YQcXx/1FjXmgV3m6H8ViMeAP2qf6jIdjlBFKTydLFIo1Vl/0j0dv0BC9GY34iqJAcNbF5ts5XryexRu002y2icXLXJ0mOPlyS25KofWqgnTV9XGc8/0oM+tB1t8tIAwtkNX/KJvtPl2RjOTZ/CurlAs11t4vUsyU2f7jdbzzXiLXGfZ+eU76G9PjwtD81Wl1OP9yM7X+6sKbxSfE8/wgyvb3i2P2+C2B9Bf0Z9LXSlJckqTPg7+XgSMgJEnS/1uSHiwlfwncC/j+M8D/UZKkpiRJV8A58L0gCAHAKknSnw+ioP8G8J8Z992/NxHRbVsYUTwn07oeeU2rkhfGbvQKNJoFFkwbpJt5Kp3Cw2vtIZYSHjQnKaHdG53sTepZoo3xmmm93mOEx6l7w25xfEd/R+qybHGzXxxfa6cR1FyUC0B/5a8EEZEFs5+9/FNC5dKZiZQfJ8ce4NKZuKsWxn7vksXNh3iMDUdfXPmuUuKu0h9IAyYb81Y7+XaV81JG9rlQIqIho4WwxU66VuWimCNa6S8yPG4zH+IRAjYLi1ojh7Hp6hjfBAPsRBXsA9WTn9jtgI+DSHIsce50FSKRAryc9VOoNR467IGHgeLzVZSgx4oJ9VSd5sN4vRxk9zT2pMGhPIV+6DDerIXZGeiW6nX94aHR6rBzHMFm0fNy0cfBSZRuR/7cDQpNWve4jeR4tRlm51SZxEvq0WhyKl/h7WqIrwo1nZMajsrVJq/Xw2QyZQ6OY+i0amZDTowmLZV6i+tEjrP45BKWVyvBB13NRrPN+lqIvb1vrOMU4OXLGXaORvdTijzmizUq1ebYulGv10rLIJIcE3H2eqykZVyj2p0uX46iBGcdGBC4GWqUslgMZIZqSVfW/aQKVdnShlTqMQAQTxTZ2gpy/LN8BEurVVEZ406UnmAWMLfk5XS/fy263R6xeJ7ArIv4GEcmAHfATmIgLJ8aciNKRvMYTFrWNkOcTCHED31v++fNOdCPlJ6dxtl+N0e90uTiIILRrCM468Jg1FGvNoneZojdZokNHe/261n2P1wRXnAj9SSqpcmlEaF5t6J25z0iA51W/6IPh8vE8acrRHHKrI0oYDDpMVj06Iw6tHoNGr0GjUaNqFb1RewF4cEu17sUQG/SIKlUHO/cPJGU+lY8P8Zup8fp52s2hupp5eCf93Akk8Y/+HTNwnpgaoWF3zO4BUH4OPTvvyNJ0t+Re6MgCPPAG+CnZy/9DeD/NPh7iD4xvUdksK09+Pvz7Yr4nSeiFrWBl3YLmfZnxW4XrTh+csw0jtAKRhZM61xXT5CQaPf6CwCXdp5cY2/s/rnmBQaVnWav8LhR9ALj5UqK7Qh+3RodaZ4vE0joPaxTRMuWTQv8NEiVVzrKUYVt+wyfsqNRXoNq9Hp9yUVZsLi4KssP8iIC3ZaKngQ6mahtvFohXu1PZl6DlQW7nUqnwWkp/UDohold2GQlZLKRqle4LOaJVEbr8O4FyOOVMnHKvJsPcpXIj42O6tVqokXlCe4km+VN2M9uRJ7sr3ndXMSzE9OGI77xAmzP+CnVG+zejn52b2jBEMuVUIkib16E2D2OTVU7+3Y5xM5pZGTlW6g0GFisT8Sb1dADCQVG3JmK5QZfylH8Hituq5HDk9HBfFK0E2D3MML6ip9jmQYovU7NWUQ+bff1Is5M0MGdjJVhZIxE0z1i6SIv5rxodWpuE3mOo9/Wle6yGbl85gqTmiB/8xw6rZqFFa8sCQUojKmFbXe6D3Wjx3tRukOkNRi0UxZ75CYcj2rC7xNLFBBFgZfv5zg/iNGotzEMopoGg4bFdb+iioHNaqCQe3r8+0cxXr6d5fDzKCnYWAuw9+la8VjqtTZOt/mJO9E9nG4LhVz5Sf1hrdLEYNRid5oU7Tf1Ri0XQ9JjqViBwJz7IY1er7Y42Yvy8v10daPdroTVZpCtpZWkfhPTH/3JCrWSk0Qkx/kY/Uq9QcPl4PXIVYaZRQ/cpqlOkNuyO41Mq02QuMmQuMkwux7C5rbw8h/fBPp16L1uj3a7S7vdpdVo06g1adRaNGot6j2JerEJxfELW0EQWNyeod7qcnYQQ280sPRmAQGJ28PIVMR6GHJkudftcfLzJS++W+Lwo3yvh9lnJ5EZvda9bo9CtoLZZpzKAOHXjr9YQfuMJEnvJ71JEAQz8H8G/juSJJWGtv+P6Kfv/+79JpndpTHbFfE7nZrfsoVZshTItJW71gG0wuSUYluqkWl8Yc4QxqZxU+/W0Ys2er0sPcZ7ZEt0sWofrfR0Ki/x+mS5Crt2hoB+kf3S9LVNw1FbOehEHSfFR7KYbso3Urx1LMiSUAAljmVSK6ch3zpnOCv0I3iTGnVS9So/xaMcpLNYMPHONcum3YdVq+cH3wzzZgd35RK/TNxxWVRO5XQ6T6OOnxIxunqJt7MBxX1eBnykJnTHZ1p1VDI1nosuB7FsiUZnsmf6g2+8ANtzfuY9DvbuEtxkCrLvbz+LhHV7PT5eRZmZdRJwW8d+19uVUF/4XuZR7/Z6WIzyGYFhbMx72XsmGaXRyK9TE5kS+5cJ5hfcLM49TRdPQ5olqe957rAaRl5bXPLQUPCh7nZ7iBrVk/QiQMhro6DgJQ39dPebF2HytTrHt2lsVsM3yeLcw2szU31WExhLFVlems6K1uU04Q5aOVBo2FKphKksQ78eRwkvubENUuazcy7yvQ65KRq6imOu0z16PYkvR1F0bhMrL4Jo1CqWVn0YHIaxUlo+j/x9enKdHrEIDc84OZyiW93pHhVI1+rUmMw6irnR882myphdZnQKQtBLL4LUnxkTeLzPjluS2P35mpX1IEYFm9lhWGVKF+6x+XKGbLpC/C43kdSurAWedP/fXaZxzXvHNhXpjVouFbrJ5bDwIsTG+wVil0lKhRqtRoeb8yQHH6842rnhfD/CzUmc+E2GfLpMvfptElKbPy5xcRTjbC+Cf95No9bkZOeG451bml1YfrvI1l9dw+GzTf4wQFSYS3r3ovUyqfbV90ucHygT/ny6TGBmOsvav2wQBEFDn4T+XUmS/i9D2/9rwD8F/JeGmo4iwMzQ7mEgNtgeltmuiN9JImpWG/gjt482n6n3JjeXaKasqwTIts4QemlcGhcurYd6d7r0aKP7OIHo1PP0nrfcD2DTBPEbXqNVhYk1kpxWawT1bvy66eooE400ds3oBH6PReMchfbjAF1q17Gqnw5krx1zfMgok99yW37Vu5+Ps2Id9WZ26ozsp4ftG6eXbck163yIRxHaGkzoOM1luCpNV0fU6oxe42Kjwc+pGOszHvzWp/VwPrOJr9HJEkJ3pSKv557Wm4XtVgrlOtUpay4r9RZbswMCepvgOj3+nOTOBeAimSXdqvFKwTv93Ur4SRRTDtYJ3bFzfgc3sfxDhPkeGs346PtlJMt5LMv6WoDAYGIZ7sweh2Kpjs9uRnjGnjsTWkYvY1m2159meTwO+fpQQYCXayH0Zh2fTqM0212arQ47RxHCfjvhKSdD6KfkTy7kZcjUuslZivl5Ny1R4lYmmnsPv9s6VYMOwMVtBowqTDY9iUad0pQNbnfxHLopawOzuQqFdguz38T5XUY2pT8MpRriZqtDV6d6qBcVBVBL0+m3GmSI4OKaf2yzy91Vmrk1v2w0LSsTXS0oyCpNWzdqUKgTnl1wc7YfoZSfTP4FIB0rjGy/PU/hW/ShVyDEyxtB6hMarEw2A1s/LuOfc3F1EOHo50s6rS5ST+Lk8xVSu8Pa69mJxzgJwXk3J7t9UixJEs6A48nr3U6Pi4MoBz9fUyg0mN2cZftPNggsKi/kBJXyXCJJEoe/vGDr+8ceDbVOTaE0+Vk424/8VtaLCn+BfyZ+d3/i/teAI0mS/pdD2/8J4F8C/mlJkoZXf/8O8NcFQdAJgrAArAAfJEmKA2VBEH4cfOZ/Ffi/jvvu3zkiumkLsWwpkWmPT5cPQy1M3/whomLdHMSvuSTTPMWimcWrf4VXv41J7VPcr9C6wqjyohGsxOpPa0Mtah8BwysM6lnizQyX1UMK7RRIItFahlgjQalTYNO6NPGGkZBYNMuv5owqPQeF0XSn1/AYVdi0hdjJjicuqZryhCPX/DSrd1NuPRK0b402LZqdnGVy1FsdND01S7bpVqv1MaTnIJ0i26vzfiHUFy4HglYrTaXazWe4LObQDyKCPrOJTrNLYcxkr1GLzLhtbM/7+WF1lqWAk/27yQT0Hs3WGLeSdodPNzFWV3xPoohvV0J8Pp4cDTGN6Y512YxUas3HCO4QnlsSKuHwMkGiUObVVhhRFBCmrD07vUjyev1x4Wwyajm7m2zTeBpJ47A9RqGeR5MBlmbdzIZdfLmIPYkU3hPlm1ieVK7Cm/XwyL7P4babuBhDfI6vUjgdylGxrc0Qt+kChQlpSYfVNPFYoF8ysb0RwuE2U9JK6AMmtt7NEp6d/Nx0uxLhoGPsewRRYHUjwMKmn5tSiVipwtbLydep01YmlrF4gcWt/gJiazvM7eWUZRHPbqXt9/Mcf518z58cRHnxbv7JtsX1APHIaGDh7jKNwy2/mElG8xRzVdZeKJe4aXWjBNxuN1LJ12i3uqSTRYQJJRFL6wFFEfrrsySB5QA6mee4kFYOxMyvB3nx/SLtRov9Pz8jcf302bovayjnq31/9rfzGM2TI8ByUGtVCFrNEzmr09077M+jzUO4O0+y/9MliWgR31KA7T/eYH4z/GT8mKQ+IkkS+39+xtYPywBs/LhKSobQy+Hw8zXza/6p3vtrxW+oWQn4I+C/AvzHBUH4MvjzTwL/G8AC/L3Btr8NIEnSAfBvAofAvwf8twYd8wD/TeBfpd/AdMGYjnn4HasRtag1dNjhGyX1UAniRLF0EZE18xyq3iWN9p9j0L1GokexfUdxqFteLzqwaAKoRS2tbplS+46u1CdhZk2YpqQmXdvHpHZj1YQotUskW1GSrdFBxqCeozEQ12/12pyUz1g2z5JuliiMcV3SKzTUzBlm+ak6mu6yaPqDy5LZy0kx/cSdaeS9ah25hvKEeVhI8sLuexCp37D5+DnxNNUoZ8OpBLfOSKXeptZpI4oCqWqVYlPFO1+IT+nxlU+1MeQNBp7y8QiLXgcBg5nzZBajVj3Yb/wAl6nX+SEc5jyRQSuoiJb7v4fLbMBjM2PUaxFEqLU7ZGtVkuUq15UiVIq88QU4TWXYnPdzICO2L4fqFAX9h5EkNqOezWU/ekHF5wmR0HtoFVLsRp0Gs17HbUJ+AlRNoYV6j9U5L+l0BbvFgNaoIeSzYzbq6Ha6pDNlUmn5EpGDo0cL0PkFN1+uJjcRPGiLDmq87oaO3+s043Fb2buU/5z2UOS51e6ycxxhZc5DoVQnrVBf6bGYOEkrL8663R4zsy5yz6RhBFFgezusWA/6HBr1+Osd8Frxeq2cxTJ8uYrx+kWYdqdLLFMiNmhQ8s3bCbuslDLVgaj8KMwKEXKjScvSqo9ItsT+3WP0N5osUio3ePdqht0xJLAwQaJo7yjK+18scvrheuz7hlEbKoVY2w6z93H6ffd2btj+boH9n/v192ol32ZJIjzjlK1FhUHd6L5y3ejzyKtaLeKwG7keNAh12l08HgvphDJpFCeUtFydJlhcDxI5jtEaOHrNLnu5PXx6bxnNeha3wuSTRa6Pxo+fzWfKFIcfznH57QTm3GOcjOSx/m6B/We/TafdZWbFT2GKcpNUJEdqsEiw+hyEF720601q5Tpao67v2DeQXUMUEe//LQggQiFT5t1f2yQaLyHbPSaDbqdHKV/FbFPOMP5lgiRJ/wD5ifHfHbPPvwz8yzLbPwJb03737xQRbUsNgoZlNIJIvH5NS5ouTaoS+m1cchAQWDXPo5VuqLf//OF9EvJRpPtO+3uIqLFq5zGINgT0dCURs2aJVPOOdGvSA+jjeenEVfUWo8rAunme48q17F7Z1mg0waIyspeXJz1qUUXQ4CBRq9Lojk+d+gxW8o3x5Qj3fvFqQaRYG40wDks/jYNBpcYmGrkYaI7eW3c2O10+R+P8EJ7h53REsTu9MkWa3Gkw4DIbuKzkyUsN2kIPUS9g1GgwajTo1Wr0ajValQq1KKISRFSCgICACLyeDVBsNNAY1STKZVKtOqmsMlHf9vn4etcnQXupJO9XQ3w+nTyoVxvT3ctatQqtUU2t2GLGa+cuVZi4j1wDkSgKzPkdHF8rKw1M01Ub9NiwG/UcD7zHfW4L9Uab85un96jZpifktWHQa2m3OqRSJbL56hML0OYYhYfn2L9MsLnkp1JpEEkUMOo1rC362L2Mk7iUJ0QCEi0ZXdWzmzRGg5aXq33VgWG8XpnOYvQqlkOlFh7UBIwGDeF519QkFKDZHH02VSqRtSUfLanL6V2KSKlP6EM+O7vncbaXn9ZDJ3NlkgPLW++cjbDbRjVX4/o68xAVabafjobBoB2H38LRTYpPZ0/P1e+2khwQiZ3LGFsbQY5kXHu0WhUJBUOBe2y9CHEXzWH1WgiZdRj1WlrNNql4kbxC2j832B6ec3F9mpiKYAxj/8sNay/DZBIlTsf8jvVJ6hKDutG17RB3N0/1Rp9ngNZfhEbsJO0usyIR9QVsY2sa73F5nGBpI8TdYYRWo/0gPQUws+LH6jByvnvH/p+PV2u5R0MmpZ9NFMgmi2z9YoXTr7d9bdMJWHgR4kCh6eziKIbRoqc2oeFqGKVclaK9ilavwTnnJRnJk5pC9imVr4Nei8akx+mxYLUZ0Ok1CAK0mx0qxRr5dInqUOo+lyqzuj0zYk39m8QfvOZ/yyFJElfVawC0opZZ4wJIbaL1G8WaTEC28QRgxTSPgQi19p/znFo0ZCSZ5NCjQ6F1g0a/TbXbpiWpyDSnW02WO/KXv9atc169ZMOyyE01Qa339CHOtQoEDQFiQ8LhQX2YqEw0FKDX69Ls9Ci2J9cqWTST3TbOSmm2HUH0ooY/i4wOoLXO5OhefwHg5WvqkTznmk8jSh8iUbZ9Pq6qecqtp4OmRhTHpuaNGg3bPh+7mTgfEv3f44dQmJ9vo/QkiUqrRaU1/jf+PhCiRIvPClJPz2FQq8kUh2SvJIkPd1HerQbZv4g/aHs+h0oUZFPjwxAEeL0Q5DSaplpvcRJJIQIvV0NEkwWyxTHRKBlC+WopyJdJBHnM4Gw26lgNe9g7iZHoPk6wNQVCXan2dTeHYXca8XusGLQalo0absoVwl4b7U6PVqdDu92j1e4o1s+my1Xm3XZcdhNXyTyfJpyPRqOmo9BoVqu32D2Nsbns5y5eoFRt4HGYOB/j+jKMfLHG9kqAw6MYXo8FUa/mSKGmVAm5wuNv6HaaCAWdXCez7D2oLDz+IHqjlk6mx7hAWipfeejqd89YmfXYqebrxJJFRFFgZc1PU+xxepPmuiS/aPY6zQ9EtAccJTIsLXq4eJZaD/js3Mm4IwH4vFasZj0HA5mrlxujRM3hs+HzWdFpVNSrTRLRPJVyg3yuii9gp15rjUTwZCEI6HRq9AYtWp0KrU5LW+qx8CJI5h8oW2ZenyQxmnWKVqH3ONmL4g87sNoMJAYp4OF09NarWVlSNk483uuzkbqZrhfh4ijO8uYMmZsUd2cJNr9fopgrc3f67XJEil3jksT+n53in3OjMeq4O1O+j41mPaVSXXF9UKs02f5ugb0/Vb72wzBbDcxvhDj8dEWv22Pju0VK+Qov3s1zOEZhAaBVb7G2PcvJXoRkNE9SgbwanWacbgsmqx6tRoXUk/CF/9C89JvE7xQRHUar1+K8cgGAUWVizhCi3asSq9+NLCnEZ/9eNs1hEpJU279Eqc+01J5uYDCr/QiCg+vaKUHDa2K1A4L6NeKNC7pjyDFAojE+YnpWucSuseHXuLmsPo2shI3WByLq0FjZzY8SQqvawKLZT7sLNrUFs0XPRXl8bZaKKeppJTAJOnaS8gNURaHZaRjfO2f4Kf70nBLVMipBeFI6sJdMEbZYcVj03JYfCY9Fo6MoE+fWiCKvAwHOCll+mXiaRjzOpzFrtRMJKMCWx8vHSBSVKBJyWInmJ6eXtn0+Pl6NkqFPdzE2Zj0kEiXKMt7dFr2eUlN5keCzm3GYDOxc9n9j/UCrswd8uY6hU6t4sx7m9DolG1ntPSuVeLsWYud4msXSKBMVBXi1EuLqNsuXw9Fon5LNphwKpfpD3eSbV7OcJ+VTyYK63zilV6tRq0W0GhUalQqrSY/BqmXvOD62a/4eOo2aTn18hOfgPIHdamBj0YfU7nGaml6eqd7psLTkIZGvUEp+m6yTXqcmk6uwtuRD0Igc3yRInsuPTltrQXbP74nHdOGTTKFKZkB0V2Y9zBl9fNqf3LX+vEav3ekSqVQJBuzE4oWH7VbL6AJWrRbZ3AhxdBAlFX+8L/aPo8zOuR5cbwDy+Sr5Z6l974wTj8uMy2agmK8RmHHS7Ur0ej06nR6ddpd2q0O71aHZ7NBstGk1OzRbXZqtp/eD5qWO7e8WOfx8Q1emTrzb7TK36OFod3IEOxEZ6I2+CHFyGH1wV1pY8nKiYEGp9CsZjFoupoiGDiN2k+X194sUE0VOP1/9yjqdlWINURQUlS4SNxlEtcj2Dyscfrp6Ihd2j/kXIQ4nOB3dXaVRa9V0FNQwoN/guvn9ItcncfY/XDxsV2tEGtUWhx+v2Hi3wPVJfGxzlmqK56FWaT5ZcGy8mSMto8DwG8MfIqK/m6h1a5xW+ukIu8aJX++l0i6QbvUHa2FQIbponMUiZqi2f2JcNZNGtJCbQERFQYNbt81t/YSu1F95Nbv9mzveOMGvXyXRuKKrIP2kEZxkhu09FVBoFym2S2xZlzkp39AeGByIwuPg49H6uSkPeROr9ayYAxwUEvycuWXLFmI/14/svHGFqfbqXFflJ/1xqXu7xsCSycddqcx/FI3w3hPio0wdZ6k1noh+55rhp5iMmLckETRZiD3TDI2US5i1Gl65/XzNDBxRNNonRFQAXgcCJOtlPiTlJ5Nis8kPgTA/34wnYRatlnS5ikS/3tVhM0wkootOBzs3yhPKUSJNyG7FYtQRyz79LLNOS2kkJt+Pgr5ZDHF4myRZeCQ2z1M3zU6XT5dRrEY9b+ZC7J3Hn3RfD9t8vlwK8OVkuoj985KI9Xkv1UqLr2NSnJVqE7/bQiIjXxMqh831IF9PoqDQJyHRr+ccTqt77Ga6xRoqQaQl9Hi5FmT3ZPyEPqkG8x4mvRazWU8+XUGlEhFFAdWgHk0U+/9++CP0/ysI4oNzk63TxWEzPrwuPLxn8G9RQBD6WQFB6P/dbNZzdpfiMDo+Ams2aLlNFh7+/VzpYBJ0WjVVoUOuVGQu5ORmgmlCXsbatVJvorercTpM5AbkUXy2aFlc8NCotdiVkWjqSSBO4dKVSpaQJDjevWP75QwHO7f0FLIKk1CrNbm5SDMz76bX7jwRkX/AN6T9h+tGo5EcDreZfKqsaEjw3Ar0HkurAQ4+yGthymHjzSzxmwzXB1Fi1xkMJj0r7xZo11tc7N3S+4YGCqknYXYYKY+x7+11euz96QmzqwFa7R6Ju8frtv5ufiIJhb695ua7eQ7+/Fz29YUXQdqtLvsy16FZexzjjz5d4Qk68ATt3CpEaW+Oo6jVqhFpPzmIosCL9/Ps7dwSnMK17A/4i8PvBREdRqFdpNDur749ugBurQOHusmi1kKl/YHqFOWLenUQ2sqTrVO7Qrnb5Kp28GR7rvWYZk40TvHpl0k27ugyOghpVLPAdFFXCYnj8hk+nQcENdF6kkQjgYiAQ2PnS65PvEwqHSuWIEeFJB8yQxPA0Byxk00gIPHWM0uuXSJaKzw9B5lGpTWLDy169jJJfll6vC4f01F+9M3wy+TTyGOj20EnqmjK1Ipu2X3sxJXTSC6DcYSIAlRabfbiKX4MzfDL1B0G9eNE9sLjoSl1+ZyeHFn4mk7gMRlJV5UH3xWHi53Y4zF+TSR4EfBwEpdPPYqA0JlMCqKFEla9jrWwh5Mh0Xa9TDNR0GnFpNfw+WL0PmwopChLtQafrmL43Wa8ZjP7F/1zuLf5XA67OblOTT3f3kdSA24rTrOBo/PpUs1u1/RE1O00cRXP0en2MOq01KaI7oQ8NpqNNvFiDafVRLnW5MtFjBfLPlLpMjmFlKNWPT7ab7ivMz2L4XFbkFT9RqRuV7nG/B4atQqtKGKzGLiLT6eUMIzFec/Ezur++7xPSiq+VaFiZcnLzk0cu0lPkzZep5mUgnyRQa8hkpQ/l0yhyqzXjrHZplZrUR1EqUwmHUvzHvb27sZGdi5vMmy/DHM4IQIZCNjIRvPsfr1jccVPPl2ikJ3s2/4c1UEE7O46g1qjYvu7RfY/XyMNLdhuzhKoNaonIvljMagbff39AtVinfMxbj05mUYoAchMaXnpn3FiNOk4+nzD3JKHm/3+mFuvNjkcNAlZXFbmVnxUCzWuDiJTEWuTbTwRvcftaRytXs3W94sc/HyF3WMhcj3ZiewemWQZQRSQhsZIu8dKYM7F0ZiUe+HZOJKO5VGpRbZ/WGL/w+XI/V8tNVh6u8DF0fhSBZNFT2Dezd7O5KzArx1/CSOiv3PyTd+CfCuPWuigkvKoRRMm9czknQCVIC85oROtOHWvuWvcUmg/nZStGj+N3tPBJtk4x6sLoZYJ9TS7o0LNk5Bspsk0U2xbl6l3ayyY3dg1HrSimjf2Bbo9NT9nbql0xkckJQQ+pWPcFiu8ts/h0/ePRS2ID+l+i1rHO/s8AZWb/VSOz6kYbRli+VPyjrfuUY1Lm3Y0VTdntnOTK9IZ05RiUOjwhv64+lMkyltXCJNay4LdwZbfy0E+xXlhukGx0ekw47Irvv7GH3hCQh/2o6NY0P4+HOYqM92EUmo0Oclneb38eM2GiagoCLxbDpEtVTmLyZ9TfkIaOpGvsHuXYH7GxUrYTbnWxO+ykM5VFOstn0OvVSMKAm/WwmTTlalJKEznrgSAAHanicqgUcRqmCwdsxBwUqk0yQ7IZneo7ODwOkm91+HlmrzmqmYMEd1eDaLTa9g5jtDt9qjVWlxEsmyuKpsjDGNrJUA0XuDwLE7Yb59qn3usr/i5uMtMNC6YDznZfWY6oFR3LIdXGyF2bvr3tgTkqw0kqxqLgkbljN/BOAGM21QB/7wTjUZFIl5gcyOIVhTZ2x1PQu8RTZfRK3WyD1AYUiu4vEjRFQWWN6b7TYZRGiJbnXaX3c83zCx58YUepazq1RbzU5oTmMx6Nt/MsbDu5+w8Ra3ewqkgAQWQz1bQP4sCL68HFesY76HTa9j+boF0LM/loEnMbJKvNy3na+x/uOLqNIkj5GL7j9eZWRt/reR0WpXQanQ4+OUZL3+xzNLLGWwuM1anaaqmxmQkx+qbOQBUGhXbv1imUWuOJaEAmXgB9TM9426nx94vz1ncCGCXueb31sRK8IedmBxGzv5y2nz+VuL3LiJ6D4/Og0PTItX8yozOT7rRd19y6baRpBrl9oXivqM22gIe/UsSjQi5+pHsPkaVGxglDqnmJR7dAtlWgrb02HSUnaJOUQ5dqctR+ZR5Uwi94CRaVkNP+zQCOnL08gNFV4IPqShaUeStZ55at0GjJWASjOxlk/yyPDmFKwGH+RQrNhdnQ45OZq2OVOMxcuHUGmg1JMrtX+28h7ETj/PX5hfR2Vrk6g1EQRjr+z6yfzLGrN3GbeFpPaPLYOAqKz8xXObzvJ8NjaTffRYzB3ff1pTS6fX4GI3x3VqIL6dRNAPiNuO2oVWr+HSufN01KpF0Ybpo42WyH3H/bjmMARWNQQdsT+rR60l0uj063S6tTr8pqNFq02h1qDfa1DsdtDoNnVYHQYQJ5c5PUJ4gsH2PV5thdobKBIx65YYOgNUZD9FE4UnUtPuMKVXrLb5cxNhY8pLNVckM1R2qVKNEdDbgQKNVsXv++LvqtGquIv3od7JYQaNR0R4TJZsJONi/l8qRwGExTmU5Cn2Jp3siXhqjMyoIApI4ep/3plQaWJpx8+XuceK9/5hIrsRqyEXzKjeiKGCa8HsAnNyl+fHdLO1c86EZaVrkClVeb4YVbT79ARuRm6dZiFKhTrlYZ/v9PAefb6Zy8jIYtdTqozHtm4s0Wp2arfcL7H+6BkkaS4zVGhVLawFQCZyfJdgf+NwHQw6i1xkcThMzC27Fpi23305kWI92gszdfbf/3lDKWm/UcDGFk1I+VSI/aDLzLvjwhR1kIlniz/RwlRyo7uHy2/GEnah1aqqlBvGbDLHrNK4ZD9FIAQBBo8FmN2K2GjAaNWi0alQqEUmS6LS7NOstauUGPQRWX81SyFXZ+6Xy/DuMXreHP2QnJhN9vTiIYrYbWX05w+nu4zWJnMYVa19XtsPc3WVH3LV+ayD9oWv+9wYbliWKrSOKg6aZYRqWbfaJpEO7gUqQKLaOR/avdh9X4RZNiB5mrmuj73sK5ShQunmFSztHsZ2lKVURUBOtTxbufvxkEYfWhUllQxS0tLpd0o0aFlHgrJSeqht+HFq9Hr9MRvgr7nnanRYqjcCS1clFKUdzgtwT9FPx2UYdn8FMst6/dsah1LlWVOFWmznNT45aVjuTB4hXPj//fuKMeaOT60oBq0nHktWFGpG7YolkdXyjSFeSsJn18IyIhsxW9hLKpPKmUkCvUdEYmrC9etNExxkl/Hwb5eWSH21XxbulELvXcdoT3Ga8dguJ+PQNQTMeO1fJPPMeO19OpycKM147Px/e4jAbcIdsqFoSkSmFoqPJwsTFQThg5+DyqdyYXq08HL2Y93Fxm6b1rAZOqSbv6CaFUa/h1XqoX38q8UD4AcxGLUtzXvbOoiMlFfMBJ6eDDv9UrsLb1RBfDuSvnUolopKEJ5HJw9MYAZ+V+BT6iZurAfYGlp9XkSxOu1HWqvPlepCd09HSk2kiog6LgXSrRufJeT7+/TSR5fWqn+PD2JNsbmNcmYQAa8s+eiqBmlpC0AtsvpqhWmpwPUb8/zn2T2N4fFbSydFr5fNZSd2Oli9JEux+vWN5I0gmlqeYH59attgMskQUoNXssLdzy+J6gEq+SvQm9USGUhBgftmH0arn+jLN8cloFM00kFHK56rUai1WN0OcyuhwWoZMGHxBu2KTksdvw+62cCKj2bq04ufgl9PJM90jFX2UPwqthXB6LMQvk2RiedRD2Riz3Yh/zoPBrKNRb5OM5MhmKiNuVCuv5tj7dMPa2zlOdiNIPYlirkoxN75kQtKo8Xit5GSu4ThY7WZiMkEegEqhxmnhlq0fljj5cku71aGYrTD/co7rZ3WkW98vsP/l9lsVwH79+G0/vr8A/F4RUYPKwLLJTar55dkro79svtV/mG2aZXQqPfnmAf2ktYpCO4lK0OLUbXFbO6bHZNJYmuABn23d4NTOUO4ICEKAtjQaNXoknFZUgo5mt0uuXSXVKJBpVoDHAcGsNnBYjDFrclNs18eK1E+Dt84wf5q84aUjyE+p/gCoEUQ27G5sOgOVdouLYpa6AjHNNWvMWxyY1BqqnTZacRB9kmDL6udzcrrBJ9MYP6mELVYuamkQwGsxcV0sUGo12ck8Duphh42Q0Uqj3eEsl3vQJx3G11SCDa+Hk1T/t/0uGOLj3fgIcLpa5YfZMB8HdZtvAgG+3nzjoKrX4rVasOp1qEWBbk9CEAV2L2MTSSiAw2QgwXREdH3Gw12ySLXRolRr4HGaSSvUAz6HyaCjJ0kEvTb2z+No1SpevQzzdU/e034YjWaHsM+mGBXUaEQktTgSgVOq4Xy5FOTgIi4b4RhniVlrtNk5j7K24KFYaPR9q4V+Gv42kefLiTy5fO5EdXKXxmYxyPq0v1wN8nX/6edIvb7t6CQiqlIJT+ozJQlm/Y4RImqzGDiLyE/EkyxBVSoRh9c8Ut/8fLj4cpfgu80wu4NzEQRkfz+9Ts3qio9kqcpBpE/WZ5w22u0OjbsKrWaX0LwTt93E5VmS6oTIU6fTw6FARNPx8dfv/DSBw2liYdXH1el4iSEY/1mXp0n0Bg0rawEsjjrtVge330YsVuDyevz4P2yZ2my0OT2KsfV2jv1nElVq7eP97fVYST2L8qk1KjbezHLy5Zb0kCLBMMr56ZsA5RC9ShO9SiMIAtt/soHVbmTjh2WyiSKpaJ7zKYTs7yP38esMZquBygTHsHv4gg72fr5iZi1ENVUkN2XWYJLVMMD+TxeEFjx0uz0SdzksQxqrWr2GxRfB38560D8A+D0iojOGEBohQ6p5KPOq8mBdbF9DG8yaGUwqJ81uDvBQaFe5ftaMpAStaKLQmuygk2vd4dCGaPR8OLV1LCoroqCj0e1SaNdINvIjhFMJM4YwF/kEp+UEb10L/DzGO35SBc+cycFhftCtO5QXaEs9jgqP0Q21ILBqd+PQGah12lwWc08imNflPC9dfvazCdQDV54f3LOyHfJKSFYr6FRqWStOg1qDWgeVweS2l0vIyjFFqkUi1T5Z06hENlxuLGod2Vqdy3zugUf1xP7fgmYzB4np9CL3UkmcJj2dTo/bdEH2PSpBwG+z4DQa0GvUfd3SRotUuUKh1qBczz4c25rLzZe7GG8WgiP1f3LQTWi4ucfrxSB7l4mH1HWr3cUTtkxFRNdmvRxf9yf2+3rPVqfLp7Moq6teiqkq2QkuOk6HSZGIvlgPsSPjCqUWRrMKb1b65QtK5Lc9hWXryW0ag07D+ryXTqcz8TpnC0/PrVpvsbISYveZXFXQa+NQIbpzeBLH6zKTGhMt31oLjSgY1GUa0WaCzielA8N4Xpow+h1BPl6PkgtJ5oL+fBvj+80wXw8iBNw24kNSXB6XmUDIwWkkzeeLx2NZCDq5GcgwvXsV4uDDLdFYgWisgE6r5sWrMLVSc2yU9Ogswdqan/OTxzE0FHYQV0hxDyOfq1IoVNl+P8/+pxvZ5q1J6ed7dNp9wb3QgosPf3ZBTIYcy+F5jaQkwd7OLdvv5jn8cvPQ6X9vgWowaUcI3/JmkFKhxt5Pyh30wRkntxOUIcbBaNEzu+JHpVGRuMvSQyCTLiMgTCUYD2B3W7g564+VpVyVjXfzHE1huQqPdbp3F2msdiOL2zNcTlFm0JpSnip6lUar17D5foH4wKjD6bVgtBo5+saykd8k/jKm5qduVhIEQSUIwo4gCP93mdf+GUEQdgc+pB8FQfirQ6/ZBUH4twRBOBYE4UgQhF8Mtr8SBOHPBUHYEwTh/yYICh1CE09AZNu6TLt7SrWrMHBNES2stGOkG0cYNAuoBT12jQuL2jXVMdg0QdmB/R6CpMauWcKle0etZ6fT05Ood9kpxPiUv+KgdEu0nqEjTVeIJyJwNjRZfs5es2WXb9CYBJNaS7srPUQND/IJ3Hp53+yOJHFaSPNT8pa9bJx6p8WKzcUP3jAvXX4sGi272QTvvWEEQeC9K/xNJBQAAfwm+UauDZ+L6+rjgFnvtHnh8Yz9uLbU4zCf4qf0HefVDFazljdBP++CQXKNOq+DPiwaPfX2dINdrd1m3udkzeWmJ0msel28nQ3y3VyIlyE/M3YroiAQy5fYjyb5eB3l802M02TmiVe9WhTZ8Hg5vOsPmDs3Md6uKvtZ30Oaoibu3XKYL+exEZKye5VgeW6yTElzSO8v9cz28vQ2TVXosvli/P2mVJe8vODpp8pl93mKt6vhPlEbc8rjajfvsT7nZdZj5x/sXk6sJbaa9NzKdL3vnkcJDTUhiYKAQatR/P5eVyLotsu+BqDTqriR+Z6L28yDDBTA8pxHkYQCY2VqtlflSSigeE0/3sV4sRLA7ej73i8teFh/ESDVqPH5LELlmQ6u3fjYlLh3k8DjfxzGm60O+0cxLqNZgvMutl/PYDQqNNq0OqiGSifcLuXGn5FT6Q1S9VshzNbRJslJETWL1cD2+3lMThMHB1FSqTKLa37UmummR6Vncu/zDUsbwYcmpfIgcri8GqAxkHNyuM1svJrhfD9KSsFr/h5Ol/y4rARRFJhd9bP9i2XmN4LUG22Ov95y8PEKd9DB0c4NyUiei6MYCy8mjz0A4WXfk38ffbpmdTs8cT+by8TdxeNiv1SocXObZ/uP1yfuW/wGKbhWo83Bz5e4vVZe/7hEW5K4u5m+DO4P+M3gWyKi/yJwBMgRxn8f+HckSZIEQXgJ/JvA/R32t4B/T5Kk/5wgCFrg/mn6V4H/niRJ/6EgCH8D+O8D/5NvOXi7xk5QryHV3Bkf9ptiiaETrVi1LnL1/5AaYRrd/qDg1bgwaYL0UFPqFMi3RiMgauHZACGJ2LRzaEQH1W6bZDNGupYE+lEmt85O2GDgttaj1p2usWMYi6YZ/nTYH1yQuKtl8BusJOpyq3iFiyPBktnD1+zjRNeVJJbtTjKJyZIePSTOio8PuYDAktWBADh1Bv5+fLLGnBwcBj03z07jh1CIn3KjqZV4vdQ/kYlx3z4KrQafB2l8n8GEy2Ik32uw7HGC1Nc4RBjI4vT/j3T/v/4/KLWbeFVGSrUGpdr01nX3EAWB7YCPr8/80D/eRHm54Gf/Sjm6XqsrpzrVKpHNWT+fxtSCNqRev/FFgZBtLwXYO388rmi6iN2sp1h5PM9KvcnXqzgvt4LcXGapytgjygnMmwxa8tWGIhm8n9AFAd4sy0dNn0NJBUAUYGsxQKnceOLo1BVAVAmKepSzAQcHMi41PQnMFj0MfpqX66GHNLYSDk9iuOymkQgrwMZqUNb+s9vtsRhysXsWQ6USqLXGL5CUUvNhn53DlHIUUmlE7AGH2TR/vDJPaMHJSUJ5EteqVVzcPr7eanexzJtJJ0bHoEgsTySWR6dT8+LVDLVSneuhiGcsUeD1qxn2BunsZOzbJbBOj+O43GbmPFZuhkiPktyFP+TA5bdyehxndyiqVyjUyKRKrK4HuDxLPkQyldAeI9R+ehBjZt5NtVQnkywiCJC6y6FSi2y8nuX8IMqRjNbqc6g1Km5krFWfw+GxEJj30JMkIpdpbi9ScPE027O0FebiIIrVYaSQ7pO8VKJIYN5NfEIZQk1GDzV1l8Vk0VMdY+MZXvBw8OnpfNDt9Nj7fMvGH61x8fmKlsLY1pdsUskK6stBpRbR6DSIUg+TSUep8A/XQ/Frxx8iovIQBCEM/Kfok8cRSJJUkR5nNhODSzmIcv4J8K8N3teSJKkweN8a8PcHf/97wD/7LQe+Yl7Aos6TbU0jBjz+BjZrQhhUasqtUwRBwqF9XB3Wu1kyjT1yjR06nStcajXzhgUWjC/w6uZQCWqa3SYWzSwu3VuMmpeUey4uammOK6fc1a9o9Z5O1JIkkGjGmDdZ0IuTO1Ofo9YeTTVVOg3Mas1jbeYU+N4z94SE3iNWn74ZZhgSEhelHK1el5NiGkHf4304wJbXq2izKged6un6aMPt4WNOftK/qxTZ8kwnuXIPvUrND/4ZSq0W2VaddKtKulrjLJfjIp/jIpfjMp/nspDnqpDnulDgplDktljktlREROBPo3e8WwqhmkK65DnehAMjJBT6gfvTdJY5n0Nmrz6UrDzNei1LfhdfL8ZPVtfJPNtK8kYqkWR2NPoQ9tll3797EUdj07AiI3kTTRRGBOTnFzyk88qp6k63h0oUeLUYfNJNPw6jdaYib1ZCeG0W9s7i3CSeEpqbRJ6Xa8rRH5WoPCQeXSdZW/Thc1s4mcJSsdPtMeMf/S3NJh1nN8oksTsgl9trISKp8c9iW4aIm/RaWhqJxhiCNLaRzOvgrlwauXbPsTrrofJMIeHwOsnqprJkULPZYf8oymU0R3DhaZT07CaN1WpgZtZFKvarjUHZTIW7aI6td/OPG5+d6/JGgJWtEIlUkf3dCK0hi06VSiA3eAZOj+MsLPvQaMePqUpi9fe4u84giQIur5Xtt/MYzXp8ITv7P189REYnYXndL6v3qdGqWd4Ks/2LZYJLXvK5KoefrzneuZG18Jxb9RO9TNNpd/EGH+/NaqlOq93D4VGWFbTYjSMNQNAXrJ9bHJ+ZGudZf/TlDs+iH3dYftzrdnp4gvaxn3+P0LyHwJybvZ8uaNbbFBMl1iZkb/6A3zymTc3/r4D/AWMYnSAI/1lBEI6B/wfwNwabF4E08K8P0vr/qiAIpsFr+8A/Pfj7fx6YSuRTI2jYti5Qau/S6k3XeDFuheHWrUMvRaP7+IBpUF7ZtXoVss0jMo3P1NsnhPVh2pKZq1qOk8opt7VLmr3xK7DuQHIl1oiwbLGjFacPTHt1Dr5k5esZr6ppXjpGHzo5qrRp9/MxJV+fE6kW2XD8ak4TP/hm2MnEuCzlsGn1fMxE2C/FsVo1fD8TZN3lYtKSrzskSeMxmki2S3THLCZUUzrmIME7bxCrVs9P8Qj1TgeVIHBbKuKwGDBrp1sUmDX99/0Ui7IS9mDSTb+Y+G42xM6YVGu91abcaeGwGEZeM2g15GQaAzw2M3aTgZO76bqVr9J5jLrRxczWUnAkFQ/j9TczhSrH8TQvX4WfpEA73R6hwOPEsrkWZG9CbWa73WVj1sfXKWpl79EaeMeb9FreroYx63R8OYmSzCmn8w6vk3id8hNufALxq7ZauK1Gmq3pymiOT+PYrU9/y+UF74NkkxwubzIEPDYOryfXLT8nooIAM3NOorkJ9Y0Kj6BBp6HaanIcz7AUHj8GSKM6dwAkm/WJ5A0gEs3z9TBKWwWbr2dw+6zMLntxOL4tBf0c3a7E3u4da69mMJp1tDs9tDo1m2/mCCy4OTtPcXqSQJIZGV0ey5No+dlJnLklD9ox51Oeolknn6nQbvewO0wYTFp0Bh3ekAPdFA5TAO2h+8U/42LrxyWWX80iaFScH8XY+3BJbEI0MzjvJpMs0RhEHp/XzmaTRYx2E4ahRp9hzK4GFDMJh5+uWdmUX+DpjVquTsb3UESvM9S7Asuv52RftzvHl2oIosD2j8skY3kil/1xUBD6gv9nO7dsv5qZMmf2m4cg/cX8+W3GRAYkCMI/BaQkSfokCMJ/TOl9kiT928C/LQjCnwD/M+A/Mfj8t8C/IEnST4Ig/C3gf0g/Bf83gP+1IAj/U+DfARn7of73/3PAPwdgDViZN+pINXenP0MAQZ7EBAyvyTc/8Zxf19qniIKOnjQ+LWbXLhJppNCJddSCmo40WeoIBunfASL1W9atCxwWU1PViDrUXiSUJ+qd/A1vnHPs5JSLwL16M5FyaWynvfkbyBX0083vveF+x/3giQ+ZbESr/Qkx36zzId0/Jp/DzLzZSaZS4yI/GnW596rXiCocFi2npfGT6l4ugc9kGSvbtGJ3ISDw6Vn3/n0t42Uhx6rTTSRXpN4e/zsOP9T76RSzDhvWuo54cXwt0/dzYT5OIaGULldZ8rmoNpq0htKCPruZu8rT6zXvc1CqNIiMiTQ+R75S591yiK9DkkQWo5ZzBSIrJyc0DEmCz6dRwkE76nY/DQv9bm8Al8PEVULeRcxpNRL22el1JZLZMh2hR9hmxWTUYtBp+osMoU9sG60OlUaLfKVGrdFGoxKxmHQs+F2cXKemSuUDNFod7AEjqWdk1e+ykEwr/4bL8x7qnQ5XyQKLy17MBh3ZTJmoQocz9CO2GyEXO6X+sTlsRg4vlCdlURSYCTjwBWwUjqZo5HgWEX61EeZnpbrQISjVtK/Neti57I8vaqPy9OCwGjm5lu9UT+bKvHvdb1yaBs1mh72BbezWRhA7WrbfzT0W3NzrKQk8EOjhYpwHqaX7l6XHs1t/O4tWrUIb1z3ofo6D1W4k9Uzt4PwkwdKqn7urzEhkTxCgNEE+SqfXsLoZ5OIkQSSS5/ow9qQ0xmAzYHOYMJr16PUaRJUIAw3ORq0JkoRGJbD5/RKJSJZELE/iG0sX3EE7tWqT6hBpbsikwqNXaZY2Q1wfRuk+u7daE0oUMrE8RrPuiY87wPyqn+MpGpqqpQaXlSbbf7LB3t9/qtc9rs7XP+tCq9ew99NTbdLH+0Ni/6dL1t/McnmVoangTPdbgUH51182TBOK+yPgnxYE4Z8E9IBVEIT/gyRJ/2W5N0uS9PcFQVgSBMENRICIJEk/DV7+t+gTUSRJOgb+kwCCIKzST/3Lfd7fAf4OQHgrLKkFE4IkIimQS1k8I1wianyGdfLNn+XfTg2ndo1MU1mvzaaZJ9Es0u41aPcavLC8Ybc0nWdw79mddlu7Ysu2zG4hRm9M5E8raviSnazFeVKKMmtyclsdTP5DS0GNIGJVGzirjl89H+aTD1JMk6BXqVl3ePjwLMJabstHfZL1yoPe6IzLRtBgI1osEyn3J4BUvZ9+fh308XN28gDWkyTmHTZZIurWG5m3OviUjMk+38NNNae5DJtuL2ep7Fgppeqzgey2WMSm07EWcCvagH43F5qKhN7jIpnl9dzTek2r4Wkjxos5H1fRHPUJdYRy2L2O43NZHlLxy2GPYjr8NpHHbNCNNKo8RyRVQKNW8fJlmL29aF9uSeg3ZKQH0T21SmQx5MJk0JHNVbhLFMgPTeSvNsPsnE0mUiatmhcLfrQ6NdVmC6NBS7UxvUj18U2Kl2tB9oe6kH0uqywRddqNBPx29gaWqWbUT1LrLo+ZsM9Gt9Pj9iZL9dkEf3KWwGrWU6o0mA07+XL89PzMRh3zYScIAlfRLKd3aSStQLvX5eVakHK5wVVMnsgP14iuzXv5NAUJBfn+zc153wMJBdiPJFnyO7iVSdEv+B18GWO1uXeTwKcgyyQHQYCXL8KcHEXZXPCxN0Xd5CQEgnZElUi93mJh2cf+l8le9QaD/AL84jTB4oqP6E2WZuORjNpsRooKixdBgBevZoneZtn7dMPMgpvL0wQvXs9wNCQlVK+2xgqsb383T/w0TmbMgmcc7C4zgiBQeKYHmozI31MXB1E23s5z9PPlw41iMOm4Oh0f1cyny2x+t8DBM5kk4RvKsno9ib1PN6z/YpXr3Rsag9KPtkxqXxAENr9f5PTr7djU/z2Od24JLbipd3pkxyw4/4BfPybmNCVJ+puSJIUlSZoH/jrw/31OQgVBWBYGd5sgCG8BLZCVJCkB3AmCsDZ4618DDgfv8w7+KwL/Y+BvTzqWerfJXilDvh3Aqn6LW7uBismRO2GIguhEOy5diHxzZ+w+BpXy51o1syRb1Scp+HzzCJt6OttOufqs69o5rxwhxW5jgEXjLCUFcjeMZq+DRBeTun8OgvT4ma8coScNRkqod9tsuibXXtp1emYtdr5kR2vmTvNpLJrxFnJ31SI/ZW6JtPMseW38EA6hUav4RTg8FQm9x0khjXbIOUcnqvgxMEO13eGjAgmFUa/ug0yKDb9nbO1nojxKeIvNJielHG/nR0sj3s+G+HQ6HUEYxpfbOG9XHztSdUPn92YpxMlN6lcioQDtTu/BktBjN3MwJkonATMB+5Sf2+XzWZT5FQ/tbpdXmzPkizVer4b6xFFUcXaV5sthhDsZeaeMjCe3HARB4DZZeCBuqWKFgMfKm/UQGws+DDKlB89xk8w/sbfsPktzq1QCrzfDVDudBxIK/ej/MLKFKl9PYuxfJKhKXRaWvLzcnmEm7AChr6u6NOvG57GwPxCvD3itvH4RYnnBQ63dZu88zt5Z7CFl3+r0aLa7fD2LcZnIMRt08GotJHteWrWIx2HmrlyaUA3/iOcRUbvZQEQmnW+xjXahA2QmmDi02l2s4enGQ5fTzMq8h72vt7RaXTITLGynwdarWXK5KrlshVy2yu6XW2YW3Pgm3cdjSNPlWZLQrPOJVafFNlpCA7CyESA44+Tgyy2FgdC7fVBykEyV0GinK8dy+6wc/nyNK+ic6v3PYbYaMFoNpJ+ZUTi9VkpjBOiPPl+z/Yvlh3/PbwTpTKFQcfDzFctDNZkqtciNTF3pJBzvRnDMePDO9stDis9k57whB3NrAfY/XCqSUDk1g+hVhna5weLKt/UV/Foh/QX9+S3Gr+w1LwjCPy8Iwj8/+Oc/C+wLgvAF+N8C/4Wh5qV/Afi7giDsAq+B//lg+39REIRT4BiIAf/6tN9d7VY5Kl/ytRgn2bRjUr/Go9tC87x7fQBpMDxbNTMYVALl9vnE7+h05EmQRRMm027S7D19iDtSg3mjfarjV0qJX1XPeOOYVdwvWpmedMTqeVatgwLywdj6zjnDz+npo3LFzviO8JDJikmj5VSB2HaRWLFPX2t6UcrxIXPLvNtCU1tj0+vmfSDAj8Ew3/tDvHL7WbI5cegMI3S90Gqw7e1Li7z1BrHrjPwyFpEVs39yjDKD1ddUgpchv+ycZNPqyNfkJ8pOr8eHZIx3i6EHsvJ2JsjnMZadk/DxJsL2or//+QOi9G45xI6MI9C3Yu86wfK8h4DLOtGDXj/lxHmPs7s0glGFXq+mXGrw9SjK0XlCVidzGNFkgZWZyffM2oKXdL5CIlNmJdi/z2PZEp9PoxzeJGl2OyzPunmzHmY+6BwhjwDFSoP5wXeJgvBETml10YvHZ+XzaZT6Mx3DYZmh5+h2e5zfptk5jnCdLGB1mtjcDAECS3NuttaC+H1WYpkSO8dRzm7SD81Jw2g/M464SeT5chYFEV6thZgbqr81GnXobFqKEyLWT/Ds1gl5rRSqo/f17l2CgPupUMp8wDmVhenBVYKVMY1L0E/FNysNzofIyl0sj9v7K6n5YTRp2dgKs//1lmajjdvz+Dk3VxkKpRrbb+cURTbaE8pyLs9TBMIODMY+GTU8q/EMzTpZ3ghwdhQn+swVqjNoHsumyqy/nqolAm/ATrfT5WQv8uDVPi10Bg0uv122dtQzxcJy78MlWwMyKldPq4R8soh+0IC2sOanNqXl73PE73JUml1W3y2QjuURVQIIAlvfL1HMV7me4NDUU9DYLRdq3B7F2Xo13W/wB/zF45tmF0mS/gPgPxj8/W8Pbf9XgH9FYZ8vwHuZ7X+LvrTTPxSavRan5WsAVIKBeeMyFo1ApX1DvVe4/zY8+hfU2qe0pOlW261eDIt6hXLn8WY3q4Pk2h3qXfmwfqpxwIxhnbv6+GaLzhh/6MvqCe8c63zKXz/ZPmcM8CH5bXVBu4U73rsW6PQkFs1O9nKTRfeHcVZMM2txcFsebeBYtbtJ16vkW+Ovp5JMkBy8BhM+s4FPhWs27QGOywrHK4LOqMKlM2HT6DGodKgFEYtKx3tfmI+J6YmfkiD450SM9zMhPt1GGZ61AmYLZ6Xx5RE/xaO8nPVhlNQcXMX/oVajkgTHyQwLfgeNZoft+cB00VUB9Bo1Bp0GvVaNVqtGq1ajVouoVSIqUUAUBGwGHYfHkzvA5eSYxuHlWpC96wRhuxWDTcu6x8fBSXyiExD0Sz3GYWXW80QIfu8sxqu14BPFgG5P4izyOAFbTDrm/U5UokA0VSQzkFT6eh5jfd5Lq9XhJpLD7TTh8VhH7EeHIUdqlZAv1TAatBjMGqQ67ExZnqHUDFVrtvuEFFgMO7Ea9QhakZ8vv22xMxwRfb0cZOdKfszqAW6PhXjmMVrqMOuZNnGeavUbl9rPzsdq0RMO2DlUEBr3zzjITGGROoz5RQ+VSpOjoVrQ57qizUabva+3rGwEyCRL5J+VF1TGSBDd4+oixfyih2SsiHawQHM4TQRnXRzt3sk6gAHE7x7H74vT5ERXIl/QztHOo+RRLltDq9NMJfCu1qiYWfIpOiVpddNN/Yefrtn8YYnz4+nnjmyyxNb3i+x/vkFnGJ8Rm4RapcnZSYqtH1epl2pIwP7P05XAjZN76nZ6HPx0ydZ3Cxwd/uomAf+oIfDb31j0F4HfG2clgK7U5aLaHyIFBGaML3Bq9NjVJart/x89GVvNcbBq3A9E1KT2U+hArTtucJSwqGrDNfUKxzl+Mr6oHvPWscHn/NXDNkEyM43j0nPs5m/40bXKdbs2lW/8cwTNlhEi+tod4CifotmbnKo5K2TQiCLtCQ4w77xBLqpJjkr97xpOQ8uhLXVJNEokGv3fY8boINWtcpst89YfJF+vc1WcTNxbY5x5PsajfD8X5uebx8Hcoh0/sFp1Ola97oeIVoMegga0ajValarfOKFSoVb1CaFGVKESBVRinxwKQp8g3pOde8qjVasxtEUq9RZv1kNIUv8+6nZ7tLs92p0uzU6HRqtDvdWm0epQkzrUGh2URCBeLQSI5ys06fFiyT+2ieY6kceg04xEB+XweiPE5wFZspj13CUKZEt1vG4zQYeFw9P42Gju8UUSp0Pec12vVVOq1keer7PrNEGXlVhW/vks15rsDUlmhbw2vA4zzVaHWr2Fz27GYTdxeJUgNYaEwqiTjhIMeg1rSz6+nkfxihYuztO82gjxdYoa2MaEyBzAZSzH640QLbHHy7Ug9VqrT76nmMju14d+p4Xj6Pju/N27OF6HmXS+gkat4vIbBMKT2TLvX4fYH2pcWl/1k4wWOB5DAEoK3vByEATYfj3Hwe7dSHRZqcnl7CSB2axn42WYo91H4pqbUjz9+jLN3KIHrVbN9rs5Tg9iHIypa/UGbKSH3Iuq1Sbbb+bY/6BMqpweC8nbx0VvJlFk+7sF9v70dOyxCaLA0laYkzHHM3WUUhQw2k1YXRaMZh16oxa1WoUoCkg9iXarQ73WpFZqUMxVHhYcBz9fsbgZIiZzrwiigMmiR2/UYTBq0Ro0qDVq1BoVgkpAQKAn9eh2JdrtDq1mB8GgxWHQcDAlCQXoTuG6dvDzFQtr/ocI7h/wm8HvFREdhoREppnFrXORb/0pAj2M6jB6lQONoEOiTatXoN6J05PkC8VFqU+KjGov5Y6Kancyscm3blg3v+aocqX4nml84S+rR7xxbLCTv8KmMfM5M36yEBBw60w4dCZMah0qQaTd61DrNGl029j1esJmKwIC1U6LeLVMrjlZtP68lEYtCnQGxOF73ww/p+6mDvJVOi02HV4O8vLHb9XqWHU4+FJ4OmiqZOwelTBrdFCqd8g3y0io+JQedOB6vAiSwP6YazcpJf0hFuGHuTAfBmRUlEZJiFoU2fD160oPEik+RqJ8Hwzx4SbKVtjDUSRNs92hOQW5UMLb2SCttsCXi189zT+M98thPp9G2Jr1U6o22K8meLMR4vg8QVOmFqzXk5gLODgeIykkqgS2VoIPJBT6DkL3SBUqpAoVggErHrOJg9OYbNNMt9tjQcZzHWB90c+OjEd8o9lGK5rRqMSxjWb3iGaKRDP959tk0OJyGUmlKmO1N+8hTEFEN1cDxHJFPg8ioG6biVSsxPlVioDb+iTCKIdGc3Lj1fZKgJ3zKK9WQny8HZg0eMyEnTZiqSLJMXaukgQqUcBk1E5Ue+j0JIIBO+l8hbVZj6KtqRL2bpO4vRZq5SbL824OprBbvI5kcDpMFCZYydqdRlxuK7tDkcMnxz4mKlapNDg6iLLxaoa7yxSCIFKuyEcoTRY9bo8Fo1mPWqOi0+lRrTZQaVTs/PmF7D7D8PieElGAo707PAEb6fhoxik46+RY5pyOvtzhnXGSupNvNEIQePFugYOPyvMPQPJuctOrzqBhdi1Eo94mPWWjlNFqwOIwYrLoCSy40Vj0OIJ2ms0OjVqLWq1Jvdqi3GhTbrRB4TSGsfFqhoPP14QDdsx2E3anWZbgPkdnSom1ZCTP+yltYH8t+ENE9PcHIYMbo6pCp1cBVT+kX+3EqXaey/eIDwRVLejggaAmqLVPsWiWKXUEyt3JD+49mt1rdKKOZk9+1dmZIpIIcFU94rV9g0ZHw2kvjlZU4dVbsWkM6FUaBAEa3TbFVo1Uo0SmVSbTejqpbFsX+GXmmrf2BX6ZfDoBOPUG/EYrFo2WngSFZp1opUit+xiNyDXrvHQF+ZpO8L1vpi/P9I0waeRXm5tOH9lOkS+FX90HeM7kJF9rkW/2JxCbVkeh2Q8B7uf6pGnR4cShNbCbSoyURTQ6k4nHT7EIP8yG+XAbpTpEEBZcDtwmI+eZHHuJxxq3kNXCl7v+fZZp1dFr1VMRHCW8mQ2wcxlDBBZ9Dq6/sURjGKIg8HohyOcBmdMM1TvunEcJuq3okLefNOiVowYGnZrZsIsvz+ph5RZdsUyJWKbEbNiBVafj6Hw0Anl9m0MlCk8ip0thN19kSOg9buN5Xq+Hvrkmd3nGzcfTaF9MfyPE9V32iZPUc4xrZAt6bZgsOvauno4zmoHRRL3RxquyoFaJimUKoiDQmuAiszLn4eguhSTBTTyHSD+NnixUSBYqCAKszLsxabWcXqeoj9x/Eq+Wg3yacmGzG4njsBiQpiD50FdHsFkMmI06jAYNXouJ4k1xKhIKfYm78IJ7LBFd3QgSj+W5GNPN/VxKSA5H+xGcLjMLi24y2QomU59stjtdKpUmuUyFSqVB5ebpHLC5HebnD5csrvi4mtSQI/McdDo9XApE1GI1EJPJGnTaXawuqyIR3f5hcaxfPYA7YCPzrHnpOcx2I06/g7P9CCtTWHjeo1Zt4g07aHYkkoki+Wz1m0sshrH9bp69T9cgSfR6PVKxAjqDhvU3c7JEfRjjHK/u4fBYMNgM5CY03/0Bf7H4vSSi27Y5Ms0z8u0Ws4aFsSsMiZ4iQQ0Y3tPs2ci1p08HANS7BdbNb/iqIOfU+Ya6yXI7C91ZvDozmWaFaD1HdMpyvTf2RX5K9yONe8VbQiYH0erjoJdv1UdqPAUgaLbi1ZvQqzS0uh0MKi3vvKFfiYRC3/1oGDqVmjcePx9z14pNA+PqaO+xYHKRqTYotB5Jg3WIiN7jstQftH0mE/MWJweZJNWBt3xjCnkqgJ/iEb6fCZPP1vluNkSqUuUql+cqN0rYvAYT8YEsUqJU4bu50JMo4bcgaLdwOqh17AGi/lfuL0SnUbMacD/UGMJomjmWKaFRq3j9IsSXo6c+76WqPDlzWAxY7AaObkYn49qYVP5tqgDA4rwLnaDidMiKM1+qsbkefEinazUqaq3WxGDBl+Mom8t+Dq6nq2nbXg7wZVBb2u1JfL6IYtJreb0e5vA8Lhsxl5Oj0WvVrK/42b2I0cmPEovakCD5TTTHqxdhxXpRvU5Nu6c8iYa8NqK50sOx5ct1FhfcnCcfiZIkwWks83Bs2/MBWs0Op7dpJAnmfA6+KNSFyqHV6bG06ObuOstc0IlBr0GrUaFSifSEfqNeo9Wm2mxRqjUp1xskmzWSzRqakki50sQmqgguuHHZjSQiedITJHRqChkEtVpkYzvM/pdb2Yj6MLJTEAyVWiQ47+I6VqBarFOvTQ46aLVqkgMy1xEfpU6VkEnIGyUc7UWZW/Zye/5474cX3JyM0d08P4yx/m6B409Po57bPy5NJKEAbt94Iur221HpNdyeJxEEgdjNdEEYi93I7Kqfwy93BOdcnB3G2Hw79ysRUVEUePFmlr2hyG5vsAhq1tsc70bY/nGJg5+vHrY/x6Ra2uCci1q7S/Qux8Zr5SbhXzeEb+AHvy/4vSKiGkHNS3uAm9rBwzajUPimULeAiEe3SbuXBFoIJFBTZMH0gmj9itYE16R7ZJv7uLQhsq1RojJtRNSvn+Gy3MCnbZFulae1Uwdg2zbLh/RjurstdXEZtUTHZ7qQgHitRLzWHzy8ejN2nQ6VKOC36nENUv+i0I/olFstsvUa2UZVsbMyXiszb3FwXc6zZHXSU7X5mL8eez6TCOKC2UW60qDYekqOlKKvAMl6lWS9ikWj5QdPmMt8jlq1/z0WrRabVo9Jq8Wg0qBVqRCkfmSm0+3S6HRIFMs0mx2uZET477HicvI18pQEfY7EWPQ5uUxOkYcagkYlohfVxIckmk5TWd4uBtiVsQgdB7tJj9tk5OC5j73Ms3EvwbS24CGXrZIdWAVex3PotGqaQ5GGoMdGiy7Xcflzy04Qwwe4HOy7uuRBaktcDvzLm0N1gptLgYco7iRE4nlcVuPE7/a7LJzHRlN81UaLT5cRfE4zfquF/fOn1/o5eX+x4idZKD+k4eUQfzYZ7x5F2FjycSQjCq/XaSjX5UmYw2qg0euOaLo69fIyS9AX8P963T8Hj9vEvNuBVqvC4jAgCoDQvw16kkSn16PTk2h3u7TaHZqdDvVWh1qzRcsALYNAfMz9/4ghybi5IF8O7lB7HSRiOe6i/d97ftmD3WwgepclJ6NJenGbwWLRP2kg8vltaHUa9nYmt0uZzLqJrkdr2yFy+Rq7u33i9/LlLHsTIm0A6y+C7H3uv+/2JsuLVzMcfZEnjzaHkdSY1Lb4rI7VYNCMZ7VAMl5Eb9LSGOiPbn0/ORJ6j3HSUaEFL9V6i0yk/xv7Z5zElcoABhBEgc3vFrk6Sz5oiFodRrjLykooTT4+FUtrAfY/Xj/Z/lwDdu/na5ZehEjdZWXtT8cJ1y9uBIkni79yR/9fGH4HpJb+IvB7Q0TdOhteHdzUHh0ZBATE3ulUv6uACo9+k3Y3Rqn1GZ3KQ65xCIKEgI1kfQeTaCWof8Fd/ZTuBBelrtQmpNeTlSn1msZBKWxYYr+Qo9lrM2v4tijYstnPXi45ct7HpRhv3HPsZKaLhKzbPWSaZc4rJebMDvKtGumGPJM1GtR49WZs2n7ZgNSDRrdDqdkkWaviN5jxm0x8KdxOFe2sdJQHiCWLm3ipJiuYr1dPvqXL7RY/pyJ87w2jM6n5eBejUmlTYXJ09JXHT1ZBvglALY3+Vl1Joq3qjaSaJ35XOCCbOr0tFTDqNGOjjcPwOyyIvUfCN4xxnuMnd2ksRl0/wnieoNPtsRh0cXbbF3NfmnWTKJQpj7GrzJWq6DSqEQcgOdxHfjdWfDRrbc5v0syEHag1Kr58gxlAudpk2eUmX66hdLk1ahV6vYZ4QTkqd5/mXp5zIXThMtKPDN1HRP0eKza7gf0J0Vevw0w2+TQyJ0mQSBZxWg0jtq1arRpkbjGjToPZqpf1gE9O2WSTLlYJ+e00e22+3EwfEQ27bHw+i7I54yM7oW5zGIs+J3tH/d/uOpXn3WaI/f3+PX19e389YXHVh9mo5e46S3FAKro9idklL4cDgrf5coaLsySN+nQ+9C6PlaqCccfckgfUIkfPFCPi8TyCSkAaI3xvtRk4f7ZfMlNGq1PLaloGQg5KYyKzV+cp1l+GOdmNMLfs5Wx38r2ez1TYfj/P3p+dsvFunoNnpG0cqgplJ4svQiRiRWpDrzu91rFEdHbFhySK7H9+JO/egP1BuSB6O31jG/RrcX1+G8e7o6ReTubs4jCGy2dlxmXm7uJp/Xqz3kIu2rHxdo7Tk/jY+uE/4NeLXz3P91uENUsYgypPqvl00vboPEgUxu4rosanf4VNbaPU/ER9kKI3qIP0aNCTmgQN/bB9s1ci1djBqTExY1gb97EApBvHLBhHtcraEyKic4Z1dvJpmr0B0fgGFym/3k60UqWl8B2JZvZB6H4cvvPMcFlOk2v1J4WbSp53buVaoUa3w221wF4+zs+ZWz7mbtkvxrhtZBE1XcxGUGt62LTKkZthFBRkoVbMHuKlqqJrk2aMxuM9giYLy2YX5+kc/9HdLQsuOx6TaarjGqen+dLn4yQpP/Be5wq8XhoVu1fCdtinWL+XqdZZn59OkHkp4KJZb5NQ8F4fJ3ECg27zmwSvNkLoNCrMxr5qwOayn5t0fiwJhT7h8rrG+0Q/x9FtiqtMjo01PzNeG81OR5FQKuH8NsObZeX7dWvZr2g7OvJZ8SxnqSybqwG8TjNajZo3m2HSlYpsRPM5vA55YfdiuYHXZhkZhLUynd6iSiAccsiSUIBoukjQMVl7c2POx6frKDvXMV7Nj9f4HIZFq6Pbk9i9SbA65b2nUYl0690ni6+bUgnds2dIkuDiOs3XwyiFRpOFNT9br2YwW/S06UcIX2zPcLB7J2tLqQSzjGe612dl7VWYq9ssV5ejlrbpdJm19fHP6dy8m3rt6XFkMxXWFGopNWN86u+RL9ZRDaTVpoIgcHOZ4s0fr3G6e/dNMnnDnfj3WH87z9119gkJBeXgnMmqZ+uHJSK3Oe6eXUdPyP4QCS3magRnphPjd3ksWG0GLhVqfp8bTtwjmyyRiBV48X7hyfZWozOiBb39wyJHB9HfahL6l9Fr/neaiIoIvLXPk2udUO+Ohua9WuUJUBQ0+PSvsKjNFJsfaXQfJxSrdoNcc+/h3zrh6aBT7aTINncJ6H349Ytjj1En5BCfXeb2mIjgnHGTD7kIvaH3KDU9PYdNY6DTVVFsK0fssq0KW2MckzSiiu88YT7lbug882nZy8fxG76NVJjVWpbsVv4sc8ZVNUul1+A7T5h5s2PsfuV2E82zzvkVi5dIuUK5rTwZTdJ4/M4bolhpcJrNPkgxHWYztOjy0u+beD7FpvxvIQKl2ngNwq/xBEHnZLLgsZi4TRbGvmcnGsevQHDusTXnJ5YsUFSo7QRoTdnJv3MexeE2odaIvN4Ic3CTnCrKCWA1T7f4GIEokMyV0WlUvFoN8nIliN85/f339TjKatgzsv3Fgu+ba3Z9DguSGgJhB06/iU+nEdpTTmbaMVJkp1cpXq89JTAamaj+1kqA49vxyhlB6/j7wW42EC0/lgicJTP47ZPdj7Zn/BzfPX53sdtCpZpcJ/RqLkD02X2cKdVYe6FM9Ho9ifOrFF+PolQ6HUSLlhdv5+l0u7i91nHGRyNQDxF6k0XP1rs5MuX6RN3Ixhi3skDQzoFC/ebZRRKbY9RUpTjGwegeyViBd391hV5PYu31LJvfL7L94zJbPy7z4vtFVt7MMbcRxDvvwey2IGjVWFxWeioVG98tY5vyufCG7FSfaaVu/bjM6X5Utrkn97y+UxB48d0CKp2W/c83I5qpdqeJ4/1nTbFTmBOE5lz0ur2x0Ve5iOg92q0uhzu3bH2/9PC7S5KEbtANL6pEtr5fZPfL7V/GzPdvPX5nU/NWtZF5k4nb+r7ieyyqMjybK1WCFo9ug1rnimLz48g+AmpavadplEr7BI1go/1Mh7TY6tfDzBhWqXU7ZFujk1uxHWPD8oaD8mP9TlcuNS8JhA0v+JAdrU8qtCcX3GsENQ61g9PS+MkKYLdww4LFw1X56UPv1plwGQ18ysnXXzW6bVasbhL16ToM7VoDfrOOs0oCBJg3O/g5U+FTrj+Qb7v89HoCB3n5FbBDZyTV6H/XmtXLdaFEbULtaE9hmLHr9CyYHHyMPE5CJs2jZEeh2aDQbPD9TIgvsQRtBQ26m0JeNsX+NhTk8/X4Ca7Z6WJ0aiGPYqhBJQo4DQZO8+NTWu1uD4fPSCIvH+l8uxRi9zzKBPnWqbv5BUHAYTHSkLogSPicFuIKmp3PodV+mzTKiwU/tWqDw4Ed5qv1EDunj9fWYTUS8ljRqFUUynVuEnlZEfGeJJHP17AadZQGkVuXzcRdZnxq16jXMON1YDRqabQ6RDNF4qUK8VKFzXkfu7EMc7MubmQiS3IYV6sGsHccYzHs4jLa/zyN+ukC7PVGmM9nk9O1k8TYAz4r+5HHBXe12cZvG9/Br1OrSBeePu+RbJH3ayG+Hiof05Lfyd6RPNnfjyWx240UZOr6htHt9hBEgUShxs1ArkfnMOL3WLGadagRaNRa5DJlWe/wdruLWiOy/nKGi4vUQx3oJFxdpplfcHNzNfoMWi0GEj35qHS93mZpK0Tx4+MYrjdoiVyPv09cXiv+kINKtcXl+eTxG8BqN1Kvtej1JPY/XaPTa9j+xSpXRxEqY66ry2sjFXk8/u1frLD3s7zUk8lqIDFEDEMLHjQG7UOphBxmlrzsfr5+sq014f5fWg8Qu81Qr46Pdk/K3gDsf7pmfs1PIVmkkK2gM2j7zXkbAfa+TmvD8BvGX0Km/DsZEV0w+nHpWsQa47XSxN6jladK0OM3vMYkaik0P9JSkGNy6F9T6zwdQPvpeWV7tWzzlHrninnjKha1a+T1avsMk8o4OA7VyH2mRo1Xt86nvHyRfK5VRj1OV1MSWDWHpyKhAF16GLVPq2dWbW5EscfZhM/Yy8d57ZycYnbrTTiNKq6qj2mb2rO6z4NCgqNSnAWrg/fuMGrx6Tnep/HXrT6upiChIG8WsO3yoe6IfEk8Jbw6cXQd9iEeJeywErbJr+LrnQ5zTvvTz1GpuJ1Abu5xksrwZlH5+r2dDT10O0/CXizJi9mnUVxBgHdLIb6cTiahALXG+MHfYtTxdi2M22Fm/ybJTbLAl/MYiUKZreXAE6tJJYyrQx3GxryXJb+T4/M4t0PyUfni04k1X6qxf5Fg5yTKVSyHVq1idc7Dm/Uw6/NejEOagNlilVl3/xhFQcBhMz6JXIuiwKzfwevVEC9XQwR9dqqdDkfRNJ/OohzcJCkMRZR7kkSr3SXbaeK0y1sKP0ciPZ6wd7s9apUWJkO/ZGbYQvTlWnAqEgpwGc1iM8pHn1+vhp6Q0HtcpHJjU/Tbs36S+dGF52E8hcMqf/4alUin2lGsh663OoTmR8fJ5zAatJxfprDaH/3cm82+A9becZyd4xhHtxmStSYal4mZ9QAv3s2z/W6elY0AZpsBm8fC7u4d1W9sSjFaRq/j8qqf06Pxi82DwyjB2cdUdGjWiaTwINpdJrbezVMs1Dj4cqvomf4carUKp9dCNlV6WIA1G232Pl3TFUS2/8oqRpmyBADVIFooqEQ2f1hWJKEAgdn+b2Qw6dj6cZl4vMj1GJkqk0XP2fHo9YlcpxEVSg42Xs1wc5aYSEJBOTX/HNcnCQS1ivk1P3anGd+8m5PfIvekP2AUv3NE9LV9nmr3inKnMPZ9Tq0LSUqhFoz49a8xiiKFxs+0FFazwKBB6Uj+NWHSQCaRauwhSWkWTBsYxMeUV7NXYdnUT4erhKfRIZ2ox6ReYK+ovMrsST18euXUy2vHAju5b9PiPKskeecJAfDeE+a6miHTmq4JId4oYlQpR7mCRitGbY9o/em1Pi8nsWpGB/ibao7P+Tsceh0/emexDd5jVGvYsPq5zBcmesbfozUke6NTqfjBG2Y/niRbHy1XeE5873FZyJNt1ngbkieMTvPTCfi1P0CmMn0Dx3Emg9NsGNm+EfDw6eLbfsdcu/5QV6ZRibyaC7AzjQXoAFWFGs9Zn4NXqyGa3R6fzqKkHqJi/YmvJ0nsXca5TuZZm/eyOjuaAr9HbYI4++qsh5Wgi5OLJFfR0QXibTzPYlC5zqzR6nB60/d3P75O0Wh2+uRyLcT2SoBUrszb5RCv10LkKlU2F/28WQuzPOdBo9NwnS7w+SLGl4sYkUxRsWHZ5zBzctdfWOXKNYweI9oJ9X9Oi4HChM5tgFS2zFKw73t/r1O6vuBl77nKwRj0JIkl9+h1Crlt7MeUCcSnqygvZkbLUjxWE/sK319rtgmG7LKvvZoNEE2NX5h9vYkRCo5fxKwu+6jWWlMZFNQbba7usuwex9g5jtFUi9TaXXRGLdtvZlle9U/8rYZxchzH6X4cc0VRoDGhHhpA6oHR9vhsm2QIocVmYPv9ArVqi/3PN3QGJS6NCZHDe6y9DHN92v89n6er69UWex+vEfQ6tv/K6ohjULVUR6tTs/JqloNP12O/x2DSsfFuHp1Zz/6na0WZpHssbgRGamehr+U6M+8e2b79bp6jr3dT12t+S11npdTA5LLiDNm5uRqtBf5txl/GGtHfqdS8Wa2j3cvj0vnoSV16Uo8e/f92pc7Df7tSh5DOht/wmkrrmELz56k+X68OUu/uyb5WaZ+gEe20e+PTXz2pTbL+Ba1oxKd/QaR+TkdqkW7s4dctUew8EhaLykqr5+S0PFmKx6k3EK2PRlZe2eafyDR9C4qdMv94YIE/TV9N1cl+j3SjwnfuWVld0Tmzg7ZQI9kcjaJ06bFidfMpK0+2ss0a2eYNepWa770zWFUGdpIpmlNYtd2j2ukPhEs2J51Wjw+Rp17xwxDH6EfVOh0+JWO8Cwc5TqaptR8nifZQaYVVp+MoPl0k+h6VZovFoJ/ckIuL3agnVahM1EV8jkihxPdLIU5v04SdNnYvppd1UqtE6o1H4i6KApsLAWqtNufRDDfpwsg+ckGu+9rFxbALo1bTl4gaep+cQxLActiNCji7mnz9rAqRPjn0JInbRJ7bQWOPTqPCYNBQ63VJV+qkFdxzJiHksZEcSlNfJnK8WgtwtKdM/P1OK8XsdN+3fxLj1UYIRIG5gIOrVJ7uNGHtIXSfucmo1SIqvUizrBxtk4BorojLbCRbefytgnYLu2PqG7/cxNmYdXM+1Bm95Heydzx5IdSVQO/Ug0KgSqdTc3nd/9xUdjpFgHuIokCj0abb6XF3l+NukF7WaFQsrfoxGnUUC1XubpXlhbrdHqFZJ7lM//d+sRUea+E5jLOzJKsvgpwdxqgNlUv8/9n7jxDL1n3bE/tNs7z3NrzJyIj0ufc+9973qhoFoqonIRCoIzULRDUkUEvqV7caEkgtgRBICIEkEAihThV67753z9kuMyMyvDfLe2/nnGqsMGvFmsvkfe+Yfe4ZEOydy8w17feN72/GsNlNrG5FOD1MDUTan2GeRqxX3y2PyBpNiqI2qm32fr7C4bay8XaJ41+v6HV7VEsNomthTp515lvtJtx+BzanBaPJgCiJ2FwWfv/fHc11zEazgcvzyc/xcO2snkboPOjPUZPuj7iJLPu5PM1y8PkW2WYcqAt8g6rAnx1/4aTxj4HfFBFtK01S7dkhdqNoJGLUqLb3UZmtYwiDBqVSR5+Ewn163rzIdXO6z+8DemqTbPsTLtmLzbDGbfOIgFGjrgxOudfgp9Axke3Ml4a16TQwvHDE+FSYP+UgaALrTj9uo5Vcu4HfbEWRm1hNCjGrF5fBRrevkW7VSDanpxN/Ldyy6vByMVRnuu70UVHLVLuTyXp/huwVDDrwL+t5YnKATL2BKAi4jWacRjM22YBZljGI0r2MjkZPVekofRpKFwmB34XifEqkZvrbzzPH/5JOEnM4iAgOzouDY03WnibGLb+fn6++Xax+N5nm3VKYves0ggAxl5OD2/kJrcUoE3DacFjMCGaR9+tRao0OL5eDtDp9Gq0u1UZL167zAXaLiWq7icduYSXu4ypdYvdyFpGdPEpeJAfRzFjQhd9p4+t5ClXVKDyTcFqNejFKEidT7EKf4+Qyg81ipPENXdMwsMFMFqsUKk1OMgXerITZ/YYo4wNkSdSVv/pyleK7twvsTmhgsZi+rT729DzDu3eLnBdLtOaU5xrG+V0ek1mic5/GfL0e4efL2fdnudVmKxqg1Gihahovon52L2afp6agIooCqqphlEV6U1Lyz3Fwl+X1RogTnXTv1kaYL/dNL7l8Da/b+ijrNAuvXsUf60FjMQ/Je2vNXk/h7Ozpt+wOM4sLXiRRJJOukHvWmHN+lsVklhEQSMxZD/yAeruL0SRzd5XHbDGwsRPj4iTD3i+TNUobM1yg1rej7P86+v1ZUdRaucneL9e4fXbWt8KoCPQ6fXZ+WKPb6VGvtqkU6jQbHZq3JQYF7AOEV/28eLswVVz/AZuvYlP1Vx8koyZphM6CABMjsoIosP4qDpLE+WGS/H2fhdtnp1RtsffLNTvvlzjau52rzvRv+NPjN0VE58UrRxCFOgbDK7q9H2d+Xq9BSQ8mYXo0VA8tpUhLKRI0RZEFWLREyLRN3DR6VHrz1RUCyM9EtBcsPi6qpZmRTIdsYs0xKAu4rBc4qQ6Ib8js4KxRREPDKhu5bIySgqDdQtTsxSyaaPT63DRKI+LxiqYhSwKiMIiSvXQHSXezI/agejitprFIBlozPhc2ePgll2DN5ee8UnxsJpqF3wUXoC/MJKEwW0brAYlaDYMo8sNCjJ9uE6TrdYI2KwZB4svttwnLD+O2XsVuNrIVDvDLM1tKh9mIz2HDYTEN5HwE6PYVau0OhUaTaqvDdbkC5QofF6LUVZVP1+P7YrbKOK1m7GYjZqOMUZaRBQEBAYMk0g302b9K88uc6fx5yHsiVyGRqxBw21kIuDi4SBNw2JFFEbvRwOHFbMmj52h3+7xdC89ddrAS8yJIwqPwfzzsoa+oHFxmeLcWfXRTmhcvlyanyX+5TPB6M8yRjuxMZ866PwC3y8LSgo9eT8Evm1hddCNIAo1uj3SlRmmOSG672+flcpi9uwybC/6ZDXTDOErm+G41xufLJJ32fM/Gda7Ed1uDxqU3CxE+T2lg0kOF3iORfYDBIHGTGCX94ahrLiLq9do4GboOvoDjkYg+R73W5mCodjAQchIOuwaR1JsC9VqbN28WEDQexevnRTJZ5vvvl+k0utxc5KYS0Ac0Gx0kWdQlS6Gom9RtcSyCO68ge3jRR1cQqWSqXM+yI71HIV8jl6my8iLM5fHkRYkkiyQT44u0YdycZ3H7bHi9dl2N0FmQZPF53zF2t4WVlzHSyTKnR+P75/bZKN2Xxex/vmFjO8rtZY62TvnAXwx+A2n0Pwb+6ojoa+cymfZnfPIa2c5XYpbf0ej+Yep3POa35NufZm673j3GIHpmpuf1v5vBJDtAsGOXbXiMNWq9JvOuz3ra08PjNdipddXHNPRzLNl8BM0Oyt0W57Wcbv1oyGbh+D6a+dIb4+f8aNqp2mtR7Q1N+gIsOd0EzU4EJMrtDlf1It/547SVPletFJ0ptoQP6GoKr1wxPhcnE4oPngX+kBwQCLfZBHPy9QW7i0+pNF1F4e/iC/z+bvqkOI/P/AN6qsofUgneREPcFivEnE4MfZGsTiPHJIgC2E0m7CYjFqMBk0EmGnNQq3b4sBajq/Sptjrk602qnS7VUnc4QKGLl+EAny6S+B02JElAeSbE3e71aVfqPC/Zk0SBNb8XWRAxyjK9CffSc3yLXmGuXCdXrhP1O1mP+Cnk69xO0MGcB4U5zrXHaWEh4mH3PDlS5vDQxKaoGrtnST5sfJsn/bTIsqbBabFELOIm8cxBJzeH0PxC1IPLbeHwIsOnozterUe40pnYfXYzQZ8Dm82EKmhU2x2SxeqYsYERCbvFSL7VmrtRTBTBYTaTqdT5T14uc5UuEws4UVWNXl9FUVS6fYW+qtDrKyMLkqN0jtfLYXYndMlPw02uMhC5H/Kgf7kZYXd/9Nk1WuaLLIdCLg6HGoqubwpIkjhV+ucBuVzt0XZUFAUWlv1YnCY6rT6vflgBYWCzq2kaqqahKCqKotFXFHq9wXnpdRU63YF+pWIzQKuP+g3lFXaHmUpplHBb7SYEURiTXQKoz6g/NpkNrL2Js797x87bBQQdjVo9OD1WKvckN50uE13yTbT6fPFmgf0pHemCKLD6MoYn4KBR7/Dqd2sovT7tZpdGrU212JhZliDJ0iMRXdwIY/faODtITiX4Fttofe7pQZL4sp96tUX5b97yf1H4qyKiMXOQSvdg5LVU64iQaZNWXz+lbpL8FNvz1cGodImal7huHs/8rKYJmOVlNDFCpQfJTppOq0bconBUG/xexGohYg4iCSaK3Q6X9fzECGe9PxhwzKIBq2TnovmU0reIMuvOEEZR5rpR5Ko++JuE7/wL7FWf5KT2y3f4THYKOnWdw8h0ymQ65cd/GwwSbotES1FQW/MTlGkShAGznf3c04D3pZAiZLWTaU7fN1EQsGCkqwwmkt+nb/ldfIE/TCGjzSl6gZOwm83gt1gI2GzcZspsR4MYJAlZFAelAoI2mLxVle69NWjz3oO70e1S7nUoD4vxK2CTDPx68e2TuNkgU7mfnPK1Bu+WI3PXiL5fjvLpePCbi0E3lqZMvjI74qR9YwFTPOBC6ancFapcXOYQ0IiEXAQ9dlRVI1usze0KdJcus7bk5/xufEI0yiI7m1EOrzJ8ORuPApZqTxO2psGnkwQfN+P8cjY7ghcLuDi5m97w0Or0aFpNOB1mqvfXxGkzk5/kQiTA1lqInqZyep2D7BNBn+SYVa23qeq44kQ8NvxeOyazgb6m0mn1eLkaIl2t43dZMcoykig+anD2VY1e//7e7HSpt7vUOx3K7Tbldpto2MVFpaRfhSEAhsHzZpBEDLKEIIq4Aza2tAhGSaTV6pLMVKjNGa27KJWxmA202j0kSSSZGV95zlOSsbkZGiGhAJVKi62NEMdH35a5UFUNk9XI15MMtWrzm+r2ZFlkdTVIsdTkavcOu93Eq4/LHO3ezqxztNpHiagoCsSW/Jzu648Pva6C2WzQlQiLLftRJIH9+3rQXLpMNlVha450u8trfySizXoHk8mAL+ik8Kx8QRAEihNInWyUefEmTi5f5+gwybZpkYMJrlFmjx2ny4LdbsJkNiDLEgIaSl+l2+rS6/axrwep17vcnGdhAike+X0d0n13lccXdBCJe0jd/fMXxX9U/C0i+tuFWTThlCtU78XOhfv4tkqPcr+NTXDT18pj37PIcVrK7ty/YxImr0CNYhRBWqTWl0l1sjRadeBq5DOZoQGjqbQ4bzyt6HxmA1FzCJNopdrrcVHP076PMha7VUQklqwR9kpJIhYnMauHZr/LaTXHbmm+FFzY4uSsPjoIddQ+2y7PTCL6HB/9MT5VDghbfIRtRkImP1+KyZkp7/NaGlkQdUm3X3KS7D2VCSioLDvdM4no94E4f7gbHaz/kL7ld/Hx1x9QnSBOPxEavA4GEUWRmtql2u+SLn6bf/wwtoJ+Du+yyKLIy1iAw8S3dXe+joy6L9XmPJ71iI8vQ4LuN9kyPqeVhaCb22x56ne/pZlqZznM1V2BZqdHulBjMeQikamQzFVJDkkaeVxWogEXRoNEudrkNl2eGMGym8ZdwXbWw2TL9Yle9LIkkiiO1zz/enI3FxkNue0k5pDnypTqbMb8NE67KIpK1OfktDRKHE1GiRfrYTKlGgcTXJmqtW9rpsqXGo+E1+2wsBDz0Gz1SFZqdOY0LHiAKMKnmxRvlsLsTrEuVTWNTl+h01cQgR8v79jwePllqFEpGHIQdNsxyTKtVpd0rvK4cBpGqd7i+5cxdj/d8HIzwledyOpdqowgChObi2RZpFLRP2/CBHWMaXj9fom9wwSqquGwmajPqN98gCgKbG6EOThMsrI06BSv1zvs7t0RDLvwe2xTU9PPu9x3PizNbLSxuyxjRPTV9yscHafo3TevDfzuB/dwqdKcWALwgOfyVaVCnXDMg8NloTZ0njdexTg+GL1eVruJ1e0YtzcFvg4Rz4vjFKYJpLnd6tJuddGrGpdlkbWXUURVo3wz/3g7qVa5kK1hc5hZfRHmYkrJwd/wp8NvTr5pErYdPqq9p4F9OIXYUvJo0jLaMx9wp3GLYmd+EgqD9LxRHMhzGAQvZvl7VOk/Idnb4XMdPlVuOGtc0FDGiZNNcnBen0w2umqPq+Ydx/UTUp1L7MYGr91u/t6/wJrdx7/ybmISDMQsHpLNGj/lb9gvpyfaeT6HAAQsJlrq+ECwV74lZJ7tsvKwnd8FFtmvnYGgETDbyXer7NcuCNuMfO9fmKp7Wle6bLnG3Z0+ehfZzY8PRfvlFA7DZFvSRbubTyn9AeUP6Tt+iMfGXhcR5iaibrOZH6Ixog4He9ksX9JpGt0eTpeZ/5Dlq3h/2fqqynWlQtzrmvu7m0Efny5GFx/n2SJr0en6jDaTkWatM1brWag2KTaavJgiwwTza4J+3IxzeJEeie75Jlh9lmot9i/udUFTJWSDxMZykPcv47xYGdUFPb7M4Li3GV2MeFhfDvD1Mj21RCIacE0UbP/15I4Pa7GJ+gkmg8TJNywQThJ5Xr4ayH5ZzU/3rMdl5e2rOLJF5vNJgtQEbVFRECaqDMzCy7UwqjBolPl6kWbJ4ZqoKzoJiz4PrV6PXKv5KCM1C3Gvm3q7y0WljNv11B2dLdX5epnml9M7Du6yFDsdPAE7Wy8ivHu1wNZaCLdzMJbuJtL4fXbyEzrkW60ukcjk52NnJ0Ymo39OT87SOJ3jcml6kA0S2+8W+bJ/91i36tCRWpu4H9sxDu6jss+dx7KZKgdHKZa2Iiyt6bvbGYea27bfzyahMJqCdrgsbH5YYm/v7pGEAkTiT7JemWSZrfeTdbEH+zEeo0onSnhCzke3IoD20PPt8dt59btVVFli7/MN5WeKC+1Wj7WN2e51w5BlkdWtCEcHCfqaBrLE+s74eK6H5pRa0Eatzc1lnpdvxy24/5wQ+Jcp3/RXQUTfOFfItA+evTp65gudE+ym3z3+e9CgNP+AL2HFbljDZdohYP47cso7vjTM/FpNcFQ7p9ybHeb3GuNz14TCoK7trpWi2iujagK/L57R0lpEbQ4iltm2ac/xnX+Bk7p+5LSvqcRss4mQLIh89Mf4Wn0yCxgOk+W7Vb7WLog4THw3hZBanqkAhC1OdjP6E36j32Pbpz+ASYKASTPQnSLx9GP6jh9iMYbvCZfJNJNUvfD5+BCJ0uz2+DGRGOmWT1drHOZyfFyd7Gc+DS9DAY5TT+UV9U6XnqjitOgLUQ9jkP7s6e6/xTq9lm4z7NMVKIcBgTnPFHizPsWDfMaAZjbKvFmJ8Ovh3Vj09OQ2h0VngnuOdrfPyU2OX48THF3naPX6LEY9vN2K8WI5xM5KiLdbMW5zZU5vZ5NEt2M6kfh0muDtahQ93vVyKUT9Gzv1f71I8uZ1nH5XYTHm4dV2lEq7zaeju5nparfTousSNQ1mo8zbrRgHl2kq9dajx/pFooATA5E5bDwf4L0XqU+UqrxZmc+LPugYfKfSbBOMTx+X8pUG+5dpfjm5Y/82S6Hdxu23sbISZOttnOyU2j2PX38hEwg4ODycnHpXFI3llekLLAC3x0Z02c/X5xE+6+RF8DDevl5gb8jesjdBgP3yIsfVbYGt94v4Q6PnSzYMxsvljRAnX2eXjcDAvQkGOp6SzaQr3i4/c+u6vc6PRV+HMekOvD7PsrgRQroniNfnWSILXra/W6Ha6rH36UZXS/QB80gwPe6zQWRlK8LxPbEXZJFKucnZSZpXP6zopt6HUS1P13bu9xQOd+94/XGFb/KO/Rv+o+M3T0TjlhDl7mTZpWEkWrvYDK+BQYNSsz/+oIuYsMkreEzv8Jg+4jTuYBCDdLU2le4F+fZnbtsnhKcIzE9Crf9tlRBWycyG/QUHlQY9VaarKZzUUnwuX1LoF1l1OvldYIFNZ2CqJiYMiN5JfXpd0F75jphlMhm1SkZ2PD4Oa6P6b7nOeNoy3xlESCcR0qtG/nGfBcAp2KY6J13Uchh0UmzfBeKclmbXC/2YueP7WJyHIdZp1I8U2QwGvo/GWHF5OM4X+DWZHCO5LpOJbGMwyH3JpFiYwz9+DL3xoT5VqRHyOR4F6ifhbTyqm2oG2L/LEHDZdN97txxh92x6rVyvr7J7leL9C/2owzTyHnDZCLsc7E34jUa7y+bqt0VEBr8J1+kyn0+S1DtdNGGQAp137pjk6jKML2dJdhbDY+d+2IVpHjitZrYWgwgmCWfAylWmxO5JcmJE9jlcM0jzc6zEfLjdVj4PqwnITycmVajRrfZYC852MgJGymWuSxVMczS3DDfIfb3L8HrOiNUDmp0uBkEk12iy/CKEzTZhMTahuNzrtdGdYVVbmEFKFpf9aEaJq+txOT2Tefa4/fbNAl/2RsfXafukIXCwn6RYb/P6+5VHJyRRFPEGHJQKtblJm9Ek8+p3q1xc5SlN0H0tF0cJfqXcZOP15EV0d4p02MlBghdvF3CHHGy8WySVrbI/R/0rwNlRCodr9j0uG0RWXkRGnKyS6TIwGMH3Pt0QXvITiumbIsiy9KgBOwsXJymCUfdcn/2TQNP+OH9/wfhNE1GrZMEuFlF0tSn1TrxGrpvFJm9Sbp9jlRdxG9/eE87XGKUIPa1PtXdFvv2FfPtXSp0D2krucXsmKUC5VybX/sRb1+rc+yoLBo7ntOAE2LSv0ejZ+X3+FkXTEBlfvd61inwqX3LVSuGzGvjOH+OtN4pVGv2sAPgtRto6KflhKJpKwKJPsD1GK4sOK2eN8fqtdLuM26A/uDwQ0qjdzMchQlrqNlh3DmqoPnqX2C9Mj2zlO03e+kcjNEsON7+m5m9C+Clzx3exGIIANnn0HC273XwfjYEGPyUSXJYnR7hjzifi2VEUJLM0dxoTYDsU4CStrx97nMnzeik88burfi+fpzQ2KarGQtg99nrIbefidj4tRE2DX88SvH8RGyN7k7rmN+J++j2V6xld8YXaPy/tDPB2M8pdukyvr/Lp4I6loIdYYHYUv9GdL6L59TLNZtSPSR6Qr+WwR1c79AFeh4XtpRAfNmPsrIbwe22Uu20Okln6kkqu22b7bfybHH2G0/nTIIkC71/GucoUSeVHFyXVZ8dbabRJp8q8jk++rx6QqjxF/fP1Bq+m3IuP3ymM/v5hLkfAP18UdjnswWuxsnuSRETg5CqL1W8lrJOGL+rIN21tRTieo87v7q7EwoK+O9f26zjJfI3ShMYyWZ5+/V6/ivNFp+5zFjkG6PdUvny5RTAbePVxGVESsDlMVIpNRFnE4bYSintY3gyz+TrO9sdlXv2wyqvfrbLzw+DP5rez9+V2ItewWI0kdWorjw+TuCeUy8yqiRWNMuVmF6PZgGnOexZAVdWZ0WnZILKsY6daLDQIDbl53V7nKVVb7HxcHtuGN+CYyr0ESWR9J8bW+yU6mjaxrOPPgb+l5n9jeGF3UetPIjD6EYie2sQo+xAFI7XeLYXO7j3h/Eqrn574vQcYpafVfqb9ibeulbn2NWhapDWHvFHEHCRgXOaf8imK3aeB96Y2/UGp9JrsVq45rN0gSF3eeEN8718gaLbzfWCR0/p8hG2vfMeibXTAjlhcuE1w25pMpBesky0YAXLdCge1C2J2Mx99A0LqNpmJWV18Ss+na5fvPq1wZUHEoMpz2f8N4+dMgg+RKBZZxiCKfIhEeOH1cVUq81MiQaM3u5PeYRyN2JwXi7xfnuwf/xxqb/o+/3Kb5OPaeFRJEgXUnjpTMPw4ncdsfIriSKKA22SiMcNX/jl+PUuwvRrGODQR63XNv1uPcXlXoDxHk811psTKwnzRuQeIosC7FzG+nCTpDqU7LxNF8vkaHzbjiFPCo+ni/E14h9dZloIebCYDHsdTvWPAZWNneUA6X66E8Lgt5FstviYy/HyRYO8mQ7Y6IDIRr4Pd6zQGWeTTZRL3gotIeL76X4M8e0gO+Rwsxb38enynm8ZPVcfrLDtdhePzNN8tTY5W+hwWMtXRc3WUzWOfQjQCDhu56iiBa3Z62P3me8OJyfiwHiOVrj4S6YePp3JVyr0e65ujJDiZLmMeqk80mWTycyouAHi8o6RLEAVef1ji63FqBmmcfBzb2zG+7uun0L9FQ7ZWbVOqtTE5zDS7Cma3FUUUqTa7pLM1Lq/yHB+n2d+7Y+/zDXufbjjcu6OnKHz5covTbZ247diiT1cMvtPuEVvVJ4XT5I1e/7DK7pdbOu0+e3t3YBB59XGZ8ITo5PixTl6MGowSy5thTieoHAQi7pF/d9o9vu7esvV+6TGqDAP5KT2E4x5e/bCCK2Dn9CTN4dfRWtq/4c+D3ywRfetcITtVdkl/so5bXtLo/FusMlil2XVDz9Fl9AbPtD/zfg4yqmrTU/kWycyG7QWHlQZHzyKnQZObpI695yT0tD5HtQRfKpdsetw4jX3e+yL84F/irSdOzOKemMrX0HCbntLWq3Y/iE2y3fLU3zRL85UdZLsVDuoDQmqRBbySg7Yy34B9XS/x+r5W9GMgxllp/g5Kr9nChsfLu1AESYaw08YLf4BfkymOC9/mmtLXqUf9JZ1kNTCdjAPshIOcpmf/3i+3SV4tjk7EH+JRbvLlmd+ttTq8XHpqhni/EuNMR/JoHny9ShMPu3HaBvfEcJOTJIq8X4/x5Tgxpl86DVbb/BEUp83MWtzP5+OnKPBwVLbbV/l0eMdqxEvYNx6F8zitlBvf1oWeLtV4uxZFlgVeLAVxOM1kGg327gakc/82Q2GKuLzLYaHbVx6bCG9zZTL9NjvzpKxnkLc3L6JUmi1dCSsYHG+lrR/NUlX4fJTg+6XxSDdAVKdZrtbu8GJBv7EGIObWL0s5TuV5/Ur/eJ1WMzuLIT4fJSbWUdabHU5TBV6/Wxzaf43YwhPZefEiQn7O9CvAxVUew32pgdVqZH07+ujeNA2TylE2N8McHycnRt4URUWaY2Hh8dnZfhPn7jpPo9Eln61NrbOEwW3y4k2c48MU7VaPpSlNQJYptaD7e7dEnkWKrTYTjQm1zA8kdLDdwaKg1eqxt3tLKltldTvCi1dxxCkafVdnWQKh8fvGaJRYXA9OJKEA3QmBh8Ovd5hdFpbvFy+moWO22k3sfLfM4oswqUyVvU83lArTSzX+bND+iH9/wfhNyjctWiNzdLuPn/mw+RWd3r8HoN1PYpICCEKURn9+95FCd3wCSrU/8971ls+Vq4nX+6xenrjNTfsaJ9UKv2/o13AGTV7OJpkyT4DbaGXJ7kSW+nS0Lse10QHXaTIQtnhwSDZAotHvkm5VKXYbfC3fsWoPYpENZDopWursSFqtP/9k7zCYWXa6uGtdk+gI+NwifpMDh2zGJBpAE+n2VaqdLrlWk2L7qU5PEzSWHR5+TT4NVgZJJGCx4TabscgGJFFE1TSa/S6Vbptcq0Gh16TQG6zEN9w+EtUaiVKdlyE/VtHIXiZDf07h6XxjfEXfV1U6Yh+jPNj3Seh35lt9q5rGab7AcsDDVa7EktfNl6v5yxDStToIsB728eXk29xunuM8VSDqdWIxGshXBhO/y2Ym5HaMEMR5cXidxeUw60r5DGMx4qHV7nF6M5r10IsIn98WMBkk3m/G+HyaeCQHIa+dfGL6vel3WYn4XUiSSK5SJ5GvkKs1sDtMHCbmL6cBeLMa4cu9w1VxiAC3uj1+vU3x7m2My6MM7QnRskl1dk6bmXjUw5fT6eNAwG8nVZ5+Xj8dJXi3HuFrOjOSUTBMqAfdS6bx2C26zk7T1DF2k2miYfdjbR/AZtxPsdSc4K41Sl4UReXTSYJ37wf6k6qiPsoKRSMuDg6+7d6r1dtsvwhTKDYQjBLHOk5YeujpXJPVlQBXV7mZCzCTxUCzpk/qTGaZze0Yx/uJR33NeQt8Xn1cZu/zk4j84WESj99OSYeYN3S0Zx+gqRp2nx1unxb17oCDRnK0xEYQBHa+WxmxsjUYxunD+engefEGnMRjHq7Ps1R1SioiMQ+5oXS40SixsBbkbEaZxe1tEVESdSO8hWyNoljn9Q+D5qO17SgGs4Hz4zRf57Ap/Rv+fPjNEVG7ZMEsZGmMGX6NQnuWYvcYV9D6P4+81lVyGMQ+TsMi1d5kZ4gHSIKZVFt/Ykq1v/DO9ZrPlZsxMhowRblqjA8QYXMARbXzT/npBKPd/7blzLYrQrFX4rSWIGq1U+rVsUkmGsrTgNjVetw0x48lZLUSNLmJW9wUexVSnfnI2W0zP1Eb9HHbZidLdhdn9Tv2KucAuE0BMq0Gt80J0U0DeEwyfpMdl8GKWRSIWjx4DFZqvQ7Fdotiu0miVSUxR9TYYTDS6HRJNepE7S4OS4NaTb/DyobTy2m+SLE1mbiYZZm7ir6m5E2lwg+LcX6ZUMP5Khzi8GZ+e8tWr0et38XvsGBAnLvhBSBRrPJuNUI+U5vLlnMWksUqbruFpbAXpafQaY0TxHnR6yusrIT5PIVIvF6PcHKTo6OTMlUmHFCnp/D5MMHm0sAzPVuqY9FJK0d9ToJeOxqQLFTJluvkntWu2m0mvl6lCXscpEvzpX+tJgN3xad7I1WuIYniyP5+vkwRi7nwd+BOx3pST8x+ayVEplRlfw6zAovFCOXZ+7p3lmJzIcBNvUL9vmSj3NInLO1en1eLIUo6TlSF6uTIUrevIHhFpNxA//P9eowvR8nJDW8TXv98nGDzRYjMdZHOvRua1Wqi35/Pcs1qNeLx2rA5zLh8dvqiwOnZ/M/hcz/3hbiXdKZCd46UrtE0TkQFAbbfLJC4LY5bh84x1L/+bpSEwkDYProVGSOikiRydzn9OT05SLC2FeHiPhJpd5oZjnsIgsD2d8vsPauDnVYWXyzUKRbqyAaRl+8WadbaXJ8/zTfZIQcyo0lmYTXA2RwLg0ajw/KyfyBqrwNN1dj9fMvf/WdbKLU21xe5uWp1/5Ig/EcYr39r+M0R0XWbg1xH3yVpBEOEyCL5MHOHwnhkr6eWkIU+bsMq5d7F2PvDsMhLqEwmO6n2Hm9dO+xWEqhDI4pJ9ANPg7hFMhG3LPNT4Q5Fm54ikASRs+p8KWiDKPHOE2OvcgmCxrYrxml9MGC9dsX5Up7td1zrN1myubjrXJFql7AZDWzbIkgYua6XyE0Qve+qfRZtIS50dFJX7T68JhNHtVv2KqMpRafBRKY1/Rx01D6JVplEq8wHzzIJNc9+roo2d/zgCRvuAJ8yg1E25nKQrA9IRr7VJN9qYhBEPsQj1FpdTnVS9gtOF2e5yWnun5J3bEcCHKXGm5G6OkLO02AzGYl5nASsVjL5OtsLwfsGyEGl5kOKWtO0wetoqPf/RQOn1UTH1sNsNgyK1QWAp27zwT+flAsEhj5z/56ANvRv8NqtaB2Vvl3BYjJwly3PrFnVw22+giCMcw8BeLcV59PR5Chuf0rEGeDkOofFZODdRoy+qrIU9uB1WukpCne5ColSlURp+qLlQazd77TOTUS3FoMji5C+qrLgdZJ81kyUyFcwGiRev46PWFvCqJi90SDxcj3Ml+PE3Jk1RZz/Wpzc5lgIurAYDZSbLa4LkxvNPidShD120kPSXw6zkbsZQv+X2RL/6s0ClUyTTzMsQKc1l5xcZYkEnPRUjZ2dGPv3TkOCKOD12nC4LFisRmSDhKppdLt9ao0OpXKTWqtLLVfB0erQ6Ha5vS3hcllYiHnRFJWr6/x0zcmhNHU47KJabU39/DAMxtEpdv1FmHarx/4/M0L36sPSGAl9wOF+gkDYRS79dE3iy36uT2cTvJ6mIggCmqaNaJmKksjWu8URYfoHTDIXGEa/p3Jwf60W10M47SZOD5KkEyUWVoNkUmXiq/65SOgDXF4bnE9+f+vtAkcHKcrFOpIo8GJnIN13epj6Zmm0v+FPg98UEbVIpvlIKE9NFZJgxCfLdJXJ5KGv1ZDUK7ymDYqd08nbFD0whYgCpNv7vHFts1dNPfpbJ4ciDRv2VU5rNX6fn28gWrAG2J3D1SVu9WCRGVh33hMNbShq3JkjvQ6w6QiS6iToqn0sopGW2uWk9jTwbboCeAwuip0257XcSNzZa7TyQOUF4JU7iiZ0Oa+nSE1owrTK89+CEYuL3VKSttLndwvL/P7221wxvg/G+Tk9RBR0ouo9TeXn7ICobgR9uGUzu+nMo1uU2zxdIFwDCr0WVqNhxEL0dSTEwfXsKEzQYWPR66bR63KSyXNbqnCWLOCQjGQr89fDvV4I828PrnizGOb0PP8fpUYo5LGTztdYC3kfnZlMBonVkAeH1USvr5IqVMnPkMqBgdj5zmqIo/Onc2K3GImH3VNJKEzWZxyGQZYQBQGTTebTdYqr7GSSpYfkPVH9epNhZzHE/oxI9mLQw+er8bS512EdI6IwEDv/5TrJ2zcxbk6zNFu9ETH7paiHnqp+c+lDsfNtclO32Qo+l5X3SzF+fzN5TOorKiGvY4SILnndHNYmly64rGbWoj46ijqz8xwmKzI8IJWrIoXdeFwOll6EqNZalMpNsrXB3yzEoh6OTlMEfHbyhTqV6uDcSpLA2kYIu8VINlcllRodbx8WBz6fnV5PoTLD330YD4oJ4agbp9vKiY7G5zCm+dK/fLPA/t7ka6QoGoGYZ4SIziOVBAzE3d8tcPTp5jHUKckim28W2f+qfw9+SzMWwM29NJbDYebFahyjUcZgljk/mT86DYP64UmQZIl8oU6pUGdjK8zpYYrjeyLscltZXAlQLNRIfIND058c/wK58m+KiBoEhTXbGpl2lroyK0oxeKBj5hXavZ9mblvRWmi9E/ymbfKdQ93PVOdMkafbB7xyvmC/msci2fhaKRAy+0F18vv8t5Enh+QAphPRj75Fzuo35Ifs/OJWL2f1pwHkrJbCY7BR6k0mCcs2H5V+js69zFPI4uGqMTpIJFo5Eq1B1DNktRK3hugqAme1PH2tj1GUeO2JUulVOGvMjsCapfmlbeySldv7637ZyeAyGal05iPYiw43X3Ojx3JRKepG5R5wWh4sXrw2Cy/cEc4L8w1e6Xqd7+KxEeejac0HK34PfruVbL3JVbFEpvF0jRacLr6UU2wvBeYmoi6rmWRucM/s3qT57kWMT0ffXss5DLvFiAGJbL1O0/NEsDs9hdO70eiv12kh4ndhMsjUWx1uM2VaOilndSigHQu6UFSVo8vZNZndKbaVTpuZtUU/hzcZ9i5T9A0aqxHvVBmm5/C7bGRrT9egWG9ikMTJCg0CGIyibmRYz6FmGF+uUoRDDvyKRL3aplxt8e5lnL2z+bVHHyAKAsnK/E2NFqPMetSPKIpIAryLR2j1ehxn9KXFPt+lWAl6Hkm91ajfBGMxGtheCnGQzPD1Lo25K4EGYb+TtA4pf8CsCJvDZkJTNLqKwsXVt5WFvH0V58t9d3sw4CA/1BWuKBpnF0/3XTDsJBJ00W51ubzK0+n0CQYcSJJIOj07KDAMu8vM63eLHOzdkU6WZ35+UsRu42WE05PUTDnIg693Iz7qvSl6oM+Rz9eRDRL9noIsS6y9ij9GM/XQmmHOMAm12kAhwBN2YnKY8fkdFL5B/eD6tjDRKvTl+0X27qPN0rPFT6XcZO/TYE5aWPLj8lq5OstSn1Gr/jf88fGbIqKK1qDT+wm3BDFTDIMUoalopDtZmsoowdJQiVne0O7949zbV+nS7n0laH5Ltv117P1UZ/7O40z7mJeOdWr9MBt2Bz8VEvS1b9dQLE3ogAVwGsysOb3sV8dLCoJmO5nO02CtorFsD0zUyotYXPSo0lCeHkqHPFkSBKDab3JQvQQGtUgxawQFBwc6+zMJ8pTuymG88yzyc/4pUlbptfgQDfLvL2evpk2ShIQw1p1f6XZY8/g4L06PlhU7Lf4pc8uWz4fRJPL9coy+olKoN0lUqroE5OdkgnfxMHt3Gd5EQuwPRUMNkshmyI/ZYOC6VOKiOPh7ju1ggC83g7qt21JlEGaeYy207HWzN+QT/vNFgvfrs8XsJ0ESReIeF8f3NaGniTwuu5nKhCaIYq1FcSjFLAALITc+lxUQKFQaJLIVjm4yRHwOfG4bV4kCzTlLF9o6NV8uu5nVBT8HNwNLSYClsIeLYpl2T8FokMYsFych4neQvX16TlKlGh/X44/bfY73a1F+vdSPdPWmOH49IF2sUZBF/uHFIo1Km0/H/7zmsoDPzvWUhSaA125hKeSh3VM4S+XZvR7cJ5vrQQ5SAzK26HURdNk5TueoDS30NG3UuavaGL3+siTyZjnCeb7IT5eDY/i4EOXL8eDceLxmLDWD7qIEJpMwALNJJuCxc3mTR/tGgr4Q83Bw/HR99JpshpHN1cjmBsTIbJZ58zKCzWai2ewRCLueymM0DVXTUFUNVRn8v6Koj3+SJOIKOEie5lDm3Ge9JpyltSA3t4WZJSkwuEaugOORiCZv5p+zcpkKr98v0mh2WNmJcXQ4PXo77Dk/LyRZ5OWHJb4eJBGtBi4ucsjyQP7p+iwz1zb7PZXV1QBnz6LLFquR66unRdTZcRqH00JNJ4J9e53n9npg6friVQzvnLq3fwr8pWt+/jHwmyKiw2j0E9AfrNa8ksCieRFZDNBQNFLtNA7ZR7fz336zc5dGn0b3E2HLR9Ktp858ixyj0ZlP8sEkerHKS9QUGU2z0vtn1qVYJCMnVf2BZMsZpqpUOKyO1ws5ZAsn1fEUTmXCJOU32jDJXfLP6j+/QaOdVXuAbPcau1ElYLKRm/NczcNDvUYbx5XxCMjn8g2bvjAnU2rbAN76IvyU1l/Z+63WmUQUNH4Xi/Mpl+KmXKHVfyJCRovEisONx2xB0gTqnS7JcpVKu8NNo4LbYqbR6OI0m1gLelE0jdNsga/p6ZE/WRBoDEVR09U629EARzN8z98vRfii09TyNZFhPebjLPHtMk5vlsN8Pnka9BVVYznm48ucaWMNuM2Wuc2WH1+zGGUWQh7iPjfFcgOP00q7U2GeR2WYyLjsZlYW/BwOEdAHuJ0WKJZJ5iu834jx6XS+/dWzDvx6nSbgspN7FpV2Wk2cZyZHW8tTGt+GIQoiyVqdZKKIy2sj7HVgMRnodfvkS3UyhdrMRYjPY+NaR5Zmwe8i6HFQrDW5zBYpXIzukyyJXOSfjuG2WOG2WMFkkPmwEKXaaXOWHby/n8yyFQtwmS5wfR8ZFQR4sxwhVa3z8/XoOa5W2kPbrfJmJczxsX5kbxIRlSSR5aiX4/syjlS+yuqij+s5SJbZbKCvqPSGSFyjNX8kTxBEKs0OjW6Ps9NvU1B492qBSqPDXbbMzodFkteFmbJBzwlrdMFLoVin054/DX60nyC+7EfpK6TmJaKCgMdnpycIWL029j7NLh2rVpqIBmnuusvIghfRYuTLfV20eq840O+rfDlMYDEbeP3dMueHSZqN6Zku85Bm6APWX8fZ/fQ0H/Z7CkuvYnx93hA2BF/AgSBLM523/mQYFP//uffiT47fLBEdhUa9dw0Mbrg1yxIeoUHP9BJRNKOi0VebdJUCHSXP7LCSSq3zExHL70i1PgMgSxGGG46GIQsW7PIqfWzkuxVum7nHfVmyvOKyeceyw4XfEONLOU1LmS/ys2gNkXnW/CMLIh98C+yVL9AmLJ02nSF2K+PV3FeNLGGzh3S7/Pia02DGYxZJtccn05Yy34C9aPXRUjIomoJCiwW7H1WzUujOjgA/VzfQQ8Ti5Utx/NyraBisPcQiEwnM+8BkEgpQn3GMbpOZRY+TP6TviNodpMqjRKSrKJyXx8+d32MlYnewYHGSzza4KZX59W7+iOSHWJSfn3Xfz0rz+h02zicQzZ6ikmk2CHnsE73m9fBxLcavOoSzOSU9Pg96iorFaOA6VeTyXhPTaJCI+1247WZEUaTR6pDKV6k/SwG2O737CKiPg5sMv06IVIpDlrCfThO8WAhwPIc3fUWne7zT6xOOjhPR1aiPTxOioTDonBcFYao1KsCLhQC7FyneLIU4OE1Teib6bbOZiAZcOCxGFEWlVGmSzFUeJ3MAw70VpSjAejSA3WIkUaxyU6hwU5icUl6JejksjqfjO70+n64Hx7bi9+C1WzhIZVEElRW/h/O7AtsLIeq9Lp9ux+/tVb+Hy2e1eLuJND9sx/msIwKvVx8pCLCzFmbvWWmJ022FOUjWxlqQvWfqDMl0eWpJzgPMZgPhiIuLm8G52XkZ5WBGlPABPq+No4M7LBYjKrB3kMBkknnz3RIn+0naLf05QBkizP6Qk1an982pYw0Bi9OMURTHiKjdZcEXcmF1WZBkiV5foVprk8/VKLS6SNUWkYibVx+W2P98M7VcQtPA7bZOtBV9gCAK7Hxc4uA4TW8oBf+89KTV7vH5IIHDbuLVVoSTvcTEjvdSafT5cHlsnOjoj5YmCPN7fHaiS372DxKk8nViS99msvE3/MfFXwkRfYJVChAQr1FVA41+CY3RG9koGDFJYWTRgyCa0IC+2qCrFOkMWXkCVDt/IGL5gVTrCy31KSUlaBIO4zKC4KPca3PdSqEygWTcazGUuhVK3QpBi5WoOc5+JU+1N32AkRld9UUsLlxGaUAyJ0QSJUF8rOHUQ9TyREStkoG4zcxNUz+9rech/xxhkwtJrFDvtRAASYRcJ8+yI4haNVOacYx9XXvWJ7xyx/hcmEwkz+t5flhY5vc347W3Iaud89L0aOdZuYBRksb85AFe+v3kO01272tLg1b7GBGdhHyrSchup9xtU+q3ebsU4VedZhY9+K1WDu7Goy9H6Rx2k5H6hLrYkN3GYWly1KbcaOPwu7A1DTTmqB17vRTm04n+uT9N5HDazGPp2XngtJoIe5zcpktUhlJx3Z7CdarI8/iFz20j6LVjNhnQVBVREvl6neaXGRHO5+epWGthMxunOkzJsshtrqz73t51mpcLQQ5vB+d4LerTbVAaRqevEPM4SBcn18B92Ijx68OxTBBAb7S7nD4j0UajxELAhctmQQAsNiNvV6NcZoocJ+evobTbTTCjhPYqX+IqX8JqNOA0m/C5LYgIfE1NLo3xmizcMP78/XRzx5u1MIfno8+sopN6frcV0yWtl6kCkiROTXnvvIyOkVCARrNLJOgkPcXW0WSSicU9nA3VoqZyFSxmA605SkiiQRf72RrdboulRR+31wU6nT6fv97hcVtZ34pw8OV2LJr4oCPrclsRDRL5b6xJhYE7UaPVw7fo5dXfr9NXVRqNLoV8jWqtTTVRAh3pMIBgyEmp2ODmMs/yapBuu/uY5teDw2mZSkQDETcWj5UvOg1PemUIALV6hy+HSXwBO5tBF4e7t2PX+e6ugNNleUzlx9eDulqhiZsiC8t+bu9T9g6nheXNEAeHKQpzmBn8OfAvMTX/m3VW0oNRdBCVG2hqlr6SwGV6PfYZjS5t5YZ67wu1zo/UOz/S7u2jqimMgojDEMNj3MFr/g6P6QNoNeLW76n2jbiNHzFIH8n2QuzXSnytnnHXukOdommqPSNa9X6Tk/oJdkOdfxWIEzBNdly6azxNXu+9C7TVKlc62p/D2HbFKHQnD7CZThkAoyix4XRNJKEAlV59ap2o12jFaexS6Q32UwOM4oCwZztZ1l3glMdTKMOY1s1vl03c1mc3X1y007hNo78jCQIeo4Vad3rEs6MorHtHnUUEAX4Xj3NSzpNrPg2yJnH+xqoNr4+LcpF6p0fAbePnZJK1qI+VwGwbvAWna6Tj/gHtXp+NuF/3Ox+XY48EaRpu8xUWYl7EGU/+atjL6U1usmuMqrES//YoQsTnwG42cXqbYzHsmSsLVag0uEoOIjuyQaKnKrr6os+RfCa7lCvXJ56/BywE3XSmdOVXmm1kSUQUoaeqc+2/1zn5GdpeCo2UDJwl8xgM8w3L3Z7CZbLI59MEiqjR6vRptDtUmt+2OKh152v4g3uZL0Eg3axznNZvagKwG40cX+uTYQ2Bs3KRaHDUyel5hOzdS/3IKUCl3mZtdbLjUzDg4HLC7wP4vJPHXaNRYmHJN0JCYeB1v/nMdlQPSws+9of22+0f/a1SucnuYYLwio/1rcjIe72egtVuwuG1kZ1BQh0uC8sbIbY/LPLq+xXWX8fxxT30RIHbVJmaqrL39Y6DrwmuL3NzRVaVvsbNZZ7YoperixzZXJ3X3y0jT1ggWSwTXJsEePXdMqVWh8sJOqazZN8KpQZfjpN4Fzy8fBMfKbPTEIgtD57lYNTN4YTOfhhES80WI6+/W6YrCnzZvdM1Kfgb/nz4qyGikmBk0WRBU6+eXlQSCMxPHjS6tPs31Hu71Dp/oN79CVVTqPcrNFQb540sF41L2ur8A72edikMCNhR7QRRLPD3/ggLFvfI+z6jg9tGBbts4qMvxmHtkpY6eyXeVacTr1SryIo1yGtPgPPG7Jq5oFnfI9sumwhbJPLd0VCKUXwamNLtNC/dIjZpssVcc0pqfM0epjBHrWm112Y76h557ftQnGOddKMeHEOi536rlZeBAH9I3aI8YxndOWSDYEAkM806zX6fZLXKSamALImc5gtcVst8XI1hN+mfk+EGJT3o2TdG3A4O55CGesD+XYa3m5PtJgMuG+VKi86Mwbr1jen5jbifZrP36C3en0MQ3CCLvNuKYTTKXCTy7F+l2T1L8W7K/gP4XFaqOoTs81mSneXJdohux3S5m2SxytvVKO/WYlzn5pOEMk8oqYj5nVxnSiOFQs1Oj/XFb7MefrEc5Ot1GkVRSdyVeLM0myw9wGSQRupDp2EnFsJqMfLzTYKTTAHzBCcmgK1QgJbOYuoBjW6PnglsQ0Rm2Dr37VaML/vT6xRls/7vy7KIxWKkOSH9DUy03jQYJJaXA5xe6C/qdo8SxJ6NNWPbEIWR6q/ahO7yu0SJk6ssG69iROJPC9Rw3MPdfUpdEAX8IScb21FefbfM9sclll5GsPltVFpdLq7zfP2aYPfLDSfHKXLZ6mOU9ew0w/b7pan7+hzJe4cl7z1R7/cUdn+9wR/xsLw+TvyNOveAN2Bn9VWcL/uJqRJP8zZwpbNVvp5liKwH2XgZfXxdvG8684ZduttyuC28eB3HaDey8XaBL3t3M61T/yLwZ7L4FARhQRCE/04QhENBEPYFQfif37/+P7r/tyoIwnfPvvO/EgThTBCEY0EQ/vOh1z8KgrB3/97/RhCmd+v8VRBRAZFlcxStP9rp3lPucJne/LO2aZQ3EOQPZDrXlLsnlLuX+A0KUXN09peH92GGfmdfUzipn9PSUvzgC7JuH6zyImY/m84QbpPEfnW2DBLAsi3ARWN6HaJdNvPC5abZn6842yaP62aaRJk1u420jsuUUTCM/DvZTvHaa8AywYu+3tNv5th0hvm1ML/o86fyNVv+wWC+7Q3yY2r+tEuxM6g3eh0MoggqBwX9SSjXmH3OQjYbHaVPpdPBb7ZQbLUotlq8ig3Ij6pp/HSXQDKLvF8evZeeNyjp4SxbYMH3tDgQBQGn0Uj7G0nhzxcJ3m2O38tWkwGrbKBUm91kc5LI47BNj3g/4O1alOtk6TGVbzLInN1OXiiIArzZjOJ2Wvl8nKBSb7MS9z121n8+TvBhChkNeid3wabyVZxWfT3Yac5gD+gqfTAKyNJ8w2dfJ2xqNxtBQ7dMQJxRCzyMhYiH60KJvqIiiALdnsrhSZrvVufwtQeWI96ZCyyXxcy7pYElaLY+eAba/T7rscmEuVCcXcKSKFeJLXkR7+eofm9w7rfXw3ydQ27s9DaH2WwYe33nZYzr2+n1o8/rjmFAYFfXghzr2o8OoKoa5ine7S83w1w8c/25vilgtU3+zvFZmlSxys7HRVa2wlg9VrbeLxJZCyDbjGRLDY7PMuzu3vJ1747L8yy16vRgiN1upt7ocHGdw+GeT0s0EvNQubfjvDzPYBwS408lSlxd5nn1YXlEOeE5v9j+sERTYy7nqv6cC/sH3CZKHF3nWHoZYWU9SCZbYWEtyNG9xFQg7GL7/RLb3y0TXPZTafU4PElTKDb58vmG+JKPjZeRGb/yLxp94H+padpL4O+A/0oQhG3gK/A/BP7N8Ifv3/sfAzvAfwH87wRBeFiZ/O+B/xLYuP/7L6b98F8FEV22voD+j/pvKkm+5TCN0iqi/B3ZToJS5+jxdRGBhlKgp1zywr4x9/Y66nxdsxoa540rSv0bvvP58MgW7lop8lPS7M/hNk4XW3/liuI0alT6FXLdNNvOCJuOGcT62RwqCQKv3F5uWxMat8TxiSHRSvDea8Esjk+wDaWN4Vme2CRKlDudb9L11QDR0sNrtpBrNKamTI2ShMdkJmK3s+x2I8kC/2ohztdChlJb/3pZZMOjC9MkuM1mDLJM5j6dH7M9Ecbas8hvqdXml2SSjZifZd+AQH+IRbktzq4JC3ieUn0flqOcJr+9Ex7gy02aFwtPZEISBVYCXm4y5bm+r6gqKzNS3QAfN+PsniZHhOjX4v6Jcko7a2EiQRe7p0ly941VYZ+D3bPResxPU8io2TR+Hz6gWG+xHHbrvpcuT77GTquZNxsRPqXTfEqlsPnNvN+KjUT19FBtj5IGURBYDHlIFPSf7fNUfmIqdBh+t416t/NIzh9qyzQNPh8k+G45NlM1xKbTfTyMd4sRkOCTTqOdaNDf+Iugj9vcfLWNXxMZ3mwPrmG/r7C+FODsMjtXJ3a70x9Lz2+uh/jydfYCNpEqIQ7JgkiSyMZGiKOz2TrPZ1c5dl6Oj5uyLFLWqZdUFJWFlelRblUFZJFar48qQC5fI3Fb/GbR+Ad478sB6vUO8bXJJQzD8AeeFm/1Wof1rdHIuqbB3ucbzHYLmzuDa/ZQ5+nyWNl4t8jeYXLEiWoa9GqC58HFdZ6zZAnfgofoepAX75dwRVxkSg2+HiT4undHeshC1Hq/cLi7KXJ6nGZ1I8TK2rdlHf5UEBg8x3+Mv1nQNC2ladqv9/9fAw6BmKZph5qmHet85b8P/F81TetomnYJnAE/CIIQAZyapv2TNnCp+D8B/4Npv/2bJ6ILlleIvf/fxPd7yi3uOaKiBmkR2fAD2W6GYudg7H1BGJwqlT75zmdeOpYwi9OJH0BL+TbtUL/RjaIpqFKN7/zzR189RhvHOpJNMIiCfueNc9G8otyr0ewP9umicctN84Y1u5fXrkUknVmroYzqQX70RricIlRv0CGbALetWz76bBh16iyfE+gd1wLJ5rcV6ZtECZdJ5h8Wwyx5nbyNBtkO+1kPuln0OQi4zDjsErJZoyt3KdEg1atw1SrgtBjpy+pU4ht3OKeSW6vBgN9q47b6tN9W+YkMnRQKrPjH60OPc3mu62X+bn2Bbk8h6LQ9Rogm4TxXRBIFFn0u9i7/edqgMLCgvK1WificALxdjnJw9W0uJ+3+5InSIIm8XY3wq45TklEnmri5FGA17mP/Ik0iO3r9fR67bk3Z55MEb9fHn5PeFIcagN2LNG9WR6MjLruZzIRmtDerEVQzj8oHBkkiX2/y422Cnlnj3csYAbdN97upZ+T23Xp0qstWvdWdmZ63W4wYrQYKQ931zzvzPx8leBsLY5zialScIC/ld9h4tRjiUyI10YP+LFdA0tFfm1aKo4efbu7Y2Yjg99hJp8vfVL/XUZ8+63ZZHvU/Z6Hd6RMJDxaKoijw4kWEgzmsMB+QyJbH6iN3tqJkJtR1ysbpJWL+gIPT4zRHBwkSyTK5Up2Xr+NE47NryvVgsz+NqfsHCZY3JpejPKD3rFRGTzAeoJivc3yYYuvtAoIo8OLtAn2jzNHxt41F86bmxyDA9us4yVKdTLXJ0WFyasOU9GysuTjPcnmZZ3M7SmzBO+FbfyYMRGr/OH/fAEEQloH3wB+mfCwGDJOOu/vXYvf///z1ifhNE9GIeQdj/7+d+TlNzTDpUA1SDNnwd+S6RfLtr0wqpng+3GbbB4RNEiHT9HqsrtrBIMxXp7rlWKHRb3HTTNJTuxzXT/n7QBRZmH2ZVu0BXcvKHVcUl1HjoPYkMl/qjQ6WiVaW0/oFYbON954VzEMTSbb9VAf3O98CZ/UpJr+ANOVYb1rX/M7vxPDseByGp99btvn4tTBfWt0qyXznj/B34RBOax/ELv++eMFNo8SXQoqDUoazSoGbeplcu0Gt1x1LvS47PHzJp/lcTBKy6RMJGMg4TYJBlFh2ezgtjUYmO8/S5W6H/jYUTaPV7/M5mybdaSCYBWJBFztLIT6uxvi4EuNlNEjYZUcSBUrNFjuLIWTEEX3EeSEKAiZZwmoyIAoCdoeJ7zZiEzvkp+HkTj8977SaWQ55dUX0BQGuk0/31XLUy4vlICc3OS505KdWYz6+XuhPcpoG+xdptldGJ9pCbXYZxWWqgG+okSgaGK+HDrrtbK0G+TU1SsiG0/KNbo+fbhJklRavtiIshkbJQ7Pbw+8a3FtvViNPHfJTYLBMTs/Lskg44uLuWXe/3sT+9SzNiseN0zJ+jSwmmav8aJ2rIAyi7M1+l73E9EVJrd1lMzpKmF0WM0fX36a3aTIakJwybr+VlbUgaysBPJ7pZhoPOLvJ4nZZEAQIBJyUq/Mv/D1uG6Io8PJllP2T+RQtHlCqtNgYqpm02Uxcnk8+7uSMxiOPx0a73aPT6ROJuNFUODhMkkyX2dyJsTQjovochiHiq2nQ0TSEKaLNoihwdz367J2fZAiG9XsEAA73EgiyhMFqnCizNA3/nIahxSUfS2tBvh4msZiNnJxn2Hm7MPU7kwjvyVGKZLLE9psF7BPG5r8y+AVB+Hno77/U+5AgCHbg/w78LzRNm5aS1buhtCmvT8RvVr7Jb9rE2v/HiTJGw+j3r3GZvqfS+fL4miyGEaQV8u2vaOxO+fYAog4ZrPWzSJTZtG9zUp/sUe8wmCl2J0+MFsnMojXCUe3y8bXifRPQQe2cV94oV7U25a5+9MIgSGPd73bZzJbLP+ZyZJctNCfYoxa6ZQrdMjbJwrZzhct6llKvgdfoZMPh4aSuF50fhSxMv6Wumpf8fWCVf5crPTYD2e+JqISIqopT6/TsBiPbbj+C2OesnuKocQWAgEC9I9Dod3njDZBLzJ6QjKIEmkDn3nFpwe8YsdcchqDp32iiILATDPIpM06UMrXR6NpeNoPTbKKq03A0vNjoqSq3lQq3lfHJSzaJrHjcBFw2zKqMJSqjagMNRlXV6D/+V0FRNBRVpXfv9NJTFPqqiqZq93JVCi16+GxWkGAh4MLnsoEGmVKN1BTJoQcoqspq3D8ibh/xOUHVOLvTrwFdifq4vCkQDTjxuKzsn0+PRE2bQGEw0Zzf5tlYCHB6m8MoS6SKs0taaq0u20H3Y1TRbH66d0VB4N16lN1MhmRqPEoq68gO9FX1UU/z5XoAuSc8kjK/24bdYuT4Zj6Sdp4qIkrCiE4oAAJsrYXY1SHmk1yczm8LRAMuLG7DSMR3OeplL/u0P1GPE4fFxC+385Myk3n0eX/h9/HrFLm1YayEvbgcZk6SeTRVo6Ep7J4//bbZZSTodeCwmjDJEqqi0Wx2KJcaFMtN0EDRYHHJj6AxV0p+GKIksL0dZe/o20joA/aOk8SibhLJMhsrAXY/j5uLPKBQqBOLeUjpyCa9eh3n697T4vtg/47FJT831wU0BI7vI41rL8KIGpydzI7cPs8e3N0Veft+ia8/X+l+Prbg5fZyfBEYirqndu/nyw1Eg4jRJLO5GeboKDU3Kf2WGlGny8LCsp/9w+Rj2YbbbSVxV+TrWYpo3ENygszUtAYlTYNCvoZm/Lbejz8m/ojyTXlN076b9gFBEAwMSOj/WdO0/8eM7d0Bw6uAOJC8fz2u8/pE/CaJqMuwhEv9BML8PrqCkgcEJNGLJL0g395H7X2Z+b0HTIpJKnQpdD6z7XjFWSNBV6c5yS4bJxLRJWuUer/J8RAJhUHU0im7qPabXDaS+MwuvEYfF/XxwWLbHXu02gTYdkapKgVdq02f0UmmM51gNJQWB9VTDILMe/cSDtnCbvXz1O88QI+wP8dl84J/FVzn32ULKJr26Df/1rPIj/nxwdxlNLHl9qEIXc5raQ7ql2Of2XEt8E/3FoW75QTvQwt8ykwfsN/5o/yYeZoAfsknWPX4udDRHq139OuePkai/Jgan3hdRhPpZ0S0oyi8i0bGhOoB8nNE8ADWAz4qjRaXpTKlbIOo08lJ4tsiUMMwGWT6HYW9TBq7wcRt7mm8cNvMxAJuzAaJSqPNTbZEVycCO+w0tREPkMlXqTUn14kFXDacmya+nqdITvEeB9hZDfP1avbE2+0ppLIVlsMeEATOZ7htPeDgOsv79SifzpLU7xuHFgNuRLPIj3eTCdWsRqXD1ECyZmnRjd9kwaYaKJQbU6WhhlFtttleDHByOXpt372MTxTwn2ZhmsxVcDssrIa8XNw7QZktg9IRSRR4vxTlSyJFojp/TTrAZbH0KA4vAMnc9O87LEbW4wEK9SYX2SLkwCiLXKWK2Myjqe52t89NWv86mp1GAh47TpsZq91Cu9LizZvBnDhY32oo9zacmjZoMnqw4FRVFUUFk8tEodDgxVYEgyw91oxqqka/r9Dt9ml3ejQbXer19lj2QVU1TBYDwYCDgzk0Kf0h5xgR9XisXF6MyhtpGro1wuf3Edel1QBWs4Hjw+TEjGuzNT4PnV5kcXltVHTS2B6vXZeI3l7lJuq1rr0Ic3qT5827Ra5viuzu3uLx2HjxYkBIZ0U8NW2wGJhWDyxKIjuv45xd5th75nv/2OTWV8EkIcuirg3qJFtrgOXVALl6k1p9fretv1bcd7b/H4BDTdP+mzm+8v8C/i+CIPw3QJRBU9KPmqYpgiDUBEH4Owap/f8p8L+dtqHfHBG1ykECwiWaNt/ELYtuTJIfg+jAYNjmsvGJfu/zN//uDPUBMu2vxE0RqoqLfHd0YLHo1EyJiGw7V9mvnqNNiFqHzV6q9UG0ptCtYBSbfPQu8cszl6H6fQe8TTbx0hWY6vVul81k5nzm4hY/KjUU2oTNAdLt2SLZ4pzVHpeNM/51cIN/m8lhkAQiFhe7pScS5DNZ2HB76Wltzupp9muTJzijKHNdGY2AZvslbAYDjZ7+YuWNNzJCQmGQO7BYJHQ0uElUx8n776Jxfj+hO3/B7uKwNn6+bqqVMVcXh8nITbGsu50HmGSJN9EwP18lQIOuVaHaalNttfm4EePTWXKme48eXsWfdCx3Fj0Ua0/nsdxoU248kUCDLLIa8eGxm+n0FZK5CsV6a5Cet5pYjfg4vMzQ6ysYZImAx47LbsZsHERt250exXoLURL5cjo7CiVJIsX6/KnWRruLXBPZWgnNTUQBjm6yhL12MuUaHzbj/JpI0K9PP5fynJqy14UyhpCEzW0iiJNI1EUqUyU3R1e5yTracPXuZWwiCQVoT5FLAijXWrS7PXYWQ+zfZsg3miz7PSDBTzffXpYBUGy0eBHxcZYs8DIc4ORCZ4wQYDPmx2wycHSX5ddnC7HXCxE+nSQo1lpsxL1c382Wk2p3+9xmyjisJnJyjaDDxtE31Hj6vXZ+Pbjl5WqYL3MKm5ttRuw2E1aLEbNJxmiQkSSReNjN51qb+gwy09QxkQhF3BwdjD8LF2dZtrajHB2OR74frE2jC148LivHB8kxoqhHvprNLivbMV0i2tYhrgDlYpMX21GOdfZRuld3yGWfxuZSqUGp1MDvdxCOuDjU2beRbUgiqqpPWNc3wjQ63YnXpzak7HGbLPHuzQJ7z+w8DQZpYv3o1k6Mk9vcX56m6B8vIjoL/wr4nwB7giB8vn/tfw2YGBDJAPD/FgThs6Zp/7mmafuCIPzfgAMGHff/laZpDyfzfwb8HwEL8P+5/5uI3xQRFZCISjU0dTjlJ2ISAxhlLwbROqBBWhdVK6MoGVQtC0oWk/QBRb0jYBARpdek2keo2jdEVOeoAaj0U8iCmXXbC84aZ4+vP0T8HuA3urHKFr5Wz55vYgRWeZTAdtUeZ80z/iG4we+zd6jAuj3EdTPJtitCtV+aSkJhUM84CyGzh6DZznl9sK2gyU5P7RE1h0i2p9eNzXOeHnDROOU/DW2Sb2rYJSsdo8p7Z4iW2uSinuFrtTzXdl46FvnH1OhAmWvX+Rhe4p900oxek5W7un66ab+U4XUowl7mKRIVsNrIP6s9+2EKCYVBFFwPqXqNt9EQX4eimEseDwf1yed1ze+l11P4+fJpAi82W9gNEu2ewk9XCbYXA6TzNcrf4HT0Mh7k09nTNveuU/idNvJV/YG711e5SI1GTYIeOxGvk6DNQqnaYiXmo1htki/XSeQrJPKj51kSBSq1JlsrIY4up99Lr9YifD6bnyD5XFYWol4Es4TskDEZZMwGCaMsY5QlDJKELIlIoogkCIiCMOgq18BuMXHXrPLj7XykRBJn3+dmg8yrxTA/Je9w28x8HtKHjSw4iLocqF2Nm2SJan38ul1mSgiCgKZpbK+F+XIxnby35nDLanf6nJ5n+f5lDNUm8NN1Ykwv91vhvK+vM2qjY4vXbmE56iVZqnKc0i/TEAVIDUVRHV4rzEFEH7AYdHN4mh7IYX0DAn47ubM6B+dp/F4b+Rk2lTBYSLWfneN3O3HKzTZ9QWDnzQLVcoPbG/39v7rOYzLJj53wL3diHO5Pvr9LhQaSJKA8L8+4RzJZJpksEwjYCYfcnBwm6Xb7GI0ypVIdvbq1/YMEG1thLo6eSLskiY/OQ3rQdO6PUMTF8WkKEEgly0SiblJDKfx8vkY+XyMUcuLzOzgaSqkPQ5alMSLo8zvwh50c6lh2PkAQIDXUGQ+we3THymqAq6HFkM9vJ50aH+tff1hk9ygx0Rr6XyI0TftHJhc7/j8nfOe/Bv5rndd/Bl7N+9u/KSJqFk14jQEEfKC1UNUCPSUD3EL/lknDsCwGUfqnqMImXSUDSoagIYAsbZFqn6Bos0OEszqZH9DX2pS6X9h2vOGkfk1f648052w5VrluJMh3yzO3pUwgyvvVUz74Fzgq13AbTQSs8ZkE9AHTXKCcspU1R5Cz+gXn9QFRkgSJSreKJqiomkrcEuauNTnyMCty/BwXjVPeOr9DEDTuCiX2qvNPQgAO2cxuXn8Q/VS8YdMb5KQ4tE1tIKu0V5h8DDWtjSg8+deHrfYRIvoxEuXH5N3U+uTnLjHDUKTR0c8q6z+GsijyIR7h1+ukbsd4wGXn9p7oHSRz+OxWNlx+TpOzhfwdFhP5Yn1k9d1TVBbCrolEVA/dbp9up8d5pTnSgDQJEb+Lu2yZbKWO1Wx4lB56DovJwFV6vnthIezG7bKyf5XG3e7wy10Cp9NCsd5i3kTzm40IFaXDx40Yu5epmU1g0gxrqs2wn6rW4Q/JAbF9HhVKlWuP3fSCCEsrHgI2K51Wn6u7Aq1On3K9xdaiH6WvcJbOz3SiaUyIao1Do9tXObrN4zCYcNvM2E0mTIZBelrVNDp9hXqnS7nZotJqTw3S3JWr+O1WDq+ziCK8XAiBKHB4l+WX8+kLideLEfaGGtrO0gNnqV5vdhPe+xexx2jZVaLI9maYoznqJ1+sBTm4l2nqdPsElgJzEdGx7ayH+Hx4R8znZG0zyN6Xwb6srAWxWYycHCVHUsW9nsLqapDTwxR2h3liTeMDMpkKr98usrc7vfY1l6+Ty9dxuyxsLcaoVppcTNFRbXT7SLL4KJ8UX/RxfT4523V6nMLjs1EqPJ2jQNRNqvz072DQOUJEn46hSiZTJRp143JZOToaLScYLkEwGiW2dmIcHqfJTSGhAJGwi1SyPPKaqkG938dsNtC+H1ccTssIERVFge13i3w+/Mu094R/mRafvykiCl16vUM0bf60GwiYZD/d3j7KUE1pT8nRU3IEZC+y/JpU+xRFmxxN+pZIH0CmvcuyZYFCT0AWBayPDUnzEUaAYnfycZ7Wb9lyxXGbVA4r88tmtPvjDU9GUWbHtchN85rj2mjTldvgpNYfDFIttYXWz7FojXLTnBSdmf88+Y1ePEYjHS3BVbvEG58fp+zjolYl0ZxPhmXZGuXfV/X3RUUDQx9ZEB5FxX8ILYyl5J/jqlbi++gCPyUG2x2WYXoTDPEpk2JC79Ijponf72ezxN1OkvdEpKojj7PocSEj8tPl5IncYTPDUMSxUG9SbrT4uB7nl7Ppx7gW9LJ7Pn7f7F6nCbht5MqzJ+b1qI9qtcnxfUPOWsyn2/U+DJ/Lyl22TL7S4MNGjM8ThMu3VkL8ejL9GDaXAyAKHN1kuc6XAVClgSbjStBLsT5fNDXgsrGbSvN6KcJP1wnCHjshm529KbWpkyKiZoPMzmKIn5MJhqnUtPpNTXvycgeQLSKri35cJjNO0cDX0yTtORpAun0Fg0GiN0MW59VmlE+XSba3wny5S1OZIM/0AIMk4rVZcVpNWI1GDJIIwmDh0u71qbTbvI6Fabi7XOdKfL2bXwKsUh0dj6rNDu/WwhzMICLLUS/7z5qMGjNKE2BQXlJ+Fn3eP02xuRLgbIIVpR7CQSe3qRKaBpVai1a79xjtvLweLARdTgsriz4St0UKhUEphule03Jp2c/+3mwydHmeGYjT60TMn8PqNKMYRbyLbuwRJ9Vig6vz7FiqN5ks8/bd4mPjkss1XfBeU2Fh0f9IRO0O85jof7k0vYTmIXq7sODFajNxfH995Xtpsa3tGNlCjc9znBMAr8c2RkQBMrkqb7Zj7P866DUYNjwwmWSWX4T48hdMQv+l4jcl36RqbdrYkaX1ub9jN/2Obm///vvjk0FPLdLq/h6/rLBgeY0s6D+U30ZDByj1bnFKdXyyEYtkGumKn+/7Jezy5EHCIov01Daa0GDbGeGdexm3PFmCCKDSfyJ4IvDatYzfZOC4dkxLGR/sHM+211bbVLoplqz6smCT6l2HISCw41xH0Qqk29e0lMEgnWrnOa4f0xNSfPTb+dfBGAHTZBmXkNnFT9npEZCreoHvY4OOyGWHh8+5+Uj7VbOI+X6QfIhubvn8HBXzM1OZVlkmqVNT+gANiNw7/xglicshq0hREPh+MUa6VOMyP33BpWcdqWgaP13fsbMSnpiufLsc0SWhMDjWmI6M0XN8XI9xnSyQH6rNtU1xnHnAcGbh02mCDR29TK/TysEEEihJAq83oizEPBzd5Tga6kJ/sRTk5D4FnJ+DSD8gHnLTV7XHqGW6UudLMs3mYoDloL6Oo17X/ItIAJfHzI/PSCgMIm/zoq+onKTzVLotGmKfpSU/4gzlgAfYZ4jrv3sZ49PlgMDJ6nzb7CkqmWqd03SBLzcpfr5M8PNFgi/XKY6TOcIuBy25z95N8pui6TvxEDfZ8tjrXXH682WzGGnXu2ONKdeJIi82psvpbW9FSes0VDW7PWYEuR9htRgQxYELmsEg0Wh2KVWabD1z7alUW3z+ekeh1uLFToz1jRCZXI3NF+G5SCgMBOlXVvVNIwRJYHUjxKvvlvAtuLnNVfmyf0e7q6AKcJ4o4ot7eP3dMqHo6DN9fJbBcy96P8vNDSCVLD2aI6y8CNNpj97PN9d5fD67zjdHcXtb5PgoxfKyn/WNEKGwk7UXYQ5OUuQLs+umHzAtI7F7mGBja3AtHjJ0TqeF0LL3m7Ri/yzQGIR2/xh/f8H4TRFRgK6SodLPIRu+n/lZk7xKp/vL479VbfJk0FfLNLu/xyf3WLC+xiCOEiBhjm5wk2ghZl5i3f6CdfsqEbMblTQGqcqC1UTU/O3ixBGzvuDugjXISe2SttJF0VQuGrcc1c7oalW2HEHeu5fxG53P9s9ApTcgSJuOOMt2D+eNU8q9yQlMs06jVUfrUuwmWLGN67fNKjcLmvys2QLcNPfpa4MBsNYfT+ncttKcNI6R5Bw/BFz8QyCKyzCq9eaRPDOFywH2q3csOlxoGnQnFMY/R67d4F10MKkVmy1W3B7u6lU6EyRyhrHocM9sHDrI57AYZFa8nscIVsTpYMPv4+fLxMyoFjA1Krt3l8ZqN7HyTNPS77RxOSNquXudIuTRn1RsZiOvl0J8Or4bq107uM7gmeHVPuz/rjGIBpuMo4R6IeIZiwBazQbevYzhclv5cpnkOjNO0jtD9O82W2Yp4J66LwAuq5m9zCC6c54ujHTDH6VzXFXKvF+P4rGNHtcwobYaDXxYi3FYypGs6U+m86fNB3i3HOUyW0JRNH65SLC87MfjnLwoe9wX02SnpPdbMX4ZahS6uCvoEuq5IcDHjTi/JJOc50usrwe/acXe7+o/S8d3WdxTjnUl7CVb0F/oNSc0J8KgQelwgnPSXbrMq5dx3feGIQiwGPeRyAzGLLf96b44ucpi13GqUlWNw+MUJ5c5BIOEN+jk9Ydldt4usLkdZXk1QDDkmmgDerifIHSv52k2G9h6HePl+0UsHiunt3m+fL0bEfLXhEGU1++zk83X+Lx/R7LUIP4ixKsPSzhdFtrtHsEFL7JB4lavwewZcpkqqxvhQT3phBKcWHT++e3qKo/ZZkIyyVzffls5FuhbtA4jU65jd5jp9fqEwi6MbjOXN/88B7o/ObQ/0t9fMH5jqfkBVK1FqfMFt/lf0+/8OwSdogpBMCGhoPI0AQz//yT01Qr9zu/xiHZMptdkOld01drY+GoSzfhMQaySBejT6Beo9LKUemVKz8bCUjeDTfbTI8X33k32K2maynwTk03Wn1hskkxO0LhqJgiZfWTahftj1LgaSpuv28M4DQ5SrTKiIGGV7DgMMlfN+aKz0gQC3tN65Nq3rNkWOW88SS5pY7GgAR5UAhLNEzLK6Anqql1cBi+V3nhEdnA8g8nTZpLY9sRQVTOVjsZJqUzE4sAiy1hkGaMoIYsisijwkDnV0OhrCm7RRbraJWK3o2rQ6fep9bqU2k3KnRaazgy6V0oTtNpQVJVGv0etO981cz8jzHqod7v8EIshKYPf/W4hxkEiQ7o0X0kCMJMUpys1DJLIh7UYv54nEAQI2q0cFadPPIqqEfY7yZRGSdVi0I3S67N/oT+Z9xWVlZiPko6TEgzI23PHpFSxxoeNOJ/vvxMLutgdalDyua0sRLwc32anCsFvr4TYS45KHfkdNq6fib4/x1rc9yjT1Oj2eBELcJR+Oj+qpvHLTRKb0cDH9Ri7V4P60Qci+jIaINdr8VMyMZWENVrzSVUIwIfVJ8L4EKU9Sebx2i2sL/o5u5lcA2w26g/przci/HL1TG2j2WV9ffR454XJILG5EOTHmztEQSBfa5Au1/hhO87n/dnRvo2wj9Nb/eNQVI3FFS/lvfF073BdqB6uE0W2N8K6HfQPDUqTcHabw+EwU6tNToO/3Y7z6eDp9x12E4X84JltNLu8246z+3lyTWer3eX4Kkun3tXtsjdYjdjtZmw2ExazAaNx0GBnd1hwBOxcXOXYnxHVa3d69HoKobBrJMp4fVPgmkFz0vrrGJog8O6HFX7+t9ObZh9gNMm82Inx9VQ/m9KYs1FSEAVevVt4vI5Liz6qlRal8nwKGQIa6XR56mdKlSY7mxFMskxdrVDNzd/E+Tf86fGbJKIPKLd/xG78DqF/gMZoSshufEe7+/uR1/o6Gp+ToGh1mt3f4xZtmM2v6bY9mG0+EPo0+kUqvQzlboXyjO0YBCvFboag2YqiKZw3DvGbHXgNi+yWbybQtuH9GF/hb9hjXDWfZCoCJs8jEX2Ou1Ya7puLvvdsodHgWEeHcxL0yhke0KdHpn3Nun2Zs/pgf/QaKsLmADZJ47q5P3FbfqNdl4iO/J6mcN64YdEaxm40IhmaVJQ+lR5M7FQDrJKJXq/IijnKHzLjOqVGg4TPbMVlNGORjRgECQ2NnqLgN9o5uCtQmOBBr4d5fLIBsu0GUdnBq1BwjCTMg0p79uDaU1R+vknwbi2CWZD5+Wg+0e+9qxRhr4P0vaj9u7UoR5fpqbWOANeZ4kTdwYjfSULHg/zz2R0rMR+XiQJOu5m7fIWFsAe3y8L+VZrcFMmiB9R1ImFXqYEV6qQmH7NB5vhZo5tjQkTxwT0p4nEQtNowGCTer0b5OTVbhkoWRRoTmrKGYTHKrIf8I1HL4chwsd6i0uzwfjvO5wP9c2I0jKtibC0H+ZrI6GYrhl3N5oXHbsHttvI5MSAkXqtlIDAP/Hh7xw8vY3w+nH4/myZYAT8gUx8njEsRLwfHs8+3Xq3oi/XQY4PSJNQbHd5uxcb0Kh/wciM8dt7NxlGJrcOzNB6PldKEmslQwMnRSYqtjTCnh6mxa9LrKY8SSMN49XaBZrs7l9RQ+b7udv84wfKSj6tnjkmKonJ8NsgCfNiJ44y770mvjMEw0OOUJRFBuO+M0EBTVVC1qRmoq4vZRN5sNrC4HhhZTFzfFPB4rCwt+h6lqaYhGHSRzcywgBZAtBroC1Cdsj9/ifiX2Kz0m0vNP0e9+4WuGEWUntIqFsObMRIKoGrflh4bfKdDTTEiiZBs75JsHVDppZk31u0yxNHQyLQviJp8g33u17hpHbLlcrFmm+4BXO6VR/4tIKAwupK+qicwzHA0cshWbltHnDVOCJocbDtWJkY7h9FRZ5BD+iRbl2w6lgFQhoirJIi8cq7T7qfJdqZPTM45J8Rt5yrXjSJnjQTf+fVrp55jwx6j3u9w1UriM4+n/LqqQqpZ46ic41M+wY+5G37K3XJZL9LUOmhWhd8tRnGY5tvHYnM2aV1wuQg7HZjNBgRRQJ6zBnAYufp89XgemwVREOhrKk67meWwh1fLYd5vxPiwHuP1cpjVsBeP3fJYB6ZoGiGfHZNB5t1qhN2TxEwSCpCvNnm5HNR9z+fSr19WNegofbaWgyhobK4Guc6X+HKenKo+8ICd1fBIne0DSrUWL2KTrRG3l0NUnrlcpcvTI9KpSo39bBbBInJSmi/V5zRPTpc/IOi0EXTa2bsdJUu1Z1EmRVX5+TLB9lYEq3mUBAEYnknFrcZ9nOeLE89jctaE/gyL/oHY/1nu6difly38kkqyvTp5XFv0uzm8md7QdJursBR/KkuymY10m925uumvk0Vebj7VihpkkXJtvoXk3nGSBR1/91jYzeVdYWzUNzwj/p1un9jiZP9y031d99FpmtdvpltTPkCWRS6uctits+8jSRLJ32cyNASEGcYLal+lVGqQTJW5us5zepbh8CjF3n6C3a93fPl6x5f9O04uc7RUlWypwZv3S7qC+6qqsbTom/hbvoAdb8Spq2xQKjVJZcrsbE+1JB9sZ0Ytqj/gYGUzTKZQ49evd2y/WUDS2d+/4S8HfxVXp92/pq50kOXXSIIHTdWPFijfSERl0UVV+J7D+i13zS8sWV9+875J4tPkG7OOTsTpdpJy/5LvvDG8Rv2Hq9AtjjQsbTuXSD6TT6orLdbt0we1NXuAttp63OZZ45SAyca2YxV5ij98vTe7gFxF4a55wQvHCsp9jDdiDrFo9XDd3EdhdqOGecaAKQki2451Ppeu6d3XeR7Wzvnom96cYBJkTiqD1GNN6bDidszcFwCbbCRosVHttUk2avwhf0vf2OP7pQjLbvfE7xlEkTsda04Aq8HAx1iUjZCP62aZvqZyXMtzkMtisZr4sBpjM+ybu86u2e3htk4uA5BFke9WYvS6Cp8uk6hoVJptLrMl9m7S/Hqe4JeLBLs3ac6zRYrNFpIsEvba2YwHMBplvt+IsXv2bRaI7Z7+9Z6mvVlvdfH77VgsBjrdPnPIdAKDdH+5M3mxZJhwb8uSyFWlPPb6XbFCxDX9Hnm3FOWfbm6xmAys+mbXxdmN0xcw62EfPUV97PwfxrDBwDB2r9M4/TZiIffI69LQgiYWdJFp1CdeD4Bssc6Szz3x/WHsLITIdhpkn7mA2Z4dn6JqHFUKLEf1CZnXaplZSw73mqL3WI16yeTnL1upd57G+p0X+g1KelA1DfkZubRbTfRVhZZOVFtP1m//JEUo5Bx7HXiUFQLYPbxjbU1/0TaMtY0QjUaHw+MU8fhkkgvg89pHarcvbvJsb022r+zMEal3uawEg05OTzOUSg2+7N7gCznZeDE+9vYnLFaXlv30BLjTsTh9QLersH+Y4O2bBaapABqmkMqdNwtUOz3OLrL47uvc9w4TLK0Fsc5o5PuLgab9cf7+gvFXQUQBFLVCrZfAbnqHoupFKiS0OQjRA0zSAje9Za5at9jkAKBRaJ/iMkyOsOihrTxFXHLtUyzS6KpWQ+OicYJJKvOdd0l34nxoWJIFiVJXv66qpUyuQVuwhLhqjPvEF7slzhoneI0WdpyrY78tIlLpzRcxUVG4bpzilZ28dq7T7CfId+YnMLIwOdLhkK3EzFE+l8dLCvK9JEHzZKWALecC5e5TNORr7Zb3gcjEzwOYJZlFp4uzWn5komkpfX7K3XHVLbAd8/EuGh4jTEsO91j6atPv42M8iiqr/JRNcFzMI2iQrtW5q1Z5uxql0m7z822Co0KBgMfOd6sxFn2zu9e9E5o6XsVDhBx2fjlP0LiflDOV2YuKnqKSKtdJl2uk81VavT6LIS8vl6dH7odxmsiz8IwgwYBs6sHntGK1GKnU23w6TnCVLGIxGHi5GOLDRoyViHciMd1ZC3OTn3yPntxkselEsl8th8lOiCjH3PokAgaRyy+5wUIwXatzW63wcWG6T7XFMB65fMC7pQg3+TKlxnjEzmE2TpVtuitUyLabvNp8up/F+1WM32WjRZ/qFKvVB4Rss7udP6zH+JrL6qa9jToNT+1en7zWIvCs6S3ksrN/OV/n8oOm6LvNGPvH80vUAVwnS2xthgn47Bycf1un9PlNnp178iaKAtGIm3ROnwRrOmUfiqLiDegvZtJDNdKqBrlyHbd7ehPag8QRDGpSp0FPiilbqo1Fbh9QrUyPFIdCTkwmmZubAiaT/Fh2lE5XODnLsLUTwz90rBfnWSyW0fv95asYyXyV8pw1oF/2bnnxIoJFJ+IP+t7xbo+V9ZcRdg8TtO7HmeFF2elFFlfQgdc3XVXmb/jz4K+GiJqlIDGTG6H3CVEYn0gEYXYDyeO2DK/Zb5kp9AaE1iQNttfX2thE49w2lpomUOg8DYJdtc2WXZ8EddQOF40DluwGdpyj6YmHhqUd1xLFZ6n6B1w1k4TN46lqAQGbrEwtPCn3ypzWT3AbTew41zDe12+5jU60CQRRFiQiZj9bjiXeutZ45YqzYndgN1YxiyVeOFZxGWYTqQdMaiSLW4IImDir609E9X6LJYdB94pISFzVymOvp3sDIW89GESJDbePo/Kg8WXSyvyglOVzOUHAZ+F3SzFc9+lXr2kwEXgtFr6Px4h5nRxV8vyUSdAc8mTfCQS5vY+cfi1mR9KbmVqdH28TXFUrLITcfLcaI+DQH0Cfp+tiXhc7sRD7NxmSpdEoULJUxWWb/Rw4LEa8Fgu3uQqZSp3rTImD6yzrCwHWYvOVQ/jco/srCJDQaRzyu20YZIlkrkJuqDmq2e5xdJUZENOEPjGVRIHsDAvQTl9hMzq6z4IwqM+dhNYUPcqA105r6Dp2FZWfE0k+LEYxyfqTvXmCYcF3a3E+X6foTvCf99pnd8m3uj0+36Z5uxN/nHgdVhMGm0yuMl/pxrQmEUkUeL8e46fbxEQliEnBlmKjheiSsA1FouIe10xh/gdUmx3ev1rk8iqL2SR/819HUQkFnN8knfWARK6M2STz+mVsTDNzGN0J0eaD0yQLC6PRcq/HRuUZ8StXW3iDjkef++cwGiXOr56ayQ6PUsRjk6PwZss4ecsV6rzcGp93RIFHfVM9LC75aLV6ZO8tPC06EcXDoyTVRps37xeRDSK9nsLK8lOw5s2HRQ5OU998DY6OU/j8dgL+cUKfflZOsv0qTkfTHuteH1B7pr16lyyhSOLMqPKfG4L2x/n7S8ZvulnpAS7DOi4hg9ofNGJYjb+j3vnDyGcEwQRzdM2bjH/PL9UE6lAbkSw+Td7F7jXL1rdcTGm8edqvMMn2aCqio6S4dxXURbFbAAq8cy+TbSsk20UUrYdVMnPXnN604TO6SLdHI6bbziUS7cOZ+wpQ6VWp9Ko4ZQch8xJtpU9bKREweXAZ7JgkEUXrUu9XKXUL1JU76kNzqCzIyEKVoCnGReMLgiawaV8FbNy2ErSUyavvtjI+aW45Vjiupuio09NHF40E/xDa4B8zoxHYbVecn3PjtamlXoO3/iX+kBolt5IgsOML8qXwtJ1Zi45Ms06mWcdkkPguFMGtmXkTDbGXz/CHKcL5Ek+kpd7t8jISoHQ2fn6ui2Wui2UEBn7dDoORs0yB6n0XtmwY7J/dbGQrEuDLZYqkOjlCGA+4qEzpbrWZDITsdi5SA0mVu3yFpZCbm0yZ07vBvbW9EqbR7HCjI6H0gMObDDaL8VG2KOx1kiqMEuPgfbTsoSEqma/isJuo6UizPBDTB1jNBj5uL5JvN8lUalPJTfNZJHZ7McSX3GRycZbKYzbIYyntV/EQnzP63/vlLsma10Oz2yNdHZ3cDc8ihmZZYjMa4Ofz6c+zfYoU09jvXyTYWPJjMIr4g3bOUvNL1VylivhDNvLPIsR2k5F42M3Pt9Pru6dFbW+LFbYWAtxcFHCYTOxP0Id1Wk0EPQ7sVhOCOJBhqrQ7VLQuZaGPKn37TCraJfoIYBExGg2YDBImo4xRkjDID005EpIoIgqDNLvAQHtSUzXcTjP/5t9N7yjXS9fDgJybn0UvgwEHxeI48Tu7zPL+zQJfPo83Uq6thzg4GR2nnA4LoP/sCRMI7dl1DpfTMmIg4HbZqKT1SxY2X4S5uS6MlBKYLQbQGVo6nT5fdm8JhZy4nVYEBuPS5k6Mz1MUDmbhLlHC4TCzthrk/GIQGPD77I8qBU6XhciClz2dBjZRFEg+swAFKJYatCxG1jfDnM3hwvU3/Gnwm4+IBs3vcGqnI/7zaudHjPLGyOcEpg/qAjLI/yk/V29HSCiMr/hTrT2CpsWZ+2aRx6NH5V6WTftsvbqb1hU9knzvXaStNNh0RGgo06M/143kYzQTBpaold63dWM7ZBtRixe73CViFnEZe9SVOxLtIy4aB1w3zyh0s7pWoau2VZpKmVznFkmQQdDIds7JdnaxilW2HIus2laQdRqr6v2nAVG8F7zfLd/MJKEPOKmfs+l8KpQXNIH0FHejL9VrXnmf0s0C8D4QHSGhD6/Pg46iDCJtSo3PufRU0fuIzcHXZ4Tm53SC1dDklboGHGfz/JxIUld77CyGeLsUQQM+LEcxCCK/nCfoz9BVNemI4D/AYpSJuZyPJPQB/mfRzYOrDDe5Mq/Xo4S9+inIdrfP5pBYfcAzuo2Iz4GqamSfSUTF59D+BFiO+Pg3exf0VRWnw8KHjRi+CWUKp4k8IfdTirg1o0Snq6hsBEebLkyyRKYz/fk7L5Zo9Hu8ioyWMUhDw6zfYSXidbJ7M3sSNE1Ip+rB77TisJtpCApGo8zH9RjrUd/ABWkWNFj2ukdeCrsdOD0W9tNZ/e8MoTZDmuoonWNrM8x60IfdbOLFQoD3mzHevYiyvuzH4bVQUjscF/L8cpvg5+sEB8ksIaeNL1cpXr+c3cDyHEaDRKncJFOqIUoirU6Pcr1NpljnNlfhIlXk5DbPwVWGvYsUX85TfDpL8utZkl9OE1xmS/x0luTVm+lj9TQ9y+PzDKtDNaDP9XKH8Xn/hhc6NZd6NSkHR8mJmp2TGgobzS6LS6P3tHeCo9KrV3HOz7IjJBSm7z8M7DyPT9MYzDIf/m6Nbk9heclPKOTE6TBPjPpOQ63W5uomx+tXg+vwECHdehlFlUUOJpRsREIu2h3957zV6nJ2k2dnzmaxPyn+WBqif4uI/vEQt3xE6P37sdcFQcOIQHco9igIkwuVJdFJRdvhsq5vv9l75kWvoaKqNYyCme4UW1BV059I7NLkyKxRNOA2OLHLFsyiEVnssuU0UOgqrNkjXDUmk5y60mLLsfLo4LTljHLVPJj4WzAgnjGLH7MoUO8XKXSzZNoFVmwbnDW+smzb5rQ+Xl/6HCISjd6AxDWUKouWLa6aT99T6JFuHwHgN9rwGlep9bvctRJoaDSVBhYpgIhE0BTkU2l+iSkARVORpBpWyUBT6bHtWuDX/PQa1RoVLLKBVr/H98E4P+XHpY2EaVXzQ/g+FOen1EBTMWhzkJ1CghcdbtLP6jU1QDM9/N/03+yrKulanWWPB0HQECQBi9FAeQ4dv8oE0mAySCx5PZzcjWtK3uYrCMLogkzTYPc8hSyJvNuMc50qUnrWWJMq1R6/Jw0RoljARavTpVgdjwA/l8PRw3LEy2m2gAr0OgrFWpNirYkkirxaCdPrKRwPH4cGCz4XmXKdzZifg9xkHc4HGJ91n79eDPP71OxFXbXd4Ws7w/dLcX65uU9n35+41aD3sVlsHkgz4gRGWWRrMURXUThO5MhdDKJPcZ+L/dtB6MokS2xGAjgsJprtLtfZEs3O+OKu03x6bSPqI91sUC7NJ3tTqM0uAVBFjQY9cr0mudzsWsHXS2E+3TfJHaZzuJ1WytX5agwBXq9E+HRv5fj+xWw5qecIh1wcXKTZvU7zcjPMsU70TECjqnMPD0MdyolOip7CoMP9LlPG73eQv4/4mUwy55f6CwGn00xCZ3irTJEq+nqUIBpxP0YKLTrOa2/fLvLly3hkFsA4g4gCbGyGObvLE4l4uE4UaA85MAloWGxGrBYTVosBk0lGlmUMsjioxRcGnfeKotLrKbQ7PdqtHs1mh68Hd7x5Hccgibx8E+fr4fSx3euxkdCJiD5AUVR2DxO8e7fInk4k+s8FARD+whuL/hj4TRJRSbAQN6+i6pDQB2jKCVbjDzS7Pw5eEPQnOKMU57rnI9+dIkKsjKcv6v0cMcsOl83JJK06oZ4z077gjfMdD0sVRevQVls0+lWaSo22UqM9tLBdtG5zVLsCwG00EzVHEASZu0aBYm+0iP6hOSpo8nLbPBn7bYdsJWYJjBDP5+n8dfsLLhqDdH6mdYVVstHUSZ0PY9W+Sra99/jvljq5w7WtNki2vwIQM/twGuPkOxU8hjB3zQbHtW/X1ATIdkp88K/yj5kM5fbsJo1Mp8r7wAqqKvJjTn8wmoeG/hCM82PqDo2B7NFy0DWRiJoliaOcvoD4SbHA9ytRPl/qr/INkshOOES/p3CYzpIvNwg5bBSyDURBYHs5hNJXR0nYM9zkSsiyOGKPaJRF1vw+jm71J71spc5G1M9ZYpzA9RWVT6cJTAaZDy/inN5kqd2nwlOFKi8XgxxdZx9T9PGgm3qzQ7muP4HXZzTXBNx2Sp32Yzr4/K7Ai5UAx4kciqqydz0gDLGAi5Dbzsltjka7Syo/eIZF03xRxtuhBqio28kvmfmbZTQGepqvwkFuSxUURePtUoSjZI7OlA7259DTYgVYjXhx2S2cJHN8uR7fr5Dbzt39/nf6CsfJp/tBFGA57MFnt9LtK9zmKpQbLc7u8ticBjZiAXYz6bmcvWCQvm/UJy+sZVHk3WKEny8T/C46X2TT77BxPeTe02h32ViOUN6fj4iGfQ72T5+IyulNHodNv+RDD683I+yeDc6roqicFUosLnq5uRnNFNitZhozNCovbvK83ApzfJSeKcJea3TwLdgxVJr0egqr66GJuqmHRyliUTeJIb91QYBccfK4q2pgd5rh/paRhyKUggCvXi9MJKHAmJrAMCRJZPt1nC8Ht2gIWKwtFuI+Li9zj9JhGgLNVo9ma74s1zAEUeAmWWJtPcTXX2ZrIU8qUXiOz/t3vH6zgPgf4jD2N/wH4zdHRM1SkJDBiNr7deZnxf4xouBG1coIjBNRi+EVe40uLd0u+3toIvW+/vup1j4Llm1uW+OEzyBYKHbHJ3ZZMBC3LNFR85w1MnN5s2faTwN9S2lz3niKFq7ag7gMbqq9NleN9GPTkt9k4K7Vn0A8Jx/vhn2L88ZTFLWlNlmxveSkPn6MDxAQ6Cij5CfXSRA2L5FuT19t1pUC9VYBi2jHbYxQ77fxm+1IgowsSIiChIiIIEjcV3DdB5gEVG3g46RoGoqm0VcV+lqd/154nfNKi7feKAZRRBKE+6YjDUVT6GsKPbVHR+2iyhX6ncmdlLMioj+EnkjoA04qeQyiqCv+/DoQ4ee7yUT7slHGYpRpDdXdrfg8+K1WTtL5MeKRqzcxySK9vsrXu0G6fzHkxm+zcniTofOsEabTV9gI+jhPDu4BWRLZDAU4uJ6u6+iYYD/4uN1en19OEtgtRj68iHNwmabd7SPcN9AkcxWWwh5KtRbVKZHb20wJURR0TQFsZiNGq4H086YnnWxkolAhUahgMRp4vx6jUG3y/Uacf0rMV7OWqzVYDrq5KpRxuszcZOeT/3mAKAhk6nXWgz78RiuX5QIWo/xNRLQ9FLn02i2sRLykK3XOs0WYkjG/yBSRBEE3c6JqcJktjURlo34nYbcdV8DK//f07JuUXvx2KzcTiKjXZsFvt/Hz5eB+V2d4yMPgvPntVo5Lo+PJ56sUL5cDnF1NXmQ9/q7dSjb7RMjqrc7cUVGvy8JFYpRwtjs9CsYOwaDzsXEHwOGYTURhULoQ8NnJzSE/dXVb4O12nL0vtzPnBpfLOkJE3W4bBR31hWEcn2d4sR7i5CzzKLVkMEisr4fY251O8KQJZR6BgAOL03wv9j943i1mA6dnGba3ohweJ/+D1YM0DRaWfXw6uMXrsVEsTQ+MfIuI/dejBG/f/gWl6edbA/5V4TdFRCXBRFBqPTYlzYKmVbAafqDe/RGe1SWajH/Pz8+akvRglb1U+uWJ71e7N9glN3Vl9DMuY5xSb3Q/TaKVgMlP6j5FvWF/P5XgAfiNYb5WJw++6XaWdHswKz1ES4NGFwp5zKJzJvEcxvozEvqA68YJXqOf4gTpqBXbKvnOePOWSZy/2cJvXuSm8QmE+OPx/HMQNUcodtIkOlXUOUj+tnOB42aSl54gh6XZKdthDEdCh1HstPguGufXu/Fo1fOGkLH3m03+binO6W2eFwE/+VqDq0yJqwnNCaqmEXQ5SRSeIng3hTI3hTIui5mdcITrdJHCUNrcZR8030mCwHYkyNcJDSTDOEsXkUQRZUYNar3V5ZeTBB6HhZfLYb6eJ9haCtLp9cmX69R0pFeG0e72WY54uUqPkgFJEolFPRzqRG1Pb3JsLvs5SY5fv1a3x6/3TkXLCx7eLUQwyBKKqtLs9ig3WuRqDV3SFnDYcdrM/JodPz/SPWHyWCxYjUbkewenZq9HudUiV2+SazSJe11klSbHnRLIYPSI+KxWPCYLFkkeSKapGt2eQr3VodxoPZZYtDo9Xq+E6Wsax4ksP1/Mlyko1VvsLIbYn7G4eEC6XCXot3ORKbLgceG1WvmSGHf90cMkJ6qNkI9CrclJ+uma1Dqzm0Xfr0T59UT/61c2rQABAABJREFUOOtaD0kSRnQyn+PVapgDHQvMvbMUEb/zMTI+CSG/k4PL8fNWrrWw+Ae1jg8kx26dT5fyLlXmHz6s0Gp1UVUVRdUGi2h18PdcAurLwR3v3i6MNSk9x+FRciTV7vXMJqIA9XYXURRo1DvY7SaCQSeHM1LdgG6N58vtKBfJIunb0XHtoRb94CjJ653JblXzYnHBy95REkVRia97phJRSRJJpuYrfzEZZVbWg2O16n/Dnxa/KSJqEAyY5U1UbYG+mkdREsxaPqjdnzDKm2iPhyqB/A/8XJ2vBtEie6YS0Y5aJ2AKjxFRWRjVz7PLLuyyiVznqQ613D3EYwhS6k0mimYpAMxXw+IzurFKNYxym8PqdIL7HIN0vH49qYqCW3ZMJKKKWtZ9/a55hlP2UO1PHxSCpkUuGydoaMTMBvLzZdDGELdEOa81aShltt3rfC3PHvwMooGO2qeollh0OLmpjU5UwoTk/A/BOH9IT46uVXUcqbZ9AQ4z08luzOFAkkVe+P2PkaRZcNnNI0T0AZVWm58v75AlkderERrNDhfpIl1FQRTg1UKYvYv5Us7VZpvthSCH1/MtEkq1FqVagqWQh2jQwefj5EwS+gCPw8JzbvxqPcKvF5MnS0mdnYo7vs3h8lr5fDN6zLIoEnLa8FgtWE0GRFGkryhIgGQS+RiPIj4QzW6XcqtNrt4gUxv8TcKi18VBPo8kCJgNEu2eQldVSdXrpHQsLAc7MyCrr0Ih3BjJ5Oucp+fvgH+AOGebnUEW2VwO8sv14Nxurgb5nEj9/9n7z1hZ+n3PD/pU6pxzWnmtnfN+nuece+8kbCMhQBgEGF6AbWQxwkLGJghmkHiB0AgbIYsRL0AjLGMLIxhsLCyEsZjRzHju3HueZ+e49l45dc45VHcVL3qFDtVhn5lz73nuPV9pa+/dXVVdXV31/3//v/D9kvC4CDrsvLtIM09tySxNTyHfrcd5c5qaUjJI1+dHBDfCPt4dzv6NzwtVvr87uxPbYpLJF4yva3+g4fXY5hLRR7divJtj3pAu1NiM++kcq/R6A8zK/Okz4HcSi3lotnvUuiq1/khKWoDhDSYgCAKiKCKKAqIoIIkiJo+FW3eiNKrtmbaXug4ej+2m5nNJYpzMVHh0L04j38DlsnJ0tDjKfHXKVzCbZXbuRHk3I8o8qn364VOSxw9XePdhuQDSJERJYCDdlKp83EsRCjjJzYgwRyPuucL5V/C4rbgDQ53Z1ZXfHkmn39WI/pZD0DvogyPQcsiALJgQpRiC6EMXFDStx0Ar0B8k4bIzdti4pNFBQRKcVHnA8Td4rcuCcWfhKPLdA9Ztj8Yag0aF7L2mECJdyr3xQW6gdwiYFCqqYJiGEZHYbyyO0gVMXhJWG5nOLlZpnZPmF8yila62HKPbtN/iqPFlbkHkefuAuHWDZHucFK/bNij1jOWhdEEjYI7OJaKCLtLTtevvn+/tccf55LomdlmsWOPs1xu0BpdixuJy3713ObhV1TYRq4LPYqU04itvdEl+CCf4MT0/xbtXKbDjD3BYvPnu5jk2rKtuNwG7jbfpNDqQyzR4vhZjN5mj05+fzrUsaCLoDzTeXZKvrbgfs1nm+UacVzMiT7MwSxR7FBGfk7DXOdQorLVodXvU2n2aPZUH21F0XWf/NEevP3sBORl1fXYnwYvD+ef69SzP9pp/pmxR2OMgVamj6ho2k0JrRCu0r2lkq40pwf8HiTCyJPE2nZ6rgmAEu0mhL+i01eHnPI9GpwjwLJgVmUy9geJ2s1cqshH14rfZ+HKem6txOordZA633bJQqisW9fB+1Fa0N7z2F5UaF5UaMbeTiNPJuwvjazAaJLMoMnejwZkLqGqnS9hhpWRQH2w1KfQ6/bnRToBPqRx+j42igfbp/fXIdYOS4b5HGXZWAxycTY+pfo/NsAZ6EkfJIvdvRzj4lJ5OVQuwlvDj8drIl5tcpMvkLu+p2xuzHZR0fUiyBpclJo8fJPh6nKVSGC5y1jcDuGwW9vYy9Caksna/pIhG3KQzVcRlFBIYlhQoFolw2E2l0sTnd1Caoyd6fZ6Xf8diHjRFnElCYdpF7d2H81+bjD54uMLbTzf7DQY6obBrJhH1um0LiWgs6qHHgOOLb1/k/Q7/5PGzIqLQxyx66OgN0FtAD21wAoOT6y2Gi0wZUVpHEP3omNHp0SdMcmAiP6cpyQjCHPvLUeQ7u/iVGEU1NRSy7w3TOyHzCt1BgdaM5p1S73Bmij5m3eBlefZq1SHb2HGEyHY+ken2QQBdUNHQCJnDnLcXR1LXbducNveWU7zVewiMk2aR+Q0E2c4JimCeUh64wqr9LgfNL2Ov9fUTLKKZzpJEetWW4GutTntwE3E7bZ+zYktw3po/0JRH7CEz7RqbrgCdfp9W33jCX4aEXsHjsMDlx4ftdj4YaFCuezx4rVbeZtKc1YZRTdNlNOFVKsW6z8Ogp5GszI7kLBEMvEaz00PSIWS243ZYcNutOK0mTIoMOvT6A+qtDsVqk+ZEd/VeKo9ZualzNCkSayEvTruZbq9PMl8jU6pf64KaFIl4wE1/MKDT619HX20WhYcbEQaDAXun+Skf9PTIBPNgK3qpt7n4S5rnPKsxv5t0o0G+2uTpTpyXZ4tJuMUs89NxkgcrYb6WigsXBKPYCvt5m74heG1tuX0FHTa8Xj6ksmi6BgIcF8scF8vYzQpPV+MUKo2xZioj9Aca2xE/r2YQeI/distr4Ut6fHzZuyiws+5n/9JLPlWtk6rWibgcxN0u3p2n6Y8QUvVyQRF1OzFJEm8MmqdGEfQ4DIno3Vjwukt+Hlpdle21wBQRjQVcfNhbvL+qDa/p5Lo/4HPw5WS5aP+n4wxPHycQOhqyLLK5EcRsVrjIVDhOl2BC/gxYukHn8f0Ebz9doIxEFE8uhsdz2S3cuRsjnSxf15vqOvh8DtKZKv2BsXQTQDjkIhJ2UWt0OTkv0Gz16AsiX4+Hv7/VZSYUcOFymJFEkV5XpVxukc/Vruu1NU3nwcMEX45ziwXqDWrr3304/+Y0fTTq4ZPB7/pp74aAT3/0/LFiZzvMRaF63UD5W4WfgdTSbwI/MyIK4uAYi/yQjvqW2Wn5PtrgDAY3RKwj/h4xs4uiWkHTl59Q+kvqWA50FUXoIwsKVtlPulMhYd2i3D2mv0BIv9r9jM8UmUp9twfGqRaTqHDXmaCi7pHu3Az8Cesqmc4JADZ5cSR31bbBRftwpnvSJHLdJJv2Oxw29wFYsa5S6M0vAWhrTdZsdzmeIJsAdsnNeft06vXWoMJd12PeVKbfm8SabZXdaoWOwe8UtVk5n8OTRQSSrfGB7KhR4H4wxrtMkb6uj6Xmv4WEArwvpXFZzNQ6XTacXnLVm5PZ8vlwmky8zWSmPM8VcWQSKlewKQpPVqK8PTee5DszSPMknq3F+HqRJ1uq41gxEwm4OE2XOc0Z7++wmQi47DisZsyyhK4PI32ttkql0eYsW2Z/ThTpzmqI94dpXJvjri6tjsr7yxSsw2rmftxPt9dn7yyPpunkKw38Hhseh5XdVA59yTTz7kmOzVUfR5lpItDXbybptwdJthK+YdPPHJTaQ8L08TzLdsRPpt2k2lncBPH9epwfJxrSdnN5ok4H2fr8yNP3qwlenA7vsWy9yd2on/3LxrJmV70m0LdXAthlhc9n2Zkd7oUZZQNhrwNMAsd546iRTZ+eFjK1Bplag5DTzqrHzbuLDKqm0eh0eRAPc5ovL1UDajdw53k0ItW0DN6fprm/GWLv6IY4uqwWMgbqJpM4SZV4tB3lw/7Ns/T4doy3+8t9viyJrEQ86BI4/DYsDjNfZkgsjaLeWly7+fh+4rLhB9T+AIdVGSOwtWaHt7sXiALcuhuFvs7+QYbPu0miETf10ei3AOsrftxuG7linVSmQmakLMFsknn/7oytzSBHR3nabZXT8+lFu2yWiAZduF1WXH4br96eLuWSpM+oJf+0m+Lu7Si7S1i2CqKAyaagFqYJtqaD12s3JKLzJLUePkjw4TBt2Az52wGd33Zf+N8EfnZEFEDsf8Bs+gXd3h8vtb0g+jhtf0GnzyPbJknVS763XF1MR1vOJg+goqZYsT6iNZBYt0XItHfRhdmr1Cv06eJTJMq9m2ijXXLypT7+sAoI3HOt0xmcku2+nTrOiLUu/Tn6pgBx6yqZ9pmhMP08lHsZFMGEqvcwi8vtW1eNJ3yPKUqltW/4Xq7zgbh1h2R7dsPFum2VT9Uy3RnRppPWCS7FSU01HphCFjeH1Wmm+qma4vvYGn+cTF8vTn8RTvCrbyChMBS5fxL28+48y5fCcJDf8fuxyDIfcpffy4BjTXp3t1SV15k036/HeX+eniIepQWTnNtqYc3n4c1IjaUgwe5Fjq2Ij0K5Ra01fb802r0pf/jvtuK82V8c0Xi2E+f15XbzOsUb7S5vL0mIy25hM+an3VHxOMx8ThXmpvCNYJWm1TFEYZx06TroXR1ZFGcaAFgUmZPSzT4HmSIJrxuLU55LJu+Eg7w0EHjUgZWAe+6+9yNBXk1Eau1OY0vWr5e1xh6nlYdBP8l8hWxl/Nin+QrrIS8nIx3yK0EPda1nmNq+wqezLGsJD6elytR7uXqTXL1J0GFnzefBjMgfH5wvHcUZTGwYcNk5Sc1fEBihrHavZcgebkX5tKCxZxTpUh2TLNLrawS9dvbPZy+mvC4bsaALk0mm1upwmi1xmC1BFr7bjOP0WXE6LCQXSDPV6p2ZahAAD+7EePd5fHxxOCyGkVRNhy+Hw/EjEvMQ8TsRBYGjVJHbOxFMJomzZGmYdp6Rei4WGugINLsqiiKhzhDC7/c1kukKhVKD/fMCsizy6NEK52fFudawk1mO63PXdA4Oc+xshdg/nE/gHz68IeZG+LyfYiXh4/zi5v6RZdHwtxAEePRohTdf/vGapn6H3wyWFs8SBEESBOGNIAj/b4P3/llBEN4LgvBWEISXgiD8hZH3PIIg/PuCIHwRBGFXEITfu3z9iSAIvxrZ54dvOXFJfYnJ9Multu2Id9Eva0bb/SMC4h73HFtL7ducId00C4XuPl7FTU/LwZKRRoBy74hbjhs3qIB5lYF+s/+2Y4XbThvF3luag+lIRsySIHUZDQUo9WYTuIglTrGboc+367nV+xU27BtELXFy3cOl9impWeLWjbHXopYNTmaQUBjWl3qV9sxmoQ3bGh8qpZkkFKCnq9xxza7N8pocM997Uz7l92MxBOAX4ZVvJqFXOGtWeByMEHU4uB8KsV8q3pDQGZBF4xTzi2SSlaCHsGv8vHP15lRN1hXux8PICHyYcPLJXtpQHmZKOB1mAu7ZElajWIZv3F0LXZNLgFZnuRRYrdnh7X6SZKGCzWZmK+ZnNTTbV9sIu8dZ1if2WQt5ry1Rr3CaK/N0ddp/+wrrQS/9CdJwUa6idQZs+IzPyW+3kmk1ZtaTntdmR+zCTjupcn3Kz32/WLz2kDdCpdXmxekFmVaDu2shHqyGh+Lgl/A5b9ymtmN+ir0WxcYCPU4d/Mr8jEq+0Rw6fRUyPNyO8mA9gklePJ3Ueje/gygI+G3Wa93Zb0GqVOP+nRhWs0I6O79MYercyw3u78QA8HrsNC/vT1kSWY/5eHInzoNbUQIBB8VWiw+nGV7tX7CfnF4YnWUrpOsNHt9PGGWjr6Hp4LQbLyru7kT4tJ+eerZstsWqI5l8jc9HGbBJRCIevhxmeL+bpDInKuhyWri41GlNZ6vcuxdb+DlbWyG6vT7NVo93Hy+ot3o8eJAgGnEbbt/rzQ5SqP0BF8ky66v+mduEgi52D+ereegI2CdsVKMRzxSpNpkk7tyN/WxI6O+85ufjXwV2AZfBe38X+I90XdcFQXgE/G3gzuV7fxP4/+q6/l8ThvZGVyPj/wb4X+q6/h8LgvCfv/z/X/mWk5d6b5CVR/TV93O2Ejnrjq+WNb0D6h/y1PGQ/XaXxsC4ftMkuhbaal7BKYewK1GS7VN6Wo6+doJXMeFUwphFDzoy7UGXilqm0TceOMvdT/hMUUq9AsnLtGDCGsGr9Mn3Ps79fNNE92pr0MBnCl96198gaI5QV0tzHaEWodorELX4OekLS0kkwXgXr4hEc7D480vqGQ/cT/lQHW8u27Sv866cR9UXE/2cmkYSxDFSfwWzOL/L9HXlhH8q8IBcvTcixi3cTDj6pQvSpUYp+rD4TOOmDE0QwK/ZOKlUKLSWu5ekOTPaQbGEy2ziYTzMh+SQ0PY1jYjbQWZEgsQiS9yPR66liyaRLNXwXTazXBSrhFx24n4XyeL89OYkUZpE1OfkPFcZ226ebugkJFEgHnSTLtZpqypnuTKrIQ8Bt52TTIlSfXGK02kan5x8LiuHBuvJT0cZol4n6er08++wGpOAUqNNV+1zNxRkN3eTVZFFAZ/Lztc5rk2pep17kQBfM+PbyKKIy2ThoDp9ktV2h0eJ8EKdVw34mB5GmEI+O+s+L0fpIgfpAooksrMSZK9QXFrH9ONJmljEScrg2lwh4XXxqZDnTXo4vtpdCo8CYQZdjS8XOcPGo9HjzZNqWgZn5QrP7sQ5T1ewWhV0fRhx09HRtGF6ePhvHU0H/VIuSUPnJFPih0erNNo9nt6NU2t1Oc2VOVqg0TqGy8dU7Q94fZDkznaYYr5OaUak0OkwU524f7c3Quyf5g0jpRbLYpexnZ0w5WabcrVNLl8jHHSRzc9/hhNRL7ulm/P48CVFLOYhNaJJOonJOnS1P+DD5ySCALfvROl1+hyPaLx2Ddy7RtHuqBRLTWJRN6n09Hzo9FrJVBbrru4eZNhcC3B8epkhcFs5H4kZuF1WvEEHnxaQ2t/hTxdLEVFBEBLAfwH4G8D/aPJ9XddHc0J2LgMngiC4gL8E/IuX2/XgumBS54bUuoHli4Suz0tD6Z+hSxsMBsad8Lr8iPqMyF1L/cCayUNbuMdRa3p/m+xfSESD5h0Gukyyc4Teqww/85KcDfQeld45cNMgJQEhkxOnEkYWHQw0aPSblNQiPa2DTxFRhATJtsYTd5xMZ5d8b/7kH7HESLan7Ul9Jt8YEfWZAnQGddrfUG5gFi2EzCEcshmBDq1+iqDFgqbX8Sg6XiWGIjroaCqFbmEmqU+2j/AqQcpqnhX7XQ4axp32k6j39y4loIa32KZ9g7flHP0lSChARa3ywLPDu/J0RLO7oEP3uX+Nf1jYIyQF2C9/e/oQ4PvgChedCuVei2exKPVOj/3S/Ci7JMyPLNW6Pd5ns3y/EefNSYqBruN12K6J6FbIR7fbn0lCr5AIuakeD0lirtbEbbOwGfVNec2PYp6Xvc2iIEniWDpfEkVqSzraADzcivH2IEnY78J7Gc07y1U4y1WQRIE7qyFMssTX8xzdGenET8cZVmMezi6F72fVLnbVAT6zhTTT92yjO/ucm12Vo1SRp6tR3qSGJOzJaoyf5hgVXMHIVvFJPMqr0zkdyOZvc325Sp9LosCjRASvzcp/uncy97ebhKZB3O6aS0TtE9+l2VN5fXk9XB4ztwJ+ui2Vr8k8Vx/d6PWIuuy4rOa5Uk0ACMPUvc9lw2ZRECWRXr9Prd0lV2uQaTVxNy0cV78tIgqwtRmirg+QHTKfDjIzfcnnYXJN9uUsh9Nm5t6tqKEGqHWiPnYt4eMiU56ZFlfmRJjdbivxFd91g1bkjot6s4vTbsFuM9GcI5WmTJT+9AcaZqsyZeN7haHVqHEpm67Dl0v7082NIGaTzJe9NK0FDmkA9UYHRZEI+B0URrr2Hz5M8O4bopeS6eb7jGbQYlEPPUHj6OfWGf+7GtGZ+N8B/1PAOWsDQRD+K8D/GggxJK0Am0Ae+LcFQXgMvAL+VV3Xm8C/BvwngiD8bxmWCPz+r3H+CDQxYacjBtC16WhEYTB/VdnXKij8EU+dP/CpkaWn3zzAJtE4XSkLFoKWHcpqhVODZptFCcyuVqfbHR/graJA0BTEKYtEzT4K3V0yXXUpj0mbZMHoURvN6LkVL5qu0pxBFGEYqQyaQ7gVB4rYpzvI01DTqFqW8uVliVvvct76SNx6B1XrkBvRRRWAmNmPUwmho9DoN8l1s/T1Pgg6XlOAgT7gtLlcSh+gpzXZcmzwptJgy77J63Lmm6V0BhgT73J3dnTtuX+NF/nhAkI1tXCbzFR73yZw+sQf46d0EkGHFYeXV9lLrcaAH6di5n02a0gOlrG31wX46SLJnWiAYrWFxaIgCvB8LcHb49RSpGPSO7ra6tDr97mzEppp9zkroiYA6xEfn0/GI3duu4VydbmFz7PbCV7vXSAIAoVqk0ypznbCz8Fls85A0/lyNjwvm1nhyVaYVrfH3sXEc6+D12LhjKEU0mF29kT05TzP050ob0aklWRJ5Kg0f+HRH2i8P0nzw2acHtpSJBRgN5/Hqsi0L6/js8R8EgrDRieLSb62NV0Gm2EfHoeV/VyR22aJB+sRLvIVCvXlovIAH4/TBHw2Ck3jfeZlJGrd7nWtrNdvZdvno9nosp8qEPO7yBcbDAY6kiQQcjvwOK1YzAoI0O33qTQ75GoNcu0mufbs+0dVv62G2G4xsR738fIwyVbEz1G6iNtp4cl2hL3DLK05fvCTMBqH6q0uH04zPL4f5+gwN3a80ectFvFQrLbm+s8b2k4K8OB+nKNkcUwl4KocI5WrcnszxMFRbmY9qpHW6uFpgccPEnz4ML1g39wKLVWDe3QZlYxGPYSDTjQdKtXWXF5VKjeJhIfNUNVaG6/Xxv7pcv0bV9g/znPrsua0elnz/1vdGf87TGEhERUE4b8I5HRdfyUIwl+ZtZ2u6/8h8B8KgvCXgP8V8M9cHv8Z8K/ouv6jIAh/E/hrwP8C+JeB/6Gu6/+BIAj/HPBvXe4z+fl/FfirACtx49o5QcthlrboaA3gJg0oiBHO27O94EfR6v3EHWucwiBGqjt8wMUJf3qnHMIuR0l2Tjlszj7ur7ue8SoB+v1dGvopv/AmeF2t0tHmP0hBU5iLtjGxa1wK8TtkF5IgUFHHa0s9ig+/yYdZhIFepqEmGfCF2ujYOEKKguYNMp19QKfcMx6Y6v0i9ZG6Wock4zXFMItuBgwIm1cxSePncSUJNbqaFa5T3iBQ5zvvA/5O5mjpUoBRXHRSbDhWOW7cDHACAqmWcQrrmW+Nl/kzrk4g06lxPxjjdbKzdAd32Org8LLZRRcg5nVycSmWv1ceXp+Q3cam28eXfIHqSARO1JfXY/qSLxBy2HBbzWwF/JdSR8uhbNDk1O712c8WeLgR5YOB5/0sMvT0Vtwwzeqym5ciog82I7zZH56732UjXxtOKLOiw62uytvLiFrQY2cl6CFbql+XFnw8yrASdeOwmfmUmp9rPU2W8dgsVC4bttYD3uvfaB52gn70gY7PbeG71RjoUGl3OCtXrvVpp85bVfkuGuPNWYp1n5fd1OJJt6P2eZaI8n6B+UDAaWMt5CVTb3BQLEERzLLE67MUjxIR6n2V59tx3p+kr2WX5kHta2x6vDOJaH6BS9gVyu02L5LDe2NjxUPQY0cUBDRZJ19rkmzUSTYWp2GNsEwH9xXWIl7agz4fTocRvCu5o2qzw8ujJE6bmSdbYfaPcksRGG0OEX93kCLsdRA1uzm8JGhXIu9Bv4NOV6XemF+yMjnWRSJurE4z7wzkjEYJ7dejHE/uxnn3aXos8LptpC8F8Cexf5LD67VTnnQtWtK3HSAR9+LzO0AScAfs1LpdfB47bqcVi1lGFES0vkar3aNabVOuNMlka6wkfKj9AcGImy8H355GVzUNRZZIpis8fJDg41F6oSbtbyX0b2ot+TODZSKifwD8ly7rOC2ASxCE/4uu6/8to411Xf9PBUHYEgQhAFwAF7qu/3j59r/PkIgC/AsM604B/h/A/2nG8f4W8LcAnj02z7yzxMEhFtMjOr3XXFHBlrgNvFviKw7RHSRxkSXg/AUf6scM9AEgEDRvM0Am2b5Jv8/Htz0APtMKTkmlpf6IXdmh0EnSGpR54Ixz1vGS684W53WZHFT6xp9X6mVxy37MkkJrUGfNto5NUoAmzX6SnnZMs388I144DrcSoabmGFxKX7UGFbymGOXe/EFjoPcpdIcyWhv2e0himXTn21yfnLIfQTCx7fRgldzs1VNjmqHLIGBROB4JBIQsLo6q00TsqW+VV4WzKcL5qZri91fW+UfniytIJEHAI9vIqDeRuk/VDFZZpj2iRZlrtci1Wpglie/iMfKNFqcTUk5XsMgyIacdj9V6LaXU7vUottrk6w26Pm1o3WmgkTgLp4UKZpNEd6KxoD/Q+HCW5ul2nDcH4+SyZVD79XAzOrPWz2peXOe2EfOxf1G4jpx4R4jo3nmeW6tB9i5mE7Z8pUm+MryLN6N+3HYLh6kCfrsN0bRYB7ja6vAoGuVNa0j03HYLMxxVCTpsrAW9pGp19opFKEJCdWO1Kny+rBmVBIFVv5uAzYYkiNS7XZLlGvXe8J5tDlScZhOq2l9am7QnzujulyVuJ0J0tQFf0nlyp+OkcT3g5Wu2wHm5go7Oi5MkMY8Tv9XGp/PFFqCfT7K4nEMJslFYFZlU7dvI4/OVGPuFErt6iVa9w2bAR7OrUm9/W6ZhFJ0lBf6f3Irz8SxDr39zr/cmovv1dpeXR0nsFhNPthIcHuepzykrUefodgJkyw3yNHjyIMGn3RQIwxpGURbHPOtnQbvMasiyyL37cT7up1FLxvsVJ8jj290kj+7F+fB5/LmMRzzXQvmTaLVV1m/5x4io2SRzsECeymKW2dkJU2t2OTkvkirUCPjshIIu1L5GtlAnO0N8XjIJBDwOTFaZZ8/WqHS6PHq8cqlipKMNNAYDnX5/QE8doKoDul2Vbkel3VGvo77H50V+eLRGtz/g7defR1PS73CDhURU1/W/Dvx1gMuI6P9kkoQKgrANHF42Kz0DTEDx8v/ngiDc1nX9K/BPA1f2QyngLwN/H/ingNkt1EtCVN9jNv3yUtZJ5rSzWIdyGhrC4Au/777FherALMVnpN/nYTkmYBYdxCwJGt1XtC4HHUHwAsMHqa4mCSsV/ModdhvTD1fAFOS8dWB4bBGJNdsqEZODfPeCspCiO0jR/Ta1JgCskhtN79OdqC11yr6FRPQKUcsWpfZr7IpvShR/EUQxyElrH1nc4rj1Fbts5o5rjUK3xXlruTTOcfMEn8lLqTf8Dj6TkyPGiehT3wpvChczo55vyqc8CsV5n5s/MH8XXOFXqfFoRL3f4xfh1evI0Ci6gwEvMsPX74dDuM1mfliNX1tKFhotCs0W56Uq50zXw4WdDv7o6BSPYObuaphkrjLVJW6E/kBjOxwwlK/RgdfHSb67Ne7AVGuPR3HWwl7255BEszx/iAl6HFQuG4CuYJto0tBnRBeNcHTprCRLImZRQjZLbIS9JIvVuVJQ7w/T3NsI8Tk17WRlkkTuxcP0BgN2s3lyZ+NkT9N1UpUGEYeDTGPYNX9aqXBaqYxtF/U4CdvtmCWZ2EacVLlGVHRSa3WmzAMm8SWbv3FKEuBWNIDNYuJrJs+bi9mRUpd12Kmdr7f4fj3Bi+MLUpU6qUqdB2thKrUWqfJsQtnp9XkWiPDTxfj9nPC5+bqg1vkKa14PJkXi5UWKhNvFUaHELxJxftq7wGE28TweZ/c8Z7jIWYT2Au1Sq0lmey1oWC/d7RsPhs1Oj5eHSawmhccPEpyeFqkYNMn1l4gqa8Dr/STrKz7MZhmH3cL5kj7oPXXA5maQZk+d6xhlMcsUDbzSP+9n2FoPcngyngmah897Ge7fibL7ZXhPbW7PTsuvrvjweG3sH+d4/+VmgX7/dpT3u0nqzQ5mkzw3aj0Y6OSKDcwWE3/04YT1VT9fj5bsFpPBbFKwmGUsZgXJIaO3dIJ+B/klnKJ+a/G7GtHlIQjCfw9A1/X/I/BfBf55QRBUoA38N3T9+mr+K8C/d9kxfwT8dy5f/+8Cf1MQBJlhPv2v/rrnMgpJfYli+gVdrU+rOx55kwQrVsmDSXRgkszISIiCNrQO1RsMtDIDrQTUUIQoTjFHwiJhlxNctJdPeeoLbiQBkYTtDn11l0bvxVj6u6yOE7ue1kTgDT94nvOicj5G3zwmD9X+eFQjYAoTNdvpD77Q1/4YiQeYOOG2/S7JTobG4NsK+2XM2CQXRQNHqoG+3MThVkKo/SMQNJr9Auu2Rxy3ppurjBC33udjfdhItmazcNGGnt7lsDn8be+4YiiCk716ku4c84E+A265/Px0GQ0wTXTMP/Gu8KaYnGmRAMNUWVYtErHbyTSNowr3vKGZovf5/uLBca9UoGNRaVV7FJuLO8RhaA+aKzdYD3t5e5Im5LKz5bZzaCDsPgmnzVhS5govD5M83xlGRnV9ODlaFJGequG2W2h31bm1i+KctJ7NMpxEznPj12WyNu4gWeTueojds+UmKIfVxK21IO9O09zfiqCioYo6sZAbv8OGIkl0uir56tBp6QrVagurSeGkPCQKW8FhneXXbJ43ydlkT0Sg2ungs3mmot6jSNfr137rUaeT9FU6WgGzRcJrteI0mbEpCiZRQkJA16HfHzpTRcx2ep0+Z6UqX3KL7SgBWr0bovYlncNlNV8vUj4msyiSyPPtOJ9Ps9d1q5PYP89jM4/bol4R3HmwKTL3oxFeJ29qlmNOJ6lijc/5PA6LiUanx0/nSdxWC89XQnw8zS7d2S+JAr05NaIrITd9Ad4ZlJgAU3aZk2j3VF4dJjErMo/vJ7hIlsb0V2cR2VHEw24CPicdtU9N73NarSI6ZWRJRBZFJElEEode89Klz/yV57w3bKdUaJGarIGeQDjg4uzcwMRhoJErNcaIWT63ePxPF2rYbCZard5UWt5qUdjeDlNptDm9KHE6QaoVRbrW8Wy1Ve7fjvHpy/wsktNhpt1X6amDubJPRuj2+nR7fdxOK3/07pSwz0mu1mR7O4TVpHBwmP21GtH+VPHnj4d+GxHVdf3vM4xgXhHQq9f/DeDfmLHPW+A7g9f/EHj+LZ+/1DmKUSRdp02IVZuMoLfRtCoDrYSm54DccJmqXbnRT0LAZPolxc4rzNJtyt3hg3vPvkkPL4fNk4XRPH0OnQmY17ALLVq9H6fes8lbpLrTg6aORrX3gl967/Om2qCjdfEqPs4vdTgtopV1WxwTWdr9d4zWv4uChKq3yXdeYxEU4va75Ht1Suoyk7pA0LJKumMcrC71zhdGN02iFbvYo9m/mfBFllut2iQ3R60bYp7tHmKXPDRH0vKpznCQ85gsxK3rZDoNUm3jgTvducAkyvS0PupI/dBjb4K3pSTLmG1U1TZbLgeltkhvoiHIa7aSqTdnLmiPGiXu+sN8Lc6eWB6FIrw5T/MoEF6KiFoV+dqmUb/kb7lak5LU5tl2nNcH89NUzd7iEodXR0keb0b5fJKlP9BwWi1UBm3CXsd0o9AkZlwLURjW7O2eTt+HA4MIaHeJyUSRRR5uxdhP53l19b11gWarR9Tj4qJU5aI0PhE7HSaiXhdOsxl0ndsOCxW9S7be4KBUgmXEEi4bRY5LFZ7GorzOLC7faKjjEevuYECm0SAz49l4HInQEQbo4tDlaBlIosBx4YYo1Ls9vluL8/Lk5p5QBxovTpL4HTZueYOGpK3e6vJ0Jc6LkYasRbXaj2MRUvU6P52PL8quyGy92+OH1WFzGgxlqn46T+JzWrnvDfPhZNq4YRI2k0J7hmvd4+0Yu6nc3EXSss1fXbXPq6MkJlni0f0EqVSZQrlJ12DB4ffYiIe9aOhc5KqcF2qcXzoaba8EhlPPQJsp+H6FnbUgf/TxjJWgmycPEnzYTRk+FzA0gpiFWqODK+rFalGw28xks4vLKUqVFo/vJfj6JXUdTV1b9eN0W9k/yvF+Tkf7vdvRsdpUdcGiQhQFIjEPXy/T/yfnRe5uRxZqiE4eA1FgMNAIB52kc1X2L8/bYla4vxWn21GHJQZ/DknezwHfpgvyWwZdjKLJj+kr39GTb9PGSntwRkf9CYUcvd6PdNX3qINTNH2ZeiYBxfQLip1Xw+MPvmKXh4LoNfWIjvqKWzaFO45tZGGeBqWBJpzkYsN2C/qfaPWNo4GSNFvgF6DU/cQDp0rE7CNgDpKwrvDYmWDNlGLQ/0Pa/WnCOEoSNV0l33kP2gm37GtEzCtzP2/Fem8mCQXoai38c44hIBIzh2j2xyfmcu+IiHmxiLJVTtAa3JCxntbhgdtYoL6tdThofqUxSHLXFeSBew1FGF9n1QdN7nuil+cwPO4jT4L3pfRSJPQKh/U838XDY68JQMLmodiZTx5t1vlrv/ql7Mn7Qpbv1uNztwW4Hw7TuExPHpXL1x33/YHGy5MkDzej2Eyz6zRPCmWMmnMn8e4kzU4igMUkY7OaeLQVW0xCYab/9eOduCEJBabcnACO0yUerIcNtgYEeLQdxeOx8erwgtqIdMygr1FutOm0e8S80xLI9U6PvXSBVydJXp2mOMmXUQcDzsrLZw5GY0ZvUml+SCQWbt9cwg7zatsfEgneZTL0NI2f0kkerEdwWhaLna/5PWNRTIB3F+kpQwSAYqPFm/M02/EA68Fpwf7TZAmTdFNve2V/OomIy8GDWJi36Qy5iWYmiyxzMBLJ/ZTL4ZiQNCo127y4SOLyWnm6GUOec3NaDO5rsyzx+FaMNyepuURTlsRvVt/o9Qe8PkpSUDs8vBfHbjPjsJq4tx3h8b0E4bCbfL3N24MU7w/SlGrjJRzLNlb5PTZy5QaDgYbPY+fVXpLEio+Q31i0Rl5gJHCRLrO2GiAWNhafN8KH3QuePFvj1k6YxKqPk1SJD7tJOnPKJyxmhZOz8XKN/eMcAd9s45CH9xPXJPQKzVZ3KeWQKzy6G+f0UqD/NFkaC+J2uiof9lLsneXxBZ08frhCOGgkhf7bA0HXfyN/fpvx8yKigtWAdL6k1/tj+upHdP2mkFtR3yOJ3+LKIqIov6DUeT32asA0Tnya/QyN3k+smds8cG5hl6YlnkbJn4DIqu0+HrFGo/cKYY7FQaW3OErZG9R57pJYMdcw6z/SUl+iMbsesK8ZdWbqFDqf6fW/sGWNsGrdnNpixfaA8/anhedjl2YqerFhv025Z6wX6lHmi8lHrbc5aE5ru3YG6YV968nOBWftPfwWnWfedcKWm/ugq1UREEg2azz0xPlYTn/zhATwunzKD9EbZ57vgyu8zy9u/nhXSeO32gzfu+XzD7udL/G2lCbumT1oCjpjos+VdoeNoG/8887SuN1WVoMew2O0uiqJGe9N4vNFjljQzWrYs5TNJxg3kzy9Nd8mtDRDYqjW6E799nfWQqxFvbw7SZOrTEcKq40hYSo12vR7faKe2fcrQK3VZTeZ41Zo/qJwFMLErPnyPMmD8GxHL5uizC0BGd3ucfSmPvMquvQum8HslNkJzz9Hn2P6PlMHmiEhv8JetsBJpcLTrRjukbKNUqPNo2gEAEUSOa+ME3VZFPl+NUG53eFD2vg52A74x+p0m70et1aChtvm6k1eJlP4/DYeb0TH3KKuYFHGF3VRv5NQ0DlmZTsLFtOvXZWGKAj00XEErWxuh/l4nOXN1yTpwvwGpGWkoWRJxOW0XtekZorD5/soVaSqdnlwe3oBvyidbbMO9X1dDgt378W4dSfC9k6Y9c0gK2t+InEPgbATj9+OzWVBtsrEVn3kq032T/Kcp5arab2zE54S7Nd1iMeM5+G7t6K8/TJd8nWeKnNve7br2SjCASefD2/ut1K1xc6G8YK1UGrwZveCdLnO+maQR/cT2K3z56Hf4U8GPysiquo92rqK2vs8RjqNIAgqTuX2kkcWkZXvKXVfT71j1o0nzK5WpdJ9QUDO88i5gVcZIQCXxCZo3mDF4qHd+xWDBRFZq7xGvT+biLqVKLfs26zK55i1N+jq32PN9oBFQqM9bX4ar9w7pNH7wJrFw6btFiISMetdzluLSejw+MakYcV65zqybIRCZxeX7DF8zyI6OG8bD35lNc8913KDVGvQ4qD5lfYgy313mHuuVXK9Ak+9q2w5Q3yqZOn/Y6wU91pJNj0ett3+a43QRejrGtsB44HZIY9HuTqDASabNDMq9CAaJlkZfw5GLR2vkCzXSDcaPNk0jkL7l7T39DmsOKwmml2VBxuRpfaZlMG5txHm3cHsa2VWJMoz3JPOcxUebg5/+/WIl9sbIXaTuTEv9UlkyvXrJ6RQa6H1NcLu2RGaaquD2tfIlZvE3PNJ6zUmbiFdh7NSlZjTeH+7afHkF3U6CdntvE3fpChbIxG1bKPJfr3E8834zOiROqOG8e1ZivUZ9yAMm69enaboizrPt+LXEfN0roYkCKz43GM6tXdCASJuJz+dX8xVAbAZNK59yuVwzbGyTNcavE6liYRdPFqPjH1X08jxHm5GKHc6nF6aGCzCoiY6I6wEPTy9Fcdkl3mbTNPuD3hxmuTJ/fkR8Cs0l2ggvLcTHRNgT+WrxEPDSGaro/LuOM2De/Gh5uolKtXpMdjlsPDwTpw72xFUdcDHrymS2Sqf99J8Pciyf5zj+KzAWbJEOlslX2xQrrZotrqsr/gplhscnOTZmGPDOQq7zcTBiXHTYiZXmXotEnZznCnObAytVFuGi48xCOB0WqcizdISVrNHZwXefk3SRePe3Ri+OVHbP3Ho+m/mz28xfv1l4Z8G9D7V7k8o0ho2yY/Ufzt3c4t2pQU570cQUZTvKXXfGH/kYBeb/JBW3/ghG+gdSt1XOASJFed98uoARbSwYduh0XvNcu0mIEthhtr/oxCIWLZwiw20/huueoNkIYog1Omq/4gN2xMuOlnUGYSwbeBLb4S6mgSSPHB+R3Ug41FCVNTFEb5i7xxJUMYalwLmBM3efCKrMSBmCVJrVKbec5o2SDdmi9475W+0JxV0zttDCamI1UXEZKWrwlPf/AlEn/O/q5dsspliWaOvLXedAQ6aRWRRHJvMQzY7H9LTdVH71RK/XEvw8nh6QaQZ6ORdlRxMoqv2eX2W4tlWjN3T7FijhbpA/F4SRZ5sRNk9z/HuKM2dyFBO6cFmhEyhRrFmfO8BVEe0EtciXo5Tpbk2oUGP47qmzgjtTo+nd+K8OUwuNbZ2en1CQQfZy7rKfLVJ2OMg6LKTr003nPU1DZfFQrXdwW5WcFuH/54Ho36sereHz2rFpii01PFImM2kwBxd+XuhIMlqjfSEu1NjQkJpoOvDVP1qiHS+dq2DeoWzknF5gQ7Yl5DVqne6vDhNsh70YJEU9lJ5Ht2KIsgCVMp4rVbW/V5eJ5dbhKUq079rs6dyP2GsQTuK8/JQMWIj6sUpmfh0nsUkS8iyyIOtKK8Pv02yx6wsN/VZzQq3V4JUOh0OcyVORuTVrJe6oC9Okjy7F+fz1/TMOk4Y3osmSZxZH/rodox3BtJDIb+T5EiT0buDFNGgi5AuksxWrqWRvG4bq3EvzbbK0WmeDxO1nLkZEkqjeHAnxpeDzPU5ftpL8/hegnef5zfr7myGeftpOroJkM3X2VwLXAveWy0KgizQas+OEKeyVR7cifHh6+x769GdOO8M3t87zuF0mKk3FhN/l8OCIIkU68u7Df4O/+Tx8yKil1AHp1QHp5iVO1gFEbH/xXA7UUthUx7SUj/MOJKErDyfSUKvEDCFOZtBRK+gM6DUfU/IvElYatNDxml5QL1fotFPs6hKuqrerIJlwULcuoFFP0Ib/CGTPEEUb6JebfUtUdMqlUGUmjrdaKBqbRTBjqrPf9BsUgCH4iXd/om65mKg9wmZV7BIPordJM0ZhLav9wiZt8l0ji6P40bWi7TnlAtcodLbRxFMqCNuVhHLNrtzSChAunNEzLJBqlNZ+BlXEBDYdmyQ67QpqHUESeJ94R8vIgpw351Al0yse9xErE72y8WFdaL5bpPn4cS1RzfAptvLTwaRDYAXuSS3Qn72czf3yKrHzef0dAT9sFDEaTFR7xjXIL4+HUbD1G6f9KVsz8Wcesg7iSCNdu+m+YcbVYiPpxnsFhNPd2K8PUhNEUOTItG8PA+/20aj06O9QPfRZbfCDCIacNuRBJFqrY3LaqHaWm5BEnDYrokoQLbSIOp14nfaKBqUAXgsZqqdDqlKnZ2In46qzu+QnhG5Oa1UeRyL8C6THnv6LfJsEvh9PM7rVMqwXKQ8o3ntYy5HwGbltjvA1/Rwso95XKSqswn9p1SOu9Egu+nF8mcnxQoAjzeiaB0N2SXxfCXGXr64NAmNuZykSsZE6EM2N2YoMA/HxeE4tJPwE3TZ0ePaN5NQAJM8X192K+rH4TCzm87x6sz4O6ojKfHXpynubYW4OC3RnlNH6bCZDaWg1uN+do+MF/6F6nRWK52vocgizx+toXb61Optjs+KlGeMIR63lWppvqvW4wcJQxH8zwdpVuJezpPGc4DLaeHrguYi+0jUe30jyKeDxU5N+WIDSRINyb3XbePw3Fg+TO0PuL8d4d3u7PvCaTeztRbg40GG/F6SeGT5+tnfKHRYqm7nzxh+Vqn5SXTVL1R6n2nLj9ClNcNt7OIsrj0koeXu24WfY9GXG2xD5h2C+mskvYCm/iFy/x/g5QOrSp916xor1of4zbeQhfH0qVVeoaamsct+tu232TSVMfX/HtrAWL9UFMZTWb3BGQ4uiFiMSxGs8vxa2aj1ARoNit2hW5T5kuiWe+ek2+/oDUpELRus2O5dvzcKs2gFQBIUAiYr7cFy+oI9rcGGff36/ybRSqaz2IJQR2fDblxnOQkBgR3HJi45zJvyBcl2EQGJj9UzHvuDmMXFguez8Ny/zrtSCk1SOa1X+DF3TrXf5lEozLNQFJM0+/FqCzdE0SLLfMnObvwZoFOlO9Z0FLIbp5IGOmyEfYbvXeGkUKbS6/JwfZheL9ZbhL3jxwu47Dxci/DlPM9FYZyojkY0m50er49SbCUCxALjtYce+/C+sJhkHDYzxSUclswzavdifheCMKzhPEqXsJtMhDzLpdOsyjTxS5frWCUZn8M69Z7dfJM6388UuRsKzS2Amffeu1RmqnlptOnnCsqlqcGLZNKQhDpMprld5IVWm6+VAt9txREFgcic8oMrdPv9b2oK+ZrJYzbL2BQTLy9S1LqLF5tXiLtm16W2VZXNxPI1uZtBHzariU/5HAeVEomEl8e3Yzy5FWcj5pvr0X4F2eDZdNksPNuJE4u42SsWeX2aoj2nwWhUygngczKHP+rE65y+p64w6TcPw6hco90dE9sfxVmmYtiopPa1odSVKHB8Nn/MDXpn3w+CAI/vG5NQAPVSSN5qMV5AbawF5lqVAhye5jCbZR4/SCxFQgGy+Rr3d4zLsKJhN405fvalGYTcpEg8uZdAE3TefEnOLF/504LAb6ZR6XfNSn8CaPfeUlbP6MrfoQvjTQKy+h5ZDEzsISMtSUIBtP4uNmnyGOOIWO7g034FBsl4Xa8wUF+D+vexDf6YiJhk3exm3XqXqOUBHmWN2/Y1YsJXBPUfoOuLOnanJ2uNBnr/hWHdqFk0HoRsUoCQZZtc5/1Yat8kTsiBCBqF7gGZ9gfQ2ySst4hZbyNdWqC2L7VJ12wbVHvL6YNeoTu4Ifk+8w7lS1vSRch1D7GKsyNL0wT0pgnoqkN+t3bBXa/n0m3q23DHFbm0AYUv9RRB67DOcqDrfChmeFNMYTXJ/CIa55Z3epL9XM2x5vYA8DAYXjipp5p17sSHjR0ui5lPqdllE+IcAnyFZrfHu4sMz7bjSJJA2Dec6Ia6kgkarS4fToyjHEYe1vupArlag2e34teTvMNmQhBgKxHgNLN86cIk1iJeWl2VfKWJWRmSuHSxxqCnsWbQ4T0JfYYkQqpYwyGb8NrHiYNFGn++3p2l+W51sYLBLLw4T/IofNNAoUz8Pn6bjQ2P59qb3Qgey2LdzgHwYyrJrdUAJmXxAuuoUObxyvx6a0GA29EgTzdiYBKo93u8OEuy4v62CNKijvH32ez1wmXWedyPh7kdDXBYKPH2PE223mQt6OW0UOb1aYpXZ0kOSiX6ZlhZ8fL4Townt2KsR31TneXKZURUEODOSogHW1HqWo8Xp0nOZ5Q0jMKsyGSK0xHn43wZ0SkTDRgTb4t5/N4SBQgHXeQNBOlHcVUnOol6o8ub3QseP5yvgGKzGNclK4rEvVvRhan3TL7G1vp0Y5nXY2N3CR/6Vlvl+eM13u0vF9S5Qjpbvf6trnB3J8qnBTagZ+kyqyNNUpIo8OhOHIfTzJsvFzRav/Og/23CnwkiOsSAZu8nKlqFnvwLdIYTqyAMcCjbI9vJyMpTKkuS0OExdALmGdIxQNx6D8/gH4KwpCSLoDEYHDFQ/xA3SYJiEq/UwG4yjuoaHGHmeQ7rRtdRRiKXkjg9CEWtD9H0BsUJ0X8A0xxpKo0+2c4u+c5nLILIqvUusmhiy/aAYuftkud/g7qaYdW6QdC8wZe6sUuUEbpam4ee6YaZeQT0CuoIMdmrp9l0O3Aqi+VwruA3O0g161yVaOqCzrZ3mhDVel1+yl2wXyuw5nbxy2iC4EjHfMg9/LdRraIRfsoleRQPcycYoDNHn2+WTagRXp4kWY/4sFgU7q2ECbjsvNq/mHv8WTWe6kDj1WGSSMDJVsyP1aTwZCfOp+PlNQEnxcx3EgEK1SaVy+730UmpVG9RqjS5FTfuvL6CkRzUFS6KVdxmM+4RgXaj5rCXR0m+WzEmo5Nd85PQdTguVkhcRgVHmzC2/T5EGNqFzoFjiQYnp9nEd6txav0ePUkn4LPzeCPK880460GvYfQzW6sbRgejHiffbcYJ+hzsFvK8ukjR6qmIikhLVRF1sC7Z8GOWJfYXCPB31D4b8elIvkmWeLYeI+5z8zGV5Utm/DhuxzRB7w80TvJlXp+keHWW4rBcQjPD6qqXx3fiPLkVw+Ow8uxWHL/fwadsjnfn6bGa7UWIe10za5Qz1QZVwTjKO1mb+uhOgr2TxWopV/f/KHwuG8eXrmiLyKjRb2+3mVhL+GY6J03i49cUj+6NPwMrcR891TiqKEkiO5shHj1IEAg7qasqDpeVe3diPLqfIBH1Luq1pVBqcG/nZpy3W01kFqgTXMHrGY6vd7cjhEMu3u0lp6LYv5X4XbPSzx+63qHR+2NEwYXD9ANS7y0W7Zih/4mEqDym3F3ef/4KFowjUCvW+9j6f3eopfONMIlhdD0PgovOZce+z/SAPgq13ueZ+w30+emEybrRUVu3YS2oh1xn9jVQDIirEXp6i3TnI3blCXXNTEMLYBbNmEUziqCgiAqyICIJEqIgIDJMPQzlsPvoep+B3sMsmij1h1JX88wApj5fS1+3ot3UgLZ4U56/uu9q42TnqJFl1REg2xQo9+bXqcmCiEex83XCWjSjzicSZ40qZ40qoiDwMBjCJMrslfM8i0R5ez5N1BRRxG4yYVcULIqCRR66sVhkhU55fhqs0Gyx4fdwdlnbtwjFRouE1022UpjbeHQFbcGEfV6oIgD/mcdbnGfKi/sFRzCqAXp3LcxRqjhGTiejI41Oj9NUiYdrET6cGhPe3BwLS4CzfIW10FCEvN7uzjzXN6dJHiTCfJyIRi+T3W70enitVhwm0/Xz+DwW40M2Q28JC1PrnLrSWyE/drOZT5ksL86HdXGyKJKrN8mNNGHYbQrrfi92xUSz0+MkVyJdbfDdepyXx0nsZhO3owHqvS5f80WSzfHrFve4+JjOggBn5SpPE1FepxeTmG2/n93kYrL1PpPB57BSarRxWc3cigQ5yBV5dTo7inZcqiAIi+dZdaBxnCtzTJn7K2Ea/T52s0Kh8es1qXhsFs7mvF9tdeioKne3xsXZ5ZFI9f3tKG++LOfYd5ws4vfYKVZuznct4uXdSN3nm90Lnj5c4d2H6aah1kQE0Oe1Y7UqMzvdZ+HLQYZEzMtFqkzQ7+TTRHOVw25mbdWPDhxfFPl6dnP8cNhNpd4eq5F1OC2sRr2YZIlqtcV5qjyVcTlPlTEpEj11wNZGiHdzBPVhWP8Z8jtRFIn7t6N83F+OaP8Of3r4M0dEr6DpNWrdXyGJYRziCnYlTkcXqXTf/3rHUz9hle6N1T+u2e5j7f+d5WaiCUiCHbNkottPYWbr+vVu/yMAXmUTxCCV7gd0xonnMtaaw7pRBzbLPTR9OJFHrQ8pd/cpdudPCpKwfN2kTb7D60qJgNmHWejS07osYx0winVbmIZ6gF3qY5HsWCQHZtGKJJgQBRkQGegaqjagp/VoD9o0B01KvRz3XPfpaVayneZCAnqFpjodITtrFohZfciCjXx3Nhl75Fnlp8L0FJTqVLjjjfOlPD/yo+k6H0tDIrPu9OK32LgfCdHtD+j0VVpqn0avS3cwoNfrTBHjmN1JsdDk+Wacr8n8tZj9JIIe+1JE9OlajINsgUqjjcdjpdJsMzDoxh/FYAn1/51EkD/6fIrTbMbrtLEW8dHp9ji4KMx1lSlcTrSPNqN8Ps1ObWsUvev1B3w+zvJsJ27YuFJrdfF4rVRas5vITnNlNsI+dF2feX6aNvSy3/B7r5tmvgXn1SqPomEEYShSP+nfPg/KRJTWaTZxOxIkV2/wNT+9CDoqlgk5bBQaN/dys6fyaaTBTRIE1iJeLGaZ55tx3qczc8sDIh4n582baNSbizTfr8Z5kZxPDOwGNbpG6PYH7KwH6LcGfExmeXGy+PrkG01uh/0cZBbXpcuiyOONKC9PkoiigGySWFv1Uy21llqAjULUFw/6XXXAp2yWp3fi1+RJuvwd4yE3h0sYQlxBB1ai3jEi2jRIL88io8XyzX7xqIdOVyWZriz9+VfoqQMGmobFrBAJuciX6kRCLsIhF/V2l6PzIh9mED+jcaPR7PJ5JM1usyqsRL3YLSZqtTZnyRLlSovH94flQu9HiK/XZSPodwxrV4VhvXqu1KDaaFNLdbljCdNXByiy9FtXCzoXv+XRy98E/swS0Sv0BzlK4gqCEMctpHBan6HqGh2tSXtQpDtYxsNvmPYOmqOctYYD3qbtHqb+3/k1z0rEaVqj1bvs5je48XqDIxgc4ZKjSPIGle4nNH1ISvr6coOmTgsrh1iVZ2j69two6CjkJYmoVdrgQ61HX++T6eR47Nqhos52YjKCXXKT6RzgM0XIds9pDxq0B4stDBUBApYgdsnB20qL1AzdUSPU+8ZRz1S7RNjiRhadpNvTdPqxN2FIQq/gtiqw5Gk8C8TZzxc5G1TYyy13DwJEbU5yeoMXF0m8VitPozHenKamongNA7I9irDLgd9h481pamgFmS5Rb3d5vh3njYGEzCjmyS8BRLxOMsU6nV6fe6th3uwlKdWHx7RbTNyN+UHXOUwWaI10GHvsVsqtDk934rw7SBl+zixtQU3XebOX5PmtOK8MyGjYZZ9LRAGOsyU2I76ZNaUAbbVPrdkh5LRfRxsX6h1ewmk2IYsiHruFUrfN92tx1IFGW1VpdHpU2m2aM1QFxMvV7k7Qj8Ni4nMmz4uz+b/TWsA7RkQnMdB1is0WfTSCNvtcZQCXxcyH7HTE+V0yzbbfN2bEMIl0ZfHSVJFEHq9FqWo9ip0W99cjfDnP0ZzTgX4Fo/T8JIIuOy6HhReX9qYDTWfb7+VLJo/HZuHOapAvZ8tHB5tzGmVGMdDh5XmK7+8nePvpAkEQsFmGhgbzuuuN0BjRIXU7rNdySJOYJKM2q0LpkohubQTJ5ms0mss3mo1CkUV04OnjVdqdHuGoh1S+OlMRYRTLkMFWRx1zWjKbZLZiAcwWGavNhNVuotHukS3VKbValFqz72+LSebNcZbHOzE+7H5bberv8CeLP7NEVNct9JXvKKkl2u19wuY+ouTAov5DFEABnAIIih1RiqILbjTMqLpOV2vSMiCpFn04EG/Z7qD0/+6vfW5ey1Oa3Z+W2ravpen30thFLyblOdXeAb1LomYS7dgkL2bJhklQkAUdgR663kDTyqiDAlBCEOLYJTPVCb3PWVhmXjWLUb42TXS0mwGopS0pAD6CgDnGeeszNgOHqnkImlfIdztoepvmIM1z7xavysYqA2PQBWrqbEKS7VTxm5ys2t2cNW+aFhI2L5/L8yeqvVYKq6TQHsyur3QqZnacwWvZm6+9PCGHi/ySKUJFv4mMldttXrXb3Ir5GfQ0jvM3LHivUMRqUqbkkkRB4Nl6jE8X2WtJo62Qn8Oz4aR25Sv/4Wh2OsuoWekKNrOCLInULqV4Pp1k8Dqt1yL1zU6P95fHNskSd9cjmBSR01QZn9vGZsLPqzmakqKRaOcIXu8lebYd5+1Jcsy21WFergb4KFviL9xb53EiwlmpStmAvJYabVZ9buwmE83efMLvs1rZ9Htp91W+FPIkmzXOelWK7RaqPqnLBlaHgs9ixWU2Y5VlFEFCANyShXW/l73CcooUAO3+/GfdZlIIuezsF0qYpflTwe1ogB8vpn8XdaDRaHdxmc2GDXdRp4NkeX5N371YiFK/zY+pC+4Fg6RrddK1OnaLwrPVOKl8lYyBa9YVFqXn76+EOS1XyGbHr53zUh2h0upQa3f57nacN3vL6dNml9DkHMWV1igarCf8fPoGL/UrHJ7ncTks1BodNmI+3ldmPyejZDTkd3LaKHL/dpS9oyxqf34piMdtw+uxYbOZkWWRgabRbKuUqy3K1SbpUg2Lw4QkiWPkeBFm1ZLOg6bp2B1mTrIVRFmkUe9cu6UtQvGyc/7dfopn9xK8XdCQ9VuBP6fyTX/2iKjgpSs9ptA9Rm0PI46iYKGjHtBW+0TMTxEHN7qhut5k0L9pkrkiqQ4BBMWGKEZA9DLATE8TkGz30X/tSCh4zd/R7P74zftpeple7yUh83dI9GmqGTS9AnoS+sOOWaPHXBLcHLZOUPUuIfMW5V5ljDwaYVEHmyL4OO34qffHifph44xbjgDtwXIpJ78pxkXrUgP2G2psE9Y77DcuUPU+ZklD1fscNr/y3LvB13qZxoyIJ4BDtlKaJAATKPbquJUBm04fR/USNsmEpgm0B/Mn9tagx6NAnBczXJbue0MUam1ep2/e14H1gHtpImqkJbmXLyIKAs834+yl8tQ7PfqaxlY4yMfzm3rGhM+N1SRPieO7J0jafrZAPOAmOSHbdIXBjBpRAdiI+Ph0cvOZ3f6A++s+yvXpSbPXH/D5dLitKAg82Irwo4Hl3/iHLF4lvTlIcn89wl46d20pKS64vSRR4MF6hEKjxevTFFWGBDPudRFxOdCBdLlG+pK8n5Wq3I2F2CtM3+sRh4MVr5tqt8NesUgxfRO1WfG7+TF9wfNojJeZ6fuk3VdJNlSSI7zrQTCEJujU5C7fb8T5kspTX8Krfi9fxKrItA0az0ySxJrfw+fscHG1Xyiy4fdca4aOQhZFDsuzQ/3ZepMH0TAfs1kmM9Zxt5vsjI7woNNGxO/ibeZm0TMqXdXsqby4SA7vjc0I/U6fr6np6z0rPT+aijf6+UeJkabr/HSW5O5GkHyuYdgcdAW/00Y19+1NL4VOm62QF72ic2czTK5YnykzZARNh42En3dfkrTniMFf4YqMar0Bj+8neL97ga4PO/d9fgdOuwWzWQF0Or0+9WaXYrlBqdGmNOf7P76X4O3ukNQFfQ58Hh+nF4uzOr05DZBGuHcrQr7a5M2XC26th/h6liceciOKAuUFpRRuh4Xz7M09+2bvgvs7ET7vf/sC4Hf4zePPDBHVxTVawgbF7i5ab1yg3m1aZ6C+BaCgpglKYQR9sWuQrrcYDI5gAKIYxix4CQhH1KQ43cHs1ag+o9vBZXpAs/di+S81AqfpKeogiaCXEPUiSy+b5Eeol53x1d4hDjmCSYtQ6897IGcfWxbsZNU1ir3p66ehoYhbSxNRs2i+bk5q9hfntAUE4tYHfK7fpP87I9HHw+YxIYuHMGEOG8a/r1WyA4tJX1VtMZA1brsCmEUrr4tLeqsL0wO4SZR46o/x48UFRgXF+e5yJNQkipyWKobvabrOi4skHquFZ9EYb05SmEzDEgtZFHm6HuPtacpQizJbGicKrZ6K3zn08jbqnp8VEX22k+DV3nTUYfcsi8tuodacvUDQdJ1Usc7d1TDvDmen0WY9W5P4dJJhJx4gXa1Rb/dm+nybZJH7a1EuylXenN0QIqtzSOCSldqYjWrAaSPhcSNLIoV6i8exCHVBZcXjJup0kG83OSqXDUs77CaFT4Vh2jHfbCLoTBG3SfitNlKtGrc8frLtJtl2E6tN5lksRq7c4MLAregKvcGAu5EIHy7Gn3VJELgTDfIuNf56wGk3JKIP4mFeZ+Y3fHxMZ/lhLXF5j4+cg8H9I4sCT9ZjvM9nyUwcVzcIR2q6zvtL17GNuBef2cqns8xYZM81kZ4Puew47TepeCOkDCK1u+k8foeNW56he5gRwm7H0kTUblbYWQ1SaXY4zpbIVGuY++K19a3LZyHqdeIwm9E1nVq9TTpfmyl31empuOwWjs7mj7EWs0w44KKvaQQCdorFJqtrAUrVFtVam1a2CiyWqZpEOODky9HNfZMvNagqEg/vxvkwR0AeWKg1eoV4xIPNYeLTyOdcaZgmc1WiARd+0Ta3A34l6qUyoleqA/vJPGtxH6fJ5Uuh/jTw2675+ZvAz16+SZMeUBX/gNNujXznzXUd5SjMwo0+XV+rUCOKri/fkKMoj1C1Lr3+F9DSuIQKFnnjm87TpqzT6+/zrXF3m3ILu7JNq/cadZDFJNrpDy7wmO4v3FcQLJx2xgf6Vj+DQJmgeWvGXsw8RxETlcE90p3ZJP6omUFkcdd93Lpz7cYEUOllUebIRimCmYD5zhgJBWj0x1NDpV6FinrO9751wx4yy6RG6gyYBIkNR4gVu4u+Bt8H1njqSxC3eeb2pu01MkTtNyUKG04vMbP7Mq1pvOdRtcSKe7bg9/WxXN6FEjOVdoeXyRQbUR8DCTaCXhJ+Ny+OLgxJaNTjJFmcnpDOi1VurRnLIhk1HTzejBqSUIB2r892Yr4Obyzg5jBV5N1hime35mh2fsMYvZ8s4LVa8Ttt5CdSuzaTwrPtODa7mVenyTHnJQCf1dgwodBo8fYizcvTJCelMmeFCj6rmbN6hR9TFxzNiRzei4Sua3fPalUehWZLwsEwShxx2il122Nfu93v81MhyWm/yr21EPejoZnHkOTpe+7xSnSKhAJ8zuYMxf+r6nIOVi/PktwL3ZyLSZI4nEiH344GCIec/Ji6oK1OExMjMf9RHJfKvEqnsLrNPN+JX2vAnpYr18HyBythWlp/zInMCIVGi6Bz+ncuNlp8LRd4ejtu+Mjalmi+2o77ebwToy/qvDlKcZwdkp+uOmB7RI+z1uryNVng1VGS1ycpDopl2uKAUMzNvdtRntxLcHcrQsjnQBBg/yzPzmrw2m0o4LFzayPEk7sJHt+Ns7MexOe20en2OU2W+PA1RbneRpQETpMlqrVlTacNIIDDZaHTHSfJPXXA+y9JHt2NGzYTXmHWYvAKDpuZx/cTpEvVaUmrkUxIulBDUmQCc0T6RQMJtm5vQLXdwedezgzlTw1/DuWbfpZEVNdFBvIvKPKcs8455e5H5hE8TRtf2TbVL/SU31/ikyQU0+/R6n0YpsGvT6CIU09iU4ydjCZhEgMIeh1tVpORQVraJEVxmR7TVb/SGW0AuhS77/Z+wr7g8xXlGe3BdGRG1eq01X1i1nuG+2lGdaS6SJfnnLbmr3qbgyYek/FxryAi0ZoQrtfR8JmMJ2an7EORIhw2j6feM2o8Guga+40vPPaE8Sjjg45pgTTVuj3EY+86smTiXeWcs2YVRYQXhVPelC5ItipYJIUdV5Dv/Ks896+y5QigCJePkgDrbheiIPCL4AoX5TonlcrczwSIzBlUr+AxzRb8nsRBoYQm6UiiwEl+NjmKe2YT4LenaZ7uTJPCydT8ZtTH7ul8JYYv5znsBq4yV4j4br7/u4M0OzOI66yygFk4z1eRELCYFOxmBZdtSGAEk8DLkySlGbaZLstyNaVrYS+NJdKkggDnzXHC3x3Mr5n7PhbnU2l4XTUDBq4L8L6U5V0jSzzq5vlaDMuEtudRscxoWe33awleXRhHnJs9lXux8cXH7XCAwyUVAjRdJ1OpEbx0PdsJ+Gn3h6TFZ7fyeCPC53Kes8rsSNyiRrgrlFttfrpIUhW6PN6OYrOa2IkEeL6V4EMqS23J2sXYjAXgQNN5cZbkzmYYp3X8Xhioxveg22Hh2a04sZCb/UyRt0cpOgaRzVpn/rlpQKpU4/1phpdHST4ks6RaTRS3ifWNIG6HhbW4D4tZoVBpsnec4+3uBe92k+yf5KfS/QICb78kubMTRlnC6GAWHt1NzJV7evclSSLuxeeZJnqiKNCZ0ZwlivDoXhxBEXj79cJwoTvZ2JUt1kEUCBs4TgEztUZLtRZ2pxnLDAe33+FPBz8rIqojosp/iax+i/P2F+rqYgF0WXTS6U+7/RQ7r9DkxzP3E0U/onyHVvePMQ7D1LBrX3GYHsz9fFGwYpEcqIPZE/Xo0SXBidv8A9ogT7P3dmw7AQX1+jtryHplyu5z5Eicz/Fi1+hT6b5lxfZw+j3doP5M+j32Gks0AwGZBS5Bq7bbVNXp62GXp8lYyLxGtS+SMYjCikg0+7NX+CetU9wmldvOG/eYoRzUODyKnSe+DeI2P0fNPG/KpzT6HXacEQ7qBfoTxLw9UNmv5XlZPONV8YzDRgEdWLP7eOZfwWYWeeSK8uNFcq4t4yguWovTZLMmQCM8jkX4cJ7B7phPqCb1BSfx7jzNVmxcmHs0Ne932ajU2zPtCa/Q7PS4s2IcuRMFOBlxXhpoGvlKk4BB5OJbiShAvtLEIks8307QRePFcZJ6Z/73tiqLJ6qtkI9XFym+ZgoLJYoeRsOkGuOLwq/FArd9xtaW9wJBfsreRJgXSWadNir8WEoiuUW+34wTdAyb/yrtDtuh4Wd8v5bgp/P5DRvl9vjCzmT+tgm73O7gs1iRBQG7oiAK8N1mnLbUX0pz9Ft/X3Wg8TqZpidpBKNOdEnn4WrE0LrVCKYFTVofU1kUlzz2DIzWJwoC3F0L8WArQqPX49Vh0jDDMIqDdJFo4NsbO1sdFatJodhs43JZDT3YjXB153zaz7Ca8OGwLbfIGkXQ72DvZHE52/F5kYGuj0V9AWwzFqE7G0FiMS/v9pJzS3dGZauukC83UDWdaHB8MRHyOcnO6eI/zZTZWA98k73tnxx+Q9HQ30VE/8lBxUmy/Y7OYHmBWpeyinG0VKPQy6ML05EXWb5PX4Ou+mnB0TtY+u9xmZ/MeF/Abdqi0z+cexRB1xGQcJu/RxJEGt0f0ZlePdqVDXRuSN4wRW9MhM3KU2r9xR22xc4rVqx3ru06AQYTRFSR/oBPtelo5CykO1ncY25WN7CIDnKdE8P39Amh/oT1LsetAo2+cbODTXYszNRW1Tq57gk/+NYQEdAvi/IkRO67E9x1J6j2O7wunXDeGq8dEvThNflayxCyzI9Y9nWN02aJL5Us5406qjAg4Vycbr9CslFjKzDfrjJdXc5R5FE0zO5FloGm8z6TIeA0ViSwm00cpOfXmvUHGpVuB7f9pqShrw1/J7Ms4bJaKNWXS/ftpfJYzdOE7fZqmNJE80Gl0cZlt07ZYS4j/n4FSRS4vxHh9nqIo1yJUqVFzLMcAZCF+UOjLAmogoam68NaTO98d6euYSshWA3sZb0WC9lOY6weVl1gYnGFaq/LH+cvyItNHm9E2An6cdksPF+LLyShAIfFEhuX92HU7eRD+tubO/ZyRZ7FYgjCsN7vx9QFjQXqAldYNiJ6BUkQ+H4tTqZZ5x+cnJBqNnibyVDotQn6HdfOUlshn2HauNZeXHaQqzU5rJV5eiuOIomkCzWCHjvPbsfxe+18vsjx4SQzVx93EpGw+5u+J8Dz7QTv91OUGm3e7SdZXfFO1cYa4+aaHpzmcXus+D3fplLi8diWrvGs1NocXRR5fD9x/dqkT33A5+D+nSh75/mh6cUcWEwyxapxHX2x2qStDoiNWKBOElMjfDrK8PhuYuF2v8OfDH5WRLSl9ejK/8w1mVgGpjl+5H2tRF1YRb+WxBFQTL9HW91loC8nkyIIPUzqT3jMz6fe81me0+zN1+4UBQeS4MUqR2l0f2KgVWZua5amH7BZKfrMN0TPit33hMwRLOJwku5rN8TCKv8eb6vLk9ArdDTjgTZiWaWjGQ8qzUEFGDosJawP+Vw/nusiZZWWq/XR0dlrfOWBx49FVHji3cCuWPlQTfKpmmRg0EW/YvPzsTxc8GjobLoWe5orosSKJcBBtYgoClQGHe4HZ9fvTcLnnB3F8VtsZOuLm5oeRMJ8SeXpX0bQ+rrOWthjuO12yL9QvB6GFqSRoOs6gnC1z+2VEMeZ5Qv/a60ud9emr4cszaidTRW5vzFu49pfQgIm4Lbx7HYct8vKx7MMX85z6Dq0eyr5UoOt0LSV5BQWXJYna3FORhrH+r3Zz9uGz8Nu0Til+T6XYdV186wIQNztotgZJ+bqgjT+JPq6zqtCmt1OAZtTRpSHtaEJr3thJOgqmhj3uZaqaHeaTewE/TxfifH9apxHsTADQacrDQzrQOfB6FmchRWPm42Al5/Ok/QGGgNdx+O+eYay9QZvkmleXCTZr5TANKzd/G4rzqPVCH6HjbNCBWnigggCOMwmQi4Ha0Evt2NB7sSDqLLG7z9d5+ntOIVGi1cHSfIzCNIinBWr32SE8ngzdu3CdJ4rYzHJ7J8XMNsUYgtIrTDxQReZCkjDRcIyeHgvzt7x/NKbSQwGGm8/X3D/dgyzScJsGs7DZpPE0wcJqu02Hw+WCyiFAs65Ab1yrUWzq5K4/D6L6oyv8Hrvgkd3Yktt+ycGnT+XEdGfXaHEl8YeCetfwc/r63rJeRgM5gvZNnqfsVj+AMvgA0hrl6n4b4MgaCj9f4TX8hcpd4Zd8R7zcxoTMk2y6EWREgiig77ep6nmaQ+y1NUaDhbXNAm6UWRQQ7lM0Wv68Bhm5SGF5nJd3lcY7ahva8PIm135jhfleUZ2s3HYPGPH5qOt3RAVrxK+kWsyQKWXxSZ5sMnRqaYkIyiCFVjcvaoICgnrBuVeF4vU4nV5cZTHLTsY7SpNLxDMF4C7zhivcsPB1abI1HtddtUcP8Ti/JRa/Hsc1Uoz9RBX7C6qxfmRx/vhEAeZ/FRk5muxgFmRp3zcv2UVupvM8d2tBG++XqDpOs9ndMgvwlGmNHYuTruZL2ezJ7m3Bymebsd4czB8jmeJrgsC3FkNIYgCXy5y5A8M7gthaAnKJRk9nGMkME/zMOF18zY1Pol+zeZxOE2GkT+P0wpN4/tHB8I2O2e14b32QzzBj9lpCavOHG3aefg+FiffavPp/OYaW8wyCbcLj9WCgEC93SVZrl2f++dMnqDTzsfsTSpWAEJOOwG7HZtJQQca3S65epNSu019Qt/00UaEN+k0Jknih9UEnzO5paKiy7h2iYLA89U4b1OpqQj5u3SGW2Efh9np37Y30NibcKG6HfHjd9u5KNdoqyrNnkqr26Om96h1ejARMH26EqXebrOzHYKeztcFtdGzkKs0uLMaZP90sYj+rUSQL0c3v8VA01mJetk/zZMt1bFbTdzaDLF3tPy5FMpNHHYzW2sBDmcI4wP4vXYOljjHWfi4l2Il6sXvtePyWkmXarxe0tb0Ci774qhvpd5G03RWo56FEdax8zvOsD2jKfN3+JPDz46IAly0D6krO2woZXRtdtrbJPro9hcRKZG2piPLvweUkZTfA+FqDakzTOtroA9AV9Hpg64CXTStA/pQVF0Q+sjqP8Rv+Yt0dSu9/gE20xMQrPS0Lk01O0yV98cJlkXeId/bZ6Cs4qaNPtMgU0SdkeJXBxd4TL9HqfsSgPLg29IuV2j1MyiiE4+SoKUHeVXJLi2XM4mBPsAkbY0RUbvspKoak0AJB2b5LibRSVldjkTLCxqPAqYgDjnAfj3Nm8rwPlCEIh7FTWVOJ3DQ7OJ9aXwBk25XueuOsls1Huyfedf5VeZmgL3ysx/oOj/mLvguFud9NjO3ZjTfbnI/FGY3Oz0xWMT5j+qdUJDjbPFaN3MU1W6X71divD66+U6iIHCaXn7ABnh1fMHD9TCiKvB6/9cThy432jzbHgqHA2zHArzZn/97fzzJsBX3c5gs0pkQ6Pc6rWzEfFwUqny+WDARX97KV2R0M+jjKG9MRluzXG8EsFoVeo1xoqoONO57w7yc0JD12ay8z82vrXuXzRKw2gjYbLzMzVAe6H87Ef0hHuenZJLvg+MNZ51+39AJKeJ1EHI4sEgSHquFSruDqmlU2h0ytTrZRpPsEnq3EbeD95cuTL3BgB+TF3gsFr4Px3mdTM0lm4sioiseN2aTPLfMQDIv15AjSwJ901Dfc5Ys2iiiLifvLzI8j8Su79nVhIeg3cbuUYbeN2ShACy2xeoiMb+LbK425Upkt9/UeTbbPfYu8jy+F+fd5+UDEI1ml9Nen3tz9DX9fgeFo8W1oZOwmGXiYQ9Oh4W+pmNzmmh01F8rMLdsg5UoCYQiHiz1NisxL6IoIl4u7DVNp98f0FMHdHoq7Y5Ks9Wl0+uTKdd4dn/l20/sN4XfCdr/fFBVc3zqW7hj/33E/h8ZbuNSEvTUWRFRAbvpCa1BlWL3HYLswCyH6am/nhc9uhlRsCL0j6jqz2mqJVAXpy0FMQCcU1fPkE33sA1eg2BUH7qONpgdTez2fsSu3EXVNfZbi1PpsmDHJLmRRQeCYAVMDHQRVYPGwEq2u45PVpGEHj29RqOfp2cgjTUPR60sQUVBQyVq2STVHifhAgo2+R6lnoOv9TSqnuWx28pxq0zAtErE4qU9yFFWZ6Vwpm9fGZmEbYOa2uegkYYJYq/qfe57/fyj3OwBO271k2xMR6WcJuMyj+996/xRenxiTHfGo/Uvc0lueQOUmi2K7dmRTbvV+DOudAeNcDsY4DxfpjOnYSjTbo5FW7dCPo7Ol3fpAQi47NjtZpS+yOOtGM1Oj3ylOVf82whnuTKKLKL2Ncr1xRHt4XZtfE7rta7prZUgJpPE7nmOVwfLTb6jc2Cj04PybDJabRnf68/X47wwcBgCULvT138r5OPH9HzSrmoDbvn8HNaLM9OKrQUuSZP4RTzBj8nh58pLdmVk6g0avR7bYT+VQZe62mM38+3RsJjfRTI9/txVOh1+SiVZ8bjxmi18SBuTm1kkdSwKWps/U+/m8jxMhBYuTB5vxPjp8re8GwnwNTO/XjrmcZKu1flSKmCSJXr9AWfFCmfFCh6XhfshPycXpWsXsUX4mspjMctTckhXcNks0NepG9iJTur7atrQ4vbpvTgfv4yT/XncT1UH7B5lDEnsw7vxMW/3WZAlkXjEg8dtQ9N1yrU2yWyZg+RwfIkGXexeZFFkmU5P5eHtOOVqc1gisAQWOkG5rEO3quMMp5kSmW9wvVIsErJVxmRbLMn1O/zm8LMlogCq3uFD44Id+38WW//vgTD+cMqCjtH0bTc9oT1oUOx+vH5N05u01H1s8kN6/Q+/ztmg6So96T7J1kuilt+j3Vuc5m+MCMuXe19RLL9EVv8QYULSySL56M0tE9NQ9BpV7RFOpYl4SS41ZFRdoKcNaA16NAcdGv0mqq4y9GKaFjYWxT/gtHVGsSNRu4wcCjjwm6MEzA6csows9hnQpNHP057h1NToN9i236fSe4eqDQmHrgvY5ds0BgH26jmagzKjBu2Dy3rdQq9IoTccyMLmdUIWF41+lqp6M4FpI7XCPpMflxzisJHlbWW+O0+hl0XEeOHpkq28LxlHB/ZqGaySPGbh+dy3OkVCAfLdBh6zg0r3htDsVQoErXZ2vD72y8aLlK+VPLIoXNd4AkgIMyM2OwE/qWLV0D1nFOfVKg/jN5Oz17pcV7HXbmUz4qPS6nCYLRJxO2k3eySzlesJwmEzEfI4cNosyKJIr9+n2uiQKdcNU9yFWounWzFK1dZYt/w89Acat1eCaJJOqlTja+rbCdJkdH8eGS03W0jmoVf4FYJOO59zs8nN10wBl8tE7TIFbZJF9srzyU3YZmfd46WpdgnYbGRbxhHHltpj2aLCURIKLK29ejsUoNRv8yqb4hexBMe1ClsBH4eF5euA3VYLH/KzI2jn1SrnVLkXCdJV+xxNSEMZ6eQuEwWdRENTh5drxnd/uBq5JqEAgjy/UMVvt/I+ORwXat0uzxNR3p/cLJArrQ4vTpIoksjDOzGqlTZnC+7tdlflyXqUD1+ngyWKJBJ2OTi8ML5/zme4nr3ZS3J3K8z5RZnWnMXrKDQd3n5J8vR+grefhtfY67FxdD792aIgEA278XvsCCJUGx0uspXhczzj+zrcFpLlGhuJAF9PcrzfH37fO5th9IHG3oLUf7VhvCh0O61srPj5fJLh9WWZkGSgHzoPug6hgIvcHAvZP2n8eRS0/1kT0SvsN78SsfwBEeEj+kiTkToYJyQ202O6Wptid7obfihZ1KfVP8Qm36fXX9Qxb4zyYJhuSXfeEbX+knb3VzO3NcsbFHrj0b5c5wNR619CUP/B2OuCPm+VrWAyPaGpKVQ0mTf1OpORwGVhEn28rqRRdZVbrnVeFoeDgI5OoVuj0J3s3DbhkhOELG7cJhMmUUOnRXNQotEvkev22LbfpdBtIIl/gYNGhVKvBhiXTNQN5Jiy3TzZ7nCwilo2CZgd1NUUfU1gzbZNs69z2Eihs1xTVbFX5bFvizcGhHPLEeHHvDGRbQ16PPau8aIwHPQeeeO8MLBpvELC4RojojBMv9ekDs8jMV4Z7FvtdXkcifIhdUN4Vl1uztPTE8+W30e2XKfZWy5apo087fPkTZxWE9vRAK2eyn66wMujmwnbJEp8ypZ4thnn7WV6vdHp0ZjRtBT0OvC7bNd1he2uSrHWJFWqs+If2oh6nFbcdis2s4KiDL3V1YFGp6tSa3Uo11s02l06qoo+EAi6HSiyxEn220oLjMb3azIa8HJUGJWQ0vFYrRRHvOaDXgfZGZE8GJKoh97wtcXrw2iYFznj+2Pb68dlMvM+lyHbbBJ1OqjTYc3l5rQ2/VsPdB2bLM+NesMwHT9GQmFhQ5osijxdjfJTOjmiVyrQUlXy3RYJj5uLOdqfo9iJ+fkxtZgwfs7nEYBniRjn5Qr55nChOhoR/pYo6CSOS2Wer0V5ezKdTYm4nRxUx+/Xz9kct0J+DmaI4G8EfLw8vXkO2oLxwk8daLw5Hf7mtzeDmJHYPc7MTEkb1f4KwL2VMB/mNPPUmh0SQRfpvIE71HGWRNiDo2MiV2wsvRB5s3vB47txPn1NEQ662D3MEA64CPodyLJIrdkllatwka9ykV/ufrh/O8qHw8u6ect4KcKXS9H69YQfp9XM7mF6OiIuTI9VbqeFjZXAGAG9gigu3wGmyCLbq0E+HWdYjy7RwPgnhT8lIioIwgrw7wIRhnGav6Xr+t8UBMEH/N+BdeAE+Od0XS9f7vPXgX+JYVTrf6Dr+n9y+fpz4P8MWIH/D/Cv6ka2aZf4M0FEATKdYxryCtvmMPrgM1Ypgjo4AcCmPKSrqZS6n2fsLQLDAUHXO7T7p1iVe/TUWdsbQxOiFLo36ed0+wMxy/e0Zth6SmIEmB5s0u13JKx/EV39h9evqYNpkiUKbiTlPsXeOd32Z8ym36fWe8E9xy/5vKTm5yQG3EXVhyTxsHnCD/7b/FScX2db67epGaRnLWIEv7LKeRNeVT8yi3yOItspYRKFmd7z6U6WdCeLTbKxavWg6yr5bu6ba1lN0nS0wCzK7FXmR7Da2jBNdtsV5kO+wLw53mEyrgHrDga8LCT5ZXyFn1IXU+OOrIwPpkGznfOJqPWGz0uh2qSxhOf4FT5nc6z53PQGg6mJxGqSuRUPog40vqbyvD42JlCF6jBy8PooyePNKB+O5ne+5qsN8tXxaIMgwLPtOM1mFx2dYq1FcYF39NOdOK8PktxdDfH5cgLbivpx2Ex8Ps0updc6a4pqdHoIVWGKjHpHiOiTtSivU4u7fLudG6KY704Ki8PjUJR2X+Vrcfw+q3Y6NKUedsWE32o1LN+wKSY6M3RzBeC72LAmdBK9OR33CbcLxSLxq6mo/vCmrHQ6mBwSQYed/IL6UKsi82WGOoARdOBVOoVFlvlhNcHHVAb1MiKa8LiwmJRvioJOItVqDOtARx5SRRYxO2QaxemF2CzNVJfFzKfUeCR8N5cn4XGSqcxe0H1NXy6eI07ibhd7J7kpd6G9ZIGgx05hRCfz2XbiukN+HgI+hyERBbjIVnA7rGyuztfLVBQJr8uG027GYlEQJIE/+MUW2VIDu9NCplwnU/71ghpWi0JyJHLbnGEycJIaLgpCPgfxoJsvh5lrI4CAx3GtTOByWNhcDbB7mp0ioFdYNiJqkkU2V4N8XkIb9c8R+sD/WNf114IgOIFXgiD8/4B/Efi7uq7/64Ig/DXgrwH/M0EQ7gH/TeA+EAP+jiAIt/ShDuP/AfirwK8YEtH/HPAfz/rgn5V80yI0+iU+tDoM5L+MQ4lgVe4jy/co9b7QnKPlKU5YS2p6i7Z6hiLf+abPb0n3GU/46qQ7X7Cans4439mk56L9CVH5AQCrvIo2IuskSyuIyu+TH8ik2u/oDkpIgoNUeyjcLwzeEzQZC2XPgyJ4+FAdjxIetw7YcHz7sSRBZMuxxt9NJjmsC6xb7yALi4vOO1oXj2nx6jRojvKh9olyr0hLbXDbGee+awOLtLgBAOCoecGKbVz25K4rQVmdX9+1V8vw1JvgpFKfO8EDqMxPl/8qe86DUBiHMn7On8t5LPLItZrgWGteN9V6m/oCh5ZJ6AIEvHZWPMPvbZJFHqxFeLgeYQC8PUnz6Tw7Uw/RY7NyPkJg97MFYoHltVIB4n4X29EAr/aStHoqSzRJ8+xWgteXdaBfznNEL12oDtNF3h2msZvNPN9OEHTPb9Kbp1FZb3cpVltsjmi52i8XEm6rZa515yj2sgU8JjP3wkFOqpXhcWSFH2IJonYnb7PpKRIK0FL7WCSZTKuB12rBaiC0bmS/CUMtzafRGC9mKDO0Z0TMn6/GyPWbHFTmp95zjSYmi4zbOr97+V4iRHWBmYUROv0+PyYvMFsUnsYi/GI9QbbZYL/wbTXMk0jX6jxeH5fnebAenSoHuMLHTJbN4PTYczscmJKh0gWIBZfTAk1X6rw8TaJZBZ7cjRMacVHTdJ2V+M0992QrthQJBRDm2GkCVBttTnMlHA4zj+8leHJ/hYd34tzaChOPeXE4LfQ0jWylwUGyyMfDDG++Jik02sgmaSZxXBa3tsJjLk/n6TLSnIhlrtTgzdckslnm6d0EHqcVv2dIkp/cS9DVB7zeu5hyWRrFMhFRkyKxsRJg97eRhOoMayV+E38WfbSup3Vdf3357zqwC8SBfxb4dy43+3eA//Llv/9Z4P+m63pX1/Vj4AD4QRCEKODSdf2PL6Og/+7IPob4M0VEAQZ6n4vugEx/k0a/RENdLAMkCtMDvKa36PRTKPJyNp66LpLrTteP6QzIdo+xKuPC8yZphWZ/Xi2jRrJziiTfxyoN5SVMygMG8vekeyWynXdoI81DZuUh6mX6vq+3WDHXUQy+19zvINynq41H2Pr6AEVqYV2S4AGELV68Uow/zF6gAbIg8Ye5NDZxHZeBe9IkXPJ8zc5bjlt8rZ8x0Af4zBZ0QeOwcc7X+iGiPuC+a43bzpW5xFdHZ31E6F0SRM4bcwTjdYEdR5jHnjXssgm3abGkSK6zOJLwvpjBY7eMid+3+yp3IzeSIvkR/dCEx0Wz2aOyhBC3EfbLRWwmhccbMWRZ5sNZhvenmSlpJyOs+T1j/291VURFxLxEV6ssiTzfSZArN9hPDonYMhmoJ9sxXo106Os6xLzjBKDSbPNq/4JitcmDtQh3VkK/lmvKJBk1ScPvtRH2Ln29+5rGLW8AUREI2e38IpZAFAR+Sl5MOStNwm0e3lMHlRK3/P6p72AxuM6KKPIwHOZ1enaJyGTU3GO18GAlzE/Z5NLd+OfV6rDEYobjlCQKnDWWS9dOImS38108TsLjZqDodO0askdmbcXLw60I3+3EebYZ514iRMLnwiwv10UNsF8qYb20c3y8HuXljEazK9gmmgVtisJXAxULgMNqcS6xmkSj0+PlSZJsr8m9WxG2E8MFfuoy4nhnJcTng+UNBGaJvI8iGnTz5TTH15Msb75c8H4/xdeTHBfZimETlCDAabLE+73UP5bgezzi4f3B+D3Z7qrEZ2gaj6Le7PL6a5JGt0ck4kY0iQsJ6BUWEVGzIrEe9/Pl15Td+pkjIAjCy5E/f3XWhoIgrANPgR+BsK7raRiSVeBKDDoOjJKYi8vX4pf/nnx9Jv7MpOYBbJIXhG3+qJxk1dohoAR46rzLoPcrQ6eiK4gYEzZNb9DpZ7BIO6iD+YS2rzyj3TJeyWp6j3wvjd90i666B4AiJUCdn8bS9C7FvoxV8tMV75HvGNdACshke+MDWFM95Ynre15Ul1tdK4Kbd1XjQTDfLfHIu8WPhfmarAD3XJu8KRRoDW6iGVd1UJ8rBcIWF+suB8n27AFXmmlbChFLmN3aTYr/uHnGPdcmn2vD56Gnq3ytD6+TQ7KxYl+j0W9z0sxMpe9PW+fYJAutgco9V4JXBt8vYnETs3o5b1bYrQ5/L6dsR9UHfBeK83JO932qXcWh2Gio89Pn540qTpOZB8EwHy8bPQbiZSOQYuKiPJzgY24n3Y5KqbV8l3rc4yLkdCCKAoVWk4DVRr3do9pq0/yGtD4MSc8kzvIVnm7EeLc/+97YiPgYDLQp3dE5JUMAPNiI8O5o+rgHyQImWZySqtL0odQTDCOvYZ+TvYv8sA50ic+DIRkF2Ah4EXW4Hw/zOrk4JS8LAj67DZfZjEsy0RM1is0WuSXkjq7gNJnJtoZlDO8KGX6IJsb0Z6+I8fX/RZHbgSBvM/PJS7VzQ6IfRENctOu8yy0gPAbz+UGpxL1QkMNMcaoU4mEiwqv84vEBhjWp234fTvPw+55Wq2QzTayKjM2mUOt2iFpcHM5o6BMs4LPaCFitOBQziiCiDXRaXZVKs02+3ryuNSy32/xiNU66VOeLQSR6Eu/TWTYDXk4uSzTux0K8ODV+xgutNk8SYT6dfVtkbaDpvD8fXv/NNR8ek5mY08HB0bQG8Dxc5CvYraaZTUkep5V2RyVfbvD0ToK3nxfPBRuJAIeXC8U3Xy54em+5/cYggNkqMyhMfxefy8bZErJxVrPMxlqAQrWF2SKz4fRxnFrcNCfOWYFaTDIrUS9f5+gW/+njNyo+X9B1/btFGwmC4AD+A+Bf03W9Jsy+pkZv6HNen4k/E0RUFsy4lIe8qOTpaMNB47RdImbx88fVC0KmR9y29Omoxi5HkqDMvEyaXqc7EDBLW6iD2en9qjY/RdnX25TUKj5pne7g5LJbfOJ7iA4s8hoabqp9nUy3ijRwoIggDWbXfNpMj0i3ps+t1n3BXccv2V2mXlS4T1ebHaHdaxzyzLfD65LxoGSXLURMcf5Rdnoyyo9EBrOdJpWexO+Ht9lvHBgeq60ZLxrMoplWX5+yO6yqRSyiQmdiv8agxW5t+Bkhk5uINUSuWyHdGZLk1qDDY98qf5xPUh5JKdplMzvOCLVel71ajovmzfkHzHayl/V7bytnfB9J8LlQoGkkryPAitPNbmlx3Vy91+Wzmr0Wv/9UyuE0m1ize/hSyRN1ORh0NYpzpJLsJoVVnweHxUyrr3JaqXDeqF1Herd9Pj6dZdl0e0nWazzZivH2cDnyALMbnN4cp3i2E+PtBBm1mGTurYV5u580zAzNS5XvJAJ8vcgZ7ldrdXm8HePtjDpWgGSxRrJYw2KSeboVo1hr0V+yjrje7g4djgJujmtV/HYrHosVm0nBLMtDxQVdp6sOaPR6VFptqu0O+VqTPE1cdguKJC7t8HKFyXT8T5mLIRlND8c000gk0CrLbHi9fFigUWqRJDpqH7Ms8TAR5qdUkqWM6Wac+udcnifxCB/PM2O/TWlG7eoV/DYb6x4PAzT2SyV2S9Ok8GEkzK8ywzFIMglT6hGjp1Zstyi2jeuKJbtA0GbHa7FiVxQkSWLN5EUrQafaX2gj6rz0YjdJ4kLFAP0fU/Wn3Gzjs9uQNIFb6yH2jnM0O0t2uwOJiMfQ9UiRRXwe+3Xn+/5ZHofNRKM1/9gu53im582XCx7fifP+y/L6pA/vxHk3Qxt4sATRDvudyGaJj0cZ7m1GSBfrSJI4JNNfp2vqRzErImo1y8QjXvbOf31x/j8PEARBYUhC/z1d1/+fly9nBUGI6rqevky7X91wF8CoAGsCSF2+njB4fSZ+5kRUIGh+yIdah2J9+ntKQgxIkeuVyPXglu0vEhSP6Q3GyZQgyHP5+kCv0dVETNIm/cHR1Pu64CffWVwCoGp1KoKCT35AQT3HruyA4KM5kMn26uTbZaB2+WeIqMXPYafErTkDXrk/e3ARB+8JmNYp9GavQmXByYfa4lViunNGzOIlNaGRuWmPcdFQeWnwG8AwRe1QlGuC2dUG/L10nr8UvsNJaw9togiyNNWZP0TcusZnA8/7slrlnvsWr8uzu+aLapWiOjzvVWsIj8nNeXsoH3XbGeNzqcA9dxwRic+VNC8LxqQ8YnVfE1GAN6ULYg43Ud3FQXW6ps1lXr6k4Vr8PhrnfS7DrbAfU0ci7LRDn7FmEYGhw0/QaQcBCq0WZ+UKnwrGA63faqVe69LtD5AkkW5/wOuzFM+2Y+yeZukusM4MOKykSrNLFz6dZ1kNezm77GS/sxKiUm/zem/2BDZrQlkNeUiVaobi/FeoN5dLlXd6fd4cpLizEhyKaveuoqOMyftcRctHz0kf6OiaTqneprSkNmTY6eBNNk1f1/nlZmLM5GARzAZ1oS9zSZ6EIrzNZZAvI9IOxUTc5eJzfvGk6jFbcfpMqNKAH9PJb7KVnIW36QzfrcV4fTJ83u/Fgnwoj48foiCw7fPhtVnJt5sclcoUsrMb0sIOB29GIqqHldKwme/82xziYPgcZZoNMs0GCZcLDY2ozclpp4rFJrHh8uI2WxA1gWq7Q7JSozVSA/o+nWHN7yFkt/HybP5C7VMuh99hpfSNWrpRj5Oo28nnsyyvDy7w6RZqzQ42i8LTjQRnqfJSqXeb1Xh8ubsZ4f3ezbk3Wt2loqKjTVNX+LCf5N52ZKmyAYfNzOkc2990YU75E3BrPUiqXKdWHS561cvSkcFA4/XeBTurQSrVluF5gnFE1GZWiIbd7P9cSOifXte8APxbwK6u6//myFv/EfAvAP/65d//r5HX/6+CIPybDJuVdoCfdF0fCIJQFwThlwxT+/888L+f99k/WyLqM22S6jr4+3PSLfvNBoERArfXuuBIsPLU+ZcR+y/Q9OHAKLC45migVeghYJbWr7vxr9AWH6OxuMNekVYYiOucDRSO2v3LGs/ZA13ceotMZyhi/9C6Sbc/TYKtyh0y7dmRzL7eYs3coqzKDHTjejBRfEh7MK9edYiO1iVm0cl3RVRdQxJE7ji3+KPLWtBZ0NEJW72cNMcnq/80m+axd5MuKRr9m0mq2KsSMFvoajdkY8exw4c5nvcHjSMiFh+ZzuK0T6qTI9XJIegCQYcTj+DjRGrxvrQ4BWtUK5tqVZEFkV9GVvgxc44+MttPkuxl8DI/FL8XJB1BF5A1gUa3x/1oCKtZoaUOo52n9Sqn9cV1ebIoEjTZ2C8Xr/9/hdenKTYCXrodlUx5tpbeis9DuTx7su32B3T1PiGPg5jPtVSk1SgyFfI4qHe7NBZoIB6lS2zEfBwbWDlO4s5KkKNciTXBtzRhcFrNvDlPEQu4KIltQ31LI8QDbpLp4XV8cZTiF5sJflySjErCdOmDput8KefZ8foQRQG32UzAZjdseBIECNhs+OxW7GYTkixgFxUO02UuavMJwDTmM9aXyRQ/bMR5eZxkIA9/R4/FwqbPi86QSH6tFKGy1OGIehyks+Pn+FP2gtuBIF8Li1PqRrgXDHJer1LrdQnZh7XpncGAvfL4glEQIRpwErY5MIsSnV4fp2LiJLd4LOnrOusRH6UlTRW2Qj7sJhOfzrJkLjv313weUmcVAFodlZeHSSRR4OHtOJVKk/NsZebxWgaNaE/vJnizO33PfT3J4nJYqM3Q5Qx47Yb2mJoOe2d5tteCC+0+NzcCvJ0jgl8oN/B57GNNTFd4cjfOu6P0WNR0Uod4/zyPw2rmwXbU0Kt+Mo1ssyhEgi4OZuix/lbiT09H9A+A/zbwQRCEt5ev/c8ZEtC/LQjCv8RQ+ua/DqDr+idBEP428Jlhx/1//7JjHuBf5ka+6T9mTsc8/AyJqEMO0tPX+IelFFNGwBPIdmvs2Dco924ITF/v86J2hlve5qHdQrf3AlFY7jIMtDI9RBRphf4IccurlZn7mORb9ImS71UodzPAsEY0YNog151N/mTBRHOkq74rrADTRLSrOzGSgBpFQz3h2Yx6UUlw8KG6/Eox1cny3H+Lo3oDXXPwh9nlJlmXbDN8/V05T9zqJeZwkO4MiaqOjs8UJN0ZXp+gOcjejGjrFfp6H7/ZQuZbengEGGgOsvU2m44gr0qLSxhmeX73dY2XpVMeBqMka3WK3SHhKfR+PaHkdl8lbHVglSVERaLW6PEh/+vVNj0NRa6jVzCdvjoulHGYTTxYi/Dx1DjqIS5gEh67lZjfhdtsIVNcjvRM1my67RZkWSRbXO6aeWyLG8buroY4zBbp9gfsJfOshN2clxaT91vxIC/OLthPFXm+Ex8TP58Fn93K29z4s/jyKMl3m3FeZpYgKnO0JovdFit2D3GXi54+4GkigiyLaIJOq69S7rXJtZpktDqZZh0uA0a/CCdoKj3WPB5OK5XF57DoZEbw00WSv3xrnRYq20EfB6USr7KLF3OTuB0I8NqgpEfTdSr9FnZFoakublQZxXexGG+yKfqX99iXYh6zLNE10GHVBUg16tfNZIIA3ycSSGaJ7zfiZKsNzubcMxfNxff7vXgIbaDzNTk91obsdlLXjH2IgaZfl57c2wqj942F38/ylTHHtLubYd7NSKO3OipP74RnRkXjEc+1VNIk1P6AVKHKStTL+Ywaz7W4bywKOwuxoHuMiMqyyL2dKK8N0vmTlr4AjXaXD0dpntyKsXeaoz3iTDUaEbVbTYT8Tg6T/3jqC39eoOv6HzJ7yfhPz9jnbwB/w+D1l8CD6T2M8bPqmpcEO6+rFt5Ul69r6+sBw9er/Tp/WM2T55dIUmT542lFVK2HLA2bwPrSIxr9kfPR///s/VeMbOu+9gf9Rqqcc+o4u3vmPOeaax9/AQNCQrbIwiAhBJZAvkFGCCF8zQXyBRJcYSEQNyAwsoSEBMI4fOcc73P2WjOnzrm7cs65anBRHaq6RoVe9g7rnPVIU3uvrhpVo8YY7/s+7z88j4ROfgTyPyfZu89WrcRebYfCDY91ozx9EQ2b1qkMEdFjDSkNvRQmMUdJAFzWiy6N/V0Sn1DvzcfezJKRdcsq3Z4ea3cVpWvHpVjnOlaYQmRijSrf833WzKtXfzOIgwiGIij0+spYN78WBo1Li3OdD8Ad013+Pp1AlkR+SkV57lxC1ohKDSPVmE6StkoJRKXHE/fgmYrWixg0Uq7DUESJDYeHN/4FnrqCOCUj0WKZQr3BVj1Lud2ar65PA69D4RESCtrpq2qrzbdEkhfrYbSk+BITyGXEY+fZWohqp8X7oxjHmTwH8Rz3l3ws+BxTz22YiBp1Ci67idicJBZg+zSNzTS5se3+0jUJvYTfOlu1wWrUs5W8rr38cBDjSWj2HLHic9Eeq4ET+HKc4JkvOPP4aR7s+WaDlthhq5Fit5HhfSHGT5lz3qajfM+niFXLdPqjJEsUBA4KebKtOjmhxrrn9jJs0+C1mKirHVAH3em/JI4jCNCeIA4PkKhVuevXnsM1Pw94Ew7zLhm7IqEAjW6Xu775PuflhSlAo9/hp3iM41qJkNfO65UwSy7H2PtjlQobofHPlgSBp4tBll1Ots/SmiQUoDvdMo+t8zTbiSyLCy4erwdHOvVrjTbhi3EW8Ts4ieen1sBuHSVx2rVd1WYpZ9QabSqNJj73+JwvCKBK0+u+LyEPyU45rUYWwk4+T6gpnWR/CvD5II7NZmQlfC25dRkRtZp0eN0WjuK/MhL6Z5Rv+nPiV0VESx0Jozg/aQTYqRQQpvzMk0aSnaaXrPBfIqPepyq+oiv/EwTlnyLr/gqd8hKdvIEkeuEihd/tZ+j0e0himLLqA/To5Rf0pH9GtLfMVi3DQW2Handy2jDV3MckapM4i+wk2dgb+VuslUcnLYy+UVq8lZC72PuGR3ctjSQJJr6XJqcsBATChgAblru45GXOaxJ/n0mRqugpd1v8fTTJcaqPuxvhoXGDO8YQ0oRrXe9NJ5KNXoe/TuZYM99DRKB3wbyWTKvEm/NHbEvdHHpxdgfBXctd/uYieiNdTF5v01GWzT7sivZEbZH1JBuzo2mFdoPtSowfAxEkUWDRNio3ZNXpeeIO8Ma3wH27F6knsJ/N8TYW5Ws6eeXGZBb1xKsVvH7zyOQ9L+55PCM2hJeY1AWpqvD+JMZaxIvTcn0N/HYLqRsWePcWfNxf9BEtlPh0HKfT62M3GjhOFbi/5Gf7LE0sW+LZWgi3TTsa3r+YHGVJZCno5Cgxv5UkDBbO9aA2ubi/5OMwmRuLgO1FMxgmSBBd4m7YO+pWpQ4kbQK2ySTWbjTwdYK1ZV+FnfMMDz0+zdcv0Z4ipfQyEOL3iVNe+aeqoIzgrtND/qKeudRpcdYt8NA//RyuMGPjY9Xr0Jtkyu0mb8+jvAmEJ3lQTMWLcJDDGTqm71MxngZnz/sGWeZpMKAhzj+APMPGE+B1JHylx+oeknc7L5f4KR7jqFa8IKWREVJqGPIqN8gSL5fDeMxmvh4nOM1MT/FHp6Teh3GcKvD5NInTY+HZvTCGC1kql9OM3WKg1enSaE6PHLfaXRaHiNsldIrEUXQ2aSuUGwjSwN99GI/vh6+E6WehdFFvvRx2gU6cGrGszSjRSeYqnKaLPL8XQRAGhNhi0uNyWubqsv8Nfxn4VRHRVq/Lz2kJp/SCeUNExW4dl3596nvK3QyfqzGQFkm1Tjht7HBQ32a3tsd2/ZTtRp69lspRx02iv05JeEFNXKMuPiDXWyTeXWKzFuO4vkuzN19asad28RsXNF9z6Xx01fEIaEdcufr/smgn2pjcxa+FrlpjSd9AuihFkMWn1HqjNXOXUc9l0wbdnpvPhQp/l4myW8nQU1XcipP36QTfC3G8xsFEfVQu8PexGB9jJdoVO3fkOzw03RmJliYb80W6/jqZwKus0ex3uWO+w/fyeDnCNBTaRR7ap+vfbVjW+Y8TQxHqoRV0u5BBQc+CeVzLNGxyjNR/ToMKvM+fsuKwEbJYeekN8YM3worZSa3R5lsqxdt4lJ1clpaGML4kCBxcCHpv5zI8XJ2TQFzAbzaTyVc1axtnaWzuJDKgCKyHByQv7BgoQiiSyLPVEIt+B9vxNFux9Mg2KOga3O/WRflCX1X5fBin1mrzciOCST+6QVAvzuXB8oC4/hIksuWxOzKJhALUmm0ehiZfS6tRz1Zq/FyqzTYWQTcmoXSJ9YBnqiZnp9fnLFlkwzU5KlmfkH62KjqOyoNF9XM2TsQyn4mAVRmNFte7XbbraZ7NEd2dtr/VyxIBt5WzUukqAvw2GuNlIHSrBcWsKByW5iMLx5U8bpP2BhHAZTQSsdv4NKU0YL8wXffz9UJ4RC7LrNfe0A5IafSClNp4tRKh2G0Rclp5tRLGICl8PIyRLs1eCxaddooTajYnIVWs8uEojmQcCL8rOhmP00ImP9/as3mQxOMa3VStLnpptefTlE1mK1ithqtGKZvVwOEtajDPkwWe3Q8TzZdmNmR1e32UGRuIy0amOwsejAYFl8PEyS03tX85UEHt/3H+/QXjV0VEAdr9Hn+dTNHpPMckzpdqqvcmT9wu3SKlTgIVlc+Vc2z61xPfq9Kn3iuQbZ8RbexxXP/CXvUD3V6NsGGDiPE+elE7+qOFYic6lrL26ZeINbY13382ZB+okx/S0yCrs1DtHPPCFkAUDGyWCzeinitXUc93uRj5tobNoOqno/bpqH3WNNJU1U6bj+nkWLTUJdnx6+149FZCRidLJi9rlgB3LWEeWBd4ZFvisW2FJ7ZVOh0r7WaAetuOU/GOfccsHFaP8Bu0RfHXzMv8bXI0wnozqpyoV0jVmjx0jLqyWJXZNYkALp2Zp/YFntmWqdRVmv0O+XqTd4kYJ6XiXLXod11eCkP6j+9TcV6uh6YccQ29JGEVdBTrkxa42WQ6V61zmM3zYj2MTpR4uRbGatHz6TTOabaoeYz5QiFgN5Yh6L4ec812lw/7UXQ6mRdr4asItKqqPF8fNCj8UiTyFe5Fronl/SUfBxNI6CUK5ckNSxthz0Tb1ONknqeBcRJn1uvYzM0m0vV2l0y2zrLdofl6ZcL33vN6yV/UHLf6Pax63cw7KAqCpg5nR+3zuZzg1cJ8z9L458JG0HPVLDVcDvAhFueJJ6CpN6uFh0Ev+eZ8zWPFVpOAw4IWQ152OJBl8aoZbxJKrRYbXu0I+g8LkTF71Cn6iVc4L5f5OR4FvcBK2E2z06U0cdyNw2eZXSqiBUEAj9NCXwKdSUIxyDzeCGEyzM4Gdbo9Qr7RLI1ON79JAMBZokDIb0dRJBYjrhFxfEWW8LutbCz5eLoR5vm9CE/vhtlY8hHw2LBZjCTzFR6uBK6iutNw06NeC3azAavZQKPTxWzS83Q9hGWCosBv+MvDr65Z6RJbpRSWmp3XnhD53rep790sZ9gw6+iq4xO9SbIzPF1/rpzy1PqGSuvnuc5DEWTaaodkcxcAEYmQYQ1R0JFtndHsT96lVrt5wqb7ROuXdZ4C6hRbyNNmhlVbgG4vR6J1e1kTGDQntXt5wvo35FsKpVaez4UKMNsFyK/z8iF5TRr2Kin0kqQZ0bvEUbnAUbnAU1cQKzbels6AzsW/yXjjW0CUzBx1Ojh1YZbMTkxyn3ovR66dnuhFD9BRu0T0BlI31oNlU4Sf0uUxfce+qhE567T5lk3x2rd01cTUncAgbYqBJZMbGYVkrcpZuUiqPLhOOlEiX29iEBWWbA5Oy8Wpv/sSFo3u/J9TUZ4vBvk2Q0D7kdvH57PJ5G7eco5uv0+j1UGSZD5M0ey8xGW3qwoE3daxutJitcHHaoywx47DbMCi1/Hzzmy1hlm47Da/JKHtKSQU4DRdYD3iZj81SlysBh3bqellIB8PYjxfC/JpSOT+fsg3MR18E+VmC6UsErJYx5yWSs3m2Iy85nCNmSZsFzL8EIjwdkoD1F2nh52MdpSqh8rPhSi/W1zg7dnt5pHnSyHeJa6Pad1o3vuSTPLA5+WkUpzaYBSyWm/d2PQtk+LNQoR359fP4iOfj+NSnuqczUxmDVLzw0KEn2Pj96/Vny9CuOFxk8hXyAhVhIrKUsiJVdFPbPwbRr8zf6RKEgXuhD2YDTrO0wWO4jkiHhub2SoWRaFUbaKTRe5vBJAQODzLTkzVfz9MEPDaSF541cfSxbnPAwZEuN7q8OOLFSr1Jo/Wg9QabUqVBvlynVS+SmpChPbJvTCf92PEs2VsFgMPVgIcxrKUJkSGjTqF0oTG5KDbht9tZfM0yYf9KHpFRu326fT6yJLIvWUfBp3MUSxPeU7Jtz87/nxd8382/GqJKEC12+JfJFu8dL1GlLdpq9oPfqPfxqFbJ9vaHPm7iEy2NS4J9KVyzBPrj1RbP808B0mQQb0e7H16pC4aiAREAoY7KKKBbOucRm88Pa0ORTUXTfeINTbH3jOMvriOSVogUd/TfoMqokgeZMmDIFjoqQodtUejV6faLdDqV4E8VqWIKvjJtSdr+92E2HXRH+rQL7WbvPQt8vMUe0GARYuDw3QRvaSg18kzJ3gBlWitSKJe5kU4xHkzTqF9ncKxK0GWzE4sCtR7eXLt5BgxHTQu3WHrwoUpbPTzJdek1R8nKZ0JslY9FX5KRXntW+J78Zxcc3AOJklhxexFL+jINOqcVArkKtrkcN3u4XsmQ4Mugg4WbXbOytPrTEVB0BTSVoHtaoZVn5OjCdIyb0Jh3h9NJxfzznMvFoJsnqQIOKwjmpuTkC9fP0v7yRw6WdIkhbFsiVani+K24bGbEEURvSKjUyQUSUKWRCRJGBBMYVCrrKoqfVWl1+/T6/Vpd3t0un1anQ7JXJmX62G+niVnktBLWHTjhGQj4uXdHMRs/yzDgtvOebGEQZHZKdxOGiZXaxCQLXiMJrJDouytbg+TQaF+YY4gCMCEBpDNfAq/yXLlxHQTNmVyE9cl/pA/58elhYnOQTfxeiU8iP4NoalRjrCVzrDmdpFu1iZ6z3tsRqLp21uCfskkWbDbOC+VeR0O8z4Ro3+LOvmTUoFh85dJJBQYyUhMwiUJrV3o0/64GObDRePNSsiJVXdBSCecYmxGfagsiaxHvOgVieNEfkyQ3azoiHd7hMNeStUk7W6fzePBXKSTRR5sBBERODzLjJDSXq+Px2UhmSkTCTg4n0FEdYrEYsiFxWyg2e5wni5ynivhdluQBIHvIxqj0yPJjaH663K1ycedKDpF4vlGmHi2PGacodeImq5FPOh0MlsnSeKF63W11elyN+Jl72zgUnVp5SmJAhtLXkx6HWfJPPkpWZHf8KfHr5qIXuJDPo5bH+aJC/LdXc33FDvjaVWfYe1Kp/MmvlaOeGT5HfX2H6Z+tzxF+kmlT6Z56R4k4Ncvo5PM5Fsxar0iAOnWES5dhGq3RL49OzoUbYNL7KCXlxBFJ2Ckq4q0+23qvQrVXp5et8MsSSdJaLNT2ecH9x0+5GMzXWDC+iAfEuOfmWlPj6RaFT39pkC13aFKhzeeMG+L02WSHjj9bBUHk2muLCPqxBE9zlKnztfi9QJulQMsW1xYFIFmP0+2lQBBpdzNoRdlbIqNgyJUtdyPgNYEJ6dLvEtHeeVeQEGHoNdzVM7zuTZfTaN5KLKZbzcQ9AILVjvnU/Q/7zm9bCe0yU2j2yWva+CxmshWRjcRj3w+Ps4TuZyjXuiHxQgfDwcuJtFciYcRP1vnkyOxOlkkPrSAlOpNni0G+Toh7b7kc/BhP8adkJtcqU66OF99203IksiT1SACcD/io6+q7MUyU1PzANunKRwWw1X5wjzR0Es02l28HTAoMo/Cfn6aR5rpBpKlKosuOx19b4SsOfSGKyL6KhDmbVqbJNW6He7Y3ZpEdFJaXgs/5c75YSnCp7PE1I7nV0uhMRIK0JgQiTzI5Vm029FLEun66HP60O/j8yyL0Qlo9rrYzXqW7Yu8S96OhAKk6zU2PG4OsvmpJBQgWa0w2bEQ1t2jJBTgey6D1ain0mhxfNGktBx0Ytfp+XaDkIYdNtLR8eCEXpFZj3iQRIHDeI7tU+1x92w1eCWXpNdIrbe7fb4fD66zTpEuSCkcnGZptjpsHiQIBxx4XJYxIuqwGgn77Sg6mWKtyVmywF5sdE4SBYHTeJ5ipTFR1/MmbBYDBxrC8u1Oj0+7MUQBHq0GqTVbV81G+ovmQlEQeLDip97usB+fvPkzayhp9Poqe2eZq89ZW/BgNemJpopkJojj/1lw2TX/jwz/IIgoQK5V5V8k4HfeH2gLn8fS8JuVNE+sZlr94Ydu+g3/Xj3koeV3NKaQUUmUYK4gjHoVfVUR8OuW0MlWCu04dsWBVXYTbQxKDGQsFxFNO33VRLsv0+ipVLpt6n09Xl0Htfd7EG4rUn0NgQYgsF055JEjwlGlTKU7uea03bJwJU44hLNagceeEN+y48RMFASWDW6+DTV/HGSLM6OiylBDyEmlwD8Nr7Pb1N5gAFS6Db4Vh5oMZB8rZjcmUeSRTeFDtkB+ip7nLGmoOyYfh/EaDkOfVL9C9xaF39HKKFHPteoIeohYbUQr2vfPIk+vbcrU69xxujA0WzQvBJ/DNivRdHEu+ZRpMkEC8HoxzIeD0QV6FnkNu+yc3NAXrE9p3rkUzz+M5/DazSz6HJzdMj246HMgCAIf92O82AhfkV6TXuHe8nRS2un1eeJz8/Zk8NzMGw29xFm2xKu1MCdzaEhO/Ix8iTWvi06/f9WoZFEG996pN7JTnE6Mv+aSvPSH+XBDg3NaWl4Lb3NRXi6E2Ixl6FyW2Qxxr6dhP+81dD4B2v0+kiBoPndnpRIBi4Ww1UrsYhyIApS786VITYpMyGrDYTQiilDttknUKnwpJfkhGKan62PUSTj1RqyKHqOsoIjSQHWjr9Lqdql3OpRaTYrN5lXjntNs5AfjdBIK0Or1CFotpCvj8966202yMEpCYVAj/2Mkwof9688+uSSkASc2/XWENGi1kL5w0TMZFNbCHvqqykE0e0UgJ8Fm1HMau95sFGekndud3jgpVUESRcq1JmG/A4/TTB9IFSokcxXyJ9M/886C50rg/uAsw0LAqSmIP4yViJtPE6SaYMDBvh8OxvHGogdJklB0Es/vholly3w7mb2BKVSmZ/kur/HVOYVd+F3zyRD+SfBbav7Xjz9kYkRM69yxVyl2ryNvXbWHVVmn1foMgEGykrqKVk7GZvWQ+5bf0Wr/DBouOeIM3UktCKhk2yfQBpPopN71E28IZDsvKXQqNHotBiS5CDeEjp87lvlQPGHV/AaPvENXne3+oYWeWgcuut5rUfxGF5aukUSjOPbeRUOEt/HJ0TB5wlP02r3Azzcs8nKNOm88Ed4WTzSPcRtMbOZHJ5v3yTTLXge5KcYBw6h1WxxXc9yxRCi3wKlz0uxBbgIZrU1ZGJ9ZF/kWH3S2Zxp11p1ukItTSfslImY756VxopJt1fEaIGyxEauOvj4pLX8Th8U8z5aCbB4kMSk6lK5IZU6P6kmkUhIEnoWDfNBwidmJZVjxOSe6zThMRmD0tb14hgWPnVh2NPq7EnBxPGQDmCnVMOpkHi0H+D7HQiOJAk/vhPh6lKB7UZfaHbIDrbc6Y6S0p/bZi2VHUvfn6SIig7rBWdFQu8lAyGHDrFfodHukyjW+naZo6Hss2Kx4LGb0ymCDla3XiZfLc+1PDzJ57gc97FVztHs9jPKg2WTV5RyrDdU8vpTDZTCONP3Y5Nlp+Zv4kI/zOOTnOFkcRDkv1sJ7fg+bhczUDY5Blid2/CerVVxGIyt2J8elAi/CId7eMMGQRYGw1Y7LZEQnSzR6HdKNGslahf1qDjSGbaJW5o7byUm+SKw2u8ZdkAb30KE3oOhEmu0eiiTSmeF97raYxojoJBJ6iS+5JHaTYaxp6SQ7GB9LAQcOvQG5J/JsLUS722P/PMPXw/lrZu8EXXwZEo8/SxUmlsLcxDApfbIRwuo0sr8V5Tx3u1KJ4XrbZrtLs93BbjFMrPUEqE9oyNNCNF3i7rIfxSCRKdZIFWb3MQCcJgtYzXoqtfmaeR1mI5ncfJ/9G/44+NV1zc+DaL3I75N97OIrxCH7zlTrepvv0S2jzhfKZLt6iKL8oGkFKgu36zYcHKPDo39Ml1f8vmDjp6yes5qOeDN7QUK1IQkCieZgEj+qxdithzFId2/9/QCd/igBSrXyIJS5a/OPvbdcn76wfS/GWbCOKhO8cIfHSOgl9jN5DBO0Ptds7rGIY6PXRdedT4xaL8o8sa/S7cu8z5+gAl8LUWqdDs+dy5oOQbVua+yvAgKvLKu8P0+NNGPtF3L4RDvWORb7kGmyWkOmWacjdQhZRnfiA+3H+SJGn9MJXq6H2bC753ILuoSWpJNBkXng8/H5aHJq326erBqgJZIP4HeNdwU7LOMyPI12l83TJC/Xp0tvhdw2lv0uPu7HrkgoDNxWtHBJSjePUyiCyNPlII+WAuhkiXSpxsOIn42Id6RT3m0x8jDs59VKmMeRAF6rmVK9yXY8zfvjGF/OkyRLFVqdLhZFIV6q8DWW5N1JlK9nSeLZMvq+xLrNyWt/iDehCI+8PjwT5Ie2E1keOnxIgoAiStxzefgwBwmFQZ32cBe+KAgzdTkn4VshRchrwaYfPNvLLgfn9RLtKc2IAPpJO9EL5BsNspUaT31+8p06T/x+3kQiPA8HWXTbQQcnjQIfc3F+Sp3zJZskUatMzVcZZIWtQpoFp02z3vcmVAGK7SYnlSL1Xpd3qRg2i57Xi+Gpx9+UHJtFQgEanS53IpMVXU6zRb7EkqAI7J5n2DpJzSTEw1gLufm6PzpOO70+C0FtpZBJeLQW5Ptxkm97cR6vzzZcGMZlWn4YmXwVn8uCNEHz2G41zGW1aTHqeH4vjCCJfNyLcpQYmGQ8Xgvhsc9WpemrKkuBca3UmxAEeLER4ct27C8rCKmqf5x/f8H4B0lEYRD1+dtUgmrzMRZxQK52qylM0uABrV/UaM6L3doRgvwK4UYQWZrDp/4SLt0qRvkHvlcW+ffTZb6UMvh1d/hejA/InGE6qVyzRKh2r3fnpU6Zn4stFOmvbvVbAJq98tjNr3YbpFsxXrqu9U1XDMszU4QqEB4S+161utiaUOMIA5eYJ7Zx+RhRgJOq9iL6JZtizbii+RqAjMRj+wqyYOJ9/pTKRZTz8jfWe20+5E5ZMHlYMY9KQqmCimWoucMk6nigW+CnCbaOB4X8XGS0pmFPN4x0s0ZP6hE0X5NR6wzHLUUUuef08GNggaeuAHuZHJV2k9crEZbdjqnHXqJzg1jYjQYWrfapNaAA389SeCaI05fr2kRwL5FFp1yPEVkSOUxoy+yowIeDKM/uBNHJo+NKEODFWphcqaZ5/Dx1XtekNIlOEHm2HMRtMtEXVF6tRHgY9uMyG8lVG2zGUrw/jvEtmiSjkZq9hNM4waWm2+MoW+DjeZz3J1G2Y2kKxQYuycBDl5c3wTCvQyE2XG5MiszX8xQvPCEUQaSpdm9V+fgxE+eZd0Ak7jo95Bq/vBFjr5zD7tRj1CmU1RaVKYTrEoYZRNRuMPDA78NuMuCxmNktZ/kpfc7HTJzTSpGOxsZoFvQXbmW7xSwBuxmbbv4osHyxaco06vycjNJV+rxeDGu6bglDuqPrbtdMEnqJz+kkLo0N1yV0ssT7g3PcXgtuu3ni+25CFAU6ra4mr7BN2SjexOP1IFsnSXq9Pp1+n63jFI/uzG8Wc2fBQ7Ey/pztn2UnktrlsHtqWZDFpOf5vQh9AT7uxag2WsiyeDW2vx4mqDa7vLgbQTdDW1SSpjdMyZLIk5XQRLvT3/CnxT9YInqJ/UqGD1kjLuk5KmCUl3Eoobkag27ioH6MKr9AFK530NIMrTmL7MGpe02y9Yj/INPj97kUtd6AoIhInA5lBDYLJSzS5FoVg8bd6ql9fi5Eaaj/FFGYPPHdhEofl8bk3VV77FUPeONZREQgNWfGYrOYwKrT4dAZqNd6NGekiPYzhbGo6CNXgPQUC829bB2jOHrOIiKPbMtYFBsf8mcj3fUwXkxxXM1yXMnxzLGMWbr+rEsiGjTYcXadfElPJ2WzyKhRVtido5s61ayiKn0CZotmWt6u1/PUG+BHf4R7Ng9SR2QvlePtWZRvyRTFZhNEgbfnUY5LRUJu2wUpnRwdGY6++G0W7JKOw+RsV5Vuv8+SbzzSIADxCWm9cqPF/cXrKPvdBd9MGZXPRwkW/Y6ryKnPYWE94uXjQWxiE1Kl0cJ6C93AWqvDQTxHplihVm2TLFTYjKXI125H4uaJxg2j1Giyk8zw/jTGx5M4h8kc7VqXsMGC2ASvaMKrM/PMFWTD5iFgtKDMUf5zXi1i1enn6pZXRImg2cJdl4cX/iBvQmF+CEV4EQhwz+OmJXZp6tssuG08CwauygUmYZLI/7LTycuFEDXaFDoN/ubshFa7i0s28sRzO4e8se8Ur7/zoJTDZTXgMsxHxG6SoXqnw8/JKOl2lWcLQVZd189480KeakBCq3ORUBjUly6HJkflgnYr/T6cZgv0dCpL/vmimc9XQ5xP6LRvzrDovMSTjRCbx8nr66AOuui3T9M8nJOMaslgXeLzToynd8cdwCal5W0WA8/vRegxEKavDZUY+V22kbKQRrvDh70YdpuZR6uTo7jxKVbBRr3CesjDt73ZjZ1/evyRoqF/4RHRf3A1olpo9jr8i2SaJ46XJJsZVsxuip1f9hAe1U9YMj5B1/9OT21q1ogqggG77i6xpszHXBYV7Q5rv+4BfzfUZFPuNFhhgSpbY+81iDrOG2cTz2u7copff58VY5Z2f/L7huHW6ci2tSNZW+V9fnA8J1aScLut9FHpqT26/T6tfpdWr0uj16be7VDvtmn0OvzgCVMsddkqziZg+WaDN97wxFpRLWSbdTacKxy0d0AVeGBfINOs87EweVOhlYbuo/Ixf4pLZ+aJw8fX4jkmWeG+JchZpkapVZzrfA4KedYcLpBLYzWjGzYPn2eQ2UskGxWCRiuv/GFi2QovfQOr1HSlynmpxLcJ0lCXcJiNcFF/FiuViV3UpYZcViJ2O9lKjePsdf3mZanBkstBo9YmVpm/Y30nlsakU6gPRXsDDivJKTVW1aFnbD5fKjiI51gOuLi34OPrUXyurnqPzUKlMV9a2mzQ4Xda2IlmcXkGqfcfliN8iMamRm1uwijNFhCfBZ0kseC0c5DOke82qMhtEo3R6+nQG3EYjFgVHQZFRhJFEFTa/R7NXpdKu8m6w0GyXGXZ5sCq16OXZSRh0ADS7HeottsU2g2KzQbxVod4a/Ji7TdZ+Jwb1CzqDRJPHD7kvsR+Nk/lxpwxTEQlQeBRwE9T7bKdz3BUA1kUr565drtHolYlUavy3B8k3qhMlKCaBvnGvHtSKbBgsSOJIpn69GaVSfWsPVXl40VT1oOgFxmJfK1+axJ6iY+pBF6rWTOi7jQZiV3U/+cqdeq6NveX/WyfTB7rXruZnePJr8+SYIIBCf12eK2QIArCla5wr9dn9zTNg1U/W0eTv0cSBU5i08fZ5kGCOwseDs8Ha4HdahxLyzusRlbCbrZPU3zc045MOqwGzbKjdKFKulDl7qKPRrM99tvThSpB9/i85LSasBv17B7/Mie33/DHwT8KIioLEn69k05Px1FxFZOQRxbtSEIXQWiDWqev1umrZbr9MgjTU0WnjTMihvuY2KV3tbQKuHVrVHtOPhfz1PvFqZ9hkqx8yY8Tti+FGL/zrXPe3B/5+5olyMkk7dALpFpZih0dLxyvaHXfT30vgH2K53ZAH+I/yZxhaLs5LU8Pi4qCjEnWoXQUXB09b5wG4q0K5/XpdYt7mTxGg0Kj18FvsLBZmN2o8imd4p8s3CXTKfK5MLuOrt2bHCXIt2vk8zUe2EM4uh5+fxqn2rndYnNQ1Cajijjf0LIrBtaMHsSehL4tETBY+BS9ndC3OCENFS9XiF/cuwEptZGt1CnUGtzze0hkylTnbHC6RLXZ5uVqmI+H19feazNPJaL7iRyLXjulapOd88kLQMBlxe8caJami1Uy5RrlSoPVoHuuJiarcb707CUJPbxomPJazWTKNd4fRFn0OJD1IgeZ+QjtrIzINCiiyNNIkONsnnenMdZ9braLWZ6Hg2NEtNRqTdTkvETE6GTJ7uCgnOXrNPmmOU65PPRdrX6Pz/nBMykrIg88XkyCjqN8gXyjgSyJ2PR67vo8nFSKfMqNPr8vA9fST1uZDAuugXzZ51QSoyzzoz/C+3T8VmoUWq5H59USIbOVgGgmWZ1cTlGYo3RhK5dBAP75wjL9cp/oLRt5ADr9PpGAQ5OI3nSfarS7bKdSPN8I82lPe14L2C1s5iaT9nK9ScRrI57R3mA8vRvmy8FoPaQoCvR613/o9vrsn2e5v+JnewLpvRPxsH86vVyr2+uTLdTwOMxkizWWwi4+X3TLO21GlkIuto4nE9BL6KasUQC75xkkUeD5RoSDaGbE4SngsY3MSyGPjX5b5Sz+yxp8/yRQgV9QqvJrxz8oImqW9Pj0DkyyCRGReqdLtlUn1ShTapSBMk+cQf698wJ/5ddz1hieMAXAjoADk2TEIhsxSjoMkoxeFFEEkMUeIh0EWmQ7NZzKG/SqhF0XZKtc50OpCswXBTOySrWrHcnbLlTxmS3Uh1yZVObrAGz12/whn+aZ/Z8h9v8ehMlEzCZrr0gW2cZZeRBJvucyziSifXUQGfqwn+KO3cV2PIMKhMxWFtx2+rLKWaNIqjk6IReGoqIrNifpzPj36CWZVYsbq2SgVGtzkC2QsIDTascolWj0ptdhNiZoh15i0eSmUpPo1No0Kl3CFjtesxmDTqaj9si360Srpal1bFpk9GyCg5KEyIbFg0M0kas0OEoX+KQOnhmvyUS2VudJwE+qWiNVnS9SVOnOJpPDpPSfRhbRtQRUu8phK3frrM15roQoXMvdTUrNDsPrtOC1W/h00ZEvCQKLficOq5FOt0c0WyJRqJAY6ox9uRbm426MYrXJy/VrofBJUOY4D7NBR8Bp5WCoFMGku45qnmWLiILA69Uw35KpmenOX2LhLIsizyJBTvNF3g9JRllMeqjA51iC9aCL/fL8TUfPfUF+ip7zyOcnU2nwJrDIViFJ5ZYbq0vkGtpErqv2+X6h8SsKAk8iATyKicNKjp9T46TCb7bw9YZmaMhsvdLRbXS7/ByLsWx3YNDLbOfn03KdxKXjtQp+o2WiPJqIQKYxPWIKcN/tpdPrsZPNks3UcZgMPHEFOUrnyNXnL9/4lIrjt1tI3fCd73TGS0x6Krw/i/HqXpjPu6OE8dGSn83D2Zsxr9OqSUSf3Q3z+WC8KUcUhLGW3U63x2E0y91lH7sn4xtH05wlMKVqg+XQwP6z3mrjdphY8DvZPElOJNs3MUvfGgalFh/3Y9hMep5vRPiyH6OvqnSGynjuhN1ks9W5O+l/w58Wvz4iqgq49RZcOhsGUU+/L1DptEg1q6RrddK1AjdlZIahV3q0Wl3+PqXyV/5lzhonox+PSq1Xp9abPVktm9aIVUw0e228Rh0+pUK+e053hge8RwnzPjN5J1js1FkRl6j3By5LdtnMef12Na2fSycsml4S1B3R6WtP7kZpfBWVkVE7XrKtwTG71Sh2nYXSjLTUkuTiUyfF92yaN0sR3p3GyNTqZGrX13HJ7iDotNIRehzW8xTbTXbTOSwmHYeVATHQIp6budH7maxX+ZqrErQ4eeDVs1WZfG0mySyZZT13jGF+iiXoqXVem62oQKJaIXHDelESBBatDjwmEzpFot3vkW3ViVXL9C6qUIfJqNto4rhwHUEJGqws6J10Wn0OswV289rPaKZeJ2ix8DWVwijL/BAJ8yEWnzkZx+bUspSA174wH3airAhWUpUKfpOBhQU31V6H/WR2pBN9EtKlKk+Xgnw9GWzkGu3ZtWmHyRwPwn5erIepNtucpYscpfIT922SKFzVwvVVlQ97MZ7dCbF5mpzYYdyb0d1t0iv4XVYObjQ7qTdS8X1V5cNhDL/dgstjYjMxOYrbmdPJCS7ksSJBosXyCAEFMOt0fMsOiIYK6Hvzp/zvOFxsZzKAwPd0mgd+L2/jUZwGIz/4fLxP30743STLlCaU7AzjkcdPtFpCMoo0J1x7v8VMqjZKwrZTWQySfFV/CXBSKgIqr4Nh9ss5iq3pdcTThkSqUcVtMLFkt3NaGo1kek0mUuXJc3vEasNjMPElNbgXqw4nWaDYbPJTPIosijxfClGoNjjJzY6sdVSVoN82RkQLU5x93p/EeLIW4OAkS6vTxaCTyUyJhA5D1bA+fnZvcpRVFLUpfbvb4ySR5+6Sj93T6+dfEgVOovNvkE7ieX58tEhHVDlK5snO2EzeRO0WGZtyvcXH/RgLPgdmvcJxMo8owv2lAIcnGdoa5P8vEn/h9Zx/DPyqiKhZMqJ2zZy1Wpwx3855GG69iYPqgAC2+j3+LtXgnwRWOK0f3+pzFEHGJd/n/3OWBvI8dSzw+9SADMmCgxWLG79RhyRVKXSitNXRSbXYtNJn+q76Uz7Kj741os0Dls0+Dmu3l2Q5qyfItz08sflodsetQ3Xi+MD0KRu8z12T5Eavw9OAi789m7wbv2f38mn/mlF8SMZY87g4uNF4Ey9ViJcGJE8A1l1uPAYzTrtCnjpu1aZJPIdhlGUyFw1NiWqdRLXOy8AKdTlPqjmePqt0xhe0J/ZFdtNV/m4ohShNmJBhsCuPlstEy6OETxEllmwOnEYjiizR7HVwyH6MegmbzYyhrxAvVonFy6RmOF1dImSzkqxWaXS7vI3FWHE6UQSRvdzkZqJiq4nfZCI/JVLjMBhYVKx8vFgIzvNFnq6H+HQcJ18a3G+rScfKop+upLKfzI1Y8d1EpXlNVKbp+wWcVsJOG8exPJ1uj51oZq7F5eFSgG83nFo+H8ZZC7vJluoUNZqKao3Jn2vSKwTcNs2O+0nHpUpVUqUqL1ZCHORylJvj5KzRmu1xLgLPFoIkS1U+nGvXpt8Levh5SLJpO53hScTP18L0DIvHaKLcbI0QwUtN1UKzwbt4g2W7C7Ne5nt+vmyN12DhrD05FW1RdNxzenmfGpzvqllbquiZP8Dn1Pi8UWm3eBUJ8S51k5QIvE/Esen0/OCP8C4VnUifZ6Xxc806PX2fVaeTo8L1fOLUm0gxTkTtej13XR4+JeJXNdYAphuNWt1+n/cXlsb3Qx70gsxmPDVVZ/VTKkHYaSV+MU5kSSSZn755/Hqe5E7IRTHX4E7Axaed+bq704VRwvr8XpiPU6KPWiUOl2i1u5wm86wvetm/cCW6s+Bh/2Ty2isAi0EnLruJdqfHWbJAs9vjIJ5jPexBUSQOY1mqU8bqMDKl29cPX9aLPl8PY1Fkfv5y8uvKdv8jJKK/qq75cqPNXWP4FzcIbNjdI1aR7X6P/yRRY9m0Ovdn2BUbvc4a/2IoSnJSy+LUDWRtumqf/UqG36dj/E2ixFbOTq99H7f0DL+yTkT/kP3KfCR6r1jHKJo0PernRbVb4w/5KpL4T1DV0UlHEkYX1hXD/RESeolYO30leXIToiDQLY2+1lVVqv02Zt3k+6QCJ/ki709ilLJdMpkW26ncTD29oM06tjh9SGY4TsAT652RblqDqIw4OC2Y3CwpEf7uLEO2eYPIaEQSZqHT73FSLPIpkeDteZRyqYUhK2NI6NCXZd6dxYmVb3fvbja/HRcKHBTyvI5M1zv02yerLdxxOLE0ZXai18+dLIl82YvzbPVaRqtWb/N9J87OZgKp0uNpwM+LpRB203g38lEqz3rIg91kIHfDyUQSRR4vBXgQ8pHOVPi0G6NYbVCo1PHbLdg0Pu8manXtheoglkORRRa9jrHXshMiXSa9QtCjTUJhtvTT5+M4cm8QzbyJ8hTNVwF4HgkSctj4eJ64Ko3QQq49Tqyr1Q7SlIJOvSTh1BnHmnP2cjmeeq+7n09KBTbTGZ45Q0TMk7VtL2HXT74/j9x+zLLuioSCtoasSVGIT3AOA66sVbVQbrd4F4uxbvOwatfuPL8pQab5Ha0mmXaVddc1UTbfIJaKKPEmGEHtwbtYjO6N6LhOmhyr2c5m+ZxJ4nNZeLUUxqhoz3ddVcXjuZaGCtitI3WZk5AqVbm/4UNRJB6tB1nwO5BnyBbFc2XslsH9e35/OgmFyRHRSzTbXc7TRe4sDHScTfrROUgUBVbCLp7fi3B/1Y/JqOM0UeDTTozNwyQOq5EvezHCPjvbxym+7sVpt3o8WPLzdC2EZUqa32LUUZwijj8MRRZZCbp4vh7i6Z0gIbeVz/tRqpUmC/7ZmqK/4c+LX1VEFOCnkyQLdichp8ph9XZR0WxnvDmoo/b5m0SVfx68w0n9cOrxYUOEL1mJdHM0YlfqNHjsiFBojy+EA2KaZf9iDVo3LpMvmbHIOiw6BYuiYJQldLKITpKQBBBFEOjTp49XidDoHaEIBjrqfIPyJlRU3hXP2LD8FXbhGz0uF4gGXOigLhiW+SmjHbXLtiq8DK7ys4a70ktnhI8743+PVyu8DIT4dDY7Epip1Oj3VMyKciVtNQkOox40OEqz1+Ovj1Ms2XysuAV2K3GsioFqp4ZJ0rFuivBTLElX1SYrvVt6Vl9CROCp3Q8VlZ2DDCnKvFqJ8P0kyeOgl4axx0Fl/mh2ujYeAeirKu9iMTwmE2tuN58T49fUZNBeBF/6g+wdZ2jdqHXUyRLdbp/d47SmvWa73WN7fxDNEkWBh0sejBY9p/kimfKAuOkUmZDDSrkyeC59dguLHgfH8RybB+ORML0is32WJuK1I0sCeQ0dQoA7QTdH0ckR4EyxhlGvjDkxFasNTCaF+lCU0qhXCLlt7MenRJSrDWx2PeUJovgwsFAsHiV4vOAnVa9eue0Uag0E/UAwfRhPQwEKjcZcjWcrbif7GiL0p8UiL5ZCvMtqk4mHbj8fk9qfX2oMTBqGn+ovmSSKKPLGv8BWMTWxftSgQb5MssxDt593yflSq4+9fk1v+ksc5POseV0cTBHf38/nEAX4IRhhq5AeaSRszUFEASqdFn21xD2Ph51sFnmoSei5P0i6WuXtFKvPm935WohVKsQqFax6Ha/CYc5zRVI3GpQ+JRMsue1EcyVcZiNJJkecV4MurBYDW7E02XoDoaVyEs3T7vaQJIGAx47LakQvy3S6fcrVBsls+Sr1HPY5WF2Q+bg7O4o6yYhiGM1Wh3imxNqCh/NEgTsLbmxmI41Wm9N4geNYHtC+j0aDbtBDoLt+pjrd3lUjlCJLPFjyo8gSB7HsSLbE47RQ1nByEwQIue147CZEUaBYaRBNFznRGOPFUoNcocq9ZR87GvWuf3lQf/Oa/7XgvFRBqQj8sLrCx+LJXPVP9+0+4i1tWaOu2uevE2X+5eAax3Vt288V0z3+f9ESnb42UfpWjPLEGeFrYfrgT9Vr9FUod9qUZzQSPHIE+VQssuS3k+q0sSs+PHoLNp0eowii2KFHg2avSK1bQJ3R7b9XPcetW2bDXKXVO6KnVgE7LtnNVr4+1U+8LY4TJKui5/h88oT6IRnnVSTExymLsUlROCsU6KvwbDHI28r066co0xeG03KF0zK8Ca+iN3TwKG72M1V+n59OCLpzumxdwiwpPLUGSCbK7EyoIdxPZBEE+N1KmL12gVxrdt3xWbGEVa+notEhna3XydbrPAr4ydXqJIZ87Ls3FFMv60EnRUSki8hKq92l1+pj0o8SuGH0+yr7x9ebvvWwC4fLTKpaZdFp59FiALXbZ+csTTY7OZWmXIjURzMlAi4rPodFU5ZpWiT9Eo1Wh62TFC/XR329vXYLpxeLl1GvEHbb2J8QCR2G32GdSkQvsXmewqRTeLUY5uNZjE6vj81ooNQckPHHIT/VVpsv8dmNJZdw2YxoZIsBOM+WMUjSWA3mj8EFfppCoE6KRV6GQ2M+9J1+n7eJGA69gR98ft6no2Pz501yct/lpdhsTiSh6o3j7zidvJtCQi/h1M3WPe6r8C4ew2M0seH18DEz+D2tKWoYN1Hrtjmt5Xnk89Hrq6w73UgImhu6m7iNJkKl3ebneAxJEHi6GKTeaLOfGTx7fcDpNBHNldCL4011BkXm3rKPQr3BQToPWXi44GfzLMWizc69FR9f9xP0+irxXHlMJ1MUBHw+Gy6bCa/Dyl+/3x/7Di3MioheotHq4LKZiCWL5KfU2A7j/mqArQsr0XxJe9OpSUoVif1oBuuFQL/bZiLotqKXZaqNFrFMiXimSDxTnHkO9WabRqvLwUmap+shvuz/JWqH/oZfJREF6PRV/u4gyUN/mJJcJNOaXkti00vEpwTbeqrKv0iU+JeD6xzXrwexLMh45Hv8v89mR19PqzkcioliR3ugGiSFeLHCzOlNhR/cS7xNDbr/NjpBIEOp06DU0RrQIrIwIKkuvQmzLKETVQShRadfodbL07qIBObaRd51ZF4539DubWEQ/ZSaFird6YX3R7U0DzwLbA3VfT40B3gXmz6Zb+XThO22kbqrYSw7HWwnB9f281mCH+9E+Ck/eRHrqPMRxr1shZeGCLVGB73YgRk1ue3+fJ8bNtpYluzsnKX5NMF5qT9E6FUVPh3FMesU/mo5wvtSnPaUgiVVgGWHg2+pyfV831MpDLLMD5EIH2IxeqpKYSi16zAYWBiqB9WCMpTiS2TLPFoL8vV0vjrW01ie0wsdwWWjjZ2j6TVyl5CHrP+S+Qpeu5mQ2zayqPocFjbnkGqCyyamKE/vhNi6aGKyXUg4GfUKYc/0SOgwrFMEum+i3u7w8SDGWsBNky6qQSTitNHsdPmmkTWYBoMsszmlUzxTq/F6KcxP2euGvOe+ID/Fzpk1jyRKVRRR1FR8KLaavIvHWLI5sRoUvg3Vj16WxxgkmSfeAO8Sk2s1gZENrCgICIhjRhJa+J5KDTZdczRGZRt1so06j71+Cp0GtQlaoMMwyQougxGrTo9RUjDIMhZBx+dEnLkdNX9BcKqnqleR6vWAC5us53s8xadkgjteB92hppkFrx2308JuPMPHk2uSJIsihepgTFvNej4fJ3g5Rdqpr6okCxWShQpGnczjtSDbR6mZzYfCnFT7xd0I776fEfTYSGRnlxvJkkh+KCp8nsxjNuqm1nEPk1KdIuGxmVkNOjmO58mXZjunaaF60SXf66l83Ynx/MECn+aIFP/ZoIL6S6Q4fuX4VdWIamEzlaOclXjqWJj4Hqui56g2u+t8QEaLrJo2ALDJVuiu8R8n5isBKHUaLJqnuGkYHKgzBr5F1vHYHuanZPRqcf+QSuJRpte5dNUeyWaJrVKCd7kof5eJ8ft0lp+zLb4XzCSqC3Q79zEJz3BIjzmpeqj3/zkeYY3z+ny6ak7L9bkvmh180ki/3kS920XRiygT/Iet+lHtx63TDKvmyS4jJY3mo5t45AigT+lolHt8OEyQ3m/yvLvIY2NwYiloc0Kk+xKPbT5eKUGKxzU+7scmRg8Bzcm/1u7wcS9GuGXhhXO6e8mkWrOR8+12eRuLsuCws+F2c1YpIQnCVT3obnT6MyvekDr6fpDgxZ1xN5RpeLIc5N3nU14M1ZneBplSjWajw6LPcfW3BY/j1o0FXw7jLPqcOMxGdLKEUa8Q8djnJqHA1FrMSWi2u4RMVjbsLvZT2TFXrHlwP+SjOkORYjuRwakbRIeGO+RnIV6tXFl/TsJpucj3dIYnziALFjswaCa66/TgMZh4O4OEwqjEzqtgiIPCfNe92e3xwOWd/cYhfM+kSVdq3HN4eOT288oX5k1ggR8CEZ77gtx3uwlbLRh1InW1RbRRZLuUYrOUpNxt8FM6is9t5kUkyDwSsPOoSEzDfj7Ph3QCu83Iq5UITpeJar3FkztB7ix6OC2W+Hgco3bDdejpcoj4RUOT4SKt/ek4xv0l/9h33ESv3+fr4UBQ3qSfPpfMioiKgsCzjTCftgfkzesat0HVwqP1IMnsdcam32cu//er41eD/PztmGqlxfO18C8YnQMye7NT/vPWOc83wnOVJPyGPx1+tRHRYZRbbd4eZPlhaZn9Zpx6b3RQP3D42KnNl6roqSp/n6ryz/0veJstEZuTpF3iazHKE8cCX4vjxNcmm4DJkdsls5N2G75kRwleT1WxdANkJ9ThzINqt0m124QauHQWFkw+sjWZg1wdY89H2GLFoAjU+jVizQxtdTz1tV2OEjR7SNRqOLpmYv35UjRHxQJvIgNJp5u46VbS7HYRqgJGWaahkX5L1CfvxhVR5JV1gQ/fE4DAnQs+qwLfY4P0+YrTj9dv5GsrRmOIfNb742TAIEo8swUoZBoc7M52i7pEe4qkT6JYIVGs8Czso6Rrc1wtjr2nNEO6ZhgnxSIC8DIUwm7X8Wk3NlYPqgWtEofNgySrQRdHydnPmSyJ5C4kZb58j/LoXoDvpzOigRqMplBt0O31uBN0E8+XR6RiboPDeA6vw4xRNyChe/H57xdAozk7wmYx6Fj1ulAkkWimRPziX9hvJ4wFg1vHdu5231vpzY4GVtttXgfC7NdzVG50yM/CcaE4JpWkhW+ZFLIg8mNgAZNO4W/OT+aKcsN1lsJjNLGVud39S5Rv1xXtNppYc7o4rRQ4b883NxskmTW7m1SjSqndpNRuEquVWfQ58MpmPsUG84UWpo3leWFWFNwWI31RxWLRkUlUOZxSO283GdiNXV9H4aKuta/CSa5AyGMjPiUq2btQTdg5S7McdFEqNShWtTNC07rmJUnk4YqfLzvX8/Y89M1uMVx12Q/DoJut8wvwdCN0JXS/sezn816MjUUvpVqDZGH+58Vq1FMqjz/3n7ejPFgLsB/N/mVKOv1WI/rrxtvTFBGbnZALDoYamaq94sRjRATCRjd22Ua3KxEvNzjLVfl9RUaneHhi9VNWy5zU5m+MOq1lsSsmSjdS9II6+XI/d0XYymQ0yRfAh1SK9ZCDfHfyb5mFRZMXs2ThayFOppZEp1px6618y6VJDXm8K6KBZasTt9EAYpdsp0C6XaSn9tnwWvDqbGzu3q5R7G08yuNggO+Ja7IiAGf58d9zXizxfDHIzzfqRb1mE5mu9gQcNtmwVox82ExyOV02u+PX8rxQ4rxQwqI38mxhgRMhS6JdHpF58utNrOndHJ7l+DKj9EALjTnShjuxgSPIX61E2G5mKbSvv/8on0eRpLk6g+9Z3Hh6RqKbRVSjkXshL1/mSLFL4jgR7XR71KttbMbpjTsAT5eDfN6+WKBUOD/JDRbIKR7PvQmhzkqjTTdT4s39RbLFGpIoIgoConiZOLywIVRVen2Vfl+l2+vT6fXodvu0O90BYeiB0gW68Cjkx6CX6asqlWaLVKk69TflNOreRGDV58JpNlKqNTlO5TUdnsqNFqV6E/Lww50Qu9XcTBckgAWHnR0NdzUtFCsNHjl9/G389FaFi9l6nTeRMD8nZ6cju2ofRIFyt4XTYmDR6kCHRKZe47hUmKgqc+letmCz8yl1u/FyXirxIOBjKzedwIYtVkJWK5+zCX5OnbPmdGk2Ld6EQZK5Y3PxPZ/iiStAeki/86xS5IwiqwEndsHIl8T4RmoejdxhmBSZRbsDm0FPt98nU60RK5XZSWVZcTjZL9RwCdMdwO74XXw8uk7Td4fKhmrNNnaTAYtRN1ECaVgs/ySRx++yEjBYRyKUl5gUGVRkiY0FL9/2Ru9npjA7Rb4cdvNZo4QgV5wduLi75OP74fV3Xqbk984y6BWZl+sRPh1E5+JqJoOOEtrnu3WQ5M6Ch1TpL1Dk/h+hfNM/KCIKEC1XSVYE3qyu8LF0wrLVRbR5PSjcOit+vROhryNf73KQr/Ah0wauF4QfvAv8HIux4fTwd2cp+qisOkIsOA2cNVLk29MHY6nT4IkjwtcbA6+qEamSEHnhWpi5UHT6fRxqiPyFP/G8EBG4Z4tQ6/TZLqbh4vhn9hX+kDpnwTSeLun0++yXcuwP9SE5dC6WrHaEnoKjrseiVG5lh6kKcF4r4TYZr5xJIg47UQ0fYYBPZwl+uBPmbf763vksZjIa4u2vnBEO9opkbnjEl6ZI61Rbbd4fxBEFgZeRJVrGNqpNxNpS2DpL87F/O+HlYUxL2w+j11f5eBjDatDxu6UI7wsxOqpKu9/nrss9UTt0w+zCr5qIxUtET/JEGSwo5VKDbq/PoyUf2WaDZHGyXJA0QQYmXajyYNXP5nlqYkrWYtBxdDZ6bvVGB0dHwKhXJmprTpPm0kkSWzsJFoJOPh3evqHApFdYsFopl5uYBImvGtFZh8mAz2nBYtIhCgLNbpdctU6qWCFTrKI3yVj0CkseJ/2eykkqz1FienRYEoURCafPh3HsJgOvIiHep6f/Dp/TwnGyOPF1RRR56g1Qq7XZj+eIVyqsmgcajZ+ycbpzLljb6SwWRTdzvN5ze3iXirLmcJFr1sk1r+cvq1HHss2FSVIoNZscFvNX97PV6/HY5781Cb2EXpi8DN1xuLAZ9HzJJIg1rse+WadMbPC6hFGSWbW52CwMSK5R1q4DPioPDCbWgm5MqsL35PUm+2bKfBgGWWLR4cBhMNDr98lU68TKZXYz45uLsNVKtdyk0moTskxOby95nXw+Hr2O9Rt6vvF8mQcLPvZPM/Q0GNlN8pzKV7BbDCyHXJzER59nLR5q0MksB11saTg5xTMlrGb9RPIW8Tv4OqE2/SxZwGqZcqzPQTRdHPlN58kiqwtujmI5Wp0uH3ejrIbctHtdzjPTbVcNuun05vA8S9BnxzBHc+Rv+OPiHxwRhYFu298dJnngD7NiNhBSjVRbKifFGtuZOttTyJxV0bObHSyye4Usb4ILvM2ecVQscVQsIQnwxL+MydBnvxof0akcxiBFH+Fr8ZpgJmujM6dLZ8Kr2OaKVgC8T6RYDdoozqErapR0bFjDnFXLvL+R6ncpFj5f/G3OpkmK7SbFXJM3jiU6zQ6dQpdVhwOvzYwqQ6ZZ46xcmiqDVGg2eOjxka83UAGf2TyRiALsnGVZ8js4rRWBAdkY3uCaZIWHuiBfvmmnhLU8nm+ir6p8PU/xOhiiWm2hGCUW3Q6O5vQa18K0xUsLlWabT7sxllx2zG49X4opHMbRjuJ1s5MAZhLxMvGTAvEbzkxum4lcfvB7t0/T6BWJV3fCfD5LaNa5iRoR0UtsHaV4cT/ChwPt5/Je2HdVMzaMeLLIg7tBvpxr1w5PKxlY8w2iKPlynRd3w3w+js+doTIbdITMFg6jOQLuQeTn2cPQ2IJerjcpa+hXKrKI32klEnDwd/unFCZ0+GrBbjaQveFdXqo3+boX52nER1ZoEKuMbwgUSWS3oB0NDZmtLFrsHKRyfL5wrzIqCtVOm9NikdNiEZ/ZzKLXwbdCitoMG9tyu8WPkQg/JSfXyVt1evLtBj1VZbeQY8Xp5KR8/YxVOm2+5a7vq16RuO/2YNcZUHtQr3bRidLcTX/D+JZK4rGYyA5Zbz7w+BAFBiL8GvspvTw9zWuUZFaGSCjMdsE6KA3m/bthD3JXYjuVpXyhhqCTRBYdA/OKvqqSq9aIlspXXfHT4DGZUFvqleGEfgpBMsjyWElEQcO8Yes8zcv1MJ92x0lfQ8MwolRt0u70xmw7b9aImg06gm4bu8eTI9QRv4PtI+0512TUTR63Kiz5nXw/Gp8fXDYTrU5H0+zCahyNIB/Fc8iSyMv1CF+O4hPrePXybHqTSJdw2kw4bbMVHP4kUNXfvOb/oUAvSTzxBkjWqmRL8HN2/rql+3YfP8evB/enVIIlu4PTi1q+ngqfLnbMVsXCk4CbplDjoDo+uM5qeeyKkVKngUnSkaxcd8xv2Lzkqi22b6GF2u73cBOhyNbE93j1NoIGD9+Laf6Q1iYSIYOP2EXauzmBSGthyeLk40GKbl/ld8sRPhzHOB+ysrToFBbdDixGHY1+l/NaeSSqArCZTfPjUoS3p7GZGcZmp4tSE6/ka4a505rVTTcNX3LaE6LTaKQwpyf0XY+HnW9JwosO3l1YLwZdVhYcNnKVOseZ29UJ19sdJFGYyyd5GNF8CfLwciGAThVZNTkIC1ZSyTLxkyKJKRsop9l4RUQBWp0en3ZiLPjsKEaZ/eTogjmrSeHrboyNRQ97sVGy5LNb2NyfHPna2k3w6nGE94caC+SESOmdgIsvQ1GUz7sx7i37OMuXZjqwWA06/CYzx7EcVrP+Kv14epwdkPM5pGY63T6Veout/SQ+q/lKI3QeWI3jRPQS29E0elnid3civE8Pot2XeBD08WHI2UtE4LHXj9CFrUSa9A0ZLKfJQHVog5Ou1UjXalj1ep4E/OxV8mNjbRhfk0mcBiOFm0YOF1h1Ofk8pCPsNZhHiOhNtHo9tgsZrIqOkMlOodWiRQ+rQYfTYMSi02GU5YEOpyDQ7fVpdbtU2y2KzeZI6UKvr3LH7iLXqPPUF6DWbbM1w1FqWm2jUZJZtrnYKozO++n6fPf1coPwVyuLSBWJVLlKtFT+Rc1odr0ei6pwXr6eJ5UJJPrxYoBvp+PrSL5aH8wnNxjeh8MYz9dCfDkYjbzX6toRx0arw0Esy5P1EF8vZIyGu+ZtZgNuq4nD8+nlIpMiiPdX/WwdT79vWr/dqFewWQycTMg+7BwlsZr0VIZ+V7fX5+NulIjPgaITOYqPHytPaJAdRshtI+iw0i7fLnjwG/6zxT8oIurUG9lwedjLZ68077S8dydh0eK4sm+7RLvfQ1YVJMQrX/FLVDod/u4i+rNgDbDqNhNvZUi3BhHLYqd+1bgUMDpIXaRKX7kW+ZROaMqqzMKHZJrFgIVyb3ShWjH70YtGvubjnE7xXl80evmQuV70ixoi/FoQBQFDXU/3okHpQzHOisfJcfZ6saq3O+zcUBgIWy0EHTZknUih3eCoXOBdMsa6x02mOnthOCuUeLEU4qfyOfV+GwF441zk62Z6zAVlGB6zaS4i6rOYKZ3V6Pb6WJTr1F2iXCFx4YQTclkIO+zkb0FKrUb9VPcYLdiNBlZcDnRtEVMcPG09n6ZoRQ7DrNdOO56nSyDAy/Uwe6kMlYuIgyRNJ6K9vkqhUMdhNo7YaYYcNr5lpjcMfP0e4/6Gj+3zUSJQ14h2iABtdawsauckTchrw2rUk8hrlxjYjHo8BuNVujHstbNTHXxntd7mXsg5FxEFCLps7J6mWXNZyQk15jC+AcA4wUjgEq1ujw+7UZY8DiSbxG5+sCFoC4PonENv4J7TQzRXYvNs8iJuMehBg19UWi3encbQSRI/hiLEWmXOq+MZk3q3y2OHXzP78joY5u2NTetWJo1RVmhMibY69UYcipGdfJY3vgXStRqVdpvKDBUAGBASl8GATa/HpOiwyXqe+QN8ys6X3r85F1/CKCssWx1s3yChBkkmpnFdJiFgstBQ2xh1ek4KxbmPG4ZJUfDrzBzeyK5IGgRJkcSJdpa9vorPbhmz7wT4fp5kNeTm6EIhQpZEGq3JwYVur8/XozjP74X5tBO7Ss07bSYsemUsda+FSm18XpMlcWJD1DCyN36DKAycmaYR2Ha3z4OIR1O6KpouIgoCLzbCbJ4kaQ3Vx0oTNiuyKHB/yU+30WP/OE06WiLome049ifDP8Ia0V+9fBPAotXO60CYWqfNz4lzCq3rAREtl1m2TpYDGoZNMmpGsQ6KOV55I1OPPa9U+JuTJAeJLovSIk/sy5gkHV+L5zx2RLDKJvSixAvHIm+TsV9EQgGavS4+YREASRB5aF8kYgiyWcjzMRebWTcmqvoRAetUozJXev6Vc4G95DUJa/f71PRdTDPqa9KVGl/OE3w4jHF0nkepCqzrXSwbbYRkM6+8QZ66/dxzulmw2HEajCg3JpCPp3FeO8O0ez2eymE+fktNJaEAlgnEbBgGWcbV1FG6cPjRaQhNA8TLVd6dxTgsFAi4LLxaDbPinf5MmafYcV5CL0s8CPh4EwpzT+ege9Zk71OC799iVItNYntZ1gPaPt43IU27iSp83ouh70k8XRrI+Qhz3PRcqU7Qbr2aJFb8Lr4fzK7fVFWV5HkRv2O0Fq6iEd18thKeGAmJZ8rUKy3uRcYlfuxmAx69kbPE9TNpuqEFunOQ4vmc0lLmi2MPolleLMwvY6VX5tvLn2WLnBzneOMJs+J00O33ee0J0ap0eH8cIzmje3yWpFe71+P9eYxUpspLR5AN+/hz8zGRwG8avScrDgefc+Pkr9rt8Mjlm/h9PqMZs6TnqDS4/rU5uv+H0en3SNVr7Bfy6CWJv4+es5PN8to3fZ69RFODIJtkhWWLg+3CeJYpYrHPXerhNZqRZBBUkY/ZOH6beb4Dh6CTRFbMjjESCiBobAKfLgVJapg7XMJu0U4dd3p98o06bvvgHC3G6Y1QMOA5H/diPL8XQRQFvE4Lelkimppec3mJs0R+LLL5aD1IPDOb6EfTpSsLUhh0yM+KogKkspWJclt9VeXTbgyn2cTdhclyYF6HhZdrERySnu2tBPtTyg9+w58Wv+qI6AO3D1kU+ZpJclaZPIj8eisnlemRrMeuAF+TkwfEh2ScFbuL4+r0HaOKwLdMDjJgko08DUSQ1B4GwUBQ5+J9erCrkxCRRRFZEJBFEQkRURCRBAFp5H9FRATEy/9FoF4VeO6+y3Ezy7sJtpxaeGBd4ENm9De2+z28BvtI1/xN+AwWto7Gf3e0Wub1Qogvh/OfQ6fXx9s38OkPZwQXHOynx2usRMChk7EY9JgMOgw6GVtZoV1R2MrO12WsTCCVw3hs9fJ9Z+jc59gbxMtV4hekIeSyEnHYyJbrnGRHny+jBkEXBYFltxOvwUij1OLsLMeJhgC602pk/yRNvw+50zLLEScnMyKx3e7sky9UGxT2Gjxc8mEX9LgsRsr15lRSv3ua5sX9CO8PougFae7NerXeYsFhQq/IV7WhvX4fo06+aqZwmI0cnk4vTanUW9TPsrxYD/PxIt3vtBixSzrOkqPXpK5BdI8O03gdZjIzBLGH6we/7Ma5t+odi+5rYeoG4AZUFXbOUry5s0CyU+dTev5xo8zwGL9EX1WvXJ0eer3IeomvuSSqMBh7CxY7qfrg+TVIEl36tCeoM+QmRPQjFhudjsp5/XrO3S1kseh0MzVRhyECrwJh3sUG99Usy7yLx3jqC3JaK1CcImNW6Y5+j0lWWLQ42C5q3zOHzgjMzma4DEaMeonzaolFg4tWr4ffZyFVnr9cQxIEHjh9fItq10rfdKJyWYxsnU8nRUbD5KU6X2mw4ndRqTcxG3SUZ3VxMSgQi2VK3Fv0kk5X2JsxDofR7vZZjVzb8NrMBg7O5zxehUW/k2/VBM/vThbov4lEtsz6spe9KcYyqXyFVL7C8/UQe7Esak9FBO4t+RG7KntHab4kJjdw/qVA/a1G9C8fsiDy1Beg2GrOlPy4RGJCymP4Mwsa6YZhdPp96AvIgjiQOZkD9W6XP0RTvLQt0OkqJOJ1lL6OnjqYijoX/wYMaL7PdBoM+C0WMug5yous2JdxmfX0pBbpTo58V3ugyYJEQqPoHQb6f9OIaBAHX9vaE8C7bJw3S2E+nc6OlJllhUd6D9++Dd7r0hkmvrfR7g4Iy8UC8GoljFrsYVAkmnM0REySCrrEj8EIXz6PpiM77ds1WsTLFeKX6Xu3lYjdTrZc4yRbuGqmCNqthK1W+o0+sbM8yVSOWTYAK34XXy78xev1NnKiTthnI5afHHHQSntrwW0yYClDv9WicVJBARxmPVaLAZNJh84gIysSoizSQ6XT79MoNflnd5f5+2/H3EY76Dxe4NG9EJ+GNBMtRv0VEV31OPiyN/u56fX6fN6J8mJj4ONtVGWiqeLY+6Lp8c1ovdEhEnTOJKK50vXi3VdVCpkadqNhqvICoN12PAF2owGvyUQqX2Url+HVcpD9Sn4uqadfor992b296nTitBr5nEvwMRFnwWHnvFLikc/Pu/RkInBYyrPucl818QCs2JyUGi1yN2pNO/0+TzxuPsbnI9dWnY5lq4N3Q/X4dr2BaqfDl3QSj9HEI5d/0KykgfxQPaxZ1hGx2NmZQEJhUIM7C3adAbtRfxW06Fxs7j6m49z1eTlMz05bC+rA+erT2eTn+qal6pLHyafj6eNAlqZvrI9TeZ4uB2lobMZsJgNBt3WQMVChXGuSyJZJ5yqEXTZEFSJuGz6PlXy5MTFDMYzhCO1KRFuuafJvEXm4GrjVMTBQ1pgHn/fjuG0m3AYjIYuVvZ357XZ/w58HcxNRQRAk4D0QU1X1X73x2n8V+F8xYFNd4H+qqurvL15zAP9H4BEDSet/XVXVPwiC8O8Cdy8+wgEUVVV9Nu0czIoOl8E45p88C2flEoteB2ca4uEALz1hforNHhRHpQI/BiP8nNX2rL8Ju6xnTfbz6cJv91kgwOfkLx8UK04n9U6HnWyWRzovrV6PnXyOYZ17nynAgs2KQQ81qkRbGTpql4fWJX6a0Lw0zdv7uTPM5xmaoV+rKSJOO9HC5Kj0HbsTId3l+xApyRfmq98z6RT2zjLUmm2eb4T4Q2X2/b8plD+MJ34/X7+MX4vqHF7jkxAvVYiXBqT0cdDHsmih2q+R2S9TYv7aNIB8fvS6lCtNXLI4qBObsKnKV6ZfSwGVV6EQp7sZtuoJnq1eO+7Uai1qU7T0PC4LuliTcEePL2BHNMmkajWi+dJMp7DvO3FePo7w4SKaaTIoUIL1oPuqYWIWnFYTiz4HYltl3e3i7fZ4DXTIY5uYGtw7SvPiUXhEm3EYBp1MIjf67ObKdR6s+Pk6g4j25uwS99nM6JE4SuZZ8g3KOj6fJHBZjDz1B/iSmj4vzLv51cJpochp4aLT3uOgr6h4zeapJPQSjiE/+A2Hh0SlSnmCJacqzhcuD1usSIh8vyF+b1X0XLbIZxt1co06P4QW+JQdLWUyyDKVzuAcBiTUxu4UEgpQnkH2rYoOr8XEYfmadJcuOuZVANN8v+2HYJj3J9Ov6/BvWfW5+Hwyx2Zsjvv/5STBP3+wglXWIYkijWabVKFKoVynUtV+jjvtLq12j1i6ROxiI+d1mokEnNSabQ6iWfoaGZP2RZYj7LPzdY5yHRhYlQbdNkw6hUq9eWv31J3jFE6ricKMuQ5g2e2kWKzTbLR5dj9CLF0kk7udecKfB+o/yhrR20RE/01gG9Cq6v2PgP+XqqqqIAhPgP8HcO/itf8d8P9VVfW/JQiCDjABqKr6r10eLAjC/waYWaDSavZYlz2oOsjM0PK8iaDBpklEHToDWxq6b5PwPhlnzeXmoDxdtuOJNUgy3eBT/XqBOS2VcBgMFJu3a2IBeB4Isp1JX7mq7CSzWJ3jPs3pem2kO1QRLbzwB2hN0RCcVNRtU/ScRWcP3ka3i2oFfUWipSGR8qM7zO52csyl5DRVwBswkalOn1gehH1XKZwve3F+eBTkrUZd2zDyExqVFh12ort5zbFeqDb+U+UI7IqOp7KH3T/EcUVUgl09WPozf9/I+fmdnJ+NpxDzhTo+xYrLYiR/oylAL0tjfxtGxG7F2VHY/HRNvqd1HY98tl7G1oPT4xQPf1zl89b1Z/htRkIR50xi+n0rxvqqh/1YFoOiIAkCnUZ34nxrNupYCbjQCxLZTJVEosh2YvBMO+wmJEmkd0Oyxeu0TK1ROzhI4XdbSGk0fIQ99qs04zC2jlO8vh/WdAS7RHuOkohFt51mvUusPDi/YYmafLVBvtrg5XKQgynR0VnOSPOgp6p0232MPQmrQ8cb/6Aes9HrUmo3ydRr1G/UXn7LpLAqOhatTg7z+YmGGwB7xexEb/tLPHB7iZfLmr/TII9uiFUGRhgrdid9sc9ppQiA22gk1m5hUXSEzDZ2i7Pn72h58rNhkhVCNit7pdHPSVSvs0s7+SwvFkN8m9JQ9iYY5v3xbHI/XAohicJcvKMxh1vass/JfixLNV+f2rB0CVkSOTnP0Wh2eHAncKUbmi3UyF4I11vNelYibrr9Pvvn105El/WkFrOefmb0BwiA32XB7bSgl2Wa7Q7pXJVcqcZ+NUOv2+comuXBip+22ucgNt/62+urrARdM4no/YiPzc0YVrOBarXJl81zBAHurvqRJJGdw+RfrnmRyj9KZ6W5Co8EQYgA/wqDyOYYVFWtqurVcDJzsYkUBMEG/DPg/3TxvraqqsUbny0A/23g/zbrPHpqn/cHMeqxDj8aFlg3z9fIAZCqaBOqdZt34g5fC121T6ejogjal84oKbwxL/P9JEe2PjpgCo0Gq875GqcuIQBvIhE+JRMj1n7dvspdu2fm8Q69gdNCic+neR7atX2n2xMknO4aAuRnlCxc4rhS5OHSqIe6RdHxgynAt2+xiVZ5S47p10OWRM5vpGEP9jIsXfhiax4jimRq4xsVm16PlO9PlBEq1Zoz9Qm1oBNF/qk1hP2wz/eP53Q6PXp9lYPDNEKqzbPQbH/oS3itkxsj0ukKrp5uTFfPa7do2mcqksiPwRCV4wqHxzciRnPwUEGAjYCL2PGApJ1sxTGbr7+7XG6wsxVn6/0Zue0c/obCC7eXVwtBFlw2hIuT6vdUCqkqHpsJRZZ4vhIauac6ReLuopdXa2HWXS56uTZ73xJ8+xolkSgOnxLFUp17i+NNNLOIdaPZxaUzaKa4babJJSLf9xOseCY/o/UZNZHrfjelUpPsUI2hVuT9y0kCfVPkmT8w9hpwq9rLS/gtFl6EQrwKhYmYbRRKDb6eJal3u/z+8IxGu8PbRJRv6SRnxSKNdgeHbGDN5uK5J8Abf4Sn3gC/8y/OJKEA1U6bDc/kOfl1IMxBbrLr1KRmweNSgWS5yg8XjUxWnX5AQk029uYgoQGTlcqEjbhBkll2OMZIqFtvpnbDIS3ZrUyUBPphThIK145vT5eC7Cdm65DCQJt2GjZCHrKFGol8hfXV+eablZD7ytq2XGtouixVai2+7sbZ2k8i9eHRip8n60H6/R6vHixwFM2yHHLxdD3E840wa5GBv30qV2XrIMmnnSjbRylyQ6UxOmVwn3eOUxydZNgIejTHtBaiqcJUn/iw207itECvr1KsNFheHDyPqgp7hym29xK4bCaeP4jgspvm+s7f8MfHvPGf/y3wvwCsk94gCMJ/HfhfAz4GpBVgFcgA/2dBEJ4CH4B/U1XVYZbwT4GUqqrzmcED3X6fTxc2hk8CAWSryOdyYqz2ZhgnxRIRj51o7Trwumx18j5xewedk3KRH4ML/Jw9Hfn7XYuPeqHHuymOKh8TiblT9GZFYc3t5ueodkq925oejbEqOiyywkmpCMDmeZFHC0G+l0ajiaXOeDTtgd3P+/3blRH8lI3yemEgaL5ud9FLtdnMT/+MXmt6avNxJDCW+mm2u3iKYNLL1DUWR5/FfJUmv4QkCKzINvYy01N4HqNJU4BcCwIqP9iDFPdLbOZG08WX6axqrcXe5zivH4XZLGSpT4lsSKLAyfn0hSkaL7K85Oas179yXLGZDMRvJBTuetz0c22+ftaW8hLmYKLP7obZ+vujq/+ulZs8vBfk8472mCmXG5S3rp+lmxFTWZGxGnRs7w8kZ5wmI41Ki9OzHMdb83ewCt3xcV6YQ6bp4DjDi6EygXnQ6fbp1XsjTVbDmGYb+ijs5/DCEWYYzU4XnV6kfSOqm681yB82eLkU5KBWuEoNAxTmyKKEbTaCViv9nkq8UCZdqGlaMko6kU6vz0GywMOAj82hWvtLL/Zh/BCMYNLLPLUHSNSqnJaLE8/BpNdo0gNeByK8jU+XIpv2TLZ6Pd7GYzz2BrAaFXpSb4w8ToLfaCGhUSOsEyXWXC42NTRLfQYLOUavQ7xa4XfLC7y/4fz1KhDk45wkFAYyd3pFmlrzfRO5Sm2wedRY4h4u+jmMXj9n8+rg2oY2tNFUaaAvOqVmu9nusnkwmM8lScSgyAgInMZup68q39jsH1w0IK2GXZjMejaPExNLfjKF2kCv9GT8ntmMesR6n9pQnaxVQ6g+V6iRK9SQJJGHawE6vf5tXHP/+PhPUYbza8XMiKggCP8qkFZV9cO096mq+v9UVfUe8F9jUC8KA6L7Avjfq6r6nIEvzv/yxqH/XaZEQwVB+B8LgvBeEIT3PY0o124yy+Z+msWmg9/ZFjFJk7l12DgaRTML+l8cBX+XjLJhG0QkZUHkR+sKR2clYuXZJOYyRT8NIasVj8nElymEdSeZxTykfTkMvSQRsdivSCgMuma/nxd57BiVtEk3KzeOlSlnflkq8Lxb4Z/5F8jsF0nlZ6f1j2I5dFOEhwsTmkyimRJPjdq7aKdpfPJ57QuxdzS7s9Oun35fLvHI5uFZ1cH+TzHN2qObnY+b32P423rWvOOWqpfYiPgolien2C9xcppjxWy/it4ahySEzDqFN74g0a00sSn2kbNm3ofrAbb+cDT2993PZ3g9E/ejI7gZMbWXBNw1gYdWJ9njIt8+n3NwmB7xxp4He4cpnLbraIZOkTQblbSwu5sg5B6tLrqU75qEeLbMA6/GsyZMjlS9WAqye5aZ6CZlmzL+v5wmUOpcRUdlUbxy+Bn6apYcDl6Hwzz3B/EoRhK5Ch9P4nw+T5CeoNEriQL7hcFmp9XtcZIqcc85WfIGBlJL+XadnzNnnNXzbLhcvA6ER3R3L3FcKTDMliyKjoce/0wSCuPd5Fo4LuYxqjr0t6ihMUjj5FgRRR54vJokFMAiac+r30tp7EME7qk/wLezyXa4Wqi22zxeCIxEyWeh1e3h1JBweroSZPd09DmLZkqsLU+/pwCFG5uUVH5yxPcmXDYTf/fpiNWQa1D3fQvIE1zdTmJ5tvYSRFwOnq4GJ5tuaFxsSRSIWKwkb5TnTFuDer0+W3sJOq0OLvPtJbp+w392mOep+5eA/4ogCCfA/x34zwuC8H+Z9GZVVf8WuCMIggeIAlFVVX++ePnfY0BMARAEQQb+G8C/O+Xz/g+qqr5SVfWVNOVhSZQqfNyPY8zp+JcsSwT0436+w7V6T91Bvt/CcekmeqpKvd1jzexhue/l7UlsbiedQqPBypSU9EOvj2q7zWlp+uLa6fW55xhPz1/Kh+zkxolXp9fn22mBJ45rrcR6t4NLfz3JPbOGiU3RtBv5LgTu2dz8lTPCY8nDcstKr9zjyXJwLmmbRrvDhk+7xOBhxD/VT/jLfpw37nGdSOMNa7dXwRBfvs4XsTDN0GtcNtn4Xd9L/OcUp+eTIwE9DUX0VKZMaifHm3AILT35SeUeWjg8ynDf5UESxau09LOAH2dF5Nu36My6s2l3ZiHk5PxrXHPC77Z7+O23m7RDQQcP1gIcfotSi1cRyh30uTbP/B6eLPpnekLfRL+nshK4Hj8LfudYzegktNo9rIJyld6TRIFYpjjzuC/7cZ4vjJa2WA16TXvB18sRvhwmpio3TDIguESx3uT7YZIX7gBLTjuiKHDH5eKHcISnvgB2ycB5psSHkzhfoknyc5onrPs9I6nxRqdLLFth3TE5pX6zPnG/nOV99pyu0OFlIMhDt+/qeco0aqy5BputkNmKW2/ke3q2TiQw0arxEmZZIWx2kKnV2UxmeeNaRppjCWt1R89fEgYuVl/yk+vMxb72CKm0W9yJDH7fA4+XvWiG7pT7bDXoWHDbuR/x8WwlyKu1MM9Wg0g6kbWg+1byX07rKBF9cSfMtwnPmaKfPqbsZgNn8dFa9FSuwsN17fKtmwj7B0Gd3eOBPJrLNn+ae9Y0F0sV+bYbx2cx83wtjHKDHO+cpPA5R9f355Eg+zfLj4B4ukTApy1W7/dYebwaJLqfpfgX0sikAmpf/aP8+0vGzBVAVdV/C/i3AARB+M8B/3NVVf97w+8RBGENOLxoVnoB6IDcxX+fC4JwV1XVXeC/ACP+lP9FYEdV1fnsY+ZAtdXm/WEMSRD4YSFCWWmxc2GjeVQoEHLbyDRrZObovLuEQVQI6a04FAMGVYHeoOZMqIJLNpDvNvnRH6FNn0yjSqxSGfMLvolPyQTPg0E+JUYnwx/CYT7E43OT2r5G6dNLb+jKWUoLnX6fr6c5ni6F+VIcvM9nMpNvNVixuPhwMH3h8BvNrBgd9Jp9TlIFTjJ5TgCP2UippLLuc/P5e5SlkIu+BCep6fp9JlGb/PXmiJTt7aZZWXZwPNSINlwvuOFxs/d9/hIDWdVeGNx6Aw9VJ9ufYuzOMagnkZBer8+3T+fcX/aSkVtX+oRmg479k9ttjHZ2kzx9GERS4aXDx/aXW6hJTFj/7DYjvUydVmOyo87u5zOWHgY5PZteRuD32fA6zOx8i5IaumYnW3FcQTs73wfPnl4vc2/Nj2qQ2EvlJ9bwDiOdvI582Mz6Ke8cx9FZlucXKfqQ2za3kPfhaZaQ03pV9mEzGSiVRlPzr5fCfNifPZ3N2vDAINIt9QSWDXbsDgMfUgmO59DCnPq9Zh03RRxq7Q6pfJ07TheHpfHNVXVCfWWr3+PjhcxYwGpl0eLktFTEbTGhE+SBO9kULdCbmObiZJRkFqwOdnJZ1l1uVODnWJR7Lh+FfpVUazKRyNSu53pREHjuD/IhO31j2uhOzgh9zMR5FQlTKNZZ9jkx6gaSZ6owKBurd9uUWy3yjQaFbotCs8Vllt9uMGBGwSMb2SnnsDp03HG5UFSRaKZEZkqU1Gy83ry8WgvzQcNn/hJbZyk8DjO5ovbnLQWcbBbG54vzZAGdIl01JU1Cechu8yxewOO0EPbZrzrvp2M+8p3OVUjnKrjsJhbDLrZOUzTbgybHiNdx5TT1ciXMl2+Tx5wvYCeZHpovrAZWQ262v8XInc039n/DHxe/uEdYEIR/A0BV1X8H+G8C/31BEDpAA/jXhpqX/ifA//WiY/4I+B8Ofcx/hzmalH4JeqrKl7MLYWefD6Nd4XM5wYLJzoLZPibX5FQM+HQWbJIBnSrR76hUG21y1Tq5eoMYFWJcp7BFQeCe1cXHVBS708T2+fVEaNXJhN12rBY9fRHyrQZnpRKdG1IvJ4UCToOBQrOJIko8Dfh5O4eM1DB2k1lMVuWq2/XHQISf50iDdfoqn09yPF+J8LkQxarTIwoCck1Hrz86eRklmbs2N6a+QjpfIXpW5vMN0WQRCEkWdmsZLrncaTyPKAm8vBvm+2lqYpoyoTF53fG72Y/OrgFrdbrI+T4mk0z9YvG47Er1mc1Uz+tXeoDzoH8jkmmSZF4ZfBx8S/K9Nf9+aVaE7ugkg8mo48W9IB9jCdbDHr5taRNJRRJxm404DHqMsoxOEKGj0ml2aO5U8AXsnJZvr8RwE7IsEjAYODmZQdxV0HUmk3G3y0LIZ2Pna5Ts6SixUYFmvYOz3UevV2i1OrRaXXY2B8+9TiezseZDMMnsJfPUJ5DSZKrM2rqXg2h25qKphZ2dOJGgHZfNPDcRrTc7+LEiiwLdvjogBheHSoLA00iQDwfzjd9JmogGWeJ+wIfaU9mPZfl2mODJcpDv8QS/Ww/zLhuf6Z42GSonJW0iW221kUsiSzbHWA1oqdmYyR2SjQrJRgUZkWdKkJ6kTiSwk1Bra99rgySxbHexnc1cvO/6c3fyWex6PU9dIb4Ux8ePUVaI1QYkRABe+UO8y84ex7kp9sDLdieSTuAgURisdnNCEUXCJis7ySxLEQcAlVabz4nr8bYQshO0WGg2uhwmR+uLZUVCAF6sTiehMOgwj4ScE4moOGHDnS/VeXYvwuftydfIZTdxdMOPPluoYjHpWVvwcDDDq75/S8H2fKlOvlTHbjHwcN3PbjTDcTSHLImsBz1sbk6/Fpek2aCXub8a4HA7wfdPk22w/6xQ1X+UNaK3IqKqqv418NcX///fGfr7vw382xOO+Qy8mvDa/+A23/9LcZDOQxqCVivOpolKr8O/ZFmi0+5TabRIV2pUW21OKDGHihQAr0MhPl40bQRMlhGLvka7y8GNbkhFHLjqOG1GBFmk3GlyVi6x7nYjlsq4TUbex2+njwqD2qGnDj8fs3He+OcjoZfoqiofjzO8WI4giwKvHQu83U0hqHDH5sSnmKlV2hylcuwkp0frfgiF+bQ9uB6doe7+fk/l81YUv9uKLWBiR8NBJFWosrBg53xIh9QyR8ToErFcmSfOID91B9HlSrOFXpZwt/WclG9XSH8ZjZME+NEWJLmd53vp9pPWPKnieqPNzqcorx+G0XdFXoT8KAgIPZVOo0O91qZcqFEu16mqdbRiPqsrXnb//oC2IvNy3Uei3yY+wZt9Fh4t+9l+ezLXe092k9x/tcj23vUi6nCYWAo62fkeZStW1DzucvlLnOe5/2KR7zujz3y73WX3gpArisSTNT+iRWY/WRiRPQKwXNiopnK3/73tTh9jX0K+RWoU4DiR5/m9CO/Oougvun/1ssRdn4fPE3RKtTDs/KWXJe75vUh9gb1Yhm83nMoUWURV4cNejLtBDxmhTroxf0bnEqs+N3u1yVHsYqOJCCxYB4L3l6h02ih6kc6MBfK+w0+90eWgmOc4XcBjNLHqcnFUzJOpzz5fLVk7vSRxx+5hc6iM6qYmaKnV4ksizQ+hJT4Vo3TU6/lnwWxntzGYA34IRnibmT2WFUEiWdV+pu66PMTqxVuV0VzimT/Ihwvjj0lKLeelEucXJVk6o8jdiBeLrCdzUSr1dDnEx/35NjuHyRyKLGpuxKOJyZH1o/MsJoNCvam9MVgMOslrNAdW6y1asRyP1oJ8P5hc9qClSzoPStUmn7aimIw67oRd6AwSJ/tZjHodoiQgiwKiKCKKA7dCURQQRYF+t8+LRwucH2T49mE+DfA/J/7S0+h/DPzqnJV+CUTgkc+P2lVpZDqIOvj5F5C+Syw7HXzdvx5o306TPFzysTmFrHX7KqeZIqcj9WgqbanDa3OAYrPJX9kiCCKoAvTp00Gl3e/R7HepdzvUum2q3fZYREToCrzwBnmXnI+ECoAiSehFCUWSOE83eB7wUc71eGMOcZYpEs0WiVKc9VEArLtdfN29vh611ngkJJWrkMpVeHY3xFEqP5LaAQhZLFdENOS0sjkrKncDXw8S/PgwzE/5GNlqjSc2H9+357dQvESl1uKl3UfrpM721i+vGJnHclOSRB7e8dM8LaGYdOwfpm6tZWzVKZwXGzz+qzW+fDlHkkReP1vgsFqZqi1682ue3guz/ffjzUnTUE5UkCQRk0nH6oKHve9RvidmdAIP8b7tj2c8fr3Mt03t69zp9NjbHialPiSLjv1kgWqzxcFBipDfTnxGOlASBVwWE3aTHrNeN4go9welH7auzKtIEEER6dKn1u5QqjXJlusTyys+70Z5eMeHLElYDDrCVhvfT+erg7yELAo8CQWQETiIZdk8mvy8D5fp7Cey2E0GnoT9fM3e7jtdNuOgXXQK8o0mXtFEyGwlXrsmYy7DZPc1t97MksnJx+RgvC3bHMBAlD4bqyMJAs98Adr9HlvZyQ2DlXYLRbkmvDpRYt3hGRO+r3bayMq4w93beIw1p5u60CTeGDyH9gtB/jfBBd5m5iMhQaOVMw0iet/t5bSWp97tsl/NoZOkifaoN/FDOMz7Ifek40IBSRI0a8kv0e712UwPrpcsiiwEHLQ7HWRZnGt+KdaaPF8N8u1GJ/yC30H8fDIRLdeaPL8X4dOEqGi1PjnS3en22dyPD46fELXtznnNtGDUy6wF3XTrXXRtgUJy9iY0EnRwcBhjYz1AvdqmpaF+8Rv+vPgHTURtOh33vF5imRKbpymsBh1qV6XW7vDqfpj3t0yDwyBNKjXHC+urlRayKE4tXB+HgLWr493XUwIhO0cz/MQBFMCmUzDrdRh1CgadgrtqoGdSeaoE6ff79HoqvX6fbrdPtzf41+n2aHcH/3t57h36dOhTp0Oj2qdab7KfmU/X7hJmRaFVaI8s2tPsUr/txrFbDDxZDfL16JooVqvXxDRot5JK3z7KtbuX5NGGF4tOx5fP1/dWFgXsRgM2nR6TrGCQZBRBQOwPdsvdTo9ms0O93uZOy0L6tETIa8ESUTiM5+j9gh3qtIjoJQHNH+TY+9sjHjwKs/3pjCe/u8OX7/OTX0kSOb+IKB58OcdqM1ApN9n6cIreoPDD0wibmRw1jfT2MOFdX/Gx9/PJ3N8LYDHpsOtl1taX+PTljO8f5jv+JtHe/xolsuQiGp0euR6Q0sHzIssij9f8yBYdhoCZbquLw2TApFMGkaq+Sqfdo1FvUy43KBUbVPJlbj5Rj+6F+PqHEwwuI9kbQvdGUcDhMmF3mDGYdYh6kR6D2sFyvUkhW2dlzYPXYCKRLxNwWDHpFQyKjCIOIq0iAqjQ7w2esXa7R7PVoVZvo9RUUqUSuQm2u8O4Wa9YqjcpHzT53VqYd7n5U/Wx2nxjKlOr4xfM+E2WK196m2IYI6ISIi89EbbSGT6Wr8fyTYLYU9Ur56glmx2/1cpWJq2ZuncYDGQadRRR5K7Tw7eM9ubepteTb45fu4NCHoui44Uvwsd8FFQGUntzklAAl87E2Y2n5aHHx2Eld2Us0On32HB72E3PLh965PPx8YZ7UrPTZcPj4ig1O2OjlyXW3R5+v3+KRzXgsBuJuOwXjUrT771W5NVrN08logC7JymsZj2VG45rDpuRw1m+8ip83o7y/H6EL3vxsX6J25bS6HUSGxEf9FQOT7Ns7iR4djfMx29n3N8IsrM3PeDgNBlJ1nN8+XKO02liY83P9+3YX66B0W+p+X8YWHY48BpMbEXTIzVb9wJe3h8N/vv7bpyHd3xspm7XIPLCH+Sjxk4vmi/xYi3Mu/P5ye2rcIhv3wcTVKPUxmEyUJyj+/XKh/0C+q5IYq+MKWDgJF+c+/svoYgi++cZdLKMw2igOMtfewgP7B6+3kglFqp1DFN27aVqk9JOnIerfjLVOulilaNYHotThyJLbN0yGuoxm/CbTJglHbaqQrHc5LHeRaPRplJtUa23aFKjOSMc9MNSkE8/HyHqxCtiZDPpWFz2IuolzrIlcnPoVQJ0NAT8bxLQS1wGCbd+PuLu80V29+b7/WurPo5+HnxOo9bi0eMIXy+K9lvNDps/H2O1GXnwMMCXeHrUBejiS30eK/mDDP0pxFmWRcJBB3aznn67Sy5RIhMrYHKbKe4k8AC+FQ/Hx7MX5Zta1J1Wl161hcmkoz4l0jKMbrfP/k4Ck1HH014Qd1vi+PR241iRJTKJEs1mh2WbZ4yI9vsq+WyNfHaCDJIkoBis1HI1OvU2BVpztxGtL3r5sB0l7LPTM6ozx5uW372qwof9GHeDbjJic8RNTQsRp52TKfqfN5Gq1giJVrxGM5lGDdMNCaR7dh+tVl+zpn0aOTorlzgrlzDJMq+DYTL12ojEnFWnp9hsct/l4+uUbnurTpuIwiBi+jGW5HVoCZMk8TfJ4xm/dhR6cXRZfOz1s1fK0LpR428zzW6Si9htnGVKmjKBDqsJZhBRgyKz4nSyGRtci6Wwiy87MTKlGgG3lYDDyrfDOJPiH4eJPHfCrhGtz3pt9jirNzuaUdGlkIsvM+pTL/F5O8rDtSB755kR8jlPRFKnSGxEvIiqwOFphq2d6zXGaTNyeDwY77V6a6K+KoDXbWH3+/UmoFCoUyjUCYUc2OwmtmeQ2N/wp8E/GCIqCQJP/H5azS67iSznN9LKRkVhL3G9UPb6KrHzIks+O6fF+epC73k9V1aTWtg9T+MyGSfaSw4jZLdysH+9eGaKNdYXPFSb7VtFVR+GfOwcXHxOEpYDjluT0cc+P9/2E0CLe2EvlWaTKRmjK7wKhvi6M17ioKrgtJvJzKjd2zlKYdDJvFwL8+kwzrrHjawT+ahxjfWySNBixWkwoEei3+pRLTdJZys0EhVOLiIYz9fDyH2Vo9P5bVthQEK/fRgYFFitBorFwT2s19vsDDURrYaduHxWyu02R4kc3QkXapiEDwhogMJhdoSAwkAUP3ZxrmpfJbGXxOezkU7PSHEDuhtb+t1Pp7j8dvJDUiSVcoOtPxwT8Fpx3/HyJZqif2FnbDTqMLb6JEvXREdAxe+z4XaakVSVSq5G/CRLNF3hckkSRIH7j0J8/+mAxfsh4ocZ2E/z+J+sc5qpUJ6ihaoVhUjHS9x7tsDmLRYFSRRYdFmpFpvkT7Js3POzN0dz2yUebAT59nkQJdvZSXD/QZDt4/lT3Y/vhvn09ZylBTcxA1Sb8zfmXGYPYukSSwEnXX2fqkY5CwyIe7qsnRIH2E/k5krVB1wWTqbpymogXq6wYLfhMvSvmqtcOiOrFg8fEvGJ2pnz+KLXu13exwfj/J7Hg0lR+JZOYVP0PHD7+ZKevhkzydNryEVBQOwJFGstXjojtOmyVUjTY/a5DafLn/oCbBVTmralNXX6Pbfp9QgdJt7bZn+6OoRZpxC22diJX0cg6+o1iUsWKiQLFcJeGx6LmW9HCc3xZbMZ4WJK1SsyJxp2tlrYOkrgspvIl643340JdaOTsHmQ4M6ih1ShehVdnaSKocgiGws+ZAQOT7Ns72o/Aws+x1Vt+Vm8wIONINu72nNH2G2jcDq+vsfjReLxIndWvXM8EX86VCj8+/+h+u/Ntkz8ZbjdovgnhKD+xcanx2EIL6hL/8b/bORvTqORDaebk3SB7BRHidfLEd4fjac9fQ4LdX2PQmM6eTQpCq6+ntQMfc1nqyE+xKbXn8qiyJrBwbGGI8Xzu/NHVSVRIGK0ERvS2rSbDbeOjD60etiLXz+jL9civD2fniKO2GxUUw0aEzpd73ndHJ7M/9yvRNz4/DZOMnkskg6LoiB1BVr1NsVinWyuOlMSS5ElLF0Bh8PM0RRv6Zt4vRzk+/trl6xgxEn8hrWkFoxGHUvLHiSjzHmuRGaoQ1XfH3hIXxLQTEx7s7Ow5CZ6NBrNCy15SNebNKdM+nq9jK7UpHkjivjwh1W+TekiDS+60AUsyCYFtdAkfZQn6LdikCSalQaJsxy1KR34kiyyvu5j5+MJAI6gg2Lu+neb7EaWXq/yfSeu2ZTw9MkC3yY0RD18s8LXb/M1hj1dC7D54ZT1h2H2DpLodDKLT8JszhEZNRoUDIJIqXQ95r0eK7l2c660YcBro1CoXb13ccFNolen0phNRu+vjLvCrEbcnDbLmn7iLquJTHN2FF4QGGRkJqTqlyNODgq3a9y7xJLTTshtoaP22c5kqcywRHYZjBRLt1dxuO/ysuR08B+cHY0pjNzE82CATxlt8mGUZe7avXxJJHm5EOR9ejAeHHoDGy4P5V6DnWJmohLAXYOf3VyW5/4g3/KJiaUPFkmhXVA15yVZFLnn9LCVmJzGdhgNVAtNzWiezaDHazJzlB69Z4okYmlK1DTmhgWvHYfJyPej5Mhn6hQJsypRqbW4v+xnb86MC8DTu2G+XDTl2iwGqo3WL2o2CvrsdPt90vnqwBHv4vwlUeDuoh+dKHJ0lqU2IyuyseTl4HB0jEeCDmLxwth1tFuNdPIN2jPc+1wOM//Kf/kx//r/6F/+oKqqZmP1b/jj4vatf38hWHO5eOkL0Si1eH8YnUpCdbLEUUp7F5guVvGLRgzy9ODwQ7d3JgkF+Hwc545nsnsOwMtgUJOEAnzajfF8YVykXQvPIsEREgoDv/R6qsmyyzHXZ0RsthESCvDxMMqT4GS/YkUUMbeliSQUwGiYLth9CQGVNZ8Lr6qntJVnqWfi7FuKrY9Rvn09Z+8gRTo7W5cVYH3JS7XaIhrN82BO7+KbJHRw7vN17DcabXa242x+PKN8WmLFYuXVaoh7Cx4ergYIIbP3t4cTSSiA0zkuBB0/zbK2MFlgHODOim+MhAJsfzzBH7BrHDFA7CzP8dsz3C2VynaK2mmWg7fHfP/DAQffY1NJqE4vs7riviKhkixSyo+Ou3qpwfZ/uMmS1cDi4vhvmHYXdz+esbQ0Oxjw7F6IzYvodedSsqvd5fjTOU9WZvts3131j5BQgEy2wqOV2WLeAmAx6UcI69l5jqBoxGqc8cwL2pHTo2iOO2YHOnl8OnZpuOlo4TJVv6F34TeNGg54reZbk1CbouOh08uP3gh+zFh7elqt3kwSCtyyTh4WrXZeekLkyw2OkgVCOgsPPdPH7yR3Ho/RRMRg58uFJJI01N1ebDV5m4iyk87hl228cS+yYhmfq1PVKi8CIb7mJpNQgGqvw7LTofnai0BwKgmFgUpB2DU+Vp1GIy6DcYyEwsCQZGVRe4ycZ0p8O02yFHTycGgctDs9VpcGTkvDLmzz4Pt+HJ9rIB6/Enb94o73RLpEt91jOeSi1e5yf8nH8zthLJKO3b0k33biM0moIotUK+PzUzRR5OHd8TVzNeyeSkIDXhtP1wLUk2Uy0eKtf9Nv+M8OvyoiKiDwMhhiw+riOJbn82mczhwyOU8iAf7/7b1XjCRbmpj3nfSZlbbSm/Kuu0x33+5r5gJaasEVlwaSVgRJaMUVRGifBOlBBpAIgg+CHikJehD2YSFAIiiAEAlRjhCoNTO7OzszO3Pbd3lv01RV2qo0VWlDD5nVlSYiK6tnMD23b3xAorMjMiIz/oo45z+/zfRJCthLZJh3ehRL5T0K+Hm7M2CWvQTaunLZvVmvm+X1/hbP7f0zJjzKnZeg6bY5Ugg4vyg0ldExhUGynbClt12jJMHxaZagXb6V4zNf8M4i9TqZSbWdaa+LL8MhIg0zsbVzVt4ec3ScppAssjTmZ8gymCLbjrbNpdYo3e1CklNCoVnL8kPIpvLos1fYo3ksySL5zN0hGvkLeWvX5usjHi9GFI8TCu6tRq2B29m/y4nBqGP7h5s47IO1MwUwmQ2EQ3Z2lm8tlo5hq2LAf3QjwenzfR7N+LFab2Pp+hVLqlXrXGWKWG3Kv2thNsja89uYv8r1rRWxXm+w/eKQzyYDisfbbSZ2Fdx4G2sxQgpdWG549DDC3mGvgnEczdypjC5OBTk+lX9uto+SPHR4espJDQ24oLthN5Gmnqnx2HOriIx6nX2P8ZktPHYH+NoT4akjSBgbpUyVreMUL/djSA04TF/w7uyUh04v087+C+1BFdGxlgIaT+d5E0sw4XKxm8pg1urZjCX53Bti2CSviGu6g42BCYcLbU3DbuZWgavIxGoDnJUKfBOPcpDOMWYc5iv3KCGzHYfexPTwMG9TceoDNO5023qftS/CYV4eDjZf+Lq6lLmHzFj1Bo5SOcVj6tr+v+vwPMvqyRkTkWEejjcV+pP0BUIIUqn7dRCqNyQC3uYzcX2PbHOBxLDNzGTIzdJkkM9mw4z7XASGLHw9O0rhoszyRoxC8e6FzQ2L08GOwvTtZC5KiLZnx2zSs78pb/kdi7hYHPeSOUyz9uaY2gfUIVb5xfKtUkStWj0X2Sv2ZFaKSug0GqLpu2NAV/ZP+TLUO/E7zSYSd5Wk6WLvNMNnkd4V2pBBz3WqohhYfkO5Wqecr+K09JmQAz5yfZTri8I1V+f9lVG9RsNeTN5SnL+uYEHX0wd+yefjbZ842RvkOuRN+1x8GQ4y0jARW0+y8vaYVFdrNYfTwtZKHKekZyzUf8Jrx2oxsrt16/Lc308yHVK2Kn4+Ia+EAuh08sXGlRi2m3k64sEUz7P2w230UoNqNo9XJ+HxKvdlt1qNHMu0pbth/fkBM9O9Fr6hISP7K8p/g83XR4zIWCNvmJv2cZHMU7sebBKw2k343BYOugru22Ssue1IDYmNH25hSBVYmg/1JCrJkT7LE/E6ZD87Oepm/91Jh/Jb7nJRShKsf3PAMwVldGLETUmha1S1VseuU1b8hp0Wdg+UXf+3ymhvEotGQPqif0LRxv4Zj9z+jvav2gF7f7dzeVVmc/eMrz1hdEKQrzf/zhoEI1Y7zzxBvvZEeGT146mZyZxfsXZ4xouDGMvRU87yt8+kZ8jCbjZNPHOJRgg20kn20hmeekMELL1tlKE3a76bMbuTp+4Q0dQlb2IJGpKEVggO0zkAHIam/N5EE9SvG3wZCPcont0LoEceP8lckfNip4zlEr26ObrM8U08SjxX4IkzjFYvCFrlr62bsuhUzuZ9Xt4eDR7rXG/78/psVoxCRzTTf77aPk9j0N99X+yfZliPnjM96sFpM/PZfITYWW7g33bD6k6cqREPu8e3Y5VOq8HvtmPUkzIAACvOSURBVDE74uXxdIinsxGeTIWYC3sJ2q0YJC25dInDwxRrm3HerUZ5tx6lWqxSuapxFs0yFRzm8VxoIA9UwGNjXWEBCRA/u2B+7tajMTfuo1joHN9mx73MhYaJbZyxuRL7YOuuyi+eb1WyUvG6QmI/y4TbRsDn4KxcZD/b3zL3aCTAm4PBVqevN6N8/iDUUVh+YsjJ6h2B83Icn2UZMho6amo+dHpZ2Rrst5xnC8yNeslfl3uyUH32IVb37h7sLgrNQXjM5+Qom+vZv+jzs7qjfJ7DZJbPJkO8bMW8DlvMnCfyA5W9uOnvPO1z4dabiEezxNaS3KXC3gTGJ88u0WW0PHkcHkjxnR7xsHbeWaLFLMkP1p+PB1l7Ia+EAmgGLHI+4rXj1mrZeXXEWpvlJXmUwhN2Ed8+xea2MvEwwsFer8I5Ou5m451yTKRUb5DcS+Lx2EilbhO/Jsc8bPYrvyJJWBSUaZ1eS6IVh3m0dcrsswm215XvAYfLwpBRy/FO7zNgHhrMoprPFNn8/jpTi2FMOg0agWwW8Q07qzEefTXBu7Z4Ub/XTvYoS7XSab3oVkRvWP3mgGdfTvDq4PZ3e4atbNzRhWV375ylR+FW8l4nAY+dDRk5tHMczTAaGQYz5K9uJ8KlmdBAXpXV3QSfzYZ4dRZHQgwUktKNoKlAXl1W+A3POFkqPDR7iGYvSeTzJHoKWSkTcNpYOWsu8EJWG9H8JRLw+jSOQavlK3+E9cw5+bZSTEoW0QmHC5fOxLv4KSddjUMW/H6W483vWU2cYzcZuSyXKZQrvDqKM+sZpqJtsJ9r3vft5eK+9Ed4FY3J3lNnhcLA5har3sB68hyb1UD0+pIxl5OgxUa6VFIMbTgs3j6HYbudeCp/r3JviVYse9Bho1FtkOiTmHbDVaXK41E/G3uDJdftn6aZDXuxDRl5PBFEktqqVwhB29v3CCE6Pme3mRjS6yldVchdlshdXJFMXJLs7hfbh2GHha2tU4wmHSajnsNWkqbJqOPxTIhCucLesXxegXPI3NHWV45UtohGI9BqNMQOmgYWjYAH0wGusqW+i3eVj8u3ShG9IZHOk2hlZI8P2wj67ZyXS+x1KaUaITi/uJ8rYnUnwfyEl/XzJM9CIZYHVBy7yRauOpJ+noQCrKzd71xbx0meyiQvRax2lk/vqEzd4kYZHfU5OM52Dv7V0t2uljf7cZ5NhXgdjTOit7FZ6LUIWYx63DYLNqMRk06HDoERDb82EmFv/5xY7o66c20cRzO4XRay2RK1ap31l8c8ehxmJ5Hum7FZyvVaPra3E4xMujlpi6N9NtFfCQX6BzICc5FhtJdl9l4e0S2NQMjJ6cYxOkNTEcynC5Se77D4lxZY7VKC5NyL3RQur4h4rFwadFRarrFqn6z0G3ZWTph8NMJ+V2D/gxk/G3+8cnv+dAEh5LPZ3V4bukaduILVVjdgCIPHZyPgt5GNp6lIdczpHMFxL0NuKzWtlky+zNl5vkORWHt5yNTDIHv759itRrTFCnmZ674uVRQVjdXnBzx9Nsbbk3MaEgS9djJ3TGYAiaMsQ2YDxbbko4XZEOsDjgXH0Qwj4WGEuWmd1Gk1xFODT9jL23G+eBDmeSJOqap8z1sNBvx2Kw6jEYPQUK00uCxec54tcHFa4oIShnEN9ZpgJ32/+sAAT0dCvErcXrPXNEQ0f3sdlXqdb+JRHEYjX/ojvDmPU5Ua7y2cN/fUpN2FQ29iOX6K0pPXbp0q1+o88gR4HrtNmNxJZdAI+GokwmrmjHK9jkYIvvCFed4nubNUrTHsMCuWempnftjH83iMCbeLPTIc5XMc5XMA+GxDjNtclCoVNtOp900GMpUrxhwuLq6u0dY0XA7oZbghkS/wKOjjPFsgXRi8W5bO1N9ro9NqmA17Mei07MZTbByfow+CVa/rWOANyuJkAL1ey76CojgI4z4Xy6cFqoU6jx6N8K7VMOS6XGO11dQi7LfjCzg5jGXItkrlLU4HWZepztLN6fklj+ZCiAZsv4vy6EGIdDTL9utf/W5K33W+VVnzFt+I9OBv/ReK+wPDNoJ+B8lKkd1MlscjQZbv4Sa5wWoyEBl1cXKckS0GPiharcDvsXNdqyGla+RL9xukblicC/L2pHkdUz43R0fpO5WlbhxWMyaf4b0yGrbZOI8PZhnx2od4FPCTv7xGKwmoNahc1Sjky1xkS7L1H7VaDcarBtVqnYkxDza7mXgiSzJ998Lg0cMwq8udWfv+oAPJpiMqU4LG57aSPb6QlcnCQpg3J03LwdPxAJuvju+06C4uRVjpiuPVagQLIx6K0SzRfWXFeulRiJUfbaLRatBbzZTb3MALf3mR1e1TGnUJgYTTYSaXGWxB8fDzcVa2EjidFkpHGaQBYqPHHwTZP7m15Gi1GjyNBqmu8i3zX02z3iVvX9BBvXRN+lTZTbj09fT7klfduD1WgkE7uUSWkzYFburZJPsyVknTkLGlnNqoazRk8mVK9QaY9bh0Og53lK0/Opuhx1LazsPHI6SpEz/ODNw+b+lRhDctC6Z1yIheqyF3cbcy085I2MWZVGZytH/ZNyU+m49wUssjNQRusxmjVotUlyiWKqQuiuT6dM4CeDQV5N1BggdjPl5V7ldn1WsdotSoUmjr6/75dIifnisrMSGrDb/VyptkAlNNx4jVjk1rYjnR34octNlIXORpjyAOO+3Eiheyw5x3yMJc0EOufM3y6d1WwdnAMFvZ/grUnMvDdjqNJEHAOkSiqjw22g1GZhxuGg3YSid5PBSiXKqxFr+VsUmvxW4yMWQ0YDLoMOi06LTa5qKPZomrSr2OhERAM8RloYxB06y9fHlV5jSXp9QnGdRhNlFOXXeEeRl0GmbCPnQawW483dES16jXoS80qFXqPAh42Nkf/H7QaTWYhJZqtU4g4uQwfv/qC2aTHkNZep+Q5PXYSF0WFd3jGq2GmSk/Wp2GRq3Rqhd6a71FNK22t9bc5jvbkBFbFfZW4gOPrQD/xt94xN//b/6mmjX/kfhWWkSVOM3kOW312V4IufFrTHzuDdKQJBoNCUmCRqO5Yq83JBr1BnVJol5vNDsR1RvNjjglgSuto3xtpiEZMeh1GPRa9DotWq0GrVYgNBqEBhACCYkGEnUa1BoS1UadaqPOda2O32SlXqmzWrq/e/+Gnf1zJoIuDlJZdFXurYQCXLQmrRvL6MiQnXMZF53HZiFot2HW6KiWqpyf5cnuFUidaxmymVjdG+w66vUGwZCT48M0B21lnMZGhnG5hjhNXnJ6Jq/kyCWgnSUuMGS0PFoKsdzVsi7iccrWioNmjUhf2EbYaRtICQU6gtfNRh0PAi5ON0/Z+vPtO4/NtWKwGvUG4XEP+21tRtf+ZJWZLyY5yV7jdg8R7RMf2s3Gy0Mefz2FJEls7A9mlTjcTDD7bJztVjHoB3MBNtusoTckT9JodRrqrdqnoREXpXSe3B2Lhmq18+/kHB4iEnZweZ7jeCNKaqtX2EqK7XWxzEFXq0+X187sF5NcViVMZj3XCrGdZrOBakVeKbNaTegaErN2C96IFo1eQ7nR4KJU5jxTUCzXtLYaY3zCzWE8w+Sop2dh0g+LWY/DZsao1/HU5eBaq+HZTAQkqVl7WwJJkmg0muNRvdYcd+r1Vje0ap1qrUY9WyXoGOLtcYJzlBcEcjitZg5aCYVbx+eEp6zEioN7h3z2IVbPO5WVcrm/ByVeyBMv5Fny+rHXjXxzRwm4G0YcDhJdnqtY7pL5kI81mc5KyWKJSL6KpU88bzs2ff/C83qNhutK7f3YcFooMuN3s5OTtyJfVsq8SjbHIKNWi9NuIFauMBpwUqhWuLy+plivUawW4A47xhfBMC9P42grotOaqgHPsBnvkBWrwYCQmslCmUKJs4sCF1fXLIx4OY5lmI14EQh24inF1sgzQTfba819iUIRh93MxQCeFYCpEQ87rYVguVDp8RYMwoNRHyttYUjJVJ75hTBrCl6GRr3B1naCx3MhBILtvcHGPKvFSMhoVBOQvmV8UoroDV7HENelCgdHGaIXl/eOs3o2GebNVoyFcT/rR/fv/93OuMaGpqbFmm2WNLKYmytko1GHTqdFp9c0YxI1ggbQQKLWqFNpNCjXa1xVq5QqNWrFGl+MKff/HYQbZXQy4GI/niHgsOK3WTEKLeVChbPTPJfJIntdHYgCLivHh81V8NPFEd5uxwYqAmxzWoDOwfz4JMNxy0oXCTmb8Y+ZAtH4bVjF4XGq2Uu6S9GplOtsvjzhyZMIm7Ek162J8TyWk/3+ZkcgF+NBJ5fpEvNzQWp1qdnutFKjXK5xdV3l6qrS0ZKzXKkxbDcz7hji4O0J69uDKYxur5WTNiV5yNobQ7n7Yh//pI9g0EG9UkOna/79tdrmv82XBo0QCCEhEO/jtLSlMiatxMykh0yuRDpztyvvOltEtKwH2V35SSoZz7Lw9Qxrb08YmfCQi2fI5wY491UZh8tCJOKkmLrkcC1Kdkf5/rQ6LVwMYBEH8I+6kUrXvP5/X6C1DqHRaFj8fIrL6zrHXfVpjSY9tFkrNVrB9HQAnSSx9+6Ek8I1cSQuG6JjghICAm4rTo8Nk9WI0Gso1+vkimWS2QKaqsTspO+9EmqzmnDYTFhMBox6XTPDvS5Rq9QpX1UoXV5zkStRzhZJUyQN2B6P0ihpWT68n2dGr9NiNF6RT5Vx2E1c9GmbK8eI38nyQfM7JQkmDM6BFdFnIyFeJnoVhPM7kq1uMNQH78Fu0GrZOpdX+PRCObhTL7S8OIzx9fhIXystgK7PeQCe+cL8LNZ53w4bescuOUasTv4oussze4T15OALS4B5r5dXx005fxUM8/Kgc7GTKl2RkmmOojdriNjthBx2ovEcKwd3GweMbfEr2cIVD0e8XOavBprbLMbbZKLzVJ75ueBA33mDViNIRHtj2uVKMXVTzJc5OEyyOB9mdYDF4LDDzOHaGf6gE7PFQPLsfonGKh+HT04RDbvtVK9rJHLNG/DxgzBv9gePzXwyGeJNq4XZ2uEZT2cjvN7+MOXvyWSId6tRNELwcNLP2t4phQ90z7u9evTVCv6qkWqtjhCi2T1EI5ouCgEaoXmvdDS38/5zN58RNUHk2sZpVbB/mKa3A3cvYYedbMsi8271hLlpPyfJSwpXd1yLtn8MZCyeIxbPARDw2wn4HWQvShydpJkb971fhXez/jZKKOKi4hAY9FpiW80JYNg1RNBnRy8ExUyJ+FGaRCqOKVkknSpQULAAaACTSY9pyIDJYiCg0WCoNFj78U7/6+siGHKQ3r29164VlIfkUYrAsImzF/uy++UQQjC3FGJ7+QhXcJj0QRKz1YRvxI3VbUVjNHBdk8hcXJFuKzAf3U/y8MtJaDTY+v6q4vljO6fMPAxyut+UuTfkxGjSY2hfML2PaZXQaTTodRqOnm+zujuYtdATdlPcu9slOPt4lKN3B1zlm3+vhS9m2Hh1yPqfrQEw8iCEc9TL/n6KYqGMsTVRhiIuPK4hohsJ9p7fynZsKczqz/Z48NUU622JWZIEmVSBjExJG61WYLFZcTos5PVGLrMlytlLzu+RnDE9F2R1tTl2PPgiwubh4O7Qxdkgr7eax86PhnhTHHziXxwPvFdCbzg4TqO3C6p3aB5+2xDrKXmF6uyyiM1jIF9RtoZ94Y/wupUc+tDrZfMO5WzR7+d1VF5JX02c47FZSJV6F0XJQvMef34Y4+uxEX6aVFZGlUo4AURsDl6d9s4Ph+lcv86RQNOSWq81aEiwXUrhMpvvbIxyg0mn47KtdNHrswR+u5WzAZKVqo0GDqOJ72/s8Wzi7jwGIeDkJNexbeMkyeeLIwPFi8a7vBjrWwk+W4wMHG4yPxFgY7X3s8fHaaanfezKlEODZsjVfstrtLV9yvSUr6eYfTdWU9P6fZbI4XBZGB339CxcVX71+KQU0XG/i4tc6X2CDkD8NIdBp+07GN0w5nOxud+p/LzZjvJg1Mfm8f1irGYjHrZa5SYaksReNM1o0MVxYtCO1Ld4XVbqxRrr0VNmpnzsnWcGuh45ns5GeP78ELdzCL/Lyln27oGvdt3pktvePcPvteO0mYme5xSPuyuGrZ2zs0vOWqvXoNdGyGHBNhNE4ib+R+ImhuxmctBoweK24JoQJE+yZA8y7Bx0xi/NzAbYf3HA0vemWH51qPj9lesqlesqLpuJdz9YRaPVMrs0yvbK4IuQUqZTqY8rlPqZexTh7Q9WiSyNEesTb9rOwrMxlv+k6VY3mgvNVp5nFxxtyMdb+kbdWIdtaE0GNJUKotFg7vEIOq0GgQSNBrVKlUqpTLl4Tb16hblS5GK/eb5+jmAhYGpplL23Ryz9+gIrPx1MYbe6hvruF0Kw8MU4q3+62hE7Vu1S6GObcWKbcQwmPQtfTmMLONBeVYiuxZFbuqRai53ygK5IALvDQjFT4GAlysJfmuXd+eCZ5gCWIQPp7O2C4PIwN7BLM+x3sNy2oFlfizO/FGD95O4xyGoyEMv2Ksu5whWPx4O8TCtbZgXgtlo4TSpbPiNWBxsZ+Xt23O5k7eT2L3BVq6LTaPrWFS0qtL+EZg3LKddwjyJqNxo7qoA8P+qvjColEAnApjMQlQkFOi8VmQt42cwqP59PPWGex5vjw0X1mqfeENnjwe6xx74AL45un91qo0Fw2DaQIuoym0m06mmunZ8T9jmInSs/sRP+YaI7vdbdNwdxpsc8fdshR/xO4jLWzI3NBOOR4YHiRQs5ZZkoNSYACHsdpOLN66zW6sTiOUYiLk5kfs8NxrZqIRfZEuXrKrMPg2xv3D9XROWXx7eqjmg/ZsMeUql8hxIKkMoVWRpTLnB9g9VsoHJV64kZk4BY+gKfc7C6ctBMmkrFLzv6jV+XqxRLFYYdg3VKucFlt6CvN0tTAOzsnTMX8qAdsMRQO5/Nhlluxemkc0U0ZQmPo38tSJ1GcCQzUJ0lL8km8yxOKcs2fn6B5p51EKfDLkypK57/qxXyyTyrLw5ZeX7AyvObfw9Ybb3ODjIc/miPw/UEWYVCzaKVaX6yc4ZO3z/T1OE0k4+mqVXqVK4q7LzaZ/HZ2EC/22o3c7jRaZkoXlwRGOmthZpvKe+2PoXb21n8YuK9EgqQPbvAoBcMKRSkvy6WOd6Is/6TLVZ+sEIllqSaSLHxx69Z+YOXLP/BK5b/6A3rf7bK7vMdTtZOcHttbH+zq3jOjt/z9Sy7bw6RJInlP11l/ovJO2ULIPpYyE0WA7MLQZZ/sNKTwLD75gCbjBJbua5ydZ4ju50guiuvpE3MBjg9bk7CBxtxAkHlrlM32BxmzAbd+5CPtT/f7ttcQPZ7p/1k2sIQsskCs7676+JqhMBo0lPrUo4u4nnMbS5SJaYiHjJ5+bCKxmX/GM+no2HW7rBg2hXiLc06HaIsKLctkA9zOT4LKXerGnc52Ur2d38fpLJou6pLTDhcPZbK50cxvucdkT3HWUFesX7mD7ORUlbCHDrlZ2HC7uL1aeci8HU2zpPQ3XPN1PAwr457F5CvEwkm72hkAjBmsZNt1ZC+rtZomAXGPs/fsFl+zqk3JDKVMtYh5Rhar8LisVqrUy5UsN7RTWxuzMdJVFlZ3do5JRxwyu47TXQq11dXFfKFMh6Pcm1m0fXcXF9V2ds+Y/HxaN/fqfJx+SQU0YUxP8ex9Pv+td3sHSf7digRAsbcLs4y8laPfLGMxaTHMMBkazUbMFSbx3STvihiGzJjNAxWMN1mMWLX6TlLdv6uja1TlsYDAxUIv+HJTIiVrszoZLqAuaHF2aeN4FTArVg26bpcZWMjztO5sOyNVKnWB5r4AYbMep6G3cReHHMazdBoSNSvKn1rerrtJpKxHA/m5Ce7UMTFXkvxzqULzC2EFc+l1Wpwm3Vk22Qt1Rus/niLpQGU0bFxFw0Zy4rb1zloTi2EOWmVLdl6vos76Ox73ofPxln5k94Eo8T+Od6AA72xv1PDZDEQ2zhh/628Mgfg9NrZfL5LIVdk4qGyjABmPxtn9cdbHdvWfrTByJQP6x0dna4Vul15Qy5cdiMbP5VPBmvU6ozJFPYXQtCoNdh5ucfMvHxbXJOpUz6+4f6/0Woz4bSa3iuvN6z9cJulPvdPO7MPQ6zKuCI3Xx4zf0cL0qUHIfaivcpRKl1kIeDte+yDUR9v+4QhbZ8kiQzJT+JBu5X15AB1KRV02SWXv6c8HDQtdh6LvMy9lv4WcoBkocSir1NmJq38Pf9CQRktVCo4jZ1K5bDJzHaqvxK8l87IlljTCQ3ahoaaTMb3QSWDw6is2Ok0GqSqJFvzVBJgMPV/nr8IhVk96fw7HadzzM0qK8ByoSc3JC+KRMaUF0j5Pi1/z1N5xgP9F1fa2h1BqBK4nb33wURkmDOZLkq5XAmdVoNVJv4eoCbT0rNeb7D67phHTwczKqj88vnWK6KPJ0NsHZxRqSq7f/LFMg/Dyr2Ln06G2TjoPwgfnmaZH+s/iWg1GkadjvduEzmO4hmmR/pPKABmox6fbYhoIie7f3UtzpOpwSbGR1NB1lbisgFPifNLnDoDdov84Gk33J2Z+m7lhAejXtnVsWv47slmacyLLXPN+vMD2suJxY7SLC3KX+PktI+t183SQXtvjnHIKEHDtk4FO5dUdq/Oz/p6OgfdsPLjLRYeR9D2aVva7T6+oadcUJsrslGrEww7Fc85tRBh6ycbKJVYO1g9YfJBsO+CZHo+RPbsgkKuxKiCkhme9lNulVXZfrGLwy1v/feEh4nvnsr+nv23h1iMOvx9OjplZKokTC1GKJ5niPVprABwKdPy8MHTcY5b9QXzsWTP38dqN7PbFVpxtBFXtN6aLQbcLotiNYONH+2yON//mbNajZwnlZ//7F4Gq8Kz5nENsdUnBGh1OcZUUF6+ZoPuzjqUkgTj+t4WpgJwDJkoVe+uK3whs8B+6gvxSqFMXrFaZdTVuxi16PWsnQ4WllLvUmZSReXrfHEU43ueXmXU39UFaszm4rLSP8Y9fXXFA2fvWP3MF2YvJ2/ly5SvmAwoWzWfBUMcZnKK+9dSSRZD8vNM2GZTDBF7dRRjcaZ3Qe53WonGlb8PYOXwTNbib7eaODzpr6xvbCX4bE7+mRj1O9nevXtxs7EZx9XlmXP06Sp4enaB123FKFPHuFhQVpyXXx+x8Hhk4IYlKr88vtWK6LOpMCvbMRr1O1ZdwPpevEcxAZgf9fN2a7Cg67e7cZ5My1teAJ6MBQaqz7a2d8pnD5RdfQa9llG3g8Pj/oPAykqUpzP9J8aFyQCbGwlFZQYgmsjhNVlkrcZKLu9utnbPsBsMhP1dk06fVnQeh5klt52dv9hTrPm29e4Yb5dVUQhotCV9XRfLjIY6B3+ny8J2V0xo/DDF9MPewXphPsjqX/SPc1z72S4Tk15Mll4Zmcz6ntJDN6TbYoIjUz52X+117N9+uYdVJjwiMuUjunpA7Y7+zpsv9lj4YlJ2nyfoYP0nm7fX8ONNQlOdk5wn7OqwRF4Xy4xM9S7a9EYdZrOBQp9s+rOjJIXkBZMyk5rZaiTTtUBb/HKSvefbFLJ3Z2MfLh/jDTnf/99g0nPeVlz7dO+ch12LlvEZP9Uu+eUvrpid6b0+o0lPMODgWMHFD4AksfUXe8w/VB4DRid9ZLPKMsqli0x7nLL7PG5b36YNkiQh5aroZMJdHoz5Oc/d/azuH6cxdMXlPRsNs5EcLKEjlr3osBKGrXZ24/3HqVfxBA+8nQrdgs/Xt1h/O2unZ4RtTQV6SK/nqI8iB/DiOMZXngiibciztoUUPPIGeHM6WMygtatE1KjNwRuZ5KZ2XmZiLAV7lcmw3c47hcSsdnL16x5LrE4IrBi46lNbdDuTJtC1iIzILALkeHd8ymi407o5HhoeqA3mxkaCiXCvZdRlGSwMrVZrMBa5PV6n1XBw0P9+PDhKMTHu7VmE31U7dO3dCVNzAUzmu8NcVH55fGsV0WfTYd5sRgeuqVmu1Jnwdj4sfpeVaDx7r/JMawenTAZ7H7pnU2GW71Fr8M1mlMezvROaTqthJuhhd8Aak8vLUZ7Oyiu1D8f97G2dDaSoH8UyhG02TG2rzGGrmZPY4MlVZ8lLLpKFjrjRgkxyhkbA03EftcMsO8v9k4Eq5Roua6cF6eFCmJPtzpX2xosDQuFbZXQs4qYuU0tOdA2sI6PD7L4cLHt9990RnmELTnenlXdi0kNVocbi+UkGaysu2GruXcGXi2Um5jrdap6gk8tYkqsBypsArPx4k6XvTfVsHx62UG1ryNCoNzB3WeO8oeGemnvrP93uCRmYfTLeUZheiUK2yOG7Qxa+6vw93hHP+/cGo56HT0ZY/sGybDiDEoG2yWruyRjpLm/B4es9htribtMKiYGVfGfyhMGoYyTi4mDzbiVBqjfY+9mBbDjIg/kQa3e0EAXYenXC4mTn33xxNsTGACVxYokcT0Y7v3sm7OHN/mBjz0XxmseuWyUp5LCxco8WxtfVOmFrUynUazQMNfQU+yhHN5RqlY7ElOQ9ugiBINJSRCedw++7GvXj5XGcL9uU0ZsSThadfqCEoBv2Upn3MaoaITALvWyd425itQusbd4kATh0Riq1u489urjgyUjn3/hZMMzeWX+Fv1iuoLcb0LV5Bq6Lg9X7rNYalDT1jr7vjQF+a/PYOtf5znhRj2OIre3BE4T2ds/ff/fsuI98H8vmDZvbCZYWbuc+o0FHfoCmEzsbCbx+B05X/zAdlV8e3zpFVIim0vch9TSXd2IEh5vWNaNeh0Wjl1WU+lGtN8iXyjja+mwvjPlZGWAC6mZt75Tp0VtLgUYI5sd8bN7Rz7qb5XcnfNZlGZ0d9XK0l+xImLqL/eMUE8MuDK2BbEzBctOPq+sqm5u3caPx5EV7wxRGfQ6mjSbWf7LbbM84ALvrceYXmkq7waAjJbNaluoNbPqmomc06TlQKEuyuxoj3HIf2+xmrs5yVO4o1N1OdOcUXaNOINJmga0pHy9JEsHRYbxBJ5s/k4+BPFg+xNAahG1OC5pqhVyf8A45lv98g/k2y+jEg6BszOXO633mPm9+LjjpY0PmN9UqNfxt1seF782w9hd3F/O/oV6ts/rDdZa+nr7teNKKTx32O/B5h1j70cbA57vh/LC5+HB6bOy8PujZX8gUmZxsKrzjM34SR/IT98FGAr+/qdjodBrGJzzsKYRlyFGv1Tl8ecTMzK1CZ7Obe8rc9L2W7ST2Vpyb3Wri+GzwbjUbKzEinqaly6DTUKhU7rWYruaaiqNGCGxmA9f3rMDhNTUn8GeeMHupwRaqR7mL94lLcx4Ph21Z74OwdZbCqNVi0Q1uyXp5EucLTwQN4n3y16Lbz1lp8I47metrHriaFvQvfBG2M4O1Sk1eF5lrC6P4PBRm82zwMkIHhRym1ng24x7m3YAlCPeTGRZai6Qhk4F9hdJIciTSeSamm9eq02ru9Mi10x0vOupz3mvuKRTLzE02n6duY0E/llejPF5qhmK474hRb+fkMIVOr+sY51Q+Ht8qRVQgeDwebFpCP4BGXcJnbbouHoa9HJ3ev5QSNAO8A24bWo1gzO/i5DDV1/WtRK3e4Cx9ScDdVI4fTQVZ+8AyEysrUR61wgamwm7iRxkqfdoeKrFzcM6sz9N0/1UGH0jakaRW3OiYDwF4fXaMei3PRr2kV2IcD1BLspv4/jlWq5GHD4OkFToy7S6fMDMbYHbGT7HPytjpsiA0Ap/N0LeFpRKpeI5C8oLxmWYLuqM7LOEmox5/wK7YljOfLjD7aASDSY/LYXxfy/O+bH6zw8yjEYSA6z5u2nQ8i86gw+a0KLre1n+6TWDMw8hMgJ1Xg9c7bWf5T9eYfTyKwaRHo9cx8TBEJXfJ8Qc2ZUjsnRGZ8hEe9yguYtZ/tIEv5MQiE0JxgyRJ+L3WZuH72cCdVnk5apUasbdRplphDJExNxf3aAGaz14x6Wwqk2OR4Z5qH32/u9bAWm+2i1ycDBJP32/RshNNMWZ18Gw0xOYdCTtyGIWOR14/Lw7vJ7ebxKWhAeLOu7m4LrPo85OVKfDej1cncZ4Nh8hfl5lxunmRuL/BYEhjIDxk592A7vwbnmeiLPh9eCwWthL3q2WZKpVYjPgx63SUC7W+JbC6eXkUY37Kz5TfTX0Ab1g77/YTLD0MMzXioXRPI81NvKjFpGe3T0teJWKxLA6bmd1+4TEyvFs5YWkxgt3cv4NWN6nzS4r56/fKt8rH41vVaz44PiP9xu/+1z/XOYSAyREvuyc/f5HbydAwl+kSuXvUJ5TD47RiMxs4VrDgDIpGqyEUcZI6K3B9fb9BpJvRkWGyZ/n3vYE/FLdrCJfFSGE/Q27AeFPF3zTt4/w43dG/vRtPyEm9Vifbp6OGTqclNOLieP3Du1QB6A16ItN+Dt71WufaCYx6SB0nO9zk3Tj9DqxOKyfrdxeY7ofRbCA04WP/bX/lcfLJOPvvjuhnSgvPhbkqlMn2qVE4CP5xL3afk4N3Bz93673JJxMcbSWQ+szLkfkwZ2d5xXAJgCG7GWfYRXTvft1wujGY9fhm/RydZD6oA9voUoCdRBrpA/r2js/42E2mB4rj62ZizMNuNUt5wA5I7Yx6HKSuShT61ABVYto1zHH2YiD3djdhp42zy+K9lLL33+sbJq+5Jp6//xhkNRpwD5k5usjd+1i3wcywZOFAJtnuLiw6PaNGO/uJ+88LQ0YDYa2V43tYNW8w6bSMOR0drZkHRafTMDbiZv+eyuQNM1O+D1JiNRoN05Fh9lfvb8gx6LX82m/M87d/52u11/xH4luliAohksDRx/4dv0A8gNr2QRlVPv1R5dMfVT79UeXTH1U+/fnU5DMmSdLdJW1UfuF8qxTRTw0hxEt1BaaMKp/+qPLpjyqf/qjy6Y8qn/6o8lH5RfGtihFVUVFRUVFRUVH5dFAVURUVFRUVFRUVlY+Cqoh+XP6nj/0DfsVR5dMfVT79UeXTH1U+/VHl0x9VPiq/ENQYURUVFRUVFRUVlY+CahFVUVFRUVFRUVH5KKiK6AcghBgRQvypEGJDCLEmhPhPW9v/Tuv/DSHE522fHxdCXAkh3rZev9+275kQYkUIsSuE+B9FqxWNEMIohPjnre3fCCHG2475e0KIndbr7/0SL30g7iuf1r5HQoiftvavCCFMre3fefkIIX6n7d5529r/pLVPlY8QeiHEP2nJYUMI8Q/a9qnyEcIghPjHLTm8E0L8etu+75J8/jshxKYQYlkI8X8JIZxtx/yD1rVuCSH+atv2T0o+95WNEMLd+nxBCPF7Xef6pGSj8hGRJEl93fMFBIGnrfc2YBuYBx4Cc8CfAZ+3fX4cWFU413Pga5qNMP8/4K+3tv/HwO+33v828M9b74eB/da/rtZ718eWyc8pHx2wDDxu/d8NaFX5yB67BOyr90/H/fN3gX/Wem8BDoFxVT7vP/+fAP+49d4HvAI030H5/Caga23/R8A/ar2fB94BRmAC2OMTHX8+QDZDwL8G/EfA73Wd65OSjfr6eC/VIvoBSJKUkCTpdet9HtgAwpIkbUiStDXoeYQQQcAuSdJPJUmSgP8V+Hdau38L+Cet9/8C+I3WivOvAn8sSVJGkqQs8MfAX/tFXNcvig+Qz28Cy5IkvWsdk5Ykqa7KR5Z/D/jfQL1/2g8BhoQQOsAMVIBLVT7vmQd+0Pr8OZADPv8OyuePJEm6abf1MyDSev9bNBcyZUmSDoBd4MtPUT73lY0kSUVJkn4MdPSg/RRlo/LxUBXRn5OW2+Ez4Js7PjohhHgjhPihEOLXWtvCQHufyWhr282+E4DWAHFB01L4frvMMb9yDCifWUASQvyhEOK1EOK/am1X5dPLv0tLEUWVzw3/AigCCeAY+O8lScqgyueGd8BvCSF0QogJ4BkwwndbPr9L04oHytf0SctnQNko8UnLRuWXi+5j/4BvM0IIK/B/AP+ZJEnKzc2bE+SoJElpIcQz4P8WQizQdGl0c1PGQGlfv2N+pbiHfHQ03T9fACXgB0KIV4DcMd9F+dx8/iugJEnS6s0mmY99F+XzJVAHQjRdfj8SQnwfVT43/C803fYvabZI/gugxndUPkKIf0jz+v/pzSaZw++61m+1fO4hG8VTyGz7JGSj8stHtYh+IEIIPc0H+Z9KkvR/9vtsy+WTbr1/RTMGaZbmijDS9tEIEG+9j9K0WtByOTqATPt2mWN+ZbiPfGhe0w8lSUpJklQC/hXwFFU+3fw2t9ZQUOVzw98F/kCSpGrL9fwT4HNU+QBNq5QkSf+5JElPJEn6LcAJ7PAdlE8rQebfBH6n5VIG5Wv6JOVzT9ko8UnKRuXjoCqiH0Ar3uV/BjYkSfofBvi8Vwihbb2fBGZoJpwkgLwQ4nutc/4HwP/TOuxfAjdZhX8b+JPW4PCHwG8KIVxCCBfN+Mo//AVe3s/NfeVD8/c/EkJYWgPXvw6sq/LpOEYD/B3gn91sU+XznmPgL4smQ8D3gE1VPu8/b2nJBSHEXwFqkiR9554vIcRfA/4+8G+3Frw3/Evgt0Uz23uC5vj8/FOUzwfIRpZPUTYqHxHpVyBj6tv2oulGlmhmer9tvf4G8DdprvrKwBnwh63P/y1gjWas1mvg32o71+fAKk0r6e9x22TABPzvNAPnnwOTbcf8bmv7LvAffmx5/LzyaR3z77dktAr8t6p8euTz68DPZM71nZcPYG1d6xqwDvyXqnw65DMObNFMTPk+MPYdlc8uzRjFm22/33bMP2zJYItW9venKJ8PlM0hTYtmoXV/zX+KslFfH++ldlZSUVFRUVFRUVH5KKiueRUVFRUVFRUVlY+CqoiqqKioqKioqKh8FFRFVEVFRUVFRUVF5aOgKqIqKioqKioqKiofBVURVVFRUVFRUVFR+SioiqiKioqKioqKispHQVVEVVRUVFRUVFRUPgqqIqqioqKioqKiovJR+P8BUz/LCm5E8tgAAAAASUVORK5CYII=\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -563,10 +564,16 @@ "source": [ "# now to visualize using flopy and matplotlib\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=mg_unstruct, ax=ax)\n", - "ax = pmv.plot_array(dem_data, masked_values=rio.nodatavals, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + "ax = pmv.plot_array(\n", + " dem_data,\n", + " masked_values=rio.nodatavals,\n", + " cmap=\"viridis\",\n", + " vmin=vmin,\n", + " vmax=vmax,\n", + ")\n", "plt.title(\"Resample time, nearest neighbor: {:.3f} sec\".format(resample_time))\n", "plt.colorbar(ax, shrink=0.7);" ] @@ -578,9 +585,9 @@ "outputs": [], "source": [ "t0 = time.time()\n", - "dem_data = rio.resample_to_grid(mg_unstruct,\n", - " band=rio.bands[0],\n", - " method=\"linear\")\n", + "dem_data = rio.resample_to_grid(\n", + " mg_unstruct, band=rio.bands[0], method=\"linear\"\n", + ")\n", "\n", "resample_time = time.time() - t0" ] @@ -592,7 +599,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAqIAAAIfCAYAAACrVb5YAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAEAAElEQVR4nOz9d5Ss/drXBX5+lXPOVZ1z7969w3POeUFQUQRFEXCpKIM6KEtlZhzDCIoBRwZRUWZgYRjUAQyIIssxKwyCBJX3Ped5duiwO+fK1ZVzvOePu7p3VXWl3u9Jz6G+Zz3r7K66U93p9/1d1/f6XkKSJGaYYYYZZphhhhlmmOHHDcVP+gBmmGGGGWaYYYYZZvirEzMiOsMMM8wwwwwzzDDDTwQzIjrDDDPMMMMMM8www08EMyI6wwwzzDDDDDPMMMNPBDMiOsMMM8wwwwwzzDDDTwQzIjrDDDPMMMMMM8www08EMyI6www/4xBC/MtCiD/+Q9rWvBCiJIRQ/jC298x9S0KI1RHf/WYhxP9vzLr/oRDiX+n++68VQpz8qI5zhhlmmGGG6TEjojPMMAFCiGshRLVLwOJdUmP6SR/XjwPd3/43PfwtSdKtJEkmSZLaP8njGoQkSf+pJEm/espl/7IkSRs/6mP6EgghfqMQ4n8XQlSEEH9hyPevhRDfdL//RgjxesL2/iYhxDshRFkIcSeE+I093ymFEP+KECIqhCgKId4LIWw93/9T3fs9L4T4o0II7Q/xp84wwwwzADMiOsMM0+JvlyTJBLwG3gD/3E/2cGb4tkEIoZpisQzwB4F/fcj6GuC/Af44YAf+I+C/6X4+bH/bwJ8A/gXAinzvftOzyO8G/hrglwIW4O8Hat11/2bgdwK/ElgElrvLzzDDDDP8UDEjojPM8AxIkhQH/gzyoA6AEOKXdKNYOSHERyHEr+j57rcIIS67EacrIcRv7n6+IoT480KItBDiXgjxnw5Eo66FEL9DCLHXjWb9ESGEVwjxP3W39T8LIezdZRe7aet/pBvdigkh/ulRv2Hc8Q4s958A88B/140G/zM9+1J1l/kL3aja/95d5r8TQji7v6cghPiBEGKxZ5ubQog/K4TICCFOeiN0U+Jv7Z7PeyHEvymEUPSc5/91mg0IIX6FECLc8/e1EOK3d891XgjxJ4UQup7vf60Q4kP3fP3vQojdnu9+pxDiontNPgkh/o6e736LEOJ/E0L8ASFEBviXJx2bJEn/syRJ/wUQHfL1rwBUwB+UJKkuSdIfAgTwN47Y3L8I/HuSJP1PkiS1JElKS5J00T02O/BPAv+wJEk3kowDSZJq3XX/j8AfkSTpUJKkLPB7gN8ybCdCxh8QQiS7529PCLHT/U4rhPj9QohbIURCCPGHhRD6nnV/fffcFrrn8W+ZdI5mmGGGny3MiOgMMzwDQogQ8GuA8+7fQeB/AP4VwAH8duC/FEK4hRBG4A8Bv0aSJDNy9OnDw6aAfw0IAFvAHE+Jyt8J/CpgHfjbgf8J+OcBF/Kz+48PLP83AGvArwZ+p+hJqfcc/8jjHVxWkqS/H7ilGw2WJOnfGHFa/l7kaFoQWAH+CvDHuts/Av7v3X0bgT+LHKXzAL8J+HeFEC9GbHcY/g7gO8Bb4NcD/9Az1h2H3wj8LcASsEuXdAkh3gJ/FPhHASfw7wH/bU+a+gL4a5Ejjr8b+ONCCH/Pdn8OuET+vb9XCPF/EELsfeExvgD2pP6+zHvdz4fhl3R/w353cvLHhRCO7ncvgRbwdwk5/X4qhPi/DOzrY8/fHwGvEMI5ZD+/GvjrkO9TG/D3AOnud7+v+/lrYBX5HvmXusf1PeA/Bn5Hd72/Drge/fNnmGGGn0V864iokLVKSSHEwZTL/8ZupOJQCPEnftTHN8PPLP5rIUQRuAOSdMkV8PcB/6MkSf+jJEkdSZL+LPA18Ld2v+8AO0IIvSRJMUmSDgEkSTqXJOnPdiNbKeD/Bfz1A/v8tyRJSkiSFAH+MvALkiS9lySpDvxXyBKBXvxuSZLKkiTtIxPB3zTkd0w63i/BH5Mk6UKSpDwyWb7oRvZawJ/qOc5fC1xLkvTHuhG6d8B/Cfxdz9jX75MkKSNJ0i1yCnvYb/wS/CFJkqKSJGWA/47PEe9/GDmq+AuSJLUlSfqPgDpdkidJ0p/qrteRJOlPAmfA93q2G5Uk6d/q/t6qJEl/QpKkXb4MJiA/8FkeMI9YPoQ8Qfg7kScoeuDf6vnOikwSl5Cvwb8shPhVI/b18O9h+2p2P98EhCRJR5IkxYQQAvn8/VPda1YE/lXkiQvAbwX+aPc56EiSFJEk6XjsGZhhhhl+5vCtI6LAf4gcuZgIIcQaspbvl0mS9AI5FTXDDF+C39CNav4K5AHX1f18Afi7u2nbnBAiB/xywC9JUhk5OvTbgJgQ4n8QQmwCCCE8Qoj/XAgREUIUkHV/rv5dkuj5d3XI34MFU3c9/75BjrYOYuTxTjwDozHtcS4APzew798M+J6xr4m/UQjxz3dlAiUhxB+ecrvxnn9XBo75nx445rmH/Qoh/oGetH0O2KH/OvYe7y8WJWQtZy8sQHHE8lXkScKpJEklZBL4t/Z8B/D/6BLkPeA/7/l+cF8P/36yL0mS/jzwbwP/DpAQQvz7QggL4AYMwDc95+dPdz8H+TxejP/JM8www886vnVEVJKkv4Qs6H+EkPV2f1rIVaR/+WGwR56N/ztdjROSJCV/zIc7w88YJEn6i8iTod/f/egO+E8kSbL1/GeUJOlf7y7/ZyRJ+lXIRO8Y+A+66/1rgATsSpJkQY5Uil/k4c31/Hue4TrDscc7BNKIz78Ed8BfHNi3SZKk/9MztjHxN0qS9K92t2uSJOm3/RCO+fcOHLNBkqT/TAixgHw9/zHAKUmSDTig/zr+MM/fIbDbjTQ+YLf7+TDsjdn/gzxg1PeHwKuev18BCUmS0sMWliTpD0mS9BVySn8dOd1+j0x4X/ScO2u36A/kc7syYv8zzDDDXyX41hHREfj3gf9r90X424F/t/v5OrDeLRj4+ZkQfoYfEv4g8KuEbJ3zx4G/XQjxNwvZDkfXLYYJCbm46Nd1tZF15CjTg+2Ruft3rqvb/B0/hOP6XUIIQ1dz+Q8Cf3LIMiOPd8Q2E8gV0z8M/PfIz+PfL4RQd//7rhBiCx6Le64nbON3CCHsQog54J9g+G/8YeI/AH6bEOLnukU5RiHE3yaEMANGZCKXAhBC/IPIEdEvxsM1QS5KUnSvj7r79V9Avn/+8W4R0D/W/fzPj9jcHwP+QSHEshDCAPyzyNeAbtHSXwb+he62tpCj9/99d93/GPitQohtIRc2/YvIE7Bhx/zd7vlRA2Xkyvu2JEkd5PP3B4QQnu6yQSFX5AP8ke7x/UohhKL73eawfcwwwww/u/jWE1Eh+zn+NcCfEkJ8QC4meEgzqpC1Ub8CWUv2/xE9lckzzPAl6Go6/2Pgd0mSdIdcNPPPIxOSO2RSqej+908jR+0yyBrQ/3N3M78bueAmj1w89P/9IRzaX0QuovpzwO+XJOmJwfuE4x2Gfw34F7up1d/+izm4rkbwVyNrBKPI6fDfBzwU/swB/9uEzfw3yBZEH5DP2x/5xRzTJEiS9DVyZuXfBrLI5/e3dL/7BPw/kYuzEsgFQGOPX8jG+6MimCBrOqvA/xu5CKpKN4ouSVID+A3APwDkkAu1fkP38yfbliTpjyLfp7+ALGOo01/g9puQpQdp5HP5uyRJ+nPddf808G8A/0t33Rs+66IHYekeY7a7XJrPGYN/Fvmc/XxXgvI/AxvdfXwfecL0B5Cfg7/YPZ4ZZpjhryKI/gLMbweEbAfz30uStNPVIp1IkvRE49bVh/28JEn/YffvPwf8TkmSfvDjPN4ZZvhRovs8XAHqboHQtxJC7oz0T0iSdPSTPpYZZphhhhl+PPjWR0QlSSoAV0KIvxsePe0etE3/NbKlDUIIF3Kq/vIncZwzzDDDeEiS9KtnJHSGGWaY4a8ufOuIqBDiP0NOhW0IIcJCiN+KXHn7W4UQH5FF9r++u/ifAdJCiE/IKabfMUpsP8MMM8wwwwwzzDDDjxffytT8DDPMMMMMM8wwwwzffnzrIqIzzDDDDDPMMMMMM/xsYEZEZ5hhhhlmmGGGGWb4iUD1kz6A50BjNksqq53OF8oJjBoNUkei3mh98Tb0GjUKIajUG1/sVK1RKmm025MXHLZ/tRqFQtDpSFQbzaHLqJQK1Eoltfrw7wG0KhVCgnrz+UXWKpUStVJBs9VGoRA0ml/2W5RKBSqlgkazzZdKRAw6NSCo1BpftD6AVqNCKQSVMedr/DFoaLXatBrtL74n9Dr14735JadCoZCvi0qpoFL9st8hALVaiehAo/FlxfcqlQKVVjXy3pwGOq0aoRDU6006nS98TnVqkKBae/5x6LRqFAIqX7CuXidbfla/4F7S6zQAVOrPv5cND+t+wXPwuG71+etq1UpUSuUX77cjSdS+5Dxr1TTqLVQqxRffqyA/MwBqjfKLn5sHaDXyueh0JGq/iPcRgEGvQWp/2bnphU6nRgDVMddWrZbfG9Uxv1+lVIAQIEm02p0vPh4BaLQqWs027S98tgGUCoFao0QhBNXy+HOtFIL2FONtoZ64lyTJPXHBGX7o+FYRUWGz8df/7t9D6r5E8Zkv63WPk5P7NH69Cb1CRavSJp4b1RlvNOacVu7SebaDHiLpAvlq7dnbCNjMxLLP27cQ8HY5xLurCK8X/NSbbT7dJoYu+53lIN9cRNgJefl0/XSZN4sBPp5HmffYiEdztNvTvxDerAc5vkmyNudm7yyKw6JHpVKSzJae9XsAdlf9fLyIsbviZ/889uz1AXaWfBxexNla9HI05LdOwuqci7PIPUqFYHPBy+FlfPJKPdhd9bN3IR/7dxYCfPwUefYxGHRqNCoVuWKV11tB9g7Cz97Gi40A++cxBBI7K34OT55/PrfX/Ryexwi6rRTuCtS/YIB/+Waej+dRnEEL0XTh2esDLC64MOg01OpNorEctWceh82sp1Kpo9OqUSLIFauTV+ri5XqA/dMoOq0aq1FH8n7653RrxcvRRYKg10rkPv+sScnOmp/9izhCwPK8fE9OizmvjWimgF6rotOSnkWgV+acXMazKJUCq1pDJj/9uQLYXvGRzBbJpMvPmkC93grx/iTM9oKX4/PnPXOb8x6uLlK02x3MRi1Wk45INPesbQDYrHq0OjXxlHyfvnwRYu/4+c/vA7bW/TRabc6vU7xdD3J4GKH9haRtdzPI+Wkct81EOJyZvMIIrC67aTRahK9G308vX85x8PGOpUUn1xepocu8eDXHwV6Y1XUfF6exL+4X9vLNAnsfbtncDnBy+GXnOhC002y2SCUKmM1aGrkqzcZworm+HeDs4x1KlQKp2aIzJmjypy9+/80XHdAMv2h861Lzp9k0DocBq173rPVUSvmnBuwWrnM5CqLBVtDzrG0IAcm8TLg+RZJoNSqWPY5nbQOg8wziB2Az6tkIuvn6MkxHkri9z3EUSRByWp8sq1MrOY3KL51cpYZS0d81UqtSEk7mAbhN5ni5EZzqGLwOM2tzbt6fRqjWm5S7M+xMoYpKocBifN71AHjoVLh3EePNxqjGPqOhUSm5uJN/aziZw2MfbL0+GWq1HBFpdyTO7lKsz08/Id5e8nJ49XkQPb/PYNRrnn0MG0veR7L04SjCy63prskDXr+YeyTyEoKzu3vmAvZnH0exLE+qIqk8ay+e33rebNZxdJOg05HwWZ5/LQBW5l1cRtNoVErOw/fMBe1oVM97TS0FHTRabQrlGgHf02dkFBwWPVdh2VSjVm9iMeumbrpqMmhIdElrJJFnZ3X68+dxmLmMymRDkqBcqqPt3peToFQqUCoVtNodipUGm4veqfdrMmjJVWq0Ox0azTZzwee9yxb8dg6v4qRyZVbmXFOv92ozyPuT50+2ABZ9diK3mUeCVyzXKdeaeN3mZ23HZNJiNOkeSSjA4XGEzeXpz18vAl4rny5jXITvMRm1vDuNMLfkxGE3ftH2GvUWtVqTSqOBzWb4smMK2Li4SHJ3l2F5dfjvMpv1nB513x1i+M0enHNwuC9fr/PTOC9fz3/R8Syv+zjYuwM+R6Kfi80XATLpEqmEfN2KxTqr22Pel92xtt3qoFCr0HzB+3mGHz2+dUQU4CKfxWzV4DDop1p+ze3kMNGd6XV/caFe51M2yVcr0w/6TpOBeuvzjCpZKHGXyfHV0vOIQ+cZ08l1vwuFQnAUkY9/wWUjXawgSeCxPX3JvQj5KFbrAIQzeXaXA33fv5z3ky6UH//+eB1jzmcbewxv1oPkS1XO7uRjmPfauQh/nmFH7wu4rEa06ucF2MOp/OO/35+GebHse9b6K0HXY7SsWKlj1GtQP+MFF/JaObr5HEVttNqEUzkW/ZMH5NWQi/PIfV96KVeusbryvMmNz2Xm4LQ/evnpMsHSvHOq9TdXvHw47h/Ua40W1WZLJlJTYmvNx20s+/j3u4soGxvPux5Lqx5qdfl6nJ4lsJmePznRdFPbrY78nJ3cplhacD9OJCdBp1VzfvM5qnN4EWdnPTBmjc/wui2UKvXHv89uUrzenO7ZXp5zkclXHv/O5qpTcVilQmA0ah8ndgDxdJEXi9Od+1drAa7inyNmp+EUeq16zBqfMee3k8p9fhccXMdxWKd7pwIYDdrHfxsM0w3wL9f97J1Fp95HL7wOE6VM9YncIpuv0BbgcExH+nQ6FU6niXDP/Q5ygODm9p75ZxJyAKfThIQsmVoMyc/ueThNXSWx9sx3AkC1+w5PZ8pY7Aa02ucnL93Oz5NBjW74+svdiCnA9dU9WztP73edQdMX7f50EGF+afqJB4DJrCOTLj1KbaKR7IQ1BiGx+3qek8MItQGZQXWEvMzpNnHRk6FqtTp0FAqMz7jHZ/jx4FtJRAGuC3m0JhVu0+TZYi85SZQ+p5DbwC/EIrxaCaCdgsA4h+yr2e7wzXWEN4uBqYlYuzNFukbAVytBzpNp0qXPA5zb8vllexhOYukZDASQGJAbXKTSGLsDk8Ok7yNeAK12B6FVolA8HTZ9DjNrIRfvTyN96VGH5el5uIykWQ26nkRgR8HvsnCf/zwISsBF5J557/SRPJ2m/3xfRTPPIrMOq/FJOrFSa5ItVgi4LCPXm/faiWcKQ7WxH26i+D2j1x12DM1W/3aarTbZUg37hEiI32PhJpFj2N2UzJZwu81TE7hh+ti7YhGbdbpojF6n5qxnclJvtFj1TkemH+B3W/h0LUeY8+XPhPDoOsH6sgeFcvK9tbXkodhDJgGuY2nslvGDz+56gKOLp9KOo+skHtf4aNvWipe9k35yFUnk2FmZHBV9uRnkMvLU2vjjcYS10PjBfs5r4+NF/36LlTqbi5OJz+vNEIfX/Snx50RFH6KhDzgL36OZ8A7dXvFxeJX4In2+xaBF0xLkCsOlA6l0CY1WjWXCdVarlQSDDq7vhttJ1+otSvkqLsf0EX2Xw8RBj7SoV++eL9Y4idzzaneOEQHHoSj0SCRu7tIsr3qftb5Op+b8/PP9fHIax+3tfy+pVArurvvPQypdQtUTjV/b9HN+OjBmtDpUq030U04+AAJzTrKZz+/7TLqEPzTdu16vV7OxHWTv/c1Q+cflZQrfkG0FQ44nGvNWs029JWH3Tv+OnuFHj28tEQW4KxUQegVe8+iXhhwNTT7+Hc4VsA9EUr+JRfH5LH0kbxgM2tEP3vubKD6biYB9copokkbbrNeyHfLy9WXkiaC71DMbrDdbrAc+p5JfzHmJZPp1eblyjY0FeWBadNmHFlFcxTPs9qToBXIUNFus9pELkIsETm+SDMPhVZyXK1NGnxxPz1O10aLaaGKdMpIWSeaefPbhNMLu6uRjcNmMfQNpL/LlGo12G9eQiLPPaaZYrfVdh160OhJmx3TkbX3Rw6cR+rhMvoLFakA9Ii1t0GuQlIq+SNogzm7v2d6cfC42Vrxch58OzLlSDefcdKnttQ3/EwJ4dX2PZsoUM4DbbXkcaJID9/HBZZztVd/YwVipVBCO5558XizX8XtH/w671cDlkN8Pk1P0JoP2MSU/iFxhfFR0Y8nLh5PhOjlJgnJxdIpeqVSgUIqhhSMX0fTYqOhS0MHe5fCo5LRR0d5oKEC51mBtcbSsZXPJw+ld6os0kxq1Eq/JSCw5XnMcS+ax2gwYRxAkpVKwsuTm/Gr4++sB2XwFrVKJaeA3jkLAb+t7T1+E7/uCHx3gm9MIqxs+zKbJ21SpFOQHCPenkygvd+emOh6AtVUvlcrnd0OnI+EbkOtsbPjJZst9n6WSxceoqEIpKJX6n+kHJBMFFkek+wex83qek6On95vLPZkMerxWbHbjRD2py2/r+1soBOHL4XrXVrNNqdwgsDSrS/ppwbeaiAJEy0Va2g4B63ACOCxVOzdEW3mRyVJTd1j3j45CKCdMSW/ucxSqdV7OjY/KjYuIrngd6DQqDsNPozMGjZrzeD8xvEpmUCnkyzjqJb9/G+fFvI/9y9EFLPt3cfwuC36nheVuFHRYRf3GvGdsdfmH0whvp9B7NlvD0ynJXAmX3TQxxT7vtZMaeIk+4OQmwZzXNnb9kM82tvrzPldGq1H1aV8dFgMdCbITil8O7xJsLI+PSinE5Crlq3CajfWnUTWFEMyHHEST+SFr9ePDSYRX4zRUQHNMRenRbZKXr8YPgGqVkpvU01RboVjjxfx0EWqrWf8YDQWo1ls4rf0Tgb3zmKxpHvEYbi97SY0omju8iPNyRIre5zT3peQHcXaT4tWIFP1SyNmXku9FOJ7jxYioqN1iIJ4pji3wiaeLvFgYfv5erQW4jg9Pb+bLtZFaUZNeQ7HeGHnvTxMVHYyGPmDU07Q67+IylnkS+Z8GSgEbfhdXt9M1xLuNZPD6rGgHsiVCARvrfo6mLIyKxnP4XeaJ7yGLScfRwLmo1ppDpTVH10lUZi0Lc+MzBVaLYWgx0MfDMC9eTCcVyeee3pNn54m+KGaxMLzQ9vIihcmsY3snNDaF/mk/zPYEchycc3D8afikpzLmmQNY2/BRKdeITZHGv7pJodZ8vlbrW36y96MLaJuNNqlUkeUpz+cMP1p864koQKJSpqpqMmfvJ5iD0dAHjHq5ZKtVTgtp3i4PH7CmsVwq1Rvsh+N8Zzk4Mk0tjQiJfrUc5DqdI1kYTrBWvM4nEdJ0qcLOgpcFl43jSP8M0GMx8WrRz4t5L26rkTmXjVW/k/WAi82QhxfzXnYWfbxa8rM152V1wU2uVO3Tfw5i1KDbi3fHYV6vjY7EKRVi5CAKcB6+Z3tp/GzbZR0dva4327Tana6101OYDRqOR0R1exFJ5XFaDRi0aswGLUa9huSUbge5VgPlmLT4y43g0OjdIPZOouy+6Cf2uy9CfLqc3iFg7zzG6oho1eqim4vb8RXa++EEgYBt5PcbW37SI+6L+0RhqpfM0rzzidRhWET6w1lkJCkcjCIN4mpIin53I8DRFOfy+CqBdyBFv7XqY/90vN4xPyQqKoTA5TRNVc3/8STC+kCKft5r58P5+AjRZSw9VCo0H3RMdLiYFBUdjIY+4Pg28aRocTHgIHr/ZQ4MAK+WgxydPq+q/uLmnvkFZ182YWcryOHJ87Sp51cpNpbGp8SXF93Uh1Rsj4pIp7IlbrN5dndGT9YtY6KmxxdxliZE8hYWnNwNkR5Uqw1Wu7rv5WU3dzfDyX2pXGd53cvd3eRq/cvzBJ4RBYEarYq2JNEcUal+c3WPdoR2dff1PBdncUrF6VxpBouWpNbkyHuz0ebuJsPLX7o61T5m+NHhZ4KIAqSqVXKizqLT9vjZKM1SujqaTLUkie/Ho7xeDTzR1+UnzOB68fVVhDWfC7vx6Qu9LfU/JEatmpcLPr6+ioyN0qlHEJt8tYbTZGDBbePtcpBXi35cViPJYomPNzGS+TJfn90RSxc4j6Q5Dd9zfJvk8DrBwWWcjxcxPp5HKZTrbI0hgCtBJ7eJ6UTme+cxtkdEZRZ8jpGp7Qd8OI/yZn30bDVfHE+IY/cFlgPDIw+r856pfR6vYhk2l7wsBZ3cDZECjEI4nWdnRFrcZNByNUKjNgz7ZzHWuhHWF+t+3h09r+K43ZGI50p9xQsPEFNoehvNNh2D8tFhoBcKhSAxYuIEEE8W2J5QeKNRKzkfopMcNZi/P43wert/IN9c9HA7ZnIDcore5/k8aDpshokk/AG1RguT6XOK3mzUEp+QKobhUdFXm0FOb4anDQchSVAo1B/10CqlAhRM9GDMlapsD+ilX20EORghR+nFuKjoqGgoyMe01BPtC/ls3BfLlL/QU/OrtRB7h19WXX96mWR11YtCIXj1MsTe0ZdZBR0eR3i9NZw0GnRqTm+HT2jDidzIbTZbHd6dR9neCaIbco8/+MkOQ6vVIZ0v4xqjWx5XpBiL5xFKgVbTv1+9Xs3aho+Xb+ZZWvNQKNfRGbTsvl1gfnF0lrBabaLRqVENkRCtbQaIRXIj12022yws9WeO1Gol2y9lPehz3WUeipacHjMXI6KwT46h0eLkIMIv+zW7z9rXDD9c/MwQUYBsrUqqXWHZ5WDN7eRgSDQU4CaTw6AeX1n6dTTKQsDeRyST+ed5fx7HUigUsObrJ0S9KfRFjx2zQcfe7eQBYlD/+QCLXkel0eTmPse7qwgfb2Lc95ADj9lIqdZgY0IRQzxT5N1ZZKSF0XOsiTodiYvw/VAyaDVPV7X4/izC1hAyazfrH+1uxuHgMs6bAXsqjVrJRXQ8+RAClgIO3myFCAbt/OA6wmUiw9Kci9ebIVxTWrKcJu4xG59GN1bn3RRK0/vPttsdYuki2+t+zu6m95fsRaFUQ6tXo+upvl2ed3F6PTkyDLLV18aQitrNTT+x+/GErFkeT/q3Vn0Uys/z4313EuZ1j83VtMb3ny7jvNyQJwgeh3msxnYQ57epR1KyGHSSLUzODkB/VHR5zsXeMz1zk5ki2/Pyc7C7FuBmysngdTz9qNFd8NufFCeNw6io6Kho6AMKFfk6+lxmStU6xfL0k/devFoJ8HH/7ovWBVlD22i2+eW/dJWOBEvzrqGkbxp82L/j1RBLtfUVL6XK8PvnPldmfoKF2t55DJvXhH8gojhKF/6AfKGKRq9CP+R9bDJpOR3jIZxKFXn9ZoF4NMfmiwAv38wTWnRSa7Y4PYuz9/GWy4sknXaHeCzH3odbbm/TOD1mXr5ZYGXN+2TyeneTZutlf4p+ayf4aNU0Dr3V/HanCX/Axqe9L5t8PBQtBYL2ke8Dh9vM2osAO99Z5MXbBRZW3KhUCnRD3tMz/PjwrTK0nwb5Rh2n0YBPb+E0PTzq1JYkFt12PkXHD8In6TRuo4Flo4NsuUq2/DyzZ4B0qUquUuOr5SDfXEYe9w/wZinAYTjRZwk1CiGHlUj6qSbwO8shvr4M892l4bN2p9nAQXcAqo7QZQK4rUZiXQPyVKGCxajrIwdmg5bjq+cZxtebbe5zZfxOy+O2AUqV6UiHBFwnMgTdViI9Vk8LPge5/HQRjo9nUdlqqSs32F728f7s6bpqlZKVkAudTsX1fY7zdBbSnwd8q0nPRfTz/bQccmI36Ykk8iPT9YVqne8sBfnYY1AfcFsnpnMfoFErmQ86MJm0FGt1lBYNlpqBkFGPXqNCgaDZbFMq1Uhny5RHDIoPuI3n2Fn18+lY3r9a/bx56PuLMNtrXs7OPt8HucZkInd5c8/Kqqvv/D1ACDGyuUN1wrbfnUZ4ux0km6uOLKAbhnAix/deznN4Hn+27+tNLMN3X87zg/3b6fcXz7G97ucmlqFQqX9Rwc7+aZTvvZjnm7PpyVmmWOXNWpDTmyTVVovGMzSajWabuUUHmZ7nbFw09AEX0TSbC27SxcpELfUobM57OD5+fkMGi1nHQtBBuyNxHU5zdpOi0Wxhsxq5DKcRArxeK06rAY1GRb3e5D5TIpWe3Izj4FOErTXfo8ZUrVZyHRs/GXbYjdxGx08awsk8Oq2K7a0An7oFPWIK469ILMfGmpfzk0Qf6VpZ9rD3cfi9aTJpWV5yUy43ECrB0ZACogcIRf+7IX1fIt3VXFoseuYWnLSabS7O4rSaHfY/3rK26efsOIbLbeZmRNp/EMm4PC4srXjIpIvcXn/ZRPsBroCNyEkCh9uM02NBq1cjtSWKhQqpWI5MskBmikzGDD9e/MwQUYWAHb+XtpA4vE+iUiv47mKQb26iQ+1CRukHB5EqV8gra/zyhQUuErLgvtFsUWu2qLema8fY7kh8cxXh1YKfs9g9dCTW5928u55es+SzmfqIqFIheLUQ4OtLmeSM6vC05LLzLiMPJqfRFH6nmXj66cAfdFm57xb/pIsVXix4KfR0GVoLuXn3BSbUhXINvVaN3awnW6yi06i4mvAC70Wl1sRiaGM2aB+rskdpjoah05HIFMrYzHoK5Wpftx+zQctS0ElbSJzH0xzGRpMZ0wBhuez5DYtBB06zgVgq/+Tcvr+JMue1Eemm6iwm3cgiI7VKyULQgcksE8/LRIbjxD0k4PV6kG+O73i7HuT9iDSjyabDaTNiNmjQPLQarDbJF6rcZ0t02hIH5zHe7syRy1c4nlA9PAgJQbRSxmzWUSzWWF/38SkyXYrZqBj+vG2t+h4nSoNIDym4GMTeeYy/7tUyNpOOTkei3ZHodNq02hLNdodms0WjJf9/vSH/V200qbfbX5QyVigFzXYHhUJg6uqG9To1Go0KtVKJUqFACOhIEu1Oh2azTb3RQiHJnq+JTIm1eTdqlRKVSoFCiG5jBwlJkqPfzXabRrNDo9mkWm9SqTZptFq0Oh3ayFFJo16DXqNGp1GhVinlKvqumFGSJNrtDo1Wm2a7w+ayj69Pnh9dfIiKPnRbGhcNVSoEq3Mu9FoNRp0aoRTc50ZLNkZh0LB+EkJ+Oy6HkXyxxlX4vs9GK+i1chvJEonnWVt0c3adIp4q9JnYAxhNWnxuC2aDFkmSKBRrxBL5Pl1rpyNxdZViMeTkOpxma9XHhwl+qOncdN3mavUWe1dx3uzOcfQpQnsKfSPAyVmC3Zch9j9+vrbJxNN3y9KSG4Nezdlpgr3usj6fFavNMLSoCRhq5/eAQqH6aHCvN2hY23QjJEilCtidRkwWPakxhUIqtQKdVo1aqwIFfOeXrpBJFnG5zHi8VpRKBUIhus+SACFnqZC6NVySREeS6HSg0+nQbnfotOX/N5i0OL1mzg8iM8L5LcK3noi6jHqWXA6uC1k+3H8e0NqSxF9JhXkRcnOfLpOu9M/OC/XpUkY6tYrdgI+/cnPLC5+Xdzc9Lx+lrNvUqVVoVfJApFEpUSuVqBRyH3WlECgU3QEH+N76HI1mm+8/I7IB/T2kdWoVqz4n764+E5KLRBqTTkOpZzmTTsNJT6RIkiDgsQ4looMFVIc3Cb7akNvwCQGx+8kV2qOQyBRZ9DuoNVos+OwcjdBVjUI8U2Jjzk0lkkYpBJdjiqmGIVOosj7vZs5nI5Et8WYzRLFe5zyW5v3tdJGXQU1VL67j2cfiq3m/HbfVSCJdJJrK0+5IGGxaSMDmkpfjnsIYlVLBQtCB2aKjWG9wlchwnLyHgdNj0Km57pqWH1zG5RaSQwacUrVOqTr8vlZqBE6bCZtJT0crmAvZsJh0tNpt6o02lVqdUqVBqVwbay+WLVbZWfJS3IvSUEyv4To5j+MLmIln+u+9anN02v4+X0avVY/U86qUCjYXPHz/8Ba9RjUVcQXYXPLx/uiO3W47z+dgwe/g/XGYrUX5Wk4rsVhf8qBsKvuaBjwHr7dDvDsJs7bg5iScGnmdn6y3HkShU+JwmXCaDRi1GiRJoliqEUvlqY4pIuqNig6Lhhp1GpZDTpDgMprmpKt7XQ+5ObtNsRx0olErOZ5S/jHKsL4XGrWSpXkXWq2KSDzHXTzL3QhtsMdpIRrP0253SN4XcTtNQ6Of5UqDi5v+d4pCgN9nw241oFErqdWapNJFcpkyPreFWGayTOs2lsNtNz5O8Cfh/WmE5QUnKo0Sq9VAvlCZ2Epz7zDM7u4c+3t3rK56uOhmK+Top4dUqsDVxdPzH4/nCQRsMvEe0tZVTGlaWq00OOpaK/kCVjZfzJNMFVne9NFqd2g12zQaLRrNNo16i3q9SbMj0aw3oftcO7wWhFLBxTOL0nqh0apYXnBxe5GikCqysO7l5vR5GbwZfnL4lhJRiW2fF5VacJBKkow9jdQ9pL8PMynsej0vrJ6+iNdlOotaqaA5YuYtgDdzfu7u8/ygG3V8H4nyas7Hx7vPD0yz3aHZblBkcnRlK+Ah06hiNmox2bWs2B3E0kWi2fEzN51axXlcTnXYjXrsRj0Hd/0PWVuSWPY62Lv5fGybAc+TKOZVMoNCAb0OUgKGFiHtXcVY8NnRadR9hPZLcB3LsLngwTBGiD8OJ3cp3qwFqTdafWTuAUqFwGrSYTJo0es0aNRylEggaHc6tNod9GYNmqaar6+eX7igmDKLfZvMcdstaprz2fDYTLLGb81HoVBjac6J1WqgXG9wmUhzkkrDhKDixqKH912/yUarjVqjfHINJ6HdkUhmSug0apmwajRcHT89jwqFwGLUYjLqMHQjfSqV3PCgg0S7LdFotvilv3yV//Xj9dT773QkAlZLHxFdnnMNLVLqhcdh4mYIeVOrlKzPuTi8kO/3Bb99KiJq0ms4697Ll5E0dquB7BROEAAvVnwcnMkTl3ylJp+TKbWp7Vabj4dh3uyEHq/ltJj32x+N6ydZyPWt57NzeJtgbcGNz2Hm6CbZZx0nBHg8ZtxWE1qVklarTSZfIZYuPBaKPERFH6KhbruJkMdKudrgMpJ+bC3bi2pdfhc+GPVPQ0gfDOtjQ5wPHHYjIZ+NRqvN5W1q6PM/CAFEeghqoVhj3mJHq1EOrXIfREeCaDL/JHthNmpZWXCSLFRIDJnQDyLot01NRG1mPVqNfB1yxSpqjQqHzYjZrEOnU6NSCtptiXq9SalYI5MtU6+3ODiOsLbmRa1SsrzslptLnCZGpugfEI3mCIVkPeVgdfqUfUkAcLnN+PxWjj9F8XitaHTqZ0krypUGt+F7dr9a5NOH22dLV2w2A1ajlpODMF6/jUq5TiIhsbjh4/rky8ntDD8+fKuIqEoo+O58kLtynoPM+JdR7ws3W6uSq1b5uaUQH25itDodGu02m24np/GnA+GG10Wr2eb9df/D1JHgIJ7kRdDLYeR5s62vFoO8j0TZ9Lv5JhZjx+Hm+xF5QNqcd2FUajgOJ6kN8e5c9To5vEsQclhptttcJoentnvtgjQqJVdDNHnpomz39KlH7znvtQ+N1DTbHeqdDl6jljmvDbVSgaqbBlQqFCgUAoWiq2jqSS9Kknz+2x2Jdke2Umq2OlRbLWwaA36nGaVC0bcdpUKgEN1tCoEQ8qxcPPwbAIHPaUarVtFqt6k1WpSrDYoVORKYLlVJl4br0paCTvaO5N+8Pe+l0WpxPuT8jMKkKuVhuEvluUvlWQu50Fv0nCXTVPMtuJ9emuBzmji46H+ZXkUzvN0I8f6Z1fOvN4J8uojR6Kb+VoJ27gY8+jodOTVZGGOb4rAZER0Jg03Hgt+BkODuLj12HYDTszhWq458V3usNUyWxwzaAYEcFVsJOvssrD5dJXi55n8kiqOwtuDh/ZGcjShVZJeIaYio2agl0kNKosk8rzeCfJyiGnt9ycNpVwaxdxhhe93Hp8vpBkilUtBRfC5wPL5OshCwTyxY0mtUNLs95DVKJd9cRNhd9PPpOv54L0sSJLIlEgN2TmqNgpDDgt2kR6VQYNVqKZXq8nsikR3p1fqAwQKeSYRUNqw3cdV1MBACFkJObBY96VyZ22iW9DPT/CsLbi6u+2d4t5EsOxvPj4L3wmDQ8O44Skshsb7soVppcDfGhq0yJrrbi41lD8lEgePzBK+7biHNZptEqkAiNTpQYbbosVn12NwmqLdp1JqcnsSnli+Fw1nm5p1IHYlyT2HZNBFRmYDaOP4U4T4lk/KOBPsfbljf8HP6DBLYkeDDpzCLq25quepjL/lJ8AdttMoNbq+617obgKpWGsTieRY3/Vx/gd54hh8vvlVEVKtW8gvx6QbfQdN4ScDPJ8NsBlwUcjWSpTKWgQ5LAasZl8HIfnj0A9TqdDi7v2fD7+IkNjlFrFIoeLXg5+s7ecDSdVO8mWYVnUpFrdXiOCVvx2hQ88YdIF+scZn4TFa0KhXrfhexbIHiGF3bTTr3+O8XIS8fR2mYBlx4nGbDUCJq0mtw2Y2Umi3i2eKzih2G4c16kHend5h0WtKF5zkQAGwtejncj+O1m7gbY48yDCaLDrqX69OtTGDWQ24EcBKerHOsjUkhD4NKqWB70UupVOP8NsWV4h694vmPm9NmIp55OvDvX8YIea2Eh6ToB2HQqVkOuZ508TE7jPDMns8mgxajVs35WRL/ipP97j0mBCwsOXGYDRTyVa7v0k/kHvVGi1c+H19fRPB7LBxNUfw26Pmr1ahY8juG6ltvE1msZh35EYTYatJxPEAAj64SvNoIPGnROYhF/+ff+oCL8D0mo5bShMrw3giPJElcXSVZCji4msL5YXcjyDen/e88m0HHzYT11hY9fLyQB+AH4rl3HeP1sp/9i/jYNpvNVqcvsv/VSpBWszWVdZsQUBhR1DmMkApkw/qbuzTb636UCsFtLMvViE5X02JUEdrBSZTXL0J8+PR8vbtCITCYdMSyJdZW3JzcJFEI2N0KchfJDnVRuLy7x6DXjGxeoVYpebHq4+On8GMaPv8MB4liqYbDYWT/OIJNqyUey6NWK1lZcmE0aCkWqtzdpmmN0Z3e3aZZWHAiJaTHbkxiTAbI6TLhD9j7COgD2u02SHIveZfb/OT74fh8L17fpjHoNWzthjiaUD2/uuYldnNPpaf7U2+GolZpEIvlWNr0czUjoz/V+FbZN5XbDb4Xmq4TQnvEi/Y4e09Z3eRl0EulSy7MWg3fnQ+SypfHktAH1FttbnN5VjzjO5CYdRrW/K5HEgo8nvFoscTOfL81UbnR5OtIlLNChrmAja9Wglj0WrRqJVfJzFgSCnK0c95lQyEEqSHk5QFH4RT2HgulYRq89Tk3Op2a+0KFg6s4a/NulNPmp4dgwWfn43mEerNNyGN79vpWo454ukC92aIjSc9qHWk16R7JZy9OwylOwilWAk62F8Yb6BentPmxGHW8XQti1WvYP4s+Fma1OxILgen6eD9gfcHN4YjIWbPVRqlWTuy/vuC3YzHq+nphP+BTOIF1Qm/uXqjVSvwuC5FoDgBXT0tcSYLrSIZ3x2HOY2n0Vi3bL4LsbAew9dgAXV+n0aiUuF2WqXqO905+dBoViz47JyNSvPlSjTn/aMucpaBz6L1+fnePwza6LeuLFf8TEgqyL+nK/Ph+8OuLnidepfVGm3y2gmdCP/P5gJ0PF0/3++kqgcc2et1X68FHEgpQ7vE//nAZY3fF/6y+5VJH4iqaJuie3O7VbNBNlIxcRtIcXydZDjrx280ohKDebHN4FmPvJDqyn/y0UCkVXI7xh90/irCxPF17yl683A5x0bVPM+plqUJHgo+nEaqtBq+3Q49+rw9otTssj+ikFPBY8bssfDwM92lBw8nc2GYYvZifc3CfLVGuNLBZ5Xu42WxzfpHi436Yy5s0Co2KtQ0/u6/nWVx0DS1EurlJ4/ZZ0evlQMmwiKjDaWLn1Rz5fJWDvbuh5LbR1RyXijUMBs1Q7+EnGNhXpdrg4CzO9pt5dCOKind2glwfx/pIKMgTvV7UKg2i0SxLm8M7nM3w04FvFREF+Pn0Hd+bC040uGiNeRvmG3Xe5+IYDWp+yWIIpaSYaCY/iEqjSbJcZr7HQL8XAbsFi0nHpwEv016rpq+j0T4D/l5cZ3N8PxpBaVSSLJd5sejj7WqQrZAHp3n0oOm2GtmZ8/ZVhw+i3emw1DWsVisVfZEZlVLB2/Ugp5EUqXz5sYPRwXWCneXxvb5HQSHkFP7DZHXvIsq8d7zH3iDmvLZHO5hwKs/W0nStI0H2EBwXzb2Ipvl0k2DRa2dnhPl6pjg+NRhyW3mzGqBea/D+JExmyGD6HB9DhZCracfhOpbh1RjT/9cbQaJDKvkf0Gh1WBxjVt13PAohk6qrz9HjZCw3cvliuc7+WZSP5zEytRqhRSevdudwOI28XglwdD2dtCXflVrotWrmPLaJRvD75zG2hpAMh9XAp4vhUZFytYHHMdwg3GLUPToejNpfwDOaoI1q55srVFFLCswjKtFVKgVtIQ3Vy7XbHUKu4fsMeaxPigEHOym9v4zyenX61oalcp1KrUlHkjBO0HhP259drVJg1GpIZUscXsaZn3PweifE0rxzZEe6abG+5Bkbpe50JKLx3JNOWeMwH3L0TUaqAxPTar3F+5MwepOG3c3Ao4MBMLQl7e5mkEy6yF3kaVS82Wzj908m/XMhB5lc+fG3akaQtnq9xel5go/7Ya7uMmiNWtY3A+y+mmdu3vlITK+v7/EF7Wi16j4LKYfTyMtXcxQKVQ4+3tEak/av9sgybq/v2dwa3WHvESPmo/vHUcxeM3MLn4m8QGL3ZYjDdzdDn41BIgpQqzZlMro1I6M/rfhWpeYf8PP3d3wVCnIQTdLsDH8oxvVzB/CZTDS1HaSOoKnssOx3YNHpUAkFzVabfKVGPF+gNuahK9TqqBQKAjYz0dznwX4r4CZcyFMoPo2i5euf0y5tSUJo5Yr6UdEhi1bL2RAdq8mowW8zY9ZpUQhBtdYkmS9Rrjdo1San0GNdc/5lv5PTW3lwD7qsqNQKvulpH9hbHPHhMsbbtRDvT5+X1nq1Fujz7pSY3j4L4NVqgI/n/ZGhD2cRXi77OJigtVMoBLf3uan2c91NPYbcVhxmAwdXsUfyXG20MOk1fQboQsieh3Qkjm+SYwkLyBHrabG7FphoDwNyin7OZ+vTqRl1GpaCjiep+GE4S2VQq5QT+4C/3Aiyf9B/3RPxAnPLzpFVyw+QJLiJZriJZlAoBW/9JnwBK0adbDMlSRL1eotSRfZDrfYQ8ESmiEmvxecwcT6lmX8iW8KgU/fp8+a8Nj6OOR9HVwl2NwLsD6To5/32sbrTdruD2ayDIZZc64tuTq9HE+dYMs/Koptao/Xk/O+sB3g35jk7uU5iMWgp9EQ7dRoVkhDUB3TmxUods1lLsafS/t1FhK/WQrw7m/wsJ+/ld0XsvsDWkpfjq8TIYu5JRBVkyU/AaeHgLMqbtSAdCS56Oo2ZjFoWAg5UCkE0ked+THZnGBRTzJZL5TpWsx6dVjVxwqdRK2lKnb5ARTiaG/rezuQrZPIV5oN29Co1p9dJriIZlEqFfK8Ytcz77OxP6BhlsxkJh0c/V6GgnWyh0tcwYLBj3yhUKg1Ozj6/N00mHXMhO2q1kky6RGjBiUqlwO4wEur2iu+1iBqHwQnA/sdbXrwMcXjwZZ2t4skCKpWCnbcLnB6EWV32sP/N9cjlR0n5a9UmkXCW5e0Al1N2XZrhx4dvJREF+CYdYcfr4eY+T3mIfq81prjkbcDPcT6JhIVfSEXZsrk4STwd5ATgthtxmYwY1GoUQKXeJF2skCyWkCTIVKp4zCbcZiOpYvmxKGmUNCBR6n+pnqczfG8xyDcjKrlNuuERhlK9wVmin6CqlAqWTQ4qnTpv14K0Wh1S+RLxbPGJ32kkXWA95Hz0x3yzHuTwJk59gHgPdrx5dx7hq43Q1J6idrOe07ung/HxbZKtRe/EyJjXYeZsyPogE0e3zUhqTCHD5rKX/bvnFZaFU3nCqTw+hxmf3cz+VYx2R8JhNlCuNtBpVGzNe0hlS88y+b9NZDEZNCO7sTzAoFNP7bXabLURSoFCKei0JRYDDqr15pMCp1HIlWq83fBxcDh6oHj9Yo69EV1S3FbDRCL6ACEEm1t+fv7TLWtLHvZHmKObbTqcFgMmnRa9Ro1RoSR2Xxhr5dSLdL7M6/UgH4/l3+RxmDicopvRxd09Tpvhsfr+xcrk4ieQ+9BvLns4ueyPRE5T4HZxnZILaK5ij8/oQtDxWCU/CtV6kzdLIb7pIZIbi96hqXyQMyXFAcunby7CfGc99ESD2gubSU/p/vME6ugqwZuurdswaDXjU7FOqwGDRs1ZN7I9LAVcqtT7rpffZ8XrNFOvNbkOZ6iNuQcMejVnU/rjRrqNBj6dxca6JG1u+Plw3P98lKsNQiHbyEKlB8391qqXQqFGwGUBIJMu8el0Cr3imNMYDNjIFasUB6zDis9oQd2LUrnOUU9hkdtlIhC0c58qTU1AARBQHJIJOj+NEwzaiTxTj/6AVqvD+c09r76zxNd/4XjssoO69F7Ua03Cd5mfajL6N/8NRimd+cXVYozCN3v1PyNJ0t/yI9n4LxLfWiIKcJBLsmx3oCs2nvSPbw2JlJo0GtbcTr5OyS+VaqNJG4kUFcxaDcV6P0GQgGSpTLL0lOhodUp8FjM2nQ6tUoVWoWS57eDnr0c/uA6jnlTr6YN6kErgMRtJDkn/ahXTaSE9FiMWvY5fuAyz5nDwqYfYmowaQg4rJq2GZrNNPFsklS9jMGqpV1tsL3l5d/6UiCgVYmh/9W/OpiejIY+N/cvhL95ipYZSIUYO2AohMBu0JEZ49hUrdbwhM+l8eeRMuDFllGAY4pki8UwRt9XInNuGoiPwWI2c3aX4cPr8GX5Hkpj3O/g0gSRuLnqf1TzgJp7lq40QUlti/zz2LIkJQLo2ujhidys4koQCJGNT+ssKeLET4EM3sq0eozcuVuqPg+rr1QD5dofzSBoBeJ0mXDYTWrWKWqNFOlceen98PIuwtuDm7CaFz2kmOYXVTrnaYM4n20BZTTrCU7bSfDjmXjunBwP1aXBwEuX1zhzvT8KoVApaUmcqC5vL8D0alYJGq8OrtcBIEgpg1g+f0H59HuY760G+GXE/e2ymPiIK8P4kzM6Kn4MhUgeVcvT7as5jpVptEu4hb9IUWfhYqkCsWzmuUipYXfZg0mvJZEvcxbJ9k+yVBQ8Hz+gr/+k0xusXId6PKF5aX/GMjKQ7rcaxFfMgE3eVUsH6VytcXaTITOl1O6pgKeC3yc/HEP/a50aOh2Fz008qWSBXqJLKFtl9M8+n/fDYYqcHmMy6ocdVr7dotdro9ZonkgYYnk7vhd1mwKTV8P1fuGT3e8scfP9y5LKTtlWvNbm7TbOyHZi6H/2PE+lMm+//mfkfybaV/rPpdFg/AXzrNKKDuCxmUOoFc5Z+Tc2gRnTT5cJgUPFNl4TqlCpOU3JEMVEtsxQcLigfhXqrzU0mx8donO/fhSm06jSk8TMZl2l4j/JKs4XbPrz4YBq11E7IS7XZ4rwbIbWa+gtQSrUGx9EUX19F+BiOkyiXMVt0aHUqCvUahzfDo3pBl5XGCGnCN2cR3ozRJ4Kcth5FQkGOPL5cGa3beb0WfGzNOQrn4fuROsmgxzpVRfwoKBUKVoMu5rx2MrUqqGR9WeULOvI8QDMhYuRzmtkfoWUchZWQC61eRane4OV6gPUFNxrV9MVcN8kcK0vuJ59vrfr49Gn8oJ6IF5jzTdb77r4MPZJQgJOrBG7r8OfhcZ0VPx/Oohxex3FY9EjIzQ0OLuN8cxLm8CpOPFtEr1ezMufi9UaQ1+tBloNOtGoVhUpN9tJ8Rm/3426Kfs5nH1l9PwyRZP6xhz0wVce1Xnw8uOP1eoCd9cDQyd8w5Es1Xiz6CbqtnEx4TtRjCOLX5xG+GvEMmbTDU+0X4XvmvLYnn49Ki6/NucjmKk9smCYRh0G02h3OblK8Pw5zk8hhsRrY2QywsxnAZtFTn9IuqRcfP4XZWn2qDTcZtaTylZHX8sFrdRwcNgPzc06imSJXmRxzK052XoYei4JGIZzMoxroOe/3yf6t+RHFXMVyHYvlqd3ZNHA6TWxu+Dk+jpHOlJE6Eo1Gmw/7d7j8VpZWPBO3YTKN1gcn4nkWl57PgzxuMxqhIHLXbejxKcLK9mjdaWcKc+VGvcXtbZqVF9PrpH9ckIDOj+h/P834VkdEHxCvFrGqdaw7nY/95ZvdG1KlUPA26Of7iTCdngTMusPJQU97wm/uo3xvIcj7m+fPkgwaNbFsgftShXWvk9PEcOuRcfqpvUSCtwNm+SBbqYyCSqHg9YL/iUF7e1I7DqBcb5DMl7DYDTDCAshhNoyd8b8/jwzVb4LsY5qvTK5+vUlkh6ZcH6rsp8GHsyhrc+4nKXyXy8xt/nlt3jw2E0G3lXq7zVUqw0ny8wBvCmk4vIgTcFlwmgwcjCHZo3A/xOKlF06r8Un3oVGY89owGrUc3SSotJrYDfpHXaFGrWR9zo1RqyFbqHIby46tUlcOeHouz7u4ukxNZZrvthrHpud3d0O8Oxu4RzsSCy4bqfxwWUXAZeGsq11utNrMLfrIjIhaVWrNJxMWgdySMuS2YDJoHv1tJR48NB88b3v+7v7/g93Oq80gCiFotNqUy3Xu8+WxRTAPdk5+l+Ux9TwKNrMeu9WA0aBBrZLbsSqFAkkpWF/woFTKLQ4V4rOv7sMvk49dbmeqUSrQ6dRUM+Pv8+YQf+JefH0e4au14JPrJEakGqr1Jo1mf+tdGE4sX674OblMDNUhPzd6P4hcsUquWGFj2YfXa6FZa7G94UejUsq6+fviRJ9YSYLbcAa/x0qsR+s7P+8cK81ITLAm2liWi0bP7+7xOeXCqIfCUL1Wzc5aiGKuys3t0/Gi2WwT8tm4C8vL+7xWqo3GREcBl8tMoTD9BEqhEOzshDg9jZPu6TrV6rlW0VgOgcTO6zluL1MUR2xfP6FQ7egwwu7r+cc2ow8Y9VYKBe1UclVy2c/Xr9OWiKdLOL0W0kO8Rqed1zTqLW5v7lndCXL+hfrVGX54+JkgogD5Zo16p8Urr4+DZIIOEDCbMejV/HziaWpRP6T39UExQcBqJpp/nsflC5+Hr6/lm7nWbo9MN0+qBr0p5jHrNH02TZX68Oib22zEZtAN7RKUGiIlGMTrxQDfnMsD+/aiZ6glziTRv4Rg7zrOi2XfE5uhnRX/2GKLB2SLVd6u96f5NWol7XZnahP5jiSRKVb6BkWDVs1xeLJWTK9Rs+R3oNWqiObkLlex8ogUV/dwovcFovcFloNO1ErFY7HXNLhLZrGadENbQ64vuJ+0URwGj92E121h/yJK5x5eLvvZv4zhWf0cYWw025z0HJfZpGXBa0etVBJPF4jf99/jn24TBN0WEqkCAa+VdKo0Mho+iNSY9Pyr3bk+HWMvLu/uh3Y306pVKIWir/3k0W0Ss1HbV5wxDutdDW+11iA2pTk2yJY674/CbC/7hjYMMBg0OK1GzEYtGrX8+mw0WhRKNdL5MhuLHsrlBiaDFqfNgMmoffRCrXWXy2TLXQLVTypebAdJJ8vE88WRHd8G4XdbaCKxMefmZISWGiA/xXn75iLC29Ug73smgOUxeuZEpsjmgofT2+SjNGYwhftmLcjHk/BIgjCpSG4czEYtK/MuYskCJ125i9tm4vKun9jZrHq8Lgt6nZpWq0M2VyaeKvR5TlaqDawWPQa9mkq1yYvNAPsT9MHJdBGH00BmgOgqFILdzSDvTyOPvzuVLaFSKh6Jd7Xe5EOX9M8t2XGbjVxcpPpM5a02A3fhDF6PhXqzSTY3eWJvME7nWgCwuOii1WoPld7UqoMyNcH+QRizWceL3RCHQzw+tdrJdOJg746lZTdXl5/v1WGjzPKim2QkR2XIfVss1LDOOdDkqzQGIuDjNKKDaNRb3Fzfs/YyNPU6P3pIUxed/SzhZ4aIAtTaLT4WYvxcYI52S+IwFyecGx4JiOSeDk6VVgutVY2qqBhr/9SLRYeN97efI4I3mRzfnQ8+EtNeNCfcYOlqle8GAry7+ry97JCo4ougl3A2/6RY6QGRbB6zVk15hKh/1efk/cXnF0m2UUWjVtBo9h/fNH5+nY7EyV2KzXkPx13bmIBLJknT4vAqhtNiIN2NFu4s+Xj3TA3mfb7MztJnQry27OHd5dNjEALmPXacVqPcbz6eZj86XcHR4CvusltQtLXopVprcDNF0Y4kya0/D8/7CadCDPdz7YXVpGMp6GT/Kka88JksZ7sWR1fx7EgHhmKlzkEPyXU7jQRcVqSORDieI1us4vFbaTbbtGrtoVqvUYjH88wtO55Ez3dfhkaSUJBTyy83Any46h/wt+Y9fWl8kPXc22tBPkyoNlYIeL0e4uNJhI4kkQUWAw5upjCP12pUsm1Wo8XJTRKTQUtpoACkUm2MNCcHUCmU6DQqSpX6k3XHwe+xcHgpF8W92Rp/3nphtxg4uE2Qypd4sxbk+CYxtH98asoo+/vLCK9XP2t5J+kOj2+SfcVLDxX7AonXayE+HI//HYMV/tNgIejAatJxcpl4Ykyv1Twd0nKF6pN3mVajJOCxYTHLqexCsUY8mWdxzkUqW5yq2QBAwG3tI6J2qwGH3cS7k6cZAL/LSmSI7OIunuMunkOjVrL9Mki90uDiIoVQCrweC412e2ptqUI1WW1nNGpYXvZyeBge2aJ21ASkWKyx/ynCyrqXWqlOLPr596imkAN1OhK5bAmrVU/+scd9/zFsrPm4PU9SH+NmEL7LsL0T4vjrq/7tP1Pq0ai3uLpM8uaXrjxrvRl+uPjWa0QHseFwkVdWSDSKVFrDb+SQ2UK0OPwFe5pP83ppOr8xAWgUyieRu4NYErf5qf6t1JisLfw6EmXdK2tplEKQ6WlZqVQIvrsU4jCSIF8ZTRQkiZGm8QaNmnKt3lfcE8sWebHW/5vVKgV3qdzE4wW5FehVMstKV2drNuimjugAssl9V2+2ueB5Ngl9wMFV/LE9XqLwOSpsM+l5tRLg5aofs1XPZSbLD67CHEdTU084gJE5pKPbJDfJLC9X/XhH+FH2YpjJ8+56cGS3KL1WzZvNEPVOm3fnkb5zu7PsI9wd3HKlKotTmuancmU+nkfZu4yRqVQJ+a2oDGrWl9xPDKangdvar3He3QkNLYAbRGnAkPrVSuAJCX3ASTg11vbLZTWyEnTx/jjcNyDZrfqR6/RiY9HzWEhTrjZYW3iqmx2/vpcPR2Euw+mpdLO9cLjMnzsgnURY8k93HR+IlyTB+7MIZqOO9bmnx11ttHCM8R9+gAR8uIyyu+zHYtA9idoOw/uTMC9X5fdHtdZArVKws+yfSEKBsRXwvVCrFLzcCLAUdHATTrN3HKE+hHBPZaCO3FTgKpzm41GEj0cRrsJpas0WWq2K7Y0Aq4su1pc8mCdEGHu1txtLHlpII10+rBP0m41mm73zKCfRe9xzVnQWLQazlsyUvepBnrCNw/Z2ELVKxf7+3UgSClCcIGe4uEySyMjFTJruPTjMKH8YspkKbrd56PI7W0Euj+NjSegDPh1GePlzy32fjftNw+AL2VnbDpLLPK+F7I8KskZU+pH899OMnxkium538tLt5riY4CiXxGcd3XkkaLSM3dYvpCJs+iYPQm/nApwln0Ylq80mPttTQpKqTJ7VSgJKUhO1UoHTaHgcUF0mAyseJz+4mi5SMqrF3WbQTXxIr+iPt7FHixGQC5Weo9+qNVokciV++ctFcuUqLpsRu0mPSa9Bp1FNlCXsnUdZn3OTzD6/9WcvDq/jfPfFHEadhrfrIeYCdjL1Ku9uo3y4iZEd0X7wFwsJwd5lnFShzJv1YF/nqkEkc/3n36jXcDWk771apeT1RhC1TsU3Z2EqQwbtwVS11fxlxQrpQoV0skC11SaZL2Gy6Vld9/Jqd46tTT8e93iCnYp/Ts/vbAd4fzndZOIqkmbZJ5OukNvKye1oOUWp2mB9REecF0s+Gs3WUK/Rm3h2IrfeXQuwNxDFeoiKToN5n51wJEO73ZGjprXG2G5NvfB1o6EPaHckWvU26im66wzaxCWzJc7CKd6sBZ90+XFZpjseCTi4ibO76MWo10zly3l6k2LBb6fT6bDkc0xlewWTe7G7HSbebAfRa9XsH0cmtv4cbAk7LUI+G5urPpKZIn/pB+dUak1Or5MUK3VcDhPbaz7ebIfYWvFit34+j7l8FYVC8Hp7jpO7e/JjMgla9fTeyVajno9nUWqdNnNLTl69msPrGT9uwegslsdjZm3Ny6dPEXITSKZWq6JanTxBaLU6fNi/w+oysrrhe1Y08vwswcvd/pT4qxchjvbupnKMeMD+YYTVnqKjaVPzi6teNl4Eid9m+fTNDe3WTzdR+1nHtz41v2y1Y9Zp2Mv0v/g+FWIY1OrHNp69qE6YbXWQSEglLDothdrw9JpVr3usUh+GvUicl0EvBxE57WvQqMlWpyNBd/k8PzcfpFiqcU+Z7aCHaLbAaXw6Q2+Aevup9mpn3sf7IelqkKOaRqv2sR+73aTnhsmpZqNew7LfgVKp4CaVpdaRSJcqw4usFAKVUoFaqUClVKJSKlApFSiVCpQKBR63hYZSQmfWyjPDblFGp1tY0un0/i3//+fvOnSkrluCQYVCNGkrJCqN5g9tLihNsaV2R+LdeRS9RsXbjRDHN4kng204lcdh0T8OGuvznr4mAQoh2Fn1E8sWx0YVXyz5nmhKE7nxqdRh0GlUzFksXF6mqDhNKBRQKNWe6FhNVh0BjxWDXkOr2eY+XSSZKoIE8Zicnjfb9OzfxJ9VNW7VatFpVAhJntCMw0U8g0ajpNGQ72+VUsHuip/3Y8zqM/kKG/PukV2ZAh4rp0P8bMvVBm82Q3wYohXthdNqoFJu9F3ndK7MvN9OtdakOoFsOV1mIrn+CVgkmZ8qRV8Ykhl5iI76HGYsBh2nXeeISWbzBq2aRY8Dg0ZFplilVm9TKclZHL1GhV6rRqdVo9Go0KiVqFXK7rMrEEJg0KmRmh3CidxYW7ZelIc6UEhsLPtQACeXCVJTWG89QDVla8wHeFxmvC4zh6cxOokcu9shIqkCyWQRh1XWf95nS9wPTN5tFj1elxmjXoPdNcfXR5P9Nic1WXnA2/UQe59kaclq0Mn+QZgbZKlAaN6O227i/r401JczlS6iVitpdvXdKpWCFy+CHB3FSCanO48Wi577CV7HvUgkCxgMGlwmMzsvQyiUCqSORLPZplptUCxUyeUqT6KVHz/csrEZoFpv8PpFiL33t1Pv8wGdtkQ0WcDts5KK58dWzQshWNsO0Kg1uT6ZrMX/SeGnvcL9R4FvLRFdsNhwGnS8v4/CkAleqdXkex4/34/0D1A6pYrT+8mELlmt8DbgZ39E555Vp4N3t+N1kKlyGZ1KSa3VxmM2USxN70v4TTzGL/PPYV3S8/WUUdBeDBZc2Y16IvfjPR+Poyler/vZP42NTEMLAQteOw6rkXylylUsw96NfI6UCsHBdYyXy/6R6fVW+6FDyVPCYTJr0WlVXMXTI31BJyHgtPC/nV3zcsHHNzfyMYQ8VnxWM6VqnctY+lmygT4845iqjRbfnEWwGnW8mfdwcBnvK8wIeW3kClV8TnNf9f32kpdCrc6HEROGXgyzkQqn8gSc5pFtPQehUStZctg5P5eJWDJdYmfVP9R0u1SuczpgFm4y6/B7rRj1GswOA8lqmc1FL0jd09VTjd77Nw+fSVCvN3m7HuToOokQ4ytfc6UqX60G+PApgt9pRqtWjyWhDxjVs1qrUaFgNAE+vUliHOio1Qu9To1Rq+Uu9vTZvo1l2VjycnaTHJkyHIyG9mLvJMJSwMFVfLRecZzDQjxTJJEt8mYtyKfrOMqBshCtWsmyz4lBqyZfrHGdyHLUY+Wmc38mdbVGSz5HI1L1r1YDxNI5rGY94VgOtUpJyGvBZtGjUCgo1xrE7wtPGmS02x2MGtkTdljx0XMxbY92u83AfMDO4Wns0WPWYtJx3H3f54tVVhfd5IvVoYT6odhMp1FRFx3ebMj37zipQak6XjOs1SjZCHn7dNAnt6lHFweAcCxHuNta1xeUe9VnsxVuu5X37Y6E320hFs2xsuKmUmny8Tmm9Mi2VdOGPExGLcuLbg737kgnirSkTl+bzwcoFAKrzYDFopd70GtUKBSyI4TLbeLyNIlWq5oqJT+IUqmONWRHm6/SHHL+VSol6ztBsqkip0OKrH6aICGNbIbzs4xvHRENmiz4TEbep6PcVqWxRpvxxtOCpEHbpnF4dx/j5xaCvBuwdFr3OCeSUIB4ocT3FkL84CqMxaCFKYJVVr2OBacNjUaJSq2k1mzyetFPLFMkUZg+2nVfLOOx6El3o25Bh4XD28lFOTeZHCa9pq9XutmgZdHvQCEEt6ksV93/BhFy27iJZ/l4GWPObeUuNaXZeRfRTIF8pcablf7K3efA4zRzVy6QKpRRKeSis3AmTzgjH4tBq2bD40GtVHCXynNf+NFqg/LlGu/Oo3hsJvwOMwcXMTqShLJbVODo2jWthFyggIMprhHA1oK3jzT0wueyTEVEVUoF624nJ6f9g351SBZhFEqVOmdXSfxeK6lyhet0Fmkq99vP2Fn3U643yVSqKFUCm1GHxaDDoNOgVSlRKBR0OhKtVptqvUmh1mB3xc9F+J5KbTrCfR6+R61SPInUby54+DhGk1yuNni7GRpaQa9QCBa89icdlXpxcpXg1ebnLk+DcLmfRkMf0O5ItJudoc4CIEdiUxMs0nqjozqtms2QG5NOS75c4zqe4fhm+LEbtGqupmipatRrWPE72T+OsL3iY+80wuq8i/Pbe25j2ccOQ73H7HHKx9Jqt8kWKth1OlRK5dDio+dikk7RbNSysujm6DzOxwHj++UFd991Pr9OyWb3YyLiFoueeL7Eh+MITpuB1TkXByN8a5NDJFEPcNtMGNVqDgZazFZrTd6sBdgbUqQXTxaIJ+UxzuU1E/LZKBZr2FRqnA4jB19oSzRq0jaIF9tBorcZDrpEt1Ss8fLNPHsfn0Y2Ox2JfK5CfqDoan3Dh0KlIFOpUZU6WN0m7DYDRr1sayZ1OtSrTYrFGpn7Eo0RE8ZIOMvWdoDT9zePn+kNGla3AoSv7vn0zc3Q9Wb46cC3ioiaNFoS9QLRem6q5W8rObZdPj7dfyaeeuX0Oh2AvWKCoM3yWGWvUige04LT4N1dlDm7FY1q+Kn2mI0E7RaEUpAol7jL58mk5MFlxeYgn62Sr8pRBLfLQMhiRYWCdKHMXTo/Vpfjc1hJF6q8XQ7wfsoq9my5yldLQUqZKl9thMiVq1zG0+xdT9Z8Oc0GbuJZWu0OarVqZAX3MHhsJuJd26T3FxHeDvE0nASLQcdBTCZVsWyRr5aDfDOgVaw0muyHPxOvOa8Vr9lEqdrgPJYemz57rvl2L5K5EslciTmPDYteQyJbZGPBQ7FSY3PZy6cRpHIUxlUbl6Yw3FcqBNsBN0dHT6/rxe09iyEHt+HpKoeNeg1tJYSjWdZW3JxOMFfvhcOq5zKVeSzuaXckMsUqmTFFMq9XArRqbVbmXUgducPQJK1hudrgxZKvr6vV7lpgLAl9wKio6MuVAHsjCGYvPh5HeLP9tHuP120e2p2oF+FEbmSK3mU3TSSiD3BYDOSLVdQK5diWng9Y9jk4yYyPSq4GnZSKNQ5O5XeLVqNCkmTdZ69VUS8eerE/wG03orGoKJUabK36aLbaJFIF7p9RoNOLYS1DAXRaFVurPk6ukkPJrlql5HqITvvjpzAbyx5ORrQNNRo00J1vp3MV0rkKm4se8uUasfv+QEixXMdm1j1plLA+7yaZKHKbGk5Uk1NMlu8zJe4zJXRaNXMv5ylma3i9FhLPsC57gGpCwZfPa8Vs0HI0JLp4dZ7EYNBQmSK1r1IryOeqaHQaFkIOTs4T5AvVkYb9QkhYPSbsVgOGR6IqUas2KOarnJ8l2PnuEneHUeaX3VweRdn//tXQbf0046e9sOhHgW8VES0163zP4cCk1nGcSVJsTr7ZNbr+VM2o6MMoVFstVFYlqoIcXXsTCvD19fSz9lang1GvedR9hOxWPBYjHSERLhaIlUrEEk9fQAGzmctMlu/5g7zrkqlUuUKq/PklbrZoWLDZMKg0FCs1rlNZGj3pX61Ghd9u5mhEAYjDpMdlMWLUaxAKQb3dJl+pIjQCk0PP1xO0cYPojdpcxNJ8tTo9mfQ4PhNRkMnoq2U/H59hGr8acvKD28/7O4+nMek0Y4nZXTrPXVoeSUx6DcseB0ohOwakiwOaj+cXkz9CrVRgNelRKQQSsBJwopTgL+0n6UzP2wA5ijcqkgVwHkk9MRrvhUIIXs75OBzTX948bdGTgOCCg6OLrhb6GQUZCHB6zBzfJjm/S6FVqyba+WzMudm/ivF6wc+HbkpepVSwvuTBoFUTjue4zw0fuEXPq2CULnQYSkOiom83Q7yfYCXViw9HYV4+yF66cHssRPOTsxyjUvSGCd15ANw2Ix67mYPrODqNinanw/bC5ImPRowmIwohdz3bP470pa0fikyiXX3ruEjiA0IeO+8/hXmzHepLSdttBvxuK1q1klKlQTienai1haeGD2qVghcbAa7u0iPbeAJsrvrYO306WZckSPToRQeh1z69BifXSVRKBW83Qny6ivfJPlx2Ux8RfbMW5OAkNrZAJ5LIs77o5mKKlrHrSx7ypTpCIfu8Lq950Os0nJ9OV4kOo/2j1Wol25sBjg4iJJu5ocuUijV238zzcUhUdBDbL0LsfbjFG7Bychxj9/U8H/dHXyMJQS5fJZcfQVQVEsVWm8VVD7G7LOXi9PZpM/xk8a0iogBHOflh1CiUvPH46XQkDjMJWiM0WPvZOG6DiVSlTNBkITqln14vzvMZfsliiNtkjsPI8CiBSqHAotNi0mkwqNVo1SpUSgUKoUBCwmTUYLXpuKnkuKnkJu4zZLESy5dI10dXOBYbDQ6SnwmJWqtgxe/ErtVRrbdoSm1cJiMmrQaTXotCKWi2O+SrNRLFEqlGldR9/0MdsJn5eB2n3mzxvSFRnHGI3Pf/rk+3Cdw2I6kRxKAXg7YrkiSvvxFyT9WmU61UcJnuH6jzlRpfLYf45nK631CqN9jr6Wy16LfjMhkolOtcxtN9GlEFYDbqsOi1GLQatBolKoUCIYQs1G+1qdWblGsNCuUalVqTTL1EBrAaddSrTQw6DQteB2ajloOr2NS62El9nzsSLAWc7A2xQRICXi36ORjzwgc4uohjtxnITvAv3N2Z432PTc/ZVQpdV/M3Ca+2gry7kMlko9lma949st0sQMhlJXKfp92R+uT8rXaH47vPz8FiyI7TbCSdLXPb4+16epuSo7ftzlhd6DCcddctVxvsrgaeRUJBvp+PL5OsLrg5v0nhcU2Ohj7gIUU/GGUcdxc8FHEd3iRIdrtX1RotbEYd5+H7Pt/fYYiPaFLgtsmNNIZFFXsrxg/OYgTcVqJj5Dk6jYrzLrl6/ynM663gY7o8m6+S7SEcAgj57DjsBgSQyVWIJnIjC6IUAnY2g0QTuanS/bnS6MjyOL2oSj18CG21O7w/DuO2GVmZc3HYjcQb9bILg0alZHvBy8cJLXQfoJ1i0rG15mP/U4TX20EOT6MEgw4uruTzazBo2Nn0UyxUubkaP/MdpmdeX/NSyFTYn6Kg6PIsgdGo7TPnH4TDaeKkm415aJW69+GWnd05DsZMkMdBQqBTKkjc3XOfyLHxKkSt3ODmfHJjk58WSEzXGfFnDVMTUSGEEvgaiEiS9GsHvvv1wO9Bfje2gH9SkqT/VQixAfzJnkWXgX9JkqQ/KIT4PcCv766TBH6LJElTu6A3Om25UAmwaXSs29xkq1XO8v3plTYdVpx2UpUyIZOF2ASD5qeQ8JvNVJVNXs/5yJVrtCWJRrtNrdWiXG9QbNQp1RrcN6rcN56+0BacNgqiQWbKqnmAUl1+iC8yWZac1seo3Tg0Ox1O7z///p+bD3F1n+7zIh0HAZg1WmJNmax//zrMd1+EJpqIA3jtJhID57baaLHkc05FRMtDOkg12x0i6fxUetPtRS/vIk8H9v3bGB6LieQz9LUPuE5luUllWXI7+M5qCKOkouq0UijXKJbrFPNViiNm56PgthnRqFRcRzO83Qw9Vr177CaCHiufbhJjCdKkDjoPaI+gKW+XAuxNIdhvtTvMhxxjiejWhp8PJ/3bqtWb7CwHJkayAx7rE82yZkw/dLtJT6PVptRNj2dKo4/rOp7luktAPS4TIZeVarXJRfielQUXILF3MvWrBpAbArzdDFEq1zm+eJ6M4gHNVpt4qkDAbcXhMRF7xj05LEU/zM4LYC3kotpo8s2QbITDYiAXy3AVzbAecj9W1Pci4LSQun36vL1c8XFzl+HifvhxJ3p0yc1WG8MIC7kHbC71E7H90yhbqz6Ozp9O9iXkcxDu8drVaVQs+W2YjDqajZbcLUmSeLHuJ5MvTyWbAFhd9Dy2kx2FUXpRxYTaqFSuTCpXZmvJQ7ZURalU4LAYsOn17B1Pfw9+ukpgtxpGtiu1mvXEovI1a3ckmq0OLamDVqOi3mhRqTTY777Hg/N2XHYT19f3FIa8v5o97x+7zUDAZ+PoGXrTUqnO7tt5Pn4YTVq9XitHaXmb9Z77+PQoyvKSm8ur6bvVPcDtNnP6/o6VBQfxcJaT7mR7adOHSqXg7DD6rILTGX58eE5E9J8AjoBhZmZ/DvhvJUmShBC7wH8BbEqSdAK8hkciGwH+q+46/6YkSb+r+90/DvxLwG/7kh+Ra9T4flIWTM9ZrAQNVq7yWRJV+YV5Vk6hViiGdhzphVOvx2c2YdRoaEsS+XqVSKFIrCz/l9PVUTThLjuEFI1J27osBr6OROX2ocXJEVmLVstp6jOh9NhNUxHRXnx3Lsj3r8J8dz5EZgpNGMBXi0G+GSgS+sFVmO9sdyMVYx5in93yhIiCHNV8teJnb0z0RwgIj/h9pVoDnUbd13lpGDK14f59jVabgMP8LCJq0mpY8ThQouAmkeU6ksE4p+b9yS2vVwNEU+O1uaMQcFloNtuPUaLeVGMyWyKZLWE2aHmx7uMyliY7RCc5bb3/RTSNWqXsq9T/ajXI3ofpK2gv7u7RqJVDW30GfFYuoumhFe71CR6ESqVAqVdSz/c/j7exzFBdsVatwm7WP3ayAvl+0aiUfVKUYXjQ5oKsZbXb9RTzdV5vBh+PXQj67+2H0v2Hz7upSrVaidNqxKibvo3iMJj0akrtFsshJ+F4buJveMDeaZQl/+cUfWrAqstm0rHgc/BhjB7c1I3I1Zst7hI5VgNOzge0kX6buY+I6rUqNkLuseTdbTeSGtB1nt+meLUR5OMQVwMBsvVXD9odiYu7e5bmnFzdjfcLBTnCe37zObq3tujBaNIRi+eIJafXRk7SRD5gmF502izG8VUSrVrJ1oIHm17H9QQ/1EG0OxLzc86RRDTgtXHclX08RM2jiTyvtoLsD2Q/ItEckWgOlUrB5osAUqvD6Vni0YOzVm3IEeUXc1yeJZ5FQh9wcTI6Krq65uWoZwJS7mlq0Wy2SacKuJwm7tPPCx4EnGZyF/doByZAV91izMCCE5vDyMnH8LO8Sn/cmGlER0AIEQL+NuD3Av+3we8lSeq9Y4wMpyy/EriQJOmmu05hinWejbtSnrtSHgFsOTwY1RqO0yle+/wcdHuPG9VqQhYLFp0WIQTFRp1YqUi6VhmZCnfpDdxl8/jNJmx6HbnqdC0QjRo1h8kUEjJJnoaIrjmcfdG982wGhZj+pfcm5H+0LvoUT0zUSQJ4LKaRWtKvryO83QpwcBQdaa0zzvP6OpHFYtQ9sW55gM9hJlIYfV7uC2Xm3TY51T0kCrQx5+ZTavQM+uNNjCWPnavkaPusOYcVr8VEqdzgIpZmf8A+plWVSdOH8yjbS14u7tLPak+46HeQK1T60peDxQwgR97eHYfRqJS8Xg2QypUfbbfWQq6RXVsGUak32Z7zcHwtX9PnklCQvURfbQTZH0gfGg0amoKRmr3zmxQej/mJcf8DXm4G+eb86eQoW6yyNOfiIvZ5kFYIwVrQxcF1//VodyQCbhvXsekKqgDW59zcxnLo1WqOL+LPnkzsrgfI5ipk85WRdk6T4LabaLfb2JwmLsNpVEoFSwEHNrOeVrtDKlsa6XjQbnceU/S6rtcndOUWKwEuYumxJBT6Dd+rjSaxdJFlv6OP5NfLn6/rkt9Bo9acGEF22p4SUZAnM3aLnuxAAcrmspfjs6eR5XqjxX2ujM9tIZ6ajkyGfDaMRi3HlwlanTY3iSyvtkN8nCIl73NbOJ7SKkqS5Er1Xr1oc4hf85Pj81rlCGQkw1/6+oKg3cLqgltuZBFOP/HrHYWbZBaFQjxJne9uBdnvSWc3eyaOH48ivNj0c3T8NBDQanU4OpE/tzuNzAcdJGI5jEYt80EnB2MimpNQLteHakWVSvGEnA5W0hfyVYIhHTqdmtoUumAAu93Iafd4FSMsvKK3aaK3aZxuM4E5J2eHEWpTGPf/OCHxtEnFXw2Y1v33DwL/DGMCMkKIv0MIcQz8D8A/NGSRvxf4zwbW+b1CiDvgNyNHRIdt9x8RQnwthPi6XZy+klICjnJJvk6FaYs2TrOOtwE/HrOBcrvBSfaeH8QifD8a5ug+RW5ERO0BAbMcCI4VS7jsRjRT9PQF2Ax4Hk31z+4zqKboUjI4QKYrVbaCwzvKDGLL6+YwnHgkjOVGk415z8T1XAYDlTHt4d5dR9ne8I/skJQck37Pl2tjWxa6baO7YD3gNpVjzmMbun+hHn9OJQm0A64FWpWSnaCXr+aD+AwmIvE8704jnEZSTyrn1wMuLm8/R14+XSUIeW2Yp+y6sz7nJpUpPum6kitVcVqftoIFOZL78TRKLJXnxYKX9ZAL5aQ84AC03UKKr9aeT0IfMFj4IxSCwJyD+BAS/QBJgjmXdeh3y/MuPozpumQz9hdJvV4NPCGhD7CO6V41iDdrQT6cRqjUmxxexnm5EZy80gDaLdmsPei1Pds4HeSIrFajJFOoynZuyNGrq2iG9ycR9s9jxNNFLEYdm0te3m6G2Fz09HV3CidyvFoO4HHKna4WvHYW/Q7eX0QpTNHbfvDeLtcaJLMlFr2ya4FGreTq7h6BxNu1IJFoltgUhFA/wiy/VKkTGNJuuNMcPdgWSrL8yTbh+jrtBl5uBogk8xxfJjDqNVxHM7Q7Eu9PI2xt+CfKA7xuy7MiIIViDafV+PgeGjUZMxu1vN4IshhwEE7k+XAcIVes0gHsDiPnNyk+HkcoVxtsLHvZ3QiObV8LclX+xqrvyfGfDUhFBjMYd/Ecdvvw98wDstkyHw/uqLXa2Cx6LBYdO7shgiH7l3T8BeD8NI5xoEXqi525vv70IJNW7UDRVyScZWneOfW+F/w2Wl03m0mNFNKpIvvvrlFqlLz83iIW+3Qdx2b40WHi21QI8WuBpCRJ34xbTpKk/0qSpE3gNyDrRXu3oQF+HfCnBtb5FyRJmgP+U+AfG7Hdf1+SpO9IkvQd5ZD+7ZOwanESNFpJVMq8y0ZYsNumalk3CL3iM5E5vU+zFZqOGCYqn6NC2WqVl17fmKVBrVD0peUfoNBMHvjm7VbC6fwTz8HT1D26MemnN/MBjsKTBd0fbmOsrXlRD5Bwq1FHdIJZ/oeLKFsLwwmxckpSfxxOsbPk7/ss5LLyKTr52I+jKb67HOSrhSA7Pi+Kpkwo359HRkbuHqDpPD2+i8g9FpMO1wgi+YAXSz5uoumR9kK+Cb3pJUk+TrNehwJwmQ0seuxsznnYXfbzdi3I2/UQb9aC7Cz7WJ9zE3JbsZnkBgZv14Lsvf8yEgoQSeRYW/l8r7/cCXF8OVkjGUvkEQNDvF6rotisjx0oUj3yjreTXBemfIwfSCjS504+H04jvNkKTVjzM3QaFeddHeHpTZLt1fHP8SBUSgUBj41wQn5OovHRz0uhXOP4KsG74zDH10mZzLmtvFoL8Ho9SK5Qwee08mYtyG0q2xfNnIRh+uNStUGmUGXOY2PF58Ss07AR8vDhKDx1m99xPb4Pz2Ns9dxDcz47p9fjn9lkuojFqkenfZq0M+jUvN4OUaw02DuJPk7cF0POvuM4vIhjsuqYD9iH7sPUjaI+F+fXKXa7E5neyLhCwNaSlxcrPmr1Fh9OIlxHn16bg8sYPrcc2Gi3O5xcJtg7idBqd9he9bGz5kcz4n3dlD5fD4VCYNRpqNX6r2ltQG9fKNVwuIxT9YKfn3NQLNZRKBUcfLwjcpdBp1Wxsuph9/Ucm1t+rLbpJoCVcoPVtc/X3W43cHY2fFJpG0IGj4+i7O5MfkbNZh3nPab907QnBSgXa+x/fU2t1sDtn9w+9ceFzo/ov59mTMMAfhnw64QQ18B/DvyNQog/PmphSZL+ErAihHD1fPxrgHeSJI166v8E8HdOd8jTwaTS8D33HJeFDIlKicNkkmq7xS/c37HktrNosz1re4P60vfRGN9dGv+QbPpc3Ob6B5zGhFTOhss1tC3pYTKJaUyLPpfRQL3eojSk6CdXrbG9OHzgdBr1XESn9w/av4uzuORCq/n8ogy5bVOte1+ooNc8nfUXJnQc6cXHyyhfrX2OZrkcxqERDZVCwbLXwVfLQXYXfDhMetptCQWCi9g99SG6x2FY9Ng5GTFYRVJ5EHLnpmF4tRrg+DpBY0yV+2A/8KHbWQvw7iQMCNL5CjfxLCc3SfbPY7w/ifD+OMyHkwiH53HOblJEEnnyhSoWjQZ1W7AQdLC16uPVVpA32yFebgRYXXTjdZmfuBUMw4Pt0famfypLHoDEfZHVoLvvs7UVz9hOQADhZA6/w8z2gpcPF+O1abkh7S0H8WY9KNs8dW+SUqX2GGV5dxLh9eZ0ZHRlztUXado7jfJme3oiu73i46zHciuZLjLvG06QhiGayvPxLMqH0wgqlRIhdajWG8/uQJYbtCTrolCRC/D8RiPtRmciURxEaUI09j5TRt8llQ7zdBGom0iGhZDzkUApFYJXW0GUaiXvj8LUB97Jw6LU8fsikUyR3SHXanXR8yznhF58+BRmY8lDvlQl6LHyZjOI1Wzg6CrB4UV/F7VBdCRwuZ5mgRrNNp/O4xycxVApFbzcCLC57O3LAp3eyM0jAHa3QlzdPH13DyNiZ1cpdqYgdaVCDUnAx707dt8uPG7v4izB3vtbjj9FyWcruFwmtl4EePlqjsUlFyr1cCpxfhLHZJKjooGgY2jXJQCzabhd3N6HW3a2A2OPeWXe2adLL47xIB4GX8BGZiBKO8OPFxNHQUmS/jngnwMQQvwK4LdLkvT39S4jhFhF1n9KQoi3gAboDev9Jp6m5dckSTrr/vnrgOMv/A1P8NYV5LaYfSxg2rS5+UHxs0bmrHCPSij4ubkQ76OxieQQIJJ9mp76hUiYr+b9vL8dXoijGTKbP0qkxhYtGVTDyWaj3ea138e7q6eDs1GjxqzWcJ3OjTz+m1wOpVLQbvePXAGrlYPb57XT+xRJsj7nIhnJU6410U4p9k/mSrxdDfK+J8qlEILwmOMehm/OI7xZDXAZy7DftdMyajXMu20YtRpKtTpXySwXif5ohFGlIXyfx283YzfoObqbPNjatDrG0aH7fBmzQctK0MlF5PMt/3Y9yPvT8QVeMDq194CdZR/7XRum45sEQbdVJsATIJAQLTiP3NOpd7iJjtbHWsx6bBY9Rr0WjVq2oGq3O1TrTYqlOpd39+xsBTiZotNOL4w9k46tVd9UTRWEgFW/k6/PwhNJ1t19DqVSMbLw4O16kPcDldMdSS5G642Mvlj1cziiG84Dhski3h+F2V0PDPWf7MUoT02X1dBnLzUJapWCnbUA78/CKLQKTm+TfGc9xPuL6NS6slSuPLoPvATVSoM5n51Ktc5VZPpIa3LCBCOVLfF6M8hVOMPRM9p3Hl8meLMVpNmS9bMfxlTCj7KKarbafDiNsLsV4PwyRa0uG+7fDIlWjoPFpJOfE4MWjVqJRqPkK9ccX3+6I5J8XjHpwVUcr8tM4n74eavUmux3dbkWk46lkJNKrcH5dQq324JGrXqsgh9EecSkYP8kwsK8k5vb4YVSLqeJq6vUI9H9uHfHqzcL7PV0K3rAfarIfU+xmUqtZGHBicVmoN3ucJ8qkkwUqJQbvHw7T6lY4/Bg9CRWO2SsfMDpcYzFBRfXQ0i3waDhaqCYKpspyzZ6UzwTFquecrJIe336JjU/SkhIM/um50AI8dsAJEn6w8jRzH9ACNEEqsDfI3XvAiGEAfhVwD86sIl/vWvv1AFu+MKK+V4EjGacWiPvUv03ZnHIDLEldfgrqVvm7FbMaDke03/eYzRynx4+y9pLJdj0uTmO9xeROI16DhJPic6koqXr7OiBKdd8GgFSCcGCzcZRbHwRS7JY5qvFQF8xw+s5Px+vpjeM78Vp7J4VvwNFokzuGTPQ9+cRlv1OLrsFKQGX5UnUeBrcpnJ8tRHkvlYjU6xwk8ryaYy8wKBRE03Lk4lYtkgsW+TVsp9wKjeyi4/fYebobPL5KVbqNJottpe8fLpK8NVGiHfH00UOhxUsPWBj3sPJTfKRkEkSuGzGqYjo6+Ug+11Pxt31AAeHo8lSoVQbWzCxtuDCatMzL9nRa9UIBNVqg/tcmfSYDjjn17KnqE6nJpzNPfleIQR+pwWn1YhKIShV6kRTBSq1JqtzbrKFCuExv7XZ7rDksnGbePrMvF0P9fmb9sKg/0xEJeDkNsnagpuzm+HPkFKp4GpElfPhRYz1Rc/ICOLuemBkFHncuRvEnM+GpIB3XQeMdL6CJMG7kzDLASfFRoPEmBaSD2hLEh6raagcZcVt5yR8Ty1fp93usDrvRq1ScDQhfW016clPYRG3fxrlr3m1zH2mhEqlQKlQoBCygKMjSbTbHZqtNo1mi1q9RbXWoFJtghAUK/WRpA2Q+6uPeZYA9s5iBD0WFB2B3Wpgv+fZNujU2G1GzAYtGo0KpULQ6nSo1lsUyzUyuTL5co18T8Hl9roPtdRBrRBsbQTJ5CtTTyw6HQmP2zL2Nz2gUKo9toh12oxodSqU4mnR0uO2Jfn3DE5y222JarOFfsh3AEG/jXSiSDyew2zSUirV+bh/x+6bBfaHkNFetJptbq77x1CLRY8/aEOFQDVBfqVSjQ5mNJttcpkSTqeJ9EAl/fqSh8O/ctF/LK0OdruBXGb88yUUArfdyOUX+pbO8MPDs4ioJEl/AfgL3X//4Z7Pfx/w+0asUwGcQz7/oaXi1ULBW3eQD/cxoqX+B9tvMHN8n2KUoOyulEdI8L25EJ/iKcpD0uIBk2UkEW22O0QqBYK2/p7RSx4HqcjwG/yhaKk1MGNbdti5GjCF78VpOs283UK0Jzq7G/Dzfoq+9wCJcunRmcaq13E9ZACfCkIm2kqlgp3tAJVsDZfVwP0Ia5FeSMgesA/m3E6rYSoiqteoWfTZ0evUJAtl7tI5EoUy8WKJxBTdaeadVk4HInofr2OYdBrergb5cBF9UiQWMJu570xXuWvUaRAC/oa3K3yYECHrRa5UxWkzks73vzSXA05uE5knet9PVwkcFj2ZEW3wQB6E7nqiWXunUdaX3Jx/gTffm60Q+0dhDEYtOrXqsZvRA/RGNV6nBYtBi0qpoF5vkc1XSKaLVGtNdpaD1FVtjm9TzHvt2E16FApBsVwjkswT7f7Xi3y1xlk8jUIIdlf83OfKj5OIQdgs+idEVI6Ejp4IDBaFNFsdwqk88377k97oACshJ2cjutq0OxKRZI6Q19bncQmwvugZG2m9i2bxeiwkxkUTBbzZDHFwGXu0edJpVKR63jWX0TRGvYbdRR97Iwq7emEz6Z8Q0XmXlYOzKO2OxPaCm5PL5KMmds5nw2YxcHgeG0p+PE7TWCI677fjtBi5i2YplWvP0mXurPkfOy/djInQel3miUQUIJIs4LIbWbIb2FjxUirXyRZkF4TywPWbBLVaycFpFIfNyIfu/bYUdGIx6Ti9SVEd4fP6gIOrGG6HqU8XPQ4GnZoFn41wOIterRpprQZypHAY2YynCuxuBYc2tMik5XeQhCAQdHDarajf279j9838VGb2vSgUqhQKVZZXPaQTBVZXvJyP8OCVxrRWBrmyfm7OQUmreuwQpdWquD0a/q612I0TiejOiyAHP38xdpkfOyRo/9UXEJ26av6nFts2D36DhV9I3FFvP9X7LBjtTKpqkAT8QiqM3qhi1/u0CEkrxvP1fK1ORyWwdP0FlQrBVS43cvlRRUtu/eRiLL/zs6j6e/OhqUkoQDhXYGdB3u+i005+jMZOqRD4bCa2Qx6+Wg7y1WqQlws+5j02dBoV6UqVVLHMRSJDvlknWalgdxh4serj7WaQtTnXSP3jXTLH7oqs+xlltaFUCFb8Tr5aD7E676Iu2hzGknx9FeE2LadkTyJJzBoNqimqyc0jvB9LtQbfXEZY8NtZ9HzW7DnNhpHRUIdZz/ail7frQbYXvTjMBjKFKlqlmmSmTKFUY2vRy86KH82Ymf4DBguWQh4rqVyJ6pCWfM1Wm0X/k3ldH7aDHnIDRLVYq0+lB32AUa/hxYqXD4d3tDsSErB3EuXtgKayWmtyHUmzdxbl3XGYw6s40UwBoRYEAzasRi3VWhOlBHexLHtnUT6cRLgIp4fq8xRCcNuVanQkiY9XMeL5Iq9WA/jsTwu7Bu8fORI6PsKhHXJfVmpNCpU63iHFY8Yx2myQC1bqzSYO62ftY8hnIzKm888DAu7RRRIuu5G1RTfvTsN9XqNep/lJ8UG52uDgIsbb5cBEqYxhSFtKi1rzeKyDkqK7eI790yhOq5HXm8FHrecDjEMq0z0OM282Q4RcVu7CWT58CpPOlYlPEQF8wPKc89GzM5oYP1mdVuvpdZtRaZTcJLJUG03CidwXW3Hd58q02h08js96z6tIWvZNlSRerQdYDIx2C2l3JPy+4fryXigVgjcbQTRCwYeDMBazjqvbe1aW3IyqP9KNqcDfO4qwPaC79PushO8+E32doX/9vf0wL9/Mf1EFvV6nppCvcn0WZ/fl3NBlmlNo9u/uMiwvuh6LIDdXvRRzwydABtN4R5Otn0YS+lcxvnUtPh9g1+hZsTj4OjV+0Ak/o7d8slYmWSvzNhjgNpN/7IQ0rOvPICKFAptuF5V4k22/hw/J8ZGJYbrU1JhuMQ+4ymURAr4KBfjB1fPaDAIUWg1ehnzsXcfQqpR4bCasRj06lZIOUGs0yZarpApl4oUS8RFG8Ga9Fotex00qy3cX5eKhdLHS159dqRDMBWw4zUYkSSKdKxNJ5ZEk2LuMEnBZyJU/v0gCTgs+h5l6q81VKsPZfRpGKCYW3HYuYmku4xm+Wgnyg+vx98GoyMEDLuOyV+vb1SDHd0mWXHY+Jso4zHp8Tstj28p4ukimUHkSkdxe9Mo9wUMOOh2Joyt55m/Sa9he8lKs1rkYkd7tJeweu0nWZo4p/ji9TaHXqoYS1YDTwsEQz8fYfYE3GyE+jtFpPWDeb6NRb/Gpp8L1Yfz5cBTm5Zqf/QmaymbX6sjlNGHX67lqT6fHC7gtXBf6I1vtjsSHyygqpYLXa0Eiqdxjt6585fN1GJeO74VmRFvGbLGKz2nGZtb3yU3upki3prJlFgMOKrUmBp2aer05FcEpjZBEvFzzcxnLkBrS8cdi1MGI4PaHswhBtxWhVHCbyg1dRjlA3l/MeTg+/xypuoiln7QTBVnnmcqWMBm0vNnycXmX7ouEWow6lkNOikVZV5xKPX33xlMFPE4TyQlm5R6nmXSu8lj0k0gXmQ/YuR2idVarlFMZxC/Pu0jlSxRKNWwmPQh5P8kRvq3jYDHriCRzABycx1gMOrjuidhW681HI/95vx27VbZsKg/4OR9cxXHajSNlGjurfjLpEh979KC67kTi6CzOy62nPr8A2iFFob24Cqf7TOM9bgvxcO7x+9KQoqK9/TAvX81z+PF2pJ/0IAxGDecn8nuk05Y4eHfDi50QFzepPo/Q8ogipkEcf4qy+3qeT8cxYmNad6rGFIH6Q3auJ7Q4/klB4qe/wv1HgW8fEZXgu54QJ7nURBK6ZnVx9gXp53fpKFa1lq8CAb6JRocWKg3Dceqer+YC1FqT7SMGi5a8RiNXY/ShD0iWy/zK9UXCqQJrHidKhQKVUoFSIVAIBQoBQggEAgRIkhzNkiSJtiQhSRIOtQ6n1UCmVOEuk+cu8zyNpkGrxmM2PhYDFerDSVO7I3GTynHTMyAaTRrmXFaMWi0GlYpyq8krc4BwJk+4UCBcmO5c9/pNfnMR4dWSj49jiq4S2cmDTUeCby4jfHclCOV2N9L5lHQOYt5r5yacoSNJT2yaStXGY6re5zQRcNuIpPJ96diHFJrdrEchBMkJEodStc6bjSDvh3Ssceh0JNvDr+f+eZSQ30Y4lhu57d2NACfn8ZHEXZLg9CrJSsjFRXhy8VK10eIqmsZrN091DRxW4xMi+oBWu8P7iwhqpYI3a0Fu4hnCmQIKIXi9Nj4d34tBItaLeLrIYsBBvdGiWm+yGHCMTQn3IpLM8WZzjnqjxf7ZdJmKq7s0Vovu0WPWpNewOOcc24lsnJ4OZDcHjVrJ25UA74YUiPVWdKuEoFToJ8PFaoMXi56RrUxLlTrvj8Jo1EpebQYx6rRsLXo5u05N1Tvd77aOJaJGvQa1SkFyQA7ltBmHEtHFkGOkvvcBL9b9nN4mH+/rUqVOq90h4LFiMmgnVv0PYs5v5+Chja0E6jHtaW9jWW5jWbQaJbvrAUqVOpdd4txqdwgFbE+I6MqcE9GGT0PagHZ6Jgj7RxFe74T4MDDBnJT9KFcaeBesZLJlOh2JRKz/nRGODDfP3z8Is/Nqnk9TktGVFe8TY/yjgzD+oJ22FeLdSHdxTCvhQZwex/i5Vwv8wp8/mnqdBxiMWqRyg9oXRsF/9BC0p/Wl+xnCt4qIapRKNmxufpCcbsCxqfTA84ioSihw6g3YtDpaqg6/am2FSqlFq9OmI0l0kGh3OrQ6Ek2pTaPdpt5u0+i0qLaafJOJsGP38L25ICepe/K14S+4waKlBZud5AhrFQCtUskLn4dis06+3aAutQk/k0ACvAx4+V/Or/kq6KdYrU/dXvDxONQqQnYrp7HPJOQymUGrUVJvTN5WudbgOJxCpVTwdi1IpdXk9j47tGPSOAwe91Usg89mJj4kAm4z6EnmJxeGeKxG/AYTH/bCLHkdZMa0FH2Aw6KnVmk86sHGRTLj6RLxdAkErIRcmPVazu5SxO4LmPRazAbd0MKbYQgn8k8GihfzXo5H+PSBPOipdMpHnXAvNGolW8te9o5GEYnPL8dGs819poTXYR6vbwQSmQK1Rot5vY5ktjixHlQxhadss93h3UUErVrJzqIPg6Ti5/evJ673uI8J+cXraIaNBTdXd2kcFsMTIqpSKvC6LdjNetQqJfVmm2yhQiJdoFxvcHgWQ61SEvSasZkNqFQKGo0WmXyFxH2hzw2g05FY9Dv4eBZlfcFNulRhfwwJBabq6NVodivFl31cJbMUewbeSk+G59Wi/7EQpu83TmEr1mi2ERJkC2V0GhVWk+6x49A4tMa8c5RKBUGfjdOrp9Gu2IjKdOOExhKvX4T4cBJ+vOd1GhW1bjYhmsyzOu+mfpemOcZmbRCDdkXnNym2V3x8uhz9/NUbbfa6k8eQ14rbYeb87p6DqzgOm4FMroLfZcFpMfDpdPQ9UCz2Txw+HIZ59SLUFzUd9HoehsubFK93QmQzZcLX/RHlWq3JfNDel65/wMFBmJ3dOY72w2P9YwEKIwhmLJLFYNCwueHn+CRGvlAd64AR9Ntw24xUC1VuLlPkIll2d0Ps74eHEuJhlnkCmAvYHjswzfDTg28VEVUIgVmj5pf45pAkiVq7RbFRJ12rkm/0P5xqhZKT+/STz1x6PVatHoNKjVqpkItn2m3KzTqZWpVMrUqiWiJRLbFotnGVzeI2GElkS5Qa082iqp0W+9EkaoWCN0EftWabo+TTGft5T9HSqK5GIasFv8XMcSbFN4koKoUCdUeBQaVh3mHl9plkVNF9Pr+JxFj1OSjka33p9HFQKxWseBxPqtOb7Q7rPg/HI1qEDkKpEGwtyOnqo7sk824bBk2T1DM6Z0UGDPRLtQZuqxG1UvGkwCfksPBpTFRTrVTwat7P8WmMTw05UmMxDve164VWrcSm1z+aViuEmC6yIsmtDwE0KgXr8y6Mei2H19MXcaRyJV6ufk6Rq5QK8tnJ1/EynOb1dpC9nkpRn8uMRqUcQ0K7B92DQqmGyaDFZNAMTeMBWM26x2jy6U2K15tB3k/wBi2MmLgNg0qppNnuEC0UWZ13PxbXTMbkUM7JTYqXq34azTYv1vyPfe2zhQrxdJFwIvekOAnk9CPIUce7eI67eP8yGrUSn8uC1aRHpVJQb7RQKwVvtmRbs2miTJkpJDwPOLiM47aZ8AXMnHV7yj9MsIw6zciU9nn0fmwxDMD6gpv9kyg7a34+HEdQq5S83gpxeXc/1oXhKpweSTp21oYTY5A9QYel5zMjuropFHI72cFIucmgfSSiAOe3KV6uBWRJy5Qp59QQh4J8sTraGmsA4USecCKPRqVkc9mLRaujVq5zeBwlMabZgRCQGELI948jbG/4+dQtMBqlvR/E8UWc15uhJ0QU5A5Qw4gowMFhhBcvQxyPIaOhOTu316OzJpVKg7PDCK/eLLB/cIfNZnisijfoNSyGHKgQxO/SJM6SPLwdFUrB3UXi/8/ef73Isq7dntgvIr33Psv7mjXLzGX2OepWNzroQuimddkXMhdCAiELEgL9AQcEAoGuBAdJiAZB06BGEsgh3Ujq7vMtN2fN8t6m995nhi6yTJqIzJz7nP3ttfbZA2rPtasqsyIzI94Y7/OMZwzq1Rar20ESqRLl8vC6UZPJuN/ZnePkX94oHs/vAX0Hib/2Ufzj4w9FRBvdDr9l5Bcpo0aNS2/CptWjV2twagyUa11q7RaVdot8s06uXideqxCvTdYnAYTNNkqNFoVmg0KzwZrDBTOSUaOmr89p93p8TvQXhpDDQths4zqTI/+iPc3V6+wH/VxlM1yl3y9YtSiy4/fS7HU4T6d5rr4vPIt2O7fJPI12nZ5eYtFln+gfOgin0cBZ9J0s3mRyuIwGVvwubhOTNVZqUWQz6OVYof1tME7WJL1CEODjUoAvDzE+Lfe1pU/pAi6LcWoe/Ct8drOsVc19Ms/BSojfRvSiBo3ysW2FvVTz9THt5DS7EQFYD3k4HfBENBt1EwfA5KDTqimVm4iIFPI1Ai4zPrcVBIFkrkxcYVocGLrZ7y0GZsrWBrh6SuFyGMnma2yv+nl8zlKb0qoSZNpFsVSRtUUPt5GM7M3X57KSj7yTw+uHFB676U3fOfY3BGau8i8HnFQbLZ5SeUqFBipRYH8rzNeL6FT/wFk8N1WigKgSUKlFvsz4vlpMuiHTejm02t2Xyfz+eb617KPWaKM3amcioWqVSGIGicMg0oUKuVKV79dCfL6JkivX0WnUbAU8b9Peo6g2WuzM+xQ9PwMeK/FUiV5PQnwZFmx3uhxeRDDoNRxsh7m6T8nqZGuNNivzbm6fhkmKkt/qIEbb83aLQdbpQK9Vs7jgGnN5gD7JYaQVfnzdDyg4VPDmHITDapD1DY2liuxthmT/phJanS6lUp1so4Kqx9QkK4/TQiY1vib0ehLX9ylWFj3cPqQRJlT99XoNK4sekODuPkW702VuzsnzCOmcdp2cnkb5sBPm4jTytgEbhNNpJvo4WdYiSXD8+ZG1rQB6s445r41qocbTXZqrtPx9em7ezdML4b45i+H2WbHPO3l+ev9bhZFK7NqGn7Of/j6c9HvFH35q/hX1bodItchpPkmuUSNRr/JYz9Hotbkt5sg16jNHAgZNFpqtTv8xL7jOZ/E7zEMm3UqQm5SOlsr8FItQatfZC/rZ8XsRBaFfTXR7aPd6eM0mfpwPYTXp+JKKc5ZJI40cs1P/PplbaDTIdOosuWZLaFlxu8YIQ7ZW576c52BJOb1CFAQ+zPkUSShAZsYqzcFKiC8Pfd3T4EvLlmvEs2V25qZHpwbsypPGX26j7C8Mx4DK2ai4rUb2Q35uLpPEZRb2ae3PT2vhIRIK8tPDk2A3G3BaTNxFszzE+1WiZLbC0WWMo4soyVQJl9HAxyU/n9ZDLPgdQ23lx0SejXkvLouBKwU9nxzqzTahsIODrRDnV/GpJLQP+ZvS9UOanVX5c2c057vWaOMxKztD+F1WajNINL5bDfGUKpDMV/C9TNJ3exK/3URZXfZOzSjvTAmwMOo1rM57+HoV48tVdOY4z5Wwe+ZITK/TzNaKn7OHFNF0ic/nEfZWg0MpOnLwuSxT26Fy6PYkPl9GWA+6cVmMrAZdnE0z8VeIFTYbdQgSVGSqTtDXPH85jyCqBPa3w7LuGdaRJJ0Pa34OZ0jtGs29n5OJ73TYDHh9VkX/UznXBIAvFxH2tkOyPxtEMGBX/NlTLIdBxpVACbsrAVLJMol0CZNlehfGZVdOpWq3uyTSJUIyx2cyatnZCrG1FkDq9Dg7i3F2HqPR6FCpNikUa4TCw+9lSmbYbBSnZ1E2PoTGdNdqjcj9hGEi6G88F5c9fNybJ58q0yk2iN6lub9OKrbogbGI0UyyROopy4ed98+uXGq8uT94vBYSt6k/67r5a6D7ohP91/31e8bfDBF9hVNnoNrqUGw1iFVL3FQy/CkUQj1Dzi6Az2im24V0fZxYXeWzBByWqWR0kgatI0kcJuMcp5N4LEbMOg0ug57doI90o8pPsQhZmb/9ilFtZKHZJNmusuxWtgl5RSInX11rd3v8Gu9HZ47eCAUB9hcCfH2YfNN6zOSxTWlnf7cW4reBZKjGCNlrtDucPaX4bmnyzWBaZvJNNEPI8U5WB9v4apXI90shWrkmpxN0WPkJvoj7q0HZwZhRf8pJcNmMmPSaNwPsXLHO5qJ3/DjKdU5vEhyeR3mO5jGq1WzPe/m0HmZtzoNaLTLvstPudHHajCwEHGwu+dhdD3KwGeZgI8TuapCNBS/zXgdOswFREri6TZHKltnZCE7VTPah/DtHF1EOZKIyOzLegBf3KfaW5Ymr2z7ZvsxuMrA97+O3m+gb4TPrhsnuxVMKSSuytuCRewpgsoOCy27EZTdx+VLZlCS4i+UI+ewTjw2UidkgtBoVB1th8tUGZy/OCq9JOEdXMVZD7ol2UY4Z4zGVcPWcxmc14TMZmdaHvo5mxjLPVSqRkNc2tHlTqkCXq00OzyMYDBr2t0JoBjbohQH99WLIyc1jeqaueCJdYj6gvPEO+e2oNKqJqUlatXIj8Pg6xuaUjcekbkm+VGdrafpmWhTgYC3MyUX8Lar06iHFh83JcZb6KSS3WmtSb7ZRq0WsFj0ft0NsrPhp1Tucnka5uIzTGtHyx5NFypUG5UqDYND+9v1UuozVNj1X/uwsxtpWcIiMrq8HqJTHu0OiSmBlzcfHvXnsNiMP1ymOPz9Sr7W4OImgEgV8A8cg+xpL48/banY4++2BjzshVKr+WuVwW9Dq1OgFgUrx22I//45/XPyhWvPToBFVeHQWLgoZXC+Vw64k8VPqmRWni3arx1NJufXnNZhQSSKxqvJO8CqfZcPhJpYryZrfAzNHdCWrFeaddm6KeTLVKr0ZHheRMX8vtVpIVFj1uLhJy7fY171ubqKTp5x/fo6yPeclniq+5b9/Wgrx2xRdH/Rv2PN+h+KgxXdrIX69G36eQeumV/Qkid9uo32T+fuorF4mW5qsJa0123hsZrQqEYfZSPpFd7QZ8tAotmayMErmyrJToxtzHs5u5CvD0yxTXuF3mpEkiI1UdzozDEvUGm0uBgY5dteCGNVquu0e+VyNfG62ynRX7BFNFokmiwQ8NjwOE2fXcWV92xSu+vU8ws5agJOBKltWYdjr/jmL02IYS7RSTZgG3wh7SBernD0NV7lGI2uhr4EsVuqKrfqGgh57PuCgUm/yPKL9rDfbdC0SZoOWikL12Ou0cDfFRWBr2UeuVOPzSOu225PQ6dU0Wx2uHtOEfXaMeo2shEGjkOk9CYLQD0iwGQ1EM0UEoFhpoNNo+LDsJl2oEJFpNdeabT4u+IbO94+rAb6OaIkn5apDn5zlS1E8TjNBj42TqxgPkRxWsx6tRkWpUp9p0PEVToeJp3jfxu55oC2/vuQlkp7uC/pKVOTQ7Uncx7IshJTdEqYN6J3fJnBYjeQVzn+LUUfIaZOV0kRSRYwGTT9RSu74Zqi4V6tNtDo1akHk5GT62l2uNvF5LKTT5X7aWcBO/MVZIxC0U5qBxJ1fxNjaCnBzEafT6dEZ8HVVqUSWV71odRqe7tLcXoyvn/6gnbtijUyqhNVuZG7RzbOMvlSjVRG5U660nvz2wOKaj0KlicVmwG0zcPbL/dvPdQYNbr8Ns82IVqum2+lSqzTQ638fVEiC33318i+Bv6mK6J4zyEWhf/KWRoaXbotZkq0yPwZDyFUCXDojWkE9lswkh8t8hqDLiklBeyhnrD8KjUpkPxTgp1iE+2KeObttogUIQMBsIStD3gDKrRbPjRLrXnmzc4tmtrbxWTKF3qJhzmXj++XZSOgrRLX8BfTdWniMhAogGzP4is83UbZCPgwjbTSzXsvThPSpVzym8nwMB/DbLLgsRvbDfm6vUkRnTE/pdHtj5uYBl5VEqqTYfp1lUjXksdHu9EjJpKlcPqbwu8cN1ZWwHHJxeZ2gVGmwsxoYq15NwuANLZ4ucnQVw+Uys7sZQj3joMMgJAmu71Msh/vnn1ajIp6R3/RVak2CjnEjbzn9tUoQ+G41xHU0Q05mqE4p0ee1Vb+y5Blr1csRlc0lL5lCRXHqO54pEQ46FbV3Ia9NUePpdZrZWg1w9pAioZCiM2gyH0kW6HUkFv3jlb/WjK1/lSiyMe9lfy2Ew2TgNpLl81WEfKlKrlxHFEXKtSZfLqNEkkWWgy721sbN8IWBc3p/MzRGQoGhwZ9JSOcqfL2M4nVb+LAeYGXejV6nIfeN1arkS4JS2O9483vd3QxyG83M5N06raPSaLYp1hq4B4zqX+GwGcfkAWOPb3VYUKjazvkcmNRaWVcAgHypxuqEimxxiiuB02HC67NxfBnHaNRhMU9v9wO4X9adQrFGo9XC92K0r/2GLs/5RZzljQA+v5XHhwzrmwE+fAxj0Gm4Potz+uWJssJnbTK9Ox+UCjUyySLL6+OV5bkFN60p59vDdRJ1r4ffb0MUYOf7RZY3/TjcJpq1JtHbJJef7zn+h2vOfr3j4SJGY0Yf07/jL4O/GSL6o2eeX1Lvi2S718OkHr6Imt0OP6ef2fF58RjfW1wOnQGzWkekPJuHJcBlLkPIZcUoY449baDJqtOx4nK+DTIBnGXS7Pi8E/dCQctkklJtt3moF9nwuYe+b9JqOI9On2hXiQKrXhdhl52FsJO21GNvMYB5SrLMK2KF8ffv02qIX+/Gd/4em3lsun0Up09JfNY+kXzFnNs+81BHsVonYDLhFHWcXk7PjB/FYBvUatQh9KSJ9kzTbnCLfgfVWnOixc1gctYk+JwW8tkq7XYXvUHDyVWcoMc2lO4zCT2ZtnkyU+brZRS7w8jeSCt1liJ/q90ln6/hdVoIem0Tpz/PbhPsLr1reQWBMT9bj83EcsDFbzfRsfhV6J+vSmT3FZfPaSSNMNSqr9SHP8O9jRDXz5kxD9hRnD8k2d8alyAAsqboWo2Kg+2XNvwEWx8Yb7nmSjWS2Qrbi8M346LCRhT61moflvzsrgQwatVcPqY4vIoOVZ53loMkc2WkkQ/0Lprl61UMtahif62vRwa4iqbRa9VsLHo5lvG0BGbUGL8jni4RTxcx6jXYrQYOtsNsr/oJeKyKSUFDj0+VmAvYcTv6Uo6DD2G+Xsdm1ufKDd6NIl+qodWpMBuH175QYHoSEsDxZZSQ1z70vY8rAbLpylQD/ePLKHOhcamVKAgkZPTsr1iad9EDnqI5StUGnU4Xu82AZUrKEIBmYMOfz9dodzp4vRbKE9wPBmEwavtVT4OGlc0AXo+Fq9MYp4fPsi36UXRGZFr1Wovn+zQbH4ZlWuYJr0WrU7OxE2b7Y5hqrkr8IUOt0uDk51vuzqLkU6Vx37rfIXqS8Bf5+j3j91GP/lfER6efn2W8Ra1aPVUZc/mTXBKrVscnf4CbXA67xsB98duN7y9yGTZdbiLZIrWBC6nQUL5Z+M1m1GoV59nxtsPnRJwfw2F+ici3jsUZFtBau8NdtcCm38NFoj+xvOXz8vlOvrIZdtjw2cw0u13usjmusllMZQ06jRqHRs9DKo9KFFif82DRaonlSsQVpnYThQpBx/tE+/5ykM/38n/XKZN3LYeHVB631cSC28FjJo9JQSPlt1vw282oBZFiuUEknefxOYehKVLM1XDo9YT9djQaFflKnadkge6UfGOdtk/E1CqRgMPK9cz2QONYCbn7PpNTbtq3keybVZASTAYtGgTSLwTj9TkfojmcNiNLYRf3U5JmJAREQZJdl9PZCulsBZfdxFzA0Y86nXEdK5TrhIw2nHYTd1M8UZ9jfV1xsdrA57QQqb6fDx8X/Twk81wXldvdfoeV+ASrm1fkynUKlQYHL636VqeHTtN/jz9thvk8oxE+wOfLfrLUyUD860Jg3FLorQ0/JW70FXIDPY1mm6uHFAdrfWsnlSiM6bxNBi0rQRe9nsRNJMPpBMIbdFs5fjFhVzr3q40Wh1f9Y14MOrGbDRhEFedX8jnzAOXqtzlFbC75iCeLfD6JICENxXNqNCpCbgu2V4/WVodCqU4iUxr6+26HmXqjxcet4Dd9foDspkYO0VSRtQUPD4/ZN5IrzhAn3P8bYDPpiNKv9hysh/kyw0Q+9Kv5Kq3Yv+YGDtXrtpBSON93tkNc3CaHojLdbgunZ1Hm5/pDqrUJVb/6SOJTLlfF7TJTb3RQq8Uh2ZDRpCUQdGA06eh0emRzFVLJIrd3abRaFXq9lkajxcfvFzn/+kxnhvjOrMxgVLvV5eosyoe9OU6/PgNQHpGraLQqltf9iILAw2XizSPUZNFzfxFHo1WzujvPzdEfwzv039TW/B+eiM6b7dwV8rI3VNOEdnSp1eS0kOTfDSxTbDQxajQ8FPOKuk8lXOQybLk8PGcLb2S00GigFkU6Iwv3qtNJtlknXlYmYD/HIvwpHOLnyPgNbJYIUIB6p8NNJcdWwMN5PD2kxXSbjcw57UiCxFOhyFOpOKab3Q54+eUxysq8k4dUnm5P4iL5TsLCXhsBq5lKrclNIjukKwy4rSTzFXaX/Hx9iikW0gwz6ikBMqUqtWaLD3M+Ko0WFoOOOZcNo1ZLo9Emli6STpVJp4YXM7/DzPVzmt2VAMdXcYoDWje9Vs182IXJoKPabPWzp0cmtl9vWDuLfo6upiflyOkVATbmvTwl8jRmmAgvVRtD/qCjUKtEwi4b1wOtvUiy8GZSnyvWKNeafFwPcjzlmEVR2UAaIFuoki1UcTtM2C16Dj6EX1K6+v/To09ke70evV4/uavb7dHp9dBp1exvhPqpLbkySZkqUPFFUnBUjeO2m4lUK2hUIh+XAny+mU7gXBbjTEQUXrTHN1E2ljxk0mV0ogq/y/LNJAbgOpol7LcTefEIddreLYW8LgtOu+ltEGlWKCXhdHsSh5dRPm2GiWeLRItl7GY9i/5++tN1JMPRlOn3V1iMOmIvbe3mDOTg1R93fyWA025S9Iut1luykaCjEEWBvfUQX8/fTch3NvrX5iva7S7P8QLPI+lfapVIwGfFbjWi1ajQaETaknqm63IUs2ixX3H9mO5vPC7jIEFigp3aKM7vkuysBui1ejOT0FfcPWfZG4nvdNqNY0RUEAU+bodl9aaqFz3x03OWxQU3yWTxLcVtFLHk+OvKZCt43BZ2dufp9Xq0Oz2y2TKpVImbW/kO2/pGgJOX+MzD8yiBOQcWjZrbS+UNktGkJRWXv46lnsTp12c+flrg+jzO820GtaZPPtUqkYfLOFeHz2OPCy+6ufxcodVo83ibZn1/gavDR8Vj+Dv+uvhDE1GbVk+7K1FRiNTUT5iOBNhx+rgspnko9i8CEYElhx23wYTUk4hXKkQr0xee81yaLZeHp2yBeruDBDiMRtKV993brt/PZS5NY4p1DMDP0ehbvOgrzFotT/nC1Me+otHpclnK8p9bmqNaa/PdYohEpcJzvkgqqkxo5xw2vjz3/25NgZRHCsW3oSmrSceKx4nUg/tElg4SHxZ8nESSE1uz09rYo6g122hUKuwaLdelNJfF6VKDkN1GOlHm6DbO5qKXy4f3xzRaHa4e3sm1KMKS34nDZqDV7RJNFynVmny3Nlt+OUBb5rPdXvJx+5T5pgSrWkO5crGz5B8znq/VW4S9NqIvcXntdpfjy9jLsE5EcTOgEgWmnY5Lcy7avR7RTAlRLU5tMb/CYTO+VdYA7FYDIY8NrUZNqVLnOVGg1elychNnZ92PRqsi5LKhVokzkVCYHKsoB1GEarPFypIHk0pDsVRnfcFDpdaiWK6P5YArodFs0+r1MJt01GpNnmI5tBoVH1YDnNzGZT1up76WKbGdXy4i/NufljFZdFxHMhzOGCH6it2VIEcDcZ9ylmZy2FzwcnQZw6BTs7Xi41zBJsxi1pOfIDlx2Y04zEYORwjTrKSw030frtNr1YQCdrKlKpvLPtQqkevH9Nv0+TRMG64axfF1nIPtMJFYXnZDZdRrcNnNWEw6tBo1INFsdShXm9hf3pf9rRDJTHmqvnQQd9EsVoue0ktrWzsiAzMaNMyFXYr+wcWBtvrDY4blRQ/ReJ6mjMayXGngdVvIZIZfX73RolCuE4vkZB83itHHx5NF4sDOp3li9xnZ0A1/0MG9guwDAEni7PCJf/rvbFBIFnm4THD9dZx8DmJwY9dudbi7SrJxsMjll4epr+GvCQmB7l9JMSkIwhzwHwB++pH3/0KSpP/Vy8/++8B/D+gA/1dJkv6nL9//nwH/TaAL/A8kSfp/vnz/O+B/DxiA/xvwP5QmGDz/YYmoWhAJGe2c5pQJiU6l/PJ+9M3xU7x/Aa/YXNwWc/SQuCvnuSu/t9kcJgPzZhsGlYZSs8lDMU+9M35BnufSbLs8PL6QUbte90ZEfwiH+DUeZdZ9uCTAYTLOB6+X01T/9S3aHZxWp5Mvk0bDitOJQa0mV63zVCkRSc6evmTRa3nO98+X20wOjVqcGH1Xajb5EulXNFSCgNms5eE5NzVdZJaKzNsxGbQs+1wUKnVOowX2lgJ8vZ9eBaoN6Dnz1To6jUrx7/Z68BjL8TiwHq75XEi9vml2oTx9oGJ0aGN3JcDZ/WRPPDncRrLM+exj09ufNsIcnsgvwC6n+Y2IvuLwPMLmso+neE5W/6hSiaDwfhj1GtaWfXy9jIIABpOWbrfHQtA50RpHCYVyfeg91KhFlsMubGY9giCgM2kpxGcng8DECrPmxWbIbjaAKFCs1olmSjxni3gcZvKtBscjOew6nQqHxYDZqMeg1aBWiwgIdDpdGq0OlVqTfLlOo9kmmS2zuehF6EqIgoBGoxqbhv8WqKe0fHfXg/ynX+/Y2wh/s8zNbNCORceW67O105sv50292eH8KcnelvzAksWoUySim8s+4onimIE99H1orWb9xCSmQWjUKuZDTq4eUmys+Lh48Qo16DV8XA/SanW4eUpPXH+aCq4Jk3DznOa77TkKlToCAq1Ol2q1SbZYpVxtUquPy1A0ahX5Yo2w386Xl02Zx913Duh2ejzGchMtv8rVJnsbIY5fqqndAQLt81gQ1SouJvgHPyfzQ231u4c0q8teniLZMQsnAI9nnIguL3k5+vrMh+0QZ1PcRtY3/FwpVD5PLuMYDVp2Pi1wdvg0JLNQ0n0KosDymg+9UcfjXZpiqU5boes0ivSIVKbT7nJzEWfzuyUufrtXeNS/8egA/2NJkj4LgmABfhME4f8F+IB/D9iVJKkpCIIXQBCEbeDfBz4AQeD/LQjCuiRJXeB/Dfy3gX+gT0T/S8D/XekP/2GJ6IE7xM/JyQu/kjn0B6eXXxPvj3UZjNwW5W+u+WadfPP9BqpCYNnpwK030ulJxCtl4i+T9me5NNtuLw/pHAatBgH4YS7ET7Fvv0F1JIm7Qo4Vp5PbXG5s8OoVo8TzIZfnJDa8OM05rUQVPEQHsRvycxR9X0ga7Q5bXjdXscm2NK/Ymw/wL2+fCTusmOoaqhOGP0ozJhBthb2kS1W+PsT5bjnEs5Tn5CHBx6UAxxPIqEmn4S76rpNM5sp8Wp+e3PIKu9nA3WOGQrmORi2ytxYkV6qNkcNBDGZ4768FOb6Oz6xHG4XLbhr6WzsrAQ5PJ1QBFArMF3dJgl4bVotEYqQao1IgP9trfhK58ltCTNBjI5rtk9xypYHbbiKjkI40K9qd3tvns78Volxu0Gy08dvM2M0G9DoNKlGg05OoNloUKjVy5frQ+/kas2jQqvuv0aSnJ0nkyjVi2VI/pWskqctuNnD9lKbR6uCyG8kOJLA0293+VLvCZPsrjAYNdrOBLhIhX99TMznlMdMwqUOwvxHi8DqKRL8y+mkjNHPVGGA17OHwetQ6rfEm51DCh2U/5wNt854EX66jHGyHOT4fHiDTy0xXy7XiR9Ht9lgOuzicQUurVomsLLjfyOeg00C90X6TojitBuaDLvKlmuymSak9/QqdVk3YZ8di0tPp9ki/SEvSuQrNVoeb59nWw/VFL6c38aGNfDpfeTtvBWBxzondaqRcafIYyY7JG46uoqwsuPtr0QvRX1vxEUsVqVQnn3PtTo/loIPHp/d18OYuxfqqj/vHzJCeFEA7olMWRYHEi0Ti9CzK7u4cx0fKa5CSNOkVtXqLr5cxFta8iK0uT/f993FIQyoILKx4sFqNPD9mub1+L7502z0uz+P4AzZsDhNxhfhRh9tMUuZn3U6Pq9MYW98vc/7r3cRj/WvirzVYJElSHIi//HdZEIRzIAT8t4D/uSRJzZefvX4o/x7wH758/14QhBvgR0EQHgCrJEn/EkAQhP8A+K/wt0ZEf/DMTSWhgKzVSsBo4blUHoovuy5m0Igi7SnDK9D3CL0t5bgtvZ/oLpOBObMNvUpDsdlgzefGiIa9YODPIqGvqHX66U5Bi4XKC8mZhXiOImC3TCWierWahIx21WKcPnEJ8MNimF/u+yTvIVtgO+Tl9l65MjFtUEmnVvFhwc+Xu/f87e7Lgt7tSZw9JPm46Of4QX4HvuJ3jRnWf72JshBw8CgTCTiKkNPylszS7vQ4erlRbix6EdUiFw/JsZtr9dV7daMf8/evMqB5+ZDCoNNQb7ZZDrm4vk1OnFyfNIkfSxUxm3SsL3mHbGNGyY/DZiTgs40lRrkcpjcimi/WmPM7MOpbU6fMZ8HeZojP11H21oJ0exLJfEWxta1WifjsZuxmPVazgV6nh0arIpErcxOfPJz1ikWPg683fcIyF3QOEdFZUWu2qTXb7LtD/H++3hKyWXHYjMwHHOSKNdnIyWlQsoU62Azz+Wp483R0FWNn2c+Jwrk/iOWgk68ypLXXk7AZdZQVKnKiICj6R365ivBhzc/9Q+Zt0Gi0bey2m7CZDWOteDnMUg0VBdhY9nE6oIdVkhfkSnVypf7fDXpt+FwWosnCm2XaoBfsq0G/w9p3m8iXakSSBW5HyKbVrOfiNonVpMdlM5KdYqME70b/d88ZNpa8XI5YNknAfSwHL2TZoNewGvCg06hJZvppS5IErV4PjVokmSyx92GO46vYzF0WOUP6q5skG2t+bu9SQ8R3tHCwturjcsDz8+Qsysqql1uZxKS5OSe3N7Ppoh8juTdbpfvzOLl0mfCCC4fbQjya5/FOnuiXXja/iXgRvUHDxt48l1/Hh5ACYSf5EY3xK3rdHpfHEbZ/WObsl98vGf0LwS0Iwq8D//9fSJL0L+R+URCEReAA+An4XwD/eUEQ/jnQAP4nkiT9Qp+k/sPAwyIv32u//Pfo9xXxhyOiHxw+fkvNpo8alSQYVGp0ooZYa/hGl2/W2XMF+JqeTf82imyzTvalaqoSBPY9ASxqLbl6kS2PB0EAlSAiCgKC8DL9/vLv6w1IEPq2IpLU/+/319Ann2IL2vbuTMRzFIXW9IX+Y8jHL4/jN6z8lBaeAHxaDL2R0FecxVJ8WgtydDn+WTktBnIl5Vb3ks9Bu9Pj84iH6aC+qtvrcf6UYmfBz8nj+OemktlVdnsSqAREsd+KV8LBapCvChWaqxedacBjxeu2cvGYotFsoxIFKrUWnzZm15ROQr3ZZn89RCxTfLNpmoRYqoBeqx6aQB5Epdrk9iHN/mborfr0moQiCLC7Feb6KT1GQmGcsD4n8mwu+bh6Sk2VYEzC7kaQw5fPeNTcXw6dbo9ErkwiV2ZvNQAIxL5heGQ16OLrQDv+/CmFSa/9JjnAK+Z8dk7vE3R7Elqjmli6+LYZCHlteJ0WIqkC6RkrpXKbloPN0BgJhf7g1e1ThuWAk7u4skxCFPrnvNKGyGLUKxLRnZUAJxOqlKd3CZaCLoqFGoVSfaj7tLXsJ5YocCfTipfD/XMWn9siq7+E/vn5QWb4Li5jwj+KWKpI7OX3VuZcWEx6el0JURQpVetEEgWe4vmpm4flsIuvZ1EK5TqLISelanOi1tRi0nH9+K5BnyRvekW90eZ8YMhtsI0f3l+kXmnOFIM6CKWQlMvrBJsbfq5vkm+VzPiItEcaOeReTyKVqeBymclmh89rq80Ak2WbQ1Br1NQ7Hda/X6BXa3H88z2RZ+XPQFQJJGOFt//fqLc5v4iz++MyZ7/eDzs6TKkA9HoSF0cRPvxpldOfbmY/6H8E/IWn5jOSJH0/7ZcEQTAD/0fgfyRJUkkQBDXgAP4J8APwHwmCsIx8H06a8H1F/KGIqEYUeSqVhqqZkzBa4dx0ePmckm/nfuPszBiMag07Lh/PpSInqST6noZtl1d2+v1bYNPpcOqMuPVGLEYdwa6VZ5l0pUm4yeRwGA3ka/Lkz2818zUi/77cZXKYddq3iuwgtCqRzYB3KLZzEJ+fYvwoY4/jtphkiagowMFKmK/3456AbquJTGa4Hdzp9rh4TvFhwcfp4/sCrhLeJ35H8RDP9Vv0CmQx5LFxLkPGRtH3QixhMerY3giRL9exW41jz6sSBVQqEZUoolYJiIKIqBJQiyKiKCC+/isIQ/8KgoBGLWJUqXkqTw9Z6PYkwnN2bmTSSAZ/5/A8yt5miNObOKIoEPLb0enVb214OciZxl/cJ9nbDCk+btolurMW4Ogu/vZ76UIFv89CYoZBn0Wfg6/3/cduz3s5f5rNI7fT7g0th7Vmm+9WQ998c9dpVHQl6S0q9Caa5WA9xNHLexFNFYmmiggCrM65MRt13EYyiqQPhn1dBQH21kN8vlL+TJrtDoViHZ/DQlLBTm1vLfSmTZSDScGsXK0SSU3wq3zFfSyL12Em5LO/nMvTW/FKCHltikR0dzMkuzEslht43Oa3Vvc0xNMlBEFEr1NzfPltx1ga8MJ8iOb4uBHkaMLA2HLY3ddXv0CpKjoJg238H7fn6SCxsujh9mF2Gzm5dK5XXFwm2N4McHGVoNeT+gNLLjOZbAWfz8bV9fg6WCrVWZh3Ui43aL1seh0OE5cXkzX7ggDhsBOH00yt3uLhMcPVbYrlZQ+RSJ61vbmJA0ger0223X709Zm1nTDJhwyVl3tK/HH6+9PrSZx9eWLnn6xy8g+/JzIq0JX+evbugiBo6JPQ/4MkSf/xy7cjwH/8Mmz0syAIPcD98v25gYeHgdjL98My31fEH8rQXiuqqXZmr160eu871j/55hRJKMBJNolNO1sbehAuvZE/+cOoEfklHiFRLfPB6aPcavFTPMJ+YHJu8SRYtVpceiP3hTyJWpnP8RjPlSIHc0GC1tkTeHqSxJJPOZ/ZazErJrZ0JYlF37i5skWvY9Ht5Oh5Mmn7+THC7mpg6HvGkXxwgIDTwrLfxW83EVkbmJBT3ui90+1xFUmzPf9u/L3sd1Ga4G149pjA6xx//zRqEQ3CxCzyQWg1KkJeG/TAqtOioq9XVIsvjq9SXzfVanWpN9qUqy2KlQb5Yp10vkoyWyGeLhFNFnlOFHiM5bmP5rh9ziL1JNqtLipBwCOT8CIHs2m2FJWvF1EWQy5WFz0kcmVun5Xb2mqVSCRVUHyeg42JHRdZfFjzc/qUHNPPBuyzmflrdeo3EpGp1GayAttbDvKYGK+43KfyE7PD5bCx5COaHt4MXsfTYwlOkgQ3zxkOL6M0mh22l/39BCyZv/faalWJAh/Xgny5nr6BLZTraAQBq4x8xm0zcvE4mfQoRdLurARITYmxfEUqXyFfq2EyalgOuTg8+3YSCpDIyP+9/e2wYncCGEs/U4LFpMPrtHDzlObkOs7uN5y3PreF+5Fr5PgyxsGGfLgBjIcmwGxVUTkcbIT55fiJbLHKdSRDeM7JznZopiS1RLo4lFo0irOLOFsbgbcunMfTvwZ9HqtiDevxKcfaxvt9bW7eKet+4HKZ2fkYZutDCLPNyFM0z9fjZ65v3v1OzWY9rVaHi8c0Wz8sKh6nw2lS/Nn1ZQKdzUh4yY0/7CCfnrULIXHy2yM7/3Rtpt//W4fQb8/+b4FzSZL+lwM/+j8B/+zld9YBLZAB/i/Avy8Igk4QhCVgDfj5RWtaFgThn7w8538d+D9P+tt/KCJabbfQq1R8cHj5k2+OHacP8wSv0PqLrdOuy89PiclVj7bUY8Ppmfg7g1iw2PneG6LcaPBzLEK59b7wSAM85iKXYcE+WxrHIMwaLV6jmbt8/+b5XCqxE/DRA36Lx4jXK3yaC+KzKF+ggxgk5YPYCfqGBpTkMOpx6LWasBv0XCVma70dJ5Ksz72/t6MTwgfLQQqVxkSdn0ZQPlXbnR430Qxb814AbPrJhKzR6uCwj2unPi4Fprbo5nx2Pm2G2VjwIkhweZ/i8DxCs93lt9NnQi4bLpvxz9aHCgIcbIR4iGQRBYH7aI5Gs83W8njc3Sia7dnsa1SigEGnoVJvTfV+DPntE2+gXy+jfFiZfbO1tezj/Cklq3GTZpiI3V70cRl5r3ikChU2F7wTH/M6oCSHXKnG9jcc/8fVAF9lKmGVeotQ0K74uHany9ldgpObOBq1mr31IOvznrceVqfbQ60S2Vz2vWlYZ0EsXcJvt6AZiWX1u6xTLZrkCLhOqyaikLEuB5NBy+qyl0azS6lUZ33Jy/52mI1lH+YJBGgU8VSRxZE0oYPt8NRq9TTbK+gPL9nMhqEuydfLKAcKKVmjCLrl1+/jqxjr8+P3DI/TzJ3MQNNrVfRbsLnke7Nr87r6pPspnufoKobGqGHv45xsFOkrJASCAfvEv3F6HuPDVghBAI1OjV6v4WaK3vPkNMrH3Tl0OvWbZtRo1LK5FeDj3hzegJ1MvsrxaZSz8xglBSnW6zrQ60kcXcb58E+XZX9vdJBqFOlUiVS+xvKmn429+W/66nR6eOfdE5//HwsS0EP8i3zNgH8L+K8B/0wQhMOXr/8y8L8DlgVBOAH+Q+C/IfVxCvxHwBnw/wD+uy8T8wD/HeB/A9wAt0wYVII/WGseoNppc5p/v0gEBBYtdjwGMz1JIl4rEav2d9eVdpOw2aZoeD+KQmu6AH3b6UUtiBynEzwVC2M/t2n1nKXfKxH1TpuW1MWi1VKeEv35CpNGQ8Bs4To7TMx64vuL6EoSv8ZjqEWR7xdCPGTyZKrKx3+VyaLXqGgMVPs0KlGxXT+IZOV9h7ngslNttHguzi4PaHd7PFeKhDw2oukirRf7K4fJQNBl5cvd9BtvrjT5s2l1utzGsmzOeadG6AFcPKbYXQtw/JKQsznv5atMu95m1jPvdyAKApFkgUii8GZkPojXZJzbSAajXsPeWlCWsEyCxaRjzmt/u/n2XohZudrk/C7JwVaYo8uooi4zkZneTlWpRLZWfG96uw9rgaEBkFHYrQaYsE+RJLh9SrMYcvIwQGDkLOM2lrxcxzKK5DcyJYlJJQoUZNwWvtxGWQm6uI3Jb2QGB5TkkC7XxlJs5OBzWriNKm+Wju7ifFjycjGl/VpttPj68v67bCbmAw5AYn3Ry8mMPq2DuHnO8HE1wNF9HAnYWvDN9Dxye7sPi76ZBow0apEPa0GuYxmOrmNY0LA67+Zw0LhdAL/HisdhRhRF8qUa0URB8fx1WIw80D+HDrZnc7iYZH8E4HVaEIR+6MMovlxEONia/neSCvrlbrdHMlPG4xiWB4R9dkVt8DSt9yACHiuRaP6tczDaqSlXm3w5jyAKApubATqtLjd34+eewTQ9ovnkLMrHD2HqjTZrqz6Ojya/J2q1SDJd4rvvl6hUm5RKdR6fspxPMK6XQz43LB04PI2y909XOP/pDmngPGlN8Ii1WA0srnmJPeUoVlpo9BpOfv62QaTQ0uxFqL9VSJL0n6CcofdfVXjMPwf+ucz3fwV2Zv3bfzgiOgoJiYdynocB70+X3sic2Y5JraXblSjM6Jl3VcgyZ7HzXB4mWSpBYM8ToNRocJ6ZfJPZsLn5pTJ804tVynz0+DhNpqYSYqNaTdhs41ImAvQklWLRYecp/358nV6Pn6NRtCqR7+dD3KZz5Ovj5LLR6bDn93M80ErfDwf55XH6Yv+cL+KzGHGZjUSzJVm96DSUGy2MVi0Oi4FSrcnHBT9P6QKnT9MHr4xaDc9TSIrDbGDBY4eehMlqxGc305P6BubZYlWWyD6m8lhMOgQJMtkyktQnO8thNxaj7mUCOjcU56iEwei/WqPN0WWUndUAj4n8xHz6V6yEXZTK9SF96qgv45fzCKvzHrKFKnmZ15Mr1vA4TGTy8rowtUpkY9nHyYCbQCRRmOjjOMGD+A3NVr8aNnpDHsTqgpu7RG6isX++XCccsBFRGEDaXQnw+XacUEr0z285z9vRASU5RNJFdpb8nE8gbypRwGjQklDQY74iU62j06pnNlcXxL5vsCiKNFtNLBY9VqMOo0GLXqNGperLPLq9vkl6vdGmVGlQrNaH1pLjmzifNsMcP8TJlWdzAhgd2DPqNdxO0dcJgsDOeoBYrsznF/nA9ryPq8sER5cx/B7ru02YBIlUaSgfXa9Ts+R3YDbpabU7xFJFCi/VssdYf5p6d3N2m7VIooAoIBueEfTaaLY6ZCfoJL9cRNjfUq68LoVcPEyQrpQqDeatDrQa1RtRnLQRvotkZ9KKmgxahC5DkcCPsVw/hGLkxfYkibOX1LhQyI7HYebqOvHmazxrp+T4NMLB7jztaovlZQ86g7bvpSsIdHs9ms0OtXqTUqlBudIgW6qhThVolZtjqXazQKdTk5DxuP56GuHD94vcfXl6s3YqZsfXlfllD2aLnuvzGMe/9VOTQmEHJ58f2ZEbYvqD4O8Rn38jyDZq9CQJh85AtFSi2esSNFvwGs3oVWoanQ6JaoVEbfzkDpotb0TUqNbw0e3jsVDgS2K26lapIU86jtNJ/hQO8/Ozst7JoFYzb7VzkVFuebstpiEi+opWt8fPsSgGtZofFkJcJbMUG8PkQq15J0ses4mT2Gy7V4NGzcd5P5lijTmXHQWnmf7U/0tZSRCE9wrTwO/bfTp0HRVf7+MUZ/QSnffYub4fvkGKAqwEXFj1+r5fYCLH0Utqx+5i4G1w5BUmnRqP04LFrEej6ccRlmtNXFYj6p5Ap93F77LyEMlyM4PYXebFj+H0Jo7TZmRz0cvFg/yNRxBg/2XQZXDR1KpVRGW0mTdPfS3i+oKHK5nj9HmsskRUo1axtujhdIRUF8v1iVXRWf1C86U6Ib8dk0FLtd4aIrDLcy6eM8WZbog+m0WWiJp0Gu4Syi3jSKbI96shfhsYzpEbUFJCU5pcqdpdD/H5cjo5SubLfLcWnlpVXFvwoNGouHhIki5W2V0PUijVkSSJSHp6t0GlErCZ9FiMeox6DbqXRJ9/6+MS/9+vt1MfD+NJYJsLvoletZsrPsqNFl9vh88V3UtptduTsNuNY361g2g0O2PXl9tpxue2oFGr2DH5+f99mb2a1Wi2CQXtYxXPhYCDfLk+kzXU18sIuxuhsTUDwGaZrrt+iuXZWe/H8s4HHFPlPdOqogIw73OMmdVX6y1W5twT3Qhe06dMBi276wGSicKYnhnAYTficpoxGrQIAjQabfKFKodHT3zcDnJ7PV12tbUV5PA0QjBgx2jUTsyyl0Mw6OD+Xn6tPb2IsbYTJHmVpN3qknyJNlVrVKxvB6mUGzzdKa/TJ58f2dyf5/YkSnvGTeHf8dfD3yQRdemNmNQ67kp5vDoTqXqVeK1MvDa8a7PqtITMNqxaPb2eRL5RJ1op4jGYWLE5OUsn+Tk2+0RtwGjhMqu8e/4pFuFTIMCX+DgB1KlULNkcnKUnk6DjVAKbXj9GMl9R73T4KRrFqNHw40KYs0TqrYJ5l8u9mViH7FYOFSblDRo1Sx4nJp2GfL3BfTbPQ6mIQ6/n6P7Ps7h6xbrHhVNtoNho9AcIrGYsBi0qUaTd6VKsNkgUKkOkxfIy3OQyG5j32Ol1Je5jOW4f5RdLQTXOCuvNjuwNQhUScJsNVKrNmY2q5dBRqPTlijXypRoHG2FO7+K0Bip2o634QQS9Nh4j8sSrUK5TqtQ52ApzeDE8HCKXWa7RqFidd79VTUZxeh3nw3pgjKQa9RpiM5CiV0QTBTYWvVxHMm/HtBhyEs+XZ46UVLppbCx4+W2KifuXuxjzXjtPLwR+bznIlxnTjq4jGVZDLu5lWu+bi16+yNgoKeHwNsqc387ziIRDr1WzsewjU6hy9fx+nQsCPCXz5Mt1Pqz4OZnhGuv2JPLlOvmXtCqjXsNCyE2v1sDlMOO3Wzi+jU+saDcGEoYsJh1XCm4RS2EXokbFmczwk1aj4mZgivv8NsnGiF/tNGRyFTK5ChvLvn48stXIXMBBo9nh7jkzNZLTaTUOEdGVOTeJTGmomjgJkgQn1zF21gJD3Q+VSuRBwTR9FCdX/RhQBKYS0WlV0YONMF8UNjKzEGPok9bD8wiCAB83QtiW1VRKTcrlOulMiXy+Sl6hc3J9l8LjtpBWGCCDfjXzdYArFi+wserj9jwx1E6fBsuU13J9m2J+0Y2pK5FPlgjOOXm8S3M2Ybp+8HS/OIqwtO4n9ZylWp6t6PHXhiT9dafm/1r4myOiPoMZtajiqVIAwKzRkarLX3DldouL/DDx++QJohfVNDsdmgoDPkpYMDtITKkgnecyLNrtPBQKb9/TiiKrDtdbnOckNLtd9oMuWc/PQdTabf4hGsGq0/KjP8xJLEm+3mDT50JEHCKhOrWKFY8Lk15DodHgLpPnNPl+LG6TkZt0f9H5tBTk7DkxRKi+BTadns/3McIuG5FskbLMdCmAx2bCZTVi1Gqw63UsOu39m7VMVvEo7hO5qV6hr7CadHS6PW6eM6wt9HVC139GRVTJvxP6i+PhRYSwz46gEnhKFFgOuahU6opWUTbz+DDVIHpSv1W/uewjliy+uQSMugVoNSqW51yKGeGveI7lx6JMQz47V5Fvey8uH1LsbYbo9iTmAw7S5eo3+XQ+JfKIMBSH67GbZL1iR9HtSajUfb9eq0mvOKCkBL1xXEvnsBiIv8g2ZkW3J6HSqRAFgZ4k4XNbCHisXD2lOZSxU5rzOXh8SYA6vU28JSnNipDXTheJ04cEeyvBt1CAeb8di17HmQKxHfxc1kLusSpuwGPF4TBN1JtuhjycnQ9vYGovvrrf4jEb9NmIJPKoVSqK1Qa5l6ABo17DxpIXQRC4j2SpyMhcxIEWzcail8dYbuL1KIeeJHFxn+wP070EWazNe7icct0AOKwG/B4balHAoFMT8tqITvE4VaqK7q4GFUkozGb+P4igz0aiWKYgiHTbPbwuE4kpx1avtwkFHG9yJTlsbAY4HIj8vLxJsrc3x8mXcYN5JfRmWKCfnzP8uL9I9C7N8efHqb8vjLQ/7q8SBOecaPUa8ulvlw/8Hf84+Jui3kGTBRCIVt9bQ0bNdGuXV3zyBPmaTlDvdfgtF0VnEPkxHGLZrmx9NIhYafqJXu+0aUodrLr+RKlGFFl3umcioa+4LeRQz2h8Wmq2+IdoBJVWxQ/zYRwWI+1uh82Ahx+WQqwH3HRFidNUip+folylsnRGFogFp/3tvz9HYoQ8djwzTuuPIpIp0un1MBgnfy7pcpWLaJqjpwQ/nz+PWeNMQqnaYCk8fQpSJQo8RHJcPaXRa9VcP6a5fkyzMudic2n6lPogqgqEehCRZIFisc6/c7DEUzRLWqEiAcqK8VFc3CXRaVUsh11vf0N8qQjrtGoWwy4uZAYYRlGqNAh57UPf+5ap50EcX8Vw2IxU262Z9LGDKNeazHuHr7eA20pzxiGPu0SO/dUgix7HUILOLDh7TOJ3D9gBCf1J5YKMj+o0FGsN/unBIhvLPpL5Ml8uo4oVOpd9+Fo6v0sQHvkslPBhJUCmUnsz9n8dBAR4SvU12CvzbtZkrofSy2fjtBo5H5BmOKxGdrfCJErV6UNPnXGm8pwo8OEb7JEsZj3drkS11qJYrrO68H6stUabk6s4x5cx6vUW64te9rdCuB3vk+KFlwSoDysB7iLZbyahby+l24+dXX2ZhJebyDfqNawtetnfCvNhNYDLZiJfrHN+k6DTkchlqrTqHRa9Dg7Wwzit8uvWa1V0EItBJ5d3k4nvfSSLQcH/dRTb634ylRqJTAmtRk0sWeTwOoZo0/LxuwWcLuU1/OYuxccdeVcBo1HLjUxL/etZhJ39OZlHyCOXm1y0UakEdtYC/PoPtyztzHY+yUUqx55zCCqRwLxr5mP7a6KH8Bf5+j3jb4aIzpvttLsSyfqw7lOrmm7vAfCdJ8RhOk5XktCK/ceU201+Tj9zV8+y4rHzQyiIWYHYrtpcPJdma2PGKmXm7Fa0KpEtl4eTbyChAJlajY/Bb/MnLTYb/BqP9s24BThPpfn5KcplKkN7ioXPaGvsNpOjKXTZDHzbpOGyy0Gy2P98LhIZ9peDUx/TJxRtvj5M9u0bhcU8vYW1Nu+hWK5TrbfYGCCet89ZLu6TLAZdbC3P9j4PVhLlYDPrOdgMI/Ukfj58HCMfoyhP8EEdRTpf5TGWY38rTLPVYc5vR69VMx90flOL9PQmzs76u+drszPjDV2AuYCDve0wG6t+dEYtlXoLjVbN9rKfvbUg9ikV3kG4zca3/14KODm6nz4sBmA16tldDqDTqtBpVXzaCLG95MfnNCvqmgfRkyS8nnernoP18FQvTq1axWLAyd5akIONEGvzbixmHelSlWSxQrnWmFpNHfWcbLW7CJI00SdSFAUONsMcPySGZA81merzTTTLVTzL5rKPef87ya82WmjVKhZ8DpqtLka9hv3tOWrdDofX0akxkma9dky7/YqHWA6jYfq0tkol9FOVBhwfzAb5DVC3J3F1n+LwLEomV2E+4OBgK9w30t8Ic3GfmNrGn4Zmq0MsXWB9wcPDc4alsJO9zRC760GCHhv1Rpvr+xSHZxFOr+Nvg1CLISdH5xG6HQm7UU8sWeTrWYRSvsHGnJfdteAYgRysijqsBirl5lQP425PGrO5GoUgwN7HMKcD54Z6gFSXq02+XETItlts7odZWJLftJ9fxfH7xq2rVtd8im4FJ1dxVtenb+J1OjWJhPL9UqdTsz7n5uy4X3U9OYmwdTA/9XmV9OC5TIVSqcHSxrfdN/+x0U9WEv8iX79n/E205pcsTgqtBvnmOBlQi9OJ6PfeEL+lYm83jM5othn08+XJYdCo+c4XoFpvczEw2e7SGrlFWRukEVV4TSYcej16tQaVIPBfWFzmJjO7Z98giu1va9FYtFoWrHZytQaldpOA1UJ8hgquXq3mKjmunSzUG5QbTb5bDvHb3WxtRLfBxMPAe3SdzmIz6icOLdkNfQIjIfDbbZTvN8IzDY1Mm26GviThFXKTxg8vdkDzAQcWk56z27gsqdBp1Yq5626HiTmvg/Pb+FDr020zvWVfj0IUBKIydjOT0E9NivBhNYBRq0GjVnOtMCA1CY+RHE6bkVyxpph0A31bHp/b0rfmShZ4TPW/XhHPlfA4TRy+WHOJgsDKnBubSUciUyY2wWqqMUCs1GqVIpETBYElvxO7WU+hUucukePoPs6n1RD1eouLAYmFXqcm4LRiM+kRBYF6o02qUB5L+Dp9TGC3GHBajWPT9g6rEZ/TjFGnpd3tkiv3K5H3yRyMFLLmvHYun9KEvTZ0GpViRVev03AnYzsVSRbZ3wjJGttbTDoCXju/yfxsUgX6/DHV1wyuBUnnyiSyZRYCTi5v4+xth7mLZWUjRZWwGnRzcip/7RfLdQ62QsN2TjL4sBbkaMSw/jmWfxl7nLx7eIrliSWL7KwHiOf6iXuC2B+UfE0ne41VfvtvUUB4iVYWX35X4OXfly+7WU/AY+PhKcf9DBpRlSggvUSpqtUi19cpdnfmOLyI0JMkrl82gzqtmo/LATpSj6vH1FtV9O45g9NskvUelYNWp3zbNhu1hMKOsYQ3Oc/Ybrf3pold2vRiVmu4PI/Te9mAtFpd9AYNoii8DVKaLXqubpXXlW63RzRTwue3vQ0YySEQsPOgkAJnMmoJOMxcjaQ13T9ncfttZCY87yRNdLXSINJqs7k/z8Xh7BKCv+Mvjz88EV2zuUnWK5Ra8gvwtELID94wvyQjQ79ZbCoTo3q3w2/p/sI557IRNFi5zeS4zxcImC049HqMGm1/Yrfbo9Jukq3XydRrRColIpX+DdhjMEKvLypfczqx6vUcJ5O0urPt6G9yOTY9bq7SysNRrwhazKhRcZpM8SkYIFOt4TOb8VpMpMqT2yNrXhcnUfl2UVeS+OU5ysFSgMtIasijVA7x/DD5KDWafJoPTrTXGZ3E/PU2yqeNEEdXMdk2zCuimSIht0UxsUWrUXE9MGTxFM+zHHZxHxl/P1+HD8I+Ow6rkdOb+NDftlkMNEaSaIJeGx67idOrONns+Ht8fptke9XPmUzrM+CxEpuw2CpBoN/iMOk15IpVttf8aNSqvv1Kt0ez2aZSa1Eo16kptInL1SZbKz4kaXhi3uM04/fakCSIpAvEcmViCuk7PqeFaKZILFtkPtAfHupJEjfR9xtP0GMl4LJSrNS5i2aHyOZjPIdKENhc9I1pQ+1mAwteR9+2LZnjNjH+eTVaHc4jafZX3s+tRqvDvczUvcWkw++0vFXhqvUmbrORarXJhyU/KpVArdkmkSuTq9TIVWazRvLYTH3P2VSRvdUgx5fy5/hSyMnZg/z1dfgSFnA6oPFc8DuodjpcKMSaFqqNN22qHCSp73eqVonsb4Rw6vSUqo2JUaBKaNUmD6AdX8Xxua1D1c5B7G/LuwtkC1UW592y1+Ig/B4rOq2aw/MoS4suJF6GVSTpm/Spr1CJArvrIe4e0xSK9Rc7sOnr8ceNEF9fXofqhfAdnTyzsxUcGn5qtjqcvlinWc16luZcqLUqPiwFJqZHjSIlY2UEEPTb6ArSUF79K0TV5IrY6+CRy29m3mfn/jpFpdzg/jHD/s4cX4/7A0LLy54hbagcKtUmZpMOk1lHtSJ/X7Za5TtWdpsBq1bDvQzZrdVaeJesiJkyPYUZhWnDUu1Wl8vTKDs/LHHyy/3E3/3r4O/DSn84bNg9RKslKm1lLZg0wbvlR98cPyeeGaWr8cpsoubnSpFkrcKeM0i52uYik3kz05+GFbuTn6IR/hR4t3Ry6PXs+wM8FQskKvKLzSD0+ukf36bbTaJYodjoP5/qxe8yWakQtFpwmYxkJxjh62aQNnyJxFl0OWjV2ySK8sc957ASTYzfkD4/xdgKurmKje+ONSqRB5kp5s+3MT6u+Lh+SE/0pfR7bYpEdH3ey+nVMDkwy0QlDiKSLBBJFgh4rLgdZs5u4nR7EhajjuQLKVsKuTDqNJzfJohPIZOZXAW9Vj2maXPaTN9EREUBdlaDZHNVnqJ5bh8zGPRqckVluYBep8ZmNWAx6tHr1KhfPudOt0uj2WFnPUCuWkcQBeLZEslchWRxNiungMdKotgfdLDo5N/TWLb0pmu0Wwws+h10Oj1untPUGm1WFt3kKrW+r6vfhdWkI1uu8ZDMU7hXfl1atYq7l4Suu1QWu9kwUeNZrjcpR4dvltb1MI1uh2uFis00aDWqIQeGrzcx9taDbyECg+jbLinjKZ7HbTORKVbZXQty/pyeaIPV60nYLXoKU4ZaFv1OiuU6vWaXoMdKp9clW5iNZEPft/dmSuZ5p9vD5TTJEtHNFf9bYpAc7FMmqnc3glw/pqm/dCL0M8S8TsJSyEWv2+PwLML+Zt+NYn3e+1bNVILbYeJyYOBQHEgJuL9PE/TaiMkMB5UqDb6+vH6P28zOWgCVSiSRKZGcMK0OEEsVcdtNQ/6oW+t+7mJZRXeKWaQp0N8EZAtVdFo1Hz7Nk0+UOLmIEg45KFeanMvkz8shkSqxtuzl4Sr1VmEdhJy/p9dtRtXuEZ1QhX64z7D3/SLH/yBv8TWL77EkwcmXJz7+uMzxNxrf/x1/GfxhqfcHh4+nSnEiCQVoK0zm/ck3x8+J4UroK6qdNm69cfxBI/AaTMwZHPyciJJqV3Abpz8GwKTWvKUvPZYKqF4Gj/KNBj9HIyQrFXZ9Pj76fBMrusfJJH6Lcrzbd8Egd5nckNXT4IIUK5Ux6DU4DMqL/mO2MNNresjmqfTabIfkI+wCZuUc8UqnPRZRCLDodSq2NI8fkiyEXRgnCPfLCp6uAJLM4nh+n8A6Q157PF3i+CqG22FmbyOEUa9lfcHLxryXh+csZzeJmaas07mKrAZVPaV68QpRFNhdC+JzWDm+iBFLFVmZd1NvtFkIThbmN1odkpnyW/b24UWEw4sIJ9dxnuI5ntIFWp0uX69jihICxeceIErn98PxrnIoVOoc3sQ4eUggiQJby37mvHbcViMGnYbreIbfbqI8TAk1AFjyO9+IfanWZM5n/6ZjD7mtfLmKEsuVh/SU34Kted9Yi/wqkibgHr8G4rnJaViVWhOPzcR3W/Mc3sVn8mK1GJXPYa/DzO6Sn9vnNPfxHCqVyJerKKVqk/2NEJ4p2uVXLPucEzsSrzi9SbC2OLwmhP12nqLZiY+PyxidQ39Y6ONGkKPL2BsJhdmvmVGYDFr2N0I8RrI8xfJoNSqe4n0iZJJxURiF12l5M44HEAaGSOuNNiqpv+mbhHan3yL/ehElmSnjdprZ3QjycSOI0y5/Twn5+9pNQYD9j2HORrTCY5iVib6g2erw9TLKU7HM/KYPb9DOwqKLZnP2QbDruxRbu/K6/lH3k3DATq/WJpWcng53dPzMygf5+YJvMbA//vzI9vdLb1Xs3wP+yhGffzX8vo9OAbuuADel3FuW/CQ0u+MXzp98c1Oz570GZYIHsGn30m7BTaG/aGUbNRwWPRpx+lu64/G9xX0mqhX2/MNkRAKOkkmOk0kCZjN/CoffpuwH0ZUkws5xMbkgwY+hEJ+fY+ODSCPX6XOhiNWkx6off/5lt2NibOgoSo0mZ+k036+MLz6ZCdW053yRj0uBse/bZY5pEJeRNG6XRXEQ5jaaxSQzMGE26LiS0U+2Oz2WvyFzOJktc36XwGrSYdJqEAVhpuzrQZxcxgh6hz/D6hRjaJUosLcexGszc3wRezMQV6tEHl68RyeZik/DxpqP+2iW+0hmao77KHRaNbcj1e1OszvzfbDZ7pAulPnPbp5Qa1RUvsH6CcCkH/68jx7ifFic3QHBbjLQkyQqjRblRhOf0zL9QSOQkz3Um23UOhWagZuez2khMUGHG3Bb2d8MYTBo6Uk9dpcDfFjyDT2HHEbfAwCjTsN3ayGKxSrHA4b0r4lg7U6Xw6so+Uq9T0gdk9e/0oRq+yganc6bxZLV3E9UUtJUvyKZKTPvtw99bynsxGLWy8ocVDOsu6PYWQ2gU6n4eh592zhurwTIvSSaTeq2AGyv+jkf8+YdXmCj8QLrU66h0c10Jlfh6DLG8WWMXKGG32NlbzPEh7UA1pchzJ7UJ9Hr6z4+j3gJy2FSZ3AaUrkyVXWPmlpiezfMhw8h7AoEeRRHZxE+jgwZabUq4vHC2/9fmndTTlfG4j6V0JcN1bDIHMO3+JgCnB0+sbwVQjMly/7v+MviD0dE991BzvNpWYIph9oIWZ2FhAKYNcq74R/dc1xncuQaw4vxVSHDXmjyTU8EngY8RAGyzRpK436xSoWfIhGanQ7fB4OsOIcnJs8zKYwD7T29WsW+388vT7Nrjh7yBdxWE2bd8Gt2zVjhHURPkvj5KcLuoh/Dy3EFrGYe0pOrWUfRBH7H8E2/XJ1OQh6SeXRGjSxh6PZ6LM2NVwZXwi7FvPNYqjgzaTLqNcz7nZzcxPl6HuXyNokage0lH/sbIVy26e9fp9vDPEK44wo+f2qVyP56CJfFxNF5bKyFt70aeIv+jKdLbzY034LdrdBbDnqr3f1mMroUco1N/j7EcuzIbDSU4HRbqDbb/HYb5dNaeHYvKyBdGK/eJgpljLrprduNOc+QXjNXroNKwPEN1mEht42biHxL/zGRZ3v1/X0IeMYrpKIo8GHFz/qih3i+xNfrGIlcmftYlptImrO7RP8aXwmyOe9966YMYnDaXhQE9leD6FUqPl9GZPx/h9edTrfH4VWUXLnG3noQv2uckPoc5jdN4Sx4iuXZ2QiiUYt4nGZFjeMo3I736uz+VpjneEG5bf0N/MPntLC16OP0Kk5+YFhNr1UPSYESEwbqDHoNaRlfSjlCeHIWZW9T2X5IN4UEJdIlvl5EOb2OU642mPPbsZh1hOYcb56n0/DnRF2q1SK7u2FqQpfD6yg94Og2zteHBJl2k8CSk929OdbX/BNfw9FFlPWt9/M+GHS8Hc/GqpfkU5bKN/qj5vNVfEvusUrvn/M6250OVse33+v+UuhKwl/k6/eMPxQRNao1nGSTtL/BaL7Sfm+R/ZMZSWgf4x+cRhD5zjXHT/Go7GQ9wC+pKD+ElW2J9n0BEtXhhfihWOCjfzKBbXa7/BqLcZvLsep08l0wiFalotxqsR3oP9ZlMBA22zicEN2p1A67zeYI2C0YB7RWueq3+ye+4jCawOUwEbRbmLONV21H0ex0sQ947mnVKh5lponlEM+VaUpd2TasnO67PsFfMpkrszFDBc1i0uF1Wrh5SlMsN/C/kIpGq8P5bZKv51Fy+RoLPgcHm2GWwy5FPnX9kOLjC0HxOMxjpt0adZ+AOkwGvp5HSSu0ygsj+fOz+g2+Yi7g4Pxx+Mb2rWRUqQ2ZyZZnap9+XA1wOjAc99tthP2VILMUvNxWE88ySVCZco2NKccvCoJs2zGRK2OxGCZKQAbhc0yuoH65jvJhtd8BGay4Oa0GDjbD2G1GTu4TXD6lkST4sOwnmimSL9fZWuifl5V6i683US4fk9gMOg5Wg6yG3G/3ZPXLm7Ux52HOY+PrS6VTDkrSpW63x9frGOlijd31IH7X++uak+nCTILJoKXWbPPdxwVqjTZupxmrua9NnrTpS2UrOG0G1pe8HJ5HFDeP0N90ToNaJXKwGaZQrHEhQ+C2VvxDNmzZQhWHgg/oxqJPNv5W6TguLmIsKNguaafohAchSeC0m3iM57iPZdnfDMtuRkYx6g09DZsbAew+M5+vom/V69HUtudUkc83Mc5iaVoGgZUtP7t7c8yFnUOfa68n8RjPEwzZAbC+bOw+bAR4uEjQnFIdV8LVZZydHxeHvienR5WDSi2yvT/H3LyTh/M42RkkAf8YkBD+bt/0e4dKENlzB1CLIr1ej3q3Q7HVIFOvUleokBZfpun/5JvjH2YmoVBvD18cXr0Jq8rIr4nplcYv2RibbrdsZrySbnFa1vUgbnL99qtdr2ff76febrPssFNptLnNTrYbmTRNepXJsunx8JjJY9JpuftGaykBcBgNWPT9VrVOo8ag0WDoqFgPuHhMF2hOaHedxlIcLAY4eoiz5HVwczv7sEiuXKdl6LIadg9VpO5iOUSVQK/bf91Om5GbCVnNwNTtmdNqwKjX8RB9f388LrNsO/wpnn+burea9SyEnEiSxH0sS2WgBR9NFDAZtHidZjIvFSONWsXOip+naP5tsEEJa4ueIRcAgKv71Fv2+zQY9RpaUpemjBn4IBmd5qsZVagiJbMV9rdCfJ6QGGQz67nLF8a+/+Uuxs6Cn+vn1MREr7DbpigB+XIbZTXkHprcH8TucoCvN/KT7Y/JPOthNw+R7ETPXY1K5FahGjqIu0SOgNvCQzzH+rwHjVbF+WOK7Ih1kkoUyJTeX8/JbQyv3UxqoOqbr9TJv7ynHruZOZ8do17LhwWfYqLSIAZjPuXQ7fY4uo71J8rXAmQKNTKZCkaDFptZj9GgRa/ToH5JtOr1JFrtDo1Xh4ZS36e31+vRaLRJyGg/tRoVOq0arUaFRqNGo+5LGMxmHfMm59RUMIDOFMeO1Tk3zUZbdkof+pu2W5l1we+1DlVNARaCDo4v5J9HiSy3Oz0alf40+agH5zSpxStMBi1Lcy6+XkaZDzpotDp8uYywGHSCJPEYU+46KUUQjyIctKO16GSTzESZ6ORXtDs9LgeSzGxeEwteO6IEsWiBXL6KyaTDajMgSRK72yHOD5/+rArmIM4u4oSXPURecuenpTXZ7EbmVzw8XSc5+/XhX+lv/x3/+vCHIqK1Tot0vcJTZXwxs2n1uPRGLBodOpUKAYFWr0u13cKnN/OfxKbHgw0iMxALumnzkKrUuC7PVqFr93qk2mU8RiPp2nuVasvl4UIhS/4ym2HD7eYqM3vLq9Bo8HM0yr7fz4LDwW8ztOOn7Ywv0mk++DyYNDpylRpqQcBuNGAx6DBpNGjV6r5vHv3df7PdpdpqUWo0KdYb5Gp1crX+wq1RiWy43HRFDVfxLGpRZMnjwGE2IkkSqVKVaG74s3wsFDDrtVh0s2UqD6JSb/HYLrC95H+7CVfqTTbDnrfYzgW/Y6oW6eIuicdplq08epxmREEYyraGvg/hNJQqjTd9m0olsjbnwWzSkcqViaaK7G+FEAQBnVbF9lKAx0iOw7PZJBZqGXeDZqvD1kqIwxmsYRYX3ZzcxBV/PgsZDXqsRCcM39w/ZzHqNYr6wLmgk8Nn+WM4eUywHvIQSxWoKgxlTKqKSfRjb7Vq1Zj2z6DV8JyaLB25imTYWfJzfpdQvHluLfg4nvAevqLXk1ied3MXz3E5IUL1w3JgyNqs1enhc1qGiOgg0oUK6UKF79bDGDRqBKZ3rKdpNV/R7Umc3SfZWwrQbnSIJAqKFmBy0KpUHJ1HWAy7eBixZWq3u7KRl7tbIRr1FtVKnb2NEKlcmbiC9rmuMERjMelYDrk4uoxNfDM2l3x8OR8nl7oRSYcoCIiIKPGnSYQvna2wsebn4iE51MKfRd+6NOeiUmu+2UENui08xHKIosD+Vpjz24TiZnISrBY9C0tujm5idHMK1l/foH8oVhocVd7JbGjRiddmwqBRo232+Pk/uZ75uSah0+7SREJv1NCotRUrouFFN1abgaujZ45/+n1Pyvf+bt/0+0ZXkmj1ujh1RnLN4TZksdWg2BrXmXgNJq4KGTQqEZ/Rgl2nx6DSIAoi7W6XcrtJtlEb03sm6hV0ajW7jgBfknHFFpYSso06a3YXhWbjrYqinWKur9N+26ALwJ9CYX6ORvgxEEarU/PR5eA4plxBaE/xKRUFAZ1GjUWvZcFl5ylbIFOtfdPQEvTbg9seL8dPCcL2fiuv0+txn85zP6AXtei1hF12TDoN9VaHSK7IWthDpfhtmqFXNDtdziMp9taCfL3u38SNpnfta34GixqJvmfoKBENemw0Wx1ZHWIm/22T5d1uj5sBw3Wfy4IaEZNRh1GjVazcyMHvsXKhEMVYKE2XV+x9CPHlcjpZnUZGfa7JRLRYaXCwFea36/HXtr3kVyShr7iKpln0OtBUGmOWTCpR4D4+uYIfzRb5fiXMbyOVx+0FL59n8NE8uU9wsBbkUOG9ak2JlnRYjSwFnFxH0vynJw8TrZtUokBKJpTh+DbOStjFrYyt2SsKlTq30Szrcx6y5SrZovI5X5oxwcvrMGPWaPhyHsFm1uO0G9/y4KdhKeR8y2zv9nqoVOLU1Kb5oIPjiyhet5V2p8fReQThRT9ba7bHPEbrMkNtu+tBnqI5ji6UfYqhX2m8fpTfENSaw8+7u/nuGSqHaVG0l9cJ9j7OcThAeidtYgUB9jbDHF9Fh7pZo23yXk/iy0UEn9OCw2LgcmQYU8ltQaUW+LAV4iqameolO0kaMQ3RdJFmq0PIaaFX76HTqHA4zVisenR6DeLLOdFotCmX6uRzVdnNiRySiSIfdsKc/3z/1vmCvoPB+ocQrXqL+4vpG8S/46+HPxQRBUjUy6xaXdS77Zmm5hcsDlK1Km2pR6RaJFKVHwTRqVV4jWZsWj1GtRaVIGBR6XiulAmZrRSaDUqt5kyWJa+4LmT5IRji1+c4YYuV4+TkVtlxKsmC3c5jYbqHpEYU2fX7+SnaX9CeK8U3wvhpLsBdOkdRRgYwaRJ0L+in0KjzORrnh3CIXKPBh5BP0dBeCaIgsOv3cfjQv/gjhSJhh5VYfpyklBstzqPDi6aEhN9hwarT0+52KdUaJHLlmTOku5LEl/v4WwrTq19lwG3lMTab3OA2kkWjVr0ZWs8HHBTLdYpl+Rt3LF2UbbvNAqfdSMhrI52rUK21MBt1LIScXN0lFSs9g/C5LIpT8g/RHHMBB88J+Yrf0pxrpireKyaR0coEu6xXnN8mcFiM5AeSrEx67cz+uw+pPEGnFY1aNbQhWPI7uZlAzl7x5T7KnNfO80sKlNtqGjKMn/r4mxifNsNjyTUBp4WrZ3kyE/bacNlMnN0nhpKLFvwOxeryzkqAQwWpgNSTEAT5wRhRFIi8DLtdPaexmvR8WPIrvsZyvYl24DyXw8clPw/PWTL1/mdUrDRYnfNQKNWYZX9uGCDcz7G8opH9ILRaNZIEyXSJhbCTx2gOqSdx9lIRXFv0oFKr3rSe5YHrLuixYdZrOZ5CQF+xvuiVrYYCRAekBE6bkespw0Fy1chRnJxGWF/2yjp3DMJuMeDzWDmUkQHIJSVBX+OezJXZXQ/yGMtRehkCasisIxvrfvL1xkS5zCBmXX/lcLAW5PYmRcds5Og0yvKck/ubFEmlpUcAu82IzW7EYNa9EG+BdrtDrdqkUKgNOTecnkT48GmeYiSPyaxjecNP7CHD5Zdv64T+tfEa8flvGv6Qr/imlGXd7kI1Qzt01un6Zq/Lc6XIbTGLIPSHgwqtJmfZFA+lAoVmAyQJl97AosXOjsvLJ2+QP/nD/Mk/xw++ELtuH6t2Fz6j+S3j/pdUlB/nQgRMlqmNDYnhnG0lOA0GlhwOfou9L7SxcvltKOhzLI6gFtkLjXtUNmTywz/4vax6nHyNJ3jM9xfeartFsdHgKJHku8WQrM+nEj6Fgm8k9BWBGW1wltwObp4z/MvbJ0r1Bkd3cR4SeZrtDh67ic15L5/WQhysBlkLubGblCeaf72NcrARJpkvE/TahgYupqFYqbOx1B9wWZ5zk81XFUko9ElB+Bt9J+f8Dj6uBymVG3w5j+C0G7m4T2I0aPl6HkUQRfa3wmP2ToMwG3VcTjHddilYrVjMOor1xjdXOuQGmIx6+ajKUTRaHRa9w+/T6qKHjEzEqhJiuRI9JMIDufC2Cd6Zg+j2JDQa8c1OKOy2Ta1ijeLzdf+8GkTQZRsjhutzHraWfETSRb7ejFupKU3yq1QicYXUKujrnj8uyw9Ehj32oepXqdrg9C7BwZr8NSzR1+bKQaMSOVgJcnoVH9MZ3zyn2f0g7xE5iMWgk4sRjef5TRzvhGvxw1pgyCzfIeM+cfOQ5vImwZzPxu5GkFarg0Gn4dNmmHSmrFjhHIXZKG/l9opKrYnP0z/WoMc2Vcow0cvzBb2eRDpVevMIldM1ri95EVVwKZOSBMPG+XI4uo4hAR/X++fJYMU46Lexuunj9ClJTGa4TwmzaM1H4XWY2Aq5OT6OUKu3MGrV9CQoNdvoZaz13iBBsVDj6SHD5UmUky9PnHx55PIkyvN9hnK+hlYl4vNaWV31sfMxjN6sZ2HFTbfV4finu9/NANLfMR1/uIroK75m4/zomePnlPLOWiuquM7PNvCiEUQOPEFuijl+ij+zZHWN6Sl79Fvu2cZs0+RmtQa7ztDPNJdg0WbnoViY+JjDVAKvyUSqKq9jXHI4qLXaXGXHb/p+q5nnYn9hydfr5Ot19sN+nnPFN91mY2AIa93jQiUKnCbHF+L8QP77L89Rll0OWq0uscLki/uHuRC/3Y7vsCfFpr5izmmjWKi/eUdGKiUWfA4ek3kkCdKFKmmZSVWrUddvHep1iKJAo9UhV6qSzFf47TbK/loQrSSSiH9bbGa92WZj0ctjLD+Uf66EacbVr1hf9CAIApf3qbdKpdmo4/Kl2tJstRGEvh/lawtvfdGDRq3i/DYxpE9bW/TwZUp16fYp8xJXOHA+C/285wuFG900jFZGF0MuTh9mqywe38QIeqzEMiXW5jx8fozyTR5NQKZUxWrUsRx0cRfL9q2WZsRtIsd3qyFy5Rpf72armo3iy22U3dUgRzf9QZ77FxKuUol8WPJRqja5mqD/hH4cpxx2lv2K1dBXxDJFdBr1WMvVaTXyJFP9/nIVZcHnoN3rEcsMXwdmg25sAjzgsqAX1ROjJw8vo/3K3p0ykTPJuA00W13sNiMpGQ9VjUY1FqAQieUVK8CReIFIvEDQZ8fns/DbN0haANYWPIrV0Fd4nGacViOn19M7B3ISATkUS3WWF90Uyw06A+1klSjwcTPE1/PIxMLFFB4K9DchR9cxNpe8FEp1mpLI4oqHo5s43SnruBzKtdnlUgIS++shri+T5OLvn3Mp199wptJlPm6HOPv851cs2+0uqUSRVKKIzW7EatYjVZrY/TZcTjPXJxFaf+ZE/l8LEr9/q6W/BP6wRBTg5/Qzf/LN81PyWfbn63Y3J9nJN1oB+OQJEauU+DnZX5C+84b4Ndm/ESzZHNxPIY9KqHTabDl9/MvIM4smBw+lAisOBy6jietshnxj/MLu9HosOG2yRHTP7+cqmx2b6H+FnEb2MJ7AptdzEA7wJRKn1m6z5HJg1mk5jiu/N8lyGbUovpHxu2weo0bDwXyQL0/yN0klEgpwk85iM+opKixmAZuZZrU99PNKo4VWpcLvtJCYUCEq1ZqUauNtYa1Ghd9hoQfYrHrEjkTwJd1Gkt7j4Ho9CUmS6PX6X91er/9vp4fBqGVj0ctTIk9+gtYOGEvTGYRKFNheDVAs17mSiUYcvCE+xvJ8XB/OJ399jNthYi7g4O45S7naeJvIn3hc1SY764Gh3Ov97b5s4V8Fg2R01slfgF5XwmU2ki3WKHaaSN9IQl9RqjVpd3ocrAb5ehNDp1GhUanQaFSoVCIalYhaJaJSiajE1y8BURTpqvoVVaNOQ7vTpdXu0Wx3qDfb1JutYdIuA0mC06ckW4s+VILAfTTLwUaISKrA0e1sUofHeG4s4lWtEt+kJJOQKVT5bmNc7zqJvTwm8+i1avZe3q9XjFpT7S4FuHtKk5xyE+9JEolCGYfNQF7G4H4+YFeMhLy6S7KzEeRkxJz+w1pgrG2fzVdZXvRwO6HK6XWZOT6Nsrve3xzMAotJN9NGTKNRkUzNJh1pd3ropkgdXnH3kGF3J0ztZZPrdpiwWfRD+lElfMuw+W0ky8f1IPo5NbF0cao+VwmVWhONSqDbnfzH/S4LNq2W46Ph16HXaYg8vhdQjs+ibG4FuD7/V9NvenxWxJ5E5CHDfMDG822W+HMei1XPxt4c0bs0ORnP17/j94M/NBEF+Cn5xCdPiM/p8cXHqJ7s/bfvCpBv1vkt9U6eNIJIpPx+I/AazX8WERUQ+NEb5ud4/2K0vJiW3xby3BbyaESRPZ8fQRA4TSZpD/iSHqeT2PV6CgNE9U/hMD9HJu+Sr3JZbHr9UKQnQLHR4HM8zkHYj05Q8fNjdGoBqgf4LSZixfcLuNZu81s0xqf5AFfxDLUBQvzDfJjfbpQX0J7UjwX8cj/+OXksJmhBVqY9m6vW8dnMOC1Gct/QvoU+Uao329h1OiLRAgZRxcV9auaFWKtR0Wq/a0rnAw5cdhPFSoP758zYZ/GcyKMShaGhAqNew/qSl+d4QTZrHPo2TQ8j+sZktjykUX1FJl8lk6+iUav4J/uLVGst9Fo1sVRxYrrK4NTs6pKHrzPqwuSg12lw2U1YjLo36x61Xs3+RgiE/rnfZ0T9f1+PS5IkepL0tgn4J7sLpOt1vE4LoiAMeQ9KUl8r3O31H9Pp9uj2enS6PdrdLq1Ol3anS7vbRdSI9DQCdalLvduFGTrte4sBSq0Wp1GZap4Aar2IUadB/2JD9kZyVSKi0Ce0giCgEgSsGi2xdHHqsMcouj2JVb+Ty6f3Y9hZCfBlxs/m9D6By2okO+AfmytNvkYarQ5fr2PsrgS4jWWpNlpoXjScWrXIhwX/xCroKArlOusLHgql+tj5Z50il3iO5Yd01Q6b8a0rMArzhLhNjVrkMZqj0+1xehHl04cwn2cYvludn14N3Vr2oVOrCLgtZGaMutXrNbQrs8k9jk4i/PDdEturfp7ieTIzBgXMkqkuCP30qGSuwufzCPubIR7iecJ+Ox67mcdYbur5Mvw3wWYxKA6picDeWoiryziZ1nj3aT7k4C47vAYm81XMFj2VCbKnSZhbcFHOVim+HJN6INmuXGpw9PkJUSWw+d0i9XKdx6s/rwP0j4nfexznXwJ/eCKKAMfZOJt2DxeF4R1ztCJfWfjg8NLu9TjMjO/EDjyhIdP7p0rhmw9Jr1KzZfe8kVAA7Yg+q93r8TXVrxbYdDrWnW4KjTrXuRz1TofdgJ+fn6PvQ0mRGXbJSKy4nHyOyhMelUpFvFLBZTaQncGs3mEwDBHRV3yOxgnaLPhVFu7SOb6fC00koa9oy3ilOk0G9JKKWFG5CpQsVlhw2Wl1OlRm1CmpVSJ7SwEurxOcJStszHk4vU2wsxbk7Do+09CZyaCl1X5/n4Y8QU19T1AkiYdYjnK1SbPVYSno5CGSw2U3Mh9wcvmQ4nCKB+jWiq9vLzOAVLbM/mZYsTrS7nSpN9pvpMFs1BH22zDo+76hkXh+SM92/ZDC4zTT6XZJFyoT/WTNRh1OmxGzUfdmtt3qdKk2WmQLVcq1JpEBbdnBVphiscrF02St6iD0WjX2RoMa7W/Sh47i00qIX64jLPuc3CVnG0Qz6TQ8pwsUKnUWvA4eZaybOt2eYqX9FTqNmlW/i067R63XZWc9SLfT5fopTWdKRfXtWAZ0chq1isjLENUsaLQ6bMx734ioVqMiOqPm7+g2js9pwe+0IIoCAZcVnSB+Ewl9xdVjmk8fwhyevJ+rc34H51Na2cVynd2tEEcv18dcwMGRwt9/eMoqTttvrwXefHYlCQ5PIv3jueqnAcnBZjZwfitfrRUE2F72U622uLxKsrXi4/wmwfpyv8U9LRnKoNdQnjEpyO+xInV76DRqjHrNWJiFEjpT3E/WF7y0Ol2OByJIS5X+c0eSRSLJIqIAm8s+1CoVVw/JqRZPACaTTpaIBj1WTKKa42P57iT0r7tR5As1PmwGuDhUfpwSVtf9xB7S1Gvv65xaJmK515U4f6nOzq/7MZt1XB9FZvZW/ceEJEH37/ZNf0y0pR7xeomw2UbkxWM0bLISGSGiq1YXepWak5zCrlut5XJEUxqvllm3u7kqzLZTdemNODUGDlPDi9wkD7Zis8kv8f5COm+zETBbSFUrBMxmLDrd0FDSNPQE5RtgulLlsVDEbzETVFtkSeYgBlOWRhEr9lv3/2xjmbsZppUBrtJZdGrVm6m9Va/DptbxlC5MfexjtsCaz0UnXpw6vbkedtMot/k6cGN8TR85uY6xux7k+Co2NZ/ZoNeOmVm/olRtvFU4RUFgec6NzazHpNNgMeo5v03wpTCdnAtCP8FFDnfPGYwGraJf46ButVJrcjGg1ROAsN+Oy25CQiKTq+L3WCk2GqTzFZZCLkwGLRqNCknq27uUa02yxSrlRovyjFq3gNvK17sYnW6PtXkP1wqT46NYX/Dy5THOos9BRdOioWAvMwnfrb5LQRxmA8xY7NgMed8eZzB8W/rUK8wGLQG7hbPHJAfLQerNNkd3feJlMerYDrhoNNrcPKcnmnYXB2yodpb9M08wv+LrbYylgJP7eI45j4NbBcN+OaTzFQxaOw6LHqnVJV+sTTzfJuHwKsrakpfrl8E5u0lHdIb28dF5lNVFD+12l+MJVcxSpcHGim8sEUkUBeKp8U3s4WmED+tBLp6TsjKLpbBzzF9XFAS2V/yUSw3OL8dJ6tVdCp1Wzf5WiKPLmOLnOi2yE/q6U7/XyullrF/RTRVe/r6PjiRx/ZCcKFlRCnaY8zswGbRcyAxg3UUyOK3GtypoT4KLl8/LbNCyteynUm1ODGUwjlwvKgH210KcX8RItSYTu0pBnpyfXsTZ+Rjm/Hh2qdDWToibk+jYhk+cIhF6uu+/NofbzNyCm8erOKX8n78R/jv+9eBvgohCXx9pUmtx6Azkm3WCA0R03mzDpTfyJT15h/7B6ecfEuM7M4dBD4Xpx7BkdVBvtrkpjFdmGjNO7z+VijyVinzweFm2mXmQSZqZhMtcBo0ojvmebnk9nKf6JCFRruA0GFh0OXjITtcYKmHeYeOnpwhOtR6HycC8y45aFEgUK0RlrJoa7Q67AR8nz0lMOg0+g2nmKhbAdTLLh7CXm8eM7KS3w2xgwWUf053BsFff0VWM/Y3pRu/6GW4o0NfK3Ucy7G2Gqbc7xFLFmSfRN5Z9Y1PFryhVG+xvKVvdKEV9Qr8xHkkUiCQKQL/tqdOKGAQN+UiD/Iz+kdNgtemJvgw+fEtKSqnZr848JPPsLPk5iia+JS6c71aG9cjFGV/PgsfB4YA85CySYnvOw8WMBBr655nVoH+zixrVPZdrTQ5fjOjtVgNLfifVaqOf+DXyIh8TeXQaNZIk8TTFVF8W0nukp82sm/irZoOOOa8No65PNp8TeZ6ieaxaHbfPmbcNntmsw2U1YjLq+l6nUj+Pu1JtkivVhqySXtGTJFKlCnarAZNB+2azNA0GvQaNRoVaFKduDEe9M6GvKT2Wud4BTq9irC16ieSKQxPfTqthKKNdJQpsrwTI56qcyfhNDh5Ws9Xh8CzCXNCBWiVyHxlfv7QT1g2H3ch8wMHZVZz0y7CW+NIt60kS5y8VzKDPhsdl4fIxRV1Gq9secT9xO0wEPXaOX6bllTAXcMi24yv1Fl9fNtYBjw2/28pzIkcmP7xJ1mjeiWjYa0cnCXw9ml7N1GpVPD8oE9yHeB6H0zQ1bATg4/48p58fkWTWG9WM7i75bJV8topGq2L7+yWsTtNMj/vLQ6D3Z2rm/8j4myGiALFaiTWbm3qnTa3dxmcwM2e28SUd46k8uWXl1Zs4VCCqdyXlqc1X7Lr83OZy1BS8TQszTI1D3x/0wB/k53gEvU/NXSnHXshPodqYyV+02m6z4/FxNjIJrx1J3snV67S6Xda9Lq5S8hXNSdZXVr2OeqtNpdkibLMSzZfIP79Xd9wWE2GnFRGBWL5EovQSW6lVoVermLPYuI7NXr15xWksxf5Kf/Dm9fMQBYH95SC3dylOMvI3JXHE6uvwMsrBVniiRmzSDWUQdqsBn8vK4XkEj9OM3WagUKpNbH+/ojulhXt+G8dpM5IbGZQym3RjNwkl7G4EuXvOEkuVeUjmONgKc3qXmOgpOwu2l/1DUYC3kQzbSz7OHiaXJud9Dm4T7zfwk/sE36+H+eVhtorI/lKA3+6GNxF3ySxWg45SfXJrU6MSxz6XRqcz9fp+hc9uRkTgKflOGqPZYj/eUuYJCpU6X25eIjidZua8dgqFGg8v5vudbo/lkAujXjuzNnQU15EMOyv+oelrQYCg24bHZgZJIluoEk0XuRyZcPc7zZzeJjjYeA81qNRbEyUwBqMW94t0o79ZE+h0ulRrTawmPao29FpdTEYdep0atUaNKPQ1sZ1OX7ddqTUplRvUmm10WjXFYp397TDX9ylFm6C7x/SLbvv9vFXqJry9Nw8p5gIOdBr1GwGbD/aroSqVyM5KgFS6xOm5ctdJ7rx4juX7685WiIu75JBPp9zgntWsZ2nexcV1YswQX5TJio8li8SSRYx6DfsbIZIjqVKvNlFmo461BQ+nN3EyhemdMzlSO4p4pkQ8U0Kg77Gq16q5ekjRaHVQqQVUosDeapDzs9hMQ1kA8yEnD8fKm5NKpUlw1TeViO7uz3M8IZpT7r2chHariyRAs/n7a9P/m4S/KSIKcF3M8G/7Fuh0JS4bGZK12QTm8xYHv9TkbwTpepUth5fznHzV5E/eOX5LROlOuJOl69NJw5LdQQ+Jn160pSpBRAIOkwlEQeAgHCBVrhKdoKcEMI3YCPnMZk4S4+Sg0mrxUCqyE/RxIpPGVKjLk2cBWLDbOXmZur9IZfh+MTg0iJSpVMlU3l+zz2YmaLeiFkV+WAgTzZQIOCy0u12a7S6tdmdiDv0gDp/ifL8R4stFlOWAE6ElcXQ6mcSMElGALxeRiWRUPcPuenPJRyJT4vI+idNuJJ2rkM5VONicbtq9EHJO9TtstrpsLDnGiGjAbeW6OvmxLrsRj9Pypj+1Wfqeq1/PI8wFHLR6PeIK2fDToNWoSJXHz+lKrTmV1DnsRu5HKv2fryIcrAf58jD5Zvph3sexTA52T4JFn5OjB+Wb3cFykC+3489/l8qzvxjg6H5yFW/OY6NWa41ZRTXbXUKuvh3VJKSLVdLF/nsW8FoJuqykcmUsRt1MHqwAosBLFrsKtUqFWiWgUolIPQmtTuS79TD1eotIqkA8USSemLx5DXnsJDMV4tnSTJGg0CdBzyn55z1YC5HMFUlkyyBjzzSKrRUfX88irMx7ODyNYDbq+oT0IUW1NkxIa/U22+uBNxul7bXATJXX53gej9PcT0Zrt7l6TLO/ESIeL3I8U4Su/LvSkyQOzyK4HSaWwi7OXzobqoFNv8moZW3Ry+Vtgq8Ka5Tc2vSKWqPN17MIgtBfawSVwMVdkna3x/5mmNtIhi/foOu9eQk5mCVRS6Kv/wUw6NTsrocwG7TMO2wczVAFHYRFP8Ez9AVXN0n2DuY5+fI09jNRJbC9HZpIQgGYwVv87ZhsBsILLs6/PBGcd838uL8kJP7N1Ij+Tbxim1bPgTvID545/AYLp/k0balHR2Y4Rg4LZjufU5NvgGbd+IUkIvAn7xw/xyMTSShAvdPBoZc3XxcE+DEU5rlcGvIZHbymepLE50SMeK3Ed+EAAYtZ8W89loZvEgsOm+LxNTodzjJp9ucCYz9LlMuyTYIf5kJvJPQVV7ksDqOyuXyyVOHLU4xIvkSx0SSSKRLPlckUa5RrTZrtLgKgU6ux6nW4LUaCDisLbjurfhcbQQ8f5nzsLvjZXwzSE+G/uL9KOlbkMTq9va8Uo/dKRuUwKQNarRLZ3wxxcZ+k8EJMgu53g/XDiwiby76Jx2QxTW6lvuLkKjpmam8yTn7s7kaIerMzpKkbrF48x/OUClV21+SN0afhw2pANoLyKVng4/L4ufQKnUbNZVy+En5+l2Aj4FZ87FrQzU08o3guT7qh24x6bieQvUSpMjG0YSXgolhuKPqVuqzf1tqL58r8dh0lmitjMukJee0sBpyEvXYCLiteR9+70mrSY9Rr0KpVL1XXPvGt1FsUKnUyxRrJXAW9WkOvI/HlPMLFQ4pKbbrOUwAiyUL/9WfKbC2PB2B8Cw7W+vGX087NV/g9Vp5jfY9g/csgS6XW5PA0gtTrW4xNukaqMw72AOQKVSxaLR9XApjUao5OoxOlLd+CTL7K+U2CD6t+HDYDKpWAXqdmfzuMIMHh6fPESqQwQxVPkuDyLsnFdYLvtuZYDbv5ehmVlUlMQq8nsRhyftNjAOrNDtVGi0ajjck0nVSOolqa7Tgv7lJ4/cNrnVanZm3Nz6kMQR3FLO8lwMZOCJUocPH124ek/o5//fhDElGNIPLB4eNP3nlWLC5KzSZf0nF+SUVI1Cr0JInf0lG+84Zmej6b1jCVSF4XMkNJTia1ho9O39Bk/DS4TeMJIQGzhQ2Xh59iEdq96cS5K0n8moiRblb5fi6I1zR+A0xUKyw47ADoVCou05Nb4J1ejy/xON8vDL9frW4Pt3n4+T8GfPz6NL4DLzWazPntU4/fazZxFE2wvewbIw6vQzOlepNMqUYsV+IxXeAmnuUymub0KcnRQ4LD+xhCD7LZKkatlr214FRVzaSN8peLCPtb4+eKUpvH77YS9tvHNKaDsXsS/Xxll12eoHic5pl1dD0J7DbDyPfkz1eP08zGkpejy+jY0MlodnO92eHkIsr+avCNCMwCn9PCsYwN1ytS+YqiVmtz0UtVYRCq3emRSlcI2Mc3WQseO/F8aWLV/CmdV/ycl33OiW37RKGsSKC35rzE0sWJPrFy+sVpsBh1rM65KdYaZMo1ipVGv5KZLZHKV8iVapSqDWqNNq1OV/Ez/7QW4vNlhEiqMFMV/xWrYc+QeXz7zxgYe8UrCYXZgh0Meg1qUXireo6eL7V6i8PTCN1Oj/3tOSymvhXUzX0Ko17DxrJPcQOqUonMBRzsbobY3wyxEnKhQaSUr1HK1bEZ9Wyt+Gcuns2a6nx6HUcE7FYjeq2aw9PnmabgZ20n2ywGdtYDfD5+4vQ6zoLfweqc8sZNCbO20wexvuAhGsvR6UlcxDNsrM2+adGoVUQm6EMH0Wx2MNgMb++J2awnFLRzdfLn280NwmDS8uFgnqvjCMUZ9Kh/DXQR/yJfv2f8vo9uBCaNlh2HH5Wg4jSX4qfkM7el3Fjj5HXB/jUV5Qff5Bi6TYeHr5npiTCFZoNtlwcAn8GET2/hKP1tnmRm7fBO8rtAkGKrwXlWvsU6yWKo3evxSzxKvlPnh7kQrpFqpO+lYvrR75PNnB+FBPwcjfLD4vD75RqI0AxazTxm84rtuy/RONthr8JP+1AL/Rv24XOcj6uBb+mkvGEj6ObkPEq+WiNXqnF01Z8cXg4pt1eEKVT18CLK3ub0jcvH9SDFco0HmZvg6IR9qdrAbjO8TewPIuS1f5Mp9dlNgpX595tOSaYyt7cZolprKkZ+thSIxtFlFJfZwJzPPtOxOJ0mxaldgES2zK4CqXsdUlJCqdZA21NhHmjl+R0Wyo3mW+KWEnKVOgue8ZjVVb9raEBJCdfxLKaRFuLuop+bSGaqU0O99W0JLkG3DZNBy+Vzmmq9RSxTwmDQ4LAodxXksLsceBsySReq7KwoV6NHMWpkf/2cYSHwbTG10M8RH9Q9qmcg5ctzbqIDsgGlq7PWaHN4+kyn02V/O4xep2FlwfM2DKhSicwHHOxthtjfDLMccqGWBKKRPCenUY5Oo9w/ZWm1uwR8Ni5vEiTTJS6u4oS9NnbWA7LX57fCatZzsBmm3eiSz1UwG3RsTOmIvGJSJf8VHzeCSD2J08v+5lWtVvEYy3H7mGZn2Y/HqdwhG8XNU3rss5+ErWUfD09Zmi9T8e1uj8tklrXV2V7fXMhBSybrXgl3jxm2D+ZxusxYzToerme3hZu0pK5s+jEZdf9KaU5/x18GfygiChInueTUCfRBs99fUhF+nEBGp9ixDUGnVrNqc9Htwn3x2ydcX1t/Dr2ePb+fXxMxqgopScCQyb0SWt0uP8cjVHotfpwL4dD3Kwf5Zl9TmKl9mzXFT5HIUGXU9EKe9WoVOpWacnMyGUg3augn3IiqA1Wpz08x9ldnq1q/wmszk4mV6XUlopniWwXoPpbjIZpldyWASyabepZBxKPL6Fs2MwxPgRv1Gj6u9W2f6jKLqkGnJiITrXjznOHjCMHt58PPFoc5jP7xqESBaPL9Ju51WVhf9PL1IjoxC3uST2A8VSSVKrG/Pvnz2FzyzRTl+ZjI9SeuBxD22rlJTJdRRDJFFux2VIKA09wnZrnKdN9bAPdIi1wU+jfOWapaxXqDzbn3jdTBSoiT+8RMDgipwuzJLZvzXorV+lue/GvkZjRTwmjQYjfPRkY35jxcPqSGNqzRTHEmYqXXqmX1yVbTZBP6UfQroSPVqinEan87zNnVcDegPWUhrjfaHJ5GaLU6OK1GLAYtS0EnakkgEslzfBrl6DTCw1N2rPIP4HGZObuK0Wx1WF3oFxQisQKn5zE8dhO7myE0Mh6UMNk83u0wcbAZptPo8PU0QqXapN5oE40XuLpJsrnsI+izKT4eJr9dboeJrWUfJxexIW9Ster9Qac3cUrFGgcbIQwzVKPbnR7L4dkqqTurAa7vkmNV1Hany006x+ry5MIDTA82GIUgQEcQWNnwo9Kovin9V84mUatT8/G7Re4vEmRlrL5+T5AQ6El/ma/fM/5QRLTaafMn39zU3xutJP6civAn//jj9t0BrgrTWwZWrY49tx+DRk3IYmHF5eBP4RB/CoX4IRjiwB9gx+Nl3elizmrFZTCgl1nUJCR2vT4QBQ6T02/m00yLB9HodPgpHqFOhx/nQiSqFT6FAt9s/wT9yujBfPAlDrF/Am/7vDzkpj9Xolxhe0G+bSMAkdywfvXXpyif1iZXrV+h16ixSOo3oX23JxH0vC/ykgTHN3Fq9TafNsJoB1rls1yGEnB6E+PDar+q9EpAlkIuLCY9x9fKVbW5gFNxSn5UL7q24JEls9Nw+5xla9WP32N7uzHsbYYoVRpcyfgGjqLd6U58H9qdLkfnET4u+4eM1l+hUavIz7ixyZXqfFgarpi4v8Ei5eIpxZ9W5nBajCS+geSNWikdLIVkDeuVcPQcx2U18t1qiMPr6Mxt2UyphnUGbeTBeoiraPqtuutzmIcm1COZEmaTDrt58s17wecgmiyOOR+k8hV2VqdXRdfnvW+T14M4v0/itM1GhAfb8YOYZOO1sezjSOYxs0xzvz7+P/v5hkKhzuNzTpZ0ysHvsb55TlZHdJXJdJnj0whWg5b9rdBMMpWQz8buWpBivs7X08jQ1HxpICXo8iZJMllibyuMReEzFWS06IIAe1tharWWrL2besQFpdXucngewaDRvEiVppy4M5zXu2tBzq/jQ5Geg+tHq93lPldgZckz8Xkaldn0oYIAm9tBAvNOJAHqrQ5PsQI2n43t7xfZ2A1jME7+bEZrNwsrXpwuMye/3s+URvV7wL+Jrfk/3NT8L5kn9lwBvmaViVxP5ir7KfnMn/xz/PTiE6pCIFOTr7JYtTqWrA70ajXpepWHcp6jXJywyUZH6tHu9Mg0ptyQBVBrRcxaLUa1BoNag8mgpUeLcmu2C7M1g2Z0FPVOm1+TUfb8ftwaIz8shJDgJUO9S7vbo9HuUG+3qbU6VFtNOjI3jt9iMXaDPnqSxA9zIVldqBK+ROMseBw8pocJQMBmISGT2fzLU4Qf10P8NiUicdPr5nSkkmK3GngaqUQ2mm2+XETwOs14nGZOFBJU5NA3eU6wueyj0+1ysBXm6DI61YpJjri9YlAvWqo0eJxxQloOxXIdt91Ep9PFatZ/cxKObiTbXA6n13G8Tgteh5n72HsFc2ctwG/Xs2uiryMZTHot1UYLrUbF1RS7LrVKZCXowmTUkipXaYk9MuUqcS1uUQABAABJREFUm2EPJp2WVLHCc2byFPhdPItZr6XSaOG0GDiPzN7WCzqteG1mXCYjT/HZ/W1fEXBZKdXkZTaiILC7GhwzrPfazWNJPc/pInMeO5Ik74/qdZgpV5uKWtt4towoChMJYVNhI9Tp9lgIuMgVJ3/On9ZCiq4QrY78c3tdFmKJgiy5L0+Z4laJAjsbwTd3jEmRn6PwuS1DFdi7xwx+n41Eerg6livUyBVqWMx6trZCXD9l3uJHX7EcdqPXqrm8SRCPjZ+LggD5EVu1Xq/v6mEyatnfDnNyGRuqso9WRANeK2aDTpawv2KwIjqIfKlGvlRjMehEpVb1vWtlcBsZt8IaxP5GiK/nkTHCOkrmGq0Oj4UiSwtu7h/H/5ZKJU7VhwoCbGwFKVUbnL34qBo0GpL5KqIokM9X395TtVpk6UMIk1FLJlYgER1e+1/PeZVK5MNB32+0N6On89/x18MfjohKSNyW0yxY7DyWC7K/o6StHCSjn7xhfn6J8hwino0KD6UCR7nxQRK9Ws1NMcuixUGz151KKDtSj0Kz8eYhqhPVnGXTOM0G1qxubtJZcg3lBbj+TcMDEpseDxaDlutClmSzwlOuSL3ZGcqEH4Oq31Y2abUYNRr0ajU6lRqNqEIlCDjUetKFKmpBoDPjjrLT6yFohTEbH6/ZLEtEAX5+jPLjWojfFLwUv18KDSUlvWKS0D+Vq5DKVVif82DUa1gOuxBF8a3SKwr9fwVBQKB/vK/T9aIgoFWL/Muj2fRE09JoStUGq3Nuwn67LHkURQGdVo1Wo0b7kmuuVouo1SrUKhGVSkAligiCgNth4voxTXIGe5xRaDXTiShAKldGVRT4tBHmy1UEl83EqYxt0iSUq00+bYb5fBlhc8HHl6fxa8pjNxH22Gn2utymspy9hC4EXVa+PMTYCnqHvErdVhNhl42e1OMukRvTjXYliSWfk+PHBHMuO18VLJmsRh1hlw2DTtO3I8oUieVKxHIlvlsKcZfIsehzYDcbuHxOUZ/hPVPajFiMOgJu65uf6CC0avkl+DldYN5rR4Ihqx2rUY9G+P+z96ehsq172x/0G9X3fV81+37N1e99midPosEoRA2JQUEDGiFijCgmqCiJXwQJEtSoKBhigwRjB/qChDdoDMQQeE+z11qz7/vq+75vhh+qZs1qxqiqufOc5+x93n3BZK9d3Rg1atz3fd3/5roUpEvyHd/JXJmPmwEOZSL4LquRmyd56a+bpzRatZKmDEn5NIOEwrjj1zN0WhU6jYp0RvqezRdqsrJfJoOWoMcyJtF2dh0n5LcTiRdkz+MZHpeZ5ATp9LstU0T0GeVKg4OTCHqdmo97QXo9kd01L91Oj9uH2ZJpNouBgkwTTLXW4vAkgsdlxul8aVZ8nnOUCoH3u0FOr+Ik2rNTyLMUPQAeBhvIt5t+koXKlEJAvdnhzbqPs7vpMf1pJ8TBmXQ3udQKUG92iJTKrC47eXga32QvB+yEz6V7KaQIKPR/r7vbJKII25tebq5enut0etzevHyee8mBz2elVWvycJOi2+0RWHGgQOD4j/eSx/0pQwR6fx/KN/3siChAtdvGQgebVicpFD8rBP/7ZJh/wLdMtwe/8YVmEs9JPIvCP5Tz7Nrd3BU6NBdMn7t0hqEOaa5R5/eNMGqFku+W/OTKde4Lhan3NLrz01WbDgcOk467Up7zUgoG89emxckP2Ri/8YX4Q2R21Kze6VCXiGJ49EZiVSjVmhhVGjY9Tpq9DhfJ9FxSepvJ8ev1cfcbtTC7ieEPT1F+tRWcihq9XfbJavBVF2gS0aiVROIForE8vQU3x+93AlzdJgl6bUQHEjdyUAgQlqgPnURPFNGqVQQ8VlrtLu1Oh3a7r6Pa7faoN9pzU5QfdoPky3W8LjMqpZKbOTqkk9C8oru72xU5OAvzZtOH2arnNpZFVW9RbTQXTlmf3yewmfRU2n3CqFEpWQ840evVJEsVwrkiiafphdtuNhDNl6bq9jKlKplS//VKhcCm34nVoCdfqXGf7DcuqpQKdoPuIQlVKRQse2zYjXq6vR7JYoV4rsxZTTpa+ry1eUjmIZnHoFXzaTNIrlSbmeaXUt4IOC30ELmUcW6qz2jAekoVWPHYEEWRcq2JTqPCbTEupDmazJdRCEg2xC177WRnmCGUa00+bgc5kMhQyKXjRyElHbW54uFUxgEJ+pFYq0lPcaIJz++xQE/kakKIHxGsFv1cIupzmyWPG47m5urd1ht9m+Dv3y2TyBXILNBlbbXoZYnoM1KZMqlMuW9tOlg/lgJ2lILAwRw95GfMI6LPOL2Jo1Er+bwT5PwhOVYSJKWw8Hk3xLdTeUkjuetVa7aJK6oshxw8jbhNWU16Jj9NjoA+I+CxkhlEm1W62RQlnSqRHtR9arUqbH4zRqOGUqaCRqemtWDJxy/48+JnSUQB4rUSu1YP1XZrys5yVre5RtEXgm6LLQ7S8an3zoJa8bIoXuTTvHf6Ockk50o/AWxYnWRq45NMu9flh1R/sn/j96AWlRwnk8PBLkeyVmw2vBYjkWqR60oGJuY9h07PYbw/wA/TcdxGI+nq66QqtEoljp6Ou0qOTZeTm1SWr0/9Cd2i07LpcdLqdTlPpenIXMOTZAqXxTgkDtUFuvd/eIry3WZwGD1aclkJ309bIz4jIaFlOYoPWwFOL/q+0B+2gxwtkMrW69Q8xfJUai10Og12i4G8hC3eM0I+O0/x2UT0026I44soVqOOmIwY+Dy83fJzdBHl415o2LW/v+Ujk6+SlIk0TUKuIUMSAuxv+0lXaij1KuKDKJxCKWDQazBqNei1arRqFRqVApWyr3WJ2M9cdLsi7U4Ht81MsdtkV+/lJpXhNDk7Xb4bcnPy1L9/w9mC7Ou6PZGb+Aspsxp0rHr6mQ2DWs13G0EK1QbhTIG7BZqknjE5f9Sa7eH9uO53YjFoOX9KTkUMCxMNVTvLbiKZ4kyXovicqPZjqsCK145SIRBwWDmf41o1+rkfNgIc3UyTsMQCJgbJ3PR5zUrHj6I4cR0+vgnJbiRHYTXrxojo9rqHeLwwlR5/xtllHL/XSjwpP57cDjMJiQaVbL7K1oaXKxmFiWeEfDYOTyOsLjnJ5qtzN2CGBYTbn3H7kEahEPiHlpzkC1UeZ3yPSbxGpqvV7vLtPILDamB72cPRdRQRgftoBqVSQXeQuv68E5xJQoGZzL1SbyEIAktBO+FByrxZfbn35xFQ6G/qIyNR1avrBCazjkp5dukG9K1SL88TuF0mHiI5BLWC0Lofq9VAt9UhHcmTTf60m5VAYHYl/18mfrZEFOCimOJ79xJ/TI6TC6kaUejbZ+45PFQ7Tb6ko+zZ3SQqVfLNxTpyVcL44D/KxvneG+KPifnkJleffYyzXH9CDNothIxWThJJaq320DowaDYTsluI18s8lHI81OUX1m2ri98X++fU6HZ567K+moh+MHs5GKRSbfrxIvtSozkkpWadhi2fS5KU1tptNv2OIRGN5uZPAiLwNRzl43qAu3gWqt2ZneCFSh2nWT8UlR/F5+1BimlwO4STebQa5VCGRA67a16+DRbcTK7CStBBvdmWTDkCOKwGWSJqMmhZ8duHC7icsP487K57Ob9JIIrjnPz0JoFapZhrj/iMRYnozoaXarfD4aBDPp4tsR5ychfP0WO+DeQzNBolVWUXQSlwk5gfyRMExkpJ0qUqSy4rkTm1odBvVLpNZAnYLCgV/XaN2wWO+RrcDYivSadhf8VHulghnB50vWf7Kg6dbq8fObyLzawtdloM5Arzm79imSJ/vb9CudrEatRJ1o1KIV2sTEX91gNO7iPzr0k8U2Jvzcv5fZ/4LkpCoU98LAYNlVqLrVUPxwu+zzBS9/nhTZCTs+jMOldRFHHZjbJE1Oe2cHolH4XVzBkLgtDPIHS6PW4e0nzcD82NWL4m46BSKtjb8JHNVknEirzd8lGuN3mcs6ntn9vr55FcsUauOF4/ur3i4fopxcet4HDOm4VZQR7oR9MVgkDQbyOeLBJ9zCxEQJ+xteHl+uwlO9np9Fjb8XB8MF/Mfmuj/7pCrsrbD0ucfn3k6X68PtUesuP1W9EolZTzVaL3GToLlN38gj8tfvbFCD9kwvxmQp5JaqgoBIG3Th+H2TiqQVrjPN+vhVq1LKadp5QY/D+kIvxWoiN/FEGjhevCYgtitFri96kwCi389doSv10OseG1E2kV+V0yzGOpMPP9RrWGs+R4GvBLMsaafXF9wL9yh4YkFKA7Q0aq3Gjx9SnGSSSJXlDxORDgnc+LenCNj+JJ3q348JvNlOf4gAsCeCxGdgJuFGr4zXKQen1+asXnNE899nk7yMFpeOxmyBVr7G3N7ij2ucycTDREPUZzrAccsrI4cvI+q0EHRq2Gs+vE3NfOwsayi/twZkhqJktP2p0eB+cRlCoFH/aCM+V75kVS1pZdrG14OI2khn7o/WMCHfHVE8bOupe7ZI5ao4VOPX/f+3E9wGO6MPaYV0LgXgp2ox6Xych1LINKqeQymubTemBMk3QRSEnATKLSaPH1Jko4XWQz6OLDegBBgJDbysetIF9v5je4ee3T9+0kTHoN634HhUqDb5dRqo0Wb9Z8vN3wzf0tY5kS+xO6oq+R0hlGyl5BQofnbdLjcphIpUsL6+Vq1CqUyv49fHQSmUlCn3F6GcPrkr6OLodx5mfc3KdmNhm+3w1yPxKdO72MEwrMnkcXLVkxGbSsBZ2cnEVJZkr0eiJnl3HCTzn2VjxszBGqf01EdBIPsRy3T2nebfiwm3W83wxwIGNzPImFZNCqDQrdFm93AyyvuPAvOzi7SSxUz6uUiAZmC/ODKEvLDk5HbEdPTqK8+35t6nX5bIWLkyhHh0/cP2Xp6VQsvQ1gn3Bz+nPhuUb0T/H3U8ZP++wWxA+ZMO+d45JBwsS/P7sDfMv0d8ejqfRErUyqUeaje77kidwu9PepJ37jk5cgWjItfpMrBYEPbh/rdgfFToOG2OFmQRIL8NbhndL6FBEX0pcDeO/w8u1uPIqQqSwm2VNptvg2IKVaQcVnv5/3fh+JaoWgzTJ8nd2oZ8vn4vNKgF+thvgQ9LFqs6IXlWSzVa4e06gaApVSk0a5xftlH/srXmQaRdHpXyQ9lAqBj5sB2cjF5UMKywxpHLvVKOk8cn6T5J2MHWZcounh406QaKxAaiL1+lr3muWAnUSqNBbFlVsMSpUGhxdRfB6LrJi23AK2FLCzvePjOpnlOiJdz/gQz/Fxc3FL0I97QQ4G3vHxXJk3odkC2AaNmvv0dDSoMke7Fvr6snq1aljDqVWrQISD2xhapZJ3MpJiUnitystNNMPhXYx1v4tVn12yKUkKes3sMemyGrCb9FyF08NIVKfb4+w+wcltAr1WzaftIGsBecvGXKk27MrWqBTchhdzuAGIpor8Q+9XyeYquOwmTAbtwuLvNosOo05DqbJY9Bb67lQbS86xpqR56PVEvG7L1OMBj3VKq3QSzVaHjRVp6SGH1cDN/fg4aHe6IIJaJb9sdhdwLfK6zFj0Wm7uUthtBtITqgmXN0nu79JsBV3srEnrdP7YzIrLbuLNho9PuyF6XREFAkIPNpdmSzA9Y5HNgcWkYy3kQm3o604vQkABrBbdWGPSMyLRPEsrM8xKBBDE6XM7Ogrz9vPKzGN22l0eb9PksvLNf3/b6A7S83/Tfz9l/KxT88/oIXJfyYx10isEYUg4f+Vd4g+pl91SpT0emat12hxmY/zWt8TvEq/b+T/jD8kw33tCw5rPUcQq8+v3giYLIbOFm0KWw2x/An1n9/IlE+WTx8+31PxmKrVCwUNWOq1zmknxzuvjJClfYxYyWYjEC1Ppl0ihiEGjpvYK95hqs8W3cP+cLToNDruOTaeDdL5CqVCnVJAvVVh12ji7jrMT6juonA7klxxWAysBB9FccSgGDgzlpzQqJdtLbo7O5YlArd7i425IsuFie83D+YzU0eFZlE/7Ib5dvLzXbTeSHmn8MOg1rAecHMqcQ22BCO8z/G4LxVJjKt0+bzHoi90X2Vn3UKm2xpqtJpscvC4zTo+Z47s44gL7nZvHDDajnkJ1dqnJ1oqLg8fxe/bbbZT9FS+nYel7cHfZw5e76et2m8ii16hkO9eXnFbqjTbx8suGqT5CXnOVOrlKnXcrPmL5Etny7I3Va4loyGXFbtBzcp9Av6Hiu63QQjJXs0pEljxWGo02kVRhcE7TJ1WuNfk2aCgKuq14HWYeEzmyxZfvF00Xebfu5+Q2zs6Kl5MZtrIGnZoVnwOdVkWxVCeTr9BodAgnCmOv02qUGHQadLpBfbBahUqpQKVUDFUorAYd5VIDu83QLycRRbo9kW6vR7fbo9Pt0en0aLe7tNodRLEvuaNUKPjwJkQiVVy47vn0MorLYSIz0hnusBmIzWkyBKjIEGWf28L5tQQpiudnpuhrc7I+68tOsunKUGvU57OSu5EeS88d+qshB0azlrObOCIvqh6zoFQIBDw2bGY9SqWCaq1JPF0ik6sMr9PGkos/HjzwZtPP7WOaoMeKx2XmNpwZU2oYRU+mH0AQYGvFg1al5PImweFJmLfbAZLVGhsbHm5v58uorYVcHGWkU/BWu5Hwo/QE9fZdiBMZH/qTsyjb+0GuTv9mLEJ/wZ8GfxFEFKDSaWHWdLBpdBRajSER/Y13id+nxguwsxIaoCLwu1SYz54gp5kkTQkNz5n1MQIcZqO8c3o5zr4stGsWu2RHPIBOqWLf5aHWaXGeSxOtvdQ6LZttnGSSgMBdMY9TZ5A871F8cPn5EpZfaErtOsoRgj4Kk1qDpiaQkog+icCyw8ZF4nUd2gAapYJ1g53LSIZYen6dn1alhFqPVqdLpjieknmucQLYWXKhN2g4DyfJV2rotWqW3ba5URDod5J6nOaxaKVCIVCT6PadxMFZhLfbfk5u+sfxuqxDIroSsNNsdDidsdgXF4wQuexG2u3uVBcxyC8Gk7i8T6FQCHzYC3IfzlKqNFAOwsoOm4FA0M7xfYLo7eLRgEq9yYdQgG/38kTUZTOSqFToSpxnIlvCqtdRrI9fB6/NxPGT9Cag3e2xu+Tm5HGawG54HWSKVUoTnt4xiWabk8cERp2Gz+tBvt3Li9UvkpoH8DvMeCwmjm/jRMX+va1QCHy9ivDdTogvV7PJaFKm0W475CKeKVEZITVzNx/pItF0EYUgsLPiQatWcfnYb6gqVOogQHfCllWvVbPid6DXqiiU6jzF81zcvVzjTztBShKNQs1Wl2arDiXpe8DrMiM4WTjdC/BhN8DX4yf0atWwOcnnseB1W6g32tw/ZWTF67tdkaDPOiRYAZ91KI00D/dPGfw+G/GRBsK9TZ8kCX3G0XmUzVU3NxJSTkWZawL9xr+bmyStkQ2IZoFM1XMXetBnw+40cnoTH4uIGnRqAh4rJr2WnihSLNeJpUqE43nCMvWmep2aaqVJr/fiuBZLFYmliqhVSt5t+mm2u1w/psZGw+Qa6LAaWPE7iCcK3NxMj89ao81dOs/eXoDz89k2u6kZzVq392k0GhWtic2ozWbg7lL+txJ78BDOsrzm5un+9evX3zZEUfjJp9H/FPiL+sbxWomAyYxaoUBAkCShakFBpi5fc/I1E2XJasWtn7aJ7M2x3OyIIrelDNu2l/oej366vm3D6uDXvhBqlcCXdJTzfHrK+serN/H8YLHVIGieTj+NQgAycyI9j6UinwLTqVUFAts6B5GCfDOR+ZV1dgBGtZoto4PTpySRXBH/AjVx771eogPCmsiX0cu4nNyEMxxfxtD0FPhtZj5tBGZ2z46i3enicY3/Lu+3A0QmIj+SEOHqNjWs4Xomdh93g8QT86M4pXId5Zz6LqtZh1qlJCMjsSNF8OTQ64kcXkTp9np8ehNCq1Xz4W2IQqfFwU1sWAf4Ghxex9gKStewadQKDFYNBZmISq5SZ8Vlm3rcYzdPuQSNQi2ht7kX9JDIladIKEChWsdtnXZyqjZafLuNsu13EXBIj6l5EVG31cin9QCpbIWjm7jk679eRvhuhmOYxaAjI1H79n7dx2M8N0ZCYX6TyOjrLh9THN3E+vWWWwF0WhWft0M8JfLsrnr4tBNi3e+g1exweZfk4DzKQzQ3RnYF+sTkMZZ9ndIC4HOYqS6wqXvGh90gR2dROt0eaysv91UiVeLwNMLVbRKFILC76ePDmxAeiZrQs8sYDlt/zrZbDAulkIfnO/J5Br2a1Jwx3OuJFEr1qfpSpVJBvihNRD++CXF+HhsjoQDFBbrBnxFLFDg9jbITcuM069nf8OF1mKk32tw8Zji4iHJ0GeMxlpcsLxrF9rJnOFddPaTwjtTZtztdTq7iXN+n8DksfNoNYR3YzvZ6IgpBYG/dy/6aj1KhxuFJWPqaCc+f1+P0Kcm79/LjYX3FRSIuP39Xa002t6fLawJ+29wAQrPRIV9p4P6J1IH+gmksTEQFQVAKgvBNEIR/S+K5f0IQhCNBEA4EQfhBEIR/cPD4zuCx57+SIAj/wuC5/4kgCBeD9/0dQRBsfxNf6LyY5KPbz3ee4BQJBfAazHPjHTfFLKIgsmUbr0tZxPu93u2QapRZNtsQgMdiAQCzRsuvfSHWbTZuy1n+kApTbksPIKtGx3FqfJd3lEnwK5+8D/h7l4/HwnwidlfMYVCPk7vfuoKcRGfLwrRfSVhseh1BtWnMTcfvnE2m3wW8HFy+pFBEICBR/zUKQRDIpSrUqi2q1SYhj42PO0HebQVw2eWbXE5u4qwE+7V1ZqOW26fFa+fanS7pTBm/20K11uTdpp/DsyjtzvxrJALWGTWqRr0Gq0lPfIYn8qjl3mvOGaF/D1ebbd6u+3iz5l3Y13wSrUZb0kxgZ8PHfXJ21+/xY4JPqy8boq2Ak6PH2RGs6IQ17PsVH7exDDUZJQMAr01+43MVzZAtVvhuIzhVriBH+hxmPZ/XgxSLdQ6uYvTm/A5fr+TJaEBiLHzeCnJyF5ck5K/ZfDyj1mhzfBNDq1Jh1KnRCEou71IcnEe4nyCek3iz7iWVLdNqd1me06AzCpfdyOlVfGGJsrUlJ2cjOp9yTj/NVoeLmwSHZxFSmTJ+j5UP+yG2N7yo1UranR5LAQchn42zGZ3yUniKZId1tFurHnIzNFafkclVxkgzgN1qQJy4pgqFwPudIIdH4akNi0qlILJAhzyA027k45sQK3476VSJk7Mo0VSRZLb86lKSvXXvePmS2K+plUIiU+LgLEKt2uTthh+/04LTrOfyKsH5dXz2GBh5qifCt5s47z9KN/Yu0lDYnBgXW9teziVMTqRQKtYR1ErMC9rX/jnRFRV/kr+fMl5zdv88cC7z3L8LfBBF8SPwzwD/OwBRFC9FUfw4ePw7oAb8ncF7/h3grSiK74Er4F989dkPYNfoeevw8hvPEp9cfuL1AvWuNMmzaRfrGs00ajxVC3zneVkw2wuK1xdbDZq9Ft95gjj0Bj57/TR7bf6QCnNXmj/x7NndkkL5J5kkIZM0MWs2F1uoso0ab70vBfDfu/z8IFGXN4lkefH0rcdoxNbVcD8h/j2r6cRh1BGPFaYeN80gbQadGp/FxGMk1xeCFyGaKHB4HuXkMkY2W8FtNfJ208/H3SBLPvuwtkoUX9Ji60suyjJahZPH87stbK64WQk4WPHaMem1U1328yDnOa3VqPC5LTzFZt8jnQUaIp4hCPBuO4DFpOPgPMJNLMvlY4pvF1HO75IUy/3I4dt1H5+3g2wtuWSj0KMIJwt8Wh+Pro82J83DdSyDx2oCgYUcu5LFyjCC+XktwNljcu7mSDunS7/V6fH1Jsqy08qa94VsTdZjWgw6Pm8EqVZafLtabMPxjK9XEb7bniajRt3LNRYQ+W4ryLeriCypeE2ED/puTp+3Q7gsJk5vE9RqbVx248Ld1qNpcItx8U77kMdGtytSqTVlu9mfYbcYKBZrY0oSN49pjAvYd8ZTxaloqULop+UdVuPMhqJJ5Ao1tlc9rC+7OLlYnMSeXMTY335pcrWax6+T0aBhc9nNsUw9aSjokC03gP488WEvyMaSi3y2wuFxmKdIjqUlB/lCjSXH6yN8VrOORGJ6k/sYzc7M1HS6Paq1Fmc3iaHqzI/B16sY7z4ujW1i9Xo1N9fz9XFvbhO4PP17Sq1WUsov1kT7jGSyhMNrXagc4hf87WKhX0QQhBDwnwb+ZeC/Pfm8KIqjLMWItILSPwLciqL4OHjP/2fkud8B/7lFzsWtM+I3mjGo1NQ77UHXe4XCxE2pUiglnUUMqvmL7DOa3Q5fMlF+41viD8mIrIuSWa3BYzBh1WpRK1T06FFttzBpVSgVAofpxMK+8WqFgruCtEZovdtBr1FP1Xnu2F1cJhaP6B2m47gMBmwqLVcLRgLjpbJkbd8kQlYLvXKXaGl6srtJvPiAj0JAJKg3cyEhdC5Xr6fTqgnZLdwOfIxvntL43ZapDvZMvjqW4jbqNYT8NvQ6DeVak+/fLXH3mGXZb8egV/clZBQKRETanR6NZptKrUmxVKfWaE9pmhp0arZXPfR64kzbxMn3TEKlVLAWcnJxO39CXlQCamvFTbvT5XgQIfK7LYQlGucyhepYmlgh9JtlHBYjgiCQL9eIpItTafzLhyROs55suS7ZnDQL1UaLoNOC32Fe+H1+h5mA3SxrAzuJ+gLd9gAPqTwKAb7fCHL8lBwSUZNOw07Iw8V9km+Xix1TNk0/UTP6nDpVKRXsr3j4OqeedJ4U1DNWvHbsZj3n98mxprpWq8NNOMP77QBHcyKGS14b1yOOXYvoxUKfWJ6NdD27HSbZUhWVUoHDquduwp+80+2xtuHjZEbD4SSarQ7VWpNWo43JqCM3cDYy6jWYjFoMBg06rRq1Wjkc292eSLvdod5oU6230GlV1Aq1VxP+p2gOu81AvlBDPxLVcztMaFVKriXqJp9hseph4mvqdWo2V9y0W11u7lMcTUT8zCYdFwNt1/PzGPtvA8NmzkUQctvG5OSekSvWebPlm6nzadSpeQxn8ThNOGzzNXDl+qm+XcV4tx/g5jxBu9Nla9XDyeEcIX1ARCAQspNJldl7E+D462L2y6N4eMiwu+vnekF5sL9tiEDvJ97h/qfAoluD/wXw3wNkt7iCIPyTwP8Y8NAnrZP4LwD/F5m3/zPA/03mc/9Z4J8FMHqdIIgcL2DH+VTJ851niT8mxyfdH6N68ftUmM/uACpBiUOvRyUItHo9yu0GqXqVYqtBudyEiTn3e3eIH5Ix7Fo9H91+TjIJKp3ZXdPvnT6+JuS/33U+y298IX4ff5mg9MLr6jebnS6/9rp4fMrTkLD2lEPIbplJRNftdsq5umx9YKfXYz3k5GjC//v75ZCsTmGhNv1ZWo2KVZeN6wnbP59rmohOolpvcTl439aqB5VChdtp5vJuPgGUgs1iGLqzbK64USgErh5md4iqJyJ1CkFgd927cGR1Xv1XwGPFatZxPkFqXU6zJBGdRE+ESLJIZKTmVqNWshp0YjHq6HR7pAsVEtkyGyE3glIx1ZykVAiY9TrMBi2GgfuSSqmAvvES7W6XTreHxahl1Wvvy8gIAoLQvx4CICgG/xX6z5n1WqqVJssuG0+ZwtzvsYiBwuh3/nITxWc3YTfp+W4zxPVjiq8Xizfc9D9HenH7ehnhu+3gkERnCzUMOjXLbitHt/N/91mpeYVCYH/VR6PR5iaSkTRXeG6SO7qK8Wl3XPlhEg6LYSxl/FwnOu++Wwk4xhyUVDOikm+3/LJWoYtmnqDvYb+74euL33dFEPr1hnePGWr1FrUFSfSy306r0WZ71YNBr6EnilTrTZLpMhWJGuRnlKtNtje85Au1YbR5JeSgVKiTSc0ea8/XU61SsLXmQUDg5i7JyZk8CV9fc4/9dslIAZNBO/Mcn/F+O8DxjIahWdUfQY91qCiSylYIeK1Yur1h978UZtG849sEO1tuYvdZKjJ1tVIIxwr4AzbOj3+cug3AxUWcd59WOPny8KM/4xf8zWIuERUE4R8DUqIofhEE4R+We50oin8H+DuCIPxHgP8R8B8f+QwN8I8jkX4XBOF/AHSAf1Pmc/914F8H0G0GxZpQ4dfeELFKhUh1dh3SYzWHTqUaI1vN7ut0HE0qDfsOL8laBWVHRUWok6wvlqZuD6Kg+Wad3yfDmNVafutb4jyXptiSHsDl5gI2mIkomzYnN4UsS2Yrh/E4U91OAwhiX1DfrzGh6Smp1lpEskV6qi6aKvwqFOQokZiqv5GCUSNPePfcbuKxItV5UaiJ01x1zu50j2YKKBXCMCKkUSlZ9zi4kogc3kezKBTC3J2uWqVgfzPA4UUE016Iq7skn96EODyPLtwU8gzTSBrx2fd9fcmJRqvmQiZSManF+G4nICv3JAW5dJ7VrGM16OT4KiZZoyfICbEugFa7y92EI4/basRs0vLG4yNdruJqd6g125QaDSr1JrlmndwM17LPG0EOnxJ0Or359w2gWvKhQUk4VcBlMbDkttHtidynspQlCEex2sBtNZIuzq75c5kNhGwW1IKCfKlOr9JFAXNdqqQwS9Hg61WU77ZDfXvQVhuPxcjlglF0qaYym0nPesDBUzw/VHGQggJIjagIHFxGeLvpl3yP2aDl8n58bLXaXTaXXNzMyJ5YTDouJyJtVRmpsnc7gZl+9bePGYx6zdzrv7vhJZetcTRKSsR+9HfUunIePu6HODgKs73h4VJiXrHb9Lidlj5BRaRSbZLKvBDUq9skH96EQIQ3Wz7u7tI0m/LrjEIAg16LRqXg3U6Au/s05xfzNyN6nZqb8Pj9UijUePs2xMHt7Ci3x2Ga0kWdxNVdAqfNKCkg77QZiSVe5pRYsshK0EGn032VJN0oLh/TfP8+BJXuoHZ0sfnJqtNgM+vI56ukk6UfFdk8Po7w/rtVjn9yZFT4yddz/imwSET0r4F/XBCE/xSgAyyCIPyfRFH8L0q9WBTFf18QhA1BEFyiKD7PXP9J4KsoimOjXBCE/zLwjwH/iCgllCeBjtjloPiIIAp89gQpNdrclKT1xTKNKr92LfO7EQvOYms+0YN+CcC6xclpPsnvUxHe2fwcp1M49Xq2rC6ui/NT2pMe7OV2k98nw+hVan7rW+K6kCHbeFmod+1uLjPzP7eLSKPbQadU4dWZiAxCsYIIQYMFn9aEdoR0ZtIVMoyTZ6ErkshWSGQrWE161lccnGczlGb4wddlornvvV7uHjMLkdnbVG5ILLUqJUK9N7NbutXpseyyEk317RO3Ai4uZKRVCqU6exs+zmekqoJeKwpBMSYtIwLfziJsr3lIpEuvEuHWSdRT3oX79+NK0IFRr+Fs4nxGJ85Pe6GFrPVGMdnQodWo2NvwcXWf5PBCntDmqq+rqZKCVqNkc9WDqBC4jmX43fUTXYPA2yUvV68QS9eqlNynchSqDb7fCPLldjYRVyoE7uM5ut3ekFxmS7Xhc5teJ1aTjnylzn0yN4zGeG3mMSKqFGDZacdh1NPr9EhkyqRTFQqpl9foAkquHtPsrniIlsoLW2rC/BT616sIf/12hWqtRTxbQqtW0VzA5GB0LlkPODDrdYP0+/wNjMtuIpN5Gf+iCFePqb5l68TmYnPJJSm7ZJ5TJ7oRck1pa8YGGqijWAk6uJxj89judNnd9nAiE72zWw0EPVbOZMhbNFbg/dvF/O3fbPuHr9PLuCwVCnUKErrHDpsBl9OEXq9FIYDVqCXf7LC74UWhEBB7zyUAXVrNDvV6i1qtRbXWROiJ1EtNMqXawlHb7W0f3yR+m5OTCNu7Pq4epTMxCkHAatCTTs8OoPTEvoHGJBF12YySclaP0RybK27Ckaxsk9ksvNnyc3gRY81l4/5mvs4ogNtlJtkVKSVLtJod1BolgaAdi82ASqWg2eiQy1XIpEpzm7iOj8O8+bDE2QJlAX9b6Dsr/ZKan4Ioiv8ig0jmICL6350koYIgbNKv/xQFQfgMaIDRGe6fYiItLwjCPwr894H/qCiKr14hRUHkpNQflO89frptgdP89M18Wkjg0OrINfuLSXpONHPVbMelM3KYjY913RsUfcKRrdeptFt88gX5lp29CDR70gtMvdPm98kwGoWS3/hCPJaKJGpl9Mr59asKBIwqNe1ul7/yLFErdfhr6xLVaotoTpp0SmFUEL5YqfPtNIpOo+LXG0EeKwWS5eldcaw4ner8zu/n7DY5RbrlUK432fW7uYqmee8d75KXg8NqIJEtsxfyLKATKj/7fNwNcnaTkJ00r+5TOG0G1pdc3C1IqmYV+D9G+7W+IZ8Nm0XP6XW8n5YeEO8fQ0KBIXERBHi7FSCeKs7VbNRqVIQnrDMXhU6rYmPFjaiAq1iGwxG9z1WfnetSni/3Mb7fDPHlZrHv83bFN2ySO3yI47WaSBbl79s1j2NI8Ne8zjFy2e2J3MZfphuLQceq144gCOh1KvYCbkxqDbV6i3AyTzicQ27pMes13A7I2eVjCpfNiMvvHPv8WZhXv2s16ohE8hRrjaHslEGjwmrWYdTr0GlUqFVKBIWAKIp0ul0arQ4CAgGbhXKlwX1EuoZcDg6zYYyIQn8zkyvWcDtMpAf6mwqFIKs7OSs6aTJoJTMUlVoLn8s8rBO1mHTUqs2ZDTrP6EgQekGA93sh7m5TsiT0Gdc3SRw2I7kZ9pCrS05u71LDKSORXLyUAyBfqJEf1ElurbnJpcqk46UprUspOOxGbm5SmMw69rb9nM+Z19RqJfdR+XuwnK2i06hoSBz7w05QVoB/EuFYHoUgjGWGlnx2sjnp63jzmGZ3w8vNXXJKzWMWnfqwF+T4IkqvJ6KzaBc6N4CA18rxtyc+vF/i+I/3tFtdIk9ZeBq/NhqtCq/fhtmqR6lQ0Gy2yWUqZDMvKgMiApfXSTZ25rsq/oI/LX50+5ggCP8cgCiK/xrwnwX+aUEQ2kAd+M8/RzgFQTAA/wngvzbxEf9rQAv8OwNx3t+JovjP/ZhzuSj1B/Gu041O0HOUjQ8HUrXT4lcuH79PRLGotZTa0tGNfbsXhULBcTbBw8CdaRTFEV2/ZqfLt0iC3y4v87u0tKMDzC8DaPW6/CEZQSUo+I8F12jX4LeOZXo9kU6v7z7S6nRpdDrUOx2qrRa1dpsqXarUyYoNdGUFX+Kv69r2GI0kk9OLfqPV4eA8ilIh8P2mn3SnzmOuMHw+W63jMhmGlp+/DgQ5uJYXBpeDyaDlbWAxEgqgUivYX/Jyejm/o/XqPoXdaiA/4i7jsOpxO8wcSKS/JwPx2UKNQqne7wBfIF2+SFookigQSRQIeKw47UZqjRYfdoM/ioRCPzW/team2ewMG5HmIeS3cZla3CpWr1Oxseymq+hLHR3KiM3bzHoYKEH8cBvhu40g3+5m3xM6tYqb5Mu5tLs9fHbzTCJq079E5M7CST6s+zm6k77vS7XGsA7511tLNKttrhOLRVzWfa6xa5opVCmU63zeCvD1bv61nqVooFEp8BoN3EayfNwJ8W3gvlRvdahnKzBjA7kZdKHTq7ifU2YgBTkVhEK5Tshrw6BTU2u0ebPmlTVjeIzL14luLbtlic5zw5JSIeBzmrm+X+x3uHlMY9Crh2nfkN+GRqnieMHawHqjzfqqW5aIup1mCoXa2KY0mS7h91rHxO0XgcmoJZ+rks1V+bAX4vh4foTtWQ2kUm5weRrjw/slzm/jUzqjz9jd8XM4Y75Mp8u8+7A0dNp6xpLP/iolgEy+yu6Gd2hsYDHqZEuMnnFxm+TtdoCzq9iYfJXcFPDxTYiD05drdPWQRm9QU6/NTvErBIgO3JVOz6L4lxzEw9KbslazQ/hhOpig06vx+KxYLAYUCqHfrFZuYHVMaw7/udD9y5J3XwivIqKiKP57wL83+Pe/NvL4vwL8KzLvqQFTRrGiKG6+5tiL4K7ar4FZsdpwaWwcZOK0e12+ZSMsmaxolSpKxRciqkDgoytAsdWQjKY+Q6NQcluYjBQI/O4pxnfBJY4KsWE96CjkUtmjUAkKvnMGuYkW0ItqMq0ahcZiqUCtQkkkXcBtNJB+Rdp1yWIhn5Rf0Lo9kaPBDv39moe2WuQ81b+2AauFTKXGbwPznWNGYdCqsRl0GLVaNAgYRDXfrQX7zSgMuo1FkV5v8Nft0en2I0ImpYZip86nvRDtTpd8qUYiU5asAev2RFYDjiER3d/wEU4Uhg1Kk5AiTN2eyMF5lLdbfu7CmalO+VG8JiUVSxVJZcv85uMqpXKd7VU3PbFfVzj878AGsdcT6XZFer1e3xaxJ9Lt9u0RV0NO6o0WTruJar1Jdk73KgwWvjkcQK/rRz67Qp98HsiQz1H0JubML3dR3q/4uAinZOWV9pe9U5JhBw9xNn1ObhPSZDk/4VjzkMpjMegoSTSzjSJTrFKsN/E5zSSyCzRqSZxzp9vj8CLKx60AF/G0ZNTpGXLfWUDkTcDD8aAuM5kt9e/7uWfUh8WgpdvtoVEq2VnxcCmThpU+tjwiyQK7qx6untJ9CTQZNFtdNkKuKa96vU7N7aN87aFqIIb/fiewcFQO+put3e0A17dJ9jZ9nJ5FX62fe3oRY3vDw9XE2DcatKhVCjKZ6XS7121+NRFdDTo4HZQRHJ5H2N/1z6351KjHTQKOj8IEgjZQClPe7Eqlgnhm/jmdHEdY33ANyy00aiX0xIVVNobHG6lh31hyyTaSjh37KjYwJpB/rUKAt7vBMRIK0Gi22dkOcHYwm8Bvbfi4Putf506nh9ak5VWDCGjU2zzdj9/Dq2vuvw/71H9a+IsU1Io2CkQbBdxmE0s6P8fZJC6DHnr9wa9Xqnjn8vNULvA1M3+3uGFycl6VXiC/ROPsudzE2wUKEw1I1TlENGSyYmhr+ON9jIDBzF02z5LNgsqgIFObTy5UKCnWG+zYXGRrtSmpKjkoe4sPu4tBBGMn6EBn0aBRKfmNL8iXqwgGjRqrQYdZp0WnVqEeSGaJXZF2e0T6qFKnWW2TzrVJU8bh9lJrtrlZMP3daXYx6bV8O3uZ3FVKBSGvDatFj1qlpNXukCvUSGXLxNJFdFoVO6vemTWTIO3h/YyT6zh+twWHzSjrulRrLN7QsrHiotFoU621UCoVXElYBM6DADQabcLxAuF4AYUgsLXiRq/TcPuUlk2htmQ6kQ06NevLbjqCyFUszcHj4lIwALna9GJ+9JhgN+AmnC5Qa03IXWnUXMuQTbm70mrQ8ZAcj3wUaw0+rvk5nNFxbtCqeUzk6PVAYzfhtBrGfNgnoVEppmomR3F8HSPksdIxC0Sz0sSgJVPv+d1GaKy+L54psb3i4TK8GKHsdHrEUgWK5Qb5Uo3P20GObuMLkYzGDNF/gIuHFH/9YY3fH97PfJ1FQv92d9U7k2BWak3ebvtlXyMIYNBp0OvU6LRqNIPSBJVKicWi4+12gFi8MHOczkK50hiL5KpUCoJe65TixjMWsfkdxbvdACcTPuaPsTwup4lMVj7CLZVJiUULqNVKPrwJjTVz7e74Ob6ev06JPZFOpT38vvsb8td9Fs5vk9gtBhqt9rABcxEcXkT5tL80JJqj41mtVrK56pYlqrN6E54x6e91d5fm3acVTn+EjBOA0ahlbc3N2cEjW1veH/UZf9MQEX6pEf1LQ6ZZIdOsYNbrMGiUGAU9v/Uuc5ZP8Yfk4gPUqp7txnCeyRAwmzGbtIQrLwtUvdNGEBSSUbdfu5c4eUoS6/Qnq2fv4HChhM9swm8yE58jtaMYfO5lPMP3GyH+8LTYd0rlFxenf8Z9NIenZOS910OuUsfUVtKstsnk22Qmdatm4GPQx9lJjHfb01ajUlgJOHgK59hadY893un2hinvUWjUShzmvv/xH47mT1DzyHs8XUKrUfJ+J8CRRGnALG/pZ5iNWtaXXBxd9lPWNouey7sUfo9lpoOSFN7vBjgcSbX1RJHrAaHVqJXsb/rpiSJX98mxxplY/uU4Bp2ajRU3bUSuomkOnl5X2vEMjUpJOF+QfO4ilmbNY6dYaZCvvlyjvSUvP9xJ36fXiSwfVnwcTZDhNbedo+L0OR7cx9lb8nAhQ+ZWPQ7OBx3gyXyFJbcVc7tLWUbqZivgnpK8mkQkVUSvVfNh1cfhwzRpl2q8+7Tml2wy0bxCdD2RKfW1Hte8nA10TZd9djq93tASVw65GeRbq1HyZs1Hvd4i6LSiVCu4j0mnOyc3ORq1kocneeIuAGaDBr1Wzf62n3anS7vdpdnq0Gx2qDVaNJp9HU+pDZTDaiA/qE1UqRX4nGasFj06jZput0e12iSTqVCe0VyYSJb48DY0JGRvtvwcz5BHenjKotepZ0aHn+F2mLi7myZqlVoTz7KZfKEm27nflNkctNtdjg/DvNn1E04WqFQb5EqLl2PE4gXef1yiVG/NVCaYhV5PZHXgOvdaIvvtPDIko8+zj9Ggwee2zKyDvQ9nWQ7aiUela5StFh03V9Pj7f4pi9mmpyzRTDYLb/aDxB4znH77cST2F/zN4i+aiD7DqNTS6UKh2SLaLFJasHP+GeUFol6xchlzU8O+y8tp/mUxM6o0VEasPF06AwGVlR8m6s1G+VCiXMFl1LNstfJUlF9kep2Xd329i7IbdHGRnB1ltOv1ROdobU5CJQh8Dvq5vE1RNba4vUnzZsPDt4fXERibQUfsob/IXdwnsRh1lOZ0JNvNep6A64c0ayEn9zMiVtCXuemKIn84euTddoCrhxTNGanUSUs+KTRbXY4u+6mns9vEWLNFsVJHpVTIRqbe7QR4iuXGIrPheIFOt4fVPNvKcxJ6rYonCfepZ7Ta3WGNn8WkYy3kpFxtUKw0qLQ6vN0J0KHHVTTDt1eIz8sh6LZyVZRvnLlP5fHbzfjUZhKFMiadhsvY7AhgslhFrVSMp7hn/ES5ak22SUOvGZ/ewukiG34nnU6XusTrNcrFPNXrzTYnV3G+2w1x8BAbI/yTHfDbAZesSPj5QwqHWU+uPHsRdVgMZAaEbFQH+SmRR6tR8XE7yMGVNLlSKRVjhg5j57biplSqc3Ae4cNWgHCiH2H/tBvi/CExdU0n60TfrPs4lCB1AiL7WwHyhSqpTJlYosiHvRCPkdxCepfPyBVrWM06SuVGPyKcLBJLTs+HFqsOl9OEyaBFKQg0Wx2KxTrpdJlOt8f5ZRy300zQb+NwTv1mu9NlY93DuUyt7PA7Cv0xlklLb8LvnjJ83A9xdCR9vFJp9rx3cRHH7jDw2+/WSRQqbK97UAgCCoUCQRD6WrvCQGOXkftCBEVbJGg3YdFoBgEOkecc9kujTj8bNKiIQhR7IPY3tqLYD3K0Ol0CXiv1eptqvblwGdK38wgf3oTodXvYbQaMOg23C2R/nH6LLBFdXXJxnJnux6iUG+zvBzlfMCrq8VqwmnScH8j3dvy50fsz1YgKgrAE/BuAD+gB/7ooiv9LQRD+h8B/FXj+Ef8lURT/7uA9/yLwXwG6wH9LFMX/9+Dx74D/I6AH/i7wz89SRvqLJqKrBhdGhZHDTJyuoUw4WcNjMBI0WohWFyMAShTcTdWHSqPcanGRyPGr0BJ/TPcnIINKPSSin10B7uIFThrTi/Gk0H6mWsfaFdmwO7jNSy/2nZGJoSeK5Ao1rDodxRk1pitWK6fpxXePOx4nnXKHg8GC0+uJNNsdji9ifLcT5DiaoLWg5eG6ycpZtD/Bt9td9rf8M4W11SoldyPahQb9fFWB9yNNQMdXMZb9dprtjqzDS/cVKb/DiygrATv1ZofUoN5QFPtyMs+dx8/wuy2YjTqOJ6KoIa+NSLIA9Iv8d9dfGgPmYXfDt3CDU6nS4PAiStBrZWvDQ1MPpWqTh0R+plzWa2A162FO6Vo8X8Zh0rPqseOyGPjjHJmmRKHM9xshvtz2v6cgQFhCBugZyUKl//rr6euSlyB4t/Esu0se7sLpsc2DAniQiQTK4eAiwkbISbbeIFvuRx1HNz0Bh4VUuiS7Sel2e6z6nOTKs3/TgNNCIdf//IuHFDaznsLguzVbHQ4vo7xZ9xJNFaekprwOM/HE+I9kNmhYD/Yj9M8oDoTJe6LIwXkEj9PEqt/AxUgt6midqFqlJDpRyygg8mbDT6lcHzYWbq70MxmH5xFsFj1vdwKcLNB0ODx/t2WmaDr073UpyTWFQsDjtuC0G3HbTXw9XIx8LGIP+nEvxMEcUnt0HmFr0zvlriQIkJlTr6zRKFkOOrg6jdFRCJTmbFZG8f5diMM/PuIM2niYs3GXg06roj6xqVKrFBgNWvQ6DTqtCo26X0ahVCkQeLZO7tekNlptvE4zqWRxzBxhFu6iWZQqBV2J9SQzQ9Hg9DTK1q6P2wv5siKlUmD/bYjLowjpyGLn8/chOsB/RxTFr4IgmIEvgiD8O4Pn/ueiKP5PR18sCMIb+kZF+0AA+P8KgrAtimIX+N/QNyL6HX0i+o8C/7bcgf8i27O2TT629CEus0W+pmN0RZGgzgZAqlalVRMJGRfz6V03OxZqOnpGtyfyx6c4v3YtoxAEdCoVZrWG72whDu6TC9XCPKPYaJDOV9l1uSSfb0yIJmcqNZat1pmF11phsaiPVa/lV74AD7cZwgPiBOM1cIeXUZbMVnw209zP+xj0cXY5HmVIpkszz3V7xU258nK9zq4T+N0W2dfvb/mniNpTPE+11mJ3XboGaJYAuRQeY3lq9SZ7G77hY2bji/yISqng05sQmUJV0mHJaR/vzixVGlMC91Jw2Y2yHc1S8LstvNv2E0sVeYhmuY/kSBTK1Dtt1oNOvtsOshl0LXRsOfSEBUm8AD6HGaVCwbZ//jEvoimshn494orLLkkoR/H1LsKazzH22HN9qOTnh1PsrHnH/K43gq6h+9BrcBvJIja77Ib6hKvbE1EpFVj0WoS2SLk6e7yHk3170VnQqF7iBd2eyFpwqveT87skSkFgb9Uz9rjNNF5W9HbDh0qhGCOhSqViKtKYyla4vEvxfjOA2fByfz/Xib5Z941FWvc2vCz77Jxdx8fKZbQjUelCqc7JZYyddS9el/w4HoVBRttzESiVCrxuC/FkkbvbNCpBYG/LN/d90RlZB4DVkGMhC9KeCKl8Gat1/Dew24x0ZmzeN9bdOGxGjo7CFIo1lv22ucd6htNh5OIqQa3eJhcvsRx0zH+TBBQSN2W706NQqhNPFbkPZ7m8S3JyFePwLMLBWZiDszCH5xFOr2LU6y2qlSYWk56tNY/EEaZRLNXZ3Jn+fdZX3MTn/CblehuVRnptW9vw4HVZOP7hYSFprT8nRBG6ovAn+Zt/bDEuiuLXwb/LwDkQnPGWfwL4v4qi2BRF8R64AX4tCIIfsIii+PcGUdB/A/jPzDr2Xw4RFWHfEmJF4+c4neUk97ILVSsUXKVeFqV0rUaj2luIjDo0hh91On8Ix3hnCbBitGJo6fgWnpPqkXm80mrxlC7w1jM9mKsSaa7TSJLvl+TvHSnXjPHzEPkuFEBTgcOraRmeydTaYzxHo9ji7ZJ8sbdVryPxOL0LjadLbK3IT1KTaXMR8DilXWYDHqus9mel1uRy4J40GXmeZZ0oh0qtxfltgo97IZQKAcPAY3pr1Y3HaebbWURWK3GyZiyWKvJuZ369rM9tWSg15nWZeb8TIJktcTzQLa1WmyRzZbQKJWaDjtt4lh9uolzHM6i1KvZWvXzeChJyL7Y5e0ZmhlKDSavh43qA3WU3+UaDptjlMpHhKpFBq1bxdtnLd+tBQs7pY1YaLTZ8fbLlMs0ffz2xb/KgVLxMZ6sex0zLwuP7BO82X667RTdbsH0WipUGt/dpvt8IIiBi0mvwW0wksvOzLplCld2V2Y0SlQllgKRMNC1frnP5kOLTdnBYf6oddGc7LAb2B/JMhYm6Zr/LImvfeXwZQ4nAu82+1mK13kKpEEgMynt2172sBexcXCd4ik2PcbVqmhxc3iXJFat8fBMa2mLK4ceMT7Wq3/BjMeo4Oo3gd1uIxPIUinXOL+Lsb/sxSzRePSNXqLIcsEs+p9WoaDU6M4nkKPLFOh6fdWzesdmk72mDXs37/SD3dymSIxuDs7PoQgQawOu1DqPy1WqTUqpCyGdb6L2jECYnyldgY9lFLlelVm9x+5jm+j7FxqqbzQUIaVeCSxoX2IwkEkX2PiyPPWYy6Xi7H+TxMk78ldq7f070ROFP8vcaCIKwCnwCfj946L8pCMKRIAj/B0EQngdHEMYkmSODx4KDf08+LoufPRFVoeCDdQWvys3XZJIrCcejfZuP3IRHeqbeJ6NLptmLb0NG120W1Aolv7IHMVa1RK4rrOpsKOYIRMwa9412l6t4lo/e8cmoJBNtOXyMs+ma3glbtBrCM2RAlu1W9qwujs+ism4y+dI0+ajUm1zeJPjVWhApF8lNs22YSpyERmKhgr4+5aWE5uDZTRy7ZXwiN+j6KftZDQbP7km7G76xKMuPsYd7xsF5hLUlF0aDhvc7Aa4f0pLWmqOIjESXn3HzmMEyw7lmLeSc60Pvdph4vxsgna9wdBUba8IqV5ooFQLxdAmrRotlJMJVb7Y5e0ry5TZKOFvEbjXwfjPAhw0/DrN8k55GrSSaH/+uGpWCd6s+3q35aApdvj3FOI+l8ViMHD3Gh791rdXmJJzky32USK6Iy2Lk01qAD6t+bMb+MQ8eYgQdFtnGokk8pvJ8WH8Rpp6sD5XCt9u+7zpAfE7Dzyxo1EosJh3xdJG/2llh2+NcWBEC6FdjyUCpEIhONOTF0kU2QtJZElGEg8soXoeFJY+VXlfk43aAZrM95fD1jMnxNIliucHJZZw3q15K1QZvtwJ9e9GBS9LDjEVeblprt7scnEXwuMxsrEh/F5jdaDUJlUrB+70gNrOeo9MIuXwVAZFKcXwuOz2PoRD7rkpycDikszy7617iEnWqs3B5m+Tdu6Xh/0s5OO1s+zDo1ByfRCSbW9PJIgbDbEK2vubmdEIztFxuUMvXCXhft8lUKH4cNdhZ9xKLF6jWWmMlKbcPaW6eCelE4+koLu9T2EY0PfV6NbcSTUpSODuP4Q3aANh/G0QpipwePL1a5/ovGC5BEH4Y+ftnpV4kCIIJ+H8A/4IoiiX6afYN4CMQB/5nzy+VeLs443FZ/GxrRPUKNbvmEPfFAn9IzK456sj0GmXqNZzoWTZZeapITC4iPBQXrycJ6M2sau3cJLIcZBO8c3uIFcvEimU2XQ7URiWnBZlmjTk7lk63x0kkyffLAX6Ix9AqldRlOi873R71ehujRk11RD5n1WbnPDtdj6hVK/no8XF8FSMxQw5Gp1FRkZE3EcV+kfrOipt4tUq+0ieeH4JeTk/kf5/LuyR2i35KJ3I16ODwdDr91e70WAk6xgjx2pKTUxnbz0mc3/TT+3aLgWiyIFmPNAmFAE67CatZh0GnQaFQ0Ov1qDXalCp1rGb9Qmlzv9tCXKJRrFJr8mE3KCs1NWuT4rQbCflsnF7HScupIYhg1mspVBuEkwVW/XZ6PZGKRBNerlwjV365tiGPFa/NRL3V4SGWHTb5hNw2LgtZFArYDrjRadVcJzMcRaZ/B5/NTKJYQS0T/cqUq2TKL804qx47LrMBvUbFhYzMjhSOn+L4HWbiufLcdP4zDu/i/EPv10ilK9itBlRKBQqFYiQ12bdp7PVE2t0u7U6X5qDzu95sU2+1aXa7NGt1qEHAbUXVgberPk4kuuqlcPmYwuMwSapZBN02IhINHKY5pCSSLKBRK1lyWvn9HPWIeVHJZ5zfJvE4TdgMWv6DU2nCNAlxjsjjc0nA+90g9+HMVClDPFVEo1bOzAYolQr2t/3Ek6Wpjvi9TT/n59Njs1iqUyzVebMbIJIoTNVgliTUMHY3fRz9CDkkgOPLKKsrLh4eM2PX22zWsRxycDajkx8gl6vy9m2IIxlxekFANqpdLNZRKAR8bsswkj0PPyYeur/p5/ouNTwPKXOH56alrTUPPVGcamLq9USW1lwUBs15W2seTuboi46+N7Dqwu+2cPjH2VJkP1X05Zv+ZPHBjCiK3896gSAIavok9N8URfH/CTBqzS4Iwv8W+LcG/xsBlkbeHgJig8dDEo/L4mdHRC0qHRtGPxe5DL9LzJ8UfHozJ0n5jr1svQ7oWTbZeKoUxp5bMdl5zMweuEoE3tl8CA04jaVI01/EP/p9HI0Igt9n8pCBT0E/ObHGY/X1EZieCF8fY/x6NchDsUAZ+WhBvFDmw4qfb7GXSVivmP653/m95FMVSXmZSTgsBhL12dfj6jGN02pgy+8kla+QfCrMfH2n22Mt4CRfGj++nKUcwPVDCoO+b9n46c3rbTLj6RJ6rYr9LT/5Yg0BcNqM2KwG9Fo1KpWCbrdHvdGmWKmTLdRI5ypTDUkA22sevpw89d1C5pyHx2mWJKLQT4Eu++08TRT2v90OcCLhnuSwGlgOODi9iXF4MV/exWToE1GAh3iejZCTSK9EvTW7/jmSKRIZRNFVSgWbIRcWgxaDXoPRpeM+k+M8IT++1tx2DgfyUKO1jnIQRXhI53lI5/ntxjK5ch2zXovbasRs0KJS9Lu2i/U6yXyFxkjNcqvTw2zUUao1p+pDFYKA127CaTGiVatodzrkS3Xi2RK1Zt+1LBr98VFRgN0VDwdnEd5vBDi/jPNhy89DtjDXq74nioTcNkki6jAbiDBNRK8eU+i1atnNKMB60DmVhpfCol7nJoMWg0pFqdRga8VDvlSTHBOjWDSFfXQRxWLS8W4nMNbg1xPB77PyKBF1fSagydQ0AX1GtTw7on52EcNi1vFm2z9mH/wYzmI26igPfjubRU9iojnrNeh2RSqNJkaDZlies78XIBLJziWhzzg9jbC15eVaQjJq/01wpixVPl/DqRBwO02kZ+ibPuO1teMfdoKcXo4rSMzaPDw7bG2teej2etw9vmQQYiMlLZXi7PvX6TThD9jodLo8PWZoVlqcfXvCE3Tg9Vpo1Js83qZo/4jM5t9vEPr1GP974FwUxX915HG/KIrPg+OfBE4G//5/Af9nQRD+VfrNSlvAH0RR7AqCUBYE4bf0U/v/NPC/mnXsnxURNSm1VOoKfjeny3QUKwYHcXF2xDRbryOimyKjXq2ZR6SJg0OjZ9fo5ilV4HQihWzUqInlpN93Eu03Ffx2ZYnLaoZ8qz/QFh/2AoePcf7hlVW+aaKUW/KLyOFjnO/WA3wJ97//aHrcYzYS1Jo4vVxcwNxs0LLIq7PFGlajnl8vBRey5YwmC2MGGSt+O08zOhurAwJarbU4lCHQRr2mv3Dq+x2eKpVyWEPYE0XanS4mgwaLSUsqWyZTqJKZUz8rhfaACB1fRFkNOnmY4QfdmxFC6okiWu34cNSolSQmNkI2s57VJSdnN3EOZigOTMIwYfN4G8myvezmPpOjuaAsS6fb4zqW4eNWgKdakZvk/LornVo9jJwpF4y8Aay77Rzd9u+dcr1JuS5NKBxmAy5LXyJGIQg02h1+tRUknauh16jodnsUKg3i2RKJTJmEhHpCLF3EZtK9iJP8CPgcZmKxQp9Ix3MoBIGT6zgWk473a/6h5agc7qNZlAphbCEHpK2/gHqzw4ftIIcysk0A3XaP28c0AbeV2IzSg6SMBNEo9Do1XpuR+6csdquB6/sUep2a97tBjmaYRjSbizeHlCoNji9jbK15KFcaw+id1TJeIqJQCOxvB0in5QkowN6Gj4s5DkcApXKDs/MYb3b9xJJFCqU6vZ7IypJjaI/pd1m4WDDrIodUtsL+jh9Egd1t38IE9BmiCOVCHY1GOWYFatCreVqgBjKbreJym3HZjbKSXkO8goh+3AtxdDYdIV+kpn1ISNc9dLt9QppIl9je9NCstniYcEFSq5WsrLow6DWk0yXisQLZ0TE9GD+pRJHUQC1Cq1OxveNHo1ISC2fJZV6vo/23ie6fz+fpr4H/EnAsCMLB4LF/CfinBEH4SH+JfmBg1y6K4qkgCP934Ix+x/1/Y9AxD/Bf50W+6d9mRsc8/MyIaLnR5iMOnDY94UaOeGNOtFIQuFvAGg0Y1pCumG08DrzmpWRX9q0eDB01J7EUf0xKTyT7bg8/PMxYIESRLw9RjBo1f7W0xNd8TLI4XAEEDGa8OiP6nopOq0uhVCOeK9PWtukkW2y6+v7lPXVfESBcLI6VnJ2FUyzZrGSqVZ5ShYEmaIDL2ySnzdcNSL1mtnySSa9lK+SikKnydJPBhIpCqc6bDR/dnsjVQ1JyXU1lK+xseLkYiI/bLQaeJKJAz1AqBBDBatLxbidIp9ujNUiVVmpNKtWmrEj2M95s+vh6GkapVPJuO7BQRHgSexs+zgd1d92eSLvTkfXjBubWj14/pHmz6RvqTr7Z8g+jrBaTjvUlJ+d3CQ5+xLnqJKKRV09p9lY9XCUystaUo1AqBN5vB/hDpH9vb3gc3KbkF8C9gJvzEd1Q9YJ1ZwoB6ECj3UEzqSk6gclSAq1aiWN9iXarMxSzn4U1n4OHWJZ4tsT+qpezh8WktEah16rRCApSg7KVYrXBZtDBXSRLqdLg9CLGuy0fkVxpWLIyiUK5zttNP8d348RpVnPhLE3OjZBrmPb0OE2yRLQvGj+7DlOrURFyWYef9+w+VG+0OT6PsrPuJVOokJUgN69xHnvG9X0KtUrBx/0Qp5fxYW1Kn4D6yWQrC3Wt16uvO/bZRRyzWcf+TmBsA/1hL8jRyeJjThDAZjVgNesx6DWoVUoEoR8dVqsU6BQKGoi82w9RKNVIxIuyc8YkUqkS798vDeX0ADY3vRwueH6ZdBmP14LDZiA3wxpYsWCz0qe9kKzovZzLmBSena621720O120eg0WjZrEYw6v14LHa6XZaPP4kJYUtn9G7Gl6Pmo2OlyOuPKFVtw4XEYqpTqPdyl6r7SO/UuFKIr/AdIxsb874z3/MvAvSzz+A/B20WP/rIgowE0+x82Ao2zYPLjNBiLNPNH69ES7b/Nx+IqmgWcyumq281DOEy71ia5JpeGt2UsqV+XqYbYu26rdxrenxXTyqq02P9xG8ZiNrBvsuOx6DKjotXqUyo1+rVu7TF7CuSiRKiGKEEkXiYwsMna9hiWPDZ1RTbXX5qFYQNkT2Ha46KjadCudhbyDpaCUIBKCAFshN3qliqvrJMeHL5/danfp9cQhsfK4zAQ9Vu4j2anmJeVg4pvUDh3FWsiJxazjPpzl23mE7VWPpETSPLzfDXJyGUWpVNJotvl2HlkotT4KQZhWLYgmi319QQmi6HGah9qjs5DJV1CrlJgMGi7vkpiMWjZX3FzeJTiYY1c6CyoZEnj+kOLtho/TSGpmh7JJpyEYsg1JKDCUWJJDY2IhWjQi+nklyNfr/nEMOs3c1PYo9pd8lGtNUvkKQZeV6JyNqMOk52Hw73y1Lh2VnIMtv4uTiRphq8UAvMwVZ9cJzEYtH9b9HN5JR+kmo4dGvYbojM3LbSQjG+3Ujvzelw8pDDo1NYlmPo/DPJOIqtVK1vx2rm5fxtmkJu/VXRKjXsP73cBUDWNljnyVHNqdHgenEQIeK1qNirc7AXL5Kifni82tuxteLmfoSsqhXG5wehZlb8dPoVAj6LVyOUJ8VEoFdpsBs1mPXqtCNTBBaLe71OstyuU6hWKdQrZKITtOzPU6NU6TAa1GORbpU6oElvx2rHYDCoVApdokkSzK2o2enERYXXHyEM7h81qmGpTmIZUs4fNbsVn0sqUb87rmBeDjrjwJhddFw59xNdBU/ry/hE6nxOMxk0wUSSbmB5QCfhuJ+/m6qZFIjsgggmwy6VledeH0LCYn9qeGCL9YfP7ccFvIczsQm1+zevBYDMSbBcL1Qv8FncU0M0eRqzcQRfjkDFApdtiwODiNpviSnj/YBUCLcqGFzGMyErJYUXX7E7sY72AWlXx5nE82NrxOHmUGXLXeGhOhFgRwhKws64zkadAziZh1WqqNFoVK/VWL/GiHudNiYMVrJxErcncpTQYnNdtSmTKpTBmlQuDtlp9muzO0p7y8S+K0GvC5LJyNTPwep5mg10oiXZpyVdLp5gvcT2KUcNpM2mFU4OAsIksipfBm0y/ZoHR0EWVj2cXtBJn2uRYjoqlshY9vQigEAVEUubxP/qgI6CSUMxaWk9sE7zb9HD8lJMsHAk4LXR2cJMZ/57NoCpNWQ6U5vWB+XPZPWYcuEmXxWk1jUUmDRr3wPfpu1cfBVZR3qz5KtSZajQqHRU9ObrEFHpMvkfdYpsTn7SDfLhcn/J+3pRfjdHE621CuNjk5j/F2w0u8VCE7oUBxHU4T9LyQ5yW3javy7I2W1zEd7Vzx28dMEuqNNh93g5IbGb1WfgyplAq2Qq6plHSp0sBq1g1F8KE/7xyfx9jb9JHIlMgXaygEhjWW86AQBJz2fp12XwVDoNXqUKzU6XR6lKsNnA4TLqeJVKZMco4jWaO2uPbz8BwUAnabEatFj0IhEPRY0WuVWA06arUmxWKdUrlOJlUmk1rc1vgZG0suzk8G2YQND7cDct/tiETCOSLhkWieAF63GYfLjEarotFsk0qXyOdr9Hoi3VYXpVLAYjW82iYYIBEvEgja6JlESTMAYUZqXiH0a9fnbdybrQ4KhbCQe90oPuwEyacqxIoN1K+QkXI7TQsR0VFYrAa67Q65BcpT/nbwJ21W+sniZ01ER3FfzHM/6HBfsbpZsVhoVUV+a19CEAfxZlHo1yGK/S7Y3uC/3eFfj06vR6fWw9HVY1NAW9HDbzbzWCjMrPED+C4Y4OuDNGH1mU0EzRYUHYinSqTCFQq87JjNVjVPyQJ7K27O47OL1ew6HYsYmhk0at76PFxexrGuq6g3WkPi9wyjWonNZsBs0qHT9xt1RAU0O11qzTbFWoNCuTZIPXfZX/NBW+T6JslRYnadkVQEBvpp7Gc5Ir/bgtdt4S6cYcXvoNFsYzJo2Vh2Uak1uX3KyBK4+0gGpVIh6+c8icnGJqNeO5aeOjhfjIwqBIGChIwV9Gs9K7WmrO3kPPjcFgxaNT0FNFptttY9NNtdarUmhVJ9rsuMHOYtBsc3cT5sBzh4iI2VT+wue3ioFigXp8lmo93hu7UgX+7HCY5KoSBenP7NpESyJ+HWG0iP1HDpFpBhAvDYTDxG+wv58zhNF6ose2w0W12qEinirZCL66fx8XAZTmM16RYSt99b8cr6eT8lC7htRsnU+vltP4L4cSPAwe34fOGxm4ZE9Fmfdhbuorkpi1mzTjv1umS2jCBMl5zK6d0qFQK7q54pE4rheTotY0T0GRc3CUxGLe92AoTjeYojzSZKhYDTbsJm1Q8IsECz1aZUapDKlklnK1ONNPtbPr6dhPvR1pF0vN1mIOC1olIpyReqRGL54XfbWfdyJVH7bjRosNuMGI1atBoVggDdTpdarUWpVCdXqJHLlMllyvh9VrIdkU6nSyjk4GKODvQ8fNgPcfL1xdlprjySCKlUmdQE4bVZDXh8FvQGDWtrLg4XjBBLIRYtEFpy9Oesici13FBVKRXsrHk5XvC4WrVyynhFDk67EbfZyPFxhLfbfiJ3GWw2A4GQndgCbkiNV5Ri2OwGlpYcnB09Ee+KLK/JS0r9gj89/mKI6Ci63R639wU8RuNUFGcR/JU7xO/Pwyw5reTqdSrNFjadhmW/Ha1eRbpR4yE/TkxtOh03iZfdWMBiJmA2Q1skniqRfqqQQ7omM2Szcj+wF4wligTtFqJ56V2uWqng9nF2uYFSEPi05OfpITP0VhZFKJYa6LRqGiOdtu12l3S6THrGjlCtEPiw6cOs1vLHwydZy8JJLFIfFk+XiKdLqFUK9DoNWrWSm1ZHVspoFOVKk501j6Te6CgUgsD7ncBUd71OO337L0JG97f8HEt0sj8jmSlPyTHJiZBDvxxhZ91Ls9nm+jGNzWogkS6i0atITLxPo1fiGHSQ67VqVEoFYk/sk61qk3ypJpkO7bTn/2aHVzE+7wT5ctc/70/bQb7Eo8wqoUqXponWxxU/P9xP/37ziOjHJT9HE2lr9QKd9kqFAqtWS2ZAYEczEk+pAtshN/fx7FStqVGC6FXrLT5tyXu3P8PvNBON5mdKGIV8Ntkaz2q9xfFZlDdrHjLVOqlBBPXmKTOUK2rM0MV9RrFSZ3/dx+ldn3gF3FbOJbzt4+kSu2svddjPyEmcn0IQ2N/wz6zDnKVpWak2ObmI8asPKyBCudKgUK6TzpaHWZFF4HNbeBhECSc3tflijfyIxqjJoCUUsKPTqjGoVHx8u0Sv16PZ6lApNygUqtQqTWqV+aUCWxse4vEi9UGNeS5fZX8vwPVdcqxJaFFsrLk5OxyfT66vEywtOQmHXxfBKxZrVKsN3rwJUszUKKerhAI2XG4z7W6XcLwgGeGUQyScY2XFSa8njqknSKXmdVoVK37HmLrAPPTXm/lE9N12gIe7NFfJ/jhQD0oeCoUaXZOOpVUX4Qf5dU+lUsx8fng+ejXbOz6uz6KcfFvMn/5vG70/X7PSnw1/cUR02Wylne2SrdRx6uQFueXwG3eAr5f9SSOcLbIX9HCZTFNptDgbmcStOg0rvj4xzbbqBIxmGo02YkskliySeSyTkajtlELAbCI5MO2u1FuY9Vqsei1FiU7h3YCH8xmd7u9DXkrpKsfH4xNft9sjlS3zcU86RTcLu2teru/TGPVqlvx2ypXG3A5zhQD1BRsVDDo122se/t6XO/Q6NRvLLtqd7lR6WwraOREzlVLB7oZX8jtr1NLvPTiP8GEvyKHEQqxUKkjn5v+uR5dRttc8XN2ncNoMkl73AY8Vj8vM3WNmKNG0ueLmYtAA5dGYsVsMY5qprXaXRKY0U71AZ1TjsBgwGbTotSqUCgV6s4Z9kx9RFBF7IxmBbv+/3W6Pbq9HIl/mt3vLNMTOWD2oHJ6yBba8Tq6T/QXVqFVznZBZXGeQNotOy1NyOuohZ3gwik9rfr6OpNPFCXZ4FUnzbt3HyV1ieApKhcBtRPr+OryJsey1S54P9NPZKlFBZY7sUXOBBpTL+3795ueNIN9uI1TqzX5k+iY2t7ntGaPf1201yMsMTZALnUY1pSspCPBuK8DxnLTrvAi7TqsiEiuQL1bZ3fCReUjTfUVTiFajRK1UDsnR7WMah91ITqbbu1JrcnGT4MNeiFqtOTX/LYp3+yEuLmJ0Or2x452dx1hZdlIq12c2+UzCbjNQSJTpSWzeTebpyPU8BIN2BODo8Ik3+32zmnisMLTAFARYCdpxOE00O10eYzmqMrWmz3h8zLK65iImloemIJNlNCaDBq/DwtUrdH0BNHPmZ5tFT8Bp5fRkfK6pj2ymy5UG3V6PtU0P9zfSx19ZcnJ/Lj8rKhQC++9ChO9THH95WPwL/IK/FfxFFSOsWew00h2yg87Ui1SGLde0L7McPji9HE/U/Z1HU3xcmnbgqDZanD0k+XYe5ek2Ry/RpplucnwVJ/sKNxAFEJ5wTonnygSMZskGE4XM2rbldbBndXB5GpesGXqOYh5cRNlcWTwN8WE3yMVtkmarQ7Hc4D6SpdXpsj3Hrs2g1y4keP1m04dOp+bgPIoIuOwmLu6S3D5l2Fp1zz3OXTgrK8it06jYWHbLuhLJCawDHJ5H+bA37Uq2v+WTlACahCj2o00GnZqA58XVRKNW8m4nwMaKi1iqyMFZhNJIHd1olD2VKWPRajEZXrdgNZptYukiV48pTm4TdDUCSWWDvNgk2apykE5ylE1xkktzVsxwUcpyXc1zVy/y0CrxH4SfSLRrvFvx8WktgNtinHk8k/7l/PaCXop1mYjMjHqvTbdzqHM6inkNTnshD18nopdSNdrHdwk+bb38njtLHlnXJikprbFz9TuJLuCucxPNzN0oQT/ad3gWYcfvxms3Uao08DrMC0e2Lh6SOKwGPA7TTGOFy7sEXteLRa7fbZ0aox+2g3NJKMzu2AfYWvUQTxVpNPvNkR63eaajziS217xERjR1RRGWZGw3n/HxTYjjk4is6cYsCMCHt0ucnESG2qcWy3gz3uNTFhBYWVpsTVGpFDhNegoyxPXyIo7Xu2iTjMj790ukksVho42UK5woQiSS5+gwzOVpjFaxyZrXzqe9ELsbXvQydfUP9xlCTsswSzRmSWrR47AYZZtIZ0Gtlt9Ivt30IzZ7XEiUfyQnxlet1iKSKLK5I+2GZZrhTLez58frMXPy9YFifvG1+c+BP6fX/J8TfzFEdMPqoJxsUpjwZdarF2to2bI6eHzMSS5iX+9jfL8y0yqVaqPF7WOWz0E/TuPikdgdn5tMcXqXfxXJ8CEwbulp0Wu5nOgSD9otfPJ6eLrKzJwohppuIlQqjYUWyI97IQ7Po/REEZNBO7w2pUqDm4c0H9+EZN9rmOMP7LQb2RtIFY1GGEY9oK8f0lzdp1hbcrK3Ie3HXak1JYm1yagl4LNxOUPCZ1ZBPgzI6O7L765WKYdOMIsgk6+yueJGoVAQ8tn4uBdCo1ZxfBmTLK/Y2/BxN6HyEI7n8dvNC/1ekwh6rXi27Py9RBSlQsFdOke+3uDj6mxve1EEr9HIYTTBl3CMZK1K0G3hu40ge0HPVJTyLJLErNPgNOk5Cc+K1UrvTHb9bg7upEsdZglr2036fv3wxMf2ROkyhK/XUT5v93/PWZsQgKtwmv31aX/vz1uhhV28Wu0ua6HFN8LXD2kquToOvZ4N/7RFrxx6Iqz4HQSd1plSNCIQcL1siiwTfuufdkMLOwclZuiSvtsJcDzRyR1LFLl5SPNuJ4DdOttS9MNecKjfOYr8DHHzd7tBjgZR0PunNC6ntEWnFDQaJXs7AY6Oxx18pKw48/kqyUSR/d3ZYwj6DT33t/L1/r2eiHuBbm2ny8TGhpejw6exmt55PQvPx3h6ynJ08MT1WZxupc2G38GnvRDba56xeeXuNs2Kx45GrUQQ+uPDZTei16gJxxZ3GByFRoKIWow63m34OTuLUZaoM3bajZRK0483mx3uw1l23kyvxSUJA5TlNScbG26uTiIkJNzJfsFPB38Rqfltm5NMrCZpWXgcS7BktxIuyE+cAaOJcqo+02Xm232Md8s+jiUsDOElRXx0G8egVfPr1SBfwzE6c1JYRoU8UT64ifH9TpAfBp30mz4XR9n+v+0GHZsOB6cXMTLdwsxjwLimWyIzO0WvVAi82fSPdUWajNqxKEhPFDk4i7C34SUcz09FIfQyESWFIPB+N8jlXYJziTSbWiIVez+oo1r227GYdJzdjHd3T052DqsBg14zdwe/SMT28CI6rPd8s+mbWbuqVimxWw1YTDr0OnU/mieKKAQFkUSByETkexQKQZDtML59zLC76eUynF6oMUsQ4P1+iK+5BM1c//XPzRG1VptvTzE+rfq5imWoydzz6YlmrHC+RHhQt6xTKXkT8KJTqojnS8QLZd4t+frOXzP0c6Wut0apoDKjbk9ORkYQwG81jylEPGOWasXXqyiftwNczKkrBkgXq6hHdEzfrHplDRTkoJ3RlQ5gNmqxWwyYDdq+3iTQaXbRqtS8W/bS7faGlqOCIAz+O35dRECrUJIrVceMIaRw9Zh6qRMfeeGnvdCwnnwR1OptSWH0gNc6FCmXwvFlDINe3Y9eXkSnfqvVkJNzGZ3Ip2gOv9c65fW+ve7lYoS4iggEg3YyCzgI2ax6bBYD5xLEVy1TutNsdTg7j/Hh3RJHJ2HJ672/G+D425PEM+O4vIhjtxvIy0Tq3uwHebxPcytRwy+V7p+HbrfHw0gtpVqtZGvJicmio1xv8XifZmPDQ73Xxe+20ml1SGRf35X/DNXEfL634SMZK3A6o9nJ4zRRSEhnndrtLld3Kd68C3E22HgYDVrCIxt7t9eC22Xi4jj8s/SZ/6Vr/meIXbubRLgsu6ACeIxGWSJq0+jQVhTEqrMnrZ4ochPLsOa2c5+e3l2NEqhas83XyyhBpwWTVcdpTHpi1mtUXD3N7pA/uIryfsPHUSRBpdhAq1by3u/j5jrBUXzxRXGyg/vwIsrGkovbiQicQacm5LOP2exBX9NQCue3SbwuMw6rccyeUmoBXg7YEQRhdlf6jJnj+fP9Hgtuu4nTm0TfjSOcGQrJe13mfnpqBul7xizdzFEcXkT59CZEqVxnY9mFXqdGrVIiin2CX623KJbqFMp1UtnyVJf/xz35yPEz9rdnN0Bd3CR5txvg6DY2c3J12Y2YAkb+Xmr8s3oTy+W3pzgBmxmvysR9avp+fkznCbmtRCTGTaPT5ST2Emn2O0yYDFqOHmc3MUj5jn9YCvDletZ9LP1lP6/LyyzNI+sCClw2IzajHrVKSa3ZIpEtUZhIhSdzZb7bDvH1MoLfaSEcmd2cNAmtWkml0WRjyYVRr0Gp6DeWNRptKtUmuUKVarFJtThOxJd8Ns5PowT9Nqrd7kxR+1GY9BpcZiMhv51SrcFdJDN19ar11nBj9bzx+bT7OhL6DJfDNEZENWpl391qTnNKrd7m4CzCUsA+phtsNuqoVpszxd29LvMYEV0K2ImGc1P1p4u4pIUC9r5I+pN0TfO8ZObRcZi9XT+3D+kxzcyg38b9ghqm7XaXpWXnFBE1mbQsLzs5myFUL5Wafy3a7S53I5ahGo0KVavHut9GodXq64wKAoVibeEm1VE8E1GjXsNGyMXJ6fy6c92cLGa32+PsKsH+x2VOD55YWrJzlathMulY33RzfhQm8yMjuL/gz4OfNRHdd3iIPBapz3FwOIrG8ZiMpCrjk5NOpSSAkdv8Yp2LjXaHcrWJ22wgXR6fOASJTUw0W4JsiY+rPhK1ConSONnd83qmCN8kRBFunzJ8WvOjqUKtrZ5KIS2C+kRjhSj2u9qfO3QB7FYDZr2WK4mIxqzUcDJTRqNW8n4nwNHg+4zWbeq0anbXvRxdRJg3d9ZmeGc/I54qEU+VcDtMBDxWzm4TbK705Z6qtSa5Of7Ez1jEzWQ5YMdhNSCKIiajjsu75KtlmTpzjqOWsPKUwvFFjI/7Ib5dSi9O7/YCnJZzPKWnI8EdCdIdK5RRKRR8tx7k6310imQFLGZJIjoKhSAQctj498/vcJmMshs1mI5ULjttHMqk5J8hlX7c8Ds5upZ/36wNxuftIF+uIrxf83F8O06cnVYDXrsZnUZNs90hlS9z9pgk4LSgFAWq9RYKhYDNrMNs0A1VHhQKBSIinU6PRqvv7lWsNKg325iMOnrNLidni8vsWAxaoiJEYwWcdiMhn22hjZXPbeXmMT0kh067kSWfnXK9we0IKc3mKygEgUSyyMfdIIcnr59PoD+uR7G74RuTWJqH53Tv+90Aj9EcfreVy9vZzlajzVUuh4lquTFssBlFJF4gFLARHTTxTGJny0c4nJuaF0exCPE6v4gTCjmoN1pkshUMBg1is/sqMffrqwQmk3aYGdjc8pLLlDmbQ9oWla1bBFaLnuVlJ612h4f7DM1uj55a4OE5qySAw6zHYtFjMGhRq5UoFAKdbo9Gq0Ol2iBfrI8pskA/E7Oz6iGXqS5EQgFaC6wBvZ7IyVmU959WULS7vP+4xN1l4mffiCQi/CJo/3PCO6eXh/v8Qp2pHVFk1W4bI6JKYF/n4uTpdZZ+2XKNVbediro1RoB7M+6dk4cEWrWKX68FOYjGaQ0mkKaM6LJCEPA5zLhMBrSCkmatja2uolipj0mWvAZSk3U8VeoLvJ9HCHqtNJudsajmKKRS5qNotbscXcZ4vxvk/CY+3AnvbnjJ5qsLi7LL6XNKIZ2rkM5VsA8aNTqdLtEFFuxnNGUIpd1iYCXkIJuv8hTL8xTL82lwnbwuM0GDdqGO/mfMI5n7m76FlQwOTyN8ehvi24jPvMWkw79m5/dJ+ShMS2acdHo9fniIsh/yEMuWxmqsY7nZ5+0w6vGZzXy56Z9LqlRFo6zzaSXAt8dp4jVKEBWAVlDOXewnI10mvYZqpTkz/S5FugHer/v5NnBsmowQA2SLtalGQ5tRx/aSh7twBqtZR6naIFeqy4rkjyLgtnJyE8NuMaBWK2gvIKG1EnRwPtK8kc1XMTbabK24uX6cnT2ZbGrL5qtD202HzcBywE653uI2nObTmyV6rd7CNaFSGP3t9rcDryKharWSgNeKzaxHFOH9TqAve/YmSK/XF8JPpktT81YiXWZ1yUkmV0GnVBJLy2eyXG6zJBF9/3aJ09PI3IhicwH5LOg79VitetZX3ehUSi5PX6ftWa+3ef9hmYvzKDs7fk4WTCn/mNT8KLxeK16vhXK5weNjhuNB9PXt+xCHlzF2t0dqpEUolOqyTkzPMBs0WK0GTAOtVofVSDpRYnbByDgyc8TllUqBQMCOzWJApJ+ar5XqrGy4KeZrJOMFOgv43P9U8Yt8088EH1w+bm6ndQFn4TiWwKrTUWz0F9pfOYJ8u/lxlokP6Txvl7ycxpPDCF+7N/vGb7Y7fL2K4rWZcPqMJEoVriNpdBoVQYcFm16H0IVysU4yXiSXK5CjMHz/WsjJQyTb9/a9iLwqRajTqGTTZYfnEb5/u8zFbXJmJ+y8xp5nHF1EWQk6MOo1vN3yT1kfzkMmX32VSL1CgNWgg2/nUaq1JlqtmpDPhtGgpdXqkEgXZSOko4ucRq1ke81Lu9Ph+j7Fwdk4IXmWkUlmyqSFCp/2Qpxcx2h35p9nJl+dkmF6hkGn5i7yOi3Bw5MIH94EObyKsrvp5bFd5lty9oaq3p69qJ5GUziMevaCHs6j/Yh4LF9i3WfnLju9Odnzu0nlK1xExqPnrW6Pb48xvlsLcvgYHyOFo+Tx08pi42+SVK67HZzczU57SskEbYVcXDylhuPmKpyRtb0cO17Qycl9nHyu+qoxpxAEdBoV7U6PVK7Cd7tBDheQFDJI6KZW6y2e7tK82/VPqXqMQqr04Rm5Qm3YFGi3GLDptBQbdXZWPRTKDbL5yqtTr6WBTa/PZeZ+BknWalQEvFYsJh2iCIVClViywNNTlidgfdlFJJqb3mQL4HaYcdqN6LRqOt0exXIdh92IWlBwez+bmEcnbCGfa6cXzShVXuE6Z7Xo8dpNRB8zeF1mlCoFKqUCpVKB4vm/ikGNr0KBQhAGWbR+za9Wo+T9+yWOjxaf239Mqnx11YXFoiedLhOPF6a60202AzeDcq2LqwShZceYesE8VGutoVzUuzdB0rkK5wPVErNZh89jxWBQ02n3yBeqxJPFse9rMemGesDQ/818PhtOhxGFIFAq1YnHCkQes0TIsrfr5/QyidjuUB00OCkUAv4lBza7EZVaSbvZIZcpk5441i/46eBnR0Q/ufxc3qTnNgFNotHp8i7g4w/hKP+AO8QXmfTmojgJJ/lu/aWRqNFZLBWTLlaxG/X8yuXjqpAkmSwTTWaYtSTbzHoeIllEEb6dRdjd8BJNFigv6OOs18uLCge8VmLJIjqtarYkyysut1GvodPpolIpsZr1FMuLpcqhn3LxukySupuTcNn6loDPQvXbq26uHtJT7lEuhwmf04xKpaRcqfMUL9DudKkOOu4NejW3I1qekxAExuR6eqLIt/MIQa8NtUrBQzQn+b5R+D0WSSK6s+7l24+w8ExnSvzVP7DBv3tzv9DrpRr5JpGr1slX63y/EeTgvk8inUbDGBFVCALfrQT4ejudyh/Fl/soO343yWJ5GGXtDDZrLpOBy/BieoStkXH1eT3AwYw62mdMLtABl4VkrjwWFW51uuxt+Gem+EftPjcCTu6ji28YPmwH+DYS5b6KZjAatFRnjLH1ZReXEmL0AJ1Oj7PTKJ/eL4197igWHWerAQe/+8MtCoVymEpVKARcViN2qwG9XoNSqaDV7lKtN8gVapJSUvF0CY1aiVarpjaIYum0aoJeK2aTjm73hWw8yJhwGPUaytUG+WJtrEwIABHS2TLpiZprn8tMu93l/ZsgPREy2TIJCcm6dK7C+qqL+4cMOp2a1SXnsLN+EeQX0Av1ea04LQbOz6I4jDpcLjNHh68vddh/G6LeaCGKPXZ3/ShVCh7uM1RnzPGLbNZVKgUbGx40ahXhSG6sUUkK/iX7mNydzaQnwuvrLZeCdi5uk2jUKhQKgV5PpFxuTHXJa7UqAj4bZrMOURTRCEpanhZqVb+JMR7Lk4jmZbve2402pVKdt+9DnH3pC9T3eiLxaIF4tDB+LL0Gr8+G2aJDoRSoV1tkUiUKEh33fy6I/OI1/5OHQaXm4ia9kJe7FC6Saf7KG+LL34B3N8CXuyjfD8hodU7Eye8wEzJbiD/myN8WSXdy7Kx7SSTm1wYuB+wcXbwsMhe3SdwOEw6bcWhrOAs6jRqYXqQsRh3tdl/oPuS1YdRrqMrUTHW781MdarWyn2Y+jw5JoU6j4uNeiPtIduGF0mrWzyWi+5s+nuJ5bkYiMVJyKwCZXIVM7mWXrVIqeLcdQKkUOFggnehzWYinp3+naLKAUqng05sQhxfRmak+qRpbm1nPxZzo3hiEvuuLqFXQaHf4/90+8HHVz8HD/KhzSU7bcwIi8Mf7KJseB9VGi6d0YdiJ7TQZ8BgMfFkwk3AZT+O2GFn3OLhL5YbR44DFwkl+se/dGJS/LLttnC14rToj96rNqKfb7VGSIIBy5QoA+6s+DkdIr82iY+ZucQQ+l5nT2/FzLdeafN4OcnQkP/eo5k1rIhwdhvn0fonDq9hU/WwsVUQhMLMO+/NeiMOjPlHa3/ZyOiAdvZ44lsqfhFGvxmE3YTZq0WhUiKJIo9XG4zBTqjaw7PjJ5qok0iXuHmZHKkexuuzidFBXbrcZSUqMs1F4XWYOT8L43VaOzl5+ELOpL9em06mp1VrEEgWqtRZmix6H3YjRoOVSphtf8vsaNVRnWEY6BrW7ZydRUuE+SUolSgvZ2E5ibd3N6UmEdx+XabW6XFz0fxOlUmB724dGqyb8lBmzSwWGeqeTMJm0rKy46PVEHh7SXM4wQBnF9o5vSnP5/CKG12teKDAwPL5RS6PdpTX421hxcS8TvW42O9wPNilqlYIln512pUVczpRhBMGgnbvLfibo9DjC2qaXhxv5zFCz0eFJgoh7g3bcftv8L/YL/mT4WRFRdVfBBlZ6gogo9iNT3V4PURTp9fr6gf3HRr3ke3QHr2uJLcwqBesKM0aDFr1OjUKtoItIo9uh2GqQrtbmNj+N4uAhxn7QQ1Sins6gVbPrd9PIN7m/TlMYuCd93O3XGx6ev7jvzIJUCiadq6AuKXi/G+RoTn2hlJWlSqnA4zIPiVwkWWBr1cNDJCvZxNOcU3MT9FpRKBRDYpcf1BI1Wh0OziNDQnoXzswV6tbPkLxRq5SyMkqRBSYvGFxPoU/oF6m9cztMkkQU+lGJb2cRVoMOWu2urBuOVLR5JeRYyMpUr1Oxue0jUapwmuif6+aWh05F5Ogxwee1AF/v5SN7Oo2K6oIR+2fcpHIYNWq2vC6sZh1qlZJ4psRl4XWi1ulSlWK1zqfVAKlShfchHyf3ixOCZquDTqNCbIu0FiiDgJd0vlatxGHRcxeX3qxdhTOYjdqpzMKa38FdNDNG9GILStgIQt/rPdGeXrhP7hK4naYpP3WArVU3N9eL1asfHYV5sxfgKpweiyC22l2CHquk2L4gwMed4JCEvha1eptafTwq9fFNiGKhNrfhUg7v9oIcj2wEzUYtyTkc1mk3kkqXcTqMhEeiZOVKk8sREiIIEPDZ+p7syy7u5qTxJ2G1GCSJqNmkY33FxcVplJPky2/s9VpIxvvXfX3Dw93tYhF/hUIY1jNmJuaOblfkakCeBQHW192YTDpisTyZTGWsDtLlMhEI2KlWmzw8ZDhdsDHoGVqtikx5OgLc64n4nJbFiagAoaBjzGbWYltMV/vNlp/jkwirIecwijoLDquBZ9ositDs9VAoFa+qnd1+EyAVK5BOzG7K/NvEL/JNP3FU6k2cJgPHT4lX1YeO4uw+wbrXOVMGx6XX4rAYMBo1aDQqBJVAW+xRabcoNJpkq1U6gzd3eyIPqTwuq5GmoklPFNkOuDGJKm6vEpzHxiMgDquBs5tBFEIUSaRKuGxGWbkRlVIx1NGcRLvT4+g8yvvdAJf3KdnmG6lGo/0t/xQJun5I9cWoJRaWWb7Xz7qgzREf5my+MpRUgtcRUrmoQtBrRRAEWfKWLVRZCzm4j8yOEi8HXuSpnuI5tlc9XD3ILxxyWpajeIjm0KiVAxOAyFQlQySeRyEIQ3LjcZpnuuAAeD1mPAErF5H00P8dYHfVw9Fgxe6JIl/vY3y3EeTLrfR1sRh0VGvzNRUnUW21SVT6GqH5cp0Nn7PvuDLx5USeVbfE4TkhPqeZRERRpNXpsuV1Ui422fA76fZ69HoinW5v8Nel0+3R7nZpDx6Dvu7pXtDD4YwU+iQ6nX65/2bQzemDPOnt9nqsB10cjjgzeewmiuX6lDJCPFdmxWsjnCzMPPaHbXl93lani3vVIklExQUamUZxfh5jY81NrFAZ2+TYrcYpIqpUCLzd9E+lpW8f09Pp8AXx8U1o2G2/s+md2+0+iYDXyvXd+Ht0Mq4/z9he9ww1RucpY4hi3/o0l61g1Ggo5qoshxzYnUaq9RaPj9Ib7mcYjeONXzqdmp1NL7cXCUl9UK/XSmpAROd9j1Hsvw1xPNgcxGNF3F4LaYkyA1FkTGZpedmJ22NGFBQkUyUikdxYbeVrsfMmMCxxmsT5ZRy7RT8MLszCh/2lMf1pgMICmbC3u4Fhs9RDJMvH90scHcjrsJpMWm4mlCii4RzvPy1z8sPD3OMZzVpW1tyc/Ygyil/wN4+fFREF+HYXY8PnpFBrkCm/rrZDqRAol5oc3sb4tBXk25X0glGpN6lI+Lw/QyMIeC0GbOa+hItKo0SjVbK6aiJ8n+PpSH5SXvLZx4hUqdJgbclJoVyXjHyuL7nmRkyPLmIs++20Ol3JDu1JIvpxLyTbxX58GePTm9DUpCRlh2gyaFkNOiQjsj0RvHbjVCRxSEi1allC2pIg1B92g1zcJWXJ9jNsZgMwm4jqtS8p/Gary0M0OzMyvWgnf6vd5eA8wuaKm1KlMaYnWm92WPLZhnauXpeZlJRnvQBbm15EjcD5U5LwzfjiIghQEaavwZfbKN9vhPjhdvp3Neo08AqxBYUC3oS8dBE5T6RwFsrUWy3uJPRGX4PvtEHqYpvr9JxaSwEEFSgVCvweC11EAn4rerUKrUqFSqlEKfQF3sVeP9vR7nRptDo0mm2qjRbbfjdfruaX4IzKhZn0GjRKJemc9ILucphmElGPo29POwvHt3HWlxw8hl/u0d11L1cSNofzcHufJuC3odeqSef756xWjUdT1GolO0tuSemcRrPD3paP8wWdomDQ8LMzLvmUz9fQaeUbIiehVvWbdyZfr1LKK3MolQpqI6YZT5EsdptBto7T67bQrLWw6LRc3SSxmvWEwznCg+uu1apY3/Sh06lIZcrEJyJizxavKpWCNzsBIvcZjr/KE6P6yLldXcax2gwU59SYms26qZS132eVJKKTKBZrdHsipVKN0LKLtUEt7I/B0pL0HP6MdrvLSsBBvjQ7yrq57pH8nMdorm+IIlPv6vdauZ+IIJ9cxQgtOYiEpefy9TWPJOG8ukzgdJvJzui8394LkEoUfpokVPz7U77pZxkDvk1k6XZ77AYW9y4GsOh1w2jOt+son3dm23bKoSeKZItVbiNZTm7iHJxFEHMd2vk22Rm7Uq/TLNlFfh/Osr8l7aFr0M22ynzGUzxPudLgzea0LaFixLN+d8M3N5X/7SwyZm0JUJ4gi+tLfWH3WV3xVot8SqbRbHNwHqHV7vJxLzRmNziaKjUbtexv9VPx80goQDI7O4W0veaZsv1stbs8RLLsSPjaazWqIXlcFDePacrVxtQ1dNj6nu1LfvtUY5Rer+bduyCuZSun8RRnj0nJiP3bTb9kFzvAD7cRvt+YFs/XLWgPajfq+X4ziNNm5Die5CyeQqVQcJPK9O+h/xDz47bPydfHKN0FZxyRfordrNVS67QIZ4tcJbIcR5J8e4zxw0OUP95H+OExyrdwnJN4iptsjkilTChoR1TA1rKbzzsh3m34CTgtkud/E8lgNxtQKRUEXVaiM6wrU4XZ95bdZJirMSuKoNSP/x7NH+GN/oxYvECv0WHZ3/dhr48Qa71Ozbp/XA5qEso5VqejUAjwdsvP0cQmNZ0ts7sxPe/I4c12QNIyUpzR/fZ2J0B0pPRGRN573u000Wt1yedraDUq6vUWy2uusdc0mx2uLuIcHYRJRAq4bUbevQmyt+PHaNSiVCrY3wvgNBs4+fYk6xcP/Qjow90Lkep0eqyuumRf/4yVVReVieadRSSj7HYjBqOWaDSP3W7i/DTKw12alWUn+/tBVKpX/KYKATSKuX0XV9dJzBNR4lE47AZSuYpkOr3XE1lekba61WiUqBCmZLo6nR49hbRXvUIhkJAxIWg02jj8VsnnjCYtb96HuDqL/qQalEYh0pdv+lP8/ZTxsySiAIVqnetYmu/X57vWPMM8Qeq+XkX5vLP4++XwftnH4Wlk7gTgcZhlOx0Pz6O82572L47L1BxKoVpvcXaT4ONeaMyj+/nfQZ+Vp2h2IY/i48souwN/d6NeM4zWKgSBj29CPESzspGjZ/SbpGZDipA+R3c2V9xoNaqFvb2h37Dhd0v7NwsCNGXEklvtLnfhLDvr4572IZ/tRzmY1BttDi+i7K57h97azwut0agdZre9XgtvP4boGBV8uY/NrEVUKRXEG7Mn0B9uI3y3Pk6ApSbzUWwHXHxY91PqNvnjY5TUSKZh3e2g0elyncryaWW+v7bkeSsU1FsdRBEuE2m2gvMXaQCtSslVNM11PMu7lcWIjkmnIZ4qchVPkypU+HId4eg+TjRfQq9Ts7nk4vNOkPebfkJuKyIiqwEH+6u+uS5n4XQRv0v63vqwHeRSwm5UCldP6aFG45sNH48ypTeLolCokU+W2Fn1DKPwZqOWgN3MzZxaxfvHzFyNYOjfe3sbPkkPeIDj8yirS9JkYxS7mz4OZVLALZnafItJJ9kAJVUz7LQbUfSEob2nUtmf+07PY/hkCApAJlPh5CjCxWmMermJSavm/DBCOjk/Orm66ppqHIpG88yq6FlecXIq4Zp0f5ceRmOl4HCa0GhVxAdlACbzCzl8eshwdhzBYtTy4f0SVuv82sz9dyEe5pQyQX8+21yWDvwolQJWq5HijNS9QmYO2l33EpVxQYrEC+y9nQ4WbW/5yKTkN4WX53G2346v69t7ATQa1U8zCvoLfr5EFPrp3y+3Ed4v+zDM8XQGMGimo4tfryJ83v5xkVEAv91M+L6/kMwiZiGfbW5N4PV9iqD3ZbL0eyxzI3xTEOHgLML6kgvbICIpCMKwQ36ebuIzeiI8hLOsBB2YB9FKp83IxoqLg7P5YtAwO8IxiVFCurvh5dfvV7gPZ6a8rBeBT4aI7m/5eZxh/dbudLl7Sg8JOPRtB//D4OIuSbvT5e22n2yxyuaKm4u7BNtbXjbe+IjUyny9iVJdQF7p7ZafWHH+/fDlLsrn9cBwD6ySiHoZNWo+bwRZ8lq5TGc4CMclS0Msupfv/5DNY1xgczGJTyt+wrmXDZVSs9i0sxfyDGWnMpWq5PeYxLbfTa5cp1RrsuS1jT1Xa7a5jmb4ch3l8C5OOFtEq1UPI8aLdDz7JIioy2bkekES+ox8o4FSKVB+hYHDLNTqbe5vU4S8Npb9dux6HQ8yUaNRVOstNuZE7zRqJZsrLs6u5OevXk+k2+nNvIZ2m4HYjNKGmkxkeG3ZJZnWvXtKo9G8EByb1YBGoSA1Ug70PE91uz1sdqPssUehEODo2xN7bxbbeEkR+Uy6zPaOdJZLEPpzstT02G53WV2VJnyugT5pcoQcT3q5Q79U4ujgiVq5wdv9IEtLDsnPczhNXM6ojZ/E7X1asvH17V5oaNMqh6jE7/5uLzjXbenoLMLKxP3ZXaAEJJ2toNWpMJq07A+ioHmJ2uyfInqD9Pzf9N9PGT+7GlEpHD8mCDqsOEwQycpHELUSYtEAX6+jfNwKcPCKhggAjUqBoaskO5A8iqWKOGyGoXD0KCxGHRGxMPPzGq0OYq+fUqs32nidFuIL7MilcP2Qxm41sLHcH8SjHfKLotHqUCrXWQ44cFgNhBP5KY3Ome9fwKptEitBO8l0GYNezc66l54ocnWXWiiK+wwp9w+1SklqgYmo3elx85Bmb8PL+W1yIRvQWVAIAgKQyVVZDTlQ6BQUhBYn8dcRF71WzU1hfuTiGV/vYnxcDXA04XC04rb3dQ8TKb48ze+szVdfrmWuWuf71eBY49Q8LDmsHDyNE5izWIotv4NbmW72Z4ymueP5Mp/XgnyVaciCfmT3YERa6ughzttVL6cP8nWb9VabZrPN0U0Mt81EyGPl/EHexjVXnR7bLpuRi1dumNK5Cv/grzZIR4vsbnhRKBQo6BtHCIN75rlJrv+f5y4xAcSBdP2gIee5Macniui6Akt2M7E57jSjUMvMi9BX3Fj22cc60uUQieX58DbEgYRbkyCAy27ieka9u5S821LAzolMBLXZ6rC34ePiOoHVrMeoURObUM5ojzRQnl/G2Vh3jzX9SGFt1c3tVYLwUxabzTAzLQ8QlYkoyk1Zb96GOJ2hZ6qRKKXxeC10e+JUJLAnYd7wjE6nNzzOxoYHjU7N5WV8SM7dPgtpGd1aKZTLDT68D41J3r3ZCUw1J0khm68SCtiIDZyugn4bNwtkunoiNLodNBoVrVaHQMDO7QJyVAoFfPqrDe7O45z+EgX9yeMvgogCRHNF9BoVH1b8HD5K79zVCvmIyuFNjPcbfo5uF28aeBfwcXw2vjCGvLYpIroWcnC24ICPpYrsb/k5vYnLFnfLQadRYTbpMOq16LQqNGolSqWA3dK30fu495KueIlWPi9kg/JZUUSkL4f1/JzNoqdQqr/KPxmkCaEcPE4zLpuRs4H+4qgslctmZClgJ5wojOmByuEhmsVuNYw5texv+Re2Ge10e1w/pHmz6SMxqBlUCAJGgwajXoter0arVqFWK1EqFAhC/3p2B13fjWaHeqNNtd6iUmtSrjUp15s4A2byhQZthciH3RCdVof7WHahKPXuhpffR14nyXLwEOP9ig9RgI9rfiqtFtepLA+FxZqOjFoNdxONRQfhOCGHlUhusZIRvUYtqXCh1c+OrPpsZq6i44ThNpHFpNNIivOrlQrqtfZUR3+8UMao08yMOBcH9c/pQoV0oYLZoOXNqo/baIbihLvOfTyHZ0Tl4v1WgKMFRPbVKiWrfgdmg4ZKrcljJEc+W0WvVnN5m3j12JKC22lC6IFSrSCeKrG25MBsNUwpWkziIZyRdDMzGjR4HeaZ5HES55dxfB7LlMD8hzdLHJzOJgSFUh2V6v/P3p+Hyrbv7X7QZ1Tf933V7Pt+rb3POfeNNwkGUaOGG6OIETR/KFyVgAkYhCiIEPJHEGJE0BgUJNhGNBBIxD+MQa+59z1777XW7Pu2+r7vm+EfVXPOasaoqrnfe96z93nPw16stWvWrHaM8Xt+3+/3eR7FSJtbp1FP9UVVa1SYTVosBi0RCdPz8Sz5LuI7p5eBYeBHXCk32Nr2TyWiCwsOIs/Slee72wQul5nMkPWR0aglPKNSnRgj0z6/jWazQ15iszPvGvFqJ+V0mQiGHPQQ+fYzbLfC4TwqpYJOt4ffa+UhPL9AyuU2E4sV0OlU0OnNfczHkyWOdkOcfnvBaTeQGMvwMJm0+IM2DHoNjXqbRCxPJlEk4LdSr7c5+G6J++sEtQ+up38M/NnQ/k8A9VaHk6c4v1kL8fUpOjGAPa2xJ9LPhN9b8XE+h8/hd8sBTs/mIwZq5cc+5vPbON/vL/DwkiHgsWLQa9BqlKiUShSKfkun2+vRfFUJ11qUq42+ajhXIc07Wfu0EyJXrJHOVyYi7+bB590QsVSR26c0JqOWvXU/0VRxRBEuh3S+MjOuU6dRsb3u4/wmPvKYwzOumUKVTKGKQH+mSKEQuH5MyT6uKMKi3/5GRA16zczW0TA8TjN+jwWFILC+5KbZTrwTymnpU3IQYP8gxNe7KPubAR6SeZKDOVilQsHakhuLXkehVOUxnptYJC1GHWep2WTAbtTjNBsw6frJON2eSKfXxWLQUG61iM6hxh3GisvOWWS0Etbp9jAbtLOMCQD4fjnIT0/S58hZNMma185jUpoUhxzWCVeBYr3B96tBSUP9o+UAXyTS0rLlGp9X5bsdSoVAJFUYua1ca/LlJoJWreLTZpBEpkhiaAMU8tnIFKo4LAYeI9LHlVqlZMlvx2LQUq02eY7luB9rgyZjBXLZKl6PBYNOw+MHjtFxuF1maPdIZyvYnP0W9HM4B+EcRoOGnW0fmUKViITwrlxtsrnq4WZIcGM26XCY9R9+Ta12F7NBR5LS22G8uujidA6/XAC71fBmb7W76Z8qtIJ+DKfLapJNbiqNiYGenrPs7Qa5mNISTg4RweurOPuHC5zJVDDtdqMsEe31RAIh+wgRXV3zvNk1ySGTLhMI2YlF8wSCdmq1JoWC9KY+98F2czZbIRCwIygFzAYtdrsRk1H7NkfebHWoVJtkc5UJARFALl/lYD/EzVMSQamQvI8c6oMuw8ay58M+p6eXEbZ3AjxdJ1hadmG16ul2emQzJZLxIncSRQ9R7Edmn359wWDUcPD9Es/3aUpzJGb9GX+9+JMioq/46T7CVsBFslQdaS2KM+Yaez2Rm3CK7UUPVy/yC/+Sy8btjXSratzDb2N5tmH9KxSKPvHRadUoFQp0WrWsQfo8eLVh2lv3oRCEEV/PefBpJ8jXi8hbe79SbfL1MoJCENhZ89Ht9aa+t1lxnfubfhKpkmRrR0ohL8KbPY7NrGdlwUk8XSIhYTY/PBawteKR9ciDfs7zyoIbnUZJMlMmni6RypZZXXDyEM5yuBXg6jH5s/wWAQ4OQnwZkCfN2Jxjt9fjNvq+iNosepa8dgQgHC+QL9dYXXbx+3AUpULAazNhNerRq9UIQt+bslhrkC5Vydfq5GujF+T9DT9/+RJBJfRV798vB0mXKrzMUdHUybRsL2IpDhd8nIblN2xOk56r+PQWqNGkBYnTSKkQeEpKL+6nL3E8VhOp4hAxdFo5uZev7nx7iLERcnErQRoXXTZeZNLJmu0O3276n/v+qp9KrclTIkd5YO3mc1neKvgjxLPW4jmanZow5HGYyT33v4NkqoRCgE/7C5xdRWUTc2Qfy2VGbPfeBDr15mgVsFprcTIQxqwvudAbtVw9JmkPHc+6oRl7u1WPQauR/Vxm4e4xxcFOv6PRj/BszhVHCX0CnM5W0KiVpGUcSBQKoT+20+5xe5/kcG9B8n6C0Lc5GkcqW56ovL7C77eRGGu1317H8XgspCQ2cpUZXZ/nx/TbcwVDds7O5msTu5ymfrZ6uUFpynOUSnUMBo3sfO0w7HYDLo+Fk7MIWq0Khb4f+ykHs1GaqPa6IrvbQe6f05hNun5oTLfvC9wVe/R60mvtUyTLp70FTk9fMBg06PUadFo1Wm2/u6RSKVEoBRSCACL0gN7AU7jd7mB19A3sXx7mW0+HDf9r1RanX17QaFUcfF4iGs6S+yv4rv4h8eeK6J8QrmMZnGYDGz4nt4n+otadwzS63e3xlMyxHnJxJ7FwGbRqxGpX1kooW6jid79HQnZnED+VUsH6khuNWsljJMvNYwqTUQuiSMhnl030mYVhL9BuTyQcL/BpJzhXpCX0fTtf/U7HRSw9UeRysAAHPFY8ThPXjynJ3bHNMhnXueC3o9WoJuLkhjGrrV8o19/e38ZyX11//Zh6W1zvXzKYDBo0atVbgMAwQl4bLoeJWqPFYyTL1f0kqTIa+orUk+u+T2uz3fmweOzwKMRPt++feXsGmS1UGxQe+q9XEPoV7a4GPDYT2XKVWL5MLD/fa/i0FuCHeJ+g/XYpxA9PfbsjgE2fC6NazXksKRsOkSzJP0+yXEGrUtKUOb6DdisnU4gqwGk0wZLbxku6MHL7TtDDxbP0Rq/V6eF3mt+IqCCAQaWaSt5EoNxsSpq3200GXmaUd7s9kbPBd7K16EYhCPx2d4Fcsc53WyGqtSYvsenEcxx+h5nC8/tmoCfCt7MwiyEHnU6P2JyWYR6XmV67Szbbb9sqFMLAAkh6MXsYVA7NJi2raz4SuQrxVJGXaA6FQsBhM6ASFHM/vxwenjPYrHqCPvtbhOc80A+cTXY3AyNepdCfMQ35bITDOa4u38/pi6sYAb+VWHx0c2W16CnmJoloOl3maD8kmQnvcZkmiGiz2cFo1Eyk/ZjNupnZ7cVind29fgVWq1UhzliCLFY9DqcJg1FLOlOeSkJf4XSaqdWmt/t3dgOEo3luBuldzWaHg20/x1PWg0q1OdH612iUbG76aIs9cjWZhDwFCEqhP/esEFAO/tZpVAgaAVHoi+Tk4qQlH1KASqbK0raf8x8eZ/8C0KhPrketZofTby8olQJ7nxbJJEsjFfA/44+DP1kiCv22XKFa5/uVID89zudDCX2RRDxbYtnv4GlMULHldL7lM8vB4zQTT5f6gheJIX+1Ssn6khuVUsFDODNhgr2+6ObbZYSrh+SbaOYj+LQzakj/SiS/XfbthGaZbr+mK72OkU6rZsRSRWKpIgZd36A+mS0RH6ocDFdaTEYt64suTq6iU+e+oF+1mCfmDXgTUJkHowOZfIVIosBKyIWgEDi5ir6Z7ysUAtFkkUiyQGRGSs6wSvslnsdk0H7o+zg8XOCn29FKbOkDc0pWo47ncpGgzjJSAZwHIaeV0+z767xMpDDrNJQHs5I3yf4CatfrWfc4COeKJEvvz+E0GghLxNa+Ilmq8NvlID9KCJcOF3wzSSj0W2dWqx7GiKhiRpLV8VOcFa+Dx2SOzytBvskEUwwjnivz/VqQL2P3FXsfqz62Oz2sei2Kdo98rsLjBwWArxBkRCYvkRxqtbJPlM4jsoIXAK/HQqfRITfkiajXqam0ZrdLy5Umx4Mq6eaqB7VWxcqCkmgsT65YxaDXoFYp+3PQSgWqgQm9UqFApewTC4WiX71SDOakX0VWr7Ba9OTKNVaXXKTSZcmY23GoVAqcdiNXN++bse1VH2JP5PYuSVbCtqfd6aLWqAaz2u+3W8zSRBTg4SmDyaSlUhl9TSWZxKbHhzRHnxY5HiKvi4tOLqaIjl7RaLTfyCiA1WbA7jBiNOpQKAU6nS6VSpNMpkyx3KBYbmCy6slX6hx+WuT2Ok5dglS9wmyWd/bQ69Wsrnsl1ekfrQja7QbMFj3xZJFUqcrhfogTmU2GKPbXjW4X2vQ3f4t+O7fPaYzGyc99FnY2/FydRslmK6xteXm8nn0Nrk5JdOp2Rc6Pw/3j62ABq93wodfzh4LIL1/h/ofAnzQRhX4148tDlO9XAzSyDQRExDnMXauNFspSjZDbSmQgWPnNcvCtxTUNr8RveDep06hYW3IjAPfhzFtFcRzDEaAA+WINtVo5s5L2iqOd4IQop9N9/914ujg1rm1vw8/FbXxEpT5PW63W6NsvCUK/Fa5QCFzdJxHoL1YHWwEew9m5K7Kdbm+ksjwPytXm23tfXXBit+ooV1usLjh5juammu9Lvoaxal+l1uTqPsnnQTLVNIp8eBjip7vJYyU9ZzVTpVTg8Ji4TmbI1Wq4rUbSxfmU2RqVElEv0Ci8v/5Ks8Vvl4L8MDazma/X+eE5igDsBfu2VZexFAtOK9nK9Fmqk0gCr9VEcogkm7QaYvn5v7PTSIKg00p04HZhN+q5fJm9yKjVCpxmw4dsk749xFj22XlKvM+lZmWidYdh1GnYXHCTz9V4fuoLphrFBjargfUFF3cfEGy8IpOUPw7a7S7HZxHWVtwUi3VJgZ7PY6FVb5PPj35HOp1mLiI6jLuHFMshJxaXCToinXqHDh3mlxpOYnvTzz+4fkBn1Lz5SzpsBlxOEwadhp4oUqk2SWZKVIfbyiL4PVbi3QI7az4ikTxXV7PP26eXLJ/2QxwPEcNpYSDlSoOjgxAn396JpdWi40Vm1hTg7DTMwoLjLZ1pHns6r8+KxaxDo1cTWnKSyVQolOpTOz5arYq7hxT1epvjszBWi571TR9XFzHJdUClllY/rKy4qdRbshZJ0WielTW3bIT0MJYWnZSqDZ7DWVaX3aRKVa6vY2/jS/NAo1JQqvSDPs6+fUzJ3qj0jxFRhHKzg0anpjVjPrWYnz0LKoqQTpXoTHEf+OvGL918/g+BX7WPqBQUQNBm5ijg43ehEJ89Ppa0FoR8D6uoQddUENQZ2XY5+Rzy89uVIN+vBDlY9LLicWAz6hEGFKNUa1BrtfA6zKx7nVxcztdieonl2N/0k8lX2d/0s7vuQ6QvQjq7jU8d8F7w20fah4lMmX2Z1KVxHG4FJFOThtuWxXIDj4wp9/aaj+uH5ITIS651KwVRhOvHFJf3SdxOMxaTjrVFF8dXUUpVmVaODGxTkpmmwW7RYzbqeI7lyRVr9HrMTA6RglQFRxT7yVMbyx4sMh6jfRIqffGvNdo4TLO9Sfc2fFwPqpbtbo+QQ96Me+J3V308FQoTt18n07I+oCJwFktyFkvithixGfVs+J1vhuBSaHa6eKymkdu2/G4yMwjsMHqiiMvx7u+45nXM/K7USgVKFBwt+PHZzHP5iwJ0RRFR6AvEoE8wYxn5WdkVv4NPqwFo9Dg5jxKO9wnsgteGKEK+UOPpKcPn7Y+FYjisBlJz2LLdP6ap1Zsc7Iz6HPs8VkkSCvQVyR/E7oaPRDRPJJKn1+mxEJROLJoXq8tuHl8ytNpdVhbePSDzhRq39ymOzyOcXkR5fM5Qq7Zw2gxsrXr5tBvCbNRiUKspF+ocn4TJzuGS8YqLmzg+7/u1bdhjVPL+V3FcbvPb/y8uOKd2YLpdkW6ni1rdF42GJURKWq2KzS0/h4cL/RjfaIFeV+T2Ok653JhQ8UthY9NHbeh+xVKdk/MIVqeBvf3ghFfruIWTQiFw+GmRp3BWcq51GGaDfFrSK/Z2A8RSBXID1b5u4HjRbvcoZCu45vBnVSoEngef1+lNjFBo/mNsecHJ01AUajJZYuNg+jlnMGhozaHKd3stiDCRcPVn/PXiV10RtRv0+C1mTGo1vY5IqdIgnimRCpdJ8V5xsBn1xAsFfE4znW6PVK5CasoFzqBWYrcYMJt06HRqzEYtvWYP5+Y7gRg4+r3/Lb7+q580odep6XZ7U+cgx+F3WziVsIK5vEvgtBmnVm/2N/yc38ZlTZKHcf2QnMib31zxcP+SljQ1H68MzgO1SknQa+UpmiVXqPJpt296PJ4rPw26OUIKRu6vUbGz7uPyPsnxVRSHVU+uWEchCBztBLl9TM1t6A+QnhIDd/OYwmU3shJy8Dg0U3Z4IE9CX+E0m8hN+Rw+bQX5ITz6GCcvCTwWE6nS9IV5f8nH72PSz19qtN5mRaeh2mrx/3t+odHpoNer2XDaMarVFCoNnlK5EaJ4EkmwF3BzEUu/xXh+FCeROH6HmXiuTFLmvFxwWvGYTTSabR7iOa6fU5hX1DxGcmjUSla9LixGHfV2m3CmQKku3fp7SuX5fj3El5sIiy4rN+XRiqpBp2Yr5KFQqPHyLD07qle/H5e9rsjxSZi9TT/Pqfxc7eeg28p1ZD6CVau3Ob2MsrPpJ5YoYNBraFZbshnrUh6U03C0E+TsLIJSqSCRKtHriTQbbTbWvNx+cCQIIOC3kcqW38ag4onCRMt8HLl8jVy+hsmoRa9SEfLaMGo1BFftqDVK8oUakVh+5phOq9VFb9C+XZhnjXi02108PiuZgedqZ46uUyxW4PBokXKlwdNd/9jx+qx4PP1s+6eHNLcX79dwf8DG+XmYbldkdd1LudyY2WGS27CnMxXSmQqhkB2TQcv1oFJcHeq8eX1WtHo1xzOU+a+4vUlg0KupSbX+BTg6WODb2KzusIF/oVhnIeSgolXRmEL8Vhdd3A/mU3s9EbVpvuhqALN28r5nF1FWNr08yYiGLTYD9fL0c9Hjt9Lu9H5ZoiXxz2KlXzwMGg2/Cwap1Vokc2UKyTq3ydkNpCVrX91aqjawmHQzyVCr3SWZLZPMlnFaDWQVKpSD2cJZ6M80efnpLMzakotGoz3X70E/i1yqFd1odVhf9sgS0Z11H1cSlcxXSCnlz2/jLAbsvMTyrC25eInmZNv/H1XxLvrtiPQrhxaTjkqtxbeLCFqNkk87QcKJAtk5DMDnjdZUCHCwFeQllh+ZjS2UGwhCv+p2fBnFYTWwsuiaOeML/XnWWR59mXyVYrnxJuw62A/xZQ6zd9OUluHWopuv0cnNSKfbI+i0TCWiLouR+8p0j9DrVBqDRk1tSvt2K+Dm9wMiXG+3OU+8kzWDUc2m04FBqSJfqfOUzlFsttCplG8xnh9FtyfidZoxaTXcR/tVE4tey4rbgRKBSLpINFGcsB9rDeY7W+3uhLAw5LLgtptAgHSxSjRXfBulOH2O4XdaMA4tcCt+BzaDntuHJCcX079DKT/Cy5s4HpcZZ8DIc2y6+En1Mxaal3CW3TUv5UqT62hB9n5q9XyX9P45E+BkQFiCASvhgQ9nrd7m8aGvfD+dc5QG+nnjzXZ35LxJpctsbHi5mYPULvrtXF7FyWQrHG4HOR0yxjfo1YRCDvR6DaVyg3A0L3lde3hKc7QX4uQsMlcX5OIyyuKSk3isMFJ1k4OASDyaY2s7gMWgJRkrkIr2/0jBYNbSTfRfx8NdkoNPi5xMmSsNLTh4nuEzGhmkw62seRBE8c3Caf9wgZvbBM3U/J60zWaH/W0/J2Pfs06nYnnZPUFCAcSxoaRwJMfudoAzmXEzYORcA7h7SrO/F+Ryho2T0258I9zD6PVEKq0uGq1KsvJpNE2v9Hr9Nlrt7oftr/6MPwx+VUS01+1xH85+qMX73XLg7WLa64mshJxvavBZcNmMqFCQSJfYXffNRSiHhUL3zxlUSgWfd0Oc38an2v8sBR1TI0DPbmKsL7kn0pG2Vj3cPUtXMl8hJdJqd7p0Oj02lt1EEwXZJJnX+84DpULoLyDXsbfXU6o03myjmq0u3y6jb/dLZ8tTZ0DnqS5tDxZnqe+01xNHNh65Yo1cscbWqpdCsTZVAe+yG+cyi253ujyGs/xj/4kNvj7E5iJiSplKjd9p5rlSpCPzICcviQnrolcoBAGb00A8PX0xLdWb/GYpyI8y/p4IEC3Lfy61Vpuz+DupMBrVOOwG9vwecsUaXmO/Vd8bLFbiIAWoN0gAQhTpIr4lAfV6/b9L9QZLVgsOjZ5cqcZzMs9pafqGoVCV34TGMiVimfdjy2rQEvLY0OlUlGpNVCoFvW6PT+tBSsU6z885XqY+Wx9KhUBYhmimMmXURQWftqYLqPLp+RY/AZH1JQ8GpZK7mwTZeIlatdlXg8vMGKpUs8cUdDoVy37HCCGyWvRvRBT6beiz8yifDicrYlIwGjToDVqiEgpk1ZQgkVcc7YbeSDHA2XWUna13H9Favf2m+IZ+23192Y3J1LfLeonm3gzSr++TuFxmWnOIU0URVBoVqytuboZGr9RqJR6vBatFj1qlpNPpUirWSafKZFJlAv6+P+U07OwFuRgjeKffXtg9CHFxIT3mZXcY30ZAZuFVKPeb75ZQa1SEX36e3VZxrPPjcpnR6lRcymzYpdaai6sYnw8X+CqxcREEiEQnyXUsV0KrU9FsyH9PCz47pwnp61EyWeTwcEFSRa+d0k3zBmw0mh0KUzpefyz82dD+V4Bmq4NZo8agVZPIzRZ9+Gwm7sY8x+a1jHDbjShFxZv1kHaOltfehm/Cr7LT7fH1IoLXacZm0XMt47upVU+fZwJotTooFcLbTn99yc1zRL6S+Qo5t4But4dKqcBuNVBryJPseYRSAY8VrVYl6ddptxpGzOq7PZGTq4FAZsNPudrgRSIDPpOXX7CXgw7UaiVXMyotZuNkBfz6IYlGreTzTojTm5jkhXWejPnVFRc6o4ar5xSpWpWq0OHTXojL2/jUJJtWW2IHr9Mg6hWU8/LHZ6fbI+CQVtB/Wg/wl/H5Nlj3qRw6tYqGxOvY9ru5mEFmX6FXq9nzebmNZ9DZlSCKfHn4eFrLKyxeDWqVgqdkbi5CH8uXUCoUdOdQvpdqTS4GUZ9KhcCn9QDqNtw8pyl/wMlgwWMj/CRfsWq3e5ycRTjcCXITSU/E3JqN2reYQzm47UZCbiuJSJ7Hi3cyYLMZeHnOsrziplprSnYqps30Ql8wZNJquL4ZrV4pZeZsj0/CHO2HOL2KynYo1GolPp+Nexn7quvbBHabQXacYDHo4HKsCt0T4fY5zdqKm3uJSmWr1eV+6NquVAosLziwWgw0Wx1UKgWlfJ+sKxQCWo0KrVaNRqNCrVagVqtQqfoOAEqlAqfNgE69QKPeJp+rkMtWiL3kkDuaZ8V+6nRqEjIe0I+3Sfx+G/Ex0q7TqSfWKznY7QYWFpzkshUqtTaNQo1YtkS318XpNeOwG9Fr1SD2Vfv5XJVstix5XoXDOZZWXTxHcqyuuMnkK6RjUzajMillx6dh9rYDnI+lCC4HnTxLfIe5fJXPOyFOZAi9Vqvi4Xb69f3sIsrKhpensfvJzY37gzZq9Q6FD0by/hl/WPyqiChAPFPCZtaz6nfwMCWrWimATaUl2xw9oe7C6Znzlm67CUVPGKmYzZrrCXptU9N7Xlv9B5t+wonCiGpyc2U+0/uXeJ6jnSDHl1FWFpzEktMrmdBvwUkRLZOhn75zeZ9ErepXbU+uY5LvsyeKKAQkLZcEAY62Q1zcyVd8zSatZBLTq4AL+uMM7U6X+6HPsFhuYDJoRyqjbocJn8vC2e181UeDTJRkq93l62WEgMeK0aB5s4B6hdyFzGjQsLbmIVWqcDPwp1UpFdwlc9SbbX66j+KyGdh0WDm7jksqa8cztRWCQChkH6k0yuFUoiq6EXDxY2L+Fmq+Xuc3i8E3T9FhqOfYEOnUKg79Pu4SGX586G88RJvI18cYn1cCfH38eWS02mjxmMixGXJTaTSJZacLLTrdHgtOK9H0/KEPS147SuDhJUMl38Bm1rO/7uNszgheh8lAmNkq4bPLKAGfDdEK0SFCsuCxc5eYrGaq1Uq2ljx0ai3u75LkI5Pv6TU3/ekxzd5BiBOJDopCkK8+LgRs1EpNwunJ6+Y0AeXJWYTtLT8PL+mJWEaFQmB9zStbPYN+Z2Ip6JAkonqdmla9TVuCVLfbXeKZEqGgXTK+cxjdrjgQw/S/G7fTxFLQQSpWoN3u0mi3aFTlN3lHhwuIPZFIOEt9DnP4WDQ31c1kc8fP8bE0wWo02gjdHnq9ZkS8tL7hnToKodWqWF/z0mp1uLtPvonVVtc1PD5lOBhYfmVyFUmnBY1Bhcdp6av41Sq6r7ZR6TJWo479/SBXN4mZHbCSnPWSCI8PKRb9dl6GqrrWKeLMs7s4Hq9FUry3verj7Nv0qnOvJ1LtyLfoh+EP2alWWxR/4clKfxMror9K1XyhXCeeLLC37JW9z3crQe4lbFVEBBb88oq9PgllgjhNq5qYDFq6vR71OVR6pzdxOp0eh9tBXju0rSnVs3E8vGTYWvGQzlXmEt5IVXIVCoGg1/aW2tTu9Ku2Cz4bC36b5ONIERS3w8T6Ut/zdNrYgX4O0dHVQ5L7lwxriy62V9+/V7ej3+o1GTR83g1RKNc5vZmPhMLsSvZrfOnhVgDL0AVzvNq0vOhk/yBIQy3y5S5KZIhcrIacVIfSbDKlGt+e4oQW7WwsuyeeM5WrjJx4R9uBuUgovFdFX2HWa8l063zUfeQhk0OrGv1OHSb9yDzoOHQqFb9bDGJSqPnxIUJhzNBaFPsen0dL87k8jKM9sBm7iaTJFCp8vx6aqYh3mOdzVtBpVHy/ESSazPMUy+F39NXShXKds7sEe2s+rKbZjzWPoOUVsUSBfLrCwZDrhU45+pkvBRx8WvdjaMPVcZi726TssR0bqqCdn0b4NKamB+R87Nla9ZBNVd6Uz+NIy6SfveLqOo7f07ciGsb+bnAqCX1FNFqYUHtD3zM5OUXZXa21qNSb/QjTD8DntvDl6zO7e4G57i+KIqdnEYwmLWvrnpn373R6BBcc0s/tt3J+Pl0QGI8XWFlyjtwmNXImCLC25mF/r6+WP7+Icnv3foyEQo63yvDpWYTDPXk1eavVJRLPc3ET59t5mNPrGI/RLOVWC5VWQa8nziShggD5knwRp9Hs0Kg2sQ4dJ8kp0dLtdheb2zRxu4BIes5I6kSiyObhaLrWuMA2uOCgUmn+4kno31T8KokoQLPd5foxyef1yYvxitfO2ZV8VSYvY3TrsZsRupCSGGBOy6h5FYJAyGeTjJmUQ6XW5OQqymrIye+OFgfem172N/wcbQf5tBPk826Io+0gB1sBdta8rC26CPls6LRqVEoFS1PI9DA0EnY9B1sByRGBp2iOWLLI591JAqAei3s83A5SrTUnKolSmNdeB/qJSFcPSRYDdvY2/FhMWj7thBAEga8Xkbn9VN+fe3aFD/rpSaIocrjVP54qtSZ6vZrD/RDBFQd36Rzf7mKSYw4Go7T46CmZ5yqRYWvTR9D7br/U6nRxD2yPjtYD/P7lg7nLz33/ToDFoJ1U9eNtplytzkHIN3LbqtdJR6LNrVUp+e1CEKNSzY8PUXJTZjN7osh5OMnBok/2PnIYJv+tTo+fbiP47WbW/E7Z31HPsOgB2FnyYNNp+XoVebO6GRdPnN8nEEVxhDRKITGn8PAVjWaH8/MYnzaDaNRKirkaVpOOT5sBlmxmorcpzo7DI8pnKXg85olF9Pw4zPba6GZcisMe7gS5u03KWgeZTTrZtvkwnp+zGHQavO7+RujoYGGmsOsVmVyFzdXR13qwHeRsjt/PF+soVAqsc9q5hYJ2LgfznscnYY4+SUeADuO10pvOVLh/SHH4aXGmA4FZ5vWYrPq5BJ6X51EOBwRqYUyk5PNZOTpcwOEwcX+f4uw8KmlqbxszYr+6irO67Jq43zTYbQZubpNcnkX5tL8guWF4hdWipztj15vJVvBYjaiUChb8dpIz1sbLuwSbW6PXi+11/1QCO47TiyhLQxuIZv39Oh1cdFAsNWTDCn5JeDW0/0P8+SXjV9eaH0avJ3J8HeH77X6WtyiCRq1ErHWnineeYjkCY2bpXoeZXrtHRqZiUKk1sZn1FMZI7OFOUDIrXQ4KAVYX3ZgMWpKZEpZOj3ypNjPS8hW76763GZyVBScqpWIqGRyvZM6K+ez2RL5eRFj020HgbXZTPRBB2C0GfG6zpF+pPH6GSjiWZ33JjdlupNnqYLcYPjTL9/bMH3jqcrXJyXWU3xwsImgURCplvtzPfp+RGQbuFy9JlAqBo70Qzy9ZCuU6DrMBo1HLcWq+lvAwOr0efoeFgNvC7xM/fybzKZtHo1TS6nZRKOAxN9r+1CiVHAV9PKVy/PQ4/XMYHkHo9HpcRVPshjxcROY3nG9JVGPC6SKCAN+tB7kMp6iPzVw2p2xMbCY9Sx4bp7eTn1FXgiiUqg1Ob+PsrvpIZIvkxhYut9VIdooRvRyUAuRSFX63EYJSm/RNmrPkx9S6breV1Nhz93oikYcMQb/tTSTUG9pICIgc7YRmWvl4PBbKcyjGoe/haLPq+YvfrnB+/cFjd4i/BH02bm/m//1EusRSyEGr3Z3pxWnSakbmWY9PwhwdLYykIo1jWJgoInB8Esbvs6LVqHiWifGUqh5u7wa4nFIEGcfZyQtra14MJi35Sp3lZRelUp3n5yyJGUTMYtFzNfYZtjtd8vkadrtB0mdWCl6PleuBKOzk2wubWz7C8fxo0MAAVotBPtpzCPePaQ72QiiUAtEZLgAA+XoDlVpBZxDD3f1AlxD650Kt20OtVdFudqgOdAGhJSf5fO1X5RMq/sJJ4x8Cv2oi+oqvVxEONwJcvCQ5DHqn5ue+wjdERH1OM51Wb6alkNNuGiGi+xv+uUioXqtiZcGFUqngOZp7U74rlQqK5TpBn51SuTGSZiSH4ZnQ10SMrRUP9WZbUvCjGWq/bq14OZ0z9/klnkehEPi8G+LsJo5KpWR/089zNPfhyNGP+pAadGo2lj0cX0XpdLs8DXw6Ax5r3yQ6W57bEqs3Z4SjUa9hfcVNrlzj91cvLAedc4lgQl4bT8XZr6XbE/lyH8WgVfN5L4RaoeQ8n6Yr9jDq1OjUAzHFIFZRrVK+RSkKCqHPqAWRntivOqo0KjQ6Jd8bQ3Q6XYq1BslimfqcMbYAmUqN7xeD/PQcZS/o4zjRX9Q0SiVHAR/P6Tw/zWFHBZM+ke1uj/tElu2gm6vofCSn1ZF+7aIIX26juK1GVn0Ozody6OXSnz6tBXiMZCRJKPSrbHK4eEhg1Gs42gxwPOTr63eayc0gogIifpcVl9WISlBQKTeIxvIknnK4VVqyySLb2wHO5khoG3lcmbWpXm9hqrbe3CFeq1UatZKNRfdcfpJG42xTc+jnsAe8NhLxAo1Km3KxjsNuwOUyo9dr6PZEiqUaiVRJsnNxe5/A5TBRrjQQeuLckcuveI7k2Fjx8PyUkW0hb6x6uLmdJLjHp2GOjhZl5zalxEfxRLFvDv95kYvTyESVM5EojPy/VquaOeIwDoNOg8WoRalTU6+3OJ0jMvQVyytujk8nv99CocbykpNyuTGzMru3E+RirCp9c53A57NitRiIjb1HvczM/ThsFj1KsS9o/LS/QK3eIp4sUpaxTkykSnze7wuXFgL2N8/RjyCRKHJ0tMDZ7x8pFWosrLjIZau/KhL6NxV/EkQU4PQ2xt/eW6FZa7G76qNYqZPOV2RnFxOD9rvPaaHT7M4V9WcyvLfzFvz2CSulYThsBhZ8dpqtDvfhDBcSYoilgIOHcIbbpxSfd0OSivNhrC26RsQ8r7h+TCEI9NOcchUSQxdDzaAiGvBYiSTyH0oY0qiUZPJVPu+F0CqV/L2vDz/LJ3K8ijUN26teMrkKx1dRFAIjufWvufbQF4d5nCaSmfLbbVKYNrsKsLbkwmDQcPmc5Ovt+wX5KZrlYCvI8f104u5ymngqz99CanY6tNQiKquCerNHUwFN2kAbmnWYo+grCLDqd6LtqVAIAicDAokATocBt9GASaNBgUCz3aFY7ZPUlsSiFM4XUCkUdOmhVio4CvgJp/MzK6ATkDgwmp0uT6k8m34nN/HZVZFZ31W6WCVdrHKw4iOaLZIr10kUSmjUyrff9TstWHUaTqbYJ6mVCuKZ6VXsar3F8U2M7YF/b7pQRSUxyeS1m/DYTaiVSqrlJvFEgdRLgRSFkfvtrHm5OI+yuuTi7CTM9k6AaCxPec5FMjvFdDudKrO65qFab9LpdLFadDhMBi7mrcxNOalVSgVb6146rQ53d0kyiRL7+yHOziM47IY3M/phKJQCAbcVu92AWq2k2e6QzVVJZ8uE/DZ63f485s/B7WOKvS0/V1fxCRW/gEh7ypz+8emLbGW0Wm1i0Ksn2t+9nsjxcZiFRSe9dpfYkGgqn6vidJrevCi3dgOyRHcYXo8Fr89KrdLk6SFNpdwgchNnc83HxZyFAqVS4CUiL9Z9es6yvxfkdMrog9Wq50UmnjORKGLQq9nZ9HE5VHWdNq6gVinYWvXS6fa4e0xzfB7hcDc0Yq3ndplxO81o1MoJcnr1mMRuN2A36WXdCmbh9DzK+rafTr1NJl2m+sFM+18C/iZGfP7JENHvV4KcHIdptTrvFygB3DYDdqsRg0GDQqmg3elSqjXJFCocbgaIxgrk5hxgFgZlCbNRS7PVmVCsL/rtOO1GcsUaz9HczMcdHuj+ehFhe9XL1YP8TnCa8EYU4ewmjlKp4Gg7SDieI1eso1QqsBh1dHs9SesqtVqJx2HGOlBSiqJIrdEiW6iSK9QIx/NoNSpMBi1uh5mA18pjOEPxA7vMedKULCYdS0HHSMXW77HKVj6jyQLRZAGABZ8Nl8NEPFUcIeEgrQa2mHSsLrpIFMrcxuSdDk6vo3y3u8CXG/lFM1+bb6RCqRDY3fATrZQ4Tabo1QQ2PS6OX+ZP3nrF9ytBfh+O8tulIF8iMT6H/HyN9B8nW62RrU4edwqVgNtmwmkwYFT3bV2arQ65So2/tRqi0evi0Oj58lECOoDc/qbR7hDJlVjzOrhPyi+cAtKteSmcPiYw6TR8Xgvw7aFvTh9NFzla9XN+FyM5owoUdFkJh+fzarx6SmHQqTnaCtKpttlb8aFVKWnUWsQTRbLREtnodFKr06nIpfrH5es88dVlDJvNwOamj5sZLWqTSTdRfRvHw32K/cMFRJ0CnULJ05TM9HGUJM5lv9eC12Xm6TEzYTqeK1QHSnin5DWu1xWJJQoT1TSdToVBrabaaXG0H6JSbZJKl2WrZHI4v45zuBecqB7ubs82SO9XRqXJqM1hpC5jTB9+yaJSKTj4tMj5SfhtjfH4rOSyFTxeC+cyhQRBgOVlNxaznnSyRDyWJxV/v64ZTFrq9TaXZxGOPi1ychGZueHf2g5wPiNy+uw8yuFB39xfCkGfjUsJs/hX1Optri/jfDpa4Pi8/5oEidL86qILs1HL/VOG8+vRxxufN01nK6THNBgupxmPy4RGrcKoUZOLFlld96BQKBCE/sZGEAZ/AGFwOwy9nsHfggAmg5pOqYV1jujRVzglBFN/xl8ffvVEVEDk++UQx4OTbclv5/m1RS1CNl8jKzEr47IZMWo02C1GFnx94U+92Sadq5AvShPIxsDH0++xcvOYQqkQWFtyo9epiSaLvMTzI7YVszBu4xNNFXDZjZJzqn63hcs5LGa63R7HV1F0GhWfd0K0u118bgvlaoOdNS9ajRpRFKk32+SLNTK5yoDUyT+mTqPi/iVNq90llS2jUirY3/DTaHWmVoVfIfd5vmJ/o29pNT424LAa5mrBhxMFwoNFbzFgx2kzEk0WSWXLb+RbEGBj2YNaq+TyKcmX2/kqMidXEbZXPVw9Tc462s16HlJZps3AKhSwtxEgXi3z0yAx6XDZz0/ZON+icX63EuKHx/mrQyG7leN4/zhotbt0RZFv0Ti/WQjwY1h+YeqJIslyhWR5srK2pnKgqDOi/P8opGyqXlFrtkmVqiy77Tylpc8PjUpJl/lHOCqNFl/vYmyG3ATMJnrtLl+v5vscbUY9YWafp3qtipWAC41KQbfVRdtTjKT9zIvtZS+nA+KjHI5HLNQoFGocHC5wfROXdc8IBu2S6TLDsNkMKAENSnwuCwGvlWarS6FYI50ty7ZoBYE3v0uNRsnWqpd6tcnDY5qkBCnrpyT1z4VYPI+AiDhnBWcx5OT3X54IBmwj1TyH3YjLaRrEIg/a+8mipKXTK04u+mb7r6MHKpWCbHq+tvjxaZjDowVOxsioaYrNEPTFdCcnYVZX3FQrDVLJ0ptYzuY0johydDo1KytulEI/k/41DlQKw1ZLJ99eWN/wksiWp1bLpeY3pXBxEZP0Yt3d9nN5OccmWISTb2F2dgI8hjNvYka3w0TIbyeRKvI4ZdMzj7h02G7q80aQ2znnlaWwvxMgm2lRy9UoF6qU5xQoeQLW2Xf6a4D454jPXx/USgV7Pg/HQ4uDzWp4J6IyMBm0aLVqHiPZN8P6YRj1GjwuM2ajDoUgUG+2yOarFIpVPu+GaLY67G/4eYhk5/L/lIJRr+EpMtoWKVeauEImCqX6hNjK4zRPTSEahiD0q4n996rhIZMllavM/fvDcNqNXNwn6PVEDreDnFxF6XR7nA08DAMeKx6nmbvntGwSUqfbw2rWTxBvh9WA3215e6xxKOdUvA/jJZZ/m5VdDjlw200sLzp5jGW5+oBw5hW9nkgsmifgsowk9UCf9KbD0ouFIPTN+lON2hsBfUVX+f7d/vAS4SDk5TQyeyZKoaCfRFLpX9yjxf7rEYEfIzF+uxjkhw8q8NVKBReRFK16B51Kxc6Cm2+RON0PzmDMune53kQhCCw4rYSzk5sLrUpF7QNEFGDZa0cjKigW6rQbXT6tBeiJIi+pAoWK/AIkl2wlILLgc+Cy9oVxT5Esl3f9Y/Nw1c9VOIXLaSLzgVjA5ZCD86HKnZSI8vQkjD9gQ6VSEpZot2q18pfpYNCO3Wbg+irGybcXdnYDXIxXpZQKAm4zVrsBrU5NTxSp1ltkshW0WhUarRqn1cDDfYrzGS3z4YpYOl1mY8PHzZQuzisWQnbCkRzdbg+HzThCRHP56oStlFKpIOC3YbcaUKmUNJttMvkqmaHr9bfzCEcHIU5OI+wPxZXOg5PTMIdHIU6O39+vVjff/OPDYxqtVsXB0QLlcp2tnf6ogNNpIhiw06i3eHxIc3U2+1y0OYxEI6Pr1d1tEpfLhD3kkGy/Ly255q54d7s9MpnKyHFrNumIxT7m/nB7E2d7K4DJqGVj2cP9U2qu86A6RzreK442ApychnF8QGg1jE8HIU6+vHCwH+I2kiMYsiPAr0It/zcdv1oiatFrCRhNE7nh0yozAGqVEq/L/DZruRR08BwdPdmr9dabEGgY3+2F6PWgWJFOAvoIloIOybnRx0iWTzshvl0Oxe+ZdZL3HYZWo2J1wYVareAlmudxQHIPtwPodGq0GuXUtB85LPrtbyKuQmny4vA6t6nVKDncClCqNt7ERcOwmXUjRPRoO8j9S3oihWMYcgkes+B2mAh6bRRKdY6vo1TVPYx6DRsbXoya/hxYJJ6fO2WrUm9hNusx6jRUh15TU5So2Aiwt+4j26rzJTZJsM06DeeZ9x2/CNxncyw4rIRz0xeH75aDbxnwAJlqDadJT3YwHvBDOMrvFoMfsoPa93o5eYxz4PNyFkmSf6wTtFtwmA2cxOZXNcul7gyjWGugVAgE7GZi+dENoEalZN6lZ9Ftw6bVcnGfABFWvQ7S+QrpoSSuRa8Nl91IvdXhKZ4dEXENK6StJh2LPjuCCOFEnnA0R3jseuBzmbm87s8kLvsdcxNRpUJAbPZGPhs5m6Z4rIBKpeDwYIHTs/BIa7ZcmtzsbGz6oCdyd5MgFn5/vXe3SUwmLZWh2bhet0cyUZS0w9n+bpmv52Fiz7NneAN+Gzd3CYY7AOo5IkVdLjPlcvNtTCYrY4U3jG63RyxeGPFOBTDoNfg8lrfqZaXW5OggxNPDx6toJ6cRDg5DnJ70r7XTwgDG0Wx2OL+I8f13yygRWQjaibzk3kYw5kVg0UFOYpwgk6mgKTU42J2c8zTOqNyOo1Sqs7jgoKRR0mp1WVp0ci4zwmAyanG7TBiNOpQKgWazQ6FQI5Mp83ifYm8nQKvenlsrkJtDewHgcRi5H1SNXS7zh4ioWqVke93LyZf+fO7rNEA0kicQsCMIwq/KP/TPqvlfCbw2E7q2gnuJXaGc/RL0L5+bK27Oh1SVdothgohKYW/dx/FllK1VLy+xPJsrHgQBrueMZBvHtASbb5cR9jb8b6lDqwsu6ehMi4GFgJ32QBB1eT9JHLL5GtFkYeTxPvIah8VRL7E8qwsuHiSCApqtLieD1vpSwI7VYuDmMfUWcWjQ92fjPE4TNotBMht+HB/xZn0ln8VyjcdI7s331WjQAP352Kvn9+9KECAYtOGyGhHEvvddLF2ULe3FU0W217xcvaTpiSJajYrbxOjnsLvuo9Bp8jUuT+DWAy5+nx6tkFZbbaz6HmadhrIM+V5wWPkmQQyDVusbEQX6s6OLIX54ma+F3ByQA93Q/HE0XyKaL7HpdSIq4DY9m6TM2gC+Ilep47YY8VpNJIfSodRzeM2GXFacej3nd3FiQ08n5QscThYID2aIVUoFGwEXFqOOQrWOTqHiu60QuUKVl3iOsxkVE5/dQnowB3r1lOJwN8j5HP6XB1sBTr+NVulyU/KtO50eJ8cvrK15KJYaZLJl1GolkcHGTq1WsrXlo5CrcifTqm+3u2wtB+YSA+1s+/nph0f2jhamJvq8wuEyTYzK3N0mMZt0snOeZpMWtUoxUskMR/M4naa5COk4avUWD4PrvgDsbgfQqdUEfHa8nh4GvYZur0e50iSVKkp6bw7j7DzCwUGI09OIpIfuMPrXDAcOp5FmvU34OcP1VQydqh8X+nMwbf/WanU4O+6PEVwMglBsdgPXH7yOA7yEc+ztBul0u1xcRHG7TDjsRrRaNWJPpFZrkslUKJXqVGVGAlZX3JSLdQqJEhuLLm6nJAm+olRuoNOraUwRkSkEsOl0ZOv9Y0Svl/ZlloLZpMPrNI12HYbGAWKxPP6ADUEQfiWxnr98z88/BH51RHTF46CSrRGT8d2Mp4uYDBoqEjM0h9vBCQL0KniZhvUlNzfPabo98U2F/tqSD/lsOKwGLu+TM1MphpGYkiYC8BjO4HdbyBdr3L287/ZDA2FOoVTjKZIjL1GlfIXJoCGWKgD9KM15lPnD2Fn1vpHLVxjmaF89x/IQy/dFHttBsoUqWo2KTzshru4TkoEB43DYDDPFXi6HiZDP9vZZSIUOqFRK6E4uRqIIkXSRyFA8pNmqI+S2YdCqqFVbhGP5EcX/1X2ST7shvtz0wwhOBylE26teKmKbb4nZFcSqKL0wxopl9nweruIpxtdDhQLUWhWt8uTxpVVOnsI/hCP8ZqEvZJpmCRayWbiO9xeTdGXyIn2b7BPQowUf6VqVWFG+2jMvEQVIl6p4rSZcZgOZcv87Vk8Zw/A7zPjMJs5u4iTEwsjPNGrlhLfvODrdHnfhDFqNis2AC41SydeL+dq4DqthwhfyMZHDatFTnOL963WZuZGYwSuV6pLq7GHc36cwGrXs7gapN1pkUmV2dgKEnzKcn8w+f0tzVH98PivPD/3vPj9Fkf8Ki0U34VkJfd/KnSUX3yRmZ9VqJW6XhQcJn+Og3/aziOgrNlY9tJpdLi5iLLittNsdqtUm1eEYT6FfXXM6jOh0ajrdHqVynWSyRGtQIRdFOLvok9GaRASo223B57PQ7fSIRvJEX7Ijvpger5WX+3Q/kWnD+yHbIUEhyKrWh3F6HGZ5xU2hUmdh0SVp2aTVqDCbdegNmv64hUaNcmD/JooinW6PdqeLw6JHo1SSSZXJfLB62+t0eX5M01UIRO4z7G37OJcofozD5TARGatsD+NoMzgyrzuPjSH03QcUPZGHsfnbcaV8PFbA57NiF/pOB3/GLw+/KiKq16jJxEpvVTYpiCIEvLaJ2U05EpbOVVgOOSTbydBvTcdSxbeh6/TYgRxJFIgkCtitBpaCDu6e5GclX+F1mSVnU4dRa7Rx2U3sbfgp15qsLaiJpUpvzzcPQj4bV0MV22+XEfY3/LIzmeMoSlQ5Lu8TOKwGcjMESK/v4ZX4r4QcVKotVkJOIsnCTHN6r9MsSURdDhMhr41ipc5jOCuZqTwMpUpg3tHDcq3J5ZBHpUIQCC7YcVmMiF2RdK7M8WWEw60AaBRsrnhoKLqcJOdbfBwmPZcZ+RbieSLFb5eC/DimXP9+OchfhqUrVtWW9Of4YyTKd0E/J7GkbKUnYDITH2Q8P+cK2Ay6idhOgJNwApVCwW8Wg9xnc+TrkwTsI7ZgAMlihYDdgsOoJ1etSxJRr91E0Grh7CZGOia9cXNbTcQas+fdbGY9LoOei8Eoz5HEplQKyz47x6nRc75ca7K/5qc4RaFtN+jINKVfl9NlJhKe3oWpVptcnEX4x/72JsquyOmMzO1hvDxnCSzYicUKkj/XalUoReHNGD4WzbO54+dmij/w8rL7TRA6jrTEploQ+mRxfF71FY054omlsBRyoNWoub1Lvv1/eECot7f7s5pvECGTLpMZEzEJCvC6LdjtRrQ6Fe12j3yhit9nI5PSEwo6UCoFEvEimWT/jxyMhr4Ha7XS5Pkxzd5BaKQ6Nw2Ly04eZxwHr3h6TLO7F0SnU7GzG6Dd7tJotPsRqNUGjVaXRr4KU6p+u9t+fjh5IeCxvFXZ54VOp+bhNkmr1WV1y8f9Q4rb8xifDkN8u5mu3jcb5UcJFnw2Ls9Hf38eF4XVZTfZZFFybKUgQTYTiSJenxWHU3iz2/ql4m9ia/5XFfGpgJGoRDkYx0r7h9vBqZVAm9kgebvHaaZcbVIbmiWMJgvYJaLd8sUa3y4idLtdPu2E3jLSpeBzWWR/BqDXqdnf8GMx61CrlVSqTb5dRkllP7aD1etGPwdRhNvnNEuB2fGgqwtOyZGFbk9kMSCdsSwHj9PMf/z1EQS4fEhSqTUJeq39CNPNgORnpRuKJnXZjXzaDbEScpLJVfh2GZGc4ZXCvBGfUuiJIuFkga+3Ub49xIgWyhjtekxmLTqHhli9zF1yvtcBsOxzMMsi/4eXKN8tvedjLzisfJ0yq/mSlx8n+BKNs+vzoJH4DLQq5Yh1lQgsuWyyz9Pp9fjpKUq72eF3iyF0Yzn181YxhhHLlzDqNVgNOlSK90uR22rk+5UAhVSFk6vo1PlTs2G2GXvQbUWPcuSYOb2Osrs2PYbUYtJxLZMedHYfZ2dLOg70YCvA7ZTKmFw05Dj29oJ8+8t7ok9ZVhac7O4EpsYvDsPtkM9mX1/xEBubcRemxDaqVUqeI/LHeTxRZG3ZPXLb4V5IloRCX/Bj+EAL1usxs7cVIBzOvZFQANvQvOTVVfwtMnMaxF4/IerqKs7xtzAX51Ei4TzVSgOLWcflWYSz4zCZGV0rALX6/bjtdHqcn0Y4/Lw413uyzGkv5PNZ2dn2UyrUyKcrXFzFub1PEY7myeWrsm4L42i0OrQ7PVr0pgrgpLC64n57nlc/7V5P5OxbmO+2JmO2h6GVieFVKRUo2pP59slUaWoY395OgMhTWpKE6nRq2Y5AMlFEqVHhdP3ZqumXhl8VEa012tw/Z3DZTXzaCb3ZLo2j0XrfbW+v+WbORkYk2vM2sx5BQLL1HfLZZB+r3uzw7TJCNl9hb9PPUnCStEklDdkteo62g2yveul0+qr0s5s4xXKDdK7Cp53J/PdZkBLjNFsdKvWWJJkexjiZH8ZLLPuh1+L3WOj2RL5dRthe8yKKEE0WOb6KcnoTI52r4LQZ2d/w82knyGLAjkIp8Gkn2Cef+SrfLiJvAqyPQKX6+UR0GAadmk+7QZRONf/hyzOJepVcp872oofPKwFMutmLaq49n3rzNJ5k3eMctOT7EZxyqDRbBK3yG5uTeIINtxOdenTh2fN6KdVHq6nzfKfVVpsfHiKYVVq+CwXehAEfac0PI5wpYjfqMWg0OM0Gvl8JUM7WOL6Mzsy0hn6XZBo2F92U8/WJTVxPhLuXNKsL8rnc60HX1Nm2WKE8mEF+h8WkI/w4fXZOrZ5NApaWnNyfRalVW6xt+nh6SHN5EsFu0nN0sIDZPF2w8vKSkUxjOjwIcSFRyb29SRDw2yQfa2vbT6Ew/dgdHtk5OliQrZ6+otPtsbw4OxPdZtVztBsim65ycRkbEcloNao3gcsrzs8jrKy4+Si0WhWpZAndHBubYfQkjtGTry/sHYRmzo1K+bcOw2LVc3iwQDpR5OoihsNl4u42yYHMBmgaFkKONwuneLLE+ub0TdgEht7nuPDn5OsLnzferwUTkDmND9b8RKL5idvrjTYup/RG6mg/xOVp5C0KdBwOx3Ryn0qVENRKnG75jdofEyL8OWv+14Jh37GQz4bbYSKSLLzNCL4m7awsOHkKZ+hOyZ1/fbzVBScPg4qJQafGYtbJKuMFxewFuyfypuhfX3KhVim5ekiiEASeY/1Ko99jweu0UKrUeYxkycu0CtudLt8uIwS9NrRaFQ9zDIkLQETG0zSbr7Ky4KRSa0nOtdothqkq/Vyxzv6mn7Ob2S1+h1XfVzfTP8kiibzkaEK2UB1Jt7JZ9CgUirlGAKZBqfyrnYA+pxmP38J5Ks1fxt9bSAa1mp4IF8n+QqhWKjhY8SH04Dqapjn2ufpsZm5z87XDWt0u1U6Lv1hd5O89z27JesxGoiX56s15MsWW20m0UKbS6m9O6hLjI9EpM6DjyFRqZCo1Fp1WzAYd9WL/cdUKBXqNGq1ahVapQqtWolYoUCuVKAUFSkHox5YiDBYoEbEn4tTo6Wqbc8XzDkMu+hLgaD3A5XVMltC22l3SuTL+objfVxj0Gu7upo9c5Io1jjYCnA21Ypf9ds5n2PbMqh7bbAaq2SrtQQWqNTSKlMtWyA1slw52g+SKVaISfp+FfI3NbT/XQ8LM1RU3l1Nem9NqmFCpw2wfYOiLloxGDcsLLk7O5pu/nVbcNejVbK76uL5NyBqyb656JmZmu12RYrGGxaKjJFExk8POlp/j4xey2QpbO37J+V4pNGRmfc9PI6yue0glS5IRk0aTlmcZCyatVsX2tp/b6wSnQ0lNr76qkacsZqN25njTMKxWPQx99SdXMQ52J+M95V7Pw9C58PKcxWjRjThAnB6H2dsNcBVJT/i/tiSiXNcXXFNjbp1O44jATa1Ssr3h4/Tr9Ouh2axj1tRqOlXG7Tbh8ljmqnr/GX94/CqJ6DBeZyYFAdYWXJgMWh4jWbZXPcRSpYn0IzlYBi0etUpB0GfjVmLA/hWJ9OyZtGHcDS44AY+V5aCDWrNNMlMiniqNRFjOQjTZf59H20Fun1LUpsxZBX22qbOkj+FsX9UrESm3HHLMFDXV57Q+Wgw6R6yoKrUWNosBnVY9dda3UmvxEM6gVik52ApQqTZ4/OBcE/T9CH8ONpc9CHoFZ4kkz9HJmSLlWDOh3e1xPGihG/RqPrk9tFpdbmJ9E+ig20o4MUr0HAY9LpMBo06LSqmg3etS6bRI12qE62VMJQ3fhwL8FJk+g6Wcw3bmOp1lzWlHWVFg1Wm5SUxWl+OlMl6zkVR5/oH+l2yR3xiNOAwmko0i3V6POk3q82SVDqDTqHCgpVpucLToI1GukMzPN8clZ3r+/WaQb3Mox8vVJnqdBptFT2FIfLS16JnLl/L4NsbWmoe7+xRbq56ZJBSgPsWWTK1W4jDpeb5/r/Q93CRxusxkhxbmZrOvqAZY3/Si0qi4vomPVAyHj32bTU8hW52aPX5zGcdqHRVhra97uZ3DGaTZ6vCPfL/E2VVsbmufp5csSqVipFCgVinY3Qrw+JSRFOUMoy5DxHK5KhsbXiqV5ly2Yl6vdYSQlSpNFEoFvRkFDJisDg7j4S6Fz2/DYNCQSo5e5xeWXROjC4IAe3sh4tE8JxKEKz7YJJRKdfYOQpzMUQgAsFr0XEnc9yGaxeUyjxA+KayuuLk6ff98xJ7I4oJjIpXp8iLG2rqXcK44sjaNE2a9Tk0lX5/63Qx7uppMWnwuM+dznI/T0geHkU5XcLlMuL0W0slfEBkVpybu/sniV9WanwZRhPuXDMdXUfQ6NU6HmUW/nU87IT7thNhb97EScuKwGlBKbMXD8T7J21zxTiWhAKlsBY9M60AKQa+VT7shur0e2WKVRqM9Mnf6EYgig/eomTrj5rTNnj86vY7xaSc0cptKqeA5OrsFfh/Osjhj1tRk0HL9OFlViiQKrC9Nb8u9fkPtTpfTmxiP0RzLIQcHW4G5vAtfoZijev0KrVrF0XYQ74qN02Kak0RSdqZzWmJIrdXmSzTOWTqFwaLht5shNEYVv1kJsr/oY8FrQ2NSke7VuSxl+TEV4x/EI/yUjHOdzZKr1zGrNdynsnx7iLHnchOwyB9vxfp8lZ/7bB6rXkvQKP9YIcf8CSM6tYrv/X5OzmN8fYzh/8A5MYwDv5d0vsLKgpOz2zjFTI3vV4NY9LPbpOMJM2qVkqNV/1wk9BWpbBmrSYd+sPhpNSqen+aPyCw0mljMOoqZ+Qj8tDb39oZvhIRCf+whuCB/rt3fJLk+i+K2mzg8WHiLEb27SWAyalEoBJw2E/kZ9jXtdpeVBefIbYoZGzmrRc/Rfoigz0q11KScr+OxG9lZ8/J5L8T+VoCg3ybZmahUm6wM2vOCAAc7QWxmAyenkampQgA+j4WHe/nr9O1tkoODkOzPR9+DbuR8jscL7M3xu4KCmcKXRLxAvd5meXV0XEA5Nje5vuElFLRzfhKWfEyv30phiPRenEVmXkNfsbzkktywVWstjFb9zLljQYIYyblc3N8l8RoN2IZGR8bdETZDLtIzyO/r5sTjNmPRaXi4nc8m8SP9r0ymQod+TOuf8cfFr74iOg6n3YgowvVdgkJ5MqEI+i0hh82A1aRHr1OjUav6RuQbvrmUtNAXHE0TD736WmYLVcLxPNFkka0Vz5vvqMOqZ2PZPZP0yg3YvLay9zb8xFMFcmNeiPOKR06uouys+97iQ7fXvHO13KHfPp9m7L+x7ObrpTQhOLuNTxj3D0OUeN9PA/GU1axjJeQiHM9JxrcOY57WvMtmJBS0c5XL8Pvk9OrjK8r1+Sp+aq2KsKKCR2nk99H5285LVivX+f6xcRVLo1Ur+d1ikC/R+IQK/jlXQCUIdGZ85+s2B/qOElVLYN3t5E7CH7QntepIIGi3oGsqOB0cK61OF6VGiVIhfEhB7zDpuRqotV9nJ19HUUwGLd+vBTl5itOWqU4Vyu/fv9mgJWAzc3Y133c4jOdYnq0VL3cvaXZWvG8m51LQaVXYrUbMBg06jRqVQoF1ScvVyXzfby5XQaVSTFQnDw8WOP/xSfJ3EtE8gjC9WpJOlkgnS+j1ag73QyTTZTw+C4IgcDKn6v7pPo1araTd7uLzWbm5jTO+vCsUAlvrPhBFbu+Sb5VjzYDIZzIVMmOWUGqVkoDPis2qR6VWUm/045SNRi3bGz4q5QZnM3Lih+FzWkhFClPvc3ISZmPDO1U4trPt50ois/3pJYvBqJG0dHqFy2Eik5w9zlIu1Wk22uzsB99GI16rm4GgHbNBy80UYReA22shMaT+F0VoVJqolArJNe4VSqWClymz9Q8vGT4fLHByLH18aLUqHiXiSaXCEV4RDufweCxonWaS2TL1RhuzRU+50mB31cfZHF2DYrnB6rKLbLJE5gMjFq0pM91SyGUq2B1GzBZpwfIfA70P0ek/DfxJEVGnzYhaqSAx2G29RlKOoydCrlAbsQf6tBOiXG1SLDfwuy24nWZEUSSVLUtaLUkRPatZz0rIQbna5CGcGfG1VAjCSLsiV6yTL9b5vBPi5Dr6YfubV5zfxjEZtBN2NLNsjYbfx1MkS8hrI5IsfKhSe3WfxGTUjiTVvEKnUY34n0rh5DoyhYzLn4zFcoNvlxGUSgV7G36arfbb+MM4plVE10JOtBYNp4kk0djHZlEzperM7fdmyEW4U6aQL9PsdOhvKua7yJiVo9XAZrvLT/dRlt12RBU8ZN83AK1ulzWXnfuc9KYgZLbgVRo4fUkgivDb5SDRSJ7v1gJ8GWv7hwuzx06OQj5eHrOkx0ZDHpM5frMR4sv1/NXIFbudk2T/uI2OjbxUak2+XURwO0x4PRZOHmMjueYaleLNzN7rMKPqwd3MjZ08bh4TfL+3SLvaZm/dh1qpRCEIdLu9gVVOk0KxTr3SIlUpMLw8H+wEyVVr7B2GyKbKJKYs1L2eiNdjJhF/v8/GhpeLr8+yv5NOlljZ8E54JkqhXm9z+vUFQYD1FReVWoutLT+5XIVMpjyVzJZKdfY+LXB6EcXttoyMDgX8NtxOE8/PGa4kyH5yis1Ru9MlGs0THRKnWCx6jGoVtXKDqIzVlBQUCoGXOSIuRbGvjnc4jJJBAlqtStJ6Cvqfw+HhAqdf5L8Ti9UwFxGF/pzk1XmUw8+LpFJl6u0OBwOrp/gc136pu8RjBQ4+L/Jtypzn9qZv5sbs+DLC+pqH+/vJY2u8Lf+KVKKIy2+VbeunUiVsVgOLfjsv8TxOmwGFAPGIfOHCaNTi91ox6jWInR7Kroh12U2n06VS7RvuyyWTvULOjP8VeoMGl8uMyaRDrVbQ64rUyg06rZ9nJ/YPGyJ/M+2b5iaigiAogR+BqCiK/9TYz/5p4F8BekAH+BdFUfx7giBsAf+XobuuAv9jURT/DUEQ/ivA/wTYAX4niuKPf5U34rAa0KiVI6KDVKY0V4Vma9XDyVWE7UGrO54ujTyO3Wog6LGiUvXFM5F44U0IZNCpWV9y02x3uHtK801GbLG/FZggxSLw9TLC2pKLQqn+FqX5UVRqTY6vomwsuanUmlRrrQ/lytcbbVrGbj85aIqX4Dha7S67637Jqub2mo9vV9MJSU+EZLaMy26cSMSSqoiOo9vtcT7IAl/w23BYjVw9JEaiTMfbTiqlgp01H4Vek4tsDn6mv3G53sRs11BuShP3T5sBvmTitAfVy1i5zJ7Xw0VyPqIkNz/7lM6jUMDvlkOcJBM02v0KgMNgmCCiLr2eVYOd06cEyd778SDSn608uY7x260gX2PvVdZMpUbIbiGanzx+VAoF3wX8ssc4wLenGEteO8/J2RG4i04r50MehOl8hZDXNhEykc5VSOcqrAYcqPQqriP9z9BlNRFPlVgLOslnKmRmLEJKhYDTauy34bUa1AqBblek0WhTqjTIF6ooGyLNepdYskC5Mv+ca7PVodsVOb2MohBgZz9IuVCX9Wu0WA1vRNTrtZB8yiLOcAkwGOa3O3I6TdhtBv7+//sa/4Kd+IDoGfRq3H4bZqseQSFQq7dJp0sUhzoquVQZk0nL9W0Co1HD2rKHUqnG83OWuITKGfrG8VKBEnJYX/OQS5epVJu8PGfZ2w5wPmcle2vNy/X5fPctleqsrLgpFusTotXtLd+Ikfo4Li9jU2cIP2I/BX1ifHoS5h/9xzc5PYu+zfjOA7mNzfV5DJ/XIhuQMk+McU+EbKmG2aybGImYNpjh98oTUYBCsUar3WFj0Y3GoMaoVHM1qPzabQa8bjM6jZp2o0M2XSadKvGYfS8ILC04eBmLnrWYdThdZowmLUplv6tQqdRJZyrUai1ymTJGkxan04zJpEWlUtLtdKlVmmTTZcrFOpHi5HVi7aMuAn/GP1R8pCL6LwCXgJRXzP8L+PdEURQFQTgE/h1gWxTFa+ATvBHZKPDvDn7nDPgvAf/rn/fS32Gz6NFp1W9q+VckMuWZ6m6/20I0UaAnyqcs5Yu1EeWoQafG5zazueLh22VkIn1oHDqtmkhcXmhz/5zBbNSys+aTjOmcF7fPaRxWA5/2ghRLDYSBpHi4pSeKIr2eiCiKdHs9ur3+351Ob2CLpebhJUOpOl87JJYqohCEkQqxSqngZcr7HUap0mAp4KBYaUydu5yFcKJAOFHAZNCys+4jniyRzJYRBkTUatKxsuTirpDjx/THI/Kk4DEaJ4ioUimwv+nnL+OTZE39ASupyJTc+V4PfnqI4LWasDsMnCdTI5+/WaNhz+bh7CnB18TksdkesoP6eh1la8FNtF6mMJg19dnME0TUZTLgVumnklDo2/L0FKJk63kcVpV2ohrkcZpkz8OngdvE/qqXQrOJyaDFtWbk9i5Ju91FrVLgspqwmnToNCoUKOh2u9QbbYqlOvlClWyyTFamivVpI0AqVSIayeNymXGEjDzPKZAb7iT0RDgfXBO2t320m10eH0c3ILpBG1uv16DuQWYO0nt3HUc/I5UJYG8/yNNtkvsBgXK7LW9EtF5v8yKRy2616fF4rehNWnoirLrc5AoNbu+SnM4QDUGf+M5DRBUKgYO9EKenYcSeyMKik3any+VllE8HC3PN9k7zPJXC42Oaw8OFEfGZ12vl8mL6dbvd7uLyyBPReT1dX+HymDFZ9WRyNRQ92JszKtbpNpORmUVttTpYdRpJpfjyopPHOSrHANlCjd0NH9dDn4larZRsy7+iO0eSYK3WInKf5h/52+sUcnW2Vzyk4kWKiTKlxPRqstVmgDEiWi43ZOeHv/9uCUVX5OvvHwjn57PK++Xhj2e1JAjCAvBvAz76RcV/SxTF//nQz/8l4H8KuEVRzAxu+5eB/xb92Jj/niiK/8/B7d8D/ztAD/wHwL8gTvH4m0vJIQhCCPgvAP8bqZ+LolgZehIj0oON/yngXhTF58HvXA6I6l8JNrMeo14zQUJfkS/VZC1eTAPPuNc40GK5gXcOwUWt0UYU++2m1hzkaWfNOzHDOY5ytcnlfYJPO8EPERa1Ssn6kpvPuyFWQg7yxf7IQa5Y49tlhG+XEb5eRN7+/erdeXYb5/I+yc1jivvnDK1Wh//4pwc63S71Zpu9DT/bq56ZjeRUtszWqmfktr0N/4dsl55jOXbGhFc/91Ss1Abm//kyuxs+rDYd339epKBv85ex6Egu+18VFu2ol6PVqGNpxcnvJUgowFkyicMw3f8RwG80SSYcjSNZrHAVTvG930+11UarVPIX3iDqssBPtxGabel5qfrY7dfhNMauimVnXxDTHvMt3fG5ESoi93OGCDynCxyuBabeZyfg5uphsvpenaIof8XlQ5JUvEjQbEbV6LHksOLS6xHrXVLxIre3SU7Poxyfhzm7inH/lCaTq0ztjHy3FeT0PPpm9J3JlIlF8xzsTjfrfkVRJmr36j7JfSTDyoaHjQ3v2+0ifSKzHLJPbVcOo9nosDr0GOOwWHTsbPm5+BYemW2MPGen2lwBlAt17q8TnP30TL1U5/gfPEGnJ2m9IwWdbnZNw+U0sbzg5OT4BXHsuxBFOD4Jc7QXmvpa7VY9NxJRo7NwchJmZ/vdf9M2JlCSw8VljJWx69srZm20hrF7GKJab5FOl7m6iOLyWLg4ibCx6sU3Qyzjk/F3fcXdbZJ9CW9Ro2n2tWYYF7cJDg7eAwHWVj1TNz3RcG7mcaVQCOxt+sk9F+jWWiSjhalOA8P4yLja3l6Q498/Eg1nWd30YnfOFxbwZ4ygA/z3RVHcAf4C+OcFQdiFN5L6nwbehokHP/tngT3gnwT+l4OCI8D/Cvi7wMbgzz857YnnlRT/G8D/AOSDYQRB+GcEQbgC/n3gvylxl38W+D/N+XzDj/t3BUH4URCEH9vN0T6qxaTDZNASnTKbFE0UJ0gO9Nt0QZ91ooXtnlP5q1Aopj7vKxxWAxd381fgvl1GCXgs+NzyJuUhn41POyG2V70oFQJ3z2m+XkR4jOSwWfRc3ifRa2dnwg/D7TDRE0WiiQJajYrz2zhXDymcdiOfd6cnRQ3bcCiEfrv9ozi5jnK0877o/xwLC4New9aal8PDBZa2vVyUs6Q1LaK9Gj2dgkDAyu6al89bQT5tBNhacOO2GmdeTOWgGZo/XfLaUNiVUyM8O70e6y6n7M9fEZiiapfCt+c4pq6KPaObn26ilBvTq2slCZV9Ml8hkyjxOejnMdcXxggC/G4hxON9muKMPPdxfH2MsuKXTuBSAK2K9AL3EM2hnyP1xWbS8+3LM7l8lcdwlnyx9rNtTz5vhTgeeIFqhszm250ep6cR9rcDM21hypUmarX8BvL+Kc31U4rFVRfbO35arQ6HeyFuzj4mrJKzLNre8SN0Ra4kBD+5bGVuA3OXx9Kfxas0ufoW5tNOEGGOMZm2jMH4K3a2/DTrrYnK8DjZODkNs7Phl/0sl4LOuSyZpPD8ksXjsbCz4/8Qme0pkNwZ1+aoYhtNWnYOQ5yfR6nVWiwt9V+/cpDIdHeTIJssc3S4KH/8zHGBij5lMQ8RT7vNwOWM6E0pnN8nCAb7G1LljOctFeuEQvIpexazjvWQk9PfP5GIFbg6jaLo9NjZmb5JfcW8UZx7e0GuTvoVdovVwP1Nknany/b+fJvIXxpE8Q/zZ/bzinFRFL8M/l2m3wF//RD/Z/Q54PAj/dPA/1kUxaYoio/AHfA7QRD8gEUUxb8/KFD+28B/cdpzzySigiD8U0BKFMWfZryJf1cUxe3BE/4rY4+hAf4O8H+d9XwSj/tviaL4G1EUf6PWvu9yLCYdVrNeMhVpHFICnIOt4JuCfRiqOVTWboeJ64ckqWx5wu5kHCG/fWRmcR48x/IUy3UOtvonrMNq4GArwMFWAIdVTyRR4NtlhKuH5IRP6lLISbfb4+YpJUnApeBxmjkfqObzpTprQ4knmXyVrxcRMvkKmyse9jf9E/ZJ148p/APivLvhJ5H5eb5s57fxqUk343DZjexvB9g/DOHbcFDQdzjOp/l9JMpVMo0owEUiTbnaQKdR8ZIrchJN8sNzlB/DMc7TaeLNKoJRic9vZfuNpAbZXvTgsZmY5v70uiAerPoId8skKrMvnM+Fwsx1RS1+zFXtk9dHLd8knSljN86Oj8xXpUllo9Xl9CbOtsvFjs/NocvLt4sIMlH1U9HtiTR7XTQSVltHi35eZMIW2p0uK6HZx8CCzUq11sJl+6vF9X3aCnIy1HqWSpc6O4/icZrxTtkcAtjniGx8Cme5eUphtesROz32Py2yuuHttyHnwONdCo/3/XUYjBr29oJcn0YpTem6zNNl0Rs0qLUqSkM+oqc/PbO74psZCSlneq/RqDjcC3F1GaMiQdyaEhXXy6sYC347ZuOoYE9AJClhuP8RLATttBsfU1Y/PWXY2Z+0c5plh7W64UFn1I4kWb1y6Pu7JHp9v1jQaXc5+fKM3WJgU2LDkJ7jeloq1VkZstNbXHTOlUw2jna7S1fRFw49SYiXxmGXOW4XFxzoegL3l4N1JVfF5TZRKta5Pomwu+Xvm+xPQSJRwGicbuG2uxvok9DBe9UOCjCVcoOriyj7nxfQfDDO9E8Yrtei3uDP35W7oyAIy8Bn4C8FQfg79LVBx2N3CwLDczuRwW3Bwb/Hb5fFPN/Q3wb+jiAI/3lAB1gEQfjfi6L4X5e6syiK/x9BENYEQXC9zhEA/zngiyiK8ythpsBk1GIz62UXs3E8RXNsrXq5HrQCj7aDsrZB+dLsyk/Qa3ubh7Ka5E+mRb+d0zntoMahVilRq5TYzDou75Nzt7rjQyMK+VJtpr0H9Odkh62ojq+irC26uB9KcBJFuHnsX5jMRi17Gy5yhdrbd+B1WYhnSh+unA2j0+2RL9ewS1hpKASBoN+G3WGkLfSIlspEylUiKfnnW1/x8CURp95qsxN0U240Jds9rU6XSL5IJD9Z4VbpFXjMJhwGPTqVCkGEerNNsVKn0Wzz3XaQv5+YXyWeqFQ48Ho5S8hf5EtztOVf8Vt/gLPbODshLw+pHOsBJ5VGU9buCKDZ6WLRaajItMG/Xkf5JzZWKLWafLcapFRvEMkW5w6HeEUkW+T7tSBfr9/PAa1KOaIWl4J6RvVxZ9HzJmw5v4kR9NmITglvkMPBup/zsQqinMtCOJLDaNSws+Hj8la6mmY260jNCKhYWnAiNrtcnEapZUbPaZNFj9tjwTjw/mzUWuRylb6R/dBh6/PbSCVLrG94KaTLXMwherm7TqA3aKjXpL9zQSEQWnZxczXZvbk6jxJadFA1dslIqM/VKiUJie6Q32dFpVBMnTGVC8Z4fErj91nR6dSkB5Wx1WUPjzezlxABEY/HitNhRK1W0mp1yGYqZLMVqqU6yWSBjXUvao2Sm5vEXC32VLr0ZmsFfcW9XItZqRTYPVrk7DQ8Ur1VqRU8DYofzWaHvb3QyHf3ar+1ux8kniqSz1Wx240k5zRcPz+NsL7l4zmSm3s29O01KwSsFj1moxa9TsP6gouH6wQ1mePlFXUJe6v93SB3x1HaY9cLj8dKJt3/Lq/OopitenZ3A1zIzOqKCPgDNu5k7Ld2dgPcnEZHRH7C2Nzu2XEYX8CGSqkk8jzfaNEfG39A1XxGFMXfzLqTIAgm4P8G/Iv02/X/I+A/I3VXidvkrGGm7opmElFRFP9l4F8evMD/JPAvjZNQQRDW6c9/ioIgfAdogOFv/b/Gz2jLS8Fk0OKyGd88JefFa7772qJravZ8JFFAq1HKVjFVSgVPQ75sL7HshFjnFTqdeo6m1ig2VzxoVEquH1O0O12SmcbcavbNZTc3Q/Y1iXRpqlcn9D00peI8G622LIktV5tvopWloAObWU84nudgM8Dpz2gHDSNfrLG26EKpULCx4sZg1lLutHnOFbhtFCE2f6pVS/H+2i+jaX6zGuSHp49tDDrdHrFCiVhhdDGwmfR4gjp6nR5qheJNHT8Ppokc1ILAS7Yw1+P8hf/dKkk7MMi+i2X5tBbgp/D078Fu0ssS0aOQn//v6SMbfhe3kf6CJgiw4LTitBlQKhVUmi2i2aLsY7zi60OM9aCTu0FIwmHIx7fz6cR93MZpGBqVknL2ffMh9vpz4h8lotsrXm5uEhNt3mn6k2q1xeV1nKODBU4voxO/q50yDqPVqNjZ8HF2HH6bj9QOERvoV3Gk4iD1eg1urxWzWYdSqUChEPj8eYnjHx/nHkdoNTvs7wQ4kyGF+58Wp3qNRl5yWKx61pZc3I+RHK/PQnjMfml/N8jdbYLmDF/HaXY88UQRm83AYsjBSySHQTP5+er1avw+GyajFlEUqVQaJOJFUon+n2EcHoQ4PQ4TCNm5HbTmTWYdqztusrnqiLXUODKZCkeHC5wM7JwcThOJ2uT9vX4rGr1a0pdzddXDzfX7tbYlYxl0eRZFb9BweLBAB5Hc5fyb+0apwfa2n5PzCAIiZpMeyyCsQadW9Sv+InQ7PVrNNrVai0q5Qblcp1QtU6JfkDAehEg95/C6zfhCdpqdLo/PmYnv8/khjUajotXqoFL17fTOfpC2vBr3dC4X61wdR9jdDxJLFkcM+19hkKmIbu8EuD2NTqRfdSQEVIlYAbVGycHnRU6/vcygRH+zIQiCmj4J/T+Iovh/FwThAFgBjgfi5xDwRRCE39GvdC4M/XoIiA1uD0ncLoufXbMWBOG/AyCK4r8J/JeBf04QhDZQB/6rr+IlQRAM9Idc/9tjv//PAP8LwA38+4IgfBNF8T877TkVCgGX3cTTHMk/47h/yXC0E+QxnJ1aIex2e6yE3Nw9S8/6jRu+54p1SS/M7VWvpBhDCnaLnqWQk3iq+FZ1PNwKcHIdY23RRSxVwOM0TzXQh3dD8GHcPKWwmvWylcqQ30ZGQgkdTRT5vBuaGfX5HM3xTH+htToMbG746Im9wVxKX53fE3lT6vd6Ij1R7N+nB91ej57YzxvvDn6msWlQmdV8uY7SLf6MvjD9qu3VmFXSj49RDhd8nER+vjMBwM6yh+deidNsklqhxbLDBmqB+/x8m6PzVAqXQU9GQji1ZLXxXJ5e6ReAv+UNjvh1DpOib/cxfrs5nXQbddLWMypBIJerIgKVZguNWkmr3UUUIZopEs0MLe4CBOxmXDYjao2KeqtNPFcaaf33RJFyu4VWrUSv1nAzx4Yqna8Q9FglBYiHS763ec5XXNzEWQjYCc/ZIVlbcPHylJGshM0kdgNRzcaah1SuMhKHqZKZ8Vtf9VDN1yZysi1Ww0hspxzq9TYvQ0lPh58WaRZrbG75UKiU3N8k5xIV1WRI3ywS+opSsU6t1uLwIMjJkNWS1Wp4I6J6vYa1ZRfn8yRbCVCaYblVKNRoNtrsbfspZKvsbPv7xKfZIZspk8mUeZyjhXx4uNAnIfQjI19RKTfeLJwWl5xYbQbu71OSlcCb2yQWq4FSsYZFItN8/9MiNzcJmjJV8fGNyv19CpvDQCE3ScDqtRanX1/4W//oBiGfFRD6/wn0/42IIAhD/89grlvAoVOz5LSQTBSppavU0h/3qOsONkiZdJnMwEhfrVGyteJGZ9KSypSJJ4q0213W1z2kM2WcRj1nP8r7rkq9T+hXR00WnaSLgJSN3fa2n/vzSRIK8sd4u9Xl9PiFjR0/qVhxbsHUXzf66+YfTTUvAP9b4FIUxX+9/3rEU8AzdJ8n4DeiKGYEQfj3gP+jIAj/OhCgL0r6vSiKXUEQyoIg/AXwl8A/R5/ryeJDRFQUxf8I+I8G//43h27/14B/TeZ3asDEIKUoiv8u71ZOc0GvVWMyaDjcCry10ARhYAL7SnCG7Ig63S6dTo9Wu0Or1UWnUWPUayhVpl/8xmeThlGXyHfXjy3qSoVAeYb9kUDfv1ShUHD9mOLbEOELeKxvhLTb61GpNXHYDG+kQAo2s/5t9GAYtXpL1tjfYdVLVkNfcXYTx+e2kJjDk1RE5D8+e2J3xcvZTfJnzRVC39vvMp2lnuuwt+rl5jE1c7RACiuLTn6IjW3CxL7petBmIVr4+ByrSqlgf8fPXyYjb/0HtSDwlCugUij4i4UQPyVjM6ujnV6PVZeDzMvkd+LUGnhGnlCpFQJHDh9fbkd/tzpmI/XtLsrekpfzqDTx06qlq3dHC36OB1XtWK7E92tBvtzIEFoRErkyidwomXKZ9XidFvQ6FY12h2Sxws6qD1Vd5Dg9X0Xa6zJPENGg08LFpUQ3Q5x+zg5jwW8jnSjJVurmVere3qdw2A2sLLne26Bj64fRoGFtyd3PyJZ4WJNFNxcRHcbGlo/Tr0/s74c4Hyz6eqOGzYMQjWaHh7ukrJjn8S6J228dsSNa2/SNzDDOQqfd5fzLC0ffLXJ6HaMngmowB7y44KRVb02MO8jBZNRSntH6hf7cMO0eJoOGqxmWS1LY3vaP5JRrJCqrQN+z8jmLVqtmfy9Ird7iYcjqql5vsb4f4uzbywipNFv0BBYcM22uxj1lez2RhWUXhZz8JuD2Kk5wySmbfDSOnb0ghWyNZrXJ0pJL0qR+HpQkEuvarS53QxVdr8eCL2jD5DCQixR5krnWvCIazaHVqWhKzOhWSg0uj8Ps7AWIp0pv1dFx/9StLT8Pl3G6MuMUhRlzu7dXcaw2Axs7fm6lriW/APyx7Jvoj2H+N4BTQRC+DW77H4qi+B9I3VkUxXNBEP4d4IJ+C/+fF0XxlaD8d3m3b/p/DP7I4lc1xdvriVzcxSVTJuZBvdGiWm+xHHRMbe3LzcIt+O0jc5OveAxnRtrY+5sB2ahQh83AUsBBJFHgSkIspVYrUSkVb6/h1YT5JZZ/q5JKYTnklG3Bn13H3hIuhrEYkP8d6C8AFpNuLiK6vOjiIpri222M/TUft48pyXzjadjZ9nOWTOGxmahUS5xEExyseLl7Sn/4sUo96QWu0mzhNBvQqVVvZvDzwO80o3Sq+AfJ989LBMw6HcV6g06vxw/PURbtVlQaJbf56VX7p4FoabwCJ3bkD269WsWGwcHJw+QFNFMeXTh6PYjE8oTsFiJS5vQSojytSklkrMX99SHKis/BY2L+UZhcuU5uqAKvEATW7XaUTZE1n4P7OR5LysbJqtKS6ki37S9vEiwtOHiecl77nGZqhcbUdnC3O7+wMJevUSzVOdwNcXIRGWkL7mz6SUXznE+Z39TpP+ZsYbUZSMcLIMLTY+bNq7VebXE+aBnbnEZCK24KhRrhsZk4UQS/3/ZGRL1+K4lEccLofR6cfXlhc9tPOFOk0WhztB/i4iL6IUsjs0k/k4hqNEqWg04uL+NotSpWVt08SvigymFp0cHTfXrU2WOG/2ez2eZsUHX3+ax4fVaeXzIUCnXOL6IEgu+ioI1tH6lMWTJpahiLS84Jc3aA/JTKXCBkJxbJUyrUWFh0En6Zfk1RKAQKuSqNZpt8rkouV+XoaJHzD34vCoUwlygsmykRCNioZWosBe0Us+WR5LNx9LoioZCD+ynepNfnMUwmLXt7Qc7PoxSLddxuM5l0mc0tH4/XcTpTbLeKhToarWpq1GexUKNUrHHw3SKXpxE6Mxwf/qZAFMW/xwznRFEUl8f+/18F/lWJ+/0I7M/73B+T5/6RUW+22d+cz/pBCo1Wh1KlQSJdYmtV3o8vLmPL5LBKKwTL1SYby26gb3Y/vhgqBNhZ9bKz5qNYqvP1IiJr/ry75hshjMMX0JPrGEfb0uKz+JS5up4oTqheLSYdV3OY5988pt7U+9OgM7wvqmcPCZYXXHPZ8Lxid8fPaaJf/bQNCcBOo0nWltxoPuCt6rIZuUnKD+s/Zwrs+NxzP97hpp+kts6dROvdrButxL3kizyn8vwtfwiNhAL7FclKhX3v5DGYLkkfFzadjiW1havw5EVcp1aRK08uaJVmC9pglmjDS116DwM+smN+mD0ROvQk1eTzwO8ws+Gw8/XLC88vWV7uM6xarXy3GphqMTZu43S06uf2cXp1R6+VT7pxWg3QFinM8PP9aKhCtytychpmb8tPp9vDatGzt+Hn5ixKQaKqNAzNDFHWMAQBPG7zW0uxUmmwujWpsC5kq5z9+ETkLoXfZ+Xw8yIuz7vKvu9ZKmIyaREFgcqM7tA4lEoFdruRhUUn9EQO1n2YTTpOTsIfIjvQV/xPg1arYtHveMuKbzY7JNMlQovylkHDcLr6Ku3mWHv3I8Q7kShy/O2FcrHB9qafzQ0fJpuebqfH/udFbu+SM79nAJuMo0L4JYs/aJP8mcvVt3HrdHq0G+23EAQ57OwGiccL5HNVvD4rYk/k5Oszfq8F/wwv0mF4PBY6M5xeXG4zy0tuTn56BlHk9Kcntjf9b04AcpilggeoVJpcfguzveHFbjfidlvY2PTxdJ2Y+bqgP787C6IIp99e8AZs+Ic2Fr8E/LHsm/6Y+FURUeiTsU87k1Ya8+DVxqnR6nD3JE+wCuU6njE/UYNOzc2T/EKoVPaJ0taql8KgGuQaeHDarUYuH5Jc3iemtv72NnwTldTxi/vFXZzl4OiFeHPFQ3JGi+/2Kc3e+vvCtbbomlsF/RzNYZlhjpwujrZErl9SeDyWuVqm+3sBTuJJuoOWtm6MwJ7FkqwsOtFKzMBKIRiyzTzxvj3H+c3SdJ85g1bN3r6f3+dj1NrSwgK9BJnoiiI/Pkfxa81sOqbYe42dfWa1RnJkwGsyYetoeJCpJHptJtn5+3iuxKLVinKsCjRuWm/SargLS5P3l3SBoxkG9eMQBPh+NUglUeFxMN+oGcxQhmN5Tk8jqGs9vlvys+yZXAiGbZxMOg3Rl9nzn9d3CUk7NYtRh0GlJj1HG3yctEyDgIjTYWRjxY1KFPBYDFi0GkkvT0l8IJnn4GiRu+vRSrhyxkYvEc5x+vtHsrECK8suDo4WqNdarG/48AbtJAdtT7VaidNlZmnZxea2n/2DEEdHCxweLrC3E2B91U3AY8Gq1yA22hSTJaJ3KcrZCpHHDPGnLEd7oak+qlKYRsQNejVBr22itVyttiiVG3hnmMAbDBr0GpUkSWxIjFfNQrfb4+oqxsN9CqNBi86o4fQkPPcCP20Ew+WVfi+12nvlPhkrsr4uXzxRKhWkhkZZPEObj8hLjlyqyMHBfOumnCXTK3b3Q9TKzYnUpevzKE6rAbdb3ge5MSMVbBg3F3E61RYul5Hw7XwkFMAywxZqGNFwjmyujMc/3Zrtz/jD4ldHRAG+XUb4tPtxMjos2On2RE6nkNrxhKWNZY/kfOgr7p9T+D0Wru4T7K372F71kivU+HoRIVuYPSzucph4llBtju/e253+zOgwMZw3iSlTqKJSKvpCnjmFVNCP4Rwnv8Ow2wyEU4WJ2x9jOUxmHc4pF7b9/SBfI6MEvSdBq87jKRYX7OjmqCKlavMNon97jrHhlSaKKwEHuqCWn5Iz4lunvJ5IocRjsl8d1Sonv6PzZBK38f2zWbJYJxa2ZZsNRblHLCc/HmGdkdZ0FU7z3cIokayNKXZ3vW7KdfmW9benGCH39MX/FV6biR2Xi9PjMM3m++IxTjzqjTanF1Gij1k2HHY+rfjRDpGZVxunTb9rRBQ0DRrV6HPodWpcZgOxOf0n6xLzazZLXy1+uB3g826I/XUfix4reoWSQrLMw02Ss5MwhWytb6ptmW8hlHLakMLSiosLiRnB+/vkfO19UeTpNsnZj090ak28HjO9dhefy4RJraRbbZGPFQjfJLk7iXDx0zOnPzxx9uMTl8dhHq4SJCJ5ysX626zryoaXWqNNIlZAqVRw8u0Fl8XA2vL8nQaVzHXLaNDgcVhkW/DFYp12t4dTpvKlUAiEAnaiMolVlTmPpWH4/DYODxfRalQk4wUur+K4PfORF7fHLPtaAOLx/ERDVK9X8zT2/s+/hdndk9487+wFSafeye74XH2r1eXs2wtbG15sM4imRmbDrzdo2B1YTg2Lgoa7drFwjla1ydqa9HEQi/Yr8vNAo1GytuqmkCzjcJjY2Q/OFT6i+UCYy+qGl9CCk9ScFll/HRBF4Q/y55eMXyURBfh2EeHzB8ioWqWgLDEb9u0ywqedyVi5cauJzIwhaK1GzeaSG51Ww/ldgquH5NwLjVKpwGLSUalNvj4poU4mX8XntqAQBKwyIiUpJDNl9jcDrC+5p5JqKZxcx9hYkr64BAM22d+LpougUuB3TV60Dw6CfAnHJj4nuerjZTxNMGCb2tINeq08ZedTT3d7IoVyHcewCbwg8nk3yF03T6w8u4I2q2XdG1RHvRoTO85Ro/auKLLifK8GmlWj1eNtp5NSqkZWou0+DCm3hHF8uY3y/dI7GR1OV3IY9Vw8TT+GOt0eGq0KxYyV4LvVAI10nTuZ+Wc5PIWznJ9FMbQU/GYlwILLSjRdZM3v5GyOPO5X3NwnWVvqf85qlYJFl43nGbN1ADazjtUFJws+K593Qxxs+Fn22TCpVJSzVZ7uUpyfRjg5fuHyMkY0mh8RPPn9Nq4uY8RjBSwW/YgyWw7zjAEYjFpq5YZkO7nZ6LAyZ2IS9K2KQiEHqUiep5skqVhxJAp0Xux+WuQlnKU8IHSv32siUeTxLsnhThCDYXrbHaRnNc0mHU6rkecZPpjZbAW1ViVJ+vf3gm/2TFLI52tzRQir1Up294KsrXlIxgqcHr9QKTdwuS1Uq020es1cVWC/f3rrN50uszxG3BZX3JKjDi/3aVxjFUe1WjkgeO+IyRDfm6s4YrvL9lDc6Ti6Ep2y5VU3JoOWi5PJmedx9Xq5WCd8l5KswFbKDXw+m+xzv2JxyYnTZuD06zOdbpdErMDlaQSvz8ruDEIqzMFWV9c9rG16ebhN8nD3D8Xe/M/4K+BXS0QBvl5ERmIhp8EmYZL+im+XEfY2/COVxWFj+/UlF1GZBCenzcinnSC1RovTm1hf4flBHGwFeJAQQQF0ZMQTN48pDneCrIQcE2RVEPqKVK/LzHLIwdaqh4NNP592gmg0ShQqBaY5VcbDqNSlYwx7M46idL5Cpd1icSj54+AgxI/PMcnWVrYqT7yukxn8fgsGGTI6fpGehUylhsdkRKkQsJt1rG97+PvpyNy+oMpp0UtDiBZL3Maz/C1fCN1QdfQhn3/r0A5blRx5vUQjs306gbeRhlk4e0iw6euTtFyl/laFWXM45hrTuI9n+bQu3aJ3WQzse92cHUdkNznzzJlWak2OzyIknvME9AZCNjMHW0F2132sLbkIeK1YLXqUUx5LiYBSgK2Q540QKxUCHqeJzWU3R1sBPm8G2Vv2suSwYBIVlJNVxHqXXLzEy3OGi4so4XBO1nB9HE678c0fNBLO4XSYZpKxeTaDy8suMlNM8jtzbnY9Pismk4aHmwS51MeU+m8Q4OA3S5yfhkcEI8OVTVGE05MwOqWS7RkkeXxMyWrRYzXqCIfnE8bFE0UsdsPI53x0uMDpDIP/VquDeUr71uO1cHi4iEGn4fIsysNYCzo7MNgPh7Ns7c4eWZkmjnuFaYxQazTSBLdaaWIeBB68Yns3MBGHWSzWRkRVwyiV6lyfRznYD0kmZpWGii6Coj8W8vKQHnFbGIaUd2en0+P8yzOHB6GJDYfTJT/DqVAIHB6GiD1lSAwswYaPtUSswMVpBJ/fJlshnSZmWlnzsL7p4+Euxf0c4Qh/3RD5w1RDf+kV0V+Val4KJ1dRDrYCnMqoyV9hMmhlBULQtyraXPEQieepNdojxvZaCbsPj9OE323l4i7Ot8v+iZsr1mWtkuSwueLheIpX5zRie/uY5Gg3xNaqh2arQ73RplpvUa03qdSakhXWg90ggkqgQpuNTQ96pZqncHampRVAPFWa9BYV4EWiLT+OYqVBp9NjfdGNwaaV9bjUqpWkS9OrzzfJLOteB5lUZYKohUvzG96/Ilur848drHBeSXOW+ZjdyUdmwEXgx5cofosZs13LZSZNulrlyOfjJJ4kkuu/9t/4A5zfxue2EqrMyJZ/RafbI5Ot4LWYSJYqOAx69ColpxIqfDmchRP47GYS+Xcy83klwNNdipvo9IhTuVasFPwuC4VEBb1HwfmpxPkhgMWgwWjUoTdo0GpVqDUqFMq+2eI/frRGKV9jO+SmWKiRzVbIVopkkT8+7DYDJ1+f8XgtuN1m0un5CJvLZeZybC70+TnL6qqbaCwvaxVVnnHO7R8ucP5N3pcR4P4ugcmio1KSf6yVDQ/ZRLHfWgfy2Qp6m0E2ZUkKGq2KlS0fJ18nRwSkNhj5XJV8rsrubt+ORyoCdJjA2K0GDFr1VFN5KYTDuf7n/JJlbc3DmUTFTgo2q2EkElWpVLC56aPT7nJ3lySdkCZdXq9lxIbp9DTC/kFI+hilX4V+lOgOjOPxMY1SJdAduGbEowXZ+z7dpTn8fonj4xe0WhVhmeqx02WeqJQO4+z4ZWDAr3lT9CsUwtvssMtjxmTQcfpl+jE4TXV+9uWZtS0f8VT5TRgnV7H0+a1oVYqJ52tLzIbGo3ni0TyBkB2rzTA4//qPW5WwTlxe86BUKrifUin/peAXriv6g+BXXRGF/g784i7B7vr03bdhhuIQ+lVGl8OE3WKg2+2x4HfgsI62vv1uCwdbATL5KsdX0QlboZOr6JuCfhZsZj3pbHnqgSdrWyT084TzlTrXjymeojmS2TKVWlN2gH5lwcnxXZTz+wQWk47LcJovTzGKvSZrGx4Od4PYZsy3nV7HCHjeZwUXAvY3cdY0mI1a1pZdYFbwlC/I3s9jM891It6lczg9Jsz698rucshBvDiDPAiw4LbyaTPI/rYfe9BITtXkuJQiVavyfSDAumM+VS5Iz7POQrxU5jaW4W/5ghhUKnqI+I0mCrUGf+EPcXIdm5uEAqTnjH8FKFYbGBQq9Bo1VoMWv9H8IZ/WZruL1dyfSXWY9Rz6PZyfRKjOQWpm2ea8YnPJTS1XJ5kqUZF7XLEvXEmlSjw/Zbi5TnB+GuH0W5h0pMD9RZybqzi3NwlSqdJcSun0oPKYSpboNNpTR06GEfBa6Unkej88pFlYcMq2b4ulmmyL0R+wcSsRNDGObldkaYqIZfcwRPQx/UZCXzGcVz8LNqcRT9AuK8Ka1hW4vIjRrrf7G+Cxc+W1A+B0GNGqlMTG0plmQRDA4TCiEAR+89tVtGoVa+tegiE7Fot+avvWYOhfN9xuM0dHi1hMWq4uYv04ySmnnldCfX53n5KtPi4tu2R9XYdRKTdY3+y3y/1B+5uJvBxOv72wuuphaztAoSB9/e3MYU+XjBeJPWc5PFxAoRDeFPO7+yFqpcZcefPjUZ7juL9OYNKq8A/Op1xmdMMqIHJwECKfKvHyOEmqp6VzxSJ5Ls+iBIIOtveCgEh+yDh/edXNxpaPp/vUr4KE/k3Fr74iCn1Bz+1zms0Vz5sR/Djmrca8xPJ4nGb87r7i22zU8vUiQshnw2bRc3EbJz7DV7NcaaDVqGhOOUEFoZ/Pfv0o3x4QBGQvYp/2+vGOCkHA6zLPVM0rBIG2ICIi0Gp32fU6yJX6C0tXhOtIfzBeAaytu7FotIRjOXJjPnedbg+DXvPmgWl3GHnMFSSf06TXsrropC50uUqm+SHer7x9WvJPqOxfYTXpYM7O4X06x4rLjpAVKNUaWOz6id9VKRUs+exYzTqqvQ7PhQL3zSL3QxZdv10OvnCpgYUAAQAASURBVPmD/hTvV9bXnA7sWh1nqRSNjvz32Op9fBQDXqujMXxmE/Rg1WZjHetIWtLI+1AoMGjV6DT9qD6tSolapUSjUtLtigSsJtrdHq1Ol0an0//TatOUqKi/pArsL/sw6TT8eCpvlK1WKtBr1GjVKrRqJWqlCo1SgVIQ+Cf2Vzg9i3IVm//iLpfjPoxPGwEuzmNvxPHxOYPBoJmZeT0Mr93E2UmYw0+LHM9ZIfP5rMSHqkeFXI1Ou8fykounKfOKNpthqsn63W2SrS0f9w+piZm/blfEZtZTGhPPaDQqlAJTvRCHUZMZ3zj8bonTHx8lfzbvaE5o2UW11pStugHM+lqr1SZnx2HW1r1U6k0SA8Jfq7VwO00IPUhOGT+wWHQ4HSaMRi1KpYJ2q0OpVCeTKpFPl8mny2gH1bDH6zjdwaZApVJgtRkwmfXoDBrUGiXCII7ZYtWztenj9iZB5gOjCgWJTV+j0aZHP9J5XJEvlf4jB2EQDOB2m0eORSnodWqsJh25KZvQyJwjDt1uj9Ovz6ysebA7jLiNOi5mjDcMYx6niVSiiMGoZWvLx81NAqNJR7XaxOE04bTpOfsqX3VtNmef+7FIjlgkR3DRgdmip+01o1AouL36ZZrWy+KPmKz0x8SfBBGF/uD/SyzP6qJLct5y3moMQCpbxmLSoVWrKNca7K37Ob+LT5h9yyGRKc/MeD/anv5z6JNnKUHD5qqHb4O0m54o4vVaZhLRg50AX+7eF8yzuzhuu4l0fnR32gNuo4N8cUTWVl1Y9Tqi8QKZwWjD3XOao+0gx1dRqq3Ri4RRr2F10UVT6HGZTPFDYvJCcPwcZ1XGJF1OsSmHx0yeJYcNlUrgPpvDqNOw6LOh02soths85vNcVrIg0zUOWS38lJ4kEve5/muzaDQceoPEymUipcnFchpJnQW7To9To8fc1eAQtGQaVXYDHtqdLs1Ol2a7TyZrzTaddo9yu0mZ0Tb89ytBeq0ONzKRtBpBQKdRodf2CaVG3SewipqIRaNmz+eh0+nS6nT7z9vq0Gh3aDQ7dJtdqrUu41uGvWUv9UILt8mIx2riLjJdWPIKYQphUQjwaT04QRy73T4ZvLicL1HHZtFzPbjv6Ul4JpF8hddjITm2+FfKDTrtLhvrXm5lBA1LC05OMtNTb66vE+zsBLi6npyJNll0E0R0a8c/dWEex+NDCofL9FZpUqkUbO0GZEkoMHXG9u117Ad5ekzPtDsS5pL+wP1dEo1GxdFeiNPLKFqNilq5SSZbQa9X43KZMZt0qNVKOu0u1UqDbKZMOV+jPMWrMxi0c33Z/2x39oJcXUQReyKdTo9spkI2M3nyHxwtUC832d0NcnUVn6ti7nCaeJE5luLxAnt7QS6GWvQqtYKnx/nN9+/vkuhlNl06vZrFRSc6nZpCtkr0JUs6ViBXqHGwH+JUIlK1XG4QWrATCc8edxCE/rW71+iQzZbZ3g+i0arotLsUCzWS8YJsC35eO6xatcn9RYzDz0vU2/1s+ue7FHcyvt2v+MgIST5bxWYzIg7cM6RCQ/6MXx7+ZIgo9Fs9yXSJxYCdl9joyTdPe+QVarWSxYCdVruNQa+h2erishtnKueHcXIVYSkonfSysuDk9Hp2202tVEwQUZfTRCxXGlGaXz+lMOo1VGWEFVazjpsxstDp9gg4LRNEdBgiAnfxd8XxyooDh8FAIlnkIZzB5TDxGMth0KlZW3TTUva4TKT5UYJ8jj5u/yItha748ZSLVLXK508hymKLH19iHOdTTEnJHIHZrKWdlb8Qllotfh+Lggi7Hg8ahYKzVIrOQCBUa8++SKoVCkJmKw6dDrWo6NveFMrk03Vu0nW+WwzwH57dsxfwcilhWC+HJY+d49so6wH5UZCeKFJr9snsMHYWPITjee5jsxXlw9gIuXh4zLC37OMx3P/d/Y2+EX48+/MsUHRaFWseh2z18iObyJWgg5NUnxiKPZF2s41aLb2hG0ZR5txuNNo83SXZ2fZzOVZdMZt03MwZE3h5GesTlcvoyMJoGKtMbu8GPkRCob/QBpdd5DIVTGYdXq+FixnZ8a0Zfo773y9xdvzyD30Rb7U6XJxF+O3nZZQaJUmhSK/VoVCoEanMN+s8DptJT3zwOi/Po+zuB7k8iyJOefH1eovISxZesjhcJoJLTm5vklPFacGQnewUncH5eZSDowXOBtXE1dX/P3v/EWrdvu99Qp8xc845rZzDk/Y5575vo0qhBFuWYKdahSAUNqQUbIloR2wJgi2hQJCCEjsK2lDKeimk3nvfe/bez37CyjnMnHNOw8ZcYYYxw9rXc8/Z554vLJ5nzTXHmGOO8P9//7/w/bq4ulw8Y9Bud9l5F+LsKIJKJSe05ECvU1Eq1ok+5Lg+HV2MmW164okip1/DbG17yRSq5POj97HNZpxLRDc2PDSqLU6/RbDZ9RQyFVKJ0TFRJhdw+81YrYYJgtqot5HLZWh0KrRaJSq1EpVKMXAJVMqRyYSRZ7jf7eG067k6T0z1hh9Gq9lFJhPmzuGbOz4yqRKnRxGsDiOFXJVA0I7eqOHyDTa2f3b8CyTOf1VEFKDWaKNQyPC5zCNe1a0F6mWCXit2i57bcIaTqwR+twW5XCCRLtHp9vG5zbhsRurNNveR3MxGor4Ioigil8tGVtt6rYpavb1QDeCgnOB1wlAq5egMKtLx0cGw0erwYSvA91PpCGswYOf77WRE6fQmgc9hIp5djEDcJwvcPzG8ZbeV1SUHhXaLr5EYn1NvS4FcJrIcLLk5fRyNNFXbb2igUMjY2fFyXsmRERscZZL8sOLjLJqmvkAX+PuAl19yC3pXC3CWGZBEp07HqtXGbT5PZex4HVotXr0RvVxJt9unUGkQL5aJlgpIXZ2QzczFQwpRhEihhN2km3A3mgY1cvp9uIpmWPEubsMpFwSqlSaxTAmXzUB6xmJkGEtuK6l4mXa7N7IQOrtOopDL+LDp5zaeoyzRLDANDosevUzBxYz6rXA0P+hDmPPI6LTKiU7YeLw4N0Vvs82WC+p2+lyextk/DHAyNKGtrjglm3em4fQ0xv5BgJOh6JVqqGvZ7jASmxLZnodCsYbba0YQRe4WqIUrTiFUcrnA9rsgx3OI7DBmEb5hOJ1GfB4Lj7cZKvnagKj0wGLWvniLvxU+r4WLMXmvs5MYewcBTo8jU++ZXOb1++ezVfLZKjq9isPDIJFonkJ+cmFSXYA0XVwkCC07CD9kR/zoZ8FgUONwmjAY1OiNGpaDDh7vM9zOWeQM1x5fXyTQG9Ts7fo5HTof7RnjoM9nxaBTjXiu53M1LBbdi4PXM/o9kVSiNEFQN3e89Jpd7q6S1Epdagv0ispkMgxmLfV6m4N3QR7usy9SYNOg0aqmklaDUUNoxTkiLfVcH/xcnhBYHpD6yxllNH/Dnw+/+WYlKZQqTVqdLk7bq0xEfcpKV69V8W7bz5LfRiRR4Nt59EVvVBAGNaN7G4Mi8niqxLfzKFf3aWQyge1VN+93Anid0oX/z/7ww1gO2EnnFqtJGu9G3d708BCXJhvRdFGyVmst5ODoVno12OuL2E3S1nOzsL7ipG+WE25V+YdEBL/fyodN/1xh9XEUGs2JRodMdX7UWS4TONjzoVrS8o+ZGMVmE6VcTk8U+TERQ2tScRiY3sABYFCpeKwX33S8L8dYr/M5HsOsVvN7j59/5Q5wYHTi6GkopRtc3Kf55SbG94cE4VxxajOQVqlEaEPrqSu0VG9is+gXEm1+t+wdSYkPN23N3XbFN9B3BQKOxUTqvXYTlULzJeo+vpDq9vp8P48htvt83AxIWrKOc4IVvx2x3iU6px6uVG6wJOGYNI6tZZekVM7pcYRAYLqWY8BvnUtyxb7I6fcI7/aDAGi1Ku6u3y7/cnIc5fAg+PK7/IlMyOQCZpOaamXxqKBSJSe04mD/fQiXz4o/aENv0CAsEEHOpMoTWQmDScPShvslorcoxBmLarlcxs6Oj81VN7l4ieNfHikX66hVCmqVJjdXScI3GXY2PIPr8EZYzTrJqO3pcZT9w9BU5+xCoTZhMVqvtTn+8kglX2Nvz49/6HjMFt1CafZOp0e90UZvUI/UaMpkAm6Pma1tL4fvQuwfBlldc2Ey66jW2jw8ZDk5iVHM1dAZ1DMliJ7RGkuJ16otzr9H2N30YjINxuJIODcxnpgtWg72A6RiBa4vJhctrgXtQDVaFflk+cV4YlGsbXkolxp0Oz1OvoTpt3scvguNLMrGMc06dGvXh0Ipk9Q3HUb0McfleYLQioPNnV9vE/7Pgb/JN/0VIVeo4XYYsZm15EuNCXmi9SUnOo2Sy/vUhK3mOL6dx9hZ93B+8/rQttrdEXeiZzmnTrfHfTT3ohF4cpXA6zSRyJRf6ioXhULxOlEc7vpf6kKlkClU2V/3cnb1urqVywSa/R7ijBqu09sEQY+FyBSd1GGE/FaUZhVn0UFkcG91oFRwnRqkaBVyGTvrbhSijKtI+oVgTUM0X+LTqp+vN4PvpVMrKdRmrIwF2NvyEu/X+HEskjk82KZrNdK1Gu+WPSSzFbLVyWjLts/Bj6nFroVSJiNksmDTaBFEKNabRIolGvUul9k0FqWGq+RidZLD2HE5+H47GvW4jGf4YSPAl6vp9cM6tZLYWL3y6X0Sp0VPZo6Ll1Gr4jbyOqEuEn21m/WIzf6oM9kUcl1rtPl2FsVhNeBxmzi+ib9wvN4QYzhY83JzlaS9oG2fxaKbKUyvkMuIPEr/vdcTkQvC1PReY1FRdxGOvj7y7sMSCLwpGjqMo6MIh++CHA1NnvuHQY5/eZi6jVanwuu3oDdo6fX6FAuDtGj4IYdKPYhsZyJ5Ou0uJouO4IqTdqvD3WVS8lr1e328LvOLvI/ba0GUw+2vINdSDTl2u4GA30rkLsvl98l7OZupDOR3gjbisQKXZ3EEAfb2/OSKNZILON14veaZEa6TowgH70JTo7sul1mSXPa6/Zdmnc0d76ARSavi+HjwmiCAWq1ErVagVitRquQolQqUCjlyhWygSWzRU600cHvMlEp10ukyqdTgZxr0ejU3Fwk6nR57h8G55CqXk45qX5zGMJm1L+UkoSU74cccarWCrS0vN+cJTr5N37dGO9+MAGBjw83Jl0fy2QreoI3Egs1RyjHCWa+1OP7yiNWux7fl5fQkwniFlnpM9cZg1BBcdnA+RTZrmkRU+GEwRoRWnGg0Sq4WrD3/G/60+KslojBwEgp4LPR6IuVKE6tJx3LARjJT5uaNKbBoooDDoic7ZaJP56qknwYGhVzG+pITg15NvlhDpZQT9Fg4v32bfMRztHA5aOP0fv62jTHbxoNtP7/czCZboggm7exIpttpxOYxchROII4EcyejYifRwUSm0yg5XHbTaXW5jKSZprl+k86h16ioNdu4rAYqReno2Pa6m4Kyzc8F6XRVTyIs8j2VRK9U8mnZx5ch8fwVm5XPU6w7NXI5SyYLZrUGsQ/5eoNoscR9+rUsAcBnNCJU+qTKNUJLi0UVh/Ex5OP7lfQxfH2IsRFwch2Vvkd3/S6+jC1oeqJI0GmZS0Q3vQ6+DtUnPyYLeB2mqfWdJr0GvaAglh/NuY171Y8jW6iSLVRZ9ttQqORcRzL0n26Cj5t+jt7g0w1QmJO63d3wcDpjcg0/5iRT9EaDhrsFdB6f4fWYEbp9dDolm2uuQYe7Qg7CgMC0213qzTbVapNSqTH1Ox59j/DuXZBOq8vahnukLtRo1uL2mNHp1XTaPXK5KplUibsb6fthY93N+VEEntKw5WKd06f96Q0altZc9Hp97q4SI5qMZrOWeKzA6paHVKpEtbJ4ScUwntUAZDKBjQ0PQl/k+iJBISF9T1mt+peucLvd8EKGRRHOT2LI5AIHewGSmRIZiUajZ9gtBlKR4sxjO/4e4fD9EkcSeqwG4/wMzvX5INVuMWuxmHU0m21arS6tRodWowNMLpxdbhMKuQxRHKTqF8XqqpOTLwPSfH2TJLBkJzplcaXVqchmykwL+ZZLDcrHMfYPA8g1CkwGLYlonuMv8xdPs9L5z1hZd73cswP1FMNCRFSlUnB3Lf28FXI1CrkaHr8Vs21UjWI46rq95ycRK0wloQDCnLEl/DAIHCytOlGpFAs33P1z4F9ic9VviojqtSo2lpzI5AKypwiHgIAgE16sBwf/CC8RMhEIea1U6y1OrhOjYuxzMLyoqtRauEJG8qUa88o7u73+CNF12gxsrbuwOQyIfZFms02p3CRbqL5IjUhBoZBhMmooN1sLOTbdRrOsBuw8RHNYTTrOo4tNsGd3SVYDNu7G0v42sxbfko3v4SSRR6kJYfrDW293+BoeDCQ2q5ZVp41iqcF9YvQzSvUmP6z6+XIVw6TXQHF0P+tLDloG+JKbHalp9aQHz1qnw0+pGBs+G/2WyGO2iFwj0GuI6JVKQkYLJpWaXq9PplYnXipz3Zg9oAZMJnrlLtmnaGJlAXmRYYTsFi5myHb1+iK5Wh2TTk15zJTAZzNxdCM9uV0+pl9IvRT8NhPHEtt67UZJIqpVK3HpdNxHJ8+HlP2gFJ6b9fbW3Gi1Kg5XvHx/Y+oXIBzNDWoJS5MTv0yA3AIRtPPTGB6PmWTylVQvLdk5nRN5UirlbG54aNXa3N2mMWrVnHwLs7bl4VSiW/nluGQCBqMGo1GDVqtGpVYMshzCIErbaLRx2o3UhQYH70O0ml3S6TKFXJXKDIH6YRwcBjn58ohao5SUe6pVmy8+9RqtkrVDHwJwf51EqZSz9yHExVlsoespkwkolHKUTz8KxaAZRadV8e4wSPwxx/Xx/CyDL2B9qVF9uElPNJP1eyKnRxEUSjnv9gKEY/mJhYjHY56oDZ2Go+9hDj8scTTWBLZIE9zBuxDnpzHMEnWTUjCZtAgMru/p8UBC7GjB+70+dM3b7R7NdgejSStZP+n2Wnh4mB9MqZab+IxW0sUK+dxizbaZGVJaMCgJaZSbI3GIi9MoDreJ7JzncG3by/nJ7OuWjBVIxgqsrLtAELi/S6NSyjGatQSCds5nPHOvWIzNPd5nUWsU/O7v1hZ6/58aIn+Tb/qLR6PZodPr8zBllTgNbrsRs1GLfIHOuxGMvfU2nOXDToCvc2SXxuH3WAjHCzykRqN9coWA3W7AatKiVSuRC4Mu+Vq9Rb5QRy6T4XKbuHpcPGKjNwzSKn6/ZSLtOwsqxeutYNCrWF13cRxNkXyYnrpY9HHJ1xrka4PBx+814TObSGRKJJ5qZY/DSZxm/UhN7JLfitym5CiThgXK5qb50z/jOp9HLgj8d3ZWydQaBDQmEuUKl7W3pdRDZjOtQptC9XVyeMgWBgoHC0jAaJVKhJZIa04NWLZSYz/o5myMsFo1GpJd6cG+1urwcdPPl2vpgd6q1ZDoTXYTpCQaV5QKOct261Rd3kWa/4Yh60MxXsGm0+Bzm4nPkWwZhyhCIGCjWJr8btvrHi4XIECdTg/9kAYuQG/GAs/ns+C0Gbm/TXN+9PrMq9UKxL5IMlqY6cDU74uDyJQEeYYBEZKtiSQi+V8VjVxecXDxFBVSqRXMWw41Gx0unki3Sq3AaNKSL9RYXXbR7/fpdXv0eiLdbo9upzf4tz34f7vdo9fq0ml0GX7StDoVGqWCUq010bE9Ha8Da7XaZPcwwKkEOel2ehx/G7gHvd8PcvuQeXGjclgNpKPFBT8Pjr6FOfwQGimnmKV/qdEoWV13v6T154m2A6g1CqzWQeOb2zPIkhx/D7Oz6+d8TpOM02nkbkw8PpOpsr7hplZrThgmzIvm6vRq1tZdnHyPYLFoub9OcvguxNnp/EVHLlvFZNZOmCA8Y3vXz8nnh5HX+j0Rj986l4i+xajj4cladXvPj9VhIJksLUhCYaFCewZKCL1un/QUJ62/4Z8Hvyki2hdFcoUqAY9lYU1PGEyqVw9p9ja8nN8k5kY0XyBxM3+/iLGx7OL6YTFyuLHsfNEL3Vh1ch1+XcX2+iKZQnWqhNJa0E0kUya05kCtUg7ExGUyBHFQl9V9TgU22tTrLSq1Fuf3Kd5t+/jyBhIKAwmo3TU3SqNyIMF0v0C04Vcs3GKFMrHC4KFfC9mwarTcx/N4HSa6Yh+vy4TJq+NbKon4huqJcms2WxUYWGf+f65v2XW5iJff7re9bLFQz7UojtWxNrtdtpyOhepEd1xOSQUDKZxEUvyw8Uos90Mezm5ml2hEUkXkMtmE//xO0MXZnXQUNpYpEXRZiGSKwKC2eNvv5GxG93V7gWYKgJDbgl6m4PJscD9adwOkEyX2t7yUak0icelSDClMq0ttvaHB5+42zcG7EEfHEdRqBXdj+qAqlZzNdQ+NWov72wzJ8OjxqTWKlzrKaqWJ1WZApVIslM4cx96un5Pvg3rR4zfWmxrNWiqF+ktTi2qKe9M0OFwmypkKckGYsCddFAqFDP+Kg5vLJAeflhcmovHo6DltzpGSarW6HH19RKtT8e4gQKFYXzgaOoyjb5GRyKhUZzyAz2+l3xdHNEHnLRQEGSwvO7kcS8WLItxcJVlddXJ3N31A83ktZOOTi7Ob6xTv3oc4+mU0mjurIW33IEAsnBuqjRUQ+yLHXx8JLDno9PovPu7T4PFaJIloIGTnbMq9enkaw2rTTz2vBpNmIUWHYfhDdjqdHqVSg+U1F6ffwosFkxaYm/bfBbk6idNud9l/F3rTcf3JIAJ/i4j+5aNSa6GQy/A4TSTnOBw949lV6fQ68eaGoXE8k2GTQTPXn12nVVEYagZRyhefLPZ2ffzjZYSdoIuLBSOiglbAoFWjcmmwtY30RfEp8iO+yEkNQv8ioigOJHjEwXcyG7Xoglpqlc6Ef/ufCrfpQdpWIZOhtChR6RU8hJP0FkizjkKk2Jze5KSUyTlwuvgpHAMBso06epWSWnsxIWaAVauVcqY+kSp/hkk3v2t9Vl3oNHwPJ1jxWIlnywtN9JlSjXdrXr4P+cfLhEFH7Sw4LYYXInq47OVoThH/vIio1ahl2Wnl9Dw2MnFcP2bQaJScnT81p2x5qTTbA4mmOXgI55DLhZFylvUlJ/dv0GoEuL5M4HAYcToML7aVfp8Vh03P3U2as6PpUZf1dc9AFugJkccse++CI5JMi+DgIMjJE1HITmk6mQZBBm6Hkduh7/2WzmWZXIZCJtDr9Tn/HuHw9ysczaivlT4GgY2DwEud3u1FAq1WSWMOqfT6LSTHiOjddQqP30IyMTtK3qi3Of4S5sPHZSy6gTqACJSKdRLJ6YLrwxhERgdkNJupTJQF7B0EuLlKTXSkj9tSjmNvPzjicz9c59fp9EinSni9ZhJTvmMqUZy67+/fI+wOnWtAUh3C47Og16smmpyG5bWij1lUagX7Q3qnUtBKjGdyuQyh35/qFtVp9wjsO6cS0aU1N6cLlikYzVqWVp2cHA0alzb3fJydRAku2RFFcWrt7DOmNSsB6PQqlpYcL/W4f8OfH79J+aZCuUGv18dhXUx6aLj7/PtFjPe7gX/S5+dL9RG/9WlYX3KOiOBf3iTxOuZ7PC8FbZwmBqtn9RuchkQRlv02crUGqWKVTKlGtlwjW66Tr9QpVBsUqw1KtSbleotqo0212UanVdHRimTqDX5Ox1lddRByWRb+3F+LgMvM+/0ApiU9/99smLzQZMNvZ8X2NhkXs0ZDZ0o3lEmtZsNi42vslZilqlW2XdNF4MexbrNRTNemklCYXye6NKcudBo6vT71Xpd3y16S+cWiuKUxHc/3Kz6i6eLMbWLZwQT5ad0/l4TCq0/4OJQKOZ82/HTLbY5PoxPRi2qtxdr2QG1BFOH8IkH0IcfOqpuVkGPmZ9YbbVaWR6+b8leE5ZvNDjaLDpVCzv5egJWgg0Q4z/G3yFzCLpXOPf0eYf9g8TFlbc3FxRBxjUcLLK0ufj8e7AdHSCgw1c9eCnvvgkRuXhe3Jz8/sLPvX3h7gP2PSyPEqF5rsbHhmbudw2GUfN3lmj8uAqxvuPn2+Z5ctsLjXYbTb2GiD1mEbp+Az8Lenp/DwyCra070U2xMj76FOXgfot8XcT2l0JVKOfuHQU6PohMkFAZ2pAaDdDr88N0oCQVeGvOeUa226HR6WCzaie2Xlh2kJKKhw7i9T+MP2l5+Tw/VOavUCg4/hMimShM6usBEH0K71eX06yPbO16MJunv1JZYaO4dBIg+zCaA1+dxDMbJ7wiLOSQpFDIOPi7R64scf3vtnn/OhkQecyRiRQ4+LI3M64tiacWBTqPmfIFSnj8XRPFP8/OXjN8kEQXI5KsoFXIsU276YYxrVX47i/J+Z/7EMWuKu7hLzdzH3oaHozH3JFEEt016IH6G2aSl0O+8pD6v41lJTUYpyOUCyWqVh0zhpXlrHpw2Az2DQLxYIVUZrPovMlkemiU+bPvRa6ZLefyaTkOX1cD7PT+edQs3/RJ/TEaJVwYEq9vpc1JIc9vK82HJi0OvW2if5ild/x6DAYtCw3l6MiX2OR5jz+2au+9Nu51cskp1huMKvNaJSkGnUtJv9ufWhY7Dqtfyw4ofg6CkXeuw43fww7qfTb9j6mcBPCQLbAYGxEavUXEfnV9T3Wh2+Pf3VzhZsMu32+tPTAQHq14cKjXfjyIv8mVSuHnMoNON3leXV0ke7zJsLbtYX55OSIe3C3otXF2+rQTF6TBwuOtHjYDQ6lLKVnlc0IbRatNPpPJfjv80RmhpNpGGQS1gNlmeqNMzmOaPYwDbOz6Ov0x2gMsXHCN8QRsXY9uLosjdaYzllfnHD3Dwu2VJSaREODe3AUiqoQrg4TYzl1jI5QL1p4VCMl7EatejedKX7Hb7xCJ5zo4iHH995P4qRb3cwGU3sL3t5fBdkK0tDzb7IHhx/D3CwfsQJrMWl9uE22OZq59qtU6OR/sHQclmpK5E7XE2U8Fo1KIZkyIyL9C932p2aff6GIwarHY91ads3OaOF5NJy9GXx6m1n1LHAoN7ViEXWN+cXEBk0qOLXrfX8lJfPAvNRoeVzUkNZ6vDwMPt7Mzexo4Xm9vE0dfwxIJwmNj3en2Ov4VxeiwsrUgv4CbvQpHDdyFiDzmyc5qx/oZ/fvxmiShAIlPGZNBgmJMWlculaj2jE2Lz45i3iDi5irMSsE28bjFpiUxJtVzdpDBOOV6FQobFYyRbeo2i1pptNoOLRUsONnwkCxWqzTZBp2Xu+912A22tSKpUxaBRjehtdkWRH2MxZGY5h2te6R0syEMtBi3vd/2EtuyE5VX+mIrxUCxOvC9aHAwQfUR+zsYoyhv8bsmPVjnbocSgniTL6zYbnVaPSGl6pCFTr2JQTSfa2w4H6Xh5ahf6MJrdLivOyXsBYNvpIL6g/aVWpeT9kpd9j4t6ocm38xj3T2oGl+EMXy6j3IQzyPuw5R0Q0+2AE/VYROy58Wvb55yIkGpVCjYDTn5Y9/NuyYvPaMSsUtEsd1B0YNVp5cOajw/rfpa9tgljhWeoVYPrsuKzsemycX4aI7NAmrlaa7G+LR09u75JcXeTYSPkZGN1cqGQzr5OkFb9/Alcr1Ozu+Xl3a4fj0VPLlbi5GuYZq3FyZcwiYcsO1vehcTUg0Hb1Pq0bqdPvdzAOINUaDRK1ErFhLc8wO118oVUTYPbYyYypc5wkejQc0r+ua50OGXbbnUppss450Qm9z8uTa1nzWUq7OxMGSsYNGdFpjhYVcoNNjanbwuD9HdiyPwgfJ8lELTP/O6ZdJnL0xjHXx65OotTSFcw6dVsrLuQMXCz6rR7A7vPOTCMRVg3t72cT6lVnUa4I+EcoZD9hbArFDIebhdbCKXTZbwhG063GZvdwPauj6uz+Fxi1ZlRRlPM1bi9jHP4LohiaAzJZiovDVEDH3rliPTXLNxfp9COLTQDS46pz47HZ2F9x8fVRXJqZLgnQbITsQKRcI6DD0uoVOMLsdfJyWjWsrHpnUnW/6Ig/ol+/oLxm6sRHUc4UWAlYKfX70+NwsgkLIdEcVAzurvm4WyKvue8oGK316fW6Ez4vHudJs6nNIY0213ebXj4ejlZU7a96+PL3WRaVFhguaBRK7jPvtbZ2c06HtPTG0F8ThNVxasEkddipJydHIxz9Qa5eoOdVQetcododmigmBHv12tUrC05qMu6nGczJNPzUyHZWh2Pw0CyMSAzzV6Pf8xGcBh17OqdfI0mRqwlnzFevvDO7eE6laXRnV3HmKrV+MHn55fo5DnfdTqJRgo039CEIlUn+mnJx7fL2aluhUzGls+JSpBxHc5wIhHlk4+RwXa3N6IzqpDL2PTYMRk0VFsd7uM5DpY9XNwnWfHYsBq0iD2RXLFGIlPmdiwKuBtyEc8U6XR7A8mloculVMgJua2YTVpEAYq1JtF0EY/diNFl4/Qi9ubUz/VjBp1WSX1KTeHtk7bn6rIDlUbBxVMkMpEs4XYY6ff7XEhYICoUMpaCdox6NaV8jUg4x4VEzefzJCuKcHEcRRBgZ89Pud4iFpV+brJTuuOfkctWWd/yUKu1JiZdAZHlJcdUAfZGo8P+QWBqDZ1KrUApCFNtDsfvDynsvwtx/OPt6wtjF61UqOM1aNDp1NQlylC29v2cTbERfkalMF3iaGnZMTMq1p3xrFmtem4knoubqyQ7+34uThe/B2u1JiqlnUy8SDqSp1VtsrcfoNnqcHeTmrof5dA4E1qyE37ITm2ga87ICFxdJtg/DHJyHGVt3c3VnDSxgIjFasBs0aFQyrHbDYQfM1ycLlaqM40Uv0DkqZHJTrcnknhqZPL4rNxcJtg7DHL6y2QUfhqqlSYHH0McD20jVTeqN6hZ2fBwdhyZWjv7jGnnud8XOf4WxuU2YTRqJgwZ1jbc5NKVERvTv2z85bsg/SnwmyeiAPfRHBvLLh5iuZHC82dMSxf1+iI34QzrS843C9w/I52rsL/h5eR6cKO/2/bz/XL2wBKJ5VHIZSPWjwf7AX6RIKEAl5EMOo2S+ozBbWfNw+e710miNUNwPOAyU5S1yQ9JEM2ziDzPZFHIBD5t+7m4T9NodRgPiaqVcjaWnXRUcJ7N8NOiPu7Dx6Y3vRDRZ2RbdbKtOituKybUnCZHJzPF0ELj9z4/v0RiCysjfI7HOHC7OUm97nPf5eLxMffmVPp4neiy3cLZ3fRGmnWPHYtGw30kx+WUlO8zpBZTw+j2+tzEXqNNbqsRu0bDbUskHMkzqyx/Z9nNxfXgOEMeC5ExRQopcuqyGQhYjdQqLXY3vMTTpbmi88Oo1lp82AnMdSd6eBKeXg7Z0erVXFzH8XjNyDoix/FBJMjnteC0G2jV24Tvs9xL2BaOY1xmRhTh4iQ2lZAGQ7apzk3DuLlMcvBxiaPvo9/r4DA0tzO+MqM+dWPd/eL2IwXZHCLqDdg4//Iw8poU4UpE8qzv+ri9z4xIBq1suLkfe00K0ccc6ztebm4mCee0esRn3F4ncXnMpCWaFX0+y0gX+zDOT2Lsvwtx8n32+VUoZGzv+knHC5wPlRYsr7s4e/rd7jTiW7KRSVdeCNkLngYVl9tEsVifSTabc0p5To4GGqPdVg9BBjabAbNZi1anRi6XIfb7NBsdyuUGhXyV4tMPQNBjZmPNxel5fO71gNmkeBjRxxwqlZyDd0GOv0fQ6tXYHQbufoX7UPg+i1Ilp9Pu4Q1YR5qLZHKB3YOBx/w016txdOZEMtOpMpl0mf33IW4vEwgyOHwf4uTrgl32f8OfFX8VRBTg+iHNzpqbq4fMxOppVtlSu9Mjni4R8loJJxaXkhnGyVM3fjJb5uphfkNKvlhnb8fH8fXgAV9bcfI9Mn3ybHV77Ky6+X4jPSAYdWou4qMDfzhblHxv0Gsl229MpGsX0V3r9gfpepdVx7rOAcJA6mdjyYlcr+Ail+Fz4W0dzONQiNNr3e4rg+tzGPRQrbQIF59W0cKAEv/e5x90xr8RyXoFg0pFtd3mwD2YcNu/IoVzn82/6InqVEp6zT7tsU5ev82Ez2wkni7xMKfwfxhvWSNvBZ2kMxUq1flGCAq5bETn0m4zTBBRKXgdJoqFOnKEF4Fql8OI221CppSTL9aIJYszJ4Hr8Oyo6DDCT6nTYMCKUaOi0WhwsOUlHi2QfMiRfMO5dLqMJKZEPYcJ6faun2qjTTSax2LVL0REYRBd2t71c3ExeF53d/0LyTM93mcIBG3ExhxqnkXrZ2FWTbhMLkMpFyb8y6ddmZuzOHufljl5In7eoI1MtjI/svaEaU9wdY5IvyiC12OZIKKr666pJPQZJ1NE62Hg5rO14yURznMqcR6Hm5pymQq5p8j30ooDk03Pw32GSrlJq9nBZB7U8k7Thn1GdU7TGww0bGWIyBHIZyrk50TcAbw+C7GbNLG7DJvvgtw9ZOdKhy3SJPSMdrvHyddHtnb9CDIBh93A1a/Q2CwV6ux/CHHy5RGH20ziKeW+tumh2exw/EZTC6nU/DhEEU6+R9jd96PXqfj5H+/efNx/EfgXyJv/aogowPltiv1NH2fXoyncWVIOMOjGLSvkeBxGktnF0h3jyJdqrK46yeSrlIp1coXazEn42S3DYdOTqNdGoqNSaM9IM68tO/jlbpSAlepNQg7zSCp9yWcl1a1TbkwOkrX24oNVulYn26jz33q3ygd/kEylzmM2TXNOKnwRZCvzJYqO8knkCPyw7OcuVaAvinxweX8VCQXI1Or84PPR7Yhc36XnXotpaHV7bLkcXCWybDkdHD1puVoNA2epUqnBQzxPKv72gX3RsenjRoCjyyj9PrQWKCs4WPfyfaiDe5qm7TCCHgsn53Heb/g4u4izseHm+jpFNlshO/T86HQq/EErOoN6QOjihZHymWqtxYfdAEczZFRsVh1uuwmNSkGj3iKVLJGXydGrlBzPkFmaBa9HWrNxGKI4aOYQBHj3cQmFXMb2tpdWu0uz0aFeb1GtNqWd0USIPGRwu80DS8M3aCdaHYYRIrq84lyoSWTWYnsiJf9ynNPvqtNfHjj8/SrRWIFWp/smwf3r8wT+ZQexoXpOrVb5Yqs4C4/3mRGJLplMoFVfLKJ39PWRgw+vkWe1RsnWtpfIXYaTGanl26tBfe64nmn4Pgv3WeQKGVtbXgxGDa1e7yVKPw1qtUKy8/4ZMpnA/n6Ak18e2T0ITE07S8HpNJJ6ijZffY+wsu0hmavOVHuYF52VQqlQxWZ1oexr2H8XQhAGafB2q0u12qRcqs9VmEhEC8jlMlKJEk63CbvTyPnpr/N2n1Xn+oy1DTeCIHBxFkPZ6fPuXYjj48hUe+m/4S8Hf1VEFAYNRBNaoQvM4sVKA5fKgNWso1BaPMW4tuRApVZwcZci021SeaqtUuhlOMx6LAYtWpUSOdBu9ahUm+TzVcKxAtsbbsqyLvHU/EjsZSSDWa+ZiGQ6LDpOwtITndOifyGiKwE7sVZlqkZosry4lqHVqMEaMJCRN8l3a2TEOk1dh2WDFbtKi9iFVKVGrPR2whUuljCaVVQ6swfPHiJH+SSHATc2QU2+2uQHj29UK/Xp374IYn/we39IQ/Xl/30ReUegU+ywaXegVsqRy2XIEOjRp9vr0+x0qXU6lBtNKs3W1FvKpFXzKeTj6jHDh2Uf7UaX60ia79k/rVyITqNkzWN/MU8AXu7FaTAbNNyM1exFU0W8DhPJ7PRrp1erEPsiCINu5UiqSDBoIzIWyavX21wP1WwJMoHlgBWL1UCn3yeZLnEzFBW1mnV4nCY0agXNeptUskQpWaGUHF0choJ2jr48cvg+xPH3MOIb1Ruab4gQbe/56TY7iN2+pHuTTqdCb9Cg1alQa5QoVU/3jkxAq1PRbHVpVpu0Wos9X/d3GRRKGd1OH5NZSzlfW6zBYspiWyol/4x5NZW3ZzEO/vUa0Uhhro7mOKwW7QgRDS07uJrjLgQDTdDt/Vcnor39wIve6iI4eXJQQoSH6xTHYw5AUmg2Ouy9D03tmu91+1ydxjj4YRmFTIbNpp+p6avTq6cSUZNZi8tufCHGVxcJTGYd5QXnnOT9KAm+v0jiW7KjVivJSzQKanWqN0VE/UEbJpOWy9MYLoeR8F0GvU4tmUFQa5SYLToMJg0arQr5U9NYt9un0Rgs1D7+6zWazS5nx1HS6V8X5Bnsc3pmZ2vXR7PZeakPdTiM5CN5jn++Z2XTTaHSXNje9M8O8W8Wn381eNYK/fbsK7/gdU3nBq5NnU6P6oxJXCYX2F33UG20uYkOBgatRjEy8Xd7fZL5irT2owC+kBl70Ai1JspcaW4NTE8UWfXZ+Tpm3+jzWkjdSw/w3aeZZi1o57FRpj5F+9Gs01Coz041PWMz5CAm1DjLZTjQurgu5ggZLCjlcm4qOW6G92tTs6S3oJerqTc7hAvFuXqbfVFkxWjjKC9NrjVyOTtOJwhwnstwVy6Q7qhIZMqLO2aNQatQQK1Ps9GlUJt/HuQyAZNWg1GjQqdSoVYqUMhlCAKYlWrEdh9FU+T44tet/qXQE6ffH36HGaEHp2OuS/k50eUVj42j80ly5XFNJ6JbKy6unrQKnxu5Go0OFXUbh8M4EhEdh9gXCYfzhMNDTXV2PfvvQ5x9j1FIVygvMFnJn8J/x9/Cg0aK0ygzTs8I1BoFD3fzDSJ0ehXLq07Ov0fY/xB6qc8bR6Pelpzo9QY1VosOi91ALlFGr1fj9prRGzWIDFK3yWRxon6vWmmyu+fn4jSKa0y0fhakeOi0lPwzxDlMNLTmopytEr3N4PZZcPks5LOVqc1cw7g6iWGzG14Im+oNgvvPaVizRcvd9exSJ5vdgMNlRKNR0m51yaYrdJod6Ipo1EoqLDau1eaYk9idRi7P47RaXQxGDTs7Ps6n1E5qtSqkzlBoyU6j1ORu6Jp2Oz2WV52SJQXjWFl18ihhhRp/zGF3G/H6LBN1rTq9eiEiurzqRK1UcHUeJy4+KRzcZyk/1X17A9YJMtpqdkgnSyOapuMIBR1UCnU2Nj0oVQoajcE2pTfUkwMT5QcymcDOnp9CoTbRAGixaMk/rSnur1IYTBq2d7ySzY1/w18G/iqJKAy0Qj/sBvh6Fn1TR280WWQ16KDT7U6k9HUaJRtrbmKpIsc3oze11aynsmAEcMVnoyh2yDWbfInGsdg07DntRKIFcjNWxtXmKDn2Ok0cPU5/uKL5EhtLTu6qRRozXIQ8ZiOFzJzUmyDyfjfAz9kYvacTmmsNJplwtYhHZ8RvMBGrvp6DUqfFUXEoIqaEoNWMW2NA1peRrzYIF4ov+3uGXjYqY6N+Ip+CABf5DF8zr9/5ncnD5/s4vwv5+fL464jfgc3Fl4c4Lt1iBgm9vkih1hghrQGLCYd6EE1X9AXoCez4Xei0Ksr1Bvepwq9O+Q8+U3rbg1Uv949ZyUVGo9XFMKbo8Iwlj3UqUS5WpO9BmSDQqL7uqzLUwV0o1vG6zRiMmjelcUulBl9/emB9w02hsFjUojdErE6PImzv+bm+Si4UOVxZdnIpMZmPvGfdRaVY5/x7BEGAyEOWUqFOaNW1UHpZpZLjdpu5v0nRbneRy2XUay3uxxp4BGEg5G5zGFFpFHQ6PfL5Gu1Ol4OD4EjX8TxIkcq9d0FOfpxRJzdjXDz4YZnjLw8oVQqMJg2peJHUE8nxBmw4PSZSqRKpKd3O3W6fYMD6QkRzC9Q/PuP2KonDYcTjMXP6VJYgkwm4vRasNv3gfNZbpBMl8tkK+bHFj9dj5uTrAwrloPHm7iYt6UQ0jIebNG6fdarDkctvIft031QrTS6Oouy/D3J7l55wk1KrJ2W49vcDXJ/EJJtpo+Ecgoy5iymDbrrUXC5VwdDssrTiHNHF1UgcyzDWNz2I/T53l6OEf2nNxf2TSsEsMjoPlUoTnU41UeNrtepxesyodSq6nR75XJV0sjR1rh4spgSUSjnbe34S8SKnU+qGtWPa19Vyk6vvEQ5/WObsLP6XL+H0txrRvy58fRKun7fyH8ddJMv2qvvFXcJhM+D3mrl6zPDtQvrmNxjUMLvsDIB3W36+J5J0en2stoFAcrHW5HMthkImY2/HS6PS5k5ChPw6lsVh1r/ojFptOqIVafK7GrBhMGsH5CE/u8Zqlmg9gEGrwr9q4Y+Z1++uksuJ114ngGS9gl2tY8Vs5b40pRFEgHCtRLj2eqK0ZgWrBhtmhYZ2u0e8WKHSaA3Ip8OJIIOLfJZvGWnCXXqKZISrpQklgkXw3u3hy1NEWTmnM10KFq2GTbud73cJtA4F4Uges06DSiHnIvxKPNRKBes+O3qdikqjzX0yR+cNx9odq0WUywTerfr4Nseu1mbSSRJRlUw+9bl4iOWxW/TkiqPEcH/Dy8mQL3m2OBolTKRKrC45aLc6tBfUHFwLObg9TXB8FGFvP8DpAlaZ4xGei9MYG9teHu4zcz9XOUP4XaGQsXsQ4OTr46D0gEG3+N1TBNhsni86L5MJrKy7uHqqhcukyuy+Gzj2jEMUB3/PjDXnaJQOUCnellYdu5TewKRw/eTnS1//tW0vJ98G23baXbZWnRwPWYAmonkST5asgSU7VqeRZLxIZkzP8vYiiVarRK1Rjuh/zoNSJWdjw0Wt2mL/XZBKqUEiXhj53Fl4jh90Oz2Of3nEaNJy8D7E6VFkZt2+22OSJKLL6y7OJBYvp98iAzF8t3mkbnRY01Iul7G365/ZbJbPVdne87/YzUpBLpcRlnBNGka11KDd6rK54+XqyZhCpZ6c4gUBNnd8tOptbqdECQ2GURWVX0tGU/Ei5WKd7XfBETexYqFGcWzhqdEq8fisGMzaJ+vWBsl4AVEElVbB+qaXx/vM3E57YcolPvn8QHDFQaPXJ/0rGrD+hj8dflNEVKNWsrPmQRAGDUiC8NQtKrx6/DxHMQXhaWwWRcwmLR/GbT3F4bFbHFmJPdcXuhwGDEYNJ9dxMqXZNVJSq+CRvysVbK67+Rx+jUIVaqORp26/z/fwYGBYXbFhVqk5v029rOBEIOS2kC3VWPbZOH4cTdvZzTqCfivxWpWLQh7Kg6qEH1b9E81MI5hRurDitVHUtvieGR0EfUYjd+1Rspxr1Wn3u2zZHFzm50eOABq9LuelIeksOQRNRrwqI9+ys1Mpbp2B60wOEEjVqvwh5OfzlDIFKTi0WsLJ10F1mnC7FNQKOe+8noHIfGFwbvXyweNUqjd5t+LlaChq3up0uYy8fk+VUs6W14lBr6babPGQzNOaUQfVGZLjshi0uM2GuSQUQC8hy7W/5uVsRtmAyMC1aJiIalSKkZo/gGari9WooTwUAb17zLKz6eHyPPFC5mZBqxicM1GEy4s4G5seruc095Ql0nrXFwlW193E44WpfucCIrGIdOe7129FIRc4/uVh5HXdUEf1zUVCsqllGLsHfk7HfNuz6TIyubCQ1A6AxaLj+JcHrDY9y2uuESvNaRg+1zK5DNWMlPzQVhOvWB0GMunSyP5yqekr7Ohj7kWaJ7TqxGzTE48WyGUr1Gst9j8t0e2LlCRqKgVhIIVksxhQKeW0mh0K2QqZZIlaoU631yeWKM7tUJ/4VmPnuVJucPz5AbfPgtlu4GpKSj3ykJ2MTAow6yymU2Vk2SqH74OcnAwsbRVPix2zWYfDqp+reAADwj8LaxtubhbYT7vZ4e44yt7HJU6PoyiHSiJkcoHtXT/lfG2mdqkgQExCIeKtZNTuNL5EwmP3WcxWHaUZOrPNRmdCZ1Ymk7H/IUSh3FiofAGgM6UEDSByn0WrU7G75+dsBvH/8+JvNaJ/0Wi2OpxPEZ+fhvc7AX4+esSo15DOva1Yen/bS7nWxGU3ksjMXkHJJNybnuGxG5EZFHwZIqFymUCmPD0VeZcerPytNi3rThsPkTyFcoPcU9pUqR0MdmqVnK1lNzU6XKayJKKjD7oI/ByJ8fs1P59vpR+8Sks6bfV+x8cvhSSd6uRQbNFqQCJYU+m0eawWOHC6Oc7Ml7KSQqHTxKhRwZxF64rRSjb7+n2vi3m0SgWNBTosBRG8aiPnudeBb9wKVnI74EPASyJd5stQve66x875w+u+vt8n2Ft2czZFzqvd6XE1JEivVMjY8Dgw6TXUWm0e0vkRMf3n6Pyqz06l3OB6Qd1bzVhtnlqlIL2AxV1lTFlhZ9XD9+PJZg6rRT9CRAHOr5K8OwhIWh8OQ0AkNlQv2u32B84zS3bCU6SS5HIZ+Sn1mnc3KUIrDnLZ2osF4jACITvRu8kF0sH7EFcnkYloqiAw4q3dbLTZ+7A0tanl8ENI0n4znSixcxicK0EEg+/37J5UyNco5Gusb3uplBtT0+AwaoE4NyX/vM0YD1Uo5Jhseh7HNG0TkTzLW965DkDhuwzcZRAEWF5zYbToKBfq6C06TCYtLpcJnVZJv9unXGyQihdIP+RJMxrlFGQQfhjUJxpMGvb2/ZzOKacYhlT6G3gpL1jd8tDp9IiMuSkV8zU2dn1cDUUJd9+F5kbp+70+x788srzupNpoI5cLLC07qBbq3M+pcX3G7XUKr99CIlaU/LvyDdyk3+1z/vMDh39YpdPvo1DK2d71kUmUOP82X4EhtOKcuAee8RYy6vSYX4hopdxgc98/k4hKQSaDdKaCRqMcBJcWWMtV5jR+NeptLr4+cvBxicvr1MKyZP9s+BeYmv9NW3zOw4fdAN/OozSaHYwG9cL+6wAhr5WTmwSPiQLFSp3Dzdl2oN0p0Z/dVQ8Fsc3jmK6nw6SfqI2UQqHW4OeHGAVa7O94EZQCn3YC9BQiB3s+eiYZn5NxzpMZSdehZ/wUjvFpzS/5t0RplKBrVQr29j38MRej05ce1MctJYfR7HW5KKT54J5t2SeFT14fN8U8x5kUH+dsnx+rZcw3GuwHJn2OpfB7n5/zMe3VeUR0x+1kzWTl6CYxsYhQiZPbpstVdHMi5c/odAeC9F+uolw+pum2+qy57Xxa87MbciMKAh/W/UTjBXJvKPQfd+XaW3aTnULkhnEXyb54YFtMWi6vpKPTer10Wcf3sxiH70IzP2M5YJ+oC202OxSLddxus+Q2Vqt+IuI1jPB9FrNZi0XCF9xmHa0Bttj0bGy5OfnyIJnSX1l3T6QPy1PqWKeR0GcUctW5PuwA61ueic+8uUiQy5Q5/Lg0tennWQLIG7DOTcm/YGy82H4XmEpADFOu87TdPtykOfsaxmxQo1cIVNIVbk9iHP/8wOnXMJH7zFQCsLTmeiE81XKTs69hNjfc2B2GhT5/nlzR3WWS2EOWvYMAVvvoPTF8jdQaBfH44mnox9sMBpUSq0lLOpKn8EalAYdD2l5Vo1Fyd/bGRhtR5OrrIw6LjqWgndMvYdJz3IueYbLMLkEpF+vU6i28gdm2uMox282rkxh774ILHcMzdt6FSEQL3N+k2T+cPZ7AYHGbW7A7//TLI06zFv+c7/E3/OnxV0tE3237+Hr2upK9fcxyuC1NxKSg1ateFiaNVpej6zgHm76pxd/jzUBymcD73QBHqSRViU5xi2F+vdkwur0+V6ksRrsWtVeNyqZCVIDLZBhxFpqFnyXIqM2gpTzUBOV3mTCGdPySnj3wtcXZab+O2OdbNsHvvIufc7VcTrTyOliGKyUMU3zmfXojt9nJSeIkl8akme0StWKxcvwwGVmfRkSDVjOHLjfXjxkeJGxTt3xOLsOT0aJMqcbW0qRf+iLo9fvcxXN8uYpx+ZDGo9dDR2Q35J65CBjH8OLEYdFzfr3YhNYXYclvA2DZY6M5hTQoldOTKt/PouzvB6b+fdozUC416IsiFokJ0bRAnWY8mkejVkwQl+JQenh7z0+v3eFmRiet3jDpBBR5yBJcso+8tnc4qCudhWSswNbe/GdBmFLg1u30OfrlAbNVy4aEn3u/239KycsWSMkPMMxDdz+EZn6Hm7M42jeQ0dUNN16Xkasvj/zy31yz/35xAmKUuMbXZ3HqxQYHh0GEOSGj2gLNcv2+yOnXMPVSk8P3IdSawX18e5F4+fzN/YCkNeUz9AY1G5se3r0PsrnuwqBW0Km1uTqJYTZqOXgXQqNdbCEKcHM9qKkdx9q6i9YbtED1Bg2HH5fQa1WcfQnzcJ5gbdXJ7r5fwpN9EskF0u6LkNG6hM7o3WUSu9M4d/8A/iX7SG311Vkcl0uarD/DYjXM1HAdRyJaIBcr4HQs1qj6z4JpXvH/1J+/YPxVEtG9dQ8nEhGck6s4Ie/81c/6kpMLiZTq8XUcq1kruY9hfU+zQcPKqpOfH2NTNQ51msUHKIdJz8dNPz2dwI+JGGfZLB1Znx8zca6bBfpGgdWQnY/rft4v+whYTVONkn4Ox/i46n/5u8v8OlkfbnqJK+qEy/NXzoX2/LotEZGf01H+4JtORobx3uMlVX8d+LONOrtO6QhnyGCRfL3abrPpc0z9DJVcBs0+bQkLVPlYxMqq0/I7v490qsxZeEaKrTv9Kf96G2MjMP145kGllLMXdPH1LIpMJnB8nUCBjHdrPjaDjrnVRI2heimvzURrwSYigFanh99t5kRC4ukZ/Tkj3Pltko0N6Ws4brM5jEy6jNGoRTvWKaxd8LlJJUoIgNsziKyaLVoiD4P6sL3DAJfHkblOP9GwdJ3zMEHe2vFyebKYz3kxV51pYGYya7mZE/nKJMtcn8XZ3vNhGyLa3W6fvXdBwhLWmtPw3KzkX7Jzczm7trrV7LA25ToOw2LTs7vv5+EkSvwhi9NrQeyLnH95ZHN3sQzJtM71ZqPNyS8PrCw7cXulI+YgXUM8Da1mh6PPD2hVSvYOB+LyyytO7C4TF0OyQDKZgD9gZf8wwP6+H5/bRKNY5/Z0EOW9OU/QanSQq+SkkiVcXgvHXx5RCDIO34ckyfU4GvU265uT56i7gPMYgNVu4OD9Er12l6Of7vEvOyjkqoiiyN1lkvOvYZSCwP5BgNCy9JgUCNnJzJBjGsYsMiqTCcQlGssatTYWi26ukZ9MJkOQy0bE/lvNDgaDhlmsSioTMvNz5ALbaw4K94uVOv0Nfxr81RHRjWUnV48ZehKp8m6vT78vopwTUeoL07uZE5kyiWyJ98PRVQHy5cHgt+q3IxjknCdm39jCAmm6ZZeVw3UvWbHOj7EY1XYbhUxGvFzmLlvAZRis4lq9Hpf5HD8mY/ycjXPfKaOyqNhadvJpPcBhyIPL+Lri+xyJ8W7Fh1wmoFerUCpkHB74+KkYp9GdP+gJQKy22GAF8GMqMpeM2jRaTrKTZO9zMsa6xTbx+rNygBS+p5PY9dID/3uHl0he+tif03IahZzfBwP0ql2+3sYl76Vn7ARc3ESmN2aJDFyrVDO6tafBqFOzbLNw9uQD/7zYqTc7HF3FuX7I4jQZ+LgZwGuXjhRUn7qu1wIOTueQjXHkChVsBu3MTuPGjMYAGBW8H4bXZZr08h5DJJLH57OiUL4OU29pKMtlKrQabfwBK8GAneVVFwa96sVXfBaW110Upohg314mUWsULK85ebybtBSehmSswPaMqOjSinPhfV2cxKhXmxx8CCGXy9AbNYun5J8giqA3amh3urSb8+vkyhKC6c+Qy2UcfAjRKde5GGr4MlkGxKDf7RO+SBJcmb0o8wZtc1PI99cpCskSh++CE+UOWq3yV9X8FfM1Tr+E8fusKOQy/Et2lledHL4LsrHmQiuXkbjPcvbLI2dfw4Oo4dhjsXMYfKk7TSaKyGQC1UqTo18eadXaHBwGcbpnR/TGdXhNZi23c7zeXV4ze++CVPI1jj/f06y30WiVhB8nx6V6tcXpl0ci1yn8HjOH74IjqXjrguUPz5hGRt0+C42adBT39iLJ/pyynb2PISIStr131ykOZqTo9drFo/Yul5GgRcvxv70cqbH+s0JkIC/zp/j5C8ZvqllpHkI+K7FUaWqxOgycY97vBEYcaIaxs+bm7HF2gXmn2+fbZYzdNQ+RZAG5Qk621eD9doCvsfjUetGRfUhE5GDQILETdNOR9TnLZGBsLvRZjNzXSpSbLXbMJjLVmuT6sNppc5IdJcM2h5ag0YRWpqDZ7PJh1Y9SKce1auan1OLNAG6DgXh/cSIKAzL6O1+AXxJxyVrWNZuNn5OTx9AXRURhYGH4fFqDRjP3qeLUz2p2uxz43OTuRqO2By4XX+5nSKQIAp8CPmLpEl+uF7OP7DTmT3qxXJlPawG+XC1uSem06NGKcm6HonJ3sRweh5HU0GSVKVRfbDnX/HaMRg23seyLuUK+UkMmCPRnREItRi0ui2EwiIsD681MrkIp38AoU+G0GchMqSstz9FnhIHgfVk1KnjvsZvIPM5PAd7epNjZ9XNxPog69t8oz9VudfB4LZgtWs6/PS7UyQ9gNE2PYDXqbX74V+tcnMbelAYEqBTrU5suCjPcrKTQbHQ4/vLI3rsgRq2KzX0/Yk+k2+vR7/XptHt0Ol067R7tdod2s0ur2Xn5bLEv4l+xc7VgI1DkPkNwzU1krJFsdcNNu9rk9I+TNqLyoUV/q9mhkq7gdJsmJKue4XAbScTmSzR12j2OPz8QWHKAQvZCAI0mHc3i4jq2BqMGp9uE3qBGEASa9RZCt0ssUpB0KpqG5XUXx8evC5xsusz+YZCTp+agdqvL8dcwMrnAzq6farU50SwFkIgVWNtwv7gELS05OJ1CzAPLDgx6NVfHUdKR0WdpYz8wV+YoHskTj+RRKGRsb/sQZVD8FRbXUg1MVodhZjPT5UkMt9ciGf32+K2cz7gnry8SOFxGshK1oPIF+0D2d7zcfrkj8wbXqb/hT4e/GiLqcRgpV5rUF6il+XYeZWPZyfXDKFGTCQKV5vyJ9Rlnd0kcFj3LQRseWZ+fI4uTuXGrTZVCzu6Sm1SjxvfcdCJs1Wu5f4pGnqcy/G7Jz0/RxT4332yQb76SM5VCxsdDN7JWl3dOB2pBDn2BTqdPvdWlXG+TrdUn9C6dej3xytuIKMDPqSgf3T6O0yk6QyvQJZOZL6npq/7bYp7fewL8lBgQOb/ORJzZA+a3ZAKPyfBiXWrRaEhNEdX2mY34zWaMciWRVJHsDDWDYewH3ZxPae6YOJ67GEtuK48L2Lkuua3USw1iEpJhPqdphIgO4y42mNiUCjn7yx5E4CKc4sOWn6/HkamEs5yvU85PpjODXivhSB6LSctK0M69hPRRNl9ZqJu1WBoVvK+8IX16fhbj4F2Q4++RqdJJA8FzMxaLHqVSTqvRIZetksuUScULaDQKdg8CPN5lFhLcj07p2ldrlGzt+GhWm7idRpaWHFxfJRbWTY1F8mztByY0I0PLDiILOD49Q6GUsbHto1lrc/olzM6ul2quSux+AcF9tQK1RonRoKJZaw+8xOUCzWZnIBCfqU7VGLVYtESeAq8Wmx6fzzISAR3HeHSyVKjh1qswmDSSpRFv7aqOPmaRywfp7/OLOHqdCqlclMWmx+40otOpEEWRRrVJLlWmVKhSK7w+Zx6/ldh9Bt+GZ2EiqtGqqNZbE4L06XR5Qg6q3xNf5LjWtzyIMrgd0wcdbvKpSCwAVzfdyBC4mWKZqjOouXtDiYbNOTBUSETzeIM2qqUmVrsBrV6FTCbQ6fSolBvkMuWpz984GZXN6Vtot7po1coJWTNBJqDWqenMiIo3Gx38QTvZdJlxqaN5MlhGowa/Xcvp31/MfN+fE2+UPf+rwF8FEbWZtfTFgV/8oiiU6ui0qhHiurfp5eh2sfSlz2fB7jBS73XomOQk6lU21l3oFUrErkix3CCeK00VLc9UB2THrNOw7rdzVcjzc3L+Z48Lcn+NJFi327jJz48ijONgw82/TT3yd54AP6YlVs8qEFRgUWuxqnQYFWpUggKrSoPK7KHa7lJsNAdkdcHUxpdMnEOHh6tcjmZvMGiYNBp61dnE9jSXwqnVkWnUSRXnTxCdfh+P3fhCRJd1Zk7yrwP+ks2Ky6AjXaoSzpVI5CoENUaSuQp7ITetfpebhDQZgUHkul5dfDXdE0UE+aAOdVaqfyvoJB4tUJ8SaYsvEDXrdHucPsmcfdoKYJSrsKjVUwnnNFhNOmLkKZYb1Btt9je9E7XXnW4fh1lHYQFi+Sx4r1MpFnIoGsbx9wiH70Kko3msVj0OpxGNVkW/16dUrJNKFEmECyTCk0Q/tOKkWGwQvkxgNGnZexfk9HuYaXp9y2uuCT1DgJ2DAOlogeOf7/EFbcQjg2dOZ1CzdRigVGpMlZ0aRq3SmCDvZouW+cI64PKYcXvMPNykR6R4RKBYbhBYdRK9m10W1G51abe6dLt97iXSvmqtEmfAitGqR66U0+n0KBVqZJJl7i4SaHUq1rc83B1HuJhSz/kMKWvUVLTA8pbn5TieYbUbiDy8vVav1+tz/MsDbq8Fp9uMUhDQaJX0e33qlSaZRJFSukQpPXuMUWuUCDKBRr0t2TQ0DWtbHk4kpM3SyRK7BwHOvktnQm6erD6Dyw4MJs0g6t8f+M/bHAYUYyL2W3t+mrXW3A76tV0fx19nR0M1OhVrmx5q9Tb31ylSyTJWu4GTL2FWtzxTm/gsNj1WuwGdXo1MPiCp1UqTXKY8QkYXqdN9uE1z+MPyiD7o3ocQx1/nPwm3V0kOPoQ4Php976xGtfV1J7nbFJdTJPX+hj8ffvNE1KBTodepicwZEMeRLdQ42PJx/FQ3p5DLpH3hn2A2aQkEbPSVEMmVuC+Xua+WUSpkKHtqVj02Pj+ORjkURgG/2Yxdo0OFjEajQ6pQpdnuYNCqWQ04OEon+WN88Uhqe0xOqdvv02p30SoUNLqL10ZplQquWoPJ9sdkhA8uH1+zk5OSCBRaDQqtV5L/d54gX8pPA4AAggFcah1WtQ6DXI1SkCP2BdrdHtVWm1y9QaHReGncOsol2bE6iZbLLJksHEvUho6j1umwYXWgU6oIL1hM/zWZYMlmxqMy8PUuxrrTjkWrIZ4vE04XCA91wKsVctKFwfV/bkzaDjhBBhexyclxP+h5qd1cFPepAp/W/Xy5kr7eh6teLq9nW1UmcxVW/Tbu56QvlzwWNIKCb8cRvHYTywE757fJmWUr4xguv2t3epxdxvmwFxxRowCwLkhEAeqNNptrbmpWI6L4ZB7RHxhKiAz+33/6Gfx/UNfd64v0Ol0MWjV30eLC0jhyuUA4nKNcqqM3qKmUG5x+C7Oy4abV7Eo2VIw3lgSW7KgUMi6GJvdUvIhCIaPb7VOvtjh5suN8dhp6uMtQmTIpRh9zbO75XzyylSo59zPuJZlMYHPHR7fd4/YyQVpCa1KhlFOtNBFFCK65iEgQaaltpNBqdIhKRNRkChmr2170Ri0//f3VQvuf1vjycJlk632Iq4vESw2yf8lOobB4OlyjVeIL2NAbNHSabXLJErmHDCKCJDGch9UtL+ffB9dYXLAEZGvPP/Oz8rnqXPvOyNOizOUx4/KZuTyLEwjaoC9SCOfZ2vdTSFe4nKPLC2C0aF8I7jgEQWBlw41Gp+LmMjmhh2swaijkqqRiRWxOI3mJDFIxXxtRnxiGyaLDZjPg9lpoNQZkvpCrkUlNt+48+xbGH7ITC+dwus1cnS8+pt5cJkfKfQDyEul6hVLOzpqD0393/WaXxT8LfgOH+P9v/KaJqEopx+0wjdTRvQXHl3H2NrycXifY2/TybUigXKmUsxSyozGqyVbrhDMF0tHJVeLOioefs3G+P46mggG6oshjscTjsPenDN5vehH0Mn65jvHWGunh1PozoqUyn4I+PscXb0bZ23Dyj6XB5CkicJrNsG6yc1OeH9ERx54UkYGrUq41hYwoQaOW49DoMCu1aOVKFMjxWr10GwIfHN6X/QzvE1F8DVqJA8eUXaMTW183sHF7+ttoXEtA9uSqJSBgV2to5ts4NDpuZ0Q4PWYj8VJx5LXLJ8H5da8djVrBSWRAUGWCQOWNbi/POHlM4rUbSYyZK3xa9/PtLLrQIGQ2Tq9fNBu0rLqtnFyM1uIeXcZZCdgoV5oT1p3TUB2r/xRF+HYS4WDbz8Vdks4TYR7vbB+HWqVgc8VFs9Lk/jpN9j7P7oaHi9O3NU/pNW70xklJpVnY3PNz/pQGD2y4uHyKoNxfp1AoZBx8WOLyLDYSmYs91xuatSwtOzj7Gp6oLe31+viXbMQeR4ls7DFH7DE3mPx2fHR6fW6vkxMTcX3o3K5vebn4PhnBsjuM+AJWIvdZLiQsQofx3LRTqzYRRZGlDTePc8TU5W9o/BIE2PuwRCFT4eynO7Y/LXMxp7bU6bW8RI2lcPktzP7vV19qGZvN6RkGQQCPz4rNbkBgUMsYj+S5HypxOPi4zMnP95isupl1qFLY/7TMyVCJQX2OogKA2aojlphdapOMF9nZ83M+w8noGelkiXSyhNmiQ61SIO/2sZh1nP2yeBPa0oaHk7HaULvLiC9kJxErvNSeSuH5Oa6UGwMt10LtTb7s9VqL5TUnP//bK4JLdsJPpSYqtQK3z4rRokMul9Fsdchnq+TSlcH+eyJKlRyTVU96SvmUFBr1Nv6Q/YWIGo1qaunRhYzPb0Go1jn5h/kLp78Y/IU3Fv0p8JslojKZwFrIwfntPy3MHk7k8TpNPKYKBPxWrA49tU6Xu1Se00wWyYKjIeT7gwGr2+/jNRtHiOg09NXwczLKasiKsinjPrlYWl0hkxErSQ+uv0TivAt4+J6Yv6LUa1Sc1kff1+r3yDdbuLQG0o3Z32ERIf5xtPs94vUyccrIEPhoC/I9lySfabGopdnfeYM8ZIvcpBYvQ/idx4fQE8lWZ0fsrDotcYqSf3smsEsuK2aDBhlwPEXgfR5a3R5GvZpkvjLg2QJ8XPXz7XTxRqa7eA6ZTBjpZlfIZRyuerm+S3M0RW7pPprHYtSytuTgVqKjdhypKdGsk4sYq0tOMoUq5WrzxdJwHEsBG1a9ZiAd82V0ckxkyuj06hFCNgvbOz4uT6KsLiAhNIzWEMFUjInBd7t9jr884HCZsDuNXJ7FWVp1En3McfBhifuLBKczSIDJop8goi/77vS4eCK9NqcR/7KdRKxI5mmijT5k2dz1c3UepzukQSwIsL7tRRDh5jxBbkEyNfxI1mstUogsbbp5nOFPLizY2OHwmDGatBz/dMfB71aI3qa5O4kSWnESnlGTarHpZxJRgJOf7jj4wyq3VykehuqtjWYtXr8VtVpBs9oi/pgleZ8hOUVmZ3PXz8nP9wCUC3W8Bhs6g1pSy3IcS+tuLsaig9kZzZDPcPssXF7MHwfK5cZgiJsxbBpNWvxBGyqljGy6zOe/v2ZtzUmn12XzMIBaraRebZII56c+M5Yh+1KVWsH6jo9ms8PdVZJsZv68NGwH+nib5uDj0kyThmH4Q3YQ+xw/XQPjUCd+u9UlInHdNFolLp8Vo0nL6oaLRLKMza4nP0WtQgo3Fwn234c4OY5gsxlfiKgA7O96ufzxZm7d6N/w58dvlojub3g5eqMczTMEAZw2I3aLHrVagd6qIVKpDCwX39CEs+a3c5Z/jbJ9DydYdlh4yBWnbqNXqzguDAbcu0IBuSDww7aPi7s0jTkPjMds5LE+/fgesgUceh3Z2mzStb1m44/FyQhMrlln1WRDq2jNlHGa5ra0CHbNHsqNDj8mYri1BhYhoTJB4AeXn58eBmRt1+XkIj2fSFm1Wk7CSbQKBQ6DbiYZVQnz5ZXC6QIbMjsOjZaQ1YxOrUStUqBQyBAQ6Iki3X6fZrtDtdmm0mhNNKUBXMayfFj3c3afZMfvHERC34BStcnuspvzu8F9tLfsplio830BMlusNKjUmrzbCfB9inIEgMtunKnzefeYweUwYnSbRhYmBr2a9ZCDQrpC7DLNtDhQoVjnYC/A6ZxaNgCVSkHuyWL38S6NVqeisUC3qz9k426I3EyzNs2my2TTZbb2/FjtBjqNzgupmYVpBHwc+UyFfKaCIAisb3lQaZRcXydpNdvYHQZuL5NYLDqCyw7ikTzXJ28f18YjV41am5RYZmXLw/2UVO0i4ffdT8vcn8fJJorI5LKXlH+72aGUKo34iY9jWup/HKc/3/OH/2CHarlJr9MjmyyRSRS5XjA6ZrXrSY4R3kQkz/quj9ub5EgzzDiMFh3lYo1ud3RMqxQbGN3mqZmPfYn6xGmIRfJs7/lHIsgGg4bAkg2lUk7hKbp7OZap0Bu13J0nKBdftxME8C7ZXzRki7kqiUiBfq9PcNVJudLEYNZyd5XidIFU/jDGbaqPvzyycxjkfMb3lMkF9t+HOP/6OHIPLrLIaTY6hG/TeAJWUrE8xWKDbreP0ajB5TWjM2pAEKhWW6RTZWpTCPjddRKbw4D+KaJrtehw6BWc/Nu/3IakWZjiafFXjd8kEX2/G1h48raadThtBnQaJX1RpFxtksyUSecrpPMVTEYNtcLAy/vjhp+T+yTt7mJES2NSwhC3EUUwqGanKTd9Dv44NLD0RJEfEzFcDj1rKjsnMwqpbQbtTCJabrbYtTjJVetTo/tmnZrj6vSo6V05z3uHh6N8fOo01e6/fYXp05qxKwx8S79+tkWtJc3sFJhaLmfH4uRz+PWcLTrBbdps/JKL0em2CXksM4loe4FV84dlH2f3ScwhNdF0caFjUCvkmHRqDDo1WrUSlVKBXC6gVsr511shSuUm+2seej2RXr9Pp9un2+vR7vTodHu0Ol1a7S7dsZo1uVxG0GXGoFRxcfW2WtVeX+T7RYzDHT/n10k6Eve7w6qfSUQB0tkKBp2aoMfGxqoLtSDj5jzBSXqxKMrJaYS1ddfcDt/tXS/HT5HJXk9kadM5Ny0MAwmZWOw1dZpOlnC4TVOjjPFInnSihD9oG0jPzIn8z7OSHIcoitw+RdD0Bg1mg4Zg0EoubeT6LP7yHX8NpO7fRr1NLFFkddvLnUTkrjcj7Wq06PCFbJx9fiXkqzteboZKBEr5Gj6TdurCYBElAZNFSzBk5/bLI7lS483yXIIANruRO4nmmpuzOHufljn5Jn1eBZmAy2N+uSbjcDpNkkTU7TVz9caMSKvVYWvXi1qloJCrEgvnuDyeHTAoSnimiyIkonkSQ7XNao2S3cMgokzgYU6j2kxI3O7310m8fiuJ2GQJgttnQatRvERBh1EtL1a6pFDKB/0ZqTLb70NcHMeoVZrcS9RX2x0GHC4TGp2abq9PudIgmSxRrw1S9EqFjO0tN/GzKDe3b1Nf+Bv+vPjNEdEPu4GJZgkAo16Ny27C8LQqqjZapHMVCuU6hfL0mzK44eSXu8Gk9uUqhtdmxGzQchGZPTnaTXqOUpOk8TSWZtvn5CIpPSCUkF7VpWs10rUa7zc9pBJlchIKAItYO54lZ0s6ra9a+WNhdhTqWzbJH9whfspIv++5230R6OVKdkw+vqQTRPqj6SGdfHZnqlmtxqs2chQfPc/HqSRLFgvh4nRSrlbIuY29RqtPkml+WPFP1REtzBg4ZcDHlVcd0EVTmjDoYM+V6+SG7kG31YhJpaJWadPv98kuULOpkIFaqUClUqJSylHLZJjV6n9SacrRRZyVgJ1SpU5+rNlIPcO68xletxm3w0Sn0UXW7CFXy1C8xWISgVq7g/KpM1sKdoeRy+PR512umF/bqNOrJJs2PAHbVCK6tObi5JdHCtkqKxtu6tUm6Rmi+1LNHIsisGynnK+ilguI7S7+JTvhfwKJaEwhxa1mh0g8z9quj9sxuZ9pRHTjIEA6mp9ojpGKAMcfsmwcBLm5TU/U0ZZm2GMqFDJ2DgLcnUZfyO7W71a4OH5bduDgw7IkEXrG6S8PHPxuWTLFvP9xmePP07fVSViayuUy1HoVrSnR9XEEQnasZh3xxxxqhYBo1U+VBhtH9DE3VeZqGBarntujCP4NNwfvA1ycJei8wUHtGeNRYRhELREGafRn6SZBgP0PS1wdR0hPMQ9IxosIgjC3OWjnMPhyDbpzjAgK2epEk6JMLuDzWFCKYFHK+PnrPa0Fnaj+IvEbsOP8U+A35ayk0yi5uEuxHLBxuO3j/W6AzVUXVouWSr3FbSTD98sY3y9j3IazVObUnzkcBo7CoyvbRL7CRTjN4YoX6ww/+GDAQnfKQ9adIlbvtRg5L85OKX9LJalounzY9E3YoLUWTIl/iyZYtU3artmNWr6VF0v7/ZiK8oNT2g2p3p0fCRIQ+GQLouyr+TEZlUznq4TpZMerN2CRabnKTA7aogCOIacoKRy63RTrowP4aTqFxzzpHKKQy0jlpCcWnVrJrs89Ikb/TyklX/Pbadc7CCKk8xWUCjlW03xbun4fGq0upUqDTL5Ku9Hl5jHL3vpitonTcB/NIQKroVHHm9YUxySTQcO73QArATvJZInvJxHo9bm5SXNyGqMP7O4HWN9wL0TYE8kS2wfTXbdcTsNEZC2+gBf22paHpoQE1jTpLIfLONIQdH+dopCvsf/D8kTK8hm5TAW9QT33WJ4hkwvsHgbx+ixcHkWQCXB/keDqOErkIsHGppvlNdfC+xvGLG3UdrNLOJJjfczVqdMePT8anZK9T8tcH0UmSKTeqOFmCkm8Po6wN3YN5QoZ6SlKJpu7PuxWHSc/3o7UcLbeIL8HsLzu5uzr/Cjy2S+PbO2NHt/mvn+kOUkKUld9912QxzlarWqNkr2DIMtBO7HrNCefHxB7fZLRAjfHUba3PHMdlgD6fZHA6uz7wWrX06u3BkYJosjJ5wdcDgO+GR7w09Ca4q6ViBZY2fAAYHcaWdt0c/L5fqaDVbPexjXDhhVgY9fH8dA1uL1ILHRehtHviSRjBVQygWKqhFohsP+7FVRvsND+G/78+E0RUUEQUCplPMTyHF3G+XYe5eo+TeFXdjA7gpaXzt9xHN0laHd6fFj3IxubUFUKOVeF6ava21Sew4Bn4nWfc7GHrNpu82MqxtKKjZDT8vJ6obGYY0in16fb6aMZi2AsLZnfFM38lkmyY5kcCKud2UR0y+hiSePgp0ScnESX/zOmLZbXLDY6zT6RGRHP7+kEDr00gROAtIQYdaPTxWjUTFxPr9koSVDcZgNOrW6u09aiOFj1EosVKFWbGHSD7u9Etoxeq8RsWLwb3Gs3cnGbotPtcXGX5HB7um3kIiiUGoTjBd7tvE7WmSFJFKVSzu6ml511D/V6i6PTKA9D4vbi0DPUanU5PY1xfZPGYtNz8C6E3z97Ujw5j0pOnGsbbskUfKFQIxCyT9+hAGkJGReAaCQnaa/r8lgmIrntVpfjXx7xhRwElqQ/zzlnsoWBPNP+hxA2q56zb48vaVWDXk0hW8UXGtif3pzEeDyPs77uYnXzbU1ZlXJzJvFvt7o8PGZY33+9V4ZdoZY23JjMOk6nRAiXt7wzI90nP96y/z748rvTY56wK/UGrGxsurj+9khaItX7cJFkaUEirjdoqBbqM8sLntHvi4SvkwSe/NWdXjOxx9zcaF19jNwvrTpnSjX5gzYODoMouiJnnx94HCo5UalfF92Xx1FKqYFFqVozO/Mgn5EFM5o0aOWylwh/5DqFTC4jHs6RjRc4eB9806K5Xps+v5wfRfhX//4mzWqD2ykao+OwOoxT/2ay6gbZhqFrIIoiHp9l0cN9wf77EMf/cEW53KCcq3LyD5doFPxGCemfyN7zL7wT/zdFRGvNNs1el/e7ARzW2RGxeQj4rRw9zH6gas02X69jLLutLHteJ8qdVTeF5mxSWKg2kA9NeIIAd/Xim47xKpfjoVvi47YfnVpJrLy4HEmkWGLf9TqZuS16vpTelvbq9PvEqlV8+lcCLRcEGj3paJlLY+CdOchZNsdtaX5nu5Q0yL7DRbpQJV+fvbjo9Pus2KUJzr7bTSwvfa4u01k+rvhGXrPpJiPfWz4H7UaXSGaSDP+azMnHjQCnVwnancF3Hi5Ij6ZKmI1aDLrFomseq/FFmqnXFzm+jPF+Z3pUcRHtvG6vz/eLGO92AtjMOvKFGqtLDg53/GiUCs4vE1xcJ+lJNH5MSx3m8zWOjiJE40UCITsHh0FM5slz3euJKLSKEd9wmVygWZ3+jM3yxF7f8kpaB8KAsD0Tkmf4Q/aZ8kiRhyzxWJGDT8sT9cmGGVJaWr2Kg48hdFoVJ788PDnBDKBSK17qNu1jC9Tbszj3JzFWV52sbU0uaKUg9kUMptmLmU67x/19ho2n6GWz3kaukHHwuxUit+mZZQiVBfQ9z366Y2N38GyZba/XR2/QcPA+SCac5WZOba9uQeIQXHaQWzA9DoMUc73UwOUxo1YrZwqfPyOfen321RoljXZ3RKkCBtdx73AQ/YzfZDj5+UGyq33YLQmeLEp/vkevVLC7P30hmZxyH6s1SuxmHYnw6zhbLTVYXnc97b/Lyed71jddWBacK6c1ZgkCHHwcSHe5fVa8QdtC+1OqpEm2IAi4PWZKhcnSjchdemoGQgqbuz7O/ngDQDxafHk+y/naCyE9+N0y6jcYFPzZIf6Jfv6C8ZsiogCtdo+vl1Hy1ToH2z58rvkRCSmo7RpJz3Mp3CXyhJMFPq770WtUZLvzI7DRfIl3wde06ZbXSbK+uFjzM9wGPW1Zn08HAQ63PXza8nG44mbVY8Wsmz3x/BKJ884zmMg8Qf3C7kfDKLWbyEQZRuWAJD3/OwyNTMHvbEsUqh2+pBfv+K23RyOrP3h8XCWy1NqL1fic5tLoVZMDTL89+3t+SyQI2l/vG5VsdJL4uOzjPpqnNCNCsCgUchnv13wTGqHjVrThRAGnVT93Ijbq1FyO1YWK4sC29sMMMroo7qM59te8rAUd3D9kOT6LTeiJjiO1gMRQJJLn6DhKtdZmc8vLzq4f5RCpe3jMsXf4GlHb2w/MTMFXq9OfwXk1pBb7KInV6dQTBGMcvV6foy+P2N0mludISBnNWg4+LiET4fjzg+SEu77lpVEb3AONuvT5vb9IcHccZWXZwcb2/BKMWaT4Gd1Oj7vbFJuHAfRGDb6QneOf7mY2CXmCNsLX8wXy+32RyEV80DiiViDIBPbfB5H1upz8dLdQ9PLqexi7c3okDQb1iYuIuw9Dq1fhC9pYXnNiterZ2g/M1aQt5qro9IPxbmNndHHjCwyin6o+nP08Gv2UgnJKzXUhV+X8yyMrS3aCElH3bLqCayyjoFDICAWskjqx+rHF7M1ZnH67zdaub+K9I/tUyqlJSF2p1Aq29/2cfL4nFS9yf50ikxgsyoajvFKY1sy393GJ6yn2pMV8jY3t2cf6jKVVJ48nkRfzgW6nh3fZOfKecr7G8T9coZb/BgnpvyD85pqVntHrixxdxxGAvU0P1VqbxzluM89YXXNyGn5butVi1NFF5HDfR9nUZd+lJpmqzGw0CWcKaBQKmt0uKr0C5vBXg0pFyGLGoFHT6HV4LBeJtMokO1W8GHBpDfycGoooaEFnUuLU6rGoNGhkCoTek+1avU22VCOcL7Ltc/C1sLh70zgi1TL7NheXpTR6pYrykMvSB2uAcKnMHxNvi7YClBqvA9/feYMv8kyLotpu8wdvgJ+HOupXbdYXIfppaPf6yFUyFDIZ3f6gjAEGTkIfl6c7Hz1j0QWMQasmYDNzdDE56KYlXLzuY3nWgw6iqSLNKV38GwHHVM3Rr+dR3u8E+DZDlmkaln2Dhc3ldZIff7nDZdSz7LfxMOeZclgNFCOLS571en0un7r89XoVm9s+6rUW9/dpLu9S2B2GQeRujhLAw30GvUE9MXk6XEauL2dnOupDHd5rm56pk6IUkrHioFnj0zI3Z7GR2kyrw4A/aOP6NDazCQagNTRJh2/SqDQK2lNq9B6ezsXSugu1QcPVlOPV6udH1GUygaV1N0q1gm5Tzp2Exec4nB4zyQUbbJr1No1iDf+yA5/bxOlPdwtt94x+t48/YJsqCeUL2rhesKFJJhNY3fKiVMq4PYly9fURjUFNpTgYvwSZQHDFgcVpotXuEn3ITkQznW4Tao2S46MIKrWCjU0vtVKDx+sUidvFm8sUcxZHD9cpZLKBFNJjJEel9HpfuXyWl1IGQYDNDQ/nU2pjU+HJ61QpNagchdn/uMzVZVKyttNk0U0035mtOiwW3YvGajFfw2LTU8zXOP7lAafHjMWmn/r8ZCUi1oFlBxdTVAye0V9AtcblMVOI5miPNSaZHCaQcCl7JqQmm56N3y1zfRL7y21q+guPXv4p8Jslos8QgZMnX+3NVSf04XqOX3FrtsISAFqVkhW/DZVOQbJR5bFYIpGrc+j20lXA50ocdOB26Anozai6MvL5OtFk8aXsJVdt8MNqgNN4ipPi6IpZAIIWM06DflDT1qgSqZQ5KaVhbF7/6Pfxx0yY3pNJ5vB9Wu90eOwUkXy09WBQqvD6dYhtB2q5AsWTXma/L9Lu92h0u1TaLYrt5kzt0JN8mt+7AxTaNWjBmsGB0JPzOfnrhN0FIFdrTGiEvhV3pfwLoQSwKTXMV6aEu1yB36/4+Xwbo1iuo1crWbbb5pJQYG70DAad8SpkXD1MRkosRi2lovSq5CaSZXPZxUM0NyEjppDLCEtYUg7j23mUwy0fJ1dx5h2mXCawu+qhUW1x/5Ad8TrXG9REInkONn0cX00nKw6z7k1EdBi1WpuTk8F1dzpN+LwWFIJAt9Hh9Nvsqyj2Bx7y52OkxBeykZWoDx7G42MWlUpBu939Vd3FojjQWHS4TGh1Klw+M06XicujKCcLpIvtLiP3F6+TZafdZWPfz9Ucp6nwU9QtuOpEZ9ZxdRYbqbNWTak3FASBpTUXBqOa6E2Gu6cyBLffikqjpC3R1PUMmUxYyC70GW6/FZvbRKtcRa2Ssf/DMrGH7MKWrAB3J1E0OhXNMUkolVoBPXFmkwyAN2jD4TIRuUly8/11ZNz9tMzZkG6t2BeJ3maIPhFKQS5jadWJyWGk2WwTuc9gteqp1FscHAa5P09w9vlh4e8xDPkCmrP9vsjpl0d0BjUHh0FOT6KDcXqoNnf/IMDJT9MXOZl4Ee+6i4SEkcDplwc8fisKrfrFVvQZBqNmhIj6QzZa9RbhsWvv8lleLD4zyRKZZImdwyCJaH7C+rOQrWI0a19S/mqNkm67O9et6fYijt1lnroYMZq1CK0OlYKEGs4ct7BByv4Ko/U3QEj/BeE3T0SHcfU4GFBWQnZ0KiXnt5PWets7Xr4lJqOhMkFg2WvDbNFS6ra4yef4WkqNkEK1UsFxI0Wt0mXDZuc6nyNVr5GqPz2AAhhCKlZNFoyCmlqpxX0mz/6Sh6NKijXH4Lgq3RaP5SIPjcHPLASMJr7kBuQoWi3xzuXle3px3cgdt4P/OnaH3aQm05wxGQigUyswq7QYlGp0chVKmRy5IANx4BxV73RYNdlwa0ycZFNUOou54kjBqtZSr/fZs7pGNELfiky9zg8+P1+icVx6PcePi5+bX6Jx1t12eqUOdo2O8wWbkuZFRFd9dor5OpkpXcBuq5HyFCIKcPWQZmfVzfVjZkQ/dG/Fw/EU16RhHF3G2Vv3cHmfntAfBbCatKx4bYTDOc7OpPdnMGpot3ucnsR4fxjk6DIqSWy1EqURb4VGo8RqGTSeyeQCokKGN2iTnEyHMd50pFDKuF8gStVp99hYd6GQyeZaZ8JgArXa9RhMWtQaJTK5QL/Xp9HooNYpcbvNiAwmyMIcEgzgD9jIx0fJu1qzwOr4CdEnmSffsh2T3cjlaYx+X5yoXw0sO7Da9CQesjxKRK1SsQL7Pyxx8uP0qOXqrm9EO3Qa9EYNKzs+zr88YHcZKaTKryRGEFja9GCyG4mHc3PdomqVJvv/en1CcmlzxzfV6cpg0rK87qKcqxK+TpKQkDWrzNG2FHt9wtcpeEp5bxz4MahkiC0ZhUx1IZemaZBLNMhNQ73a4uTzPd6ADZ1FS+Qxh0whY3/Pz/GMa/UMp9M09dlJxgooFHIOP4Q4/hZ5mR81QynrzV0f0bu0pDasWj35vJ8fRdAZ1Ox/XOL06+PInOvyWl6I6MaOl5MFnJr6fRFf0CpJRFVqBXajhscpWY/ijHF1GJXCKCGdVjrxZ8HfIqJ/Hbh/0o8MeMzYTHrObpL0en1kMoFM+/VG9diMeFwmWkKP22Ke82YOZvCY7aCTf9cZDMp9oY9MECZISbXT5jj3uopUmGVsuhz02yJHhbcJjwOYDCoihdcVcVtcvOvdY9BzVkrRFfus6OyziSjQ7HdpNiukmtIr0XWTjXpfQbMvUuwObOs0cgU6pQqdQolWrkAlV6CUyVEIMmSCgOxJS64vQk/s0+n3aPd6GBVqBFHBcfLt52QcudZgIbBstvAlM1+T06bTYtfpMKhUmFUqqp0Wp3eLH0dvRq3twZPNZntGh7FePZ90nN+l2FvzcHGfeunoLxYXF2k+vUmyteIaKVdZDdgwqFVcXif5np1dY1cbcoQ6OoqwueEhki5QG6v7Et/gRf0MtVpBKGhHp1NRKTUIP2a5vkjgdBhpNjvIFDIqlSa7n5ZIhXPkp9gTRiM5BOG18XZz18/ZyWKRda1BQzqcRxDAbNVjtujQGdQolHJEBlHKWrVFsVCjWmmSTJZgzPLUH7Rx8T3H2oab06+PCILA8oYbg0lL7CFDQcKqUIAJFyCATLK40HEPI/6QI/6QwxOyY3WZEAQBT8CK02UmEy0Qu0pNdbZ6xsnnR1Z3fFNT9PPco+QKGTsflnm4SnDylIavlxtErlOYHYaBDJQoPhGHAXkIbniwOE2kYoWpDVKph1Eb253D4AQJVSjkrG17EehzfRzl5KlpRQqhdTfhBVPp63t+Oq0O198jtBsdNAYN0csEZosO/4oT5AKRcJ7yG9RapJQa5iERzUN0UFNpNKj45b++XGi7Um62vm23O2iUWt3yUig1yGerL41FBx+XOP3yiDhljJtW91mvtjj58sjSmotut0fsqZRD9yRvtn0YWIiEPiN6n0GQCSPatDKZwMqyg6svD1O3S8QKc6P8w6gUasRvkmzt/tNk8P6Gfxr+KonoM6LpEtF0CafVgN9pRtDKqQpd7B4j0UqJx2qFxykyL1KoqjvwdH/fFPP83hvg5/jsob7b73PajGNwCNjrVu4K8zUQn/HJ5+NzfnRiPS9kWLfauSnMq4cVsZo0JAuD6MNpNo1eqaQ2peN9Hj44vVxXUtg1Or7mYvzgDPA5ExuQ11aX/BuCBTIE9lRehG6XTq+PVqHAqFZjUKnQKJWoFXIUMtkTiYWu2KPT69Pqdql12lRabSqt1svC8b5Y5JPfx1VkMNEY1Cqcej0mtRq1XI4oQqvTpVRvkinXKBYaFAuDScSoVtEotlkL2TEoVZzdJ5jX0zWNiH7ceKrPnLOi7S/YNHZ6m+Rgw8vpTZKNoIPrN6RI5XIZqWyF3XUvSkAvU/B4N98W9RnRRGFkIri6TuJxmzEZtCSGlASmddoOQ6mUEwraMRjU1CpNHh8y3IxFNJRKOVqtimymgtVhoN8XOTmNoVIp2P/dMvfniYl60HKpQWjZ8eJ3XluguUyjVbGy6UZt0WKq6snlKhRLdUkXm1kwmrW0a+1B+vhJNkkURR6eommCILCy4UZv0hK9z7ykLZfXXTxcTC56UtECdreJ3BvGo2ckwzlkYp9gyIbLZqCQKpGaU8IxjHKpgVavpjFWH6k3aridQew39gNUyw1Ofn6N0nlDNh6eaqIDq05JUfvIdZLIUx2ff9WFzWMhmyyNRPEy8QKbPyxzeRLD4TYNIpVPCKw4sFj1PF7Gufwy34oVwCCh1jD5ffy0G21uniSalCo5sYcsRrMOrV5FuVin/FSbKQgCSysOzA4jlWqTx/vszJKdRU0wBEHA7bNgdxgQ+iKFVInzf7hma9eL2GziD9kxO03IFAqajTbpRInyWDNc+DqNxWOaSJWP4+4ygd6oYefAj1wm4+BDiJM5tc1JCdmtYTzeppHLZRx8WubqNEav28fuNBJ5o1lDIVtl8yDA1dnrOLF3EODk313P3K7fE/GtuHhYIHMEsLrnJ3UeJr9gf8mfHCJ/NqklQRCCwH8OeIA+8J+Jovh/EAThfwP8h0+vpYH/oSiK8adt/hfA/wjoAf+pKIr/5dPrn4D/M6AF/l/A/1ScId/yV01EnyFXyWjpBWQmgUSxRjzx9sHeadJzUh0lAheFDBaNhuIMKSeTWk26PSCDalWdHwIBPkfn11VaNBquK9LEwaSZrzn5h2CAH7Ov9VCVTps/OPz8nF+kgnIU/8oT4HPu8YlfCYiIfM1H+eQM8Evm7Wn135uW+DEcw6LS4NLrSddqNLpd0rX50cxnyAQB0xN5tWo1uDQ6BFOfx1aRSrnFY3kx+8Vqq41KJuM2OVjBux0GAlYzVw9p6lNE3TvjdpsyGYcrnoVtZ+cZLQzj+DrBu00fdEXcDiN6rQq1SoFSLkcmFxDEQeNep9uj1erSaLSp1ppUG21KxTodewe1WklzyneZhnqjw3LASnhIHiaZKqHXqdhedXNxl0JAlOyYl8tlBIM2zCYt9VqL8EOGO4kGgmFsb3k5ear3HE5jtttdvh9HMRjU7G97uTyK0hlq5LJY9YTvs4RWHFOFxtUaJSsbbvoKgetwlqO7FO/3AqSrDWxuE+lY8S2nBoVChtNu4P5qQI7y2cnxRBRF7p/Ik0wmsLLpHnS1zyjr8AZsbyaiCqWcnT0fF5/vMWqUXD3VRLoCNtwhB4Vcjej9bBKQTZXZ+xjidMyhaGXL+xLlHIYnaMNg1nEtQVLtTuNLWrzbml9/G7tLE7sbjKuekANnwEY+UyH2kKVTbyOTCxj0GnrNLmufvOSSBaKXCd5SUW6y6riaIRu1sR+g1WhxPeap7l9x8nCVopCtsP/7FU6+vv5dFEUid5kXgqU3agiuuZAp5MRjBfJjJHAatdDp1fiCNrRaJc1Kk+R9htRlgtRY8FOQCfQ6PWK3aWJjC1Kz3YAzYEdjGCjBFPM1rD4LjXobrV6NRqtEpVaiUslfLDVfiLE4WBhbDEqy+To6vVpSfuoZlVIDu8s48z7t9foc/zIo0dDoVJisujdJbb1g6FE5+BDi5O+vFtrMYJsu7TaM/d+tcPxvvr3ZVvavGF3gfy6K4hdBEIzAL4Ig/FfA/04Uxf8VgCAI/ynwvwb+x4Ig7AL/EbAH+IB/IwjCpiiKPeD/CPwnwB8ZENH/LvD/nvbBf9VENBS0obFrOAmneHioovNq6CKy63dyFnvbCi3os/BQG32Yyu0Wv3P7+Ryf3mQQMJm4YLBdq9/lS+uB368s8/UxLek29Iw1h5XPWenB83smjlunf61NHUPIbOJbYfKYwqUyMgT6CxahqORy3jlc/Jx7Tak8RwNFRL7no3x0+vmSWbzr+L3Jz49PNaHFdpMtq4N8o/HSbLQo+qJIqdkkYDKRLzZQaWRkazVsBi2V5uJETwSMWjXF2iCylypWSRWrGDQqPqz4iSSKZEuj53k4IqrXqgjZLHyX6IyXggAks4sNyiqFnO0VN7VaG4tGTXoBmaRhmAwa4vECQa+VeqXJ+rKTmzmNfMOwWPUjRBSgVm9zc5Xi/X6AeLpIPlxCJhMIBmxYLDqajTbhhyyPb4jeHuwHR4TCZRINB9Vqi+8nUexOAz6XifPvEcS+SOnJOtVo0cFQx7BKpWBlww1qOdfhLMdjTWPlYp18vobVqsftt5KaE+kZxvaOj9OhppdEtIDBpJ3qr93vi9xfpVjf8ZHPlAmtu14aj4axqDXqM1bWXTSKNU7+cZCSHiYQ6Wie9FNU1Om34llyUszXpkamTr+E2TgIjHSkV8ZKQQxmLcubHs6+PEiWFyhVcu6Hao4fLuMoVYqRhcMsJMNZkuHBYsIVsGLQqfjX/94W2XiRcKZM8VeULwAsbXolbUA3DgK0ai2uj6QX50bzq2HG6c8PLO94eZgiY1WrNLkYarALLNmxu81U620enxYCgiDg8Vux2w2I/R6FZInkY47b1Pxmv1kR1VKuSmmoNtkTtKHq6GmXGrRLjfHe1wms7fo4fchRqDaRywTWd7xoNCpikZxkk5nTbZ5JRL0BKw6XiXa7Sz5dRquQ47ToMFp0aPRP5S/ioAmrVnsqf5HQIr45j2O1G/H4LJz8w+xI6DB6c2T8dQYNgZCV7//ll4X3+c8J4c9UIyqK4kv9jCiKFUEQzgG/KIpnQ2/T87pE+A+B/6soii3gXhCEG+D3giA8ACZRFP8RQBCE/xz47/MvjYiurbnoawXOYxl4eo4seg2pp8jlRTrLp1X/i8f8InjoFSVf/5yMsWlzcJWXljcxapUTsk2fqw9sBF3kM10yEmRyz+maSkIBeogsW6ySRFQuE1BpZbRKk4N/ol7hk8fP18L8eIJdrcWl1/J1rDSgOWRf2kfkKB9bmIwGtBZuxyaTy0KWPwRGJZgWgUGlYsfm5Mvj4HOdai2pchW9SslewMVpdHEiZNCqXojoM6rNNp/vYshlMvY3vVQrTR4SA7Ly7MblshhQy+RcSnTGT4PTaiA7p4PYZTMQcJm5fcxyfBFj2Wvj612U97uBhaOuAMtuK6cXcXq9Po1Gm4eHDAc7/oUanoCJrv1n9PsiR0cR/vDDCi6Nlmg4R/g+s5BawTiWQnYux0i8XDa98zWXq5LLVfGvODBqVNycxfD4LVxfJFAo5axuuJFpldyGs5yEpUmXUikn9kTSCoUafYsOT8hGMjw/PXfwLiRpDekL2WZG3exOI6l4gUqpQbnUYO/TMqdj+3kW8+5LmAYMQ6tTsb7u5PSn+xGzguqUGuJMrEDmiWg7fFa8yw6KhcZEN3wmWcZg1lItNfAEbDw+yUYplHK2PyxxfxHnZIav+8aen7Ofbl9+bzU6bLwPLSy3NIx0tIDbb6WcKPBwFGF1w43OqKNabRK9yyxMbmVyGdGxDvHNgwCNWpPr77Pv2OHufFEUaVWbyBWyhfRQ44854k91klsHASx6BUGXkchFfFYbwlQsmtpf2/OTDGepfl+sflWukFGrNClkKmx8CHF1FufmubFNeJK3sunJZSrEn56PcaF6m8OIN2BFFEUSkRyJSP6lzGJz10fsIYtCNtDFnQa1RonVYcBg1qHWqpArZPRFEZNVz9f/5mpmJmEcUrXZz/AuO+iWypz//dnU9/zZ8RfQrCQIwjLwAfjx6ff/LfAfM2jf/m8/vc3PIOL5jOjTa52n/4+/PhW/OUH7qRBge9uDf8fJaT47IKFDcNleRZJ7fZHPjzE+rPhQzpF7ANjw2ok0paNRogAdehO2kS+fJZeezK/rafrmBrvOUQFetVxOoTe/Xu00n8SgnGx6+SHg46Y0XfOv3Jyfsl412lCr4LoyOZHXxjrl+4gc5+N8cMwu9tbKlSjqCqrtyc//MRXlnXcxBxmAfZcLA6oXEgq8iPXX2h3O0xk+rS5ue6mb0TzU6/f5/pDgNldgfdnJ7oqbTrfHqtdGt9UjtkA0YxgOs7TLiSDA9rKL3WU32WyVr6dRyk/OQmbDoL7t23lsYTvP3VUPp08Er1prsbLkoNcVOTkeEFrZAs0TsVRx5t8L+RoyhYzaG0oNhmE0aKjX23TGIoGLOKvEYgUublMs7fhY2/OxduhHZtNyGslyfJWgPqNZIeC30h2SbSoV61S6PXxTbDyfsbHt5WyKBqJ6hhGBQinHYNK81NN2Oz1OvofZ/bQ8MqnXqy1Cc7zFt3Z9aGVw8uPdhGNWuVCTjCYPIxsvcPzvromcR3E4dBz8sEToyVazmK8RXB+I9Tu9lsF3Pghid5s4+emO2hQHrZfjl4gIq6a468zDwe9XOf6HazLxAq1Gm9ujCMf/cMn990fEdpuVdScHPyyztutDo53+/G4cBCg8dV9vHQYILDu4+h4mMkeAHiARGR1HE+E8u0OmC/OwsetjecVOLVchdZchcZtk/9MSBvPidr7PWISH7v1ulYeLOLVyk2qpjn/O/Qyw+3GZ5LNxxDjBfio/OP78QPwxh9NjehKyl7N9EGD/4xIur4V8pszp10fOvoUnSKBaraRSamDzWGY2bLWbHVLRArenMc4+33P8x1tOf7yjkikj9LpsH/rZeRdEo5uv0pGMF9FJWCZvf1wmcxkmKaGo8C8EDkEQPg/9/CdSbxIEwQD834D/mSiKZQBRFP+XoigGgf8C+J88v1Vic3HG61PxmyeiMrmM3X0/znUr31Lpl1q/ceh0k4PVl3CcJZcVm2F2IbvWOrvL+a5U4JNX2g0i35u+Oit0G1wR4w9Lr9u+93mJ1eenYKvdDnvO0UlrzWrlS2529OG6mGPLNH2y++DwkukUSU/psC+1J0lHjz6nxQTvZ5DRHbWXx9J00nZdyeEzzXZUMahU/ODxcx7JkKmMntfh1H6vL/I5HOPTmp8ZwbUXqGf4OQ/jMp7hOJZibcmBTa9lyWNl1W9HKyFpMg2asYnZoFPzYcuPx2Lk8jb1JDk2+swOL3JOrxPsrM8m7QatisxYGt8wNDB/P4qwveJGM+e4S+UGHrdJ8m8+r4Xr6xSReEHStnMeBAG8XgtZCYmWaYu6cbg8JmQ6Bblmi55CRk1CbkYKJolJqlxqUGp38a9IT95ur5n4Q3ZqtLIywzJy+yDAo0TH9un3MJ4lO7YhJyHjlHNpturY2fFw9cv9C7EaR78vYplhfTqObLzI8b+7JnwexW7TcvBpiXq1xc7HZZr1Fmt7fq6PI6RmOFw9Y7hJaRjxh8Ub5J5x8PtVjp+aUpKPOZy+UWehbqvL/WmM43+44vbrA51ag9CynYMfltnYD4yQkG6nx9ZhEP+SnctvYaJ3i2UvXD4rZQmdyvMvD3gD0tbCMIhcbu77CYVsXH954OE8gVarJP6Qo9ftc/LHG/qtDgc/TNrFzsSMZ0IQBA7+sMbpT7cj0VqbVTd1GwCby8j1UBT/9jSG3Tn9/skkShx/vqdV79Dr9Dj55YF0fPa98dx9f3ueYP93qzPfK4VmrUWj1uLiyyPnv9zTb3XY3POx+yGEwTR93PEMOSzJFTL2Pi1x+m++0vqVi+a/EmRFUfxh6Oc/G3+DIAhKBiT0vxBF8f8usY//C/A/ePp/FBhemQWA+NPrAYnXp+I3S0SVSjn77wIYQwa+xBJEsrMjU6JMegK5TucQ5DJWXdL+uRqlgqP6/BXUeSGNdayJSCWXE23OflD7iPxcv+fjiostu53P2cXTWA+VgZg7gFIuo6vsLmTjqUaaWP+dO8BJKTrVS14QBYpt6ZRPV+xzVkzwzj5JRv9gXuJrfHaDVrXTRq2Ro5ZLD84HbjcGUcnXR+n7Wep7f36MsR1wS9qADmOe68kz1Ao5n1b8/OPpI2eRNF/v4tykctR7HRwOAztrbj5sBzjY8BJ0W1BIRKeeJ4qQ18r7DR/dVodvZ9GZdaO1IQvIXl/kLpJjLeSY+v71gIP8mONXakzS5fwygcumxzbHh9rhkl4cOJ62K1ea+JenH8s0HB6GuJ7injQvqqdWKzj4tES20uDiOkmz1eHkPMbhuyDCApeyM0UQvVxukG90CKyOZin0BjVCT5ypIxl7zEkSi933oZmyNeH7DB2xz+qThWdZotN57zBAr9rkYgH5m+G6xrcglyxx/I/XpB7SmCxaVCoFt6eLl8tMs+UspMsE5kR5hzFMQp/hDk4nfgC9To/wZYLjf7ji+pc7GoUKgaCV3/17myCKXH57JDanYWscDq+0dXS300MtEeWVyQS2D4P4vGauPt8TfnbD2nRz/T1MrdLAExoscuqVJsf/eI3ZpGbn/eIRVimotUq23oU4lpCuas5RkXD6rCNyTP2+iN8/20d+ac3F6S+PpGMFzHOILjBiSnD+PUJojj3uOLJDtqowKJe4+h7m7Oc7GuUaa1tu9j8tYbaNjmN6y+B3i9NIwG/i6L/69qbP/ZcIYVD/8X8CzkVR/N8Pvb4x9Lb/HnDx9P//J/AfCYKgFgRhBdgAfnqqNa0IgvB3T/v8j4H/x6zP/s0RUZ1OxcGHIHK3hs/hOKniYo4dRYlI3jOy1RrRUon3S5MkaivoXEjyqNJus2obfYgDJhNdcT4xNCrVaA19vEE5u0Ezf7fi4fdBL7tOO+YZaeNUo8ahaxAd++j38lgpzv0sgKNsEp/2daBVymT83u3jc/5xZvzcotLOFHPvin0uSgkO7a8Rux2jmy+RxaqibksFDvyj0b5BFNTHWThNpjq9ZGFaPeNpPIXNosNtnr7Sly0QNvVajfgsJr5eDyZnm/F1EBaBdLHK6WOKX26ifL9P8Jgr0pOL+Dxm9je9fNgOsLfqQa9Rseaz///Y+49Y2fJ0yw/77fDee3O8N9ffm1mvXr/XTalJUCJECAJkAAkCNBAoaMCJIJATTQQCzRknAgRBEwICBGnSA0ECQbGp7qp6VZV5/fHehvfeR2wNIs45YXaYW931KvN1LiCRmeeciNgRsfd/r//6vm8t7kMZvp6Eqc+Q7BNPDpLUeqNFPF0i4LGM/O3Ggot9CZP6aDyPe4hU3t9nodVhPjD+5iNKKDFGg4bTPvulw+MI69uzt0Ksr3vZn9CfN6ltYHPXj8aq5cvBPc3ed17rRWN+3b9nbc2LZkKZHCA+YUq+VKyRKtUILjsfj8XntRAf43f5gGajTWB+kJD75uxczBChWchVub5OsPN2kdB1EmNP6XG6TawsOTj64ZLyFDP2B2iGssa/BWvPguiNWsq5Mu1mk5UtL06fZerjhoeUhmGdUaXdebs4QkIBqt9oJC92RFqNFrGrOPlYjsCfsFGaVEa+OY2y83IO6G6aNl/M4XIaOPnx8tEB4AGKvuexDVUX0rE8x++vmFuws7g+ucohJYhaHEZcfhsnn28kHxO6iI9tc1nZ9nP6ddRLOHSZGPveZXKBVqOFKIrksxWcLmmy3o9++65Wq02t1pqpvA5gMGvITQiIaLc6XB6GOfjhkmKqwMKyk9038zjcZpodkcVNH+1cgavPs1l8/VQgiH+ef2bAr4H/BfDvCILwpffPfw/4Z4IgHAiCsAf8u8B/DCCK4iHw/wSOgP8K+N/2JuYB/jfA/xW4AC6ZMKgEP7NhJa1ORd0s4/3Nt1sGhYqTy931VpvPoShvlv18unqKziv2eYdOw8dYmHW7k9N0txxl02u4mbCGenUGFswmjvNRPmZvkAsCFrmJo2ofcdOA06TDozWil6mhI6NQaxAtlMnWahSaVTadDt5PMSjvR0cU8WksRKp5rCoNXqOeT5npjzeptCSnlDaaYofTfIxdu4dosUgi9W0T8T/GQ7zx+/kUjrDrdpPIlPh8O93uqjHBgeAuk8eq07LqsXMu0boxzUXg2byH61CaeJ8FklGvgeRkFb7dEQml8oRSeQQBXqz4yRWrVOuzlZABbGYdufQoAS9V6qhUcpx2A8neYq3VKCc26ns8FuJD067ZbIVyuc7Wmpejs9HPOS6h1C4vOPk6RCRjyQIGg5rSFNLgcpkI32cmzh5IleYDQRsKvZIDiWPs9w89OYsS8FupV1ukJGyVnA4jmSl2TQ89r/Orbkxa1cxG3EbL0+ZEp1fTanWmxlE+oNMW2f98y+bzIDJBhkzscPb5ltSMxtwPGB4kmQVmmx7fvIPjz7cIMoFmvYk7YOOil6+++26R4893Y6f6h4eUhpEb00rwAEEQ2Hq98Dj9P4ybkwh6o4byhPaHftg9ZuqVOsVag3KpgSpTYvvlwoDTwTSMa394wNVRhOdvF4leJTkeY6S/tOnjcr8vUnTMSX/XszZbezFPPl8d0woxeE34F51Uy/VHP1YpVMt15nfnRtpC5ArZWP/fbKrE2st5TiU2FtvP5wfcBy6OIuy+XRhJwHqAQiEbya9PRHNsvZznqM97dhycHgulGZLKoKvm3vQ2x3KFjOVlO5Gre3JT+tx/wRNEUfwd0v2d/58Jj/nPgP9M4ucfgJ1ZX/tnRURr7RYrQQd7F5FvGaLDadYTas7mUfnhJsxO0M1NLINBq+agGB9vAjcEUYCG2EYuCLRFEZkSkLgvr5ntmLUKDnJhPmaeFp22KLJgshCrDl582UaFbGOIjKjBYdRiM8iwKHWYjD4EHoy1u8/VETs02x0avTSjWrtFtdWk0myyn4yx5XCR75Q4K8zWN6WXz6a2NMUOmVqRt6Y5svIaglUYXIT743AEHtuYH7qcZYLAv7O4wL86mT2Jo9aafMPPVqpUGg2eL3j5ejNIZsYRZYVcxvM576MK2g+p8tw4CAI8X/bz5TSMW6+jWmuyuezmeIamebfVKElEATK5Cl6XCZNBQ6FUY2POxd7h+NaO4VSkBzQabY6PI7x4FuTL0OMTqSI2i+4x1Ukul3F/P0rms7kKO1t+jiZkxKtUctQqBcny5E1hvyKqN6pZXHWzfxymk5C+6AtDBCUUzmI2aVlacnI1ZFfkck4nomqNgrkFB0ajhlq6zM6bRbLp7tSwOMFzsJ90zi05OZlhWlwml+H0mLHaDShVcpqtDmaLlkKsQHuMyj8J35rgs/1mkZuzGMc9o/bFDR9XhyFK+QpWl4lsosD+78/xLjhQ6zXcnI4SH6khpX6ELhPd55LYGMhkApsv5zmckIrUbnWYW/VwPCFR5wFGqw6FXCAeKfQ+C4FGvcXhHy/Y+X6F4/3Q1Kl3nUEtaU/1AKvTiM2up1GqkphghN4ZWpNS0ckb17Mvt8gVMnZeL3J7naSYlf5cV58Fub+IUStP39CaTKP90FuvFiTtrB4gNkfXUrvLKOkbe/z5nrklJ3cStmB2p4nE3ehacfT5ls3XCxxLuE/0Q2/4dnXfE7ShbDXJ3MQJnUXZ/qs1Dn8/m//oTwZ/IUP7vyRmvpsKgiAHPgBhURT/g6Hf/YfA/5Gu836L7rTV7wRBWAf+H31/ugT8H0RR/C8EQbD1frcA3AD/Y1EUJzZUttsdPt1FWAxYUaPg/H62vh+n1UAoPxsRBTgIxwlYzcwHTYRzJerfcEO4ymf4zhfgx3CYYudpIZEJ8NzuoSk0OCvEYMzm/qQQxaBUUWpOX2TaYoeSWKLTafI5O+NQgADdFlEZZo2KcmX27gyVfLbT5bnVz3U2R0woIOso+BydrmgOvo4cWUlkyWHFpFazF4lJ5pz3ozGFiEJX9f4SivJ2JcCHi6dFtdEe/X5dZj0mlVqShMLsN3yZILC75OXrWfd5RLFLCI9v4rzcCvB5ShLTtEGoaKLAgt+G32Vmf4q10/V9Cp1WSaUqobKJ8PXrPbvbfk4u449lbwCf3/JIRDdWPRyN6R08OAqzvu7lfEwO9Nqal8NZrHwEAUEmsPUswHUozdcJ5FqrUVKVUA3zhSqVSoOdHT8HfQMZijFDHwqljOUVNzKZjMvLBEdHYVYWXahFOO29X61BjX/OhlarolKoErpODZDPSM8Savf1AvsSN1m7y4jNaUKjVdJqiRTzFeLRHPFonniPpOy+miOXqXD89R67x4zXZ+Xs693Myuqs5NUVsGIwajkcStLR6butQJ2OSGDZRbZnRB69SYEgsP1uiZuz+KM6OW5IqR+iKOJbcIwQUZlcxsbzIIc/jFdTHzHD5abVq7HYDI8qodgR0RjUj32KB3+8YH7dS75Yn1jy9c07niyMhrDxIkjoLMplJMPu9ytjn2N1x8/5kMNCIpzFZNWPJCH1o93qcPDDJTqDmt03C5zuhwa++513yxy+vxyIvpyE8lBimN1t5mzKNXh5FMHuswxkvdvtRtLR0Q1kq9WmVqqj1alGsulNFp0kEQW4vUjg8FhITfCGnfU9QndDs/VyjpPfHNKsNdn+boVmvcnBb4/Z+esNzj5dj+0N/wV/eXxLj+h/DByP+d2/AJ6LovgC+F/R7Q1AFMVTURRf9H7+GqgA/7z3mP8E+BeiKK72Hv+fzHog14ksJ4kkW6se3LbJk9bQVThmhUmv4cWWj6ZDpGSpIjiKeOdgZ8XAd+t2fr3m5vslN7s+B36zAaUEITlMJ7BrdYTqOTRyBd+7/cxZ9BwW7zkrTFbByq0Gu7bpDd0auYJ5s4GbcpqjfIQlk2Xm9whgUKr4MXlHqlbltX1uJu8yxZS7gV6h4pVljs/xGLlGDblCzud0hLf+2fsHAebNFlodkat0li+RGG6TkbdBP6oJQywtUXwc3JqG9zchni96UfaGlCrNQSKzHXRTr7a4io5XO2ZpN5DLZOwsetg7f7qpPSyuogifTkJsrXjQqsefn9NMztUqBRaTDrtZh3GK+0Or1WFhwTnxbw4Ow8x5rZiMT0qKvG8Ip1qZXHpPFypotaPk+dmz4GwkFDBbdPgW7ewdhydOowMYjePfc7PVZv8ozLNnT0NM/a0LMpnA6pqH7d0ASpWCk5MoR0dh6vUm8/MOrs7jCAPvvcHFSYz9z3dcXiZpywTm1j3svF1kbTeACDx7u0joJsXyhped1wtsv1pgftWN1qghnSpzfhxl/9Mdx3v3hG7TNPt6hNe2vBx8uKHZU6TS8SIHn+/QWvTsfLc80aboATWpTUYf5AoZu98tk0sWR/LlBZnA3cXT+hS7Sw82J4oihz9copDBZq9HctyQ0jCaQ5sFuULG+m6QI4nkJincncUm2nopVQq88/aRUrVWP6iq3Z5GEesNFtfG92QOP+bhZ1svgpy8v6LUK2s3J6SV1cdcJ54ZLJWga+W1/4dzDHoVW73PeufdEgc/XHwTQQudxwaG6BweM/Up7R6djojP/zQgtrETmOiRm4jmWVwZvWdNuu9WynX0Fh2yCYOis/ZFu/xWgj4T+//1l8fzrP9WcPC7E9xzDux97+knC/HP+M9PGDPduQVBCAD/fXoEcxiiKJb6ckT7nff78d8BLkVRfNgm/ofAf9n77/+SrvP+N2H/LkayVublhh/9BOWoyWTSIAiwsehkc8dNxlTnD+kQcoWMH1L3vLAGyTQqnJcSfMnf86FwzefKNWedO1LaBApXheCCnGerRr5fd/DrNTdbASuv5x28cDsxauFT7oZIJTfz+7qtpCQJ7gOUMoENm22A1Dr13+ZNt2CyIgLVdpP3yXs2zF5cmsk3FXECEd0wu9Gj5UPiacGSC90Upx+S97wLzE5GrarB9xItFHkfCqNXq3k3H8A0ZoBLrZjdDuXLfZR5txWLTkOp17Mplwm8XvJzfBOnOIVwVRqTF3OFXMbWvIv9i0F1cLgf9fAyhs1mwO0YM3U8JgNdIZfxfMOPTqPky9E9pUoDjU6JxyVtt/QAYQaPzqvrJFqFEl9vGOphAn9hzs71mBjNB6TSJZY3B63MFuYdHI9RmKDbN7rzLMjmjh+LXU+hWiM+YySglC3bML4e3LO66sFq1RENZ1hacbHzLIDeqOHsPMbBQYjKkJqj75G+y6sEGgliDV1if3uVZP/LHacnURRaJShl5PJVLs/iHHy+4/DLHbeXSapTyqhOt4nwTaprnD5EFPKZMgefblHoVOx+v4zeOP5an3Tznl/z4A7Y2P/hUlJhXdrwDkztJ6M5lrdGr9t8usTx+yvWd/3Q6WAZc+724+Y0iqo3RKZQylndDnD8YTYSCt33Nb8mbQ8nk8tY2vJxJVE61kicH/l0ibvjEDuv5iWfbzjicmHNg16nHOlrHKeqrj0LPk7ND0OtmX6+9iMTz3O5f4dOp4BOm603i/gWnVOdJR7QqLeYW+wOa63uBDjdm22WIHzZDVfQ6lQzpY4dfb4b8VidNiBzexFn+814S6dJbQ/Q7S3eeT1P9iLEzdebgd+1htoL7k/C1IpVVl8tTj6onwJ+IaJj8V8A/3sYz+gEQfgfCoJwAvy/6aqiw/ifAv/3vv9398b8H6KlJD0+BEH4Xz8YsLaqoyWNZrvDh+swcr2CF2s+Sd/ITF16cXZaDLzY8WFc1PG5EudTMvoYu2nv9dZcZfPo5OMXjw4iiVqR02Kcz/k7PhSuueuEESwXpDrXbNhMvLL7Jz7HMJK1Es/t0r6kMgFeOD0c5Qdv7Ae5EF7d7B6CwzZJR7kYpUaDV7bxdiJSFklKQc5b2zwnqTSxytDC3LcS/TExOxkVx4iA2WqVH+9CtESRt/N+nPpB+xCV4ttans/jadRaBQatCrtRx4rLzuez8EwXbbY8/oavVMhZD7g4uBy9GUmpGaF4jlKtwcbSoKqgVMiIDZczBYHddR82s46vx6FHoioIAvFkkVK1wdIE1fMunJmprSCRLFDIlFlbdhOO5dDpVBhmnMjePwyx1FNITCYtxWJtQNm12vRs7/jZ3g1gd5qIp4rsH4Q4Oopgseo5OY6ysjhZuX3ANC/UB5yex1hdcWGy6Li8TLC/H6IwhrS53CZOe2phvd5icXV62IJCIcNi1vH1/Q3bYwjOOKjUCtQq+WO5e7jE+YBSocb+x1s6chm7369gGrKsgcEp5Qdo9Cp23i5xfxGf6OsppQSqxpBw6CqCBz9ekUsVsdgNrD2fY/f7FVaeBTEOWfs0ak0W1jwolHKWN32cfPz2SeZxvpGbr+Y5HdM/qhxzfrRbHQ7+cM7mrh9133sUBOExEUmukLH7doHbkzApCb/MZCSLXDl4wxEEgXJufOl9ODZ1GgxmLR6vmUw4y8Hvzjj6u1MiJ2EUnTbzy0523iyy9WYBz5x9rNuEXqdCoZSTn9ASMIxsqsTqupeVda9kzKcUrk5juPtcFupjetL7cfjphsXN0Xud3WWcaJfm8JhZmLOw/19/oSFxvdQlrKtK2TIXHy/Z/ev1qcf1C/5+MfXOLQjCfwAkRFH8KAjCPx73d6Io/nPgnwuC8Dd0+0X/u33PoaLrP/WffusB9kxX/y8AOndwLEXIlqt8LFeZ81owKFSc3nYHcOQygUjfxLxCLmNj0UVV1eIok+QuOaq8yASB63r38alahe99AT5mbmY6XqtKxa6zzX01TlC3yEG+u+AadQp2tAE6HRVn+RSF5uSSY6ElvWi8c/n5lB0d4mmJHRatJqLDZHAM0vXR5y+1GnxIhXhu8xOuZMkMDUjVWoNKzYLBRqcl44eYdMm1PcToumQ0wOdwlPaEabNUYfJ7qDSbvL8Lo5DJeB30kSiWuc/lUU0wiFbIZJi0aowaNTqVCrVCjkIm67bMymQodUYOr2eP6swUK8hlAu0hYqlSyln22jm6llZExr3tUqXO6W1iIMbT6zAT6pug3VrxkC9W2D8ZXyYrluvUGi22N/0cSkR5Foo1loJ2rm+n9xSXKw0uL+LsbgeQdUQO92YrrYsiFGsNNBoFbpeJRLzA5pYPuVJOIlkkHsuTGXNDNvTUvuOjCC+ez/HlYLKCo1TOtpd+sRPkx/c3BBxGpuk7HpeZVPhpsKQ1w2Tk5k6A/R4Z2v98y+7bBQ7e38x0bKvrHg4/P13T4zLrH1AtN9j/eINKrWDn+2Ui10kyvQCDWqWB1qB+tDxaex4kFc1zMGVKWRCQTBu6OAg9xn4OQ9/XFpFLl0YUQrvHjMNrQaVWUi5W0enVLK17x5LGaUiERhWy3e+W2f/D+Bxy1YS2F4DjD9f4Fp20rQLxSA7vvJ3IbRqXz4JGrZC0k3pAu9XBF3Q8EleA9edBTiYoveHrJAqVfCDZaxxsbhMqGdwehfEvD25SG7Umt0OT7Rq9Gu+yG4NFT6vdIR3PkwhnKWZLbL6clxxQEgQBjU6JRqtCo1WhUitQquQoFHIsFi2pZAmrTUc2M51A1yoNnB4zcrmMdrtDXiIQYBidjkg+V0Fv0gwkd9mcJtJjzPK3X81z8YcTkqXx99BSVvoe0umI7P2rI9beLBO9SlAaU3H6S+IvlTX/l8QsEtKvgf9Bz09KA5gEQfi/iaL4P5f6Y1EUfyMIwrIgCA5RFB/udv8+8EkUxf4GybggCF5RFKOCIHiB2VnABNylcgDsrLjJZasIwHW7QNBtxubSc5JP8b44ubl+w+HguPF00/0Yi+Azm4lUJ089WlUqdl1tIrXu2zQqnz7eptjionIDgFot57XFhxwtF/nMCOEDuC6l2bZ6Ocw+fSy/8kwmxIf5MFa1hmx9cllZr1BxUxxf9viaiWBRaXlu9fM1+7TYPQxQCQi8sc/xKf6kIEtB6nc/JkK89Ho5iqUkf69TKgllZyvLtjodPoYiCMBfLQZR1QXmLGbEjkiz3aHebFGuNSlUahRrdXK1KjlGb6hv5v20O1CrN3m+5KVUbXAZHR+TCl1XAqdJR7JP/dCoFMy7bZxMyJ4fZ+ECXVutzychdta8XN4ksRi1hMiytuii0WhxdD7b0Fez2ebwLMLznSBfJYicyaKDGQ0JOm2R05Mo371dZHsnMP0BfVhf9XB9HqdQqpI/mW69I5MJ3IaePve9vTu2Nn0cjRl+6j5mOhF9sRPka68k6XCbiEzwBDWZtJwNDWNdXiUwGDWUxvSrbj17IqEP2P90y7M3C+x/uJF8zAN2XgRHsuurlQYKpZz2lP7gRr3FwcfupPX2uyWSoQyJSA6zzYBarcQdtHM6JpJ0GAsbPkkv0GajxfrzOQ4kBoqyEpv4fqRjedKx7pq5uOlDEAQyiTzrL+dRaZTUKw2SkexUq6QHxEMZ3HN24r2J9mkkFEAxQ7tO5DqJzqhhbduPUqfC6jBwuXdHYoakLpNN/0hEZXIZucTke0Sz0WJ+zc2thPtAP3wLDirZErFehHA+Pf0zqpXrXA9d73qzFqfDQLFcZWXZQbPRpF5pUK/Wu6lFxTrVvDiyKs6ve7n7fIk96CB3m8Ro1uL0W9GZdCDrppgl4gXKQ6rl/VWS3TeLHHy9fdwcTUMmWWTjWZCTvmtIqh3G5jJiNSg5mMGcPheb4lDw4RJn0I7FZSY047r6C/58mEpERVH8T+kpmT1F9H83TEIFQVih2/8pCoLwiu5cdv+d/H/GYFkeuq78/0vgn/X+PdF5/1txcB9HpZDz6xeLNDtyzrJpSEzvdQHQ6eXQd903Ox0scgMRxp/cFqWKZ6424doT1840pMlemzbX1e6CISgFXpp9qAUDV4XsQLSmUvFUavmVJ8jHzORyVq3d5LUtwO+jk31Wl0w2DnKTyXiuUeVzusorR5CLQoJSq06+UcOjMWJW6PkhOl0dq7ak+yg/p6LsuNzcpHMjg0LzJgvnudkcAKxaDcsOO7lylUypirwpcH6b/KZ+GI/ZwNfbKAGbmUarzder7qI077JiM2o5vk9Qa0hPW5oN2kciqlUrCTjNnN1O3k9NUoIfcHARJeixYNZrWF1wcHY13eZpeBhcFOHLUYhn2wEOj8N0+pTbZGa2Gz/A8pKTYrVBtljl4iouOaE+DjtrPkxWHeEZeswAlpZcnPeTeBGuLxME/Vbuxz3HhM9TEGB3M/BIQgFiU0jP4oJzxBex1eowv+nhUMKayh+0jTWt3/t8y+7reQ4+SpPBuUUHp2MGuIwmDbkJnrD9aLc6HH6+6zoNvF3EaNJw8MPlzCQUJlvlZCQIp8mmIyxh2TMMo1XH3Iqbw/fX7H63RCqSIzW0ETBa9bj8VnQGDa1mi2yySCKUGThnH+D0WYnfZ9h+uzSVhALIZ+wbrxRrXO7d8v2/t8PdeWIgEWgSlH1VmI3nwYl+qg8wTkkzW9zwkriOU+5ToUu5CiqtksaUYbR+yBUyFjd8nH64pFCa3bt4YcNL/C5FtVTHr+q+v1K+KqmKWx1G7F4LWoOGDt2o2/PDELuv5tn/wwxuCD2c7N2z/XaRw55qO9zjufVyjuv3Z6TH+J/2Q2vQUIpNv4ck79OotSq2f7U283H+veDfQkX0T05WEgThPxIE4T/q/e//CDgQBOEL8H8C/icPw0uCIOiAfwoM55b+M+CfCoJw3vv9P/tTj0UKa34nrqCJmLpMY1zToQSUMjlnldHd6tdUnG2zdLO8RaniubszQEIB4vU0bvWUASBB5LYa5qxySkuR4JnDxK9cQfw6M0e5CHMGC9+5/FNJ6AMuSjE0U2yWdIrZs9E/pUKoZUqeWbysGJzkKy2OM7PZZpVb4xe/g0wcn8WIWT14AzSrJvchahQKXvi97HrcFKp1PtyGuUhlUCHnJJbk5bJ0b+04eE0mWu0ON8ksgb6kkNtEls+XEeQyGa9W/AQc5pHHanvDF3qtCp/NxMXd9MVvlonX9QUXWrWKcrOJ3qCZ2HLw+Lxjfr53HGZ5yYWuT2EIR3M47JP7ibUaJbu7AS7vU8STBe7DWVa/MZ6vUKhwdZ/GM0M6D0gPltTrLWrlBuYx/YHDrREPUChkbK352B8aYIklCgSC0klSarWSm0vpjURNQp3U6dW0Gq2J1koHX+8kYxwNJi3lQpXmmE2OboIbwDiYbXqazQ7FQo35dem1SgqC0PX6HIfITYrg0HfvX3RNVPeFntWT2BYfycW4Py9my1wehNj/4wXHH2+I3aVRqhXMr3nY+W6Z7XdLzK16UKkVlPMV1mc0RIfJKV3D2HgxRz6W5/4ohNdrZvfdEnb36HXfj4fJeYVSLtk6IIXWmO8cYP35HOGT8AAJfYDFMXkQsR8OnwX/goP9vzuV7P0dh34SCnD+5fYxZUwKuVSRy/17Dv5wztEfzrk/uKeZyqNuNllfcbD7IsjmbgBv0IZ8SpTyxXEUz1z32nywuLI4DKyuOjn8b75SmYGEAphnTPKCbh/r4d+d4Jqbzc3gF/x58E3THaIo/kvgX/b++//c9/P/HPjPxzymAox8y6IopulO0v8bhddqxOLU8SUZhwqYjBp8RiPkZnv8lsvBXlPalDtdqaMQZAOxnRaliueeDuGqdKllzmAmXp9dgQrVYkAMZLBjd7Gos/HfxmZv7M83q7xyLfKHCaroiDn+FDTabRQdDaVGm3mjhaPsbF0UhQmxqgBn+RTzRgtKuZxUpXtMTYneKZkgsOFyoFEoOYkl+XI/WEpZsFo4vO9uAo4SSdxmA/H89F7ZOZuZvb7UJqfdQGiotFauNfh00f0s1/xONEoFh3cx2h0RhUKOUafGYdRzFZ5cyn/AuJu3IMDmkodqrcnpbZfov1j18fUkjNNqwGMzcjjFr3Eczq4SBLwWtJUG6d4C7/NZSI2b+l11k85X2Ov1mFrMWrL5CgqFDJlcoNOeTqZlAiQTReqNFlaLDrVaQX0CYVMoZNzcSm9w0ukSi4tOKpXGgL8pQEPipq5WKVgI2jkao1TaHEZCEobl62seDsak71xexTFbdY99b4IAgXnbRFsb6JKv06MIazv+x78VBPB4TBPjP2eNQXzA5ss57i4SnB+G2XgW4OTzHVtvl7g6CA3kiUthYd3L9ZQoUpPNADxttCfRO/+SC4VSxuGQNVN9RpURoF5tcjs0ea7WKnH6rBSyZcRvSGubBbvfLbH/2xMWe+0n0Zsk0ZskCAKL2wF0Zh3XJ5GRAZpcb5hw/Xlwoil/P6K30oR1+80iR384GxuaYDBrScww9L7xqjtglextjNU6NQMlvjFY3PQRvUlSG3INmGQvNwxB6Pp5fvivvuKZdxC7fVKt5SoFvgUnZrcZhUZFrd4mnSw+pi/Va00UaiUqjYJEKMvmiznuPl1wdjr7kBWAwaSb/kc9OAM2zB4biQkBBn/v+EUR/fnCqFXzYt1PWCh1SSgw5zSTrJb5moixYpNWQYYh04xf4O6LBV5Y5x7/3zyFhHbxbRF90LU9emUNolKVqAs5XHo5L+2zKxzhanqscbdGpuCmOBtpAtg2e5G1lRxlExyk4xxlkqyaHLx0+CSjGPtRbNaRT1Ekbos55Cqhu1kAYn0EcsFm5W3Qj1Wj4Sia5NN9ZKSUD2DXPKlHlUYTs1U7kwG2Raul00cMb9K5iY87CyfZu4li1mt4vRpApZJjM+i4meA3OozOEBGVy2U8W/Pjc1k4uopzHXl6rmqPZCWzJfYvoywvuwiO88KbsniFojnawFwvV74qQeAMejU7OwFOrxOkMk/fg9vZVYWS6RIbYyx0huGwGaj3XiMSzbG0MXnyfGnZRXFCfOz1dZINCe/H4VYBvV6F32vh7Hx8O0MkPtpiI5MJE/PkOx0I9k3y77yYm0pCH9Bud7i+TDx+Bjsv56Zm0KtmtPkxmHVsvJjj+PPd49T9Q9/s0adbLG4z/ikOBJPsoB5wdRQemC6PXI9uGjQ6FbvfLRO5SUr2QH7L1HY/BAG23i6iN+koZMucfrll+93yTI8VZ7irb79ZZP+3JwAkhwmJKHJ9cM/h353SLNXYfB5k7VnwUd1LRHJo9Sqi3zDomM+UcPoGr+Pdd0sc/u5kYnKXZoprhUqjYPvdEsc/XgykXT3YZk3C4paf6HVihIQCnH2+Ibg03cVCJhPYehHk4HenACPvsd1oETmLcvzbE/b/v3uc/+aQzPEdukaNBZ+R7V0fFrOWV3+1wtKynaN/8ZXSn3DOzPJ+BUFg92+2KJUaXH5DC8ufG3+unPmf+gDUz56IKuQyXq35aZrhh0SYZt+N3mF/6sVRq6aXN/VKJcflyU3ke8kENpUOs1LFy6kkFELVGPIphO0BMuClNciCQcdZ+YJkPUul1SZZL3BevuWty4VXO92zL14r8NIpfeNfMttoitPVBLVMzmvrAnvJBKnaoIJ6nk/zORnFpzPx1hVAJRv/2Q6X3qUQrRSpCk22nS7EtsjboJ95s5mbVJb3t2HSE6yS3EYD+3eD38HxDCX6FZdt5HHJQpnVgGPq8WaKVT6eh2h2RGrtFpvLbl5tBthd8eJ1mEb6NfvxcHqqlHJebASwmfXsnUcISww55ItDn/tdklAqz7OdAEbDIHmY5YabzVeIp0tsrHq4vkuh6VM6Nje8KDQKyYn8/nSnUnWyyv0Aq2WwD+7wOMKORIn6AYoZrs/D/RDPdwafo9Rn02I267CZ9FO9ThOpInPzg9/zxoaP5JThikLvJr2y4eXg87fdvNrtDqVyndd/tczBlAEmYGoZE2BtN4BcLnAy3Lvad/7F7jMkYnm230r7NQoChGbo9ayW66z0Pnv/knNkQn7j1QIavZr9H6RTfwSZQEZiAzANK7sBfItOjt5fk4nnUSjkiB2Rw/dXE5ONHjBNvV99FuT4xyfVrpSvYB1j0t+sNzn+8ZKz95fo1HJ23iwQWHKy9Wp+5sGcBzh77SoymcDOmwX2fzMuK+YJk/pdPfMO7C4TBxJxloopccRL234il/GJfbHaKaEw3YAC/0Cc5qwT6ZVClZu9Ow7/f4cc/ot9shcRspdRtt8to/wGNfYBk4IPABx+OyuvVzj4/Tm1CRZRv+DvDz+rrPlh7Cx4iLfL/CEprUxk208E5iCVYMvp5Dg5/ia14XLwqXYz8TXLzQbPHT6Mxhh3Er2kw6i2aywb5jkrjt8xC8Azq59KO895ebC8k6w97QiPC91+zV+7g/yYjEj6ej4g35YuxRiV04nhosFOowE/xp/qQFJEJ1QqECoVsGu0rFjsHGbiI9GkRpWaTHX8xLQMgRWLDZtah1qQozXLeX87m9IEMG8yk5LwuTtOJHGZDSTGlOiVY8izVj+bErW76OH9+T2v5r18PR9Ut7QaJV6HCZNOgwAUyzUiyTzVegutWsnOqperUIYvp5PfZzJXHrGIandEvpyGMejUPNsOcDA0iDQNtXqT0+sEu+s+mvUW0UgOX8DK0dn4ydF6nwp9G8qwsuTkcgp50UqoEsdnMeaXHNxeDV6DKpWC6wn+lv042L9nfc3DaS9B5yF5yWk3IpcJhGYcjLLY9Nz1WVjNkuJye5NkedVNLJRB7IioVApMFh16gxq1VolSpUQuE7o5x60OjXqLaqVBsVClVKxSqjQ5v0yy+XqRyHViYsykMMENQKNTsbTh5eiTNBke7otsNtocfrpl49UCd+cxKn3T/7OU5R9Q7tnl2Jwmwr2eUpffitlmGJh4loLdbZb04hyHwLILjVbFxdAwV6Lv+93/4ZLtd8scf7ymM0ZJnJQrH1xxc3d4T2fobxxe69RJ/mKmzMHfnbH2fA6x1mB+3obOpEWhUtDpOXAUc2XSySLt5ugxCDIBhUre3dT0FMRp6IxZ77ffLXH++Wasb+ck54DlnQD3Z1EaU4YQzz7fENwMcC9x3SuUcpbX3RwPtSbcnkbQm7WS/a7jsP1ukb1/sU9wzcP+b44wO4ysv1zh+li6b1YKnQkxt7t/s83l3h3pLzczH9PfO37Jmv95YNFtQzDI+JgZTwQNGhXnucESdGeKPt1QTO9heuW201TFKbZS7JjnaXXgphyl1hn/WLtaLdmiIwC7Fj+1TpHL8mjzvUqmIFoe3GnXO02+5q9YNNtQijoOc9IE97ac4bkjyNfUYImy0Bx/MQsIvLHN8zERnkhyh5GuVUnHQhiUKr5zB7nIp0n3VFSdapSQuHUG5g0WWu0Ol5kMF8kMkOGNx8+nRJQ3iz5OwkkqE5r6AcwaDYf30udAudFk3mOVJKKbXicnIWkidRZLoVLKaEjcPB5g0KoIJ7vqTqJYQSYIAyX3aqPJVWTw3Ov2gLrRiDI+T/AB7Ue7I+Ky6ElmRt9DqVLny1mYoN+CVqmYNDyORq1Ap1OjVSvRqBUolQo6oojTbSQcz00koQCJoZvyLOqlKKFENVttCtUGRpOGYp9n4NKyi+MZLVTEjkj4Lo3XY37Mk/d5zNRrLVLJ2ct4oWgOQegq1Msrbq5Pptjp+K04nEb0OiWVap2WKFKtNEmmyyRnmm4XmFt0cLQXIpetoNYo2H23xPn+vWQs5ziFe2nDSz5bHktCuy8lfSM7+XqPw2PG4TFz12tdmKUs/4Cb0+4wSblYRaGSs/lqkZNPNwPkcBzMdv1MRNTuNuMO2jj+eDPST233mEfSdg7fX7H6PMjdaUySiLUkWnmgS6DzsazkY9QzpHUB7H6/wuEPF2gNGsRmm4qEr6UgCFidRswOI1qDBoVKQbsjIlcIrG75RsjbJAyTRa1BzfyaR1IFHTiGMe1RK7tB7k4iNCZElQ68noQqqlIrmF9ycCoxPNZpi8yteTmecbBsft3L4W+OALA4Tdwdh8mniuz9y0PUOhXb75aJ3WdIR3MTn6dZG/1O7T4bNp996mf1C/4y+FkRUYVcxu66l4/xKOIUzrjos/GhMHjDP8mkeOb2sB8f7R+zabUcl8bfjLRyBb+eN3NcukKsimxa9FyUu/YUCpmCDYMfhaDivpIk3xwkDsXWaNlm1+KjKZa5qoy/SJ1qG/GytGoSqXbJ2/fuec5zedL10TKIKBtcYJQyGddj/EM9GhNGmY4/xqS74WdwHaLUbPBDLIRSJuOtK0C0XECjUKBTKFizOFDLFEQKRcL5Asn86M37oYXhQySC32zCKyi5TIzvv9xw2PlwOZ7UHcUSvFnx8fliUPFpTiCZpVqDF/MeDi7GnwurPgefL7vPGcrkeb7o5uBqMpERRZAjcHyfZGXewcUMhvIAFqNWkog+4D6WA+BvXy2zte6j1W7RaLSp1VtUag3KlTrVZotqfpDUq5RyzGkdNpuBwoQ8d5NR+zjg9IDTyzhej4Vo77WlUBrT75lOl1hdcVM6iT2WcGeJHe1HpdLAYNDgcpoQOyLZTHlqJv0wUpkSSwtObq6TkougIMD8ohOTUUs8nicSzlKvN8kmi6ysumcy+O7H6qaXo75AgHqtxdf9MBargeUtM8df7gZUvWElT6VWsPYsyOGHUYL2LUjF8sgVMna+W+bwx0vCEr2ek+AK2KiV6thcZva/gURpp/Q36k0alrYCnHy6IT2mhO+Zsz/6kvbj/Os9c6sesskCxaFzVcqVwGTVQ6tJYcx11WlPdlmRK+VsvJx/tI8qF6rsfrfCvgTJEUWRbKJAdiiyduPtEncnYRw+Mw6fDYVSTjFbJnKdpDlmqK9ftQ+uuqkWqxzPYBcldbasPgtyezw7CYVRVVSjU+ELWDj/EwMK+qEzaiglso/eucNtAvVKg/3fHCOTy9h4t0K5VOf+fIwIMZRstfs3W1zu3XPxU1ZB+/ET7+f8c+DnRURVcj4kojMNojBm3Su3G3S/6cEnWXFYeT8mD37HYUWlzXFUerrojXIrGboXZIsWN5WuQiGIAitGHzq5nlg1R6KeIVyNY1FayTWrbJu9dKhyXZk+CW+Q64HJ098H+Vv0SjW/Mgf4IREayGA9LcRYt3g57SnDyyY7p4VREv7KGuQonSLcGn9TmqUH8QHNTof38TB2tQ67Tke7LrIXne6F2eq7EYcLBZQyGW8W/Xy8CY8QYY1SwVlkOpk7TqZwmPWkesT3WdDD/s1k0tiaoJyv+Z9I6AOKU3LnAVb9Dg57kZ/hdIF5v43bKVnKADrtdHXGbtHzfv8Wl8nAfXS28ufWmpcvhyHUHsvESXivy0ShOKiiiyI4nIaJRDSVGl/aPL+I8/xFkP1Pd2g0Si6/YdBDoZDhcBgxm7Q4XCbK5Tp6rYpqtUGpXCeXq9CaUI7th9GixR+wct5TQ5VKOYvLLlQqOfd3GW6GypD+gJVMvMD5aYzgvJ1CpkJ+hshGrU75OBk8jFy2Qi5bwbfoxKhRcN4bgOonUHPL3UCDA4lkHCkIU3rS260OBx9uePdPtqiV6/iXuunKYkdEFMXev6Hd6SB2RNqtDp1Oh3arg1whR6VToW9pISzMtkNlvCrXVVYXuD6OTCW2k/o9785juANWNFoVyT7ldXhSX6NTYbFouJsQkjCOoAIYLDqcXguHQwb/V8dhdAaNpCo6jN2/WmX/jxesPAty/vmGZJ+irFDKCa66MdkNdNoimXie+F13/X4wtd/5fpnjHy4GYnMnYbh1Z+35HNdHobGEdxIeVFGdQY3LZeTqq7TLxAPuz2LI5LKxrRMPCC46OP79U4vC/VkUuUJOe6jM3ml3OPpDl/Avv5hHrlJxsTd4DPlUl/TbfFYcfgcHE9KxfsFPAz8rIlppNXm74Of9zbTSpsjVGOXvMpfhpdfHl+jgQpQXRhU6lUzG38zbOa1c0q4PXkgdUXoyTxREQtWn45vTObCq7CjQEqtnue2lK80CGbNZuJRbdfYLV2zZnTSaCs4KT2Vho+apjDrs0WlWapjXOnkf/9NsgSZhwWilWmvx34Qv+d4X5MfQ9HJ0ZWh33ux0+DESYtPvJJOrkCw93fSfedx8vJj+nOV6gwWvhVS+jADkitP7jE4iSUx6DYWhvGKVQk5ZopfqKpFhe97FyQQze7H1dDMo1xqk5RX8bjPhKQMcs+TCe2xGjjJlDCYNzFDhtll0nPQU31Asx4utAHv70kq4dsz09vFFDItJR64wSsRMRi3FKfF+e4ch1je8KOQyDk8Hzz+FQobTacJk0qJWK+iIUKs1yeUqpDMlovEC0XiBJUQQ4WrIA1NvUGM2adFpVajVShQKGfSIVa3epFJuUCjVuI9kWXBbsBp0dDodbq+TnJ2M/wDj4dzjf9/fpnG6TLi1ZuLRyd/h8pqXAwkz/H5Ees+98ixIvVClVmsiV8jYejXP0afbib2Oo5hODnffLfHht2dsv5rn4MfZSqfQ9So9/NAlxDZv16sylyhwfzF5oylFejZfL5CM5Nj/42zG55GbyeptPJTFbNcTXHVz32s96C+9yxUygkuOqQpe/C4tSZ68Cw5a9ZZkAtUkVbQfy7tBDnoqppS/Z6vZ5m6oVUZv0uJddKI36VCpFXz9V8czk9Ducz599qvP57g6DE30Mp2Es883rLxapFGqcXM4PdSklK+wuOWX/MwesP1uif3/dn/gZ7VynbkNL7cTXuNh2t2/6sHitnL25QZBJqOUzrPzj7a4Pghx/vlmtjf2E8JPfcL9z4GfFREF+GM0zJt5HwehGM0xu6xFt42T2ni1LF0vP/aHAXgNRs7KgzezVasZq6nCUVl6N5Wb4pH5gEQjhU9npNyKoZEb2DEvcFK4pzWDyX51SoloGDflJDIE/sq9wH4mRbFZ5yAXYs7o5K6YHzCY3zZ7iRRLfE7NRkK/5dp4bvNynk5T6SUr/ZgKsTumJaIfmYo0STxOJjGr1TwLeti7j6GQybifEqXXj8NogtfLPoSmyJfr6Uyt1e6wNG8fGSbaXfTw8Vx6QZ2kou4ueDgcKvUXyjWUChkum5HEhKSj1hQlYWvZw1GvRHV0GSXotRKaoor6PRb2+zxJjy9jOB1GkhIqZqMpfcNqNtvMr9rJ7Y0STqdNT2kKERVFCCfy7Gz6efYsSEeEarVBLlchky0TieWJTIjpW111c3qTYLWn5vWjXK5TnmAF9fgcyy6qlcajIjoJS8surod8LZOJAkaTlrklB3dX0uvN0qqLwymqUT8uzrtxos+eB7CYtOz/OLuH8BPGb16UKjmrOwH2e+Rz/8MNm68WOJ6hvCoIAqGrp3UykyiQ6ZWc3QsOXD4ryVCG2N2oPVyxTzle2g50J9CHok0nwbfgIDLDQFs+XaZebbL6LMj53v2A7+fG8zkO/zC9R7BZb+FZcA68j7Xnc9yfx6hOOK+mqaJ2j4V4JPPYklKcQU2HLsm9+HrH1rtlMuEMYrvN8m4QnVFLNlkgfBGf2K7xsAlYezHH1cHsJFShlGP3WDDb9Kg0SjqtNtVCBZNOTqWjHLiHToLBPN7X07fo5PQP0sNaZsd0hxiA8HmM8HkMm9fC0vMFiukihzOkbv2Cnw5+dkQU4EMswobbTjJbJicxkW21amHCmnVXyPPG6+djpHsznrMbiZW6D5AL8I/nXVxULwlVxxPBUCWNRS1DFMYTBbkg8Nwc5KLcbcBe0G2ylz/DqTHiUc9zU06SbY4nIcnqt/WhAXQQ2ctfY9Ho2LD4eZ8M4zPoCJcKXBXTqGVydszBgYn4mTBjCe47Z5D30fDA8E4HkctyigWLhZtcTvJxSpmMdHn80Ee+XudLIsqbRT/yFny6jKBRyFEpFWgUCpRyOUqFHIVchlImQy6TIZcJyAQZgqw7Ja8UBLQqhaSH5jBytcHzKuAwP8Z/SuE0kmLNb+dyyNheLhNGeiwfkM5XcNuM2MxaMmMmQssTzMi1GuUAeRQRMJm0MIGILgbtAyQU6JrOB/SSRDQ5IeP68i6FWqV49At9gGFKPyCAWq0gGLBRrtbZGxNzOQ6CANUeQT6/SrC02O31/BaYjBrS6RK+GdNqxrVIFAtVGo0Wa1s+zo4GP1elSk65VJ966RiMGvxzdpQaBZlcmUgkS6Fc5+gwwvKLOZSCwNne/USPyX6MIyUWuwGTTT8y6HR1FpuJ6M2tukdM5h8QD2WJh7rnXWDNg9VhJHKVeOzpzMTz+Bac6EwaLva+ce0BbG7zTEQUuv2Fl0dhtt4ucfT+CrlKwdarBfZ/dzLz61kcxkci+jCUNM2dYpIqqlQr0Jm1pM+fNlfhqwQKlZyWRIjHMHa+79oNbb1b4v60xeXXp+/QaDMQWPUgk8mI3iRHbLLqtRbrL+e53LsbUVIFQcDmNmFxGNHq1Ihih3qpRjaRJx3JEj0pjhRZlp/Ncbl3h3/Fg8Fu5Hxv8vWbGtPCo9aqaFdrNMascdVvtFZq1JokbxO0WiJzm37ujmd3X/lJ4RdF9OeDk3Qar8HAnMbMXXbwwku1phO4cLmAQibQ6ojE2zkA5owGAvYWx5Xpu+Zap4ld7STVkFb5dHI1SwYLF+Wn3V6mEUEjU1FsFSm2TpAj55l5gWKrxXV58HJXCHKi1W/zputHrlkh17zmpcNLvl7kud1LrlEdsWX6NwWlIOO5zccPEelFqdRqolc2sGm1ZKqjpMuh0xOvTk9D6ggiJp0aUQZVsU210SY/gzr9LuCnI3Yn0beDbtRKOTeJLJmSNAG8iKcJ2I3E0kUEATQqxVR1UilhWfR8yceXCVPy8UwRv9OMqS1SkFBS0hO8+DYWXHwZKnkdXkYIei2EJCZLBWH8GndyFWdnw8dRH0k1GtQkJ1gMFUs1nm34R2I0p/Uo2m16dDo1R8cRSZP6adjY8HF48XS9KNWz5Yk/HR943WbOzmIUC1VMJi2FCfZNWq2Si9PxlYN6rcnFRYydF3MDJfjNnQB7EtPtBqMG/7wdpbpLPMPhDMeXgwSv2csGv+wZw9t8FgJBG3enUfLTpvQlvuTgsotSofo4LT9w/NUm7baIzqgZsHYahsk6W2JN6CpJ6CqJIAgs7gQw2fTQ6rD/h/NvshrrxzR7oWF02iJHH67Z/dUKcrmML//y6Jser1QpukNJL+ZnyrR/wDhVdO3lAodDg0XNeouFDS/XU0rcwVUPJx+6CrZcMXrLLmZKHP/w1F/rWXDi8Nto1Jvcn8Vw+q3cn8cIrLjRGdTIZAKNcp18qkgqnCZ5GSV5OZtrBUCq19MavojBRYzFnSAypZLrMW0t0eskDp+F1FBgxPKWj4N/dTj2de5OIyhUipkUXK1Bg81t5vYohNVjpZgt8/xvNzn8/dk3tTH8xfEzMJ//c+BnS0QBoqUSOqWSHZ+bg0h3gTXrNFzmpw+BRMtF3nkDJMtl7qox/vGcm7vGNTeV2Rc8g9xCitGF3aEyY1F1uBvqBy208myaNvmc6/68TZurSndxWjF40MpNnBZDNDotXGobycq3pUoIooBeqUav0KCVq1DLlCgEBT69HD16UvEad6XZvfz6MenaMKs0+DQmPsQm70Dj1RJrZjvlRoP6UNuBVaMhPmEwy6nX4zYa+BiN4FDoeDnn5fPdbIunRaPhJJzEqFHTaLcf40AFAZbddqwGLfFckfv04IbG6zQRSxd5seQbGVCSwtF9jHmXhftEDgC9RsXV/fQUq3Ayz4LXRqvVpjJ0w82XqmjVSmpD/bPzPht7EgRXRMBk1oEEEd1Z87E/gVCFk3n0OhXl3oCHx22mWJo8SBRPFxFkwoCJ+aRIycV5B9lcmftegs3tfRq5XEZ7RrVPLpeRLgxN8V/EWZxzcHs3m2L2fCfI1165vNXqML/pZP/T+PL58oqbwyk9np22yMH+Pc9ez7P38ZbggoOD3msYTVp8czaUagXpbJlIJMPxQKvGIHHXalUjbQCZVIlMqoRCKWfzuyWq+So3Y278w+ldm6/muTwM05gwnBKP5FjbDXD+9W6sopqc0gs7jMCyC7VejdgROPh0y9KzeVQqGdeH4Ykl7mHI5DLuL6cPO/bDM2fH6bdSLlQx2Iy4VryoNEpUaiVKpRy5QoZMJkPorWyddod2q0272aJRayFXyllY942Qx2mQUkW3v1sZ+zxGq17y5w/Qm7RUS7VH1bQ+Q6BE7CZJrNdP61tyohQ6CM06Vx9mJ5vjYLTpH4emHnB90BU2Vl8tUqu1JZ0YPHOOASK6+XphIgkFaFSbLGz6Hp9/HFRaFd5FJ1d73U2f1W0mlyyw99sTfMvu7vnzJ8Yj/4K/H/ysiShApdlkPx3n7byfD7dhFrwWEhLWQFK4LmbZdtqYtxo5K3+7v1irM6rELOjcNMQ0iTH58qHqFWalkXxz8Bhj9W7GvFWlw6dZRBRVJNUKdAo1KpkSpUyBHBmCICCK0BI7NDttau0mlXaDcqtOqVknU2+SGSItzyxzxCtZbssZVi0OrCodZ7kkucbsljfjiOic3kKr1eE4PVtp9Cyf5rXXx+fQ4I1Wpxg/Hf7a7+MknWI/Ecel15PKVmi129j0WjITUpcesGq38/E6TKneYDvo4uSuS65EES7j6ccIba/ViM9molRtcB5NEs4XsJt0nIVnIzgiAhaz7pGIbgRcfD6Zrex8E82wGnBwH87SGNrBOyx6QvHc4//LZQKC2I2dlMLhRYSAx0K4rySmUSsJ9z2HFLL5Cs/7FE7dDDGT8WSBrVUPx31TyJkxrQg7W35OTqMDU+3VapPFBcfMhvabmz72JIIANIbZBvuWF50jg1nxCVPSAJVvIE17X+549mYBpVLe9c7MlIhGs+QnEM9hLAVtnMal149Ws/1oAxXY8GIx6zjfu6PR50XaTyR33y099oNOw9l+iN3vliWn111+q2Tv5zAEQWBlN0Cr1eG6p+Z6AzY6bZGLXuuCUiVn4+0SYqvD1WFI0mKpH8EVN7cTptyhO4g0v+5Fb9SQCGeJ3WeI3Wdwz9mp1dsko7lZu4sAMHhtVGUK3FvzWO16lAoZjUqNbDxH8i4tmR71gH5VdG7dy+nXm7F/Wy2P37QJgoB/yc3Zp6c+4W9NcDJaDeSSRbLRHDu/WiV0ESeX/NMrbU6/jWJG+vo+/3SNIAhsfrdCOlki2Uc8++2YnH4rV59mOyeNdsPE3ytUCuY3fJz3PZ+uzxs3chlHrpDz7G+3OPr96c9DHf1FEf15ogP8EAvzdsFHRy3i1OkwqFRoFQrUSgVKudDNPJeJdIQOLbFFgxYIIgveFA2hiVvnJ11vcFvOUW3PpopmhojctmmOWO2Kpjj+8fVOnWX9PJ9z0hdzuV3hvHzKun4Tu8bI18y/3i52w+jjYzyOWq5CQOSi0L3hKwSBF45ubvhhJkGz8+0X6I7Nw00mO5KmNA0fUxG+D87x4/0TSZOKQXXp9TiNej5En3azPqORVLZCod7guds9lYjOWcx8uX16vEI1PrEmmi0SzXYJgFmnwW02YvdoCacK5EtV0vnyQMqRFPbvorhtRtrtDoffUO4COA+l2Fxwc3mTHCBrRoOGfuF9d83P16PxBFdEwGLRDhDRjRU3X2aYct07DbM07+D6NjWzDVKt9UQk1CoF6aFyvkwmsLsd4OuY3kCTSTvT66hUCkJxaUX/+CzGXNBGaDgrfOh1MpnSCImIxvOsrri4uhhVf90eM9cTcusHIMDWsyB1UaQldjh4/Ly/zSdVmOBz24/QbZoQafQGLWsv50ncpUmEsogdEY1OxfyKe2YS+oCDD9es7gY4H+rbdQdsE43rlaquz2k6WeT88Ol6W1z3cH08eB00G21OvvY2O3otqy9dNCoNro7CkjY/Jpu0aqg3aZhb7a5hd+dxro5GVS+r08jJ13s2X81zPCkEYBiCgEqr5OY2TXzofaucNlxeCyazBjlQLVZIh9NkeyTxQRW9PQlTKlQm9oBGrhMjFYUH7Pxqhf3fDQok6WgOtU41YkslhflNP6e9kr5vycXB789Q61Q8++t1LvfuZkoTG4ZuyrUqiiJHfzxHoZSz9d0qkZs0uXSJm5MwGp2KVrONWi5QncG9BKBSGC+WyOQyVl7Mc/LDYOuEbChJqt1qs//bY/wrHgQB7qdsan7B3z/+QRDRB4jmNqK+TkFI8bjn6/T+kcA/8XloCnUu+ybj7RoBp9qBUWGmLSrJ1BvcjCGnoWoGp0ZOmzYvLQtclU9m8tu8Ll/g1/oIV8crDJV2m+tyiF85l/lD8k/r6ZzXOzjJ5mmKIs1WHZ/eSriX1NQSRb5mugu3SalhzewlV69xnpdWpobLdd85g3yIhmn/iebaf0ze8cbn51OkuygM91++9vs4TiWJJwYJu1r+dMp+jcd5HfTy5X78wmJWagh1nkqKh9EEVoOW7Jje0AfkKzWSxTLVZoOzeG+QTSVgN+ix6rXo1EoUsm7uda3epFCpk8qXqDfaeJ0maIjszZS4M4jjmzi7y16Oz6OPiqe6LyvabtFzdjl9yvvwIoa/p4o6bQYOp6QnPUAUod5uI1cIEweV+nF1m3okr26nkdDtExnUalXMB2xjSSgwsxn9xoaXL8fjybTBND4lSBDA4zRxPsYEW22QHrByu00zJQctrrpoAgfHEXZfzPH1KMTzV/Psfwv5oetlejMr8e2hXKqx//kOQRBYfjmPyabDN+/g9E8YChJFiIZyOLxmUn2l+HG54UaLjoUNH3cXcQ4/j7YvaKb44FbKdY4+d4/T7DATXHJQzJQGFNBKH2Fy+a24AjaqpTrXp5Gp0/5KdVcpzyZHW0gmIZctE75Js/1mgcMh/9ZGrUlIovxsCLpxes3o9SpkwNxWYGqST6VYw7/sJjR0Xi7tBCX9L0VRxBV0cD+hxeYB8j7rN7PDSPg8Sr3SYO+3JxjMOnZ/vc7px6tv67+dcblvNdsc/O4EtU7Fzttlrk9i+Fc9qBQy9oasmibh7jSCUq2kOVTlEwSBjXfLHP1+dOK+NcakP3wR66qjf7PJ0R9+wr2j/xYqouPloZ8R5DKB1ztOfizdIBNnG1xYMtqINA5J1HMDPxcRSdSTXJYvuKkcU2hfYtdkeGlT8zcuF3/t9LNlcqKVK2l2WrjUXl5aglyWj2c2fe/QwSYRfdmPbKNOB5H9wgXfO30oJ2RPS8GtMZEstx4tlAA8eukyR6FZ40PqnotikoDBxHfuIB7doHXGwzuTI/DOEeSHSOhPJqEP+JqLsma3A08eom6DgW23iw/RCGWJeL7yUHzbRS6DTSe9S992uzgMD97UW+0Oiz7bTMfnNOs5jqXYDHYtgtodkWShzFk0xZebKB+uQny8CXMYTXCfz1OljdGiQdDK0BrUvNgMsDrvRD+DKX0/9i+j7Kz7JIU0t81IdQYj6g5gtnSHS1wOI81vWHRDsRzPd+ZITDClH4ZG332PJuPTd+F0GrGadZyMmbR+wO1dCo3EoFc/9DoVl3eT2z+Oz6L4fBbJ3z3bCY4loQBn13H0Q2RUJhMI3U4uRzvcJtZfBLm8TXPX+9tGz4T762GIZy/nJz5+GMvzjpFUmVlhtetR61VU600UGiVWj4XV53Psfr/CxqsFPEE7gnz6OlIqVNHotajU3Q2Q0aLjZug7dPms7Lxbot5ss//+mryEXZfRohtRVichny1z8PGW2+s0jjkHu3+1ytyaBwSB3V+t4Jl3kIjkOPjxisuj8ESD+wfUeyQrdp9hc8bvQqVVEes5ANycxzGPUWSHUSpUuT6NcXYYoSxCU6Nh86838UlYjPXD6jIP/L/FaSTdZ/M0DOMMx7P2aoGrvt7K04/XOIP2p2PNV9j/3Qk6o4adX60im+G8ACjNaDn1gHqlwd5vjlErwOkyEpuh174fzXqL4Lp35Ofbv16TJKEA5QnH2G612f/dCZ5FF8F13zcdyy/48+Fnr4gaNErmlnW8z3V349Hy9JunAPiMVRLNDrFaFq/WSH6CjdIDOU3Un26Edo2AS+1g26TnvDy7T+ADbivXrBqWOS9JX5jR6tPxHBSu2bL6uCmUyTenq0cmpZZWU02qNjhcoJxhsQlX8oQreRBh0+pCr1BznE3Q6LQxKlXM66z8GP02u51xaHY6JFolPAYD2WqVNwE/R8kEsaR0z54A3A0NFOUbdV64PWTuBhVOGVCuSPf2hfKF7pNNuI/ZDFr2e32spWZzZs+8fKVGtlQlU6igaMhI9/qV3S4jTrMBtVJBrdYglipKmsE/4Mt5hFebfr4chan1rIq2lj0cTyBTwzi6iPJqJ8jX4zAmgwa9ToVGrUSlUqBUyJHLZY/vq93p0Gp1qDdaVOtNkMPysgudRoUgQr5QIRLL02xJE9qTixhulxFFb8O0suQiliiQLE6/HtttkeUlG2cTlMDlVTdfJrQjQPd9WGx6IsPTuUsu9scY9j+g0WizteFnv0/VW151P/Y1DkOrU7G85eP4OELiaFD5jsSeFNQvRyGev5hjf8qw0wNU31jGBzBZdMwtOzk5CpP+cofLpqdUqGIz6x6Tmh6fX6PC47ditGgRECgXK8TvMwN+mwCh6yTbr+Y5fH9FcNnFUc/zc37Ng0av5mw/RGJKv+LCqpv9H76tNeABCqUCFAocyx6apepIiXpWpPuiNVPR/MQUsQf4Fp3cXHc3FeVijc3nQfJj+iKHodEq8a26OT+KsPNqnsOvvUGeX63TKpQlJ+T7lTm5QobNaR4gkcOQmpzvhyBAaahPu9Pu4J53khwanswlCuQSBVxzDuw+68D0vRQSoel9wg8w240E1zzUqw2u9u6IXcZI3qZx+Cx4FpzUay1uj0MD/c1SMAwNdD37Rxvs/Wa8C0I6On1Y+VEd/dtNDv9OmtD+pfDL1PzPDD6rAcHV5CD/dHO+L+dxm/RkGuMXjndOH4nm18f/d6qdE4moFEREgjodevk9BnkRt2mBVL08QFano4yM0c4Bs9JIfEgVuSxFcGstmFUW7sq5sc+olimwyKycFEdL7OX2N+RxC3CST/SeU8737nlkTQXVVovvfAFEBARRfFTthknaaIhqP+/r/bb3IKNCRTHb5H1k8tS9z2QiKqHSfYnHRkr0rwJ+Pl1JP180X2Qn6OL4bvxE+JLHxvvr7uNv0lleLXj5OoMZ/rN5L3u9v1t0WKlUG1QbTeLZEvHsIMG22XR4bEa0KhXNRotUpkS8z9z+01mYV9sBUskiOo2SRGr8jd9s0mK36NHr1cjlMprtNoVyHaVOSVvskK/UyY8h5sPQaZRUqg0W/faBXlSFXEYgaMdq0o6Q005HxO2x0Kq22N0JcHQUpj2DYvUA7QTV2GLWcTJDOwLA0VkUj8dMrOdfaTZryaaKM5VkU0PT+FIbN0EusPV8jtv7NHsSpW+P10IkPfg97R2H2NkNcDhFHZTJ4P5ysktBP/QGDUsbHs5OIo9ENzhnJ9RLOWoYtRjNWop9HrWNWpM7iddw+G3YXUZUaiXNeoN0vMDh5zt23i3RarZZfzFHvdb6praBB1/RWaEzqFnc8lMq1bm9TGD2W9n74QqnVcfOr9c4/OPFzF6qAFqDeiCbPhHJsvVmkaMPk0MCDBY98ES4jr/es7Lj5+Jg8vqkM6hxztsfLbeSfa99ftb9zBferqBqtzj/fPvY7hTrc3vYervM/t9NJt3TJuc3v1vhSMJy6vzzDWaHkbzEGpq4S5G4SxFY9aA1aiUTiaxuM9kpSXAOvxXvgqvbXnEU4qAXPLL+dpnT95csP5vj4vP1IyFWaZSsPJ9Da9CQuE8/xpn2o9x3/u5OIaHQVW2NduNU9bbbO3qCf8WDxTWbn/Av+PPgZ0tENwI2wso0+fIouQpqbWOJqEGhpiG7GmJ/3/4xLOn9VJs/0FIGWNKZ+Vw4BlFg07hGrtkgWpt+44zXY2ybNtgvDPaRWZQWYHQRj9dz6OUadiweDnKjzy8XZCxofXxOS7/2XTmLgIj4jarLhsXNp0SELbOHH6ZYNH0rls02rgtZ3HITRrWKYn18WdKtN0gSUYCLfBarTku2UsWgUnEVm7xzl08YWtKplJxEBzcU4UIRpVw2Ns0LQK1UEM08kZDrVJbdOTenl4kRSx2ATLFKZqhp32BS47ObMWpVtFsd4rkiXocRl9nA1X2KxTk7Br0auVxOo92mVKmTzJTIVmtkh8IdNhfd/GHvmvmAnbvQdJXgAWtLbr4c3pPODRLnVrvDXSTDXZ9I2E9OZTIBvUHDD984IAOMDDj1Izhv4+uM5tSdjojNaSQWyyOTCbgcRi5mJE+hSI6lRQe31ykMBjXnQ5YvK5s+SrXGiG9qPxxO4wgRFRE4PI+yseXjZIzCCrA07+Tm6/Rqg0arZHXbz+V5nL3Pg2uH1arj4RmS8TzLax4q5ejUiNBULE9qKMlKa9Qg06owGGUcf/q24ZblLR+XU4gbdNsfFjd9qHQqLk9jjwqiJ2jj9qp7DVpdJg4+3rL+epHrvbuZexrdQRs354OkOxHOIFfIJn4eUgOJ+VwFlVox1gLLYNZi8Zq56Rt4i0dyODzmATJ8c9Vdl7w781j1Ck4/XJFLFnEGbNhc5qkkFCZPzivVCuJjwh0atSbrrxfZ+83x2Mc/9Kou7gQBBhRch88qSUR9Sy4cPiuZaI7QWZSUVLJWz5lCYxjs427Umpz3uQI4g/YRtfTuNIpKo2T97TL7U0joA2wey1QiKggCy8/nURm0lL/BtvEX/JvHz5KIvl5z86V2R3PMdKkwoU/0rctCuDm42MdruW96faNCj1lxSaPToS22SNQPCWrXua9Gida6Mv+GcZViq0O4OrknJteKopIpaHSeFjiVbPzQRbldo1a75zvnIj8kB9/HtnGePybGL/7lVgO/wUqoNJt9h4DAW8ccP8TuEYHP6TA+vZHIDO0Ps+Cl08txJkmt3UItV+Kw6CHHWDKqFMaTx3y9xguPh+xtlS2Xkw9j1NAHHEYS2IzaESIIsBl08eFm8PHxQom3i34+Tci33wm6+Tj0+/1wnLcbAT5PGLLpR6na4Cw0eCNRqBWY5SpytTq56IxWQqJItdpAFEGtnf0yd1j0HJ11z9n7WI6VeQeXt+OtlfrJ6cvtALFMie1nAdKJ4qMqOQtC4ayksbzTaeTg7Nv6yo7PorhcJnxu86Nf6Kww9PpqF5dcHPRInjdgRW/RcTal1xWgM2aP1xHh7DbJypqHizHPY5jSN65UyVnfDXB7kxwhoA8YnvC+PIt1S8R/QlSo02fl4jxBpVRDpVKw8/0K8bvUgC3POCgUk3v1XX4r7jk74fs0l0NuBWqtEpRyqr2qkKaXyX66F2Jh1UvqPjVTr6JeIloyFc2z/XZxZACpH+mkRMJYNM/um0X2fxj1AzXbDehsOu6vR68TT8A6QEQfEI3kiQL2ZR9epx6VQsbxH2czzp80Ob/+eomDCaXmy707tEYN1SkDgg/enWuvFynnK4QvE4/fgyAIzG34MNn0JG5TRM5jRCa0DG28W+Hkx27J/+4kgkwupzMmvjp5n5ZUS3VmLT/8vz5OPOZ+6M3j+2htHguBDT/R+yyXPaXav/YT6hf9t7A0/7MbVnq74+J95YbmOBNFIDyGaC0abEQaozuqeC2LWTmbNC8gsG1S0uh0Faa22ARETPLqgM4Yq51Tbl2yZvAypw2Mfb58M8+2afD3nSkDV22xw2Hhkl+5/I+2Ry8tSxNJ6APcusm+bA8wKtVsm738sUdCAZpiG7dxtnSVafjeE+RzMkqt3SXgBrWKy2wGu1mHUS1dps1XJi+eX2IxfrU0x97ddMLQ6nRY8NlHfq6QybhN5yQfc5ZIox9zbE6TnoMb6dd9fxPixZp/6jGNg06pJFEooVLMfrluL3u5jXTP0dObBKuLkwcmHuB1mQZ8TCeVzAdeb83Ll8MQKrWC/aMwsUyRzR0/gcBsg2EAAb915GdOt+mbSvzQLXEvr7mpNZrMzdux2fXIZ/zsTq/jaHUq8tkyRrOW7dcLxNKlmUgoQCI5nny3Wh3u4jkWFp2Svx8XYSmXy9h+NY/Bqmf/yx2FnLQy6Q/aSEiQxIMvd+y8XZx+8H1Y2PCSSBVpNlqIHZF6rcn+1zuSuQrrbxaZn5CIZbEbuJBQjbV6NdtvF1nY9pNIldj/dEtGoh98cctPtM+Gq99G7OY8jsFhwjFmKG0Q0ruC6G0ahVJ6jdWbNJKfIcDRl1t884NrhtVlRG3SELmTrjhMS2NLp8ocHCdoK5QENmdbIx4m50ePXTfV/L1SrLH6YvZz4ezjNdGrBM//ZgOtQcPOX61hsRu4Pbhn/zcnxCdsUqHbr5rv8y0tZkosPZub6bUf1NJCukgxU0FnNbL6ZoVn/3iHtTcrGK3j72XD369CKWfju1XWvlsjV2yw/+M1KYnQj1/wl8HPShHVaRX8kJtuhxKpFPCbjSOm8gFTjfgYFbXbJzpdKXxpmaPY/MPj/7fErkKVadyyZXzBYXFwp52od8uUq4Z5Wh0t15XR4w9XrzEpDRR6Jvfl1vSpaID9/BXP7QGElp7fxmZT3GYZWFow2Kg3O+xJlPi/ZCJs2b0cpWfvZeuHWi5n2+7mj7HBBVOr7KpBV7ksyxYbQl6gUH9S/+SCwF02N/Z57VotKw47LbHDRtBFqVznKjG5HH2fzY0MIe3Mefh8L63A5as13i0E+Hg++ll7rUaSY7xhAb6EIqzPOTmdMvk9jGWf/TH+8dV6YCYvUAGR4pA9VUOcPjU/77OOqI8nVzFMRg2FCQrKnN/G5XUCxK79EHRL5Ie90vbGppdGtcnNFNN6uXyQOPj91kd1dhpkMoGlJRdqnZKruxSFah2ZTsl1L5FHkIPRrMNo0KDXqVGr5MhlMhC7wyKNepNSuU4xX2X7uY96tUkqX5k65NQPm01PIjXZHL9Wa5LIl/EHbIT72iXmAzbCR4M9yDKZwPpugFSq+JjSNAl2u57ImCCgo4MQS5tero6n9zkvb/sJhTPUqk2MZu1AKVwU4eSwu+Fd2PajVSk4+3o3EN0ZXHKy/0N37RUEgcUtH2qdisuzGIdTcsl33i2xP6T25oeso2KhLBa7gcCqm9CEtovSmFaCTKLAztslDt6PtpB4F1xcnEuvbe1WB5VWxcOi4fBZEBUy4hMU4vub1FTbKINJw+GPl7Sabbb+dpvbL9eUJ0T7gvTk/NJOgP0ZBm/uz6Mo1QqaQ20GgiBg91mxukxo9Go6HZFKoUoqkiWXLKDSqDj/8G1tNxvvVkYGoLTG8RW/YRitekr5KrcnUbxLLi6+DJ4b7iUPDp8VmUwgl8gTvojRabXp9IYqPYsunHNO7i4TnO7/DLLnf4n4/Omj2m7xT+1z3JYzJGqTF3y/xjZARN85fcT7BpRGMQNB03lptH4c2Gg3O09kqda6QS1TU++Mlk+T9e4FtKwPACauyjePdk+1Tm3A5D5Vn96LFdDacWlM5BsFDAoj3zmDnOSSU6fqS63Jv39pC3CUTlBtjyfDNbGOTBAk+x4nwa7RYddo+ZQYJRf99lSXuQzLFhvkeSSjcxYLtxLJQAGzCY/RwH4kzo93IZ55PRyEu8RtPehAjZyDUFyy3BErlEaGljKVyTeAvVAUu1FHuvj0d6teB3vXkxWzlihyW8jjd5oJT1DNhqHsO9n2L6P4XGYiicmP31nxjRDK63Ca7TUPxxOUPZVSMTJ01mx1WFp1jCXAFpOWSrlOvWfaLWUDc9Ir262uuRFExvZsxmKDG0G9SUNnyn5nft6B2aLlNpLlrI/kCzKBw7MIS4tOrq6TiCIUirWJhPoBdZlIvdmi/A2JSgAen4XU2fRrt1Suo1DIcHvMxHtlW5tRS/9tcn03QKFQ5WhCP+owEuHc2N+12x0SySJOr3liVOfqswA3N6nHXsgHCycp3PR6OJ1zdjxuMxd799RrDSI3KZw+C545O5FQVjIoQAoLG16OJIh/IppDkMsGBpVy6RL1mprlZ3Nc7kmQdEGY6P8auk5I9nxOI0k353G2Xy+QiuepdzqPJvbjUC7WmF9ycjfhM1hYdHDQc1o4/nyLxW4isOHjdMIE+/DkvNVt5vTjbCQxlyzy6p9sUSlUu1nurTbFTIlEKE0qkiUVGfzcdEYN5XyV26PwQJl9GgSZQKYvVOMBdyeRke9T8vGCgHfFw3nPK9bqMhG9Gur5vUuT6OtJVWk1+JddGBwmXv67L/jyuzPi8clc4Rf85fGzKs13RJEf4iFS5RovrEGWDOPLfh3x6QZuUKhoyib3SMVrk2/uerkOu/IOURhUllri042t0s6xaZzca5JuhEg3jljQmVk1LCH0iMZN5QKvxoZckBOrSi9uAa2dV9ZF5nVmko04h4VzjEoDhXaeD+lbOrT4zhnEoR5fPr+vZB/zlfshR8Zb+zwfE5GJJBTgupThtfvbemqWzFYUgsBZTnqISD5EYC5z3TK9Sd3tS7JrB9/TutPOc6+HSK7Ax/sIjV7PUauvZeM0nmIvHsfnNPFqyS9Z2pb1DS1tBVxjy/IPqLXaBF2Wp8cLwswenaV6g4aijUk/myKwMefi/PaJXDVbbbQ65cSgHgHIjFFmc+Ua4+xoN5fdnN9I3yzDiTwSwVcolXJsZj3pPquYSV6651cJzq4TzC05Wd/wjryPZKqI09n1r11adHJyIU2avV4Lz1/M4fSbuY5m+HIcJjukILXbXTuqZL6MY0pM4DA67Q4nVzGevZwbOS8nYTjRZRJy+SpNmYitd2zJHmla2fQSXHFxchQm8g0DZv6AbaQ/dBjFQhWFVoVWL23ev/5yjqur5AA5U6mnR6cm4wX29+6RGTR89+89w+QykUyX2f98J9lvKQWzzUA2V5YcImo22jh95pGfV8t1bq9SbH23PPI7h9c8Mc8+lyqx9ny0RNyYkIL0ABEwuYxkp6jfDzBNOf+yQ2Qtly5xdhxj62+3xpafhyfnfQvOqUNcaq2K7V+tsrAdpFKpc/z+kv2/O+X4hwtC57GxNkrzmwFS4e65mAxnUE3x/H3A5ncrkqX7QrrE8gzl+d2/2XwkoQDHP17inh9tSehHo9rg+iBEKVchHsoQWHGz+6tV9DOmt/0kIP6Z/vkJ42dFRB/QEjt8Soa5yOXYMHrYsYwa3t4Xc4///dZlo9yZvHOd1ie6a9ZS6wyWVWWCnLY4SNpStQOcqul9cdlmlGT9kDmdgXVDdyF1qFXYVZYBo3gp8hmrP5G5XKPGTTmGTaWh0m7wIX1LuV3lnSOAR2Mced1yq0HAMLioW1VaVo0ufojPXoa8KiUxKGfrH3zh9BItFYlXx5eupQjMZS6DzazFpFYj9Jyinns9rDvsnCXS7EViI49qS/QOh3IFPoTCaPQq3qwEsOieiOBRJIG9Z8LemfFq/XIfxW/rnivPF7zcJGa3qYnmSjhdBpRTehYFARoSwwjnoRTPJhgx7656xyqm4USObYnHymQC+QmRe4l0kbUl98jPN5Y9XN8N3mim9cQB3NylOL6I4ZuzsbXtR+hLgPG4u+emOFSmt9v1PHsexL9gJ5wu8PkoRHwCyXnYHOSLVdQGFRrN7MWfVrODiMCXwxDBJecjWZyGTO7blJdUuoxSr2J50YlGq2Jxw8P5WYy7MVPPk2C3z2a6HgllCK66EIZ2FpuvFzg/i42kzSjH9FJKweoykmu00Ezo3ZOCTCHD5jWTm5BEZnVKr82tVpvjvTC7f70+8HO7e5S4DuPuIj5CqiaV2S12Axsv5zg8CFEo1Nma0SC/NOHaCi7YCY/5vo8/3yE3G1j/fnXkd/2T895FF8fvx/RkAME1Lzt/tYZcreTwxytuTiIUZvRF3f5+leO+CM10NMv6u1HiPwyZXEZqwkZKa5xMDJefL3A4ZEEldkQc/un3VoNFx/nXW+weM6HzGPu/P6NZb7L5donl3eDUx/+Cv3/8LIloP46yCfZScYJaG6/swcfJ6ni1hEdjZtFgJdo8nOm5XGrpIYKXlnmKzdFYMpUwqiy0xRa+MQMtUsg3E8TrB/g0anRyOUGNeyr5fIBf4+K6nKCDyLr1adCj0WnzMXNHtlnkjcNPUG8ZfJ99A0srJgdyUcFR9tt6PjONKttO6c+rH995gnxJRqeqrC1RmsBc5bJdMqpUEzCZ2IvEOEuOt2ZqdsYrGrlqjR/vQlRo8WrZj89qotXpMO+zs+iychydjQC0RRGLWYdereJ6TPb5JJzGUmwsjx/2ANhd8HIblX7uq2gGk2FUVZXJBJITbJAAIukCSuXgZb+75iMyxR9QJhskLi+2AhxIWCrVxsTrSSEUznJwGsHpMbGzG0CuEGi3O6ytebi8TWI0atjdDbC46iZVqvLlOMx9ZLbPu9qXwHUfybKw5Jo58r3StwG4uk1Sp8Paxuhmtx96vZrINw4/aDRKbA4jNp8ZvV1PZsp3NwnD1kuTcHoUYefd08DK1ttFTo7CkmqkUjUbgbc6jJRaHRr1JhdXSdxzo4OA47D1ZpGrKcNgygkqnCiK7H+4Yeev1x83NaoZhuwKmTLrz5+IidVtJidB0GQygZ03i9TabY57llQ6g5rDvRA7bxanDsLdX6XQ6KSPx2SUVqcfkM+UODuKsvk3WxhtT+v2w+Q8gNGqozO0AdQZNez8eo3Auo/7ywQHP1xS6WtLSUVyI9f0MDwLTi6+3oz8/OT9Jc7A5O9367sVEvfj1+mH8rwULC4TmXh+5D0BHP9wgcM3OtTYj8XdOZr1Ftf7d48bjUatyfGPl1zu3eH0W9n9qzWsP1Xv0F8U0Z8vbos5PsTDGOU63jrmMCjU+DQWAqY6nXFh80MQJT6OoNZNs/1e8u+VMulFJFE/ZUX3bTuvYitNtHqAWtaYSD77YVL27fplo+pZS+zwOXNPtJrhpd3LsrG7eDyocW/sQW5yeRITlMpJ+JwO4zdIX8wquZzXbh8/xGZTWWud8UTVptaxn4mjnaEkNMnn8/G1Wi0+3IcJlwvsLHjoyESMOjUIXV9MrUqBUavGZtDiMhvwWY0E7WYWXFaWPTbWvA4aYoe3K4FuCtGfgM93EV5tSLspyGUy0pnxal+hXGNeYhp9d9lLbILpPUAyW2KrTxXVaZTczJCWcnIVw9FLONlYdrM3JuWo/CfEU8YSBfaOw5hsBjQ6FUa7jrVNL+VWi6+nES5vkzOlWvWjWBrsBT06j/L82WzXZGEo8apYrHF6FWN3Qqk+ELQxS4y5TCawuuJmezdAWy6wfxrh9CbJ5/MYabHD0ss5Nl/ModHOVv4E8PotA1Pms2Dv8y2bL+fZ+W6Jo/3QwLBRP2ZpTdDq1WidBjLpEh2xO5AlM2hQTugvfcD6yzn2e6lNkzCL0n7w4Yb1t8so1UoajdkGPm9OY4/xtC6Jayq45MS37GL/6x3V8tO5/eAmsf/5jvk1D0bzeIWv1WoTXBl1rVCpFVwfzTZAc/LlDplJz8b3a8DT5PzCdoCzj09tZwvbAbZ+tUZLhIM/Xj6GGwyjUWti844ndEq1ArlcJmkR1ay3sHotYx8rV8iI3Uze1I8rzwtyGXa/nVxSeh3rtDt4pjiAPGzKyvkqKxLtF8lQhv2/OyWfKrL6Yp6N14szR5z+uSHQHVb6c/zzU8bPalhpFqRqFVKxCjqFErdGQ0vZQGgKM+XAx6qDqoJOrsGtilIdQ5KUMhVjhvCRCynkgoz2GKVPCj7tLgfFfRb0i9xMSE8C0MhUnBaeJmCvy1F0ch0VCeVRBPay3QVv1+pFK5Pxxj7Hj/F/vajOptjGadCO2GXZNFocWj0f47P7P1Za0oTObzByEk9SaTbJyKq8WfLz4SrEOHmrMcafTgoiEC+W8FmMhPJ5RBk06XTJ7BQF982Cn5N4CpVcht9mw2LQ0mp3iGQKIwk94/D+NsSLZS/7l4OTzM+WPOxNMXD/ehFhfcHJeW/Bl8sEYjMOQV2FU2g1Sqq1JmuLbr4cTd8sdEQI+KyoVAruw5mxxLAwoQw5DQa9mkiuiNakRqGQzUQ+pCGSlxhK+nwUYmfLx9EEU3m5ADkJj0oRga+HIZaWHRRSZTJDyplqCnH0+63YHUbuwhlOh27SmVwFl8NAKlXitFem1Zi0bOwGaBXrXJ1GxxJFAKfTREzCw1IKBpMW35wdtU6FQiMncZ97TPiRwjS1T6aQ4V/3cnbaO4d7xxm6z7D7ZpGjvxvvjdlvWj8OKrWClU0fRpOW4LITuUKBUqVArhCQy+XIBKEX0iZ2o2pbbZ79zTrlbBmZXCapqvWjmKuw+90y+z9cDqioOr2axS0fh1/vJM/1fjXx8jSOw2kkYNUTGuMMIdVXubzq5njGwR/oKriFTJnNf7RF6OgOo81AJVfCaNMzvxkgHctzczLdFeEBVpfpsfdzGBtvltj/3fgJ/LOPV6y+XuS8jwQ/Pva71ZliM6XK87t/vTHxdaGryI5LeVrcDQ58BuUJTiaddofzzzcs7QYxOX6i6ui/JfgHR0QBNHIFLzw2bhpRBDGMVWXEp3VTaTW4rUTGksNEPYtPayLXs3F6ZjZRbI6fRFQI428+hWaMbeNL9gqzTTL6tdscFrqL9rxew80ULrOkD/Ip+zQt2ui02LY5eJ+cXOI6ykd5aQvSAHxGIzaVFq1CiRwZzU6HYrNOqlohU59uGA3wNRNh2+7lsGfntGiyUmk1OcvOdmN8QKExShzkgoBBpiba7JYsW50OP0RCPJ/3cBvPUqyN7tYbY7LQh2HWalh12vkajhIvltA0Z98Rv5738+m8SxRfzHvZu4hCn/DgNOvxWo0o5HKypSp3yZxk76oIHCbiLPnsXEW6qqRaqSA8Y/m5WOtOX7daHXZXfHw9mW1jkS/VeLkeIBzKcnwx+cal1SgxG7XodWoEhQyNSkF0QjZ0pdZEq1ZQH5NAIwWlUs7Wlo+vZxE6HZENi5fDixjrq25KxRrRbyg7A5gM2rGE+Pw2yVzQxt0YBdFi0ZOLj1ejr25SmExaVtc9nJ8+XWvF0uhgjMWsY27eTjpX4T6S5X5C+4PLZSbVN/xSqzfZ75WrrUErCx4L2Vie8O2oep0e0xIgkwl4AjasTiOiIJBKFUlEc5z2XAt2Xi9Qp0u6KmMGe6aVbzfeLnLQZ8nU76Sxvxdi6/UCpxKK57Bp/TCCS05MVj1X5wkO98PMB61ojTrOZrCxMlp0zK95UBi0ePxWjCYNtDvkMyVid+mRPtir4wg6g5pyT/HceDFHNJrj4Mv41xpWXFPJIiq1gs0XcxxLPC4pcQ43JFIBZ8HJ1zvMNj02vxUQCV0lOfjj7IT2AZoxQ5PrryeT0AcU0iUUSvnA56lQKYhdzZZkNjw9v/ZmiYMZkqVajRaBVa8kEdUO+VzfHoUJrPsklWFX0IbN7+B0P8TSq9nud38v+Imrl38O/IMjogGDCbOxyWHlCrVMQcAkUGgVKRS7Nxe9QkdQ56XZbnNTiQwkGkHXTzTXLPDcPD/gFyoFuTD548s3TjEprBRak3u/3OolTopP/mjR2jV6uYlye/wNP9MYvdGqFbMpSJVWi2ijSLsj5zAnXQLRKhW4dAYsSi1quQIBgXq7RaFRJ1ktUWw+3UAqYg25ILDrcHOWTVGZ0Qe1H3kJIvrWHeDH+1Fy9TUew2Mw4DIZuBzyCm1MUTI1Cjm7fi9HsQQf7rpkUimbHN3Zj1fzPj5fPqmVX26jvFz28fXySWVL5ssk8087CY1SwbLHhlGnodZocpfMUexNvTZaHZKNCi6rgUS2xM6Cmy9jyt7DiKQKvFoLcHgWIRSbvVdVp1WRLpRZXnRSLNVQKOTIhG7qbbPZplZvUqrUyZdqVBotKpkiZIpsLrspN5r43OaJPaUmk5bkjNPSC3N26nT4fPL0maqV3evq9DqBXC7j2W6Ay8vEzGV/o1EzlojWGy2K9QYWs46chFej2aCZSEQBCoUqxUKF5y/nOPh6j0Ih5y7c20ioFSwvu2m2O5xfJ8jMWHpVqMYPBWXzVbK9vO3AhgenSUv4Mkk2XcLjszwa4esMavzzDjR6NZVKg3A4SzheIDxgMdQllnKFjOurBKVijc0NL6efpP2ZZeNsFoCd75fZG/IFHVZubyM5bB4zmSEitrjl53hvUIk3mrXMr7rJpMrc3Wbgtnttzy06uDuNsbo9m1OHb97O4ccbAktO7oYUV7laRXDZhsmsRUAkn+6S042Xc+RKTZZ3AhwfTv/OyhKKe6Pe4mg/3FWCP98OqLHDcZ8Ot5GrGc+NBwiCwMK6B71JS+wuQyZRJHKdZPPdCpGr+NgNybfA6jYTvpwtvCF+l+LZX6+z95uTx59tvF2emOzUj0K6xNLuHJdfbrD7bESvUxPV+X6cfrjE7DCS74t8Nlj0XOyNnscWh3GAiOpNWpZeLHC8d09y/1+vKvgL/s3gHxQRfe3yEuncE+p5T9Y7LUxKG/nWk4pQaVc4LXYnDNWCiiXTPIgCt5Uo1XYdERl+jYtOZ3qcmFyYPFHa6FRY1i3zuTCeiJqVLu6redp9huO1To3n1hV+n5JeqAJaNxfF0ZLWXTWGQpDTmnAxuzRGTnJxOsCW2UO2XpXsbat1WtyVctyRk3wek0aNS2PAqFSjkivYtLrYS8T+JBIK0BQ7mFQaSo2eKmFz8CE0fqGOlUqk5VXeLPr4cP1EAutjFFEZ8HLOz006y/vbwcVHr1JRnJLaBPBiztslnEOf10ksid9hJpySJme1ZouzyKBCHLCbcfZi6OK5EkpBhrOj52KMhdLI+xEEVEo5N/EMb7bniMRy2C16VEoFCrkMQQadDrTabRrNNtUeuSyUa5TrTaxAtdXkcMabDnT7fmOpInqtirVlN2eX0sqH3qCeSkRVKjmbmz6+noZHzr9+O6x2u8OX4zBmo4bdxe6A1CRzcAD9lEGVdLbMYtBOuVIbiQnWzZgk9TBVv7ziQq9RUm620OpUXNwkOTibvTz6gFxhNkUmFMsTiuWRCbDyIojXbsDhMJLOlIiFs5zN6Nm5suHlpFfCPD6J8uztIgcSsZdStl0AG68W2JfwOO0MKf/lUh3nkpNcqkinNwzVb1ovkwksb3iRKRVcnETZ/zzaJmLs2U1dHkexD2W3S0GpUiC2OwiiiEwmDJDjdqvD/VD5XK5S0pbJ0Ji1nB3MRg6zY3oYods3urLuJR7KDJjq98d9ej1mUtezfVfBFTdmu4HITYrrngq/+2qegz+cYzSq2f/9GYIAqy8XEICLr7cTWzkeUBnqo5bJBKwuE1dSvqxjcPbp5rFMrlQrCI+xXBsHnUmLXCHHaDdw+w3EvFFrdrPnf/tEghd3g5LK8OXXGzR6dXdy/rtVbq9THHycHozzF8HPoJ/zz4F/EERUIcj4zu/hoDLaj6SXWweIaD/qYoOLUnfxVSBnzRhAhQqbJk25PV19mUZEAWK1AwKaNUK10QtUI9NTbqmotEePry6O750yyI3AaGmx1KqxaZ1nPzP+sXN6G9FKV607ysf4zrvAHyLfvissNusUm3WUMhkv3W4yYoGYmCXgNBLQWWg24SKdJV+f3RTcou4SUYNSRaFcn2qY32y3+SEa5uWCl8tomnK9SavTQSkTaPctxM/8brKVGh/vpBc6nVLBNP3uedDD4XVMsl+s2mgiN8tQKWU0xjUNDyGUzhNKP91Q130OVl02EqkSHVGk1W7Tavf+3enQbHVotto02m2azTZNUaRJm3mXiWy1Kmn2PwlmvZrDyxgOm57UDFYuMkHgptdPVq42OLtL8Hw7wFcJo/tpQ2VLCw7KrdaACtqPrERfV75Y4+tpmPmgDSUCVxOiBR8U1Um4vk+zu+HncEgRUcpntysyGjXozVrUGgVivcXhceRP7mu9j2ZRqRQzD9l0RFCbteQ6HUSVnGg4x8y2AABDwxkHxxEW1tzcnA1uLqTO94V1DxfX0gNkUgTo5irJs+9XOPzd2aNpvcNtwjtnJ3yX4ex0fCnXaNJw3iOHnY6Id8ExlYhme5ugu4sEO++WOJgyDNVudZCpVVx8vWf3zQL7H2+l33gfyqU6BrOO0piAhIvTGE63CbNV99hO8XBuCAKEp5SvffMO7B4z8XCW+8sE95dPpNXtt3L84RJRFAmsesgnC4ginPdSh+weM74lF/dnsbFDPwDpITP+nb9aY6+P2M2CWqXO4m6QbDzP+ttlDmYo6ffj/jTKzl+vs/fbb3scwPmnawwWPaWHIJgxinCt2uTdv7/N3XWKwy+zWxT+gr8//OyJqFOrx2+VS5JQAEGczci2RZtYLca8TcChaBGuG6i2J5fUZTOZDohYlHXCtUEhTYYctdxPrCJ9YSTrcbZMaxwVBkmlVqbmpDhecbFqJt9II5VByvUle8em1cXxN/Z0AtjVWlxGDZ8z9ywZukbDsWqRWLX7GjKVwIbNjk2lJ19pcpZO05TolXyAXtUlMOsWB58js6tKn2NRfCYjLtHAdSqLWqGg0miy5uq6BOyFJy/6GsVk4rQbcHN0Gx8gt8O4SWZ5veDn8/m3ldsWnFbMWjX7tzFMag1H97PbaO0seji9jtNqd3i+4uFwRjViwWd7VEK9HvNMRHQxaOeqT0nqiPD5NMyL7QCHJxHafQRMMYYIqtUK1je87EmooP2IJwsoVXLJoIDbHhne2fIRi+bIZEeVxOGo0HHYPwnz4nmQva9P1+AspcGFeQc6o5rTizhfDu7Z2vBxdBLB6TDidpl6tlbfQAqBdltkMWDjasrwzgN2ngfYOw7xfCvA4UWc7TcLHH+4memxeoOay/PBc6XTEcmV65gsOgp9w1rDQ55On4VkoTaWMI9T4vb37tl5t4xSJWNereTqNEYyNcN5t+Rk/8cnpfb+Jo1MIXtUV0fem1FDtC9p5+oojMWml7Rl6ke12qTTEdn/eMv6jp/76yQVib7fflgdhrFEFLpG/yq1gs3ncxx/vXuM+1xedXPxeVR9dvmtuAM20vE8kds0kTtpAcWgUxLvGe9L7XvSsTzpWB6ZXMb66yXarTaXe3cj53Y+VURn1FAp1ljcni0eVArHP1yw+mqB+16kr1whx2Q3YDDr0Bg0qDTKXtiDQLvdpllvUSvXKeXLeBZcyDUqFp/PYzDrEEWRUqZE9DohObHfj1q5zu4/WmT/tycsPZvj+nhwCNG94MQ17yB0maBSaWKwGvDKZEQl+qx/UvhFEf15YcfuoiBLcF0bv8hUZ6wU6+Qq3tlEkvUbjIIMl1JJUe4h0xh/cx82hR6HdP2GDeNzjos3jz9zabY4KU5uMHdoRBja0C7qg3zKji8rRGtJuh4Bo8e2bHRwlh9UUltih6JYxqRSU2jMrl6umm2UqTy2CIQrWeSCMGDG3xFFLoopoEtgtEYl20YHWkFFrFjmOjeobGiUSl67fHwOf3tpM1IsopLLebXgo15sohBk7Edma5pXTkjE2fa5OLtP0m5PXx0+3oR5tuDh4GY6IVxy29CrVBzePams00rO/Xi25OXwKkqnd1yRQhG1SkF9BkVN3ecNeXARndrzCYxNg/pyGmZtwUksmqdU6Z4/UgMuy0tOivUGX8aooP3otEUCThN3E4a2Ds6iaNRKnu8GOToO0xwgJrOTwL2TMOtrHk57g0HDgywPUKsVrK56yBWrXA3ZXSV6qlMyVSSZKjIXtKFWKTifkVQ+wDBj+svOswD7x+HH86bTETk8j81MRhfXPOzvjW6AM9kKKysuSoXqI6Hs9J33BrMWdCqKEyJCxxFRUYSGDNodkWazPdO9VhAYIQ25dIn1nQBnYwaJfAsOzvtU7kqpzvyqZyIRVamVAyECpwdh3D4LFqueyARbLMMMmemNeoujgzDP3i5y+PGG4JIThezp3VudRgJLLnKZEvcXCRITDPUBNp8HB7Lb789jyBTyx2z1fnTaHU4/dQmvM2DFM+fg5ihMsS8JzeG3kYnmKKSLM68/FqcRs8uM3qRDoVLQaXdQaZSUCnU6gkApXyWXrZCT2CQOP0/4Kk6lUCO45uGgz8BeEATcS25sbjNKtYJ6uU4qnCE9tCZcfr1FZ9Ki6fkqaw1qlp4vUC7WuDmJPAYUeJfcXHy9QyYX2PluidvTGEUJd4xf8JfBz5KICsCv/H6OKudTFYx0vcaE4XbggYRCqpcHr5RbKDcv0AoFAtp1QtXxqRWzotG6QyVT0eg08Gt3OCxMn3K8r17hUHlINZ4umFR98s4+3Siyag6MEE4Ai1KPVEk/XivyzO7nY3Q24vba5eWsFKXWNxhU77Tx6myEyuNvUtV2k4PcE8l023XM622IbRnX2RwmlZqv911CoJTJMKrV6JRKtEoFKrkCpUKOQibrWrbQJbqtTodmp0291abWapJt1dArFWRnyBR/gGpMOXbD6+Qqkh4iOZNxncniNOsHhpX6seq1o5IrOLob/axbE9TifrxY9rF3Hhk495P5Mm9WAlMHnZaDDk6vn1673RExW7RTiWh0wu/PbpN4nSYMBjWxRGGgpUKjUbK25ubraVhyczQOZqMWmDyAVas3+XwcwmU34jTrOO6RyeaMzgnQJU63sSw+r4VINDdgZg/gdptxu01c3CQlLbVMRi2pISP6h4n8tVUPlUqD0IwuCPXm9E3EzrMA+yfhkcrxt5DRhw2DFC4uEjx7s8jBj123jwdyolApsM87uL6crNgP94g+HvfLOQ76Jt4X1t3oNCrOD8O0xlxfaxtezr6OEuZJfEkj0RZy/PmWld0AF2Nsu+bX3JwNtSTEIznUGmWX+EkcA4DiGyJd9z7dsbrpw2zScvP5mp13S5QLNa5PozNHhWr1aqJDJf1KqcbCpo/r/ckl52QoSzKURaGSs/lumXqlztVBCIPVgM6g4aQvmUln0mL3WNBb9Kg0SkSgXm1SypZJx3Pks1Xy2cFhQJVGSafdGbuRk4LDZ+Pia/eeW8yUu60OvQFCURRJ3KdHTPENDhPuOTs6o5ZOq00hXcQZsFEq1tj69QaXB/ccvh91qnmIbu20RQ7+eInepGH3+2WOP93QmiHW9e8VvyiiP32YVRrWXHoOK2czCR+RSp7GPiUxAAEAAElEQVSASUAc0wGsk6v4zgbJ+s3jzwShO0TSEsvQ/MKy/i2X5dHemW8pvlXaWbaML4jVFRzNaOnUFttsmi38Ntm9OOd0Hs4K00voHr2asyHeoBBkEx+7lw3zvXeeP0bHK1YCIt97A3zISCuyTo1+IhEdRrpeId2ziVoy29CqBWx6LXWx2wuZrldJ17/Nl/I7j58P4QgKmYzXy35OQ0lK9cklHoXEZPCax8FdNEv9GxZWgGK1jsdjIFOsDJTy130OBAROQ+NVslkW8Vcrfj6fhSQXq683ETwOI7HU+I5XKRH/8DLGUsA+1tg+4LYQnjKRG00WMOjUrC66Hi20VpddZKs1vpxG+NZStXzGagN0I0gT6SJrq24qxTr1bwwZqFQbGA0aDAY1hUIFmUxgbc1Dq9Ph/DJOdEJIgNdjHjuhf3Ye66bybPmIRPNkspM3kdM2A9tjSOgDOh2Rg7Mou28XOHp/I/k3Do+Jmylkcv/gnrVtf48ktkEQWHk5x9EMgzwdicqBy2vm4nSwynHTa/OwOg0EAzbuzhPkhxQqKZUP4PIkit1rJi2hzObHfMaFTAmVWkFDwlZMrZcOJqnXmhzvhdh5vcDxl7uB9hMAccaN4wPaYtcdodFoSQ6GTcPyupuD34+2oI3Lo5dCq9HmuEfUvEsu7H4b+WSBze/XKBeqZOJ5yvkKoaskMLui36g1WdgOcCPRMy6F3V+vD7QCpGM51l8vcvph8r2xnK9wtf90ngRWPeRyVWQKOUcTYk7r1cF7QLlQY/8PF7j8Nqxu09ihvL8EfhlW+olDLVfgtLY4q8w+1Sc1Of8ArUw5QkIBBPoWJqFDqfEDa4bXXJZvBrLlxRkTmwDsqgAmmUhRpmdZv0iykSLfnJyCA5BrhZALctqiiFZmAKb3t2SauZGfbZg9fM1MLhnv50Msm21c5kcVHK1CwZbDPpaEwnhlcRreOYN8TkewKQ20dC1sbS2x0rfHHVo0Gg5CXcWg1enwYyiMVavhlc/P55vxN3CFMEhEl112ook8tRkUKimcx9K8WfHz6SzMZsBFu9XhLDR9AzGtrP561c+nCV6hzXYHs0U3loiuzTs5GzOVr1CP/+6cNsNUIgpdpe28luL7nXmePQ/y9ST0TSpoP2q1b0+sKlXquL0mNCoFgkaBXCYgk8mQCd1Sn4AAvSMSxQcTdJFOR6TT7rAwZ6dTbHAXznL02EM5+fi1U4zsOx2Rg8MwapWC5zsBzq8SI6rrA/KFKh6XiURidF3Y3g1weBqZmjAlirB/GmX33QJHP96M/N4btJGcosCJCERSBewuE+1Wm51fLQ/00U7CsCIqyLq2UokxJDubKZPNlFEoZWy9mqeYLXN/ncLtMXN5JN2i0x1aco4QUY1OSXiMoXwinGP3uyX2JdTi1BSHh4NPtyysusmli+TST0S3NoOdmFwuY33HTzFf5eo0hk7lx7Pi4erzzUyT7Q/wz9s5+kGaaH1LvOsDlp8FqVWbXfuq2xQOn5X789jUIa1JMPaS16YhsOrhWII0nn68ZufX6zPZP6m0StZfL3P4/opOu4NSrWD1xfzjwNYwqmP6fRPhDLl0kZd/uznTsf+CPw9+VkRUoxSxapUkv/EepZdZyQ8ROK1Myfd2YYSEArQZvSnn6x9Z0K4RrVeotLsL1yQiKkOOSzOPQa6k0bqh3jlEEN6hl+c4L3cvFr/ahknlApTkmyXi9cSAjRNAvpnnuXWTk3yOk8JsSUWRapqg3s19+WmBFWYYrGp02rTlTXQK5UDSkUdnwKiVPaYzjUO9821fjF2tw6Mz8WPy6SZ3X81h1+lYVlm5zMzujQmwYXXwfugYs9Ua76thFj1WNKKcs9jojaqfaiw6rSTTRcp/QnSnXCbgsZuwmrTINXL+0fYiv9ufXfmYFBc6jYQ+4PA+zu6yh2MJWyap4Z8HnN0mWF90cS5hKZOZsZdKpZSzteKhUKmBILC84kGvVVEp17kPZ6h9g8l9coKq2w+bRUcwYCVTqHAbzdIUutdkJlX+5gn2Vxt+YoUSJqtupNw+DrMS5nqjxdf9e4xGDc+2AxydSE/YO13GESK6vevnsGf2PwtEEfZPouy+XeRoSHmLz0haisU6tjk7NreJH79BvRt+T7sv59n7PN0qp9XscNhT03beLmDUKEmMGdYBuL9OjQwt+RecXE5IzTr+dIvbbyUeflpXbC4j0dD0debmPI7Fpmdxzc11r4w/qe9Ub1CztO4hdJvmqI/EJ6I5krE8z75fYV9C3RwHpcDYlKjobYr/P3v/HStbv6f5QZ+1Kueca+eczj7pDbenu2UzCFnGjEEGMYgkBmlkhIyRCGZE+AcZaYSEGARiNLJlZDESWAaLAYxhMLbH0933fd9zzj5n5xwr55yrFn9U7b2rdq0K5/bcfJ/uV/fsqlpVK/5+z+8bnsfhtw3VT8rBPePA5rE81Y5a7AaS4SzJcJbgqg+tVvWULv9aVKcoh1LrVLSabVojFt2nH64JrvoIjZFAW3o1S7FQ46BPqqnrLf/A2tuFp2PrR2lE1iK44qUliCTjk4NCvzL8HkZEfzMMVqdEtVMn2Xxgzarljz0B5gzWKbccbALoklBRloQCIzu7S81zXKoGdrUPAOkFaVSLOoK6VZYNS/jUTaT2HsXGj9Q7CRSCnmjtGqWQe/p8sZ0hXD0lXD2g1LrBqmyxYvSyaVphyTCPUdlNuWgVFRb0wa8ievNm09O/zSotR7npOqrDlRzbLufT3xs2Fx1FndvSZC/rRG068gCwa/fTkjocZZ/367HmMd2oEBaybHvGewr3w6BScRoZnUq6yWQ5yaZ4teDDbR5cuT8S0VmHlWy2QknGsenlBm6bkc15D2/WA2yv+QjMWumYRG6reS5zGSL5Ip8eIqwvuHGap4sUlKvyvzstCX1EslRGrRpcTG0sergJj4+mNzrDRNVhNXA/wgbwEUqFyO56AINOzefjECIC4VCGZKbI3kmIs/skdSTm5p3s7sywvurDZBzf6JHNVZ70I1/CqFezs+lnedlFplJl7yzMXbQ7CXscJuKpItvr04mfP2IhYOfgJEwsWeAilmbr7XR+7zGZ6OU4FIs19g8fsNsMbK77eDnrvPS83twJcHQ+zuJTPmLbjYxG2Px24em1uSUX8TGNRoJCIDDvYOv9POvfLFBSCBQVAtvfL+KbHfZhl/3dPrIUmLFzLKM1+hJKpcjSqpedt3N4gjay+QrVaoP11zNYHfJp51y6xMp2cOA1/YR7qtVsY3zxGd+ca+L+Pf1mpsz9dYqdd/MAZFIllC8sUJ0eMztv52i3ux34/fWfNofxyWFpfz/E+tv5qX53680st6fjgxC+xfFjpd6kZeevrJJJFgaIWrNvIRW6iHF58MDy63mCK96p9q0foYvYRM/2ldfzY33oW40WjVoTnXH42TdYdGz90RpXxxESoeExqdVsc/n5lvX3iwOvqzUq6i/d4ASB7T9eIxYvEhvTkPYH/GrwWxURfUSiniVR7048O3YXZqWVq2KOWFU+itEfiHkmoaNX+fVOYyRDr7UTaIUSQd0GHamBXmHFrfGhoES5eU6zFUOOLhrVW6QrR2Qb11iUc+Rl3JaaUp147fbpbxGY0bmwqFQ0mmqsKgO55nQ+5pXO8/evmN38mJyeyOxlH/jGO4uAwGE+RFOGoMghXi1gVOootUYTOa2oZNvu40NqONXXnxWqtJsctaO8D87wITQ5Erzt9PDhenIN214kilap5P1SgIO7GPVWu+ujbrdQKtYpVAdTOFajDo/diF6npi1IFOp1wvkC4UaJsEyKU6tU4DeauElmkWodjiIJjBo1uy/cl15CEKBUHU4fvV3+OhIKEMsVeb/y3LgkCFAe06DyiJtwmu0VH8cXz9GIoNc65Kv+CFGA7VU/sWSeLyfP+6hUiOQLVVaXPOQKFSQE2u0ON301qIIA/oAVp81Ip90hnsiTSg/+jsdppljuTloqlcjKghtJhIv7JF8u5M/l4z10dpfAbNJSmCJKo1KKtBrtp5peSYIvZ2FcTiNBvY7LM/lFnM2mJzuhM3gUEskCiWSBuVkHSpWCq16HfbZP2H5rO/hVkdCX6EZGI7z6doGjH28wWQ3Q14VuMGnwzTrRGjWUaw1C4Rx3ySJ3falqp9vEQU9ofGbDi92kI3QRJz/iuB/rKJVKEcTRdc92hxH/jI1mq8PdbYrLXt2qKMKs10a93uLsMIzeqGH73TxHn+6GGlNflqOWZJyyXuLqOMxGr+YTGGv+Mer4Dj7dsbE7y/VZFLPdSCKWZ27JjU6v5vw4TGpEdM3ns5Dr0/u9vs/gX3ARuRlNzIwWHfcyTXIv0RzRcCOIApvfLfNwEePgL4YjsDWZxe/l/j2CILD5/QqJhxSp8HSZqVqlzty6n7sRpHnt/QJHMvvwEomHNBvfLg2oA6x/s0T0IcPRj+Mbh9utDmcfrtn8donj3mcNFh25/PP4Z3VbcMw4fjNF7SV+LyOiv5VEtB+hareoWkDgrdOLRjBymk+T7bPATNfroJqOhAJU2xUMY0rD2lIFRfscp3YN2vdUm+NvaAEVyXr34ZTosGhwsJefLvVXbhUotzwIVMg3yywY3FjVBtL1EveV0QPYXTmOQ2MnXa+Sm1JU3qzSsGCyoVcpMYoaSs0mS0Ynp4XpuukRIGCwcJaX369Fk4Nmpy1LQmH4+WvT4cfSHd/PzfHj3WgSpxK7DkPTotZq8UMojNtiYN1gQosCoS3hsOqZD9hAFCg1G0QLRZLVKsnMdA1TSlFk2eHgOJzAbtCRr3S3K9UbfApF2Fn0EEsWyRSHJ0yDVk21r6lKELrd8Xtnv5gF3f59FLfdSCJTYmvJx+EI4vYS2XIFsefKBFCVjdJKbK34yOYr7MvIMT0Sp/OrOK+3Z9g7G/6MJEE4nifcVzvodJvwOc0oBIFUuoRRp2Jl0Y1Wp+LyIcnhzeSofrg30VeqDV6vBfgyhVvLzrKfz0fD92QyUyKZKbH7doabsziV8uC58LotvzARfcRdL/28tuqlWKoTimTRalUsLrs5uvjFSegjJAm+nETY/W6BcqnO5rs5JIVIKlMiFsuTHxOdgm6N4yMeQhke6MpzLb+ZQY3A9UmURl9U7ZGIbu7ODKTkRYXA3IILo1lHOl0iHMqSlin52NkKcvDhFo/PAnTllw6/3LO47qVSrBHrS6Nfnjw3LanUCkI302khR26SGExaKpUGD1Nu8xIXJxGWN3yYLAZ0Bg13ExrAYFjftl5r0jDrMFp0lPLyY8zcvJOjHyYrrNydx1BpVDT7ynuWXs1Sq9THbl8e8buSJHH84xVKtZKdP17j9ig0IPs0CmaHSfZ1m9tMZIpz9IiTH6/Y+tkKkasE7nknpyMsaGX3vSN1t/9umaMfLjGYn4no+jeLhB6yY0s4/oBfPX7riegjJCRuyt1IjkIp8q3FD5KGo1yKSDXPskbNdw5hIgkFKLUKGCZk5ewaL1BGmKLFzaJ5xW3l5OlvUUZCSQ4KVIjCKpelMEuGeRAkbitxqDzug5Ggzkmr0+a6FKfWl7rvILFus3GbV3NekJ9s3FoDM0YLKlEg3SjyUM5wWiyza50l26ogoOC0EMejMzFnsBGp5AlVJuhNqodTKgLwjWuGvXR4rKB9R5J/7+f5O76Zn+HLfUJW4ui1x8un668bWFwGA0GrGVEQEASB21oBasDX1/0D3ej1jtfDl/vuPWjSaMgzOMgfhOOYtRp2F318uR6sgTJqNVTzXaKjEAV25r18liFw06LRbGP3GUnnymRGSEnJIZzIs7vq5+A0glGvGXIwWl/0UKnWORpTw9Xoa/I6Og2zELRzMyG9D5DKlEhlnhdogUU7e5+jU/tPe51mYn1OMgcXEQJeK+FYbuQ2cz4bBxO0Tb+cRXBYDazOOjg/eT5utfqf3PB5dt5Na+6+mkWrVPDDp5u/NAl9hFIp0tApUBmNXJ8lxoqwT4NOR+K8592tM2tYfxWkWaxxfRaj1eowv+zicP8ei1VPYNZBR4KHuxTXE0ify2nkoufznowXUCrFJ2mn64s4SpWCnW8WONm7p9VqI0kS/rlu01Jw0c3N6XT6w/lMma1vFiiXG9yMaG7SaFXYXEZMZh0arRpBIdBstqlU6uSzFfLZMifHEXbfz6NST9ekmZEp40gmCiyveqh8uR+qAZ1b8TxF9SahXm2wtBngcu8Wz6wdi8vC+d7txO2K2fEBkVajxcGfX3RT+3+yztmHKxov09x9qI3IvNi9Vq6+wjp0dt2PUqNi5ZslKqUaO3+8BpJEq9mmWW9SLdepFGsUs2XZelOpI3H080u2f7ZMtdxAo1Oz/HaBo68gtL8u/KFr/ncEbanDRakbSTJqlGyY5tm0iIRqk/3joZsiVwomWpJ8zWNA94pEbQ+loENETYcxNYWSSKY5mNrINm6wqxbJjOmaF1GiEjc5L3UjNdFaDIWgHBCMzzZKZBvdgUQlKFgzB9CKKsLVDKl6gQ41/HorD+UiAhKzBitevQlJ6BCtZknU8uTzg8xr3ezjSybCrn2GvUQEp8ZAvFok3nNLWjG7sKi0nBeSFJrDE9pLGQyX1oBLaxxoSBp5qsa891PugVdBH1eRPNW+RipREIilJ9emGjVqFu02NEol0WKJUD5PslLm25kAfx4O4TQaSJWmJ2wv8Tbo59PtMxnWq+VXMoVanU/hKLtLXkKxHLly9xzqep9XKkQ2Z9wjU89TQ4BQNs/3b+anigr2I5IuoFKKLAQdHPbSbCtzLtqdDqdTeNOXy8+TUavVoVqqo9eqqHxFJ7xCIfDlJsrOhp/9Kfff4zANENF2R8JgGO0drxAFaEtDsjxySOfKpHNldt7M8HCRoFSqj4gWD0OpErFa9BiMWnQ6NSq1AkEU6EhdcfdqvUmxVKNQrNFUQbnRYH7BxfU0EaQJogRqtZK5DQ/7F1EWZ51IBiUbi0FOvkwXaZeTO+pHtdroOUmBPWhlYdaBqg1tuuQzdzT9vWe36EmHc0CX7Hq8loEIaKvZ5mDvDv+MDZVSyd1FnPubJKJSxGieLC7fj8vDB978UxuoTVpUGiUIAs1mi3KpTi5TplioEo3miY6pqX3cz6vLGDvv5rrWoCNgMmtHNkVdnsfZ+W5pQJpJEAXa1frUizAAg1XP9l9Z5fTDNfEpGrB0Rg3VERHRl6gUaxz82Tk2t5nVN26Ofn4pK18VvowhCINlVi+lmkZhdt2PxWUmcpvi/irBw00KrU5NYNnD1cj7SEBnM2I0a9Ebu3a7KrUKsRd9ltodvMtuyh3xt4KEAn9Izf8uYtPsRRA/U2/nWTascVe9pdmZnKpWizZa7WGC49aukqh9BqAlVXFrN0nXD0d+j0WzzV31ZWpEYsFgI5OTJ6KCpECr3Oa0+LyCrLRrLBrmuSjJRzebUpvz4vPkEtQ5MCrVNDoK3jo9hCoZYo00scbohpV5g5PrQpaW1KHR7tCQ2sybHAMi+he96KpKVPDK7gcJjrNRWr2np9B8Hthe2/3cFDMc56ZL7U/ylt8vRFn2OsmlG2Sq3d957fHyRSZlq1YoWHLYMWk1ZKoVrlMZ9mOD+2HT6TiOJam328z6LL8wEf12JsiHm8GJXaMc/2h9CcWw6rXsuL0c3MTQqpSolQpWAk4OrsZHdjQqBXaLHqNOi06rekqfNlttKvUmhUqNXKmK12mm3GxSaDTQG9U4zQaMOjUatQoRaLY6VKp1csUq2ULlafJIZku8WQ3SbrSZDzpQK0XOZbrpRyFfGJzcEr3mof0pSOwjlpc8HIbjnIdS2Cx6slPU/8kRyrPbBBvLXk5l7E93V/18nlL38BEH5xGsZh3r8w4y8RJenwWjQYNao0KpUoDQ7RyvN1qUqw2KpSrFUp1EsQIyJRmPUKkUrKx5+XwSQqdW0Wy22X49w+Ekb+wxz4xOp8K75OS4Z2BgMmm5vktxUKyy/spPJlIgM0HKqTIl2Qbw+K2kq3UMSiX3d2m+Rjt2a9PPyd5gxMxiNwwQ0UdEHrIIAux8M8/lcYSVnZmRdpwmqx6nz4LeqEVQiNSqTbLpEtl0iXqzjSQKHIxwaZoGkiQhdeDg8z3bb+c43X+QFej3B+2cZ0af64P9EJvvFzj50M3Ybb2e5fDPz0d+3mDR4Z1zojfpaTbbZBIFJAQajRaBZQ93J5MXsiarYWoi+ohsokA2UcA778RiNw7pflaKNYIrXkI9+bOZVS8nP44uDZhd82NxmYjep7m/SkDf4kvqdKhVGjycx1jemeFyhGh/rVynVq4jl84SRIFgS8Bg1sGUta5/wK8ev7NE1KLS88qmI938AFJXnD5Z38OpciGKAcLV8cK5omjqLuv7YFS6KTcf6F+yvPRifolSWz4KJHXkCaUgiRhUrzguDK/eXFoNF1PKa4ZracwqC/F6lpvSZO1Rt9ZCplaj0u5OPNlad9LcS4Xw6cxEq4Okudlps5/pDnYWlZYVi5tsvUKkkkOvULFp8/Ah9XWT/DSpyMtSCp/FxIzazEO+QL6XZhSABbsNh0FPpdnkKp3mJDm+/m3RbuNjrxHqUzTCjN3CQ+brcvPfzgb4cD18nHIi+S+Rq9T4XInxetmLTlCx5LMTTeZZ8NvRa9XdzndBoNORqDVblKp1ssUq5VqDSLYEY9JqW/NeLm7jbC10u18rtSb3tdzIz6s0CpwWA2a9Fp1GhUajBIXA0dnXRWbVKgWF0nCk/PA0ws5mgIOL6dKnCm033VmuNVhY9E5FRMMjtCrz5SqiQhgQW5/1Wp+ivdNAEMDvseKwG2lJHdQaJcpKnVA4C5np1SLkYLXoMTv0HJxHcNtNT9JVn88j7L6Z5eww/FWONQAGgwb7rIXz++dnoL9k4vQqjk6rYvvdLEd7DyPtHQtTnHeTWUtg1snhWYTtdT+Hh2FevZ3l+NN0BM9o1BKWSduPK32QJDjYu8fmNGK2GwhfJVjZmUFjUNPpSJRLddKJAoV8lcLl8Diwuh3g4iBMqdrg1ds5DvbufiEJzf4mocMv9yyueEhEcpQKg8+Aeor0/eVNiuCSm1KuzHVfGttoNeCddaAz6Wg0W2RiBZLRHFcnz4srlVpJJVN8atha3p2j0+5wfTh6IaOboDIwDrHbFLHbFPPbMyBJA0L2NreF0EUMjV5No94aundnVn1Y3RaiDynurxNwPXqRKwgCjVqTu5Mwq7uznH/5ukXD5h+tcfT5AavTiNmmp/CXrOn+VeDXlZoXBGEG+DcBL9AB/p4kSX9HEIT/JfCfARrAFfDfkCQp19vmbwH/Tbps6b8jSdL/u/f6O+D/QFey6N8F/mVpTHj/d5KI7lqDiIpz0r3Ut4hIh+6KudJOQjvJkuEVkVqUals+CiYIg5JPSkGNRlRSaA5O/un6JSrB0HVhegGTeo2Hqnw6INe8w6VeIdnIPb8oCZhUuxzKkFCAhsxvjIICBaFyEZfaMvGzFpUOQRLJNLoToIhApNL9d0uS8OksQ0S0H/lmjQ+p7gCxYnbhUdq4rXy9JMa0qo/RWhGLWsOfzs9RL7awBrTcZHJcZ7NcZ6db9S46bHwKPxORNmAxab+KiL6fCYzs1BentOoQBJBEUGsUVGsKMpUamcpfroZvZ8HLyU2Mdlua2hmq2eoQTReJpouolSKzHhuJWIGdrSDhcGZqLVG7WU9ixL1yfZ3A5zSPdSqCbnTwIvxMHg6vY2yNiGo+wu+yEEnIX7tIIs/rtSBfeioCoiggIozVGVWIAgGfDZtVT73V5iGe5T6T5z6Tx27W06q2WJp1donoXwKzM3YK9QY3PStDh80woKH65SzM4qKTQqJEbopmEQCLRYfeY+D6RV1u7AVRr9aafD4Ns7jmplloEJU5lnyhOlCr+RJrm37C8fzTguVRzujsJolv1k70fvI4sDBj50gmKjmNDmw2VaI618LqsXxV6rUjSRTzFebX/ez/dMvqdoDQfZpKebrGzkdUX4jaX1/EcXnMmMy6gVR8YYpr16i3QKdhdcZGtVin0WiRjObIxAtcnoxfwK1s+Tnua0p6TGUvbM+gVIqyQu9a3eiylWlx2yubWftmiUKqQPQmSaMnf7e8O/fUJR9c8WLzWok9pHm4SfIwRimgH6JCoN2SaNZbXB+GWHszx9kUurQABrOOh55KRC5VYnkr8FtBRH+NaAH/PUmSPgmCYAI+CoLwD4F/CPwtSZJagiD8beBvAf+KIAibwF8HtgA/8P8VBGFV6upa/u+Bvwn8nC4R/WeA/9eoH/6t0hGdBLNKz5+4nDSFD9Q7z5OdWhxuoEnV9zEpmszqV2S/q8NgjZ9bu0yhKed73MSmWZL9joY0fsU5q+8jiZKARf1mJAkFCFejaMXp1g7rpnnitTyqCW5HWlGJTWUm3NeE5NaZBjQl9zIhZqbUbDWJBm4LBa4zBfxqG98651g0OabadlSzUj/8ehPfuWdxaIzUFE3QCJwmk+RrX0feVII4FAH5Eo+z6nHKb/ACbwI+Pt+OjqhNjO4KsDvnI+iw8OU+RqXZYj8S49VmAM2UzQ9y2F3ycXzdJaHAQCf+NBCAtTkPV6E0KpWSL+dhSs0muzsz6KfQ1RynD1qtNdEoRJQTtAaXl9xD9aTJYnnseXHZx9scXoWSGPXdceD1WmBIG1WpEFmcc7K7FWRlxYPSqOImmeXTRZijmxiFviYMr9VIqVLn7CaBQf+LT+ab634imSLpPpKilYkCXj+kaGtF5hZk7s0X6x27w4jaoeNepkErm6/iktHlvL5PESuV2X4/2y0v6IPUAatVP7SNwaBm41WQ44vYQCnGo9tQvdGipRLRTLhnlpfdsiQUoCQTWX+JzdezHHy44fQwxNKGb+LnAbxBG5e9xiZjT6/y/DCMyaTD67dO9R1P+ygjlJ6MF8jlK6xudrVstToV4bvhiK8oCvhnHWy9nWPz9Sxuv5V6vUkkWuTmPMbZ53syUwqtl0dErm9Po1wehplZ97P+bgGhb4Gs/CfZbPfxhngoy9YfrVLMVVh7v0g+VWTnT9Zxz7sJ3aY4+Pklya9cuAl9maVWo8Xl57up9VcX3iwOEM/LozA73y6O2eI3BNIv6b9JPytJUUmSPvX+XQROgIAkSf8fSXqylPw58Cjg+88D/ydJkuqSJN0Al8C3giD4ALMkSX/Ri4L+m8B/dtxv/85ERF9ZAygVF6Rbww+uRjHCS7iTo97IsWTYJF7PUWrlnt7r15cL6Hae6kLl0OwMT/YG5Szh2njNtE7nOcJjU7/lS358R39LarNsdnI4QZxeJSi5KXUf+HHkTkRkwejlIDtIqBwaI6Hi8+TYkbqvPZRzY393yeTkx2iEDVtXXPmhVOCh1L0ePoOFebOVbLPMZSEl+1yMqhEN6M0EjRaSlQpX+QzhYjcq7XIa+TEawmc1sajScxyZro7xjd/HXniEfaBy8hO74/NwFIqPrWlttUdEIgV4NeslV6k9ddgDTwPFp5swfpcZA8qpOs378XrZz/55ZKDBoTiFfmg/3qwF2evplmo13eGh1mixdxrCYtLyatHD0VmYdkv+2HUjmrQecR/KsLsVZO98NImXVMPR5ES2xNuVAF9G1HROajgqluu8Xg+SShU5Oo2gUSuZDdjRG9SUqg1uYxkuopNLWHZX/E+6mrV6k/W1AAdTiLYPQIBXOzPsnQxvNyrymM1XKJXrbO/OcNhvt9l3GdxuMw2dSHxMxNnjMpOUcY1qttp8PgkTmLWiReTu6jliZTLpSPXVkq6seUlkyxzK1CEmEs/R3Ggsz/aWn9MP8otrtVpBKT06UpicYBYwt+TmvHfu2+0O0UgW/6ydyIQorNNrIdazrE30uRHFw1l0BjVrWwHOpmyyymfLQ8050I2UXpxH2Xk3R7VU5+oohN6owT/rQKfXUC3XCd+niNynifQ5SO28nuXwxxuCC06kjkS5MLmGMzDvHKnd+YjQZXds9C56sDkMnH68QRSnzNqIAjqDFp1Ji0avQa1VodKqUKmUiEpFV8ReEJ7sct3LfrQGJVJYwene3YCk1Nfi5T62Wx3OP92y0VdPKwfvvIsTmTT+0cdbFtZ9Uyss/I7BKQjCh76//54kSX9P7oOCIMwDb4AfXrz1N4D/c+/fAbrE9BGh3mvN3r9fvj4Sv/VE1KTUsWs3kml+ZMQYjlocPzmm6sdoBT0uwzq35TMkJBqd7gLArp4nVRvdjASQqV+hU1ipd3LPL4puYLxcSb4ZwqtZoyEt8Dk3nY2eRTU5WrZqnOendPchLLVGD2Q71hk+poejvDrF8Pn6nA6xYHKMrDcVEWg1FHQk0MhEbaPlEtFydzJz68wsWK2UWjXOC8knQtcfRQwaLAQMFhKVEtf5LKHicB3eowB5tFQkSpF3C35uYlny1dGRFK1SSTg/eoI7S6d5E/SyH5In+2tuJ1fR9MS04ZBvvAA7M14K1Rr798Pf3b9giGQKKESRN5sB9k+n05J8uxxg7zw0tPLNlWr0LNYn4s1q4ImEAkPuTPlijc/FMF6XGadZz/HZ8GA+KdoJsH8cYn3Fy6lMA5RWo+QiJJ+2+3IdZcZv40HGyjA0RqLpEZFkns05N2qNkvtYltPwdOnBRzgseq5f6G4mJsjfvIRGrWRh2S1LQgFyhdGpw2arzeeLCLtvZzndD9HuG/D8fitFsUNmwv4oJlyfcCyHKAq8ej/H5VGEWrWJTtsdD3Q6FYur3pEqBhazjlxmcP8PTyIj60U31nyy3u+PqFaa2J3GAXeiR9idJnKZ4kD9YaVUR6dXY7UbRtpvavVqrvqkxxKRHL4551MavVpucHYQ5tX76epG220Js0VHQabpR5K6TUx/5U9XqBTsxEIZLsfoV2p1Kq5774duUswsuuA+SXmC3JbVrmdabYLYXYrYXYrZ9QAWp4lX//QW0K1D77Q7NJttms02jVqTWqVOrdKgVmlQ7UhU83XIj1/YCoLA4qtZqo02F0cRtHodS28WEJC4Pw5NRaz7IUeWO+0OZz9ds/nNEscf5Hs9jB4rsdTwue60O+TSJYwW/VQGCL9y/HIF7VOSJL2f9CFBEIzA/wX470qSVOh7/X9MN33/9x9fktlcGvP6SPxWp+a3LQFWLBkyzYOxn1MJk1OKTalCpv6JOb0fq8pJtV1FK1ppdbJ0GC9hItHGrH620tMo3ESrk+UqrOoZfNpFDvPT1zYV+6K2ctCKai4KzwQ4WZdvpHhrW5AloQByHEtCwKAcnYZ8Y5/holefOalRJ1Et80M0zFEyjQkD7xyzbFk9mNVavnPPMG+w81Ao8PPoA9f50amcl1HHj7EIbY3E27nRKbpXPg+JCd3xqUYVhUyN56LDRiRdoNaa7Jn+5BsvwM6cl3mXjYOHGHepnOznmy9WUe1Ohw83YWZm7fic5rG/9XYl0BW+l3nU250OJr18RqAfG/NuDl5IRqlU8uvUWKrA4XWM+QUni3OD6eJpSLMkdT3PbWbd0HuLSy5qI3yo2+0OoloxkF4ECLgt5EZ4SUM33f1mM0i2UuX0PonFrPsqWZxHuC1Gyi9qAiOJPMtL01nROuwGnD4zRyMathQKYSrL0C+nYYLLLiy9lPnsnINsp0VmDIl9RG4KItDpSHw+CaF16lnZ9KFUKVha9qCz6MZKaXlc8vfpY71oP4JBO8d78in5ftidwwLpao0Sg1FDPjN8vOlEEZPdgEYrP+Yvb/ipvjAmcLlf7Lcksf/TLSvrfvQjbGb7YZYpXXjE1qsZ0skS0YfMRFK7suYb6P5/uE7imHePbSrS6tVcj+gml8PCZoCN9wtEruMUchUatRZ3l3GOPtxwsnfH5WGIu7Mo0bsU2WSRavnrJKS2vl/m6iTKxUEY77yLWqXO2d4dp3v31Nuw/HaR7T9ew+aZ3LsAII6YSzqPovUyqfbV90tcHo0m/NlkEd/MdJa1v28QBEFFl4T+fUmS/q99r//XgX8O+C/3NR2FgJm+zYNApPd6UOb1kfitJKJGpY4/cbvpiB+pdSY3l6imrKsEyDYuEKU4DpUDm9pNtT1derTWfp5ANMp5Oi9b7nuwqPx4da9RK4JEanEuyyVm9Ta82unqKGO1JFbV8AT+iCXDHLnm8wBdaFYxKwcHste2OX5MjSa/xab8qvcgG2PFPOzNbNfoOUw8n6eXRGEcMvUqP0bDCE0VBrScZ9LcFKarI2q0hs9xvl7jp0SE9VkXXstgPZzHaOBLeLKE0EMhz+u5Qa/yoNVMrlilPGXNZanaYHu2R0DvY9wmxx+T3LEAXMXTJBsVdkd4p79bCQ5EMeVgntAdO+e1cRfJPkWYH6GaEH2/DqW5jKRZX/Ph600s/Z3Z45AvVPFYjQgv2HNLHD/pXUfS7GwMZnlcNvn6UEGAV2sBtEYNH8/D1Jtt6o0Weychgl4rwSknQ+im5M+u5GXIlFPU9M7POWkIEvcy0dxHeJ3mqRp0AK7uU2BQYrDqiNWqFKZscAtFM2imrA1MZUrkmg2MbgOXDynZlH4/RtUQ1xst2mrFU72oKIBSmk6/VSdDBBfXvGObXR5uksytemSjaenU8MI8N0JWadq6Ud2IOuHZBScXhyEK2cnkXwCSkdzQ6/eXCTyLHrQjCHGXWI+PUhosOra/X8Y75+DmKMTJT9e0Gm2kjsTZpxukZou117MT93ES/PNOzg66Y5EkSdj9toH3260OV0dhjn66JZerMbs1y86fbuBbHL2QExSj5xJJkjj++RXb3z73aCg1SnKFyc/CxWHoN7JeVPgl/jfxt7sT978OnEiS9L/qe/2fAf4V4K9JktS/+vsHwF8XBEEjCMICsAL8KElSFCgKgvB97zv/a8D/bdxv/9YR0S2LnzVLjnRzf+ptlML0zR8iClYNQbyqa2K1SwzKOVzaXVzaHQxKz8jtco0b9Ao3KsFMpDpYG2pSevDpdtEpZ4nWU1yXj8k1EyCJhKspIrUYlXaaV5aFiTeMhMSSSX41p1doOckPT5Ye/XNUYcsSYC89nrgkKqMnHLlzOaN1UWw8E7SvjTYtGu1cpDJUGy1UHSVLlulWq9URkTOAo2SCdKfK+4VAV7gc8JvN1EfVbr7AdT6DthcR9BgNtOptcmMme5VSZMZpYWfey3ersyz57Bw+TCagj6g3xriVNFt8vIuwuuIZiCK+XQnw6XRyNMQwpjvWYdFTqtSfI7h9eGlJOArH1zFiuSK720FEUUCYsvbs/CrO6/XnhbNBr+biYbLl4nkoic3yHIV6GU0GWJp1Mht08PkqMhApfCTKd5EsiUyJN+vBoW1fwmk1cDWG+JzeJLDbRkfFtrcC3CdzE6ORNrNh4r5At2RiZyOAzWmkoJbQ+gxsv5slODv5uWm3JYIvCMJLCKLA2rqPxU0v9/kC0UKJ7VeTz1OrOZpYRqI5Fre6C4jt7SD311OWRby4lXbez3P6ZfI9f34UZvPd3MBri+s+oqHhwMLDdRKbU34xEw9nyWfKrG2OLnFTa4YJuNWqp5St0Gy0ScbzCBNKIpbWfSNF6G8v4viWfWhknuNccnQgZn7dz+a3izRrDQ7/4oLYCxepx7KGYrbc9Wd/O4/eODkCLAelWoGgVg3IWZ3vh7C6Ry/2Hi7jHP5wTSycx7PkY+dPNpjfCg6MH5PURyRJ4vAvLtj+bhmAje9XScgQejkcf7plfs071Wd/pfg1NSsBfwX4rwL/CUEQPvf++2eB/y1gAv5h77W/CyBJ0hHwbwHHwL8H/Ld7HfMA/y3gX6PbwHTFmI55+C2rETUpVUjiJ6rT6vz0oBREJpVLi4isGhYQO9fUmn+BVvMaiQ65Zohc85m4aUUHFrUXpaCi2SlSaD7QlrokzKgKUpeUJCuHGJROzKoAhWaBeCNMvDE8yOiUs9R64vqNTpPz0jlrplnitRLZ5mhtQq1C/gQs6Gf4KT0c6TSpuoPLktHNWT454M409Fmlhkxt9IR5nIuzZfNy3GuYWrd4+Sk6mGqUs+EcBadGT6napNJqIooCiXKZfF3BO0+Aj8nxlU+V5virWmu1+CEWYtFjw6c1chlPo1crqTSaTFojpqpVvgsGuYylUAsKwsVuxNth1OGyGNFr1QgiVJot0pUy8WKZ21IeSnneeHycJ1JszXs5up1OxL08RUH/cSiORa9la9mLVlDwaUIk9BHqESl2vUaFUavhPiY/ASqm0EJ9xOqcm2SyhNWkQ61XEfBYMeo1tFttkqkiiaT8/Xx08mwBOr/g5PPt5CaCl9qiD33777YbcTnNHFzLf0+zL/LcaLbZOw2xMuciV6iSHFFf6TIZOEuOXpy12x1mZhxkXkjDCKLAznZwZD3oS6iU48+3z23G7TZzEUnx+SbC680gzVabSKpApNeg5Jm3EnSYKaTKPVH5YYxSNtAb1CyteAilCxw+PC9ow/E8hWKNd7sz7I8hgZPkpQ5Owrz/fpHzH2/Hfq4flb5SiLWd4Nia0pc4/HTHzvv5p21UmhHTnSQRnLHL1qJCr270cHTd6MvIq1IpYrPque01CLWabVwuE8nYaNIoTihpuTmPsbjuJ3QaodEzGZhddnN/PHhv6Y1aFreDZON5bk/Gj5/1F8oUxz9e4vBa8c05xzgZyWP93SKHL5ylWs02M6sz5EbIqvUjEcqQ6C0SzB4bwUU3zWqdSrGKWq/pOvb1ZNcQRcTHvwUBRMilirz7q1uEowVku8dk0G51KGTLGC2jM4y/T5Ak6R8jPzH+u2O2+VeBf1Xm9Q/A9rS//VtFRJtSDa92BbUgEqvd0JCmS5MqBEYSUQGBVcMCSumOavMvnl6XkI8i1To5an3C4KKgxKpaRKewIKChLYkYVUsk6g8kG+PrvQTBAy/KzG8r9+gVejbNc7Ki9gCpxnDUyKTUc5iTn3xVoohfZyNWKVNrj0+denRmsrXx5QiNXlRRKYjky8Pf1y/9NA46hRKLqOeqpzn6aN1Zb7X5FI7yXXCGn5Khkd3ppSnS5HadDodRx3UxS1aq0RQ6iFoBvUqFXqVCq1SiVSpRKxQoRRGFIKIQBAQEROD1rI98rYZKryRWLJJoVEmkxzSAeTx8eeheh4NEnPerAT6dTx7Uy7Xp7mW1UoFar6SSbzDjtvKQyE3cRq6BSBQF5rw2Tm9HKw1M01Xrd1mw6rWcXnSJi8dpolprcnk3GPEyWrQE3BZ0WjXNRotEokA6Wx6wAK1PId/1iEdt0VKxRiiWQ69VsbboYf86Sux6hDYwEg0ZXdWLuyR6nZpXq13VgX68XpnOYvQmkkGhFJ7UBPQ6FcE5x9QkFKAuY6epUIisLXloSG3OHxKECl1CH/BY2b+MsrM8WA8dzxSJ9wT23XMWgk4L5UyF29vUU1TkZfTd77di85g4vUvw6WLwWL1OM/Fe3eredYTtDT8nMt3yarViSKf0Jba3AjxEM1hcRgImLXqtmka9SSKaJzsi7Z/pvR6cc3B7HpuKYPTj8PMda6+CpGIFzsdcx+okdYle3ejaToCHu0G90ZcZoPXNwJCmqdVhHElEPT7L2JrGR1yfxljaCPBwHKJRaz5JTwHMrHgx2/Rc7j9w+Bfj1VoeUZNJ6adjOdLxPNs/W+H8y/1Ei1fo1p2O0nC9OomiN2mpTGi46kchUyZvLaPWKrHPuomHsySmkH1KZKugVaMyaLG7TJgtOjRaFYIAzXqLUr5CNlmg3Je6zySKrO7MDFlT/zrxB6/533BIksRN+RYAtahmVr+IIDWJ1G5H1mTC6PD+sn4BLWEqzZ8PEdVJhO0RHalFpnGHW7tNpdOkISlI1adbTZZa8qe/0q5wXb5k27LEdSlBpT34EGcaOfw6H5E+4fAZXYAPFfnBoN3pUG91yDcn1yqZVJPdNi4KKV7Z/WgENX8eGh5AK63J0T0BgVWjmy+J54hhpj4YUfoxFGbH4+GmnKXYGBw0VaJIdUw9ol6lYsfjYT8Z5cdo93p8Fwjy032YjiRRajQoNcaTv299AQo0+DRC6ukldEolqXy/7JXEjw9h3q36ObyKPml7voRCFGRT4/0QBHi94Oc8nKRcbXAWSiACr1YDhOM50vkx0SgZQrm75OfzJII8ZnA26jWsBl0cnEWItZ8n2MoIQl0qd3U3+2G16/G6zOjUKpb1Ku5KJYJuC81Wh0arRbPZodFsjayfTRbLzDusOKwGbuJZPk44HpVKSWtEo1ml2mD/PMLWspeHaI5CuYbLZuByjOtLP7L5CjvLPo5PI7hdJkSNkpMRNaWjkMk9X0On3UDAb+c2nubgSWXh+YJo9WpaqQ7jAmmJbOmpq985Y2bWZaWcrRKJ5xFFgZU1Lw2hw/ldkrsRShJuu/GJiHaAk1iKpUUXVy9S6z6PlQcZdyQAj9uM2aTlqCe19GrNz/GL6JnNbcbtNaNRKamW68TCWUrFGtlMGY/PSrXSGIrgyUIQ0GiUaHVq1BolKo2KVqfD4oaP9D8ebZl5exZHb9SMtAp9xNlBGG/QhtmiI9ZLAfeno7d3Zzn6eDu03TjxeLfHQuJuul6Eq5Moy1szpO4SPFzE2Pp2iXymyMP5dGNUP0Z2jUsSh39+jnfOiUqv4eFi9H2sN2opFOoj1weVUp2db+Y5+MeTm3cBjGYd8xt+jj/c0Gl32Ph2kUK2xOa7eY5lzms/GtUGazuznB2EiIezxEeQV73diN1pwmDWolYpkDoSnuAfmpd+nfitIqL9aHQaXJauANArjMzq/DSkCrHq/dCSQnxRILGkn0cvJCg3f2BUn2m+NVlTEMCo9KIQrdxXz/DrXhOpHOHXrhGtXdEeQ44BorXxEdPL0hVWlQW/NsBleXCSndGbn4ioTWVmPzs8CZuVOuYNPuotsChNGE1arorja7MUTFFPK4EeLXtx+QGqNKLZqR/f2mf4IToYLYqViygEYaB04CCeIGgyYzNpuS8+Ex6TSkNeJs6tEkVe+3xcZNP8PDqYRjzNJjGq1RMJKMC2y82HUBiFKBKwmQlnJ3cz73g8fLgZvg4fHyJszLqIxQoUq8PnxqTVUqiPXiR4rEZsBh17113Sr+1pdXaAz7cRNEoFb9aDnN8mZCOrnRelEm/XAuydTrNYGmaiogC7KwFu7tN8Ph6O9o2y2ZRDrlB9qpt8szvLZUz+mRMU3cYprUqJUiGiVilQKRSYDVp0ZjUHp9GxXfOP0KiUtKrjF5hHlzGsZh0bix6kZofzxPTyTNVWi6VFF7FsiULu62SdtBolqUyJtSUPgkrk9C5G/FJ+dNpe87N/+Ug8pgufpHJlUj2iuzLrYk7v4ePh5K71l4v4ZqtNqFTG77MS6WlxAphNwwtYpVJkayPAyUmYRN99cXgeYW7eyUNfzWI2Wyb7IrXvDtpxOg04LAbyuTLeGQedTod2W6Ldaj9JDTUbLer1FvVak0a9Sa3ZodYcXLxv7KjZ+WaR4093tGXqxNvtNnOLLk72J0ewY6Ge3uhmgLPj8JO70sKSm7MRFpSjrpJOr+ZqimhoPyJ3aV5/u0g+luf8080vrNNZylcQRWGk0kXsLoWoFNn5boXjjzcDcmGPmN8KTlQ/eLhJodQoaY2JrgoCbH27xO1plMMfrp5eVyoV1MoNjj/csPFugduz6NjmLMUUz0OlVB9YcGy8mSMpo8Dwa8MfIqK/nai0K5yVuvZmVpUDr9ZNpZUl2egO1kLPPHJBN4dRTFNu/si4aiaVaCIpU9PZD1FQ4dJuE6qe0pa6E2i93b25o7UzvNpVYrUb2iOkn1SCjfSE3wDINfPkmwV2rSucFB6e9E0F4ZlweDVuwuU+b2KlliWDn8NsjB8r92xbAxxmupGdN44g5U6V27L8pD8uEmxV6VgyeHgoFPmPwyHeuwJ8kKnjLDTGE9FvHDP8EJER85Yk/AYTkdJgPWGoWMCoVrHr9PIl1Y0OGVXqASIqAK99PuKVIj/G5CeTfL3Od74gP92NJ2EmtZpksYxEt97VZtFNJKKLdht7d6MnlJNYkoDVjEmvIZIe/C6jRk2BYSIlCPBmMcDxfZx4H7F5mbqpt9p8vA5j1mt5Mxfg4DI60H3db/P5asnH57PpIvYvSyLW592USw2+jElxlsp1vE4TMZnu5FHYWvfz5SwMI/okJLr1nP1pdZfVSLtQQSGKNIQOr9b87J+Nn9An1WA+wqBVYzRqySZLKBQioiig6NWjiWL376f/hO7/CoL45NxkabWxWfRP7wtPn+n9LQoIQjcrIAjdfxuNWi4eEhyHx0dgjTo19/Hc098vlQ4mQaNWUhZaZAp55gJ27iaYJmRlrF1L1TpaqxK7zUCmRx7FF4uWxQUXtVqD/f1hktKRQNBPltRLxPNIksTpfojt3VmOv9zRGZFVmIRKpcHdVYKZeSedZmtARP4JX5H2768bDYcy2JxGsoniSEOCl1agj1ha9XH0o7wWphw23swSvUtxexQmcptCZ9Cy8m6BZrXB1cE9nVFi2jKQOhJGm57iGPveTqvDwZ+dMbvqo9HsEHt4Pm/r7xamkuDKpUpsvV14svt8iYUNP81Ga4CAPqJefT5vJx9vcPltuPxW7kdEae9OwyiVClojsij9EEWBzffzHOzd45dzLfsDfmX4nSCi/cg18+Sa3dW3S+PHqbZhU9ZZUFsoNX+iPEX5olbph8boVIdds0y5XeOuMih0n2k8p5ljtXM82mXitQfaDA9CasUsMF3UVULirHiOT+uiI6l5qCaI1eKICNg1Vr70oqF6hYZlQ4DjXJwfKvIDxF46hoDEW9csmWaBcCU3eAwyjUprJg9qtByk4vy88ExCPiTDfO+Z4efxwchjrd1CIyqoy9SKbls97EVHn1uHTj9ERAFKjSYH0QTfB2b4eeIBnfJ5Itt0uah32nxKTI4sfEnGcBn0JMujB98Vm4O9yPM+fonF2PS5OIvKpx5FQGhNJgXhXAGzVsNa0MVZn2i7VqaZyG83Y9Cq+HQ1TPpqI1KUhUqNjzcRvE4jbqORw6vuMTzafC4HnZzdJqaebx8jqT6nGbtRx8nldKlmp2N6Iuq0G7iJZmi1O+g1aipTRHcCLgv1epNotoLdZKBYqfP5KsLmsodEskhmRMpRrRwf7dc91pleRHA5TUiKbiNSuz26xvwRKqUCtShiMel4iE6nlNCPxXnXxM7q7ufcAyUVX6tQsbLkZu8uitWgpU4Tt91IYoR8kU6rIhSXP5ZUrsys24q+3qRSaVDuRakMBg1LCy4ODh/GRnau71O82p3heEIHvM9vJRXJcfD5nsUVD5lEcaRY/TiUe3ahD7cplCoFO98scvjpFqlvwXZ3EUOpUgyI5I9Fr2709bcLlPPVJ9tQOWRkGqEEIDWl5aV3xo7eoOHk0x1zSy7uDrvnrVquc9xrxjI5zMyteCjnKtwchaYi1gbLeCL6iPvzKGqtku1vFzn66Qary0RoRDOcHFKJIoIoIPWNkVaXGd+sg5OPo81cci+aHJORLAqlyM53Sxz+eD10/5cLNZbeLnB1Mr5UwWDS4pt3cjAFkf6V4/cwIvpbJ9/0Ncg2siiFFqKURSkaMChnJm8EKAR5YWaNaMap3SVSuyPfHJyUzSovtc7gYBOvXeLWBFDKhHrqnfHe2HKI15NkmjF2rYtU2xUWjA4cSgdqUcGuZZFWS8WPqXtKrcGI5MsEq4TAx2SE+3yJ19Y5PNquvJNSEJ/S/SalhnfWeXwKJ4eJDJ8SEZoyxPKH+ANvncMalxb1cKpuzmjlLpOnNaYpRTeiwxu64+oPoTBvHQEMSjULVhvbHjdHmQSXuekGxVqrxYzDOvL9N17fAAl92o7WyIL298EgN6npJpRCrc5ZNs3r5edz1k9ERUHg3XKAdKHMRUT+mLIT0tCxbIn9hxjzMw5Wgk6KlTpeh4lkpjSy3vIltGoloiDwZi1IOlmamoTCdO5KAAhgtRso9RpFzLrJ0jELPjulcp10j2y2+8oOjm/jVDstXq3Ja66qxhDRnVU/Gq2KvdMQ7XaHSqXBVSjN1up0/uXbKz7C0RzHF1GCXutU2zxifcXL1UNqonHBfMDO/gvTgVF1x3LY3Qiwd9e9tyUgW64hmZWYRmhUznhtjBPAuE/k8M7bUakUxKI5tjb8qJUiBwfjSegjQuki2hHC84/I9hGR68sEHRGW16e7Jv0o9JGtVrPN/qc7ZpbceALPUlbVcoP5Kc0JDEYtW2/mWFj3cnGZoFJtYB8hAQWQTZfQvtBZXV73j6xjfIRGq2LnmwWSkSzXvSYxo0G+3rSYrXD44w0353FsAQc7f7LOzNr4cyWn0zoKjVqLo59f8OpnyyztzmJxGDHbDVM1NcZDWVZ7HvEKlYKd75eplWtjSShAKppD+ULPuN3qcPDzSxY3fFhlzrl2lDpCD96gHYNNz8Xvp83nbyR+5yKij3BpXNhUDRL1L8xovCR7Np0OzQ6SVKHYHE4DPKI5NIgKeLQ7xOsP5KvHstvoFU7kIpyJ+jUuzQLpRoym1NetN0WdohzaUpuz4hlLxgBabIRKStotDT8kx63s5AeKtgQ/JsKoRZG3rnkq7Rq1hoBB0HOQjvPz4uQUrgQcZxOsWBxc5J+P36jWkKg9Ry7sah2NmkSx+Ysddz/2olH+6vwiGnODTLWGKAhjfd+Hto9HmLVauM8N1jM6dDpu0vITw3U2y/vZwFD63WMycvTwdU0prU6HD+EI36wF+HweRtUjbjNOC2qlgo+Xo8+7SiGSzE0XbbyOd9Ou3ywH0aGg1qvR6kgdOh2JVrtDq92m0eo2BdUaTWqNFtVak2qrhVqjotVoIYgwodx5AMUJAtuP2N0KstdXJqDXjm7oAFidcRGO5waipu0XTKlcbfD5KsLGkpt0pkyqr+5QoRgmorM+Gyq1gv3L5+uqUSu5CXWj3/F8CZVKQXNMlGzGZ+PwUSpHAptJP5XlKHQlnh6JeGGMzqggCEji8H3emVJpYGnGyeeH54n38WtCmQKrAQf1m8yQooBhwvUAOHtI8v27WZrZ+lMz0rTI5Mq82Q6MlGTy+KxDUbdCrkoxX2Xn/TxHn+6mcvLS6dWyqfG7qyRqjZLt9wscfrwFSRpLjJUqBUtrPlAIXF7EOOwdrz9gI3ybwmY3MLPgHNm05fRaCfXr0U6QuXvs9j/oS91r9SqupnBSyiYKZHtNZu4FD56gjVQoTfSFHu4oB6pHOLxWXEE7So2ScqFG9C5F5DaJY8ZF+KE7VgpKBRarHqNZh16vRqVRohBFJEmi1WxTrzWpFGt0JIHV3Vly6RIHP7+ceAzQteT0+q1EZKKvV0dhjFY9q69mON9/Pieh8+jI2teVnSAPD+khd63fGEh/6Jr/ncGGaYl844R8r2mmn4al6ycA2NQbKASJfON0aPty+3nyMqsCSIKBu+rJhF8dHQVK1m9wqOfIN9PUpTICSsLVycLdz98sYlM7MSgsCKipdzokahXMosB5PjVVN/w4NDodfh4P8UeOeZqtBgqVwJLZzlUhQ30K9YBau0W6VsWjMxKvdqPC+r7UuVpU4FQaOc9OjlqWW5MHiF2Pl38/dsG83s5tKYfZoGHJ7ECJyEO+QLw8vlGkLUlYjFp4QUQDRjMHsdGk8q6UQ6tSUOubsN1aw0THmVH46T7MqyUv6raCd0sB9m+jNCe4zbitJmLR6RuCZlxWbuJZ5l1WPp9PTxRm3FZ+Or7HZtThDFhQNCRCUwpFh+O5iYuDoM/K0fWgxqpWOXo42pz3cPWQpPGiBm6UE9HJXQK9VsXueqBbfyrxRPgBjHo1S3NuDi7CQyUV8z47570O/0SmxNvVAJ+P5M+dQiGikISByOTxeQSfx0x0CrvOrVUfBz3Lz5tQGrtVL2vV+Wrdz975cOnJNBFRm0lHslGhNXCcz/8+j6V5verl9DgykM2tjSuTEGBt2UNHIVBRSggaga1XM5SLNW7HiP+/xMFlFJfHTDI+fK48HjOJh+Ea1kcP96V1H6lIjvyE1LLJrBtZo9motzjYu2dx3UcpWyZ8lxiQoRQEmF/2oDdrub1Ocno2HEUz9GSUspkylUqD1a0A5zI6nKY+EwaP3zqyScnltWB1mjiTKVtYWvFy9PPp5JkekeiTPwqsBbC7TESv46QiWZR92RijVY93zoXOqKFWbRIPZUinSqRflBWs7M5x8PGOtbdznO2HkDoS+UyZ/ISSCUkp4nKbyZx+XXOW2WaQJaIApVyF89w9298tcfb5nmajRT5dYv7VHLcv6ki3v13g8PP91yqA/erxm75/vwT8ThFRnULHssFJov75xTvDVzbb6D7MFtUyGoWWbP2IbtJaQaaRQCGocWq3eKic0GGyhEthggd8unGHXT1DsSUgCt6B6OgjHgmnXmFB7BHObKNMvJbrRRefH3SjUsdJIcKMwUW+WR0rUj+NRNobe5B/HL/nlc3PD4nuAKgSRDasTiwaHaVmg6t8muoIYpqpV5g32TAoVZRbTdRiL/okwbbZy6f4dGmQVG38pBI0mbmqJEEAt8nAbT5HoVFnL/U8uAVtFgJ6M7Vmi4tM5kmftB9fEjE23C7OEt0FwTf+AB8exkeAk+Uy380G+dCr23zj8/Hl7uvSO2atGrfZhFmrQSkKtDsSgiiwfx2ZSEIBbAYdMaYjouszLh7iecq1BoVKDZfdSHJEPeBLGHQaOpKE323h8DKKWqlg91WQLwfynvb9qNVbBD2WkVFBlUpEUopDEbhRNZyvlvwcXUdlIxyjmkMAKrUme5dh1hZc5HO1rm+10E3D38eyfD6TJ5cvnajOHpJYTDryMiURr1b9fHkRCZQ6XdvRSURUoRAG6jMlCWa9tiEiajHpuAjJT8STLEEVChGb2zhU3/xyuPj8EOObrSD7vWMRBGSvn1ajZHXFQ7xQ5ijUHRdn7BaazRa1hxKNepvArB2n1cD1VZzyhMhTq9XBOi9PRMcJwANcncew2Q0srHq4OR+9gDQYtTDhmbk+j6PVqVhZ82GyVWk2Wji9FiKRHNe344MG/Zap9VqT85MI22/nOHyhrdlvBet2mUncDl5TpUrBxptZzj7fk+xTJOhHMTt9E6AcwjdJwjdJBEFg5083MFv0bHy3TDqWJxHOcjmFkP1j5D56m8Jo1lGa4Bj2CI/fxsFPN8ysBynHc2SmzBpMshoGOPzhisCCi3a7Q+whg6lPY1WtVbG46f/NrAf9A4DfISI6owugElIk6nKp89GDdb55C00wqmYwKOzU2xnaCjfFVmmoGWkU1KKBXGOyg06m8YBNHaDe8WBXVTAorV3C2e6QbVaI17JDhHMUZnRBrnNRLopR3jkW+DH1iz9kcwYbx5luFEPoyws0pQ4nuefohlIQWLU6sWl0VFpNrvOZgQjmbTHLK4eXw3QMZc+V5zvnrGyH/CjEyyU0CqWsFadOqUKpgVJvcjvIxGTlmELlPKFyd+JRKUQ2HE5MSg3pSpXrbOaJR3V6vuZ+o5Gj2HR6kQeJOHaDllarw30yJ/sZhSDgtZiw63VoVcqubmmtQaJYIlepUaymn/ZtzeHk80OENwv+ofo/OWgmNNw84vWin4Pr2FPqutFs4wqapiKia7NuTm+7E/tjvWej1ebjRZjVVTf5RJn0BBcdu80wkohurgfYk3GFUgrDWYU3KwE+X4RHkt/mFJatZ/dJdBoV6/NuWq3WxPOczg0eW7naYGUlwP4LuSq/28KxTIQM4PgsitthJDEmWr69FhhSMKjKNKLN+O0DpQP9eFmaMPwbfj7cDpMLSeaE/nQf4dutIF+OQvicFqJ9kksuhxFfwMZ5KMmnq+d9WfDbuetFq97tBjj68Z5wJEc4kkOjVrK5E6RSqo+Nkp5cxllf93J5+jyG+oN2ohMIIHSjkLlcmZ13893mI5n7RKOdbpprNbuCe4EFBz/++RURGXIsh5c1kpIEB3v37Lyb5/jzc6f/owWqzqAeInzLW34KuQoHP4zuoPfP2LmfoAwxDnqTltkVLwqVgthDmg5Ct4kIphKMB7A6TdxddMfKQqbMxrt5TqawXIXnOt2HqyRmq57FnVmuDybPW41p9GPpkmy1VsXW+wWiPaMOu9uE3qzn5ODrykZ+nfh9TM1P3awkCIJCEIQ9QRD+HzLv/fOCIOz3fEg/CILwx33vWQVB+LcFQTgVBOFEEISf9V7fFQThLwRBOBAE4f8uCCM6hCYegMiOeZlm+5xye8TANUUsvtSMkKydoFMtoBE1WFUOTErHVPtgUfllB/ZHCJISq2oJh+YdlY6VZkdHpCqxl43wMXvLYeGecDVFS5quEE9E4DL/PMHtZW/Zsck3aEyCQamm2Xp2NTrMxnBo5X2zW5LEeS7JD/F7DtJRqq0GKxYH37mDvHJ4ManU7KdjvHcHEQSB947gV5FQAATwGkyyb214HNyWnwfMaqvJpss19uuaUofjbIIfkg9cllOYjWre+L288/vJ1Kq89nswqbRUJ9iFPqLSbDLvsbPmcNKRJFbdDt7O+vlmLsCrgJcZqxlREIhkCxyG43y4DfPpLsJ5PDXgVa8URTZcbo4fugPm3l2Et6uj/awfIU1RE/duOcjny8gQSdm/ibE8N1mmpN54jnonXthent8nKQtttjbH32/CiDj88oKrmyqX3WYQb1eD3Q7xMYc8rnbzEetzbmZdVv7x/vXEWmKzQcu9TNf7/mWYQF8TkigI6NSqkb/faUv4nVbZ9wA0agV3Mr9zdZ96koECWJ5zjSShwFiZmp1VeRIKjDynHx4ibK74cNq6vvdLCy7WN30kahU+XYQovdDBteqfmxIP7mK4vM/DeL3R4vAkwvVDGv+sg53dGfR6+brTQrOFoq90wjmm8WfoUDpw8OWele0ARrOMnql6PBE1mXXsvJ/HYDdwdBQmkSiyuOZFqZpuehz1TB58umNpw//UpFTsRQ6XV33UeqUCNqeRjd0ZLg/DJEZ4zT/C7pAfl0dBFAVmV73s/GyZ+Q0/1VqT0y/3HH24wem3cbJ3RzyU4eo4wsLm5LEHILjsGfj75OMtqzvBidtZHAYerp4X+4VchbuHLDt/sjFx2/xXSME1ak2OfrrG6Tbz+vslmpLEw930ZXB/wK8HXxMR/ZeBE0COMP77wD+QJEkSBOEV8G8B6733/g7w70mS9J8XBEENPD5N/xrw35ck6T8SBOFvAP8D4H/6NTtvVVnxa1Uk6nvj889TLDE0ohmz2kGm+h9RIUit3R0U3CoHBpWfDkoKrRxZGVknpfBigJBELOo5VKKNcrtJvB4hWYkD3SiTU2MlqNNxX+lQaU/X2NGPRcMMfx7vq50SJELVJF6dmVh1eBU/ihQgwZLBxef08zG1JYkVq4N0bLKkRweJi/zzQy4gsGS2IQB2jY5/FJV3epoEm07L3YvD+C4Q4IfM8Oo5Wi10D2SqAgTINWp86qXxPToDDpOebKfGsssOUlfjEKEni9P9f6TH/+v+QaFZx63QU6jUKFSmt657hCgI7Pg8fHnhh/7hLsyrBS+HN6Oj65Xq6FSnUiGyNevl45ha0JrU6Ta+jCBkO0s+Di6f9yuczGM1asmXno+zVK3z5SbKq20/d9dpyjL2iHIC8wadmmy5NpIMPk7ogtCNhO6NSJ33Y5QKgCjA9qKPQrE24OjUFkBUCCP1KGd9No5kXGo6EhhNWuhdmlfrgac09igcn0VwWA1DEVaAjVW/rP1nu91hMeBg/yKCQiFQaYxfII1KzQc9Vo4To6OQo0bEDnCcTvInK/MEFuycxUZP4mqlgqv75/cbzTameSPJ2PAYFIpkCUWyaDRKNndmqBSrXdvRHiLxPK9fzzz5lccjXy+BdX4SxeE04XCZuesjPaPULrwBGw6vmfPTKPt9Ub1crkIqUWB13cf1RfwpkjkKzcboOvrzowgz807KhSqpeB5BgMRDBoVSZOP1LJdHYU4+T44KKlUK7mSsVV/C5jLhm3fRkSRC10nurxJwNZjtWdoOcnUUxmzTk+tFfRORHL5558QodEWm1jbxkMZg0lIeY+MZXHBx9MJNq93qcLB3z8Yfr3P18ZrGiLEtGcmiUCllBfXloFCKqDQqRKmDwaChkPvL9VD8yvGHiKg8BEEIAv9puuRxCJIklaTnmc1A71T2opx/Cvzrvc81JEnK9T63Bvyj3r//IfAvfM2OrxgXMCmzpBvTiAGPv4GNqgA6hZJi4xxBkLCpn1eH1XaaVO2ATG2PVusGh1LJvG6BBf0mbs0cCkFJvV3HpJrFoXmLXvWKYsfBVSXJaemch+oNjc7gRC1JArF6hHmDCa04uTP1JarN4fVDqVXDpFY+12b2Y8RA/I1zboCEPiJcmb4Zph8SEleFDI1Om7N8EkHb4X3Qx7bbjeIrzHw1isHj23C6+JCRn/QfSnm2XdNJrjxCq1DynXeGQr1Bul4l2SiTLFe4yGS4yma4ymS4zma5zmW5yWW5zeW4y+W5z+e5L+QREfiz8APvlgIoppAueYk3Qd8QCYVu4P48mWbOY5PZqotRVp5GrZolr4MvV+Mnq9t4lp1R8kYKkXh6OPoQ9FhlP79/FUVlUbEiI3kTjuWGBOTnF1wks6NT1a12B4UosLvkH+imH4fhOlORNysB3BYTBxdR7mKDhOYuluXV2ujoj0IcPSSe3MZZW/TgcZo4m8JSsdXuMOMdvpZGg4aLu9Eksd0jlztrAUKJ8c9iU4aIG7RqGiqJ2hiCNLaRzG3joVgYOncvsTrrovRCIeH4Ns7q1mjJoHq9xeFJmOtQBv+cg51Xz1HSi4cUJouOmVkHicgvNgalU0VCoTQ77+aeXnsZsVze8LGyHSCWyHO4H6LRZ9GpUAhkes/A+WmUhWUPKvX4cphRjVCPeLhNIYkCDreZnbfz6I1aPAErhz/dPEVGJ2F53Sur96lSK1neDrLzs2X8S26ymTLHn2453buTtfCcW/USvk7SarZx+5/vzXKhSqPRxuaUz0YBmKz6oQYg6ArWzy2Oz0yN86w/+fyAa8mHc4TNZrvVweWzjv3+RwTmXfjmnBz8cEW92iQfK7A2IXvzB/z6MW1q/n8N/A8Zw+gEQfjPCYJwCvw/gb/Re3kRSAL/Ri+t/68JgmDovXcI/LXev/8LwFQinypBxY55gUJzn0ZnusaLcSsMp2YdOglq7ecHTMXolV2jUyJdPyFV+0S1eUZQG6QpGbmpZDgrnXNfuabeGb8Ca/ckVyK1EMsmK2px+sC0W2Pjc0a+nvG2nGTXPt1Dt2nx8iEhT+5C5TzrtvEDyyh855lhLxXhupDBotbyIRXisBDFbFbx7YyfdYeDSUu+dp8kjUtvIN4s0B6zmFBM6ZiDBO/cfswqLT9EQlRbLRSCwH0hj82kw6ieblFgVHU/90MkzErQhUEz/WLim9kAe2NSrdVGk2Krgc2kG3pPp1aRkWkMcFmMWA06zh6m61a+SWbRa4ZlW7aX/EOpeBivv5nKlTmNJnm1GxxoKmi1OwR8zxPd1pqfgwm1mc1mm405D1+mqJV9RKPnHW/Qqnm7GsSo0fD5LEw8Mzqdd3wbx22Xn3CjE4hfudHAadZTb0xXRnN6HsVqHryWywvuJ8kmOVzfpfC5LBzfTq5bfklEBQFm5uyEMxPqG0c8gjqNinKjzmk0xVJwfBmH1JL/kni9OpG8AYTCWb4ch2kKsPVqBqfbzOyyG5vdMHHbcWi3JQ6+PLD+aga9UUOr1UGtUbL1Zg7fgpOLywTnZzEkmRW6w2UaiJZfnEWZW3KhHnM8xSmadbKpEs1mB6vNgM6gRqPT4A7Y0OiGn0M5NPvuF++Mg+3vl1jenUVQKbg8iXDw4zWRCdFM/7yTVLxArRd51LwYA9KxPHqLHl1fo08/Zld9IzMJxx9vWdmSX+Bp9Wpuzsb3UIRvU1Q7Astv5mXftzrGl2oIosDO98vEI1lC14/9Dl3B/4u9e3Z2Z6bMmf36IUi/nP9+kzGRAQmC8M8BCUmSPgqC8E+N+pwkSf8O8O8IgvCnwP8c+E/2vv8t8C9JkvSDIAh/B/gf0U3B/w3gfyMIwv8M+AcgYz/U/f2/CfxNALPPzLxeQ6K+P/0RAgjyJMane022/pGX/LrSPEcUNHSk8Wkxq3qRUC2BRqyiFJS0pMlSR9BL//YQqt6zbl7gOJ+YqkbUpnIhMXqi/py75a1jnk/p0QXkLq2RULE4ttPeNCUpe4QoCLx3B7sd970nPmCwEC53J8RsvcqPye4+eWxG5o12UqUKV9nhqMujV71KVGAzqTkvjJ9UDzIxPAbTWNmmFasDQRL4GBuMZAm9SO11LsOq3Ukok6faHH8d+x/qw2SCWZsFc1VDND++lunbuSAfppBQShbLLHkclGt1Gn1pQY/VyENp8HzNe2wUSjVCYyKNL5EtVXm3HOBLnySRSa/mcgSRlZMT6ockwafzMEG/FWWzm4aFbrc3gMNm4CYmbyVpN+sJeqx02hLxdJFWtkPQbMagV6PTqLqLDKFLbGvNFqVag2ypQqXWRKUQMek1LHgdnN0mZBug5FBrtLD69CRekFWvw0Q8OfoaLs+7qLZa3MRzLC67Meo0pFNFwiM6nKEbsd0IONgrdPfNZtFzfDV6UhZFgRmfDY/PQu5kchPIy4jw7kaQn0bVhfZhVE372qyLvevu+KLUj54ebGY9Z7fynerxTJF3r7uNS9OgXm9x0LON3d7wY0Bk593cc8HNo56SwBOB7i/GeZJaenxbej669TezaFQi6qjmSfdzHMxWPYkXageXZzGWVr083KSGInuCAIXs+OdDo1WxuuXn6ixGKJTh9jg6UBqjs+iw2AzojVq0WhWiQoSeBmetUgdJQqUQ2Pp2iVgoTSySJfaVpQtOv5VKuU65jzTXZBZD4ZskS1sBbk/DtF+UJDQmlCikIln0Rs2AjzvA/KqX0ykamsqFGtelOjt/usHBPxqUSxy3GPbOOlBrVRy8sAh9vj8kDn+4Zv3NLNc3KepTNj/9WtAr//p9wzShuL8C/DVBEP5ZQAuYBUH4P0qS9F+R+7AkSf9IEIQlQRCcQAgISZL0Q+/tf5suEUWSpFPgPwUgCMIq3dS/3Pf9PeDvAQS3g5JSMCBIItIIcimLF4RLRIlHt062/pP8x6lgV6+Rqo/Wa7Oo5onV8zQ7NZqdGpumN+wXpvMM7ry40+4rN2xbltnPReiMifypRRVf0pO1OM+LIeYMdu7K3cm/fyWoEkTMCj0XjfGr56Nc/EmKaRK0CiXrNhc/JgYHm2JTPuoTr5ae9EZnHBb8OgvhfJFQsVevVO2mn1/7Pfw0hlA/oiNJzNssskTUqdUzb7bxMRaRfb4F6fnsnGdSbDndXCTSY6WUyi8Gsvt8HotGw5rPOdIG9Ju5wFQk9BFX8TSv5wbrNc26wUaMzTkPN+EM1Ql1hHLYv43icZieUvHLQdfIdPh9LItRpxlqVHmJUCKHSqng1asgBwfhrtyS0G3ISPaie0qFyGLAgUGnIZ0p8RDLke2byHe3guxdTCZSBrWSzXkvao2Scr2BXqemXJtepPr0LsGrNT+HfV3IHodZlojarXp8XisHPctUI8qB1LrDZSTosdBudbi/S1N+Uet2dhHDbNRSKNWYDdr5fDp4fEa9hvmgHQSBm3Ca84ckklqg2Wnzas1PsVjjJiJP5PtrRNfm3XycgoSCfP/m1rzniYQCHIbiLHlt3Muk6Be8Nj6nRysnHNzF8IzQB5WDIMCrzSBnJ2G2FjwcTFE3OQk+vxVRIVKtNlhY9nD4+X6iV71OJ78AvzqPsbjiIXyXpl57JqMWi578iMWLIMDm7izh+zQHH++YWXByfRZj8/UMJ31SQtVyY6zA+s4380TPo6TGLHjGweowIggCuRd6oPGQ/D11dRTudsN/uHm6UXQGDTfn46Oa2WSRrW8WOHohkyR8RVlWpyNx8Ome9T9a4/bLLbVe6UdTZowTBIGtbxc5/3I/NvX/iNO9ewILTqqtDukxC84/4FePiTlNSZL+liRJQUmS5oG/Dvz/XpJQQRCWhd7dJgjCW0ANpCVJigEPgiCs9T76V4Hj3ufcvf8Vgf8J8Hcn7Uu1XeegkCLb9GFWvsWp3kDB5Mid0EdBNKIVhyZAtr43dhudYvT3mlWzxBvlgRR8tn6CRTm6vqYfcvVZt5VLdm2B0Y1FwKJhlsIIctePeqcFQguD8vEYnr/zlS040GA0CtVWk02HZ+LnrBotsyarbK3peTaJSTXeQu6hnOeH1D2hZpYlt4XvggFUSgU/CwanIqGPOMslUfc552hEBd97Zyg3WnwYQUJh2Kv7KJVgw+saW/sZKw4T3ny9zlkhw9v54dKI97MBPp5PRxD68fk+ytvV545UTd/xvVkKcHaX+IVIKECz1XmyJHRZjRyNidJJwMyUNVrNVptPF2HmV1w02212t2bI5iu8Xg2wueBFLSq4uEny+TjEg4y8U0rGk1sOgiBwH889EbdEvoTPZebNeoCNBQ86mdKDl7iLZwfsLdsv0twKhcDrrSDlVuuJhEI3+t+PdK7Ml7MIh1cxylKbhSU3r3ZmmAnaQOjqqi7NOvG4TBz2xOt9bjOvNwMsL7ioNJscXEY5uIg8pewbrQ71ZpsvFxGuYxlm/TZ21wKyx6VWirhsRh6KhQnV8M94GRG1GnWEZNL5JstwFzpAaoKJQ6PZxhycbjx02I2szLs4+HJPo9EmNcHCdhps786SyZTJpEtk0mX2P98zs+DEM+k+HkOari/iBGbtA1adJstwCQ3AyoYP/4ydo8/35HpC71Zrt6k1Hs+jmtDJ/winx8zxh1scgekUXF7CaNahN+tIvjCjsLtNFMYI0J98vGXn+6Wnv+c3/LSmUKg4+umG5b6aTIVS5E6mrnQSTvdD2GbduGe75SH5F/ebO2Bjbs3H4Y/XI0monJpB+CZFs1hjceXr+gp+pZB+Sf/9BuMX9poXBOFfFAThX+z9+S8Ah4IgfAb+d8B/sa956V8C/r4gCPvAa+B/0Xv9vyQIwjlwCkSAf2Pa3y63y5wUr/mSjxKvWzEoX+PSbKN62b3eg9Qbns2qGXQKgWJzsr1YqyVPgkyqIKlmnXpn8CFuSTXm9dap9n9USvymfMEb2+zI7cKl6SM+kVqWVctgnec7+ww/jagLlUNhgmNTwGDGoFJzPoLYtpFYsU6WC3rEVSHDj6l75p0m6uoKW24n730+vvcH+dYbYNfpZclix6bRDdH1XKPGjrtLnN+6/Fg1en4eCcmK2Q/so8y1+JKI8SrglZ2TLGoN2Yr8eWl1OvwYj/BuMfBEVt7O+Pk0xrJzEj7chdhZ9Ha/v0eU3i0H2JNxBPpaHNzGWJ534XOYJ3rQa6ecOB9x8ZBE0CvQapUUCzW+nIQ5uYzJ6mT2IxzPsTIz+Z5ZW3CTzJaIpYqs+Lv3eSRd4NN5mOO7OPV2i+VZJ2/Wg8z77UPkESBfqjHf+y1REAbklFYX3bg8Zj6dh6m+cBjqlxl6iXa7w+V9kr3TELfxHGa7ga2tACCwNOdke82P12Mmkiqwdxrm4i751JzUj+YL44i7WLarpyrC7lqAub76W71eg8aiJj8hYj2AF7dOwG0mVx6+r/cfYvicg0Ip8z77VBamRzcxVsY0LkE3FV8v1bjsIysPkSxO9y+k5ofeoGZjO8jhl3vqtSZO1/P33N2kyBUq7LydG9nA2ZxQlnN9mcAXtKHTd8mo7kWNZ2DWzvKGj4uTKOH7wYhjq9c8lk4UWd+dqiUCt89Ku9Xh7CDE6oj6yVHQ6FQ4vFbZ2tFpmn8Ofrhm+/tlANl62lHIxvNoew1oC2teKlNa/r5E9CFDqdFh9d0iyUgWUSGAILD97RL5bJnbERq+j+iM0Ngt5ircn0TZnvIa/AG/fHzV7CJJ0n8I/Ie9f//dvtf/NvC3R2zzGXgv8/rfoSvt9JdCvdPgvHgLgELQMa9fxqQSKDXvqHZyj7+GS7tJpXlOQ5putd3oRDApVyi2nm92o9JPptmi2pYP6ydqR8zo1nmojm+2aI3xh74un/HOts7H7O3A63N6Hz8lvq4u6DB/zzfOBZptWDTa2U9/3cr0PJ9i1mTlvjjcwLFqdZKslsk2xp/PUTJBcnDrDHiMOj7mbtmy+jgtjojSiaDRK3BoDFhUWnQKDUpBxKTQ8N4d5ENseuI3ShD8UyzC+5kAH+/D9M9aPqOJi8L48ogfomFezXrQS0qObqJ/qdWoJMFpPMWC10at3mJn3jdddFUArUqJTqNCq1aiVitRq5QoFSJKhYhCFBBFAYtWw/Hp5A5wOTmmcXi15ufgNkbQakZnUbPu8nB0Fp3oBATdUo9xWJl1DQjBH1xE2F3zDygGtDsSF6HnCdhk0DDvtaMQBcKJPKmepNKXywjr824ajRZ3oQxOuwGXyzxkP9oPOVI7CtlCBb1Ojc6oQqrC3pTlGaOaoSr1ZpeQAotBO2a9FkEt8tP11y12+iOir5f97N3Ij1kdwOkyEU09R0ttRi3TJs4TjW7jUvPF8ZhNWoI+K8cjhMa9MzZSU1ik9mN+0UWpVOekrxb0pa5ovdbsao5u+EjFC2RflBeUxkgQPeLmKsH8oot4JI+6t0Cz2Q34Zx2c7D/IOoBBl1g94uo8NtGVyOO3Dkg7ZTIV1BoVjXHWqz0oVQpmljwjnZLU6umapI4/3LD17RKXE5qN+pGOF9j+dpHDT3dodOMzYpNQKdW5OE+w/bM1qoUKEnD403QlcOPkntqtDkc/XLP9zQInx7+4ScA/aQj85jcW/TLwO+OsBNCW2lyVuw+ugMCMfhO7SotVWaDc/A/oSF+3MjOrnE9E1KD0kmtBpT1ucJQwKSr9NfUj9nP8ZHxVPuWtbYNP2Zun10TJAHx9XctB7p7vHavcNipT+ca/hM9gGiKir50+TrIJ6p3JqZqLXAqVKNKc4ADzzu3nqhznpND9rf40tByaUptYrUCs1r0eM3obiXaZ+3SRtz4/2UqVm/xk4t4Y48zzIRrm27kgP909D+Ym9fiB1azRsOp2PkW0anQQVKBWKlErFKiVCtQKxRMhVIkKFKKAQuySQ0EQEHv/wTMFViuV6JoipWqDNxsBJKlLotudDs12h2arTb3VotZoUW00qTVaVKQWlXoLRtz2u/M+otkSdTpsLnnHNtHcxrLoNKqh6KAcXm8E+NQjSyajlodYjnShittpxG8zcXweHRvNPb2KY7fJe65r1UoK5erQ83Vxm8TvMBNJyz+fxUqdgz7JrIDbgttmpN5oUak28FiN2KwGjm9iJMaQUBh20hkFnVbF2pKHL5dh3KKJq8skuxsBvkxRA1ubEJkDuI5keL0RoCF2eLXmp1ppdMn3FBPZ4/rQazdxGh7fnb//EMVtM5LMllApFVx/hUB4PF3k/esAh32NS+urXuLhHKdjCEChOn3JiSDAzus5jvYfhqLLo+whL85iGI1aNl4FOdl/Jq6ZKcXTb6+TzC26UKuV7Lyb4/wowtGYula3z0KyryazXK6z83aOwx9vRm5jd5mI95HXVCzPzvtFDv7sbOy+CaLA0naQszH7UylNJtwAiAJ6mwGzw4TeqEGrV6NUKhBFAakj0Wy0qFbqVAo18pnS04Lj6KcbFrcCRGTuFUEUMJi0aPUadHo1ap0KpUqJUqVAUAgICHSkDu22RLPZolFvIejU2HQqjqYkoQDtKVzXjn66YWHN+xTB/QN+PfidIqL9kJBI1dO4NQ6yjT9DoINeGUSrsKESNEg0aXRyVFtROpJ8yluUuqRIr3RTbCkotycTm2zjjnXja05KoweYcd3qj7gun/DGtsFe9gaLysin9PjJQkDAoTFiVxswKNUoBJGm1KbSrFNtNbHptMyYzAiIlJoNouUCmfrkKNdlIYVSFGj1iMO3nhl+SjxMHeQrtRps2dwcZeX336zWsGqz8Tk3OGgqZOweR2FWb6NQbZGtF5FQ8DHZ68B1uxE6Aoep0eduUkr6x0iI7+aC/Ngjo6I0TEKUosiGp1tXehRL8CEU5lt/gB/vwmwHXZyEktSbLepTkItReDvrp9EU+PyVka9ReL8U5NN5iO1ZL4VyjcNyjDcbAU4vY9RlasE6HYk5n43TMZJCokJge8X/REKh6yD0iESuRCJXwu8z4zIaODqPyDbNtNsdFmQ81wHWF72yQve1ehO1aESlEMc2mj0inMoTTnWfb4NOjcOhJ5EojdXefIQwBRHdWvURyeT51IuAOi0GEpEClzcJfE7zQIRRDrX65DKcnRUfe5dhdlcCfLjvmTS4jATtFiKJPPExdq6SBApRwKBXT1R7aHUk/D4ryWyJtVnXSFvTUTi4j+N0m6gU6yzPOzmawm7xNpTCbjOQm2Ala7XrcTjN7O/Jm2e0xkTFSqUaJ0dhNnZneLhOIAgixZL8mGgwaXG6TOiNWpQqBa1Wh3K5hkKlYO8vrmS36YfLYx4gogAn+w+4fBaS0eGMk3/WwakMkTz58oB7xk7iQb7RCEFg890CRx9Gzz8A8YfJTa8anYrZjQC1apPklI1SerMOk02PwaTFt+BEZdJi81up11vUKg0qlTrVcoNirUmx1oQRh9GPjd0Zjj7cEgxYMVoNWO1GWYL7Eq0pJdbioSzvtdNFiH8l+ENE9HcHAZ0To7JESyoC3ZB+uRWl3BocRAXEJ4KqFDTwRFBjVJrnmFTLFFoCxfbkB/cR9fYtGlFDvSMfimpNEUkEuCmf8Nq6Qa2l4qITQS0qcGvNWFR6NAolAgK1dpN8s0KiWiBVL5KqD04qO+YFfp665a11gZ/HBycAh06HV2/GqFTTkSBfrxEq5am0n6MRmXqVXbuPL6kY33pmuvJMXwmDSn61uWX3kG7l+Zz7xX2A5wx2spUG2R6ptqg15Ord1f5hT2910W7HptaxH48NlUXUWpOJxw+REN/NBvnxPky5jyAsOGw4DXouUxkOYs9lDwGzic8P3fss1aiiVSunIjij8GbWx951BBFY9Ni4jX9diUY/REHg9byfTz0yp+qrd9y7DON3mtEgbz+p046OGug0SmaDDj6/qIeVW3RFUgUiqQKzQRtmjYaTy+EI5O19BoUoDEROl4JOPo9xW7qPZnm9HvjqmtzlGScfzsNdMf2NALcP6QEnqZcY18jmd1swmDQc3AyOM6qe0US11sStMKFUiCPLFERBoDHBRWZlzsXJQwJJgrtoBpFuGj2eKxHPlRAEWJl3YlCrOb9NUB26/yR2l/18vJruXO2HothMOqQpSD501REsJh1GvQa9ToXbZCB/l5+KhEJX4i644BxLRFc3/EQjWa7GdHO/lBKSw8lhCLvDyMKik1S6hMHQJZvNVptSqU4mVaJUqlG6G5wDtnaC/PTjNYsrHm4mNeTIPAetVgfHCCJqsmiJyGQNWs02ZqdlJBHd+W5xrF89gNNrITXBW95o02P32bk4DLMyhYXnIyrlOu6gjXpLIh7Lk02Xv7rEoh877+Y5+OkWJIlOp0MikkOjU7H+Zo7TEYuPR4xzvHqEzWVCZ9GRmdB89wf8cvE7SURfWebINM7JNRvM6BbGGitJdEYSVJ/uPfWOhUxz+nQAQLWdY934hi8j5JxaX1E3WWymoT2LS2MiVS8SqmQJMR0ReWNd5Idkd1V9kL8nYLARLj8PetlGdajGUwACJjMurRGtQkmj3UYvqnnnDvxCJBS67kf90CiUvHF5+ZC5Hdk0MK6O9hELBgepco1c45k0mPuI6COuC91B22M0MG+0c5SKU+55y9emkKcC+CEa4tuZINl0lW9mAyRKZW4yWW4yw9fCrTMQ7ckixQolvpkLDEQJvwZ+q4nzXq1jBxA1v3B/IRqVklWv86nGEIbTzJFUAZVSwevNAJ9PBn3eC2V5cmYz6TBZdZzcDU/GlTGp/PtEDoDFeQcaQcF5nxVntlBha93/lE5XqxRUGo2JwYLPp2G2lr0c3U5X07az7ONzr7a03ZH4dBXGoFXzej3I8WVUNmIuJ0ejVStZX/GyfxWhlR0mFpU+zca7cIbdzeDIelGtRkmzM3oSDbgthDOFp33LFqssLji5jD8TJUmC80jqad925n006i3O75NIEsx5bHweURcqh0arw9Kik4fbNHN+OzqtCrVKgUIh0hG6jXq1RpNyvUGhUqdYrRGvV4jXK6gKIsVSHYuowL/gxGHVEwtlSU6Q0KmMyCAolSIbO0EOP9/LRtT7kZ6CYCiUIv55B7eRHOV8lWplctBBrVYS73Wit8RnqdNRSMXkjRJO9kPMLbu5v3y+94MLTs6+jCbsl8cR1t8tcvpxcH7Z+X5pIgmFyUTU6bei0Kq5v4wjCAKRu+mCMCarntlVL8efH/DPObg4jrD1du4XIqKiKLD5epaDvtKFTm9xVq82Od0PsfP9Ekc/3dAZsTiaVEvrn3NQabYJP2TYeD26SfhXDeEr+MHvCn6niKhKULJr9fFQPXx6TS98nVWcgIhLs0WzE0eggUgEgSJzhi2i1WsaE1yTHpGuH+JQB0g3hh/4aSOiHs0MV8U6Xk2DZP3r6kN3LLP8mHxO7TSlNg69mvD4TBcSEK0UiFa6g4dba8Sq0aAQBbxmLQ6NAYNSgyh0IzrFRoN0tUK6Vh7ZWRmtFJk32bgtZlky2+komnzI3o61h59EEBeMDpKlGvnGIDkaFX0FiFfLxKtlTCo137mCXGczVCrd3zGp1VjUWgxqNTqFCrVCgSB1IzOtdptaq0UsX6Reb3EjI8L/iBWHnS+hQRL0KRRh0WPnOj5FHqoPKoWIVlQS7ZNoOk+kebvoY1/GInQcrAYtTr2eo5c+9jJj3qME09qCi0y6TLpnFXgbzaBRK6n3RRr8LgsN2txG5Y8tPUEMH+C6t+3qkgupKXHd8y+v99UJbi35nqK4kxCKZnGY9RN/2+swcRkZTvGVaw0+Xofw2I14zSYOLwfP9UvyvrniJZ4rPqXh5RB9MRnvn4TYWPJwIiMKr9WoKFblSZjNrKPWaQ9putq18jJL0BXw/3LbPQaX08C804ZarcBk0yEKgNC9DTqSRKvTodWRaLbbNJot6q0W1UaLSr1BQwcNnUB0zP3/jOdztDvn5/PRA0q3jVgkw0O4e73nl11YjTrCD2kyMpqkV/cpTCbtQAORx2tBrVFxsDe5Xcpg1Ex0PVrbCZDJVtjf7y6yX72a5WBCpA1gfdPPwafu5+7v0mzuznDyWX6hbrHpSbyQT+qH+KKOVadTj2e1QDyWR2vQPOlsbn87ORL6CJVq9LQfWHRTrjZJhbrX2DtjH2iykoMgCmx9s8jNRfxJQ9Rs08NDWlZCaeL+qRUsrfo4/Ol24PWXTWAHP92ytBkg8ZCWtT8dJ1y/uOEnGs//wh39vzT8Fkgt/TLwO0NEXRoLHq3EQ/X46TUBAaFzPtV1FVDg0m7RbEcoND6hUTjJ1g5BkBBxEKt+Riua8Wq3CFfPaE9wUWpLTQJaLWmZUq9pHJSC2iX2c1nqnSZz+q+Lgi0bvRxk4kPHfVqI8MY5x15qukjIutVFql7kslRgzmgj26iQrMkzWb1OiVtrxKLWoVWokDpQa7co1OvEK2W8OiNeg4HPufupop2l1ugBYsnkJFqoyArma5WTb+lis8FPyRDfuoNojEo+PEQolZqUmBwd3XV5SY+QbwJQSsPXqi1JNBWdoVTzxN8K+mRTp/f5HHqNamy0sR9emwmx/Uz4+jHOc/zsIYlJr+lGGC9jtNodFv0OLu67Yu5Ls05iuSLFMXaVmUIZjUox5AAkh8fI78aKh3qlyeVdkpmgDaVKweevMAMolussO5xkixVGnW6VUoFWqyKaG73Ae0xzL885ENpwHepGhh4jol6XGYtVx+GE6KvbZiQdH4zMSRLE4nnsZt2QbatarQSZW0yvUWE0a2U94ONTNtkk82UCXiv1TpPPd9NHRIMOC58uwmzNeEhPqNvsx6LHzsFJ99rdJrK82wpweNi9p2/vH88nLK56MOrVPNymyfdIRbsjMbvk5rhH8LZezXB1EadWnS644HCZKZflawnnllygFDl5oRgRjWYRFALSGOF7s0XH5Yvt4qkiao1SVtPSF7BRGHN9bi7irL8KcrYfYm7Zw8UU5QvZVImdd3Mc/Pk5G+/mOfpwO3GbR5RHKGAsbgeJRfIDjUx2t3ksEZ1d8SCJIoefnsm722d9Ui4I30/f2AbdWlyP1yLrxCQnc3Z1HMHhMTPjMPJwNVi/Xq82kIt2bLyd4/wsOrZ++A/41eIXz/P9BmHdFMSgzJKsD07aTo0bScqN3VZEiUe7i0VpoVD/SLWXotcp/XSo0ZHqBHRdvbF6p0C89hmrykhQtz5xv5K1Uxb0w1plzQkR0VndOp+yKeqdR6Ix/QPj1VoJl8o0RvxGrJ7uE7ofjW9cM1wXk2Qa3UnhrpTlnXN0rVCt3eK+nOMgG+Wn1D0fMvcc5iPc19KIqjZGPShVHSzq0ZGbfuRGyEKtGF1EC+WRrk2qMRqPj/AbTCwbHVwmM/zHD/csOKy4DNP5W4/T03zl8XAWlx94bzM5Xi8Ni92Pwk7QM7J+L1Wusj43nSDzktdBvdIkNsJ7fZzECfS6ze9i7G4E0KgUGPVd1YCtZS93yexYEgpdwuWe4BP9Eif3CW5SGTbWvMy4LdRbrZGEchQu71O8WR59v24ve0fajg59VzTNRSLN1qoPt92IWqXkzVaQZKkkG9F8CbdNXtg9X6zhtpiGBmG1TKe3qBAIBmyyJBQgnMzjt03W3tyY8/DxNszebYTd+fEan/0wqTW0OxL7dzFW56e791QKkXa1PbD4uisU0Lx4hiQJrm6TfDkOk6vVWVjzsr07g9GkpUlXq3NzZ4aj/Ycnn/RpYJTxTHd7zKztBrm5T3NzPWxpm0wWWVsf/5zOzTupVgb3I50qsTailnJU534/srkKCqWIUjmlNJggcHed5M2frHG+//BVMnlyjUrr7xZ4uE0PddOP+laDWcv2d0uE7jM8vDiProD1KRKaz1Twz9in2i+Hy4TZpOP6VH5h99Jw4hHpeIFYJMfm+4WB1xu11pAW9M53i5wchX+jSejvo9f8bzURFRF4b5sj1zyl2h5epbvVo8mFKKjwaHcxKY3k6x+otZ8nFIt6g1yfn71OGHw4S60kyfoBHq0Pj3aJcdAIGcQXp7k5JiI4q9vih3R4QOKp1plu8LWodLTaCvJjhOjTjRLbjtETiUpU8I0ryMfMHa0XBPggG8Wr+zpSYVSqWbKa+fPUBTelNKV2jW9cQeaNtrHbFZt1VC8651dMbkLFEsXm6PMxSePxG3eAfKnGeTr9JMV0nE7RoM0r72QnqXxdnniJQKEyXhLlSzSG3z6ZLLhMBu7jubGf2QtH8Y4gOI/YnvUSiefIj6jtBGhM2cm/dxnG5jSgVIm83ghydBefKsoJYDZOt/gYgigQzxTRqBTsrvp5teLHa5/+/vtyGmY16Bp6fXPB89U1ux6bCUkJvqANu9fAx/MQzSknM/UYKbLzmwSv1wYJjEomqr+94uP0frxyht88/n6wGnWEi88lAhfxFF7rZPejnRkvpw/Pv51vN1AoJhOm3Tkf4Rf3capQYW1zNNHrdCQubxJ8OQlTarUQTWo2387Tardxus3jjI+GoOwjgAaTlu13c6SK1Ym6kbUxbmU+v5WjEb7pF1dxLLZhU5X8GAejR8QjOd798QqdjsTa6xm2vllg5/sltr9bYvObBVZezzK37sc958ToMCKoFJgcJjoKBRvfLGOZ8rlw+62UC4PjwfbPljk/Css292Re1ncKApvfLKDQqDn8dDeULrfaDZweDkZ07VOYEwTmHHRanbHRV7mI6COajTbHe/dsf7v0dN0lSULT64YXFSLb3y6y//n+9zHz/RuP39rUvFmpZ9GoH6gHfQmjWIIXc6VCUOPSbFBp3ZCvfxjaRkBJszP48JWbp6gFB40XOqS5RrceJqBbpdZukm4Mp1TyzQgbpjccFZ/rd9pyqXlJIKDb4of0cH1Svjm54F4lKLEpbZwXxk9WAPu5OxZMLm6Kgw+9U2PAodfxMSNff1VrN1kxO4lVp+swtKp1eI0aLkoxEGDeZOOnZImPPevOHbuXjiRwlJVfAds0ehK17m+tmd3c5gpUJtSOdkYMM1aNlgWDjQ+h50nIoHqW7MjVa+TqNb6dCfA5EqM5QoPuLpeVTbG/Dfj5dDt+gqu32ujtasgyMtSgEAXsOh3n2fEprWa7g82mJ5aVj3S+XQqwfxFmgnzr1N38giBgM+mpSW0QJDx2E9ERmp0vMa149iM2F7xUyjWOe3aYu+sB9s6fz63NrCfgMqNSKsgVq9zFsrIi4h1JIputYNZrKPQitw6LgYfU+NSuXqtixm1Dr1dTa7QIp/JECyWihRJb8x72IynmZh3c3U/XxDGuVg3g4DTCYtDBdbj7fSrl4ALs9UaQTxeT07WTxNh9HjOHoecFd7nexGsZ38GvUSpI5gaf91A6z/u1AF+OR+/TktfOwYk82T+MxLFa9eRk6vr60W53EESBWK7CXU+uR2PT43WZMRs1KBGoVRpkUkVZ7/Bms41SJbL+aoarq8RTHegk3FwnmV9wcncz/AyaTTpiHfmodLXaZGk7QP7D8xiu1akJTZAacnjMeAN2SuUG1xeTx28As1VPtdKg05E4/HiLRqti52er3JyEKI05rw7PYMf9zl9Z5eAneakng1lHrO+zgQUXKp36qVRCDjNLbvY/3Q681phw/y+t+4jcpqiWxwdcJmVvAA4/3jK/5iUXz5NLl9Do1N3mvA0fB1+mtWH4NeP3kCn/VkZEFw1e3No60dp4rTSh82zlqRC0eHWvMYhqcvUPNEbIMdm1u1RagwNoR6oT1I22A0vVzym1bpnVr2FSDnsCl5sXGBT63n4ohu4zJUpcmg0+ZOSL5DONIspxupqSwKoxOBUJBWjTQa8erJ5ZtTgRxQ4XE77jIBvltX1yitmpNWDXK7gpP6dtKi/qPo9yMU7yURbMNt47gyjFwWN8TOOvmz3cTEFCQd4sYMfhQdkS+RwbJLwacXgd9mM0TNBmJmiRX8VXWy3m7NbB71EouJ9Abh5xlkjxZnH0+Xs7G3jqdp6Eg0iczdnBKK4gwLvFAJ/PJpNQgEpt/OBv0mt4uxbEaTNyeBfnLp7j82WEWK7I9rJvwGpyFMbVofZjY97NktfO6WWU+z75qGx+cGLNFiocXsXYOwtzE8mgVipYnXPxZj3I+rwbfZ8mYDpfZtbZ3UdRELBZ9AORa1EUmPXaeL0a4NVqAL/HSrnV4iSc5ONFmKO7OLm+iHJHkmg026RbdexWeUvhl4glxxP2drtDpdTAoOuWzPRbiL5a809FQgGuw2ksevno8+vVwAAJfcRVIjM2Rb8z6yWeHV54HkcT2Mzyx69SiLTKrZH10NVGi8D8ZO90vU7N5XUCc5+fe73edcA6OI2ydxrh5D5FvFJH5TAws+5j8908O+/mWdnwYbTosLhM7O8/UP7KphS9afg8Lq96OT8Zv9g8Og7jn31ORQdm7SMlr6wOA9vvF8jnqhx9vh/pmf4SSqUCu9tEOlF4WoDVa00OPt7SFkR2/mgVvUxZAnQVAgAEhcjWz1ZGklAA32z3GukMGra/XyYazXM7RqbKYNJycTp8fkK3ScQRJVMbuzPcncUmklAYnZp/iduzGIJSwfyaF6vdiGfeydlvkHvSHzCM3zoi+sY6T7V9TbGVG/s5m8qBJCVQCnq82tfoRZFc7ScaI1azQK9B6Vj2Pa0wPtoAEvHaIS0pzZxhE634nPKqd0osG7rpcIUwGB3SiFr0ikX2c6NXmW2pg0c7OvXy2rbAXubrtDgvSnHeuQIAvHcFuS2nSDWma0KI1vLoFaOjXH69Gb26Q7g6eK4vi3HMquEB/q6U4VPmAZtGw/fuWSy9z+iVKjbMXq6zuYme8Y9o9MneaBQKvnMHOYzGSVeHyxVeEt9HXOeypOsV3gbkCaPdODgBv/b6SJWmb+A4TaWwG3VDr2/4XHy8+rrrmGlUUfYGeZVCZHfOx940FqA9lEfUeM56bOyuBqi3O3y8CJN4iop1J76OJHFwHeU2nmVt3s3q7HAK/BGVCeLsq7MuVvwOzq7i3ISHF4j30SyL/tF1ZrVGi/O7rr/76W2CWr3VJZdrAXZWfCQyRd4uB3i9FiBTKrO16OXNWpDlORcqjYrbZI5PVxE+X0UIpfIjG5Y9NiNnD92FVaZYQe/So1aPr/+zm3TkJnRuAyTSRZb8Xd/7R53S9QU3By9VDsagI0ksOYfPU8Bp4TAymkB8vAmzOTNcluIyGzgc8fuVehN/wCr73u6sj3Bi/MLsy12EgH/8ImZ1yUO53JjKoKBaa3LzkGb/NMLeaYS6UqTSbKPRq9l5M8vyqnfiterH2WkUu/N5zBVFgdqEemgAqQP6PuJsMAwTQpNFx843C1QqTQ4/3dHqlbjUJkQOH7H2Ksjtefd6vkxXV8sNDj7cImg17PzR6pBjUDlfRa1RsfJ6jqOPt2N/R2fQsPFuHo1Ry+HH25EySY9Y3PAN1c5CV8t1Zt459PrOu3lO9h6mrtf8mrrOUqGGwWHGHrBydzNcC/ybjN/HGtHfqtS8UamhKWWxqz10aCNJHdpSmw4d2lKr93eLttQioLXg1b6m1DglV/9pqu/XKwNk219k3ys3T1GLThqd8YS0IzWJVb+gEvXMabcIVy9oSQ2StQO8miXyrWfCYlSYqbcdnFUmS/HYtHrC1eHIyq5lfkCm6WuQbxX5p30L/FnyZqpO9kckayW+cc7K6orOGW00hQrx+nAUpU2HFYuTjyl5spWuV0jX79AqlHzrmsGs1LEXT1CfwqrtEeVWdyBcsthpNTr8GBr0iu+HOEY/qtJq8TEe4V3Qz2k8SaX5PEk0+0orzBoNJ9HpItGPKNUbLPq9ZPpcXKx6LYlcaaIu4kuEcgW+XQxw/pAkaLOwfzm9rJNSIVKtPRN3URTYWvBRaTS5DKe4S+aGtpELcj3WLi4GHejVqq5EVN/n5BySAJaDThTAxc3k82ceEemTQ0eSuI9lue819mhUCnQ6FZVOm2SpSnKEe84kBFwW4n1p6utYht01HycHo4m/124mn57u9w7PIuxuBEAUmPPZuElkaU8T1u5D+4WbjFIpotCK1Iujo20SEM7kcRj1pEvP18pvNbE/pr7x812UjVknl32d0UteOwenkxdCbQm0di2MCFRpNEqub7vfm0h/nXSdKArUak3arQ4PDxkeeulllUrB0qoXvV5DPlfm4X60vFC73SEwayeT6l7vze3gWAvPflxcxFnd9HNxHKHS16FuMGpY3PBzcRLl4ONw9muaRqzt9/Mc9nXIj4qilgs1Dj7cYrLqWdmd4+zTLc1Gk0K2jH/Fy/mLzny9UYPVacJg1qHWqBAVIgaLjp//B6dTHbNaq+LmavRz3F87K6cROg1aU9SkO31WfPNObi4SHH9+QGlQs/N+noOvUBX4teM3nDT+MvBbRURr7QqR6uQQu1pU41EJFGpHdJisYwhgVq+TrcuTUOil57VBriuXIz/Tj+b/n73/iJFs3dc+od8y4b23aSszKyuzfNXe+37fbUBiQPcMhITEBIYtoR6AxAjmPe0BSDBCQkgghARISAgxQIi+39f3nG3KZFZ6b8J779diEGkiMtaKiLpfH7PPPY+UUlWYFcu+7/P+zfMoTdLtL9hlLw7DGrfNAwJGlfpgeMo9Bj/5tplsZ740rE2jgeG5I8bnwvwpB0EVWHP6cRut5NoN/GYrA7mJ1TQgZvXiMtjo9lXSrRrJ5vR04qfCDasOL+cjdaZrTh8VpUy1q0/W+zNkr2DYgX9RzxMzBMjUG4iCgNtoxmk0Y5MNmGUZgyjdyeio9BSFzqBPY9BFQuCnUJzPidRMf/t55vjf0kliDgcRwcFZcXisydrjxLjp9/Pr5feL1e8k07xdCrN7lUYQIOZysn8zP6G1GGUCThsOixnBLPLuWZRao8OL5SCtTp9Gq0u10dK067yH3WKi2m7isVtYifu4TJfYuZhFZPVHyfPkMJoZC7rwO218O0uhKCqFJxJOq1EvRknieIpd6FMcX2SwWYw0vqNrGoY2mMlilUKlyXGmwOuVMDvfEWW8hyyJmvJXXy9TfHyzwI5OA4vF9H31sSdnGd6+XeSsWKI1pzzXKM5u85jMEp27NOartQi/Xsy+P8utNpvRAKVGC0VVeR71s3M++zw1BQVRFFAUFaMs0puSkn+K/dssr9ZDHGukezfXw3y9I0u5fA2v2/og6zQLL1/GH+pBYzEPyTvx9l5vwOnp42/ZHWYWF7xIokgmXSH3pDHn7DSLyTx0sEvMWQ98j3q7i9Ekc3uZx2wxsL4d5/wko0lA79GY4QK1thVl79P492dFUWvlJru/XeH22VnbHNbk97p9tn98RrfTo15tUynUaTY6NG9KMGKWEl718/zNAkc69/YoNl7GpuqvNu668fU0QmdBAN2IrCAKrL2MgyRxdpAkf9dn4fbZKVVb7P52xfa7JQ53b+aqM/07/vz4XRHRefHSEaRPHYPhFUrvjzM/LyDTV2avus3C90dSWoMirUERvymKQRBYtETItE1c1vtUevOL7T/pX2DB4uO8WpoZyXTIJp45hmUBF/UCx9Uh8Q2ZHZw2iqioWGUjF41xUhC0W4iavZhFE41en+tGaUw8fqCqyJKAKAyjZC/cQdLd7Jg9qBZOqmkskoHWjM+FjR5+yyV45vJzVik+NBPNwk/BBegLM0kozJbRukeiVsMgivy4EOOXmwTpep2gzYpBkPh6833C8qO4qVexm41shgP89sSW0mE24nPYcFhMQzkfAbr9AbV2h0KjSbXV4apcgXKFD/EodVXh89XkvpitMk6rGbvZiNkoY5RlZEFAQMAgi3QDffYu0/w2Zzp/HvKeyFVI5CoE3HYWAi72z9MEHHZkUcRuNHBwPlvy6Cna3T5vnoXnLjtYiXkRJOFB+D8e9tAfKOxfZHj7LPrgpjQvXizpp8l/u0jwaiPMoYbVZGfOuj8At8vC0oKPXm+AXzaxuuhGkAQa3R7pSo3SHJHcdrfPi+Uwu7cZNhb8MxvoRnGYzPFxNcaXiySd9nzPxlWuxMfNYePS64UIX6Y0MGmhQu+ByN7DYJC4fuLLHo665iKiXq+N45Hr4As4HojoU9RrbfZHagcDISfhsGsYSb0uUK+1ef16AUHlQbx+XiSTZX74YZlOo8v1eW6u7zcbHSRZ1CRLoaib1E1xIoI7ryB7eMFHF4FKrsbVLDvSOxTyNXKZKivPw1wc6S9KJFkkmZguhXZ9lsXts+H12jU1QmdBkkUGTw7V7raw8iJGOlnmREPyye2zUbori9n7cs36VpSbixxtjfKBvxr8DtLofwr8zRHRV85lMu0veOU1Mp094pZ/oNn9w9TveMxvKLZ/m7ntRvcQoxiYmZ7XQq2bwWywIwoOrJINj7FGrdecWyG0qzwSN6/BTq2rPKShn2LJ5iNodlDutjir5TTrR0M2C0d30cwX3hi/5sfTTtVei2pvZNIXYMnpJmh2IiBRbne4rBf56I/THvS5bKXoTLElfDgOdcBLV4wvRX1C8d67wB+TQwLhNptgTr6+YHfxOZWmOxjwD/EF/nA7fVKcx2f+Hj1F4Y+pBK+jIW6KFWJOJ4a+SFajkUMPogB2kwm7yYjFaMBkkInGHNSqHd4/i9Ed9Km2OuTrTaqdLtVSl1luri/CAT6fJ/E7bEiSwOCJEHe716ddqfO0ZE8SBVYDXmRBxCjL9HTupaf4Hr3CXLlOrlwn6neyFvFTyNe50dHBnAeFOc61x2lhIeJh5yw5VuZw38Q2UFR2TpO8X/8+T/ppkWVVhZNiiVjETSJVHnsvN4fQ/ELUg8tt4eA8w+fDW16uRbjUmNh9djNBnwObzYQiqFTbHZLF6oSxgREJu8VIvtWau1FMFMFhNpOp1PlvvFjmMl0mFnCiKCq9vsJgoNDtD+grA3r9wdiC5DCd49VymB2dLvlpuM5VhiL3I6niFxsRdp5IABnN80WWQyEXByMNRVfXBSRJnCr9c49crvZgOyqKAgvLfixOE+1Wn+2fVkAQUFUVBVCVoQvVYDD86/WG56XbHdDpDvUrBzYDtHoo31FeYXeYqZTGCbfVbkIQBRoaqgj1GfXHJrOBZ6/i7O3csP12EWEOTVMYOiNV7khuOl0muuTTtfp8/nqBvSkd6YIosPoihifgoFHv8PIfnjHo9Wk3uzSqbaqlxkxyKMnSgwDO4noYu9fG6X5yaoTZ8qQ+92Q/SXzZT73aovx3b/m/KvxNEdGYOUilO95slGwdETFt0Oofa37HJPkp6zQoPYVCd+70vKoKWAxLCEKEal8h1UnTaVeImfsc1oZ1NxGrhYgliISJYrfDRT2vG+Fs9IcDjlk0YJXsnDcfU/oWUWbNGcIoylw1ilzWh396+OhfYLf6KCe1V77FZ7JT0KjrHEWmUybTKT/832CQcFskWoMBSmt+gjJNcz5gtrOXexzwvhZShKx2Ms3p+yYKAhaMdAfDieQP6Rt+ii/wxylktDlFL1APO9kMfouFgM3GTabMVjSIQZKQRXFYKiCow8lbUejeWYM27zy4G90u5V6H8qgY/wBskoFP598/iZsNMpU7TcB8rcHbpfmtP9+tRPl0NPzNxYAbS1MmX5kdcVK/s4ApHnAx6CncFqqcX+QQUImEXAQ9dhRFJVusze0KdJsu82zJz9nt5IRolEW2N6IcXGb4ejoZBSyN1OqpKnw+TvBhI85vp7MjeLGAi+Pb6Q0PrU6PptWE02GmekcYnDYzeT0XIgE2n4XoqQonVznIPhJ0Pcesar1NtT5JRiIeG36vHZPZQF9V6LR6vFgNka7W8busGGUZSRQfNDj7ikqvf3dvdrrU213qnQ7ldptyu0007OK8UtKuwhAAw/B5M0giBllCEEXcARubagSjJNJqdUlmKtTmjNadl8pYzAZa7R6SJJLU8GWfpyRjYyM0RkIBKpUWm+shjg6/L3OhKComq5FvxxmqczSbjUKWRZ6tBCiWmlx9vcFmN/HywzKHOzcz6xyt9nEiKooCsSU/J3va40OvO8BsNmhKhMWW/QxE2LsrU8ily2RTFTbnSLe7vPYHItqsdzCZDPiCTgpPyhcEQaCoQ+pko8zz13Fy+TqHB0m2TIvs72g/b2afHafLgt1uwmQ2IMsSgqoy6Cl0O116nT52c5B6vcv1WRZ0SPHY72uQ7tvLPL6gg0jcQ+r2X74o/pPi7xHR3y/MogmnXKF6J3Yu3MW3FXqU+l3sgpu+hsvStAYlzd+Zkp43SREkcYH6QCLdztFo14Bx/9/0yIDRHLQ4qz+u6HxmAzFLCJNopdLrcV7L076LMha6VURElqwRdktJIhYnMauHZr/LSTXHTmm+FFzY4uS0Pj4IdZQ+Wy7PTCL6FB/8MT5X9olavERsBkKmKF+KyZkp77NaGlkQNUm3X3aS7D2WCQxQWHa6ZxLRHwJx/ng7Plj/MX3DT/HJ1+9R1RGn14UKr4JBRFGkpnSp9ruki9/nHz+KzaCfg9sssijyIhbgIPF93Z2vwuPuS7XufMezFvHxZUTQ/TpXxu+0shB0c5MtT/3u9zRTbS+Hubwt0Oz0SBdqLIZcJDIVkrkqyRFJI4/LSjTgwmiQKFeb3KTLuhEsu2nSFWx7LUy2XNf1opclkURxsub50/HtXGQ05LaTmEOeK1OqsxHz0zjpMhgoRH1OTkrjxNFklHi+FiZTqrGv48pU1bFg1EO+1HggvG6HhYWYh2arR7JSozOnYcE9RBE+X6d4vRRmZ4p1qaKqdPoDOv0BIvDzxS3rHi+/jTQqBUMOgm47Jlmm1eqSzlWoaET1SvUWP7yIsfP5mhcbEb7tTz6vt6kygijoNhfJskilon3eBB11jGl49W6J3YMEiqLisJuozajfvIcoCjxfD7G/n2Rladgp3qh32N25IRBy4vfaOZyiZ/q0y337/dLMRhu7yzJBRF/+sMLhYZLeXfOay2slmxrew6VKU7cE4B5P5atKhTrhmAeHy0Jt5Dyvv4xx9OR6We0mVrdi3FwX+DZCPM+PUph0SHO71aXd6qJVNS7LIs9eRBEVlfL1/OOtXq1yIVvD5jCz+jzM+ZSSg7/jz4ffnXyTHrYcPqq9x4F9NIXYHORRpFXUJz7gsxqUtNDoHmISh/IcBsGL1fABUfpHcv1NvtUVvlavOGuc0xhMRnmskoOTmn5zUlfpcdG45bB2TKp9gd3Y4LXbzb/xL/DM7uUfvRuYBAMxi4dks8Yv+Wv2ymldO8+nEICAxURLmRwIdss3hMyzXVbut/NTYJG92ikIKn6zg0K3yn7tjIjNwA/+ham6p/VBl033pLvTB+8iO/nJoWivnMJh0LclXbS7+ZzSHlD+mL7lx3hs4nURYW4i6jab+TEaI+pwsJvN8jWdptHt4XSZ+Q9Zvop3l62vKFxVKsS9rrm/uxH08fl8fPFxlinyLDJdn9FmMtKodyZqPfPVJoVmc6oME8yvCfphI87BeXosuufTsfos1Vrsnd/pgqZKyAaJ9eUg717Eeb4yrgt6dJHBcWczuhjxsLYc4NtFemqJRDTg0hVs/3R8y/tnMV39BJNB4vg7FgjHiTwvXg5lv6zmx3vW47Ly5mUc2SLz5ThBSkdbVBQEXZWBWXjxLIwiDBtlvp2lWbK7dHVF9bDo89Dq9ci1mg8yUrMQ97qpt7ucV8q4XY/d0dlSnW8XaX47uWX/Nkux08ETsLP5PMLblwtsPgvhdg7H0p1EGr/PTl6nQ77V6hKJ6D8f29sxMhntc3p8msbpnJRL04JskNh6u8jXvduHulX7dziDbW9FH+pOnzqP5TJVDg6SLD8Ps/RM293OONLctvVuNgmF8RS0w2Vh490iuzs3DyQUIBJ7lPXKJMtsvluauk2jaTJGlU6U8IScD25FAO2R59vjt/Pyp1UUWWL3yzXlJ4oL7VaPZ+uz3etGIcsiq5sRDvcT9FUVZIm17cnxXAvNKen+Rq3N9UWeF2/09cH/EhD41ynf9DdBRF87V8jMSK/nO8dYTf/w8P9hg9L8EUAJK1bDGg7TK4LmHygNXrHfNPC1estR/ZRyb3aY32tc+A7X+GFd200rRbVXRkXgD8VTWmqLqM1BxDLbNu0pPvoXOK5rR077qkLMNpsIyYLIB3+Mb9XH8oRR0n9PSGMOIx+nEFLLExWAsMXJTlZ7wm/0e2z5tAcwSRAwqQa6UySefk7f8mMsxihpdJlMM0nVc5+P95EozW6PnxOJsW75dLXGQS7Hh1V9P/NpeBEKcJR6XJTUO116ooLToi1EPQqjJNJq9jT332KdXku3EfZpCpTDkMCcZQq8XpviQT5jQDMbZV6vRPh0cDsRPT2+yWHRmOCeot3tc3yd49NRgsOrHK1en8WohzebMZ4vh9heCfFmM8ZNrszJzWyS6HZMJyGfTxK8WY2ixbteLIWof2en/qfzJK9fxel3ByzGPLzcilJpt/l8eDszXe12WjRdoqbBbJR5sxlj/yJNpd568Fg/TxRwqgYic9h43sN7J1KfKFV5vTKfF33QMfxOpdkmGJ8+LuUrDfYu0vx2fMveTZZCu43bb2NlJcjmmxjZvP6Y7NFZyAQCDg4O9FPvg4HK8sr0BRaA22MjuuyfiMharfqL4FG8eRUfq3Xt6QiwX5znuLrO8+LdIv7Q+PmSDcPxcnk9xPG3+Rq/zHdGCKsvIkhWk6Z4+9M09c1VfiL6Ogq9O/DqLMviegjpjiBenWWJLHjZ+rhCtdVj9/O1ppboPeaRYHrcZ5GVzQhHd+UWgixSKTc5PU7z8scVzdT7KKrl6drO/d6Ag51bXn0Y1v/+HX85/O6JaNwSotzd1Xhn8lFKtHaxGl4DwwalZn/yQRcwYZVXcJre4zT9iNX4BkGM0lD7FLtXZNo73LZPCM8ZPRxFtTe/oDKAVTKzYd/gsFqnr8h01QHHtRRfyhcU+kVWnU5+Ciyw4QxM1cSEIdE7rk+vC9ot3xKz6JNRq2Rk2+PjoDau/5brTKYt850qB1MI6WU9/7DPAuAUbVOdk85rOQwaKbaPgTgnpdn1Qj9nbvkhFuf+vnAataMcNoOBH6IxVlwejvIFPiWTEyTXZTKRbQwHua+ZFAtz+MdPoDd5f6YqNUI+x4NAvR7exKKaqWaAvdsMAZdN8723yxG+nk2vlesNFL5epXi3qR11mEbeAy4bYZeDXR0t00a7y8bq90VEhr8JV+kyX46T1DtdVGGYAp137tBzdRnF19Mk24vhiXM/6sI0D5xWM5uLQQSThDNg5TJTYuc4qRuRfQrXDNL8FCsxH263lS+jagIjPvCpQo1upcez4GwnI2CsXOaqVME0R3PLaIPct9sMr+aMWN2j2eliEEVyjRbLz4OaIvDA2HGNwuu10Z1hVVuYQUoWl/2oRolLDTtO0xwSXG9eLUxYiE7bJxWB/W8JSrUWr35YfnBCEkURb8BBqVCbm7QZTTIvf1rl/CJHqahN5J8251TKTdZf6S+iu1Okw473Ezx/s4A75GD97SKpbJW9OepfAU4PUzhcs+9x2SCy8jwy5mSVTJeB4Qi++/ma8JKfUEzbFEGWpQcN2Fk4P04RjLrn+uyfBar6p/n7K8bvmohaJQt2schAU5tS68SrZLs5rPIGlfYJFnkJp/EdTtOP2IxvEaUFWioUe7dk27tk258pdvZpDXIP2zNLfsq9Mtn2Z145V+feV1kwcFCZTzMU4Ln9Gc2+jT8WbhioKiKTq9fbVpHP5QsuWyl8VgMf/THeeKNYpfHPCoDfYqStkZIfxUBVCFi0ow4eo5VFh5XTxmT9VrpdxmXQtvu7J6Rxu2mMkJZ6DdacwxqqD94l9grTI1v5TpM3/vEIzZLDzafU/E0Iv2Ru+RiLIQhgk8fP0bLbzQ/RGKjwSyLBRVk/wh1zPhLPzmCAZJbmTmMCbIUCHKe174WjTJ5XS2Hd7676vXyZ0tg0UFQWQu6J10Nuu2aTjxZUFX47TfD2eWyC7Ol1za/H/fR7ClczuuILtX9Z2hngzUaU23SZXl/h8/4tS0EPscDsKH6jO19E89tFmo2oH5M8JF/LYY+mdug9vA4LW0sh3m/E2F4N4ffaKHfb7Cez9CWFXLfN1pv4dzn6jKbzp0ESBd69iHOZKZLKjy9Kqk+Ot9Jok06WeRXXv6/ukao8Rv3z9QYvp9yLD98pjP/+QS5HwD/fQn057MFrtbJznEQUBI4vs1j9FsIaafiihnzT5maEoznq/G5vSywsaLtzbb2Kk8zXKOk0lsny9Ov3+mWcnZ3JrvFZ5Big31PY+XKDaJJ5+WEJURKwOUxUik1EWcThthKKe1jeCLPxKs7Wh2Ve/rjKy59W2f5x+Gfz2dn9cq3LNSxWI8mbyfv46CCJWyfKXJ9REysaZcrNLkazAdOc9yyAoigzo9OyQWRZw061WGgQGnHzurnKU6q22P6wPLENb8AxlXsJksjadozNd0t0VFW3rOMvgb+n5n9neG53UevrERjtCERPaWKSfSiClVIvSbbzjWz7M4XOHs1+Wvd79zBKj6vITPsLr+ckowHTIq055I0i5gBB4xJ/KCQpdR8H3uva9Ael0muyU7nioHaNIHV57Q3xg3+BoNnOD4FFTurzEbbd8i2LtvEBO2Jx4TbBTUtfgDxu1bdgBMh1K4+E1DckpG6TmZjVxefMfLp2+e7jClcWRAyKPJf93yh+zSR4H4likWUMosj7SITnXh+XpTK/JBI0erM76R3G8YjNWbHIu2V9//inUHrT9/m3myQfnk1GlSRRQOkqMwXDj9J5zIbHFLgkCrhMJhozfOWf4tNZgherYYwjE7FW1/zbtRgXtwXKczTZXGVKrCzMF527hygKvH0e4+txku5IuvMiUSSfr/F+I444JTya1okSaeHgKstS0IPNZMDjeFxcBVw2tpeHpPPFSgiP20K+1eJbIsOv5wl2rzNkq0MiE/E62LlKY5BFPl8kcS+4iITnq/81PBUM1kDI52Ap7uXT0a1mGj9Vnayz7HQHHJ2m+bikH630OSxkquPn6jCbxz6FaAQcNnLVcQLX7PSw+813hhP6eL8eI5WpPhDp+0+nclXKvS5rG+PR82S6jHmkPtFkksnPqbgA4PGOky5BFHj1folvR6mppHHaUWy/iPJNJ4X+PRqytWqbcq2NyWmm2R1gdlsZiCLVZpd0tsbFZZ6jozR7u7fsfrlm9/M1B7u39AYDvu7c4HRrBwIAYks+TTH4TrtHbFWbFE6TN3r14yo7X2/otPvs7t6CQeTlh2XCOtHJyWPVX4wajBLLG2FOdFQOAhH32P877R7fdm7YfLf0EFWGofyUFsJxDy9/XMEVsHNynObg2+1YLe3f8ZfB75aIvnGukG1Psx/TnqwXLJs0Ov+EQ1awSpP+t7PQYzytkG5/4c0cZLSv6nvFA1ju0vBH1QZHtSfi8iY3SQ17T919VPsc1hJ8rVyw4XHjNPZ5643yo3+J1544MYtbN5WvouI2PaatV+1+EJtku+Wpv2mW5hNgyHUrHNSHhNQiC3glB+3BfAP2Vb3Eq7ta0Q+BGKel+TsovWYL6x4vb0MRJBnCThvP/QE+JVMcFb7PNaWvUY/6WzrJamA6GQfYDgc5Sc/+vd9ukrxcHI9GvY9Huc6XZ3631ho6LN3j3UqMUw0P93nw7SpNLOLGaRveE6NNTpIo8m4txtejxIR+6TRYbfNHUJw2M8/ifr4cPUaBR6Oy3b7C54NbViNewr7JKJzHaaXc+L4u9HSpxptnUWRZ4PlSEIfTTKbRYPd2SDr3bjIUpojLuxwWuv3BQxPhTa5Mpt9me56U9Qzy9vp5lEqzpRvd9jitVNra0SxFgS8HCX5Ymox0A0Q1muVq7Q7PF7QbawBibu2ylKNUnlcvtY/XaTWzvRTiy2FCt46y3uxwkirw6u1jM4miqMTij2Tn+fMI+TnTrwDnl3kMd6UGVquRta0oX+eow9QrR3m+EeboKKmbJRgMFKQ5FhYen50Xbxe4uSnQaHTJZ2tT6yxheJs8fx3n6CBFu9VjaUM/cm2x6ted7+3eEHkSKbbaTDR0apnvSehwu8NFQavVY3fnhlS2yupWhOcv44g6ZRQAl6dZAqHJ+8ZolFhcC+qSUICuTuDh4NstZpeF5bvzYBqpf7XaTWx/XGbxeZhUpsru52tKhemlGn8xqH/Cv79i/C7lmxatEYqdnamf0YrcRMwv6fb+HQDtfhKrFEASwtT680s4FLqTq7lU+wtvnK/ZqV7qXu/Tqr78y3P7Kse1Cn8saNdwBk1eTvVMmXXgNlpZsjuRpT4dtcdRbXzAdRhlwhYvDtmGgEi93yXTqlLsNvhWvmXVHsQiG8h0UrSU2ZG0Wn/+yd5hMLPsdHPTuiLRFfC5RfwmBw7ZjEk0gCrS7StUO11yrSbF9mOdniqoLDs8fEo+DlYGSSRgseE2m7EYDEiiiKKqNPtdKt02uVaDQr/5kBZed/tIVGskSnVehPxYRSO7mQz9OYWn843Je6CvKHTEPkZ5uO966HfmW30rqspJvsBywMNlrsSS183Xmfabj0hX6yDAWtjHl5Pvc7t5irNUgajXicVoIF8ZTvwum5mQ2zFGEOfFwVUWl8OsKeUzisWIh1a7x8n1eNZDKyJ8dlPAZJB4txHjy0niIS0X8trJJ6bfm36XlYjfhSSJ5Cp1EvkKuVoDu8PEQWJ+G1KA16sRvt45XBVHCHCr2+PTTYq3b2JcHGZo60TL9OrsnDYz8aiHryfTx4GAz06qPP28fj5I8HY9wrd0ZiyjYNCpB91NpvHYLZrOTtPUMXaSaaJh90NtH8DGgp9iqTmXu9ZgoPD5OMHbdwvs7yRQBgpW53BBFI242NeQeZqGWr3N1vMwhWIDwShxpOGEpYWexjVZXQlweZGduQAzWQw0a9qkzmSW2diOcXiQZP+uyWneAp+XH5bZ/fJYDnBwkMTjt1PSIOYNDe3Ze6iKit1nh5HUvTvgoJEcL7ERBIHtjytjVrYGwyR9ODsZPi/egJN4zMPVWZaqRklFJOYhN5IONxolFp4FOZ1RZnFzU0SURM0IbyFboyjWefXjsPno2VYUg9nA2VGab/8CN6e/48+H3x0RtUsWzEKWBrMm9PEBwmNcgf7PY691BzmMYh+XYYFKb/aNKglm0m3tiSnV3uG16xU7lasJMhowxTitTa7AwuYAqmLjD4XpBKPd/77lzJYrQrFX4qSWIGq1U+rVsUkmGiMeaV21z3Vz8lhCFisBs5u41U2pWyHVmY+c3TTzSIL44GCjhZDZyaLdzUn9lp3KGQBuU4BMq8FNUye6aQCPScZvsuMyWDGLAlGLB4/RSq3XodhuUWw3SbSrJNqzo8YOg5FGu0uqUSdqd3FQGtZq+h1W1p1eTvJFii194mKWZW4r2ouK60qFHxfj/KZTw/kyHOLgen57y1avR63fxe+wYFDFuRteABLFKm9XIuRytblsOWchWazitltYCnsZ9AZ0WpMEcV70+gNWVsJ8mUIkXq1FOL7O0dFImQ50DqjTG/DlIMHG0tAzPVuqY9FIK0d9ToJeOyqQLFTJluvkntSu2m0mvl2mCXscpEvzpX+tJgO3xcd7I1WuIYni2P5+uUgRi7nwd+BWw3pSS8x+cyVEplRlb0ajGQzrASnP3tfdkxQbiwGu6xXqdyUb5ZY2YWn3+rxcDFHScKIqVPUjS93+AMErIuWG+p/D6HlSv+FN5+UvRwk2ngfJXJUedFGtVhP9/nyWa1arEY/Xhs1hxuWz0xcFTk7nfw6f+rkvxL1k0mW6c6R0jaZJIiqIAluv49wmSux8eVJbOsdQ/+rjOAmFobB9dDMyQUQlSeT2Yvpzeryf4NlmhPO7SKTdaWY07iEIAlsfl9l90ow1rSy+WKhTLNSRDSIv3i7SrLW5Onucb7IjDmRGk8zCaoDTORYGjUaH5WX/UNReA6qisvPlhn/4b28yqLW5Os/NVav71wThv4bx+veG3x0RXbM5yHW0XZJGoY4QIovkw8o1AyYjez2lhCz08RhWKPUuJt4fhVVeQpkyyqdau7x2brNbvUUZGVEMgp/RJ9simViwLPFr8ZaBOj21JAkip9X5UtAGUeKtJ8Zu5QIElS1XjJP6cMB66Yzztaxvw3aPar/Jouwk0b4k0yliNxnYtkaQMHFZL5HTEb3vKn2WbEHO65OD3qrdj9tk4rB2w05l/FicBhOZ1vQ0SUfpk2iVSbTKfPAsk1Dy7OWqqHPHDx6x7grwOTO8FjGXg2R9SDLyrSb5VhODIPI+HqHW6nKikbJfcLo4zemnuX9J3rIVCXCYmmxG6moIOU+DzWQk5nESsFrJ5OtsLQSHDZB38f77lKCqqneNkXf2g3evO20m2o0elpGuX4HHbnMBHlLBgsDQ51i4e0cYfhZUBEFAUEEVwGu3Qkehbx9gMRm4zZZn1qxq4SZfQRAmmzkF4O1mnM+H+lHc/pSIM8DxVQ6LycDb9Rh9RWEp7MHrtNIbDLjNVUiUqiRK0xct92Ltfqd1biK6uRgcW4T0FYUFr5Pkk2aiRL6C0SDx6oncD4yL2RsNEi/Wwnw9SsydWRuI81+L4+scC0EXFqeBcrPFVUG/0exLIkXYYyc9Iv3lMBu5nSH0f5Et8Y+vF6hkmnw+nB7BnGYfe3yZJRJw0lNUtrdj7N05DQmigNdrw+GyYLEakQ0SiqrS7fapNTqUyk1qrS61XAVHq0Oj2+XmpoTLZWEh5kUdKFxe5adrTo6kqcMhF7VKc+rnR2F4Ilf27HmYdrc/cd0fT8L07b18vzRBQu9xsJcgEHaRG3Gmii/7uZqDdPdUBeHOwnRUy1SURDbfLo4J0z/s6hzPfb+nsH93rRbXQjjtJk72k6QTJRZWg2RSZeKr/rlI6D1cXhuc6b+/+WaBw/0U5WIdSRR4vj2U7js5SH23NNrf8efB74qIWiTTXCR0iOFkJQlGArJEd6BPHvpqDUm5wGdap9A50f2cKrqZFW5Itfd46XzBXi31EB1MjkQaNuyrnNarumn4p1iwBtiZw9UlbvVgkRlad94RDXUkatxV5yNBG44A6U6CrtLHIhppKd0HMguw6Q7gNrgptNuc1XJjrV1uow0YElEB2HZHUYUep/UUCZ0mTKs8/y0YsbjYKSVpD/r8tLDMH26+zxXjh2CcX1MjREEjqt5TFX7NDonqetCHWzazk848uEW5zdPFrVWg0GthNRrGLERfRULsX82eEIIOG4s+N41ul+NsnptyhdNkAYdkJFuZvx7u1UKYf9q/5PVimNOz/H8tNUIhj51MvsazkJevd85MJoPEasiDw2qi11dIFarkZ0jlwFDsfHs1xOHZ4zmxW4zEw+6pJBT09RlHYZAlREHAZJP5fJXiMqtPsrSQvCOq364zbC+G2JsRyV4MevhyOZk29zqsE0QUhmLnv10lefM6xvVJlmarNyZmvxT10FOU7y59GC1jmQc32Qo+l5V3SzH+cK0/JvUHCiGvY4yILnndHNT0SxdcVjPPoj46A2Wm5iPMVphJ5apIYTcet5Ol5yGqtRalcpNsbfg3C7Goh8OTFAGfnXyhTqU6PLeSJPBsPYTdYiSbq5JKjY+394sDn89Ov9en8h2WnwbjcHwLxzw4PNaJTvCnmOZL/+L1Anu7+tdoMFAJxDxjRNQxpYlpFNcXeV68XeDw8/VDqFOSRTZeL7L3Tfse/J5mLIDrO2ksh8PM89U4RqOMwSxzdjx/dBqG9cN6kGSJfKFOqVBnfTPMyUGKozsi7HJbWVwJUCzUSHyHQ9OfHf8KufLviogahAGr1mdkO1nqGs5Fo1DvKFLcvEyn9/PUzwIM1BZq75Cg6SXZzoHmZ+ozIjH3SLcP2HI856CWwyLZ+VIqEjb7EVQHf5yRhn8Kh+QAphPRD75FTuvX5Efs/OJWL6f1xwHktJbEY7BT6umThGWbl+ogR+dO5ilo9nLVHCd7iVaORGtINsM2K3FLiK4icFot0Ff7GEWJl54o5V6Vk8bsCKxZml/axiFZub277pftDC6TkUpnvsjEosPNt+z4gHdeKWpG5e5xUh4uXrw2C8/dEc4K8w1e6Xqdj/HYmPPRtOaDFb8Hv91KttHkslgi03y8RgsOF19LKbaWAnMTUZfVTDI3vGd2rtN8fB6bGY2aBbvFiAGJbL1O0/NIsDu9ASe349Ffr9NCxO/CZJCptzrcZMq0NFLOykhAOxZ0MVAUDi9m12R2p9hWOm1m1hb9HFxl+HaeomdUWY14p8owPYXfZSM7UkpTrDcxSKK+QoMABqOoGRnWcqgZxdfLFOGQA/9Aol5tU662ePsizu7p/Nqj9xAFgWRl/qZGi1FmLeZHFEUkAd7GI7R6PY4y2tJiX25TrAQ9D6TeatRuOrMYDWwthdhPZvh2m8bclUCFsN9JWoOU30OdUUPisJlQFZXuYMD55feVhbx5Gefr3nCBEww4yI90hQ8GKqfnj/ddMOwkEnTRbnW5uMzT6fQJ+B3IkkA6PV85wD3sTjMv3y+x/+2W1EitrB70InbrLyKcHKdmkvX9vQSRuJfU7fB+731HFiafryMbJPq9AbIs8exl/CGaqYXWDHMGPdRqbUq1Np6wE5PDjM/voPAd6gdXNwVdq9AX7xbZvasHlZ7IblXKTXY/Dy21F5b8uLxWLk+z1GfUqv8df3r8rohoX23S6v2KQ4SwMYZJCtNUINPJ0Bw8JVgqccsrOr1/mnv7Cl06vR3C5rek23sT76c683ceZ9pHbNrXqPVDbDhc/Fq4pa9+f6deSacDFsBpMPPM6WWvej7xXtBsJ9N5HKwVVFbsfl2tvIjFRV+o0ug/PpR2ebrwcK3ffBC3l2WRuDXCACd71eklDqOQp3RXjuKdZ5Ff84+RskqvxftIkH+v49c9CpMkIanCRHd+pdvhmcfHWXF6tKzYafHPmRs2fT6MJpEflmP0BwqFepNEpapJQH5NJngbD7N7m+F1JMTeSDTUIIlshPyYjQauSiXO7/6eYisY4Ov1cOFyU6pwlymfiWWvm90Rn/BfzxO8W4uwoyM0PwuSKBL3uDi6qwk9SeRx2c1UdJogirUWxZEUswAshNz4XFZAoFBpkMhWOLzOEPE58LltXCYKNOecNNsaNV8uu5nVBT8HV0PXHoDFsIfzUpl2b4DRIE1YLuoh4neQvXl8TlKlGh/W4vym0/T17lmUTxfaka7eFMeve6SLNQqyyL99vkij0ubz0b+suSzgs3M1ZaEJ4LVbWAp7aPcGnKby7FwN75ONtSD7qSEZW/S6CLrsHKVz1EYWeqo67txVbYxff1kSeb0c4Sxf5JeL4TF8WIjy9Wh4bjxeMxaTQXNRAvokDMBskgl4HVxc51G/Q6EBYCHmYf/o8fpoNdmMIpurkc0NiZHZLPP6RQSbzUSz0SUQcg1LY1QVVRk2FSqKgqKoKIrKQFEYDIZ/kiTiDDhIneUYzLmo0GrCWXoW5PqmMLMkBYbXyBV0PBDR5M38c1YuU+HVu0UazQ4rd01U0zDqOT8vJFnkxfslvu0nEa0Gzs9zyPJQ/unqNDPXNvs9hdXVAKdPHKQsViNXl4+LqNOjNA6nhZpGBPvmKs/N1dBx6vnLGN45dW//HPhr1/z8U+B3RURH0egnaPTvQu6iQNy0iEEM0BgopDtpHLKXXuf/893OXSp9mt1PRCwfSbUeHZuscpRGZz4iaRK9WOUlqgMZVbXN3Y39FBbJyHFVeyDZdIapDiocVCejjg7ZwnF1MoVT6Wvvv99kw2zokH9S/zlNm/EpVmwBMt0r7EaFgMlGbs5zNQ8P9RptHFUmIyBfytc894U5mlLbBvDGF+GXlPbK3m+1ziSioPJTLM7nXIrrcoVW/5EIGS0SKw43HrMFSRWod7oky1Uq7Q7XjQpui5lGo4vTbOJZ0MsAlZNsgW+Z6ZE/WRBoNB5JQLpaZysa4HCG7/m7JW33pG+JDGsx379Ixun1cpgvx4+D/kBRWY75+Dpn2lgFbrJlbrLlh9csRpmFkIe4z02x3MDjtNLuVJinhGuUyLjsZlbjfg6u03w6HidwbqcFSmWS+Qrv1mN8Pplvf7XSyN+u0gRcdnJPotJOq4mzjH60tTyl8W0UoiCSrNdJJoq4vDbCXgcWk4Fet0++VCdTqM1chPg8Nq7yk8/dQsBF0O2gWG9ykS1SOB/fJ1kSOc8/HsNNscJNsYLJIPN+IUq10+Y0O3x/L5llMxbgIl3g6i4yKgjwejlCqlrn16vxc1yttEe2W+X1SpijI+3Inh4RlSSR5ZiPo7syjlS+yuqij6vr2fey2WygP1DojZC4Rmv+SJ4giFSaHRrdHqffmUJ++2qBaqPDbbrM9rtFklcFSsXp4+LTRrzogpdCsU6nPX8a/HAvQXzZz2CgkJrjHAEgCHh8dnqCgNVrY/fz7NKxaqWJaJDmrruMLHgRLUa+3tXHKncLin5f4etBAovZwKuPy5wdJGk2pme6zPZJSaq1V3F2Pj/Oh/3egKWXMb59utLdji/gQJClmc5bfzYMi///0nvxZ8fvloiOQ6XWuwKGN9yKZQmPUKdveoEomlFQ6StNuoMCnUGe2WElhUbnZ2KWn0i0hjJRshQBtCMVsmDBLq/Sx0a+W+GmmXvYlyXLSy6atyw7XPgNMb6W07QG80V+Fq0hMk+af2RB5L1vgd3yOarO0mnDGXroSh/FZSNL2Owl3S4/vOY0mPGaBVIjr92jNZhvwF60+mgOsgzUAQNaLNj9KKpVU+rqKdQZBgIAUYuXr8VJEqGgIlt6iAK6BOZdQJ+EAtRnHKPbZGbR4+SP6Vuidgep8jgR6Q4GnJUniYjfYyVid7BgcZLPNrgul/mUmD8i+T4a5dcn3fez0rx+h40zHaLZGyhkmo1hnaeO17wWPjyL8UmDcDanpMfnQW+gYDEauEoVubjTxDQaJOJ+F267GVEUabQ6pPJV6k9SgO1O7y4C6uPgKsMnnUjlqLXn55MEzxcCHM3hTV/R6B7v9PqEo5NEdDXq47NONBSGnfOiIEy1RgV4vhBg5yLF6+UQ+8dpSk9Ev202E9GAC4fFyGCgUKo0SeYqD5M5PDbGiCKsRQLYrUYSxSrXhQrXBf2U8krUy0FxMh3f6fX5fDU8thW/B6/dwn4qy0BQWPF7OLstsLUQot7r8vlm8t5e9Xu4eFKLt3Ob5setOF/2Jq+ZVjRQEGB7Lczu4fg5drqtMAfJWn8WZPeJOkMyXZ5aknMPs9lAOOLi/Hp4brZfRNmfESW8h89r4+AgicViRAF29xKYTDKvPyxxvJec6MS/x2DE7MIfctLq9L47dawiYHFZMIrCBBG1uyz4Qi6sTguSLNHrD6hW2+RzNQqNLlK5RSTm5uX7Jfa+XE9tSFJVcLutM8m1IApsf1hi/yhNbyQF/7T0pNXu8WU/gcNu4uVmhOPdhG7He6k0/ny4PDaONfRHSzrC/B6fneiSn739BKl8ndjS95ls/B3/9eJvhIg+wioHCIqXqIqBRr+EyviNbBSMmKQwsuhBEE2oQF9p0B0U6YxYeQLUOn8kbvmJ29YObWWk81iVcBiXEQQf5V6bq1YKBR2ScafFUOpWKHUrBC1WouY4e5U81d70AUZmfNUXsbhwGaUhydSJJEqC+FDDqYWY1f1ARK2SgQW7ieum9kpfy0P+KUImF4JQpdlvIQCSCLlOnmVHEKVqpjTjGPua9qyPeOWO8aWgTyTP63l+ii/zzxqNSyGrfWa087RcwChJE37yAC/8fvKdJju54fkJWu0TRFQP+VaTkN1Oudum1G/zZinCJ41mFi34rVb2bycjpofpHHaTkbpOXWzIbuOgpB9pLTfaOPwubE0DjSle0vd4tRTm87H2uT9J5HDazBPp2XngtJoIe5zcpEtURlJx3d6Aq1SRp/ELn9tG0GvHbDKgKgqiJLJ3meaTzr7d4+l5KtZa2MzGqQ5Tsixykytrvrd7lebFQpCDm+E5fhb1aTYojaLTHxDzOEgX9Wvg3q/H+HQvjSRp63I22l1OnpBoo1FiIeDCZbMgABa7kTfPolxkihyl5q+htNtNMKOE9jJf4jJfwmo04DSb8LktiAh8S+lHCb0mC9dMPn+/XN3y+lmYg7PxZ1ZLk/PtZpwv+5Ok9SJVQJLEqSnv7RfRCRIK0Gh2iQSdpKfYOppMMrG4h9ORWtRUvorFbKA1RwlJJORmL5+g222xvOTn5q7W9MvuLR63lbXNCPs7NxPRxP5dI57LbUU0SOS/syYVhu5EjVYP36KXl/+wRl9RaDS6FHI1qrU21ZsSaFwXGNbHlooNri/yLK8G6ba7pG71x1CH0zKViAYibiweK181Gp60Fh4AtXqHrwdJfAE7G0EXBzs3E9f59raA02V5SOXH14KaWqGJ6yILy8Pzf7+/yxsh9g9SFOYwM/hL4F9jav5366ykBaPoIC43QMnSHyRwmV5NfEalS3twTb33lVrnZ+qdn2n39lCUFEZBxGGI4TFu4zV/xGN6D2qVResHan0jbuMHDNIHsr0Qe7US36qn3LZuUaZomqpPiFa93+S4fozdUOcfA3ECJn3HpdvG4+T1zrtAW6lyqaH9OYotV4xCV3+AzXTKABhFiQ2XS5eEAlR6dRyyftelx2jDYehR6Q33UwWM4pCwZztZ1lzglPVdPQA6U8Ty7bKJm/rs5ovzdhq3afx3JEHAY7BQ606PeHYGA9a8484iggA/xeMcl/PkRhqHTOL8jVXrXh/nlQL1To+A28aviSTPIj5WArNt8BYcrrGO+3u0e33W49puYB+WYw8EaRpu8hUWYl7EGU/+atjLyXVON2o0UFRW4t8fRYj4HNjNJk5uciyGPXNloQqVBpfJYWRHNkj0lIFmnehTpJ7ILuXKdd3zd4+FoJvOlK78SrONLImIIvQUZa799zr1n6GtpRCfR/Q5T1N5DIb5huVub8BFssiXkwQDUaXV6dNod6g0v29xUOvO1/AHw/WvIAikm3WO0tpNTQB2o5GjK20yrCJwWioSDY47OT11LHu7pU1CASr1Ns9W9R2fggEHFzq/D+Dz6o+7RqPEwpJvjITC0Ot+YyOi+717LC742BshwG7/+G+Vyk129hOEl3ysbY5vr9cdYLWbcHhtZGeQUIfLwvJ6iK33i7z8YYW1V3F8cQ89UeAmVaY2UNjdvWV/N8HVeW6uyOpgoHJ9kSe26OXyPEc2V+fVx2VkHYcoi0XHJU2Alx+XKbU6XOjomM6SfSuUGnw9SuJd8PDidXyszE5FILY8fJaDUTcHOp39MIyWmi1GXn1cpisKfN251TQp+Dv+cvibIaKSYGTZbAZlpFFmkEBgfvKg0qXdv6be26HW+SP17i8o6oBGv0JDsXLWyHLeuKCtzD/Qa2mXwpCAHdaOEcUC/8YfYcHiHnvfZ3Rw06hgl0188MU4qF3QUmavxLvKdOKVahVZsQV47fFz1pi9IgyY3Jqv22UTYbNEvjseSjGKjwNTup3mhVvEJulbOjanpMbX7GEKc9SaVntttp54EP8QjHOkkW7UgmNE9NxvtfIiEOCPqRsGT1hGdw7ZIBhqjWZadZr9PslqleNSAVkSOckXuKiU+bASw27SPiejDUpa0LJvjLgdHMwhDXWPvdsMbzb07SYDLhvlSovOjMG69Z3p+fW4n2az9+At3p9DENwgi7zdjGE0ypwn8uxdptk5TfFuyv4D+FxWTUL25TTJ9nJI4xtDuB3TG/SSxSpvVqO8fRbjKjefJJRZp6Qi5ndylS2NFQo1Oz3WlrT9v/XwfDnIt6s0g4FC4rbE6yV9u8enMBmksfrQadiOhbBajPx6neA4U8A8RZJpMxSgpbGYukej26NnBNsIkRltxnmzGXvocteDbNb+fVkWsViMNFv6v69nvWkwSCwvBzg5117U7RwliEXdU/fLKItj1V9Vne7y20SJ4/Ms69sxIiPWpeG4h9u7lLogCvhDTta3orz8uMzWhyWWXkSw+W1UWl3Or/J8+5Zg5+s1x0cpctnqQ5T19DTD1vulqfv6FMk7hyXvHVHv9wbsfLrGH/GwvDZJ/I0a94A3YGf1ZZyve4mpEk/zNnCls1W+nWaIrAVZfxF9eF28azrzhl2a23K4LTx/FcdoN7L+ZoGvu7czrVP/KvAXsvgUBGFBEIT/ryAIB4Ig7AmC8D+9e/1/cPd/RRCEj0++878QBOFUEIQjQRD+45HXPwiCsHv33v9KEKY3nPxNEFEBkVVLFPrfxl7vDW5xmV7/i7ZplNcR5PdkOleUu8eUuxf4DQOi5ujsL4/uwwx7zL464Lh+RktN8aMvyJp9uMqLmP1sOEO4TRJ7Vf1i61Es2wKcN6bXIdplM5sut4bKgDZs8qRupkmUWbHbSWm4TBkFw9j/k+0Ur7wGLDpe9PWedjPHhjPMpzm1VgG+lK/Y9A0H8y1vkJ9T86ddip1hvdGrYJCBoLBf0J6Eco3Z5yxks9FRelQ6bfxmK8VWi2KrxcvYkPwoqsovtwkkk8i7pfF76WmDkhZOswUWfI+RJFEQcBqNtL+TFP56nuDtxuS9bDUZsMoGSrXZTTbHiTwO2/SI9z3ePItylSw9pPJNBpnTG/2FgijA640obqeVL0cJKvU2K3HfQ2f95+ME75/rk9GgV78LNpWv4rRq68H2pziD3aM76INRQNZJo09uc3IWsN8tfrTKBETj/BVTCxEPV4US/YGCIAp0ewoHx2k+rs7haw8sR7wzF1gui5m3S0NL0Gx9+Ay0+33WYvqEuVCcXcKSKFeJLXofmiLvawa31sJ8m0Nu7OQmh9lsmHh9+0WMqxnd4k/rjmFIYFefBTmaYj+qKCrmKff8i+cRzs7GI4BX1wWsNv3F+NFJmlS+yvb7RVZehLF6rGy+WyTyLIBsM5ItNTg6zbCzc8O33VsuzrLUqtODIXa7mXqjw/l1Dod7+uLqHpGYh8qdHefFWQbjyH2YSpS4vMjz8v3ymHLCU36x9X6JpspczlX9ORf297hJlDi8yrH0IsLKWpBMtsLCsyCHdxJTgbCLrXdLbH1cJrjsp9LqcXCcplBs8vXLNfElH+svZke0/xWjD/zPVVV9AfwD8J8JgrAFfAP++8B/Ofrhu/f+h8A28J8A/xtBEO5XJv9b4D8F1u/+/pNpP/w3QURXbRsI/T9qvzlI8j2HaZRWEeWPZDsJSp3Dh9dFBBqDAr3BBc/t63Nvr6PM1zWronLWuKTUv+ajz4dHtnDbSpGfkmZ/Crdxutj6S1cUp1Gl0q+Q66bZckbYcEwn1k/nUEkQ2HL5uGlqTxSyODkxJFoJ3nktmMXJCbYxaGN4kic2iRKVTue7dH1VQLL08Jot5OqNqSlToyThMZmJ2O0su91IssA/LsT5VshQamtfL4tseHBh0oPbbMYgSw86oDGb8+G92pPIb6nV5rdkkvWon+U7Av0+GuWmOLsmLOB5TPW9X45ykvz+TniAr9dpni88kglJFFgJeLnOlOf6/kBRWJmR6gb4sBFn5yQ5JkT/LO7XlVPafhYmEnSxc5Ikd9dYFfY52Dkdr8f8dJTgnQ4Z1SIo9yjWWyyH3Zrvpcv619hpNfN6PcLndJrPqRQ2v5l3m7GxqJ4Wqk9E5kVBYDHkIVHQfrbP0nndVOgo/G4b9W7ngZzf15apKnzZT/BxOTZTNcSm0X08ireLEZDg8+3kAlc0aG/8edDHTW6+2sZviQyvt4bXsN/rs7YU4PQyN5d6QrvTn0jPb6yF+Ppt9gI2kSohjnhUSpLI+nqIw9PZJhmnlzm2tybvO1kWKZcmGzQHA4WFlelRbkUBJJFat48iQC5fI3FT/G7R+Ht478oB6vUO8XX9EoZR+AOPi7d6rcPa5nhkXVVh98s1ZruFje3h8d/Xebo8VtbfLrJ7kBxzopqGwZy63E9xfpXnNFnCt+Ahuhbk+bslXBEXmVKDb/sJvu3ekh6xELVah8/n7XWRk6M0q+shVp59X9bhzwWB4XP8p/ibBVVVU6qqfrr7dw04AGKqqh6oqnqk8ZX/LvB/VlW1o6rqBXAK/CgIQgRwqqr6z+rQLu3/APz3pv32756ILllfIvX+f7rv9wY3uOeIihqkRWTDj2S7GYqd/Yn3BWF4qhT65DtfeOFYwixOJ34ArcHszvFR+I1uBuoARarx0T9/9NVjtHGkIdkEwyjoR2+c8+Yl5V6NZn+4T+eNG66b1zyze3nlWkTSmLUag3E9yPeeKBcN/QitQYNsAty0bvjgs2HUqLN8SqC3XQskm99XpG8SJVwmmX+7EGbJ6+RNNMhW2M9a0M2iz0HAZcZhl5DNKl25S4kGqV6Fy1YBp9lIX1KmEt+4wzmV3FoNBvw2Kze1x/22So9k6LhQYMU/WR96lMtzVSvzD2sLdHsDgk7bTNmss1wRSRRY9LnYvfiXaYPC0ILyplol4hsS5jfLUfbn0GUdRbuvP1EaJJE3qxE+aTglGTWiiRtLAVbjPvbO0ySy49ff57Fr1pR9OU7wem3yOenNkEzbOU/zenU8OuKym8noNKO9Xo2gmOHTHSEzSBL5epOfbxL0zCpvX8QIuG2a3009Ibdv16PsT3Fqqre6M9PzdosRo9VAYaS7/mln/pfDBG9iYYyyfgq9qCMv5XfYeLkY4nMipetBf5orIGnor00rxdHCL1e3bK9F8HvspDOV76rf6yiPn3W7LA/6n7PQ7vSJhIeZBVEUeP48wv7J/E5tiWx5oj5yezOmK3gvzYhy+wMOTo7SHO4nSCTL5Ep1XryKE43PrinXgs3+OKbu7SdY3tAvR7nH0/OuJRgPUMzXOTpIsflmAUEUeP5mgb5R5vDo+8aieVPzExBg61WcZKlOptrk8CA5tWFKejLWnJ9lubjIs7EVJbbg1fnWXwhDr+Y/zd93QBCEZeAdoBPhAyAGjJKO27vXYoxLDN2/rovfNRGNWrYx9f8/Mz+nKhn0DtUgxZAN/0CuWyTf/oZeMcXT4Tbb3idskgiZptdjdZUOBmG+OtVNxwqNfovrZpKe0uWofsK/CUSRhdmXadUe0LSs3HZFcRlV9muPovel3vhgmWhlOamfEzbbeOdZwTwykWTbj3VwP3oXOalPMfkFpCnHet264ie/E8OT43EYHn9v2ebjc2G+tLpVkvnoj/BTOITD2kcVu/xXxXOuGyW+FlLslzKcVgpc18vk2g1qve5E6nXZ7uFrPs2XYpKQTZtIwFDGSQ8GUWLZ4+akNB6ZfFpj6XZob2OgqrR6fb5k0qTbDQSTQCzgYnsxxIfVGB9WYryIBgm77EiiQKnZYnsxhIw4po84L0RBwCRLWE0GREHA7jDxcT2m2yE/Dce32ul5p9XMcsirKaIvCHCVfLyvlqNeni8HOb7Oca4hP7Ua8/HtXHuSU1XYu0iztTI+0RZqs8soLlIFfCONRNGAa+IzQbedzdUgn1LjhGw0Ld/o9vjlOkF20OLlZoTF0Dh5aHZ7+F3De+v1aoRPc+iZGsz6xEWWRcIRF7dPuvu1JvZvp2lWPG6clslrZDHJXObH61wFYRhlb/a77CamL0pq7S4b0XHC7LKYObya3TQ3CpPRgOSUcfttrDwLsroawOOZz5ry9DqL22VBECAQcFKuzr/w97htiKLAixdR9o7nU7S4R6nSYn398Z6z2Uyc6zTlACQz0xfWHo+NdrtHp9MnEnGjKrB/kCSZLrOxHWNpRkT1KQzGx3FYVaGDijBFtFkUhYe61HucHWcIhiefiXsc7CYQZAmD1agrszQN/5KGocUlH0vPgnw7SGIxGzk+y7D9ZmHqd/QI7/FhimSyxNbrBew6Y/PfGPyCIPw68vefan1IEAQ78H8F/meqqk5LyWrdUOqU13Xxu5VvCpg2sPf/SVfGaBT9/hUu0w9UOl8fXpPFMIK0Qr79DZWdmdsQNchgrZ9FosyGfYvjur5HvcNgptjVnxgtkplFa4TD2mOjVfGuCWi/dsZLb5TLWptyVzt6YRCkie73YS2on/0nrkt22UJTxx610C1T6JaxSRa2nCtc1LOUeg08BgfrDi9Hda3o/DhkYfotddm84N8EVvn3udJDM5D9johKiKiKOLVOz24w8sLtRxD7nNZTHDQuARAQqHcEGv0ur70BconZE9IwOivQuXNcWgg4yOjUgQqq9o0mCgLbwQCfs5NEKVMbj67tZjM4zSaqGg1Ho4uNnqJwU6lwU5mcvGSjyIrHTcBlw6zKWCQZRR16VCuqSv/O5aWvDBgMhk4vvTunl95gQF9RhjaJygB6A1r08NmtIA2Fz30uG6iQKdVITZEcusdAUViN+8fE7SM+Jygqp7faNaArUR8X1wWiAScel5W9s+mRqGkTKAwnmtPbPOsLAU5uchhliWRxdklLrdVlK+h+iCqaR8ifKAi8XYuyk8mQTE1GSWUN2YG+ojzoab5YCyD3hAdS5nfbsFuMHM2hbABwli4iSsKYTigAAmw+C7GjQcz1XJzObgpEAy4sbsNYxHc56mU3+7g/UY8Th8XEbzfzkzLTE8L83O/j0xS5tVEsh724nWaOEnlUVaXBgK8jtrhmt5Ggx4HTZsIoS6h9lWazQ7nUoFhuggoDFRaX/Agqc6XkRyFKAltb0QmN0nmxe5QkFvWQSJZYXwnydUf/9wuFOvGYh1RissHt5as433YfF9/7e7csLvm5viqgInB0F2l89jyMqMLp8ezI7dPswe1tkTcflvj286Xm52MLXm6uJheBoah7avd+vtxANIoYzTIbG2EOD1Nzk9LvqRF1uiwsLPvZO0g+NGO53VYSt0W+naaIxj0kdWSmpjUoqSoU8jVU4/f1fvwp8SeUb8qrqvpx2gcEQTAwJKH/R1VV/28ztncLjK4C4kDy7vW4xuu6+F0SUbdhEY/6CYT5fXSFQR4QkEQvkvScfHsPpfd15vfuoReTHNCl0PnCluMlp40EXY3mJLts1CWiS9Yo9X6ToxESCsOopVN2Ue03uWgk8ZldeI0+zuuTg8WWO8b+iK3mljNKdVCYIKEAPqOTTGc6wWgMWuxXTzAIMu/cSzhlC1+rX6Z+5x5ahP0pLprn/GNwjX+fLTBQ1Qe/+beeRX7OTzpFuYwmNt0++kKXs1qa/frFxGe2XQv8851F4U45wbvQAp8z0wfst74oP2ceJ4DfcglWPX5Nu816R7vu6UMkys/pyQiuy2Ai/YSIdgYD3kYjE0L1APnqfM1jawEflWaLi1KZUrZB1OXkOPF9EahRmAwy/faA3XQau8HETe5xvHDbzMQCbswGiUqjzXW2RFcjAjvqNLUeD5DJV6k19evEAi4bzg0T385SJKd4jwNsr4b5djl74u32BiRzFZbDHlRBmMMta4j9qyzv1qJ8Pk1Sv2scWgy4Ec0iP9/qE6pZjUoHdzqeS4tu/CYLNsVAodyYKg01imqzzdZigOOL8Wv79kVcV8B/moVpMlfB7bCwGvJyfucEZbYMS0ckUeDdUpSviRSJ6vw16QAXxdKDOLwAJHPTv2+3GFmPB8g3mpxni5AfdplfJovYzOOp7na3z3VG+zqaXUYCHjsumxmL3UKn3OL16+GcOFzfqgzUOytOddhkpKgqg4GCoigMFDC5TBQKDZ5vRjDI0kPNqKqo9PsDut0+7U6PZqNLvd6eyD4oiorJaiAYcI7JNenBF3JNEFGPx8rF+XgkVVXRrBE+OxveC0urAaxmA0cHSd2Ma7M1OQ+dnGdx+WxUCpNjjcdn1ySiN5c5Xb3WZ8/DnFznef12kavrIju7N3g8Np7HwxwepGZGPFV1uBiY5swkSiLbr+KcXuTYfeJ7/9Dk1lfAJCHLoqYNqp6tNcDyaoBcvUmtPr/b1t8q7jrb/3fAgaqq/8UcX/l/AP8nQRD+CyDKsCnpZ1VVB4Ig1ARB+AeGqf3/MfC/nrah3x0RtclBQuIF6py+7bLoxiT5MYgODIYtLhqf6fe+fPfvzlAfINP+RtwUoTpwke+ODywWjZopEZEt5yp71TNUnah12OylWh9GawrdCkaxyQfvEr89cRmq31l32mQTL1wBTQJ6D7tsJjPnMxe3+FGo0adN2Bwg3Z4tki3OWe1x0TjlPwqu80+ZHAZJIGJxsVN6JEE+k4V1t5eu2ua0nuZbTX+CM4oyV5XxCGi2X8JmMNDoaS9WXnsjYyQUhrkDi0XS1HpOVCfJ+0+xOH9IaUdBFhwuDmqTEcHramXC1cVhMnJdLGtu5x4mWeJ1NDy0UFShax1QbbWpttp8WIvx+Sw5071HCy/joYeU/Paih2Lt8TyWG23KjUcSaJBFViM+PHYznf6Q+BXrrWF63mpiNeLj4CJDrz/AIEtDomA3YzYOo7btTo9ivYUoiXw9mR2FkiSRYn3+VGuj3UWui2wuh+YmogCH11nCXjuZco33G3E+JRL069PPpTynpuxVoYwhJGFzmwjiJKK4SGWqD01Y02CyjjdcvX0R0yWhAO0pckkA5VqLdrfH9mKIvZsM+UaTZb8HJPjl+vvLMgCKjRbPIz5OkwVehAMcn2uMEQJsxPyYzAYOb7P8djH+W6/iEb4cJyjWWqzFvVzdzpaTanf73GTKlK0mclKNoMPG4XfUePq9dj4d3PJiNczX3fkiqWabEbvNhNVixGySMRpkJEkkHvbw+dMl9RlkpqlhRBGKuDncn3wWzk+zbG5FOTyYjHzfW5tGF7x4XFaO9pMTRFGLfDWbXVa2YppEtK1BXAHKxSbPt6IcaeyjdCdLlss+js2lUoNSqYHf7yAcdnGgsW9j25BEFEWbsK6th2l0unzVEZ6vjSh73CRLvH29wO4TO0+DQdKtH93cjnF8k/vr0xT900VEZ+Efgf8RsCsIwpe71/6XgIkhkQwA/09BEL6oqvofq6q6JwjC/wXYZ9hx/5+pqnp/Mv8nwP8esAD/r7s/XfyuiKiISFyuoir5sVdNYgCj7MUgWoc0SO2iqGUGgwyKmoVBFpP0noFyS8AgIkqvSLUPUdTviKjOUQNQ6aeQBTNrtuecNk4fXr+P+N3Db3RjlS18q54+3cQYrPI4ge0qPU6bp/zb4Dp/yN6iAGv2EFfNJFuuCNV+aSoJhWE94yyEzB6CZjtn9eG2giY7PaVH1Bwi2Z5eNzbPebrHeeOE/2Zog3xTxSFZ6RoV3jlDNJUm5/UMu9XyXNt54Vjk36XGB8pcu86H8BL/rJFm9Jqs3Na00017xQyvgpGxlGXAaiP/pPbsx2hMl4TCUGdVC6l6jTfREN9GophLHg/7Nf3z+szvpdcb8Ovl4wRebLawGyTavQG/XCbYWgiQLtQof4fT0YtYcMx/ffcqhd9p043O9voK56nxqEnQYyfidRK0WShVW6zEfBSrTfLlOol8hUR+/DxLokCl1mRzJcThxfR76eWzCF9O5ydIPpeVhagXwSIhO2RMBhmzQcIoyxhlCYMkIUsikigiCQKiIAy7ylWwW0zcNqv8fDNffbIkzr7PzQaZl4thfkne4raZ+TKiDxuJO4i6HChdletUiWp98rpdZEsIgoCqqmw9C4+lrbXQmsMtq93pc3KW5YcXMRSbwC9XiQm93O+F866+zqiOjy0eh4WViJdEqcqhjvi9JEB6JIrq9FhhDiJ6j6WAm4OT9IMc1rwIBBzkThvsn6Xx+2zkNcjZU7Q7PdpPzvHb7TjlZosBwxR7pdzk5kZ7/y+vC5jM8oNv/IvtGAd7+vd3qdBAkgRNxymAZLJMMlkmELATDrk5PkjS7fYxGmVKpTpadWt7+wnWN8OcHz6SdkkSubnSl1JTNe6PUMTF0UkKEEgly0RiblIjKfx8vkY+XyMUcuLzOTgcSamPQpalCSLo8zvwh50caFh23kMQIDXSGQ+wc3jLymqAy5HFkM9vJ52aHOtfvV9k5zAxlzrDvxaoqvrv0C92/L/rfOc/B/5zjdd/BV7O+9u/KyJqFk14jQEEfKC2UJQCvUEGuIH+DXrDsCwGGfRPUIQNuoMMDDIEDQFkaZNU+5iBOjtEOKuT+R59tU2p+5Utx2uO61f01f5Yc86mY5WrRoJ8tzxzWwMdorxXPeG9f4HDcg230UTAGp9JQO8xzQXKKVt55ghyWj/nrD4kSpIgUelWUQUFRVWIW8LctvQjD7Mix09x3jjhjfMjgqByUyixU51/EgJwyGZ28tqD6OfiNRveIMfFkW2qELO62C3oH0NNbY/514et9jEi+iESHeqUTjlUrRTRPQbS+OhnlbUfQ1kUeb8Q4dNVUrNjPOCyc3NH9PaTOXx2K+sRPyep2UL+DouJfLE+tvruDRQWwq65ywQAut0+3U6Ps0pzrAFJDxG/i9tsmWyljtVseJAeegqLycBler57YSHsxu2ysneZxt3u8NttAqfTQrHeYt5E8+v1COVBh/frMXYvUjObwKQZ1lQbYT9VtcMfk0Ni+zQqlCrXHrrpBQGWlj0E7FY6zT6XiQKtTp9yvcXmkp9Bb8BpOj/TiaahE9WahEq3r3B4k8dhMOG2mbGbTJgMw/S0oqp0+gPqnS7lZotKqz01SHNbruK3Wzm4yiKKsLkYAlHg4DarWYYyileLEXZPHgnHaXroLNXrTT//AO82YuzcRcsuE0W2NsIczlE/+XwtxP6dTFOn2yewFJiLiGpt58vBLTGfk2cbQXa/DvdlZTWAzWLk6Cg1Ng70egOerQQ4OUhhd5h1axrvkclUePVmkd0ptacAuXydXL6O22VhczFGtdLkfIqOaqPfR5LFB/mk+JKPK61I9h1OjlJ4fDZKI+coEHWTKj/+Pxh0jhHRx2OokslUiUbduJxWDg/HywlGSxCMRonN7RgHR2lyU0goQCTsIpUsj72mqFDv9zGbDbTvxhWH0zJGREVRYOvtIl8O/jrtPeFfp8Xn74qIQpde7wBVnT/tBgIm2U+3t8dgpKa0N8jRG+QIyF5k+RWp9gkDVT+a9D2RPoBMe4dlywKFnoAsClgfGpLmI4wAxa7+cZ7Ub9h0xXEbVQ6q88tmtPuTDU9GUWbbtch184qj2njTldvgpNYfDlItpYXaz7FojXLd1IvOzH+e/EYvHqORjprgsl3itc+PU/ZxXquSaM4nw7JsjfJfVbX3RUEFQx9ZEB5ExX8MLkyk5J/islbih+gCvySG27XKjynS18EQn7NJdHqXHjBN/H4vmyXudpK8IyJVDQegRa8LGZFfLvQncofNDCMRx0K9SbnR4sNanN9Opx/js4CXnbPJ+2bnKk3AbSNXnj0xr0V9VKtNju4acp7FfJpd76PwuazcZsvkKw3er8f4oiNcvrkS4tPx9GPYWA6AKHB4neUqXwZAkYaajCtBL8X6fNHUgMvGTirNy+UIv1wnCHvshG12dqfUpupFRM0Gme3FEL8mE4xSqWn1m6r66OUOIJtFVhf8uMxmnKKBb8fJuSxNu/0BBoNEb4YszsuNKJ8vkmxthvl6m6aiI890D4Mk4rVZcVpNWI1GDJIIwnDh0u71qbTbvIqFaXi6XOZKfLudXwKsUhkfj6rNDm9Ww+zPkAJaiXrZf9Jk1JhRmgDD8pLyk+jz3kmKjZUAp1O63p8iHHRykyqhqlCptWi1e5hMMp1On4u76KLLaWF5yU/iukDhLj1stA4zJUvLfvZ2Z5Ohi7PMUJxeI2L+FFanmYFRxLvoxh5xUi02uDzLTqR6k8kyb94vPjQuuVzTBe9VBRYW/Q9E1O4wT4j+l4vTS2juo7cLcS9Wm4mjO6Ip30mLbW7FyBZqfJnjnAB4PbYJIgqQyVV5vRVj79Ow12BUT9hkkll+HuLrXzEJ/deK35V8k6K2aWNHltbm/o7d9BPd3t7d9ycng55SpNX9A355wILlFbKg/VB+Hw0dotS7wSnV8clGLJJprCt+vu+XsMv6g4RFFumqLQY0eeGI8Ma9glvWlyACqPQfCZ4IvHIt4zcZOKod0RpMDnaOJ9trK20q3RRLVm1ZML1611EICGw71xioBdLtK1qDYb1cqp3nqH5ET0jxwW/nPwrGCJj0ZVxCZhe/ZKdHQC7rBX6IDTsil+0evuTmI+2XjSLmu0Hy3vFl0+fnsJSbmcq0yjJJjZrSe6hA5M75xyhJXIxYRYqCwA9LMdKlGhf56QsuLevIgaryy+Ut28th3XTlm6WIJgmF4bHGNGSMnuLDWoyrZIH8SG2uzTo7PTqaWfh8kmB9cVKWxuu0sq9DAiVJ4NV6lIWYh8PbHIfXjyUOz5eCHN9Fg/NzEOl7xENu+oqKchchSlfrfEmlWV8MsBTU1nHU6pp/Hgng8pj5+QkJhWHkbV70BwrH6TyVTouG0GdpyY84QzngHvYZ4vpvX8T4fDEkcLIy3zZ7A4VMtc5JusDX6xS/XiT49TzB16sUR8kcYZeDltxn5zr5XdH0l/EQ19ny5O+J058vm8VIu9adyDpcJYo8X58up7e1GRsrBbhHs9cfE7ifBqvFgCgKNJpdDAaJRrNLqdJk84lrT6Xa4uvuDcVai82tKGtrIbL5KhvPw3ORUBgK0q+saptGCJLA6nqIlx+X8C24uclV+bp3S7s7QBHgLFHEF/fw6uMyoej4M310msFzJ3rfmMP2MpUsPZgjrDwPP5QX3OP6Ko/PZ9f45jhuboscHaVYXvazth4iFHby7HmY/eMU+cLsuul7TMtI7BwkWN8cXov7DJ3TaSG07P0urdi/CFSGod0/xd9fMX5XRBSgO8hQ6eeQDT/M/KxJXqXT/e3h/4qqPxn0lTLN7h/wyT0WrK8wiOMESJijG9wkWoiZl1izP2fNvkrE7EYhjVGqsGA1ETV/vzhxxKwtuLtgDXJcu6Az6DJQFc4atxxUT2krNTbsId66V/AbnWPfMYkGKr0hQdpwxFm2ezhrnFDu6ScwzRqNVh21S7GbYMU2qd82q9wsaPLzzBbgurlHXx0OgLX+ZErnppXmuHGEJOf4MeDi3waiuAzjWm8eyTNTuBxgr3rLosOFqjKULZoDuXaDt5HhpFZstlhxe7htVOjoSOSMYtHumdk4tJ/PYTHIrHg9DxGsiNPBesDHrxeJmVEtYGpUdvc2jdVmYuWJpqXfYeNiRtRy5ypFyKM9qdjMRl4thfh8dDtRu7Z/lcEzw6t9NPqrAtVWG9MTse+FiGciAmg1G3j7IobLbeXrRZIrjW7qzgj9u8mWWQq4p+4LgMtqZjczjO6cpQtjBPMwk+OyWubtehSPbfy4Rgm11Wjg/bMYB6UcyZr2ZDp/2nyIt8tRLrIlBgOV384TLC/78Tj1F2UP+2LSd0p6txnjt5FU+fltQZNQzw0BPqzH+S2Z5CxfYv1Z8LtW7P2O9rN0dJvFPeVYV8NesgXthV5TpzkRhg1KBzpSYbfpMi813JKeQhBgMe4jcacL6rY/3hfHl1nsGk5ViqJycJTi5CKLYJDwBp28er/M9psFNraiLK8GCIZcujagB3sJQnd6nmazgc1XMV68W8TisXJyk+frt9sxIX9VGEZ5/T472XyNL3u3JEsN4s9DvHy/hNNlod3uEVzyIhskbuaIBOcyVVbXw8N6Up0SnFh0/vnt8iqP2WZCMslc6dTUToOWResoMuU6doeZXq9PKOzC6DZzcT193Purgfon+vsrxu8sNT+EorYodb7iNv9H9Dv/HkGjqEIQTEgMUHicAEb/rYe+UqHf+QMe0Y7J9IpM55KuUpsYX02iGZ8piFWyAH0a/QKVXpZSr0zpyVhY6mWwy34SpPjBu8FeJU1zMN/EZNNperFJMjlB5bKZIGz2k24X7o5R5XIkbf7MFsJpcJBqlZFECatkx2GQuWzOF52VdAh4T+2Ra9/wzLbIWeNRckmdiAUNca8SkGgekxmMn6Cu0sVl8FLpTUZkh8cznDxtJoktTwxFMVPpqByXykQsDiyyjFmSMUkSsigiiQIiw0lDQWWgDnCLLtLVLhG7HUWFzqBPrdul1G5S7rRQNWbQ3VKaoNXGQFFoDHrUuvNdM7dxtv96vdvlx1gMqT/83Y+LMfYTmakWk08xixSnKzUMksj7ZzE+nSUQBAjarRwWp088A0Ul7HeSedLZvRh0M+j12TvXnsz7A4WVmI+ShpMSDMnbU8ekVLHG+/U4X+6+Ewu62BlpUPK5rSxEvBzdZKcKwW+thNhNjksd+R02rp6Ivj/Fs7jvQaap0e3xPB7gIP14fhRV5bfrJDajYax+9J6IvogGyPVa/JJMTCVhjdZ8UhUC8H71kTDe15YeJ/N47RbWFv2cXuvXAJt1HHxerUf47XL8/NWbXdbWAhym509J38NkkNhYCPLz9S2iIJCvNUiXa/ywFefL3uxo33rYx4nOcQwUlaVVL+XdyXTvaF2oFq4SRbbWw5od9PcNSno4vcnjcJip1fTT4G+24nzef/x9h91EIT98ZhvNLm+34ux80a/pbLW6HF1m6dS7ml32BqsRu92MzWbCYjZgNA4b7OwOC46AnfPLHHszonrtTo9eb0Ao7BqLMl5dF7hi2Jy09iqGKgi8/WmFX//d9KbZexhNMs+3Y3w70c6mNOYoHwAQRIGXbxYeuuGXFn1UKy1K5fkUMgRU0uny1M+UKk22NyKYZJm6UqGam7+J8+/48+N3SUTvUW7/jN34EaG/j8r4AGM3vqXd/cPYa30NjU89DNQ6ze4fcIs2zOZXdNsezDYfCH0a/SKVXoZyt0J5xnaMgpVSN0PQZGWgDjhrHOA3O/AaFtkpX+vQttH9mFzhr9tjXDYfZSoCJvcDEX2Km1YGWsOIzw/eTaDOsYYOpx60yhnu0adHpn3Fmn2Z0/pwf7QaKsLmADZJ5aq5p7stv9GuSUTHfk8dcNa4ZtEaxm40IspNyoM+5RmX1SaZ6A8KLJti/DEzqVNqNEr4zFZcRjMW2YhBkFBVlZ4ywG+wsZ8sUGjPLyM0Z9CVbLtBVHLwMhycIAnzoNKePbj2Bgq/XiV4uxrBLMr8ejCfVM3uZYqw10H6TtT+7bMohxfpqbWOAFeZoq7uYMTvJKHhQf7l9JaVmI+LRAGn3cxtvsJC2IPbZWHvMk1uimTRPeoakbDL1NAKVa/Jx2yQOXrS6GbXiSjeuydFvA5CVhsGWeLdapRfU7NlqGRRpKHTlDUKi1FmLeQfi1qORoaL9RaVZod3W3G+7GufE6NhUhVjcznIt0RGM1sx6mo2Lzx2C263lS+JISHxWi1DgXngl+tbftjUr/29h3mG8cVTMwiA5YiXg6PZ51urVnS0QUkP9UaHN5sxdnWI7ov18MR5NxvHJbYOTtN4PFZKGp7zAKGAk8PjFJvrYU4OUhPXpNcbPEggjeLlmwWa7e5cUkPl6rDudu8owfKSj8sn+qCDgcLR6XBOeL8dxxl335FeGYNhqMcpSyKCcNcZoYKqKKCoUzNQl+c5HM7pRN5sNrD4LDAmyXR1XcDjsbK06HuQppqGYNBFdoZTFQKIVgN9AapT9uevEf8am5V+d6n5p6h3v9IVo4jSo5C/xfB6goQCKOr3pceG3+lQHZiQREi2d0i29qn00swb63YZ46ioZDrnRM2+4T73a1y3Dth0uXhmm+4BXO6Vx/4vIDBgfCV92UhgmDGwO2QrN61DThon+E1OXjhWdaOdo+goM8ghfZKtCzYcywAMRoirJIi8dK7R7qfJdqZPTM45J8Qt5ypXjSKnjQQ/BLRrp55iwxGl3u9w2U7gM0+m/LrKgFSzxmE5x+d8gp9z1/ySv+GiXqRJD9Wi8NNiDIdpvn0sNrUdsEax4HIRdjkwWwwIooA8Zw3gKHL1+erxPDYLoiDQVxScdjPLYQ8vl8O8W4/xfi3Gq+Uwq2EvHrvloQ5soKqEfHZMBpm3qxF2jhMzSShAvtrkxXJQ8z2fS7t++T5CvbkcZIDKxmqQq3yJr2fJh/rcadheDY/V2d6jVGvxPKZvjbi1HKLyxOUqU5oekU5VanzLZBEsIsel+VJ9TvPsCHnQaSPotLN7M06Wak/kuAaKwq8XCbY2I1jN4yQIwPBEKm417uMsX9Q9j7OsJ59i0T8U+z/NPR7707KFT6kkW6v649qS383B9fSGpptchaX4Y1mSzWyk0+jO1U1/lSzyYuOxVlSrQUkPu0dJFjT83WNhNxe3hYlR3/CE+He6fWKL+v7lpru67sOTNK9eT7emvIcsi5xf5rBbZ99HkiSSv8tkqAgIM4wXlL5CqdQgmSpzeZXn5DTDwWGK3b0EO99u+frtlq97txxf5GgpCtlSg9fvljQF9xVFZWnRp/tbPr8db9ipqWxQKjVJZcpsz1EeMasW1R9wsLIRJlOo8enbLVuvF5A09vfv+OvB38TVafevqA86yPIrJMGDqmivaAffSURl0UVZ+JG9+i23za8sWV98975JwiPxWbCMk6B0O0m5f8FHbwyvUfvhKnSLYw1LW84lkk/kkxqDFmuO6YPaM3uAttJ62OZJ4wSfyc4LxzPkKf7w9d7sAnKFAbfNc547VhjcxXgj5hCLVg9XzT0GzG7UMM8YMCVBZMuxxpfSFb27kONB7YwPvunNCSZB5rg6jHrVBx1WdWofn8ImGwlYbFR6LZKNGn/M3dA39PlhMcqy2637PYMocqthzQlgNRj4EIuyHvJx1SrTVxWOann2c1ksVhPvV2NshH1z19k1uz3cVn2PZFkU+bgSo9cd8PkiiYJKpdnmIlti9zrNp7MEv50n2LlOc5YtUmy2kGSRsNfORjyA0Sjzw3qMndPvs0Bs97Sv9zTtzXqri99vx2Ix0On2mbNvBFEQKHf0SYZB596WJZHLSnni9dtihYjLMfU33y5H+efrGywmA6u+2XVxduP0Bcxa2EdvoDx0/o9i1GBgFDtXaZx+G7GQe+x1aWRBEwu6yDTqutcDIFuss+Rz674/iu2FENlOg2xtfAFke3J8A0XlqFxgJapNyLwWy8xacrjTFL3Ds4iXbH7+spX6iHj8tk6DkhYUVUV+Ut5gt5roKwNaGlFtLVm/veMUoZBz4nXgQVYIYOfglmfPtBdto3i2HqLR6HBwlCIe1ye5AD6vfax2+/w6z9amvn1lZ45IvctlJRh0cnKSoVRq8HXnGl/IyfrzybG339VerC4t++kJcKthcXqPbnfA3kGCN68XmKYCaJhCKrdfL1Dt9Dg9z+K7G+t3DxIsPQtindHI91cDVf3T/P0V42+CiAIMlAq1XgK76S0DRStSIaHOQYjuYZIWuOitcNG6xS77AZVC+wSXQT/CooWO8hhxyXVOsErjq1oVlfPGMSapzEfvkubEed+wJAsSpa52XVVHo+P9HgvWIJfNSZ/4YrfESeMYt9HClnOSkIqIVHrzRUwUBlw1TvDKTl4512j2E+Q78xMYWdCPdDhkKzFzlC/lyZKCQj9J0KyvFPDCtUC5+ziZf6vd8C4Q0f08gFmSWXC4OK0WxixLW4M+v+RuuewU2Yr6eRsJTxCmJYd7In214ffxIR5FMSj8kktwVMojqMPu7NtqlTerUSrtNr/eJDgsFAh47HxcjbHom9297tVp6ngZDxFy2PntLEHjblLOVGYvKnoDhVS5TrpcI52v0ur1WQx5ebE8PXI/ipNEnoUnBAmGZFMLPqcVq8VIpd7m81GCy2QRi8HAi8UQ79djrES8usR0+1mY67z+PXp8ncWmEcl+uRwmqxNRjrm1SQRA0GFj506pIV2rc1Ot8GFhuk+1xTAZubzH26UI1/kypcZkFN1hNk6VbbotVMi2m7zceLyfxbtVjN9lo0Wf6hSr1XuEbLMXZ+/XYnzLZTXT3kaNhqd2r09eaRF8svALuezsXczXuXyvKfp2I8beDDmnp7hKltjcCBPw2dnXaVDSw9l1nu0Xw2sqigLRiJt0TpsEqxplH4OBgjegvZhJj9RIKyrkynXc7ulNaPcSRzCsSZ0GLSmmbKk2Ebm9R7UyPXsTCjkxmWSurwuYTPKDKH06XeH4NMPmdgz/yLGen2WxWMbv9xfbMZK5KuU5a0C/7t7w/HkEi0bEH7S9490eK2svIuwcJGjdjTOji7KT8yyuoAOvb7qqzN/xl8HfDBE1S0FiJjdC7zOiMDmRCIJ+5GhiW4ZX7LSsFHp3nszScHt9tY1NNM5tY6mqAoXO4yDYVdps2rUjeB2lw3ljnyW7gW3neHrivmFp27VE8Umq/h6XzSRh82RaREDAJitTC0/KvQrH9WNcRjPbzmcYxGFEwG10ouoQRFmQiJj9bDqWeON6xktXnBW7A7uxilks8dyxisswm0jdQ6+RLG4JImDitK49EdX7LZadBs0rIiFxVZ9cgWf6ORwG7QHdIEqsu/wclocNHHoL8/1Sli/lJAGvlZ8WY7jMw/vLeyc35bVY+GEhRszn5LCa55dsguaIJ/u2P8jNXeT0WzE7lt7M1Or8fJPgslphIeTm42qMgEN7AH2arot5XWzHQuxdZ0iWxqNAyVIVl232c+CwGPFaLNzkKmQqda4yJfavsqwtBHgWm68cwuce319BgIRG45DfPay3TOYqY7aXzXaPw8vMkJgmtImpJApkZ1iAdvoDNqLj+ywIw/pcPTx1zxlF0GunNXIduwOFXxNJ3i9GMcnak71Zx7Dg47M4X65SdHX857322V3yrW6PLzdp3mzHHyZeh9WEwSaTq8xXujGtSUQSBd6txfjlJqGrBKEXbCk2WohOCdtIJGrB7ZopzH+ParPD++1FLi+ymE3yd/91BwqhoOu7pLPukchVMJtkXr2ITWhmjqKrE23eP0mysDAeLfd6bBO6qeVqC2/QoSsdZTRKnF0+NpMdHKaIx/Sj8GbLJHnLFeq82JxcfIsCFKZIJi0u+Wi1emTvLDwtGhHFg8Mk1Uab1+8WkQ0ivd6AleXHYM3rd4vsn6S++xocHqXw+e0E/JOEPv2knGTrZZyOqj7Uvd6j9qQc4zZZYiCJM6PKf2kI6p/m768Zv+tmpXu4DGu4hAxKf9iIYTX+RL3zx7HPCIIJ5uiaNxr/LT9XkygjbUSy+Dh5F7tXLFvfcD6l8eZxv8KkO+PSFB0lxZ2roCaK3QJQ4K17mWx7QLJdZKD2sEpmbpvTmzb8Gk1LW84lEp2DmfsKUOlVqfSqOGUHEfMy7UGP9qBEwOTBZbBjkkQGapd6v0qpW6A+uKU+MofKgowsVAmaYpw3viKoAhv2VcDGTStBa6C/+m4PJifNTccKR9UUHWV6+ui8keAfQ+v8U2Y8ArvtivNbYfKclXoNXvuX+WNqnNxKgsC2N8SXwuN2ZjlqZZp1Ms06Jlni42IEN2ZeR0PsFjL8cYpwvsQjaal3u7yIBCidTp6fq2KZq2IZgaFft8Ng5DRToHrXhS0bhhTcbjayGQnw9SJFUtGPEMYDLipTbEBtJgMhu53z1PC+vc1XWAq5uc6UObkdRuO3VsI0mh2uNSSU7nFwncFmMT7IFoW9TlKFcWJ8Hy27b4hK5qs47CZqGtIs98T0HlazgQ9bi+TbTTKV2lRy03wSid1aDPE1p08uTtN5zAZ5IqX9Mhbia0b7e7/dJnnm9dDs9khXxyd3w5OIoVmW2IgG+PVs+vOs1zil+fvnCdaX/BiMIv6gndPU/FI1l6ki/pCN/JMIsd1kJB528+vN9PruaVHbm2KFzXiAq/MCDrOJPR19WKfVRNDjwG41IYhDGaZKu0NF7VKhjzJDW1QLol0a5sDMAkajAZNBwmSUMUoSBllClh8tX8URy1eBIbl2O8z8l//+ZOpvaKXrufu++Un0MhhwUCxOEr/TiyzvXi/w9ctkI+WztRD7x+PjlNNhAbSfPUGH0J5e5XA5LVSqj2OM22WjktYuWdh4Hub6qjBWSmC2GEBjaOl0+nzduSEUcuJ2WhHU4bi0sRXjyxSFg1m4TZRwOMw8Ww1ydj5UxPD77A8qBU6XhciCl12NBjZRFEg+sQAFKJYatCxG1jbCnM7hwvV3/Hnwu4+IBs1vcaonY/7zSudnjPL62OcEpg/qAjKK/N/i5+rtGAmFyRV/qrVL0LQ4c9+s8mT0qNLL8twxuyD7unVJjyQ/eBdpDxpsOCI0BtOjP1eNBEbxcW1hFo1U+t/Xje2UbcQsHuxyh4hZxGXsUR/ckmgfct7Y56p5SqGb1bQKXbWt0hyUyXVukAQZBJVs54xsZwerWGXTsciqbQVZo7Gq3n8cEMU7wfud8vVMEnqP48YZG87HiLCgCmRa+qv9ndolL72P6WYBeOuPjpHQ4evzFSt2BgMEQSDbr/Eln54qeh+xOfj2hND8mk6wGtJfqavAUTbPr4kkdaXH9mKIN0sRVOD9chSDIPLbWYL+DF1Vk4YI/j0sRpmYy/lAQu/hfxLd3L/McJ0r82otStirnYJsd/tsjIjVBzzj24j4HCiKSvaJRFR8Du1PgOWIj/9y93zYgOWw8H49hk+nTOEkkSfkfkwRt2aU6HT7CuvB8eyCSZbIdqY/f2fFEo1+j5eR8TIGaWSY9TusRLxOdq5nT4ImnXSqFvxOKw67mYYwwGiU+bAWYy3qG7ogzYIKy1732EthtwOnx8JeOqv9nRHUZkhTHaZzvNgIsxb0YTebeL4Q4N1GjLfPo6wt+3F4LZSUDkeFPL/dJPj1KsF+MkvIaePrZYpXczSwPIXRIFEsN8mUaoiSSKvTo1xvkynWuclVOE8VOb7JsX+ZYfc8xdezJJ9PE3w6SfDbSYKLTJFfThO8fB2f+jvT9CyPzjKsjtSAPtXLHcWXvWuea9RcatWk7B8mdTU79RoKG80ui0vj97RXx1Hp5cs4Z6fZMRIK0/cfhnaeRydpDGaZ9z89o9sbsLzkJxRy4nSY5zYMGEWt1ubyOserl8PrcB8h3XwRRZFFXQeuSMhFu6P9nLdaXU6v82zP2Sz2Z8WfSkP07xHRPx3ilg8Ivf9q4nVBUDEi0B2JPQqCfqGyJDopqS8515E16j/xoldRUJQaRsFMd4otqKLD8+2SfmTWKBpwGxw4ZCtmyYAsdHnhkil0+qzZI1w09ElOY9DiuWOVg+rwOF64Ylw093V/C+6Jpw+LKFDvFyl0s2TbeVZs65w2vrFs2+KkPllf+hQiEo1e8m4/qixaNsfqUgf0SLcPAfAbbXiNq9T6XW5bCVRUmoMGFimAiETQFORzaX6JKYCBqiDLNaySgeagx7Y7zufC9BrVulDGIhto9Xt8DC7wS25S2mjesfOHUJxfUkNNxaDNQXaKxeei3U26PE7AVEA13f9r+o/2FYV0rc6Kx4MgqAiSgMVooDwl0nmPig5pMBkklrwejm8nNSVv8hUEYXxBpqqwc5ZClkTebsS5ShUpPWmsSZVqD9+TRghRLOCi1elSrE5GgJ/K4WhhOeLlJFtAAXqdAcVak2KtiSSKvFwJ0+sNOBo9DhUWfC4y5TobMT/7OX0dzofzIY6TwFeLYf6YnL2oq7Y7fGtn+GEpzm/Xd+nsuxO3GvQ+NIvNA2lGnMAoi2wuhugOBhwlcuTOh9GnuM/F3s0wdGWSJTYiARwWE812l6tsiaZG6UGn+fjaetRHutmgXJqv07xQm10CoIgqTbVHrtckl5tdK/hqKcznuya5/XQOt9NKuTq/hNrL1Qif76wc3z2P8eXg+xbk4ZCL/fM0O1dpXmyEOdKIngmoVDXu4VEoIzlRvegpDDvcbzNl/H4H+buIn8kkc3ahvRBwOs0kNIa3yhSpom+HCaIR90Ok0KLhvPbmzSJfv05GZgGMM4gowPpGmLObPOGYh6tEgfaIA5OAisVmxGoxYbUYMJlkZFnGIA8j0gjDzvvBQKHXG9Du9Gi3ejSbHb7t3/L6VRyDJPLidZxvB9PHdq/HRkIjInqPwUBh5yDB27eL7GpEov9SEADhr7yx6E+B3yURlQQLcfMqigYJvYc6OMZq/JFm9+fhC4L2BGeU4pz3AuS7+imE1mAyH1Hv54hZtrnQaAK6R02n0SfbPueV892QRKAwULt0lCaNfpXmoEpXqVIY4aqL1m2O7kiy12Qmao4BMjeNIsXeeBH9fdNSyOTlunk88dsO2Urc4h8jnpn2OPlYsz/nvDFM52dal1glG02N1PkoVu2rZNu7D/9vKfodrm2lQbL9DYCY2YfTGCffqeAxhLltNjiqfb+mJkC2U+JDYJV/Smcod2Y3aWQ6Vd4GV1H6In/UIKFDzGaiPwbj/Jy6RWUoe7QccOkSUbMkcZjTFhA/Lhb4YSXKlwvtVb5BEtkOh+j3BhymshRKDYIOG4VcA1EQ2FoOMegr4yTsCa5zJWRZHLNHNMoiz/w+Dm+0J71spc561M9pYpLA9QcKn08SmAwy75/HObnOUrtLhacKVV4sBjm8yj6k6ONBN/Vmh3JdewKvz2iuCbjtlDrth3Tw2W2B5ysBjhI5BorC7tWQMMQCLkJuO8c3ORrtLqn8MOIumuaLMt6MNEDF3E4+pedvllGBn29ueRkOclOqMBiovFmKcJjM0ZnSwf4UWlqsAKsRLy67heNkjq9Xk/sVctu5vdv/Tn/AUfLxfhAFWA578NmtdPsDbnIVyo0Wp7d5bE4D67EAO5n0XM5eMEzfN+r6C2tZFHm7GOHXiwQ/ReeLbPodNq5G3Hsa7S7ryxHK3+YjomGfg72TR6Jycp3HYdMu+dDCq40IO6fD8zoYKJwWSiwuerm+Hs8U2K1mGjM0Ks+v87zYDHN0mJ4pwl5rdPAt2DFUmvR6A1bXQuzr6KYeHKaIRd0kRvzWBQFyRf1xV1HB7jTD3S0jj6yyBQFevlrQJaEA8pQIvSSJbL2Ks7N3g4qAyd4iHvdxeZF7kA5TEWi2ejRb82W5RiGIAtfJEs/WQnz7bbYWsl6JwlN82bvl1esFxP8Qh7G/4z8YvzsiapaChAxGlN6nmZ8V+0eIghtFLSMwSUTNhpd8bfRpaXbZ30EVqfe130+19liwbHHTmiR8RsFCsTtZTyYJBmKWZdqDAhfN1Fze7JkR4fLWoM1Z4/zh/2uOEE7ZTbXX4aKRvmta8hMwG7lp9XWIp35EaN2+yVnjMYraUpqs2F5wXJ88xnsICHQG4+Qn10kQNi+Rbk9fbdYHBeqtAhbRjtsYod5v4zfbkQQZWZAQBQkREUGQ7tLkwl2ASUBRhz5OA1VloKr0lQF9tc5/J7rGeaXJG08Mw53TknB3phV1QE/t01P6dJQuilxhoOh3DYsziOiPoUcSeo/jSh6DKGqKP7/yR/j1Vp9oXzTKWIwyrZG6uxWfB7/Fykk6z87lOPHI15sYZZFeX+Hb7fB+Wwy58dusHFxn6DxphOn0B6wHfZwlh/e0LIlshALsX03XdXTo2A8+bLfX57fjBHaLkffP4+xfpGl3+wh3DTTJXIWlsIdSrUV1SuT2JlNCFIWH7txR2MxGjFYD6adNTxrZyEShQqJQwWI08G4tRqHa5If1OP+cmK9mLVdrsBxyc1ko43Sauc7OJ/9zD1EQyNTrrAV9+I1WLsoFLEb5u4joaNOU125hJeIlXalzli3ClIz5eaaIJAiamRNFhYtsaSwqG/U7CbvtuAJW/t8np9+l9OK3W7nWIaJemwW/3cavF8P7fZ46T1EQ8NutHJXGx5Mvlym2lgOcXuovsu7hsVvJjHS511uduaOiXpeF88Q44Wx3ehSMHYJB50PjDoDDMZuIwrB0IeCzk5tDfurypsCbrTi7X29mzg0ul3WMiLrdNgoa6gujODrL8HwtxPFphv5dGt9gkFhbC7G7M53gSTplHoGAA6vTzNe9W+4X7hazgZOzDFubUQ4Pk//B6kGqCgvLPj7v3+D12CiWpgdGvkfE/tthgjdv/orS9POtAf+m8LsiopJgIii1HpqSZkFVK1gNP1Lv/gxP6hJNxn/Dz9XURD3oU9hkL7W+vhdutXuNXXJTH5THXnca45T74yTMJFrxGQMkWsMo6pr97cy0t88YZq+qP/im2xnSDEnEfbTUZ3CjkMciOmYSz1GsPSGh97hqHOM1+inqSEet2FbJdyabt0zi/M0WfvMi143PIMRJt2fXpekhao5Q7KS5bVdR5iD5W84FdlsJXniDHBS/z4t4NBI6imKnxcdInE+JyWjV04aQifebTf5hKc7JTZ7nAT+FaoPLdIkrneYERVUJupwkCo8RvOtCmetCGZfFzHY4wlW6SGEkbe6yD5vvJEFgKxLkm04DyShO00UkUWQwowa13ury23ECj8PCi+Uw384SbC4F6fT65Mt1ahrSK6Nod/ssR7xcpsefOUkSiUU9HGhEbU+uc2ws+zlOTt6frW6PT3dORcsLHt4uRDDIEgNFodntUW60yNUamqQtaLfjspr5lJ08P9IdYfJYLFiNRuQ7B6dmr0e51SJXb5JrNIl7XWQHTY46JZDB6BHxWa14TBYskjyUa1NUur0B9VaHcqP1UGLR6vR4tRKmr6ocJbL8ej5fpqBUb7G9GGJvxuLiHulylaDfznmmyILHhddq5Wti0vVHCw6dhqr1kI9Crclx+vGa1Dqzm0XfrUT5dKx9nDV6SJIwppP5FNurYU0Hpd3TFBG/8yEyroeQ38n+xeR5K9daWPzDWsd7kmO3zqdLeZsq82/fr9BqdVEUhYGiDhfRyvDvqQTU1/1b3r5ZmGhSeoqDw+RYqt3rmU1EAertLqIo0Kh3sNtNBINODmakugHNGs8XW1EuEkUy1+Pj2n096f5hktfbMXa//cuyXPdYXPCye5hkMFCIr3mmElFJEkmm5it/MRllVtaCE7Xqf8efF78rImoQDJjlDRR1gb6SZzBIMGv5oHR/wShvoD4cqoQi/yN/rF7O9ZsW2T2ViHaUOgFTeIKIGoTx5gyb7MIqWch0Hmsfi51DPIYApd4U72gpAFzpvj8Kn9GNWaphltvsV6d3ez7FMB2vXU+qMMAtO3SJ6EApa75+2zzFKXuo9qcPCkHTIheNY1RUOov1EgABAABJREFUYmYD+fkyaBOIW6Kc1Zo0BmW23Gt8K88e/IyigY7Sp6yWWHQ4ua7NF/n6MRjnj2n96FpVw5FqyxvgIDN9URBzOJBkkU2ff27i4babx4joPSqtNr9e3CJLIq9WIzSaHc7TRbqDAaIALxfC7J7Pl3KuNttsLQQ5uJpvkVCqtSjVEiyFPESDDr4cJWeS0Ht4HBaecuOXaxE+netPlpIyOxV3dJvD5bHy5Xr8mGVRJOS04bFasJoMiKJIfzBAAiSTyId4FPGeaHa7lFttcvUGmdrwTw+LXhf7+TySIGA2SLR7A7qKQqpeJ1XXmfjuyOrLYAi3YCSTr3OW/r4FEsyO5N/DIItsLAf57Wp4bjdWg3xJpIi7nQTsNr7eppimtmSSJqeQj8sxPl8lJ5QMUrXpEcGVkJevZ/rX+CZf4YetGF93tZ87s1EmpyNH1B8oeNzWqUT09UaUr1PMG1L5KqsxH+2LHt3uAJNh+vTp9zmIRt00Wl2qnR7Vpza0IiAKCIKAKIqIooAoCkiiiNFlZmMzQr3S0rW9VFVwu62PNZ9zEuNEuszrrRj1XB2n08L5+ewoM4wXKZlMMuubEXb2tceoUe3Tnb0Eb18t8HV3vgDSU4iSwEB6LFX5dpwk6HfoGhxEwq6pwvn3cLssuPxDndnFhb8eSae/14j+lUNQ26iDc1CyyIAsGBGlKILoRRUMKEqXgZKnP0jAXWfssHFJ4f/P3n/GyrL3e37Qp0LnnOPKa+ewdjjnPM8N4zE2CASIAQGGF2AbWYywkBkTBGMkXiBkYSNkMeIFaIQFtjCCwcbCQgwWM3jCnXufc3aOa++VQ+ecU3VV8aJX6F5dHfYzfu59zr3PVzo6e3VXV1VXV/3/3/8vfL89TEiCiyqPOWqdLH1Mk2DcWTiOYv+AdftjTsYag3pjvvY+UxgNhcpgcpAb6j0CZhM1RTBMw4hI7LcWDxJBs4+EzUG2+wW7ZY3T9i4W0TEhpj8Pm47bHLW+zC2HPO8ekLBtkO5ORnnX7RtUBsbyULqgEbTE5hJRQRcZ6NrV9y8O9rjresKX5slS536JFVuC/WaLjnohZiwu990HFxG+utIlajURUGyUe9dRBcFAvumHSJIfs/NTvHu1Erf8QQ4r19/dIs5+3FY9HoIOO2+zWXSgkGvx3Xqc3VSB3nB+OnfRhDhUNd5dkK+tRACLReb5RoJXMyJPszBLFHscUb+LiM810ihsdOj0BzS6Q9oDhYfbMXRdZ/+0wGA4ewF5M+r67G6SF4fzz/XrWZHttcBM2aKI10mm1kTRNexmE50xYfahppGvt6YE/x8mI8iSxNtsdq4KghEcZhNDQad7QT6ex2JTBHgWLCaZXKuFye1hr1JmI+YjYLfz5bxA10BQ3gi76QIeh3WhVFc85uX9uK3oYHTtU7UGqVqDuMdF1OXiXcr4GowHyawmmXux0FUq/ibqvT4Rp42KQX2wzWxi0BvOjXYCfMoU8PvsVAy83O9vRK8alAw/e5Tj1mqQg7PpxWDAazesgb6Jo3SZB3eiHHzKTqeqBVhLBvD67BSrbVLZKoWLe+rODNtbGBFKVdVQL0pMdh4m+XqSp1YaLXLWN4O47Vb29nIMbkhl7X7JEIt6yObqiMsoJDAqKTBZJSIRD7VaG3/ASWWOnujVeV78Px73osviTBIKk2LyAG8/nv/aZPThoxXefrr+nKrqhCPumUTU57EvJKLxmJcBKsepb1/k/Q7/8eNnRURhiEX00NNboHeAAZp6AurJ1RYSIAkyorSOIAbQsaAzYEiEM9VKcfBtD4KwhB87QLG3S8AUp6xk0HWBymA0uIctK7SHFXozmnfKg6OZKfq4bYOX1dkRKKdsZ9sRIdf7TLY3vGi5G6ChEbaEOe8u/q7r9m1O23vLKd7qA66rLUcQmd9AkO+dYBIsKLoxMVx13OOg/WXitaF+glW00FuSSK/ak3xtNOmq1+T/tHvOij3JeWf+QFMds4fM9RpseoN0SyY6Q+MJfxkSegmv0woXwfSI3cGH3HTKb93rxWez8TaX5awximqaL6IJLzMZ1gNetL5GujY7kqN/Q519uzdA0iFsceBxWvE4bLhsZswmGXQYDFWanR7lepv2je7qvUwRi+m6ztFsklgL+3A5LPQHQ9LFBrlK80oX1GySSAQ9DFWV3mB4FX21W0082oiiqip7p8UpH/Ts2ATzcCt2obe5OMJnmWNVGw94yLZbFOttnm4neHm2mIRbLTI/Had5uBLha6W8cEEwjq1IgLfZa4LX1Zb7rKDDhtfHh0weTdNAgONyleNyFYfFxNPVBKVaa6KZyghDVWM7GuDVDALvddhw+6x8yU4udPdSJW6tB9i/8JLP1Jtk6k2ibicJj5t351mGY4RUuVhQxDwuzJLEG4PmqXGEvE5DInovHrrqkp+HTl9hey04RUTjITcf9hZ/Xrm4pjfX/UG/ky8ny0X7Px3neLqTROhpyLLI5kYIi8VEKlfjOFuB7HQGrbOElSaMSOjbzylMYxHFk9Rof26Hlbv34mTT1at6U10Hv99JNldnqBpLNwFEwm6iETeNVp+T8xLtzoChIPL1ePT729wWwkE3bqcFSRQZ9BWq1Q7FQuOqXlvTdB4+SvL1qLBQoN5I9u7tx3MeP/y2NH0s5uWTwe/6ae+agE8de4H2863tCKlS/aqB8rcKPwOppd8EfmZEFFCPsMg79JW3zE7LD9HUM1Cvo3c98fdIWtxUlBqq/g2dq0tOIKquYBKGyIIJmxwg36+SsG1R6p0yXCCkX+nt4jOFp1L0XdU41WIWTdx1rVAd7JPpXZObFdsqud6okckhL47krto3SHUPZ7on3UShn2bTcZfD9v7V8UqD2U1MAF2tzZr9Hsc3yCaAQ/Jw3p0uO+ioNe65d3hTW1ySsGZfZbdeo2egNxqz2zifw5NFBNKdyYHsqFXifjjO22yFoa5PDKffQkIB3leyuC0WGv0+G24fhfr1yWz5/bjMZt7mclOe56Yx6aCTag27ycTOSox358aTfPdmym8Gnq3F+Zoqkq80ca5YiAbdnGarnBaMP++0mwm6HThtFiyyhK6PIn2drkKt1eUsX2V/ThTp7mqY94dZ3JuTri6dnsL7ixSs02bhQSJAfzBk76yIpukUay0CXjtep43dTAF9yTTz7kmBzVU/R7lpIjDUryfpt4dpthL+UdPPHFS6I8L08TzPdjRArtum3lvcBPH9eoIfbzSk7RaKxFxO8s35kafvV5O8OBndY/lmm3uxAPsXjWXtvnJFoO+sBHHIJj6f5Wd2uJdmlA1EfE4wCxwXjaNGdn16Wsg1WuQaLcIuB6teD+9SORRNo9Xr8zAR4bRYXaoG1GHgzvN4TKppGbw/zfJwM8ze0TVxdNusZNXFZTUnmQqPt2N82L9+lnbuxHm7v9zxZUlkJepFl8AZsGN1WvgyQ2JpHM3O4trNnQcjEgqgDFWcNtNEh3mj3ePtbgpRgNv3YjDU2T/I8Xk3TSzqoTke/RZgfSWAx2OnUG6SydXIjZUlWMwy79+dsbUZ4uioSLercHo+vWiXLRKxkBuP24Y7YOf1m9OlXJL0GbXkH3cz3LsbY/fL4uyAIAqY7SaU0jTB1nTw+RyGRHSepNajh0k+HGYNmyF/O6Dz2+4L/5vAz4+IAsLwHWbzDwwGv1pue9HPafcLOkOe2Dc5U3wUB8vVxfS05YuYa0qGFdtjuprEqhQh0/myFMkb0idgmkzROyQXX5rT4ur33Ot0h+fkeu+m9iONHUudo28KkLCtkuueGQrTz0N1kMMkmFH0ARZxuc82FeMJ32uOUesY17IWeh9I2G6R7s5uuFi3r/KpXqU/Y7Fw0jnBbXLRUIwHprDVw5GBNuHnRoYfEmv8cSp3NSb8IpLkV99AQmEkcv8kEuBdKs+XiwjTrUAAqyzzoXDxvQw41k3v7o6i8Dqf5fuNBB/OslPEo7JgkvPYrKz5vbwZq7EUJNhNFdiK+ilVOzQ60/dLqzuY8of/bivBm/3FEY1ntxK8vthuXqd4q9vn7QUJcTusbMYDdHsKXqeFz5nS3BS+EWzStDqGKEySLl0HfaAji+JMAwCrSeZkrKziIFcm6fNgdclzyeTdSIiXBgKPOrAS9Mz97INIiFenk9fW4TK2ZP16UWvsddl4FAqQLtbI39CmPS3WWA/7OBnrkF8JeWlqA8pzbD0/neVZS3o5rdSm3is02xSabUJOB2t+LxZE/uTgfOkojnpjw6DbwUlm/oLACJVh/0qG7NFWjI/7y8trZStNzLLIYKgR8jnYP5+9mPK57cRDbsxmmUanx2m+wmG+Ann4bjOBy2/D5bSSXiDN1Gj2ZqpBADy8F+fdjbICp9NqKHWk6fDlcDR+RONeogEXoiBwlClz51YUs1niLF0ZpZ1npJ7LpRY6Au2+gskkocwQwh8ONdLZGqVKi/3zErIs8nhnhbPT8lzv+OGM51bTdPYPC9zaDrN/MJ/AP3p0TcyN8Hk/w0rSz3nq+v6RZdHwtxAEePx4hTdf/vGapn6H3wyWTuoJgiAJgvBGEIT/l8F7f0UQhPeCILwVBOGlIAh/OPaeVxCEf1cQhC+CIOwKgvB7F68/EQThV2Of+eGbTlx5gcn8i6W27Yn30C9qRrvDIyLiFx46N5b6bHuGdNMslPr7eGQ3PbX4TQavoxT97au/A5ZVVP36Yd5yrHLL6aTUf09bnY5kJKxJsr2Tq78vSwOMELUmKPdzDPl2PbfmsMaGY4OYNUGhf7jUZypKnoRt8nrHrBuczCChMKov9Zm6M52NNuxrfKhVZpJQgIGucNc9uzbLZ54t2/S2dsofJuMIAvwisvLNJPQSZ+0aO6EoMaeTB+Ew+5XyNQmdAVk0TjG/SKdJhr1E3JPnXWy2kWbo5j1IRJAR+HDDySd/YUN5mKvgcloIeoy97G9imTv63lr4ilwCdHrLpcAa7R5v99OkSzXsdgtb8QCr4dm+2kbYPc6zfuMza2Efjd5kmcdpocrT1Wn/7Uush3wMb5CGVLWO1lPZ8BufU8BhI9dpzawnPW/MjthFnA4y1eaUn/t+qTxVbzeOWqfLi9MUuU6Le2thHq5GJmxp/a5rt6nteIDyoEO5tUCPU4eAaX5Gpdhqj5y+ijkebcd4uB7FLC+eThqD699BFAQCdtuV7uy3IFNpcP9eHJvFRKYwv0xh6tyrLR7cigPg8zpoX9yfsiSyHvfz5G6Ch7djBINOyp0OH05zvNpPsZ+eXhid5Wtkmy12HiSZlxHWdHA5jBcV925F+bSfnXq27PbFqiO5YoPPhzmwSUSjXr4c5ni/m6Y2JyrodllJXei0ZvN17t+PLzzO1laY/mBIuzPg7ccUze6AB4+SRKMew+1nOTzBKNp7nq6yvhqYuU045Gb3cL6ah46A44aNaizqnSLVZrPE3Xvxnw0J/Z3X/Hz8NWAXcBu893eB/0DXdV0QhMfA3wLuXrz3N4D/j67r/xVhZG90OTL+r4D/ua7rf1sQhP/sxd//5LecvDh4jWx6zFB5P28rzvqTq2VN74HyR3znfMTXrkJTNa7ftIquhULul3DJYRymGOnuKYpWRNNOCJjMuEwRLKIXDZme2qeiVCfsLMdR7n3Gb45SGRTJdEeTRdIWxWNSKRrII43DcqNQvaO2CJhjlAeTRDpkidJUKnMdoRahPigRswY4GQpLSSTBZBeviERbXXz8inLGQ89TPtQnXZY2Heu8qxZR9MXRsoKSRRLECVJ/CYs4v8v0de2YfyrwkHxzMCbGLVxPOPqFC5IAo5TKqPhM47oMTRAgoNk5qdYodZYT5JbmzGgH5Qpui5mHiQgf0yNCO9Q0Eh4nuTEJEqss8SARvZIuuol0pYH/opklVa4TdjtIBNyky/PTmzeJ0k3E/C7OC7WJ7ebpht6EJAokQh6y5SZdReGsUGU17CXocXCSq1BpLk5xusyTk5PfbePQIOj26ThHzOsiW59+/p02YxJQaXXpK0PuhUPsFq6zKrIo4Hc7+DrHtSnTbHI/GuRrbnIbWRRxm60c1KcXvfVuj8fJyEKdVw34mB1FmMJ+B+t+H0fZMgfZEiZJ5NZKiL1SeWkd048nWeJRFxmDa3OJpM/Np2KRN5nR+OpwmXgcjKD2Nb6kC4aNR+P7myfVtAzOqjWe3k9wnqlhs5nQ9dH9qes6mga6rl38W0fTQb+UTdJ1TnIVfni8Sqs74Om9BI1On9NClaMFGq0TuHhMlaHK64M0d7cjlItNKjMihS6nhfqN+3d7I8z+RUnKTViti13Gbm1HqLa7VBtdCsUGkZCbfHH+M5yM+ditXJ/Hhy8Z4nEvmTFN0pu4KUqhDFU+fE4jCHDnXoxBb8jJ8fXz0F9QE9vtKZSqbeIxD5ns9ELC5bORqy3WXd09yLG5FuT49CJD4LFxPhYz8Lht+EJOPi0gtb/Dny2WIqKCICSB/xzwrwL/g5vv67o+nhNycBE4EQTBDfwTwD9/sd0Argomda5JrQdYvkjo6rw0pOEJurSBqh4bbqPLj2nOiNx1lA9smL10hPscdKbrEe2yfyERDVluoeoy6d4R+qA2OuYFOVP1AbXBOXDdNGQComYXTlMEk+hE0aA17FBRSgy0PgFZRBaSZLoaO54k2e4XigvqWaLWOOnu0dTrfrNvgoj6zUF6apOuthy5BrCIVsKWMA7ZiqD3aA8zRGxWNL2J16TjM8UxiU56mkKpX6I1g9Snu0cXUlVFVhz3OGgZd9rfRHO4dyEBNbrFNh0bvK0WGC5BQgFqSp2H3lu8q05HNAcLOnSf+9f4B6U9wlKQ/eq3pw8Bvg+ukOrWqCodniViNHsD9svzo+zSgga5Rn/A+0KeHzYTvDnOoOo6Pqf9iohuhf30+8OZJPQSybCH+vGIJBYabTx2K5sx/5TX/DjmednbrSYkSZxI50uiSGNJRxuAR1tx3h6kiQTc+C6ieWeFGmeFGpIocHc1jFmW+HpeoD8j6vLpOMdq3MvZhfB9c2AccesrKn6r1ZCItuY4c7X7CkeZMk9XY1ck7MlqnJ/mGBVcwshW8Uk8NpWSH4dk/jbXl8v0uSQKPE5G8dlt/IO9k7m/3U1oGiQc7rlE1GGZ/C7tgcLri+vh9li4HQzQ7yp8TRe5PHRrMCDmduC2WeZKNQEgjFL3frcd28W9NRgOqXf7FBotsp02npaV48a3RUQRYGszTFNXkR0ynw5zM33J5+HmmuzLWQGX3cL92zFDDVDbjfrYtaSfVL46My1umhNh9nhsJFb8fLhwXoqG3DTbfVwOKw67mfYcqTTTjdKfoaphsZmmbHwvMbIaNS5l03X4cmF/urkZwmKS+bqXpbvAIQ2g2ephMkkEA05KY137jx4lefcN0cvx52M8gxaPeRkIGkc/t87439WIzsT/BvgfA65ZGwiC8F8C/pdAmBFpBdgEisD/URCEHeAV8Nd0XW8D/zLwHwqC8L9mVCLw+7/G+SPQRsaJJgbRteloREmdv6ocajXM/DHPXb/gQ6vAQL9+gM2icepWFqyErLeoKjVODZptFiUw+1qTfn9ygHeIAhFzCJcsEhMCFHu7ZHvKMs3COCSzodz5eEbPY/Kh6QrtGUQRRpHKkCWMx+REFlR6aomWkqWvFulfjJVJ+13OOx9J2O6iaD0K/WsCLABxSwCXKYyOidawTaGfZ6gPQdDxmYOousppe7mUPsBAa7Pl3OBNrcWWY5PX1dw3S+moGBPv6mB2dO25f42fLmw/FXMHj9lCffBtAqdPAnF+yqYRdFhx+niVv9BqDAZwmSy8z+cNycGCpk9gFHz9MZXmbjxIpdbBZjEhCvB8Lcnb48xSpOOmd3S902MwHHJ3JTzT7nNWRE0A1qN+Pp9MRu48DivV+nILn2d3krzeSyEIAqV6m1ylyXYywMFFs46q6Xw5G52X3WLiyVaETn/AXurGc6+Dz2rljJEU0mF+9kT05bzI0+0Yb8aklWRJ5Kgyf+ExVDXen2T5YTPBAG0pEgqwWyxiM8l0L67js8R8EgqjRierWb6yNV0GmxE/XqeN/UKZOxaJh+tRUsUapeZyUXmAj8dZgn47pbbxZ+ZlJBr9/lWtrM9vY9vvp93qs58tEQ+4KZZbqKqOJAmEPU68LhtWiwldgP5wSK3do9Boke+2yXdn3z/KN9YQO6xm1hN+Xh6l2YoEOMqU8TitPNmOsneYX7q7HTAch5qdPh9Oc+w8SHB0WJjYn9ly/bzFo17Kjc5c/3lD20kBHj5IcJQqX5FQ4KocI1Ooc2czzMFRYWY9arE0Xad8eFpi52GSDwYarZtbYT4tENcHOLqISsbjXsIhF8NzqNU7c3lVpdomGh41Q9UbXXw+O/uny/VvXGL/uMjtrTD7hwXqFw2hv9Wd8b/DFBYSUUEQ/vNAQdf1V4Ig/JOzttN1/d8H/n1BEP4J4H8B/Ccv9v8M+Jd0Xf9REIS/Afx14H8G/IvAf1/X9X9PEIR/Bvg3Lz5z8/h/FfirACsJ49o5Qctjlrbpay3gOg0oiFHOu/Odiy7RHfzIA1uCghojfZHKF2+4MbnkMA45Rrp3ymF79n5/3fWMzxRkONylpZ/yC1+S1/X6hB6pEULmCOmuMbFrD2sAOGU3kiBQUybpqtfkJ2D2YxFhqNVpKmlUfY/a+CHHSFHEsk6+twfoVAfGA1NzWKY5VlfrlGR85jgW0YOKSsSyilmaPI9LSajx1axwlfIGgSbf+R7yd3JHS5cCjCPVy7DhXOV4TJNVQCDTMU5hPfOv8aJ4xuUJ5HoNHoTivE73lu7gjticHJZH31MXIO5xkboQy9+rja5P2Gln0+3nS7FEfSwCJ+rLHQPgS7FE2GnHbbewFQxcSB0th6pBk1N3MGQ/X+LRRowPBp73s8jQ09sJwzSr22FZiog+3IzyZn907gG3neJFE9ms6HCnr/D2IqIW8jpYCXnJV5pXpQUfj3KsxDw47RY+ZefnWk8zVbx2K7WLhq31oI+96uIoyq1QAF3V8XusfLcaBx1q3R5n1RqDGZ3sHUXhu1icN2cZ1v0+djOLJ92eMuRZMsb7BeYDQZedtbCPXLPFQbkCZbDIEq/PMjxORmkOFZ5vJ3h/kl2KwClDjU2vbyYRLbaXW2BUu11epEf3xkbSS8jnQBAEVFmn2GiTajVJtRanYY2wTAf3JdaiPrrqkA+nowje8ML+tt7u8fIwjctm4clWhP2jwlIERptDxN8dZIj4nMQsHg4vCJosjeavUMBJb6DQbM0vWbk51kWjHmxOC+8M/OfHCe3XowJP7iUuLDcn4fPYyV4I4N/E/kkBn89B9aZr0ZK+7QDJhA9/wAmSgDfgoNnr4/c68LhsWC0yoiCiqhqd7oB6vUu11iZXaLCS9KMMVUJRD18MnLEWQdE0TLJEOlvj0cMkH4+yCzVpfyuhw5IiNn+usExE9A+A/8JFHacVcAuC8H/Wdf2/YbSxruv/QBCELUEQgkAKSOm6/uPF2/8uIyIK8M8xqjsF+L8D/4cZ+/ubwN8EeLZjmXlnCeoBFvMT+oPXXFLBjrgNTHeXz0JfTeMlT8j1S941T9B0FRAIWbZRkUl3r9Pv8/FtD4DfvIJLUugoP+Iw3aLUS9NRqzx0JTjr+Sj0Z4vzeswOGkPj41UGOTxyCItkoqM2WbWv45DM6Hqb9jBNXzulqZyyzBTgM0dpDPNX0lcdtYbPHKc6pykKQNWHlPojGa11xwNEsUa2N1/y6SZccgBBMLPt8mKTPOw1MxOaocsgaDVxPBYICFvdHBsU9D/1r/KyeDZFOD/VM/z+yjr/6HxxBYkkCHhlO7kxOa5PjRw2WaY7pkVZ6HQodDpYJInvEnGKrQ6nN6ScLmGVZcIuB16b7UpKqaMMqLS7FJoten5tZN1poJE4C6elGhazRH8wmRocqhofzrI83U7w5mCSXHb60xGcR5uxmbV+NsviOreNuJ/9VOkqcuIbI6J750Vur4bYS80mbMVam2JtNHluxgJ4HFYOMyUCDjuiebEIf73T43EsxpvOiOh5HFZmOKoSctpZC/nINJrslctQhqTixmYz8/miZlQSBFYDHoJ2O5Ig0uz3SVcbVyUCbVXBZTGjDIZLa5MOZsxOVlniTjJMX1P5ki1SOJ0kjetBH1/zJc6rNXR0XpykiXtdBGx2Pp0vtgD9fJLH7bJMNXvZTPLctL0Rnq/E2S9X2K1WaLd6bIb8tPsKze6vaaXGyAd+GTy5leDjeY7B8PpeH9y49s1un5eHaRxWM082kxyeFGnOKStR5uh2AuSrLYq0ePIwyafdDAijGkZRFiksqOMERjqyjDrB799P8HE/izKjhrt8gzy+3U3z+H6CDzdE5xNR75VQ/k10ugrrtwMTRNRiljlYIE9ltcjcuhWh0e5zcl4mU2oQ9DsIh9woQ418qUl+hvi8ZBIIep2YrTLPnq1R6/V5vLNyoWKko6kaqqozHKoMFBVFUen3Ffo9hW5PuYr6Hp+X+eHxGv2hytuvP4+mpN/hGguJqK7r/wrwrwBcRET/RzdJqCAI28DhRbPSM8AMlC/+PhcE4Y6u61+Bfxq4tB/KAH8Z+HvAPwV8myelAQTlLWbzLxkM/gSQOe0tZ405CQ1R3eUveW6TUlxYpMSM9Ps8LMcELKKTuDVJq/+KzsWgIwg+YPQgNZU0EVONgOkuu63phytoDpGa0XkuIrFmXyNsdpHvpxHJ0Rvm6H17KRR2yYOmD+jfqC11yf6FRPQSMesWpe4bHCb/lCj+IohiiJPOPrK4xXHnKw7Zwl33GqV+h/POcmmc4/YJfrOPymD0HfxmF8dMEtEnvhVeF1Mzo55vqqc8Did4X5g/MH8XWuFX6cloRFMZ8IvI6lVkaBx9VeVFfvT6g2gYj8XCD6sJVF2n3R9QancotTucVeucVafr4aJOJ39ydIpXsHBvNUK6UKOxxOQ+VDW2I0FD+RodeH2c5rvbkw5Mje5kFGct4mN/Dkm0yPOHmJDXSe2iAegS9htNGvqM6KIRji6clWRJxCJKyFaJjbCPdLk+M0oJ8P4wy/31MJ8z005WZknkfiLCQFXZzRcpnE2SPY1RE07U6STXGnXNn9ZqnNZqE9vFvC4iDgcWSSa+niBTaxATXTQ6vSnzgJv4ki/isVupd3ogwO1YELvVzNdckTep2ZFSt23UqV1sdvh+PcmL4xSZWpNMrcnDtQi1RodMdTah7A2GPAtG+Sk1eT8n/R6+Lqh1vsSa34vZJPEynSHpcXNUqvBDMsFP+ymcFjPPkwl2zwqGi5xF6M6o/72EzSyzvRritYHb06wa43ZvwMvDNDaziZ0HSU7PytQMmuRmSRSNQwNe76dZX/Fjsco4nVbOl/RBHygqmxsh2ooy1zHKapEpG3ilf97PsbUe4vBkMhM0D5/3cjwY0/nc3J6dll9d8eP12dk/LvD+y/UC/cGdGO930zTbPSxmeW7UWlV1iuUWVquZP/5wwvpqgK9HS3aLyWAxm7BaZKwWE5JTRu/ohALOmVavPwv8rkZ0eQiC8N8B0HX9fw/8l4F/VhAEBegC/zVdv7qa/xLw71x0zB8B/62L1//bwN8QBEFmlE//q7/uuYxDVH7CZP6BvqbS6U9G3iTBhk3yYhadmCULMhKioI2sQ/UWqlZF1SpAA5MQwy3mWLGKOOUE593lV1n6ghtJQCRpv8tQ2aU1eDGR/q4qk8RuoLUReMMP3ue8qJ1P0De/2UNzODlIBM0RohYnQ/UrivYrJB5i5Zh7znuc9/IzO/ZnQRYsOGQnZQNHKlVfbuLwmML0hicgaLSHJdbsjzjpLFcnmrA94GNz1Ii2ZreS6sJA73PYHv22d91xTIKLvWaavoGo/SWGqNx2B/jpIhpgvtEx/8S3wttyeqZFAoxSZXmlTNThIDcjLXnfF+bHjPGkUVQWD457lRI9i0K7PqC8hAg2jOxBC9UW6xEfb0+yhN0OtjwODg2E3W/CZTeWlLnEy8M0z2+NIqO6PpocrSaRgaLhcVjp9pW5tYvinLSe3TqaRM4Lk9flZm3cQbrMvfUwu2fLTVBOm5nbayHenWZ5sBVFQUMRdeJ+DwGnHZMk0RsoFOsjp6VL1OsdbGYTJ9URUdgKjeosv+aLvEnPJnsiUO/18Nt9U1HvcWSbzSu/9ZjLRfYyHW0Gi03CZ7PhMluwm0yYRQkJAV0bpZB7gyFRi4NBf8hZpc6XwmI7SoDOGFH7ki3gtlmuFikf03lMksjz7QSfT/NXdas3sX9exG6ZtEW9JLjzYDfJPIhHeZ2+rlmOu1xkyg12i0WcVjOt3oCfztN4bFaer4T5eJpfurNfEgUGyuwndiXsYSjAuxPj3+6mXeZNdAcKrw7TWEwyOw+SpNKVCf3V/nB+RBQgEfEQ9LvoKUMa+pDTWh3RKSNLIrIkIokikjjympdEAUkSEYWR57wv4qBS7JC5WQN9A5Ggm7PU9LM+VDUKldYEMSsuIXWVLTWw2810OoOptLzNamJ7O0Kt1eU0VeH0Bqk2maQrHc9OV+HBnTifvszPIrmcFrpDhYGiMhgsvqbj6A+G9AdDPC4bf/zulIjfRaHRZns7jM1s4uAw/2s1ov2Z4i8eD/02Iqrr+t9jFMG8JKCXr//rwL8+4zNvge8MXv8j4Pm3HH+pcxRjCLpOlzCrdhlB76JpdVStgqYXgMJomapdutHfhIDZ/EvKvVeYpTvU+lUE4KFjix4+DtunC6N5+hw6E7Ss4RA6dAY/Tr1nl7fI9KcHTR2N+uAFv/Q94E29RU/r4zP5Oe+MyJhVtLFmT2IiT3f4gXENZFGQUPQuxd5r7IKJFed9ioMWpcHiSV1AIGxdITcjlV4ZnC+MbppFGzZxSGt4PeELLLdatUsejjrXxDzfP8QheWmPpeUzvdEg5zVbSdjWyfVaZLrGA3e2l8Isygy0IcpYIf+OL8nbcpplSorqSpctt5NKV7zyqb+Ez2Ij12zPXNAeNSvcC0T4Wp49sTwORXlznuVxMEL5bDERtZvkK5vGS6vPQqNNRerybDvB64P5C6j2gogSwKujNDubMT6f5BmqGi6blZraJeJzTjcK3cSMayEKo5q93dPp+1A1iFz2l5hMTLLIo604+9kiry6/ty7Q7gyIed2kKnVSlcmJ2OUwE/O5cVksoOvccVqp6X3yzRYHlcqVRet8jCbr40qVp/EYr7OLGztaymTEuq+q5FotcjOejZ1olJ6goisjl6NlIIkCx6VrotDsD/huLcHLk+t7QlE1XpykCTjt3PaFeGdQF9zs9Hm6kuDFWEPWolrtnUSUTLPJT+eTi7JLMtvsD/hhJcmri7rgeq/HT6k0freNB94IH06mjRtuwm420Wsb378723F2M4W5i6TekoS3rwx5dZjGLEs8vp8kk61SqrbpGyw4Al47iYgPDZ1Uoc55qcH5haPR9kpwNPWo2pSt7U3cWgvxxx/PWAl5ePIoyYfPGcPnAsDtnL0oaLR6uGM+bFYTDruFfH5xOUWl1mHnfpKvXzJX0dS11QAuj439owLv53S0378Tm6hNVRZcY1EUiMa9fL1I/5+cl7m3HV2oIXpzH4gCqqoRCbnIFursX5y31WLiwVaCfk8ZlRj8BSR5Pwd8my7Ibxl0MYYuP0Ez/cBQvkcfB301xUB5gYkCg8GP9JX3KOopmr5MPZOAyfwLyr1Xo/2rX3HII0H0hnLIQHnJHbvMPecWsjBPg9JAE05ys2G/DcNPdIbTUksAkjRb4Beg0v/EQ5dC1OInbAmSsK3wyLXCijnHcPiP6A4PDM7k+lw0XaHYewfaEXcdK8QtybnHW7Hfm0lCAfpah4BlZeb7AiIxS4TWcHJFXBkcE7EkZnzqGjY5SUe9JmMDrcdDj7FAfVfrcdD+SktNc88d4qFnDdONZrOm2uaBdyRiXuuP9vvYm+RdObsUCb3EYbPId4nIxGsCkLR5KXfnk0e7bf7a77Je7n0pz3dri6/Rg3CE1oW14lG1etVxP1Q1Xp6kebQZw26eXad5Uqpi1Jx7E+9OstxKBrGaZew2M4+34otJKMz0v965lTAkocCUmxPAcbbCw/WIwdaAAI+3Y3i9dl4dpmiMSceoQ41qq0uvOyDum5ZAbvYG7GVLvDpJ8+o0w0mxiqKqhiUQszCucvAmk+WH5PznSgDaS9hhXm77QzLJu1yOgabxUzbNw/UoLutisfO1gHciignwLpWdMkQAKLc6vDnPsp0Ish6aFuw/TVcwS9f1trPcvKJuJw/jEd5mcxRak1kDqyxzMBbJ/VQo4LwhaVRpjxqb3H4bT7fiyHNuTqvBfW2RJXZuxXlzkplLQmVJRP1Gm8fBUOX1UZrSoMej+wkcdgtOm5n721F27ieJRDwUm13eHmR4f5ClcsO1bdnGqoDXTqHWQlU1/F4Hr/bSJFf9hIPGojWyNP8BTmWrrK0GiUeMxeeN8GE3xZNna9y+FSG56uckU+HDbnpuTa7VYuLkbLJcY/+4QNA/2zjk0YPkFQm9RLvTX0o55BKP7yU4vRDoP01XJoK4vb7Ch70Me2dF/CEXO49WiISMpNB/eyDo+m/kv99m/LyIqGCbIp195RWDwZ8wVD6i69dpZ5PyHkn8FlcWEZPpF1R6rydeDZgnJ7/OMEt78CMbljaPXJs4pGlHmnHyJyCyan+AV2zQGrxCmGNxUFsiSjlQmzx3SyQsDcz6CzrKKzRm1wMONaPOTJ1S/zMDdZdb9jBr9mmXqTX7A1LdjwvPxyHNVPRi3XGX8mDaYx7AY5ovJh+z3eGgPa0N21OzC/vW070UZ909AladZ751Itbr+6Cv1REQSHcaPPIm+FDJfrMcFMDr6ik/xK6deb4PrfC+uLj5410lS8BmN3zvtj/AQakysW3SO3vQFHQmRJ9r3R4bIf/k8c6yeDw2VkNew310+grJGe/dxOdUgXjIw2rEu5TNJ0BvMD1xPb093ya0MkNiqNHqT/32d9fCrMV8vDvJUqhNRwrrrRFhqrS6DAdDYt7Z9ytAo9NnN13gdnj+onAcN+vuXqZSPIzMdvSym0xzS0DGt9uJXddnXkaX3uVzWFwytyLzz9HvnL7PFFUzJOSX2MuXOKnVeLoVxzNWtlFpdXkciwJgkkTOa5NEXRZFvl9LUu31+JAzfg62g4EJZ6L2YMCdZMhw20Kzzct0Bn/QzpON2IRb1CWspslFXSzgIhxy8eZ4cUOh1fxrV6UhCgJDdJwhG5vbET4e53nzNU22NL/saRlpKFkScbttVzWpufLo+T7KlKkrfR7enXZBmudiBGC3jTRY3U4r9+7HuX03yvatCOubIVbWAkQTXoIRF96AA7vbimyTia/6Kdbb7J8UOc8sV9N691ZkSrBf1yERN56H792O8fbLdMnXeabK/e3ZrmfjiARdfD68vt8q9Q63NowXrKVKize7KbLVJuubIR4/SOKwzZ+Hfoc/HfysiKiiD+jqCsrg8wTpNIIgKLhMd5bcs4hs+p5K//XUOxbdeMLsa3Xq/Z8Iy3l2XOv4TGME4ILYhCwbrFi9dAe/Ql0QkbXJazSHs4moxxTjtmObVfkci/YGXfl7rNkfskhodKDNT+NVB4e0B+/ZsLnZdtxCFCSStjucL0FCR/s3Jg0rtrsUe9PX8xLF3hfcstfwPavo5LxrPPhVlSL33csNUh21w0H7K101zwNPhPvuVQqDEk/9q2y6wnys5hn+Y6wU9zppNr1etj0BXuWW82MY6hrbAeOB2SlNRrl6qorZLs2MCj2MRUjXJp+DcUvHS6SrDbKtFk82ja38Akvae/qdNpw2M+2+wsON6FKfuSmDc38jwruD2dfKYpKoznBPOi/UeLQ5+u3Xoz7ubITZTRcmvNRvIldtXj0hpUYHbagR8cyO0NQ7PZShRqHaJu6ZT1pnQddHrj9xl/HnHebFk1/M5SLscPA2e52i7IxF1PKtNvvNCs83EzOjR8qMGsa3ZxnWg7MX6Zqu8+o0w1DUeb6VuIqYZwsNJEFgxeeZ0Km9GwkS9br46Tw1VwXAbtC49qkwqludhWyjxatslmjUzeP16MR3HW+Ee7QZpdrrcXphYrAIi5rojLAS8vL0dgKzS+ZtJkt3qPLiNM2TB/Mj4JdoL9FAeP9WbEKAPVOskwiPIpmdnsK74ywPHySwjqlR1OrTY7DbaeXR3QR3t6MoisrHrxnS+Tqf97J8Pcizf1zg+KzEWbpCNl+nWG5RrXdod/qsrwQoV1scnBTZmGPDOQ6H3czBiXHTYq5Qm3otGvFwnCvPbAyt1TuGi48JCOBy2aYizdISVrNHZyXefk3TR+P+vTj+OVHbP3Xo+m/mv99i/PrLwj8L6EPq/Z8wSWvYpQDS8O3cza3apRbkvB9BxGT6nkr/jeG7mvoFu/yAztD4IVP1HtX+S9yCxKrrAUVFxyRa2bDfojV4zXLtJiBLEUba/+MQiFq38IgttOEbLnuDZCGGIDTpK/+IDfsTUr08ygxC2DXwpTdCU0kDaR67vqOuynhNYWrK4ghfeXCOJJgmGpeCliSNwXznJA2VqDVMo1Wbes9l3iDbmt3M5JK/0Z5U0DnvjiSkojY3UbON/gCe+udPIPqcvy5fsssWylWNobbcdQY4aJWRRXFiMg/bHXzITtdF7dcq/HItyQuDrl/dQLZrlkh/Xxny+izDs604u6f5iUYLZYH4vSSKPNmIsXte4N1RlrvRkZzSw80ouVKDcsP43gOoj2klrkV9HGcqc21CQ17nVU2dEbq9AU/vJnhzmF5qbO0NhoRDTvIXdZXFepuI10nI7aDYmG44G2oabquVereHw2LCYxv9ex6MJsxmf4DfZsNuMtFRJiNhdrMJ5ujK3w+HSNcbZG+4O7VuSCipuj5K1a+GyRYbVzqolzirGJcX6IBjCVmtZq/Pi9M06yEvVsnEXqbI49sxBFmAWhWf3cZ6wMfr9HKLsExt+ndtDxQerEwqMxjhvFrnnDobcR8uycynszwmWUKWRR5uxha6iN2ExbTc1GezmLizEqLW73FYrHDSrF2/J49KFV6cpHl2P8Hnr9mZdZwwuhfNsjiz2/7x3TjvDK5DOOAiPdZk9O4gQyzoJoxIOle7kkbyeeysJny0uwpHp0U+3KjlLMyQUBrHw7txvhzkrmpYP+1l2bmf5N3n+frEtzYjvP00Hd0EyBebbK4FrwTvbVYTgizQ6c6OEGfydR7ejU+I9t/E47sJQ03VveMCLqeFZmsx8Xc7rQiSSLm5vNvg7/AfP35eRPQCinpKXT3FYrqLTRARh8bpX1HLYDc9oqN8mLEnCdn0fCYJvUTAHJ1JRC+ho1Ltvydi2SIkdRkg47I+pDms0BpmWVQlXVeuV8GyYCVh28CqH6Gpf8RNniCK11GvrvKWmHmVmhqjoUw3GihaF5PgQNHnP2h2KYjT5CPb/Ymm5kbVh4QtK1glP+V+mvYMQjvUB4Qt2+R6Rxf78SDoVdQ55QKXqA0OMAlmlDE3q6h1m905JBQg2zsibt0g06stPMYlBAS2nRsUel1KShNBknhf+seLiAI89CRBMrPu8xC1udivlhfWiRb7bZ6Hk7zJXf9em24fP83wqH6RT3MrHGC/cH2PrHo8fDYQaj8slXFZzTR7xjWIr09H0TClPyR7IduTmlMPeTcZotUdXDf/cK0K8fE0h8Nq5umtOG8PMlPE0GySaF+cR8Bjp9Ub0DVI1Y/D7bDBDCIa9DiQBJF6s4vbdiFltASCTvsVEQXI11rEfC4CLjtlgzIAr9VCvdcjU2tyKxqgpyjzO6RnBG5Oa3V2YlHe5XITT79Vnk0Cv08keJ3JGJaLVNvG99XHQoGg3cYdT5Cv2Qt3G6+bTH02of+UKXAvFmI3u1j+7KRcA2BnI4bW05BdEs9X4uyVykuT0LjbRaZiTIQ+5AoThgLzcHxhEnErGSDsdkBC+2YSCmCW5+vLbsUDOB0WdvMFXqWMv6My1uH9+jTD/a0wqdMK3Tl1lE67hZqBfvF6MsDukfHCv1SfzmplSw1MssjznTWU3pBGs8vxWZmqQXQURvql9cp8V62dh0lDEfzPB1lWEj7O08ZzgNtl5euC5iKH/Trqvb4R4tPB4oa+YrmFJImG5N7nsXN4biwfpgxVHmxHebc7+75wOSxsrQX5eJCjuJcmEV2+fvY3Ch2Wqtv5c4afVWr+JvrKF2qDz3Tlx+jSmuE2DnEW1x6R0Gr/7cLjWPTFDw1AyHKbEK+RKKEpf4Q8/Pv4+MCqaci6bY0V2yMCltvIwmT61Cav0FCyOOQA2447bJqrmIf/EZpqrF8qCpOprIF6hpMUUatxKYJNnl8rG7M9RKNFuT9yi7JcEN3q4Jxs9x0DtULMusGK/f7Ve+OwiDYAJMGE3+ygqy6nL9jXWqw51q/+Nos2cr3FFoQ6OhsO4zrLmxAQuOXcxC1HeFNNke6WEZD4WD9jJxDCIi4WPJ+F7wLrvKtk0CSF02aNHwvn1IddHkciPIvEMM9pIugK10TRKst8yc9u/FHRaeh97KZrAhNxGKeSVB02In7D9y5xUqpSG/R5tD5Kr5ebHSK+yf0F3Q4erUX5cl4kVZokquMRzXZvwOujDFvJIPHgZO2h1zG6L6xmGafdQnkJhyXLjNq9eMCNIIxqOI+yFRwWM2Hvcuk0m2ma+GWrTWySjN9pm3pv3EN9P1fmXjg8twBmTtk377K5qeal8aafS5guTA1epNOGJNRpNs/tIi91unytlfhuK4EoCETnlB9coj8cflNTyNdcEYtFxm428zKdodFfvNi8RMI9uy61qyhsJZevyd0M+XHYzHwqFjioVkgmfOzcifPkdoKNmH+uR/sljBp83HYrz24niMc97FXKvD7P0J3TYFS+Qfo+pwsEYi58rul76hI263RZhttppdXtT4jtj+MsVyMcmC7zUIbaSOpKFDg+mz/mhnyz7wdBgJ0HxiQUQLkQkrdZjRdQG2vBuValAIenBSwWmZ2HyaVIKEC+2ODBLeMyrFjEQ2uOn31lBiE3mySe3E+iCTpvvqRnlq/8WUHgN9Oo9LtmpT8FdAdvqSpn9OXv0IXJJgFZeY8sBm98QkZakoQCaMNd7NLNfUwiar1LQP8VGCTjdb2GqrwG5e9hV/+EqJhm3eJh3XaPmPUhXtMadxxrxIWvCMrfR9cXdexOT9YaLfThC8O6UYtoPAjZpSBh6zaF3vuJ1L5ZvCEHImiU+gfkuh9A75K03SZuu4MkjAamrjo631X7JrWBsSLALPTU65W033KL6oUt6SIU+ofYxNmRpWkCet0EdNksu9tIcc/nxS4tTlPexF13lJfFUbr/SzNDyDaqs1R1nQ/lHG/KGWwWmV/EE9z2TU+yn2sF1jxeAB4FIwsn9Uy7yd2Lxg6P1cKnzOyyCXFBFy2MurbfpXI8204gSQIR/2iiG+lKJml1+nw4MY5yGHlY72dKFBotnt1OXE3yTrsZQYCtZJDT3PKlCzexFvXR6SsUa20sphGJy5YbqIrGmkGH903oM7qjM+UGTtmMzzFJHKzS5PP17izLd6tzFAwWsLkXqRSPI9cNFKYbv0/AbmfD673yZjeC17pYt1MFfsykub0axGxavMA6KlXZWZlfby0IcCcW4ulGHMwCzeGAF2dpVjzfFkFa1DH+Ppef+h1unsfDRIS70SBHxQpvz7Pkm23WQj5OS1Ven2R4dZrmoFJhaIaV5AU5vRVnPeZHvkFOTReLAUGAuythHm7HaDL6buczShrGYTHJ5Awi98fFKqJLJhY0Jt5Wy+S9JYoQCbspGgjSj+OyTvQmmq0+b3ZT7DyarV4CYDcgwDDS/bx/O7Yw9Z4rNthan24s83nt7C7hQ9/pKjzfWePd/nIR9Etk83VMN6LX927F+LTABvQsW2V1rElKEgUe303gdFl48yVFq/M7D/rfJvy5IKIjqLQHP1HTagzkX6AzmlgFQcVp2h7bTkY2PaW2JAkd7UMnYJndnBG3PcCr/REIS0qyCBqqeoSq/BEe0oTEND6phcNsHNU12MPM8xzVja5jGotcSuL0IBSzPULTW5T70/JM5jnSVBpD8r1dir3PWAWRVds9ZNHMpv3RSBrqG9FUcqzYNghZNvjSnJafmoW+1uWRd/o3mUdALzGuIbrXzLLpceIyLZbDuUTA4iTbbl5JPumCzrZvmhA1Bn1+KqTYb5ZY87r5ZTxJaKxjPnzRWGRUq2iEF/k0jxMR7gSDczUQZ9mEGuHlSZr1qB+r1cT9lQhBt4NX+6m5+59V46moGq8O00SDLrbiAWxmE09uJfh0vLwm4E0x81vJIKV6m9pF9/v4pFRpdqjU29xOGHdeX8JIDuoSqXIdj8WCZ0yg3ag57OVRmu9WjMnooqCiro80RpMXUcHxmtLtgB8RRnahc+BcosHJZTHz3WqCxnDAQNIJ+h3sbMR4vplgPeQz5Mv5RtMwOhjzuvhuM0HI72S3VORVKkNnoCCaRDqKgqiDbcmGH4sssb9AgL+nDNmIT0fyzbLE87U4SZ+Hj+k8X3KT+/EYaGgOVY2T4gU5PctwWKmgmWF1xcfOnQRPbsfxumw8u50gEHLyqVjgXSo7UbO9CAmfe2aNcq7eoi4obBpEeW9G/B/fTbJ3slgt5fL+H4ffbef4whVtERk1+u0ddjNrSf9M56Sb+Pg1w+P7k8/ASsI/s2tfkkRubYZ5/DBJMOKiqSg43Tbu343z+EGSZMy38OEpVVrcv3U9zjtsZsMFgBF83tH4em87SiTs5t1eesKQ4LcWv2tW+vlD13u0Bn+CKLhxmn9AGrzFqh0DIgISommHav/bCZMV4wjUiu0hdvXvzs/PzYBZjKDrRRDc9C469v3mhwwx0Rh8nvk5VZ+fTrhZNzouLzOqBfVSmEMaTQbE1QgDvUO29xG7/JSGbqGt+bGIFsyiBZNgwiSakQURSZBGbiHAZRGMjoquD1H1ARbRQnWoIyDONQOYOr6WvWpFu64B7fCmOn9139cmyc5RK8+qM0i+LVAdzK9TkwURn8nB1xvWojllPpE4a9U5a9URBYFH4TBmQWavWuRZJMbb82miZhJFHGYzDpMJq8mEVR65sdhMJrqV+WmwUrvDRsDL2UVt3yKUWx2SPg/5Wmlu49EltAUT9nmpjgD8J3a2OM9VF/cLjmFcA/TeWoSjTHmCnN6MjrR6A06zFR6tRflwakx4C3MsLAHOijXWwiMR8ma3P/Nc35ymeZiM8PFGNHqRbSJAazDAZ7PhNJuvtn8ej/Mhn5trPXoJ25y60tvhAA6LhU+5PC/OR3VxsihSaLYpjDVhOOwm1gM+HCYz7d6Ak0KFbL3Fd+sJXh6ncVjM3IkFaQ76fC2WSbcnr1vC6+ZjNg8CnFXrPE0uJ96/HQiwm15Mtt7ncvidNiqtLm6bhTuREAeFMq9OZ0fRjis1BGHxPKuoGseFKsdUebASoaUNcdhMlFK/XpOK127lbM779U6PnqJwb2tSnF0eu38f3Irx5sv8seoSx+kyAa+Dcu36fNeiPt6N1X2+2U3x9NEK7z5MNw11bkQA/T4HNptpZqf7LHw5yJGM+0hlqoQCLj7d8HV3OiysrQbQgeNUma9n1/uPRDzUmt0Ju1Sny8pqzIdZlqjXO5xnqlMZl/NMFbNJYqCobG2EeTdHUB9G9Z/hgAuTSeLBnRgf95cj2r/Dnx3+3BHRS2h6g0b/V0hiBKe4gsOUoKeL1Prvf639qcpnbNLdifrHNftDbOrfWRwSMYAkOLBIZvrDDBa2rl7vD0eyST7TJoghav0P6EwSz2WsNUd1o07s1vto+mgij9keUe3vU+7PnxQkYfm6Sbt8j1e1KkGLH5vYZ6AtXzd2iTV7mKayj0MaYpUcWCUnFtGGJJgRBRkQUXUNRVMZaAO6ape22qYyKHDf/YCBZiPfay8koJdoK9MRsrN2ibjNjyzYKfZnk7Ed7yo/laanoGyvxl1fgi/V+ZEfTdf5WBkRmXWXj4DVzoNomP5QpTdU6ChDWoM+fVVlMOhNEeO4w0W51Ob5ZoKv6eKVmP1NhLyOpYjo07U4B/kStVYXr9dGrd1FXaDuv4wQ+K1kiD/+fIrLYsHnsrMW9dPrDzhIlea6ypQuJtrHmzE+n+antjWK3g2GKp9P8iMnqcPpSarR6eP12ajNsUw9LVTZiPjRdX3m+WnayMt+I+C7apoBln7+z+t1HsdGEkQ/JJNT/u3zYLoRpXVZzNyJhig0W3wtTi+CjspVwk47pdb1vdweKHwaa3CTBIG1qA+rReb5ZoL32dzc8oCo18V5+zoa9SaV5fvVBC/S84mBw6BG1wj9ocqttSBqV+VjOs+Lk8XXp9hqcycS4CC3uC5dFkV2NmK8PEkjigKyWWJtJUC92llqATYOUV/8o/cVlU/5PE/vJq7Ik3Rx/ybCHg6XMIS4hA6sxHwTRLRtkF6eRUbL1evPJWJeen2FdLa29PEvMVBUVE3DajERDbspVppEw24iYTfNbp+j8zIfZhA/o3Gj1e7zeSzNbreZWIn5cFjNNBpdztIVqrUOOw9G5ULvx4ivz20nFHCOaleFUb16odKi3urSyPS5a40wVFRMsvRbVws6F7/l0cvfBP7cEtFLDNUCVTEJQhKPkMFle4aia/S0Nl21TF9dysMPQdAJWmKcd0YD3ob9ARb17/yaZyXiMq/RGVx08xvceAP1CNQj3HIMSd6g1v+Epo9IyVBfbtDU6WDnAKvpOZq+PTcKOg55SSJqkzZ4V1cY6kNyvQJPPLeoK/tLffYSdslDtndAwBwl3z+nq7boqostDE0CBK0hHJKTt7UOmRm6o0ZoDo2jnpluhYjVgyy6yHano2g7vqQhCb2E12aCJU/jWTDBfrHMmVpjr7DcPQgQs7so6C1epNL4bDaexuK8Oc1MRfFaBmR7HBG3k4DTzpvTzMgKMluh2e3zfDvBm6/zicU8+SWAqM9FrtykNxhyfzXCm700leZonw6rmXvxAOg6h+kSnbEOY6/DRrXT4+mtBO8OMobHmeVdr+k6b/bTPL+dmOjwv/6+jrlEFOA4X2Ez6p9ZUwrQVYY02j3CLsdVtHHZ+iaXxYIsiHgdVir9Lt+vJVBUja6i0OoNqHW7tGeoCogXbPdWKIDTauZzrsiLs/m/01rQN0FEb0LVdcrtDkM0QnbHXGUAt9XCh/x0xPldOst2wM9BefY9nK0tlg0ySSI7a3EaqkK51+bBepQv5wXaczrQL2GUnr+JkNuB22nlxYW9qarpbAd8fMkV8dqt3F0J8eV8+ehgu73cglvV4eV5hu8fJHn7KYUgCNitJjSBud31RmiN6ZB6nLYrOaSbuElG7TYTlQsiurURIl9s0Fry/G/CJIvowNOdVbq9AZGYl0yxPlMRYRzLkMFOT5lwWrKYZbbiQSxWGZvdjM1hptUdkK80qXQ6VDqz72+rWebNcZ6dW3E+7H5bberv8KeLP79EVLcyNH1HbVim29sjaFYRJSdW5R9iAkyASwDB5ECUYuiCBw0Liq7T19p0DEiqRR89IFuOe5iGf/fXPjWf9Snt/k9LbTvUsgwHWRyiD7PpOfXBAYMLomYWHdglL1bJjlkwYRJ0BAagt1C1CkO1BJTQhQQOyUr9ht7nLCzTSWsRY3xpWelp1wNQR/12CYygJcFZ5zN26dsEhUOWFYr9Hprepa1mee7b4lXVWGVgArpAQ5lNSPK9OgGzi1WHh7P2ddNC0u5jtzp/otrrZLBJJrrq7PpKl8nCLVfoSvbm66BI2Omm2FouRWjSr2lPtdvlVbfL7XgAdaBxXLxmwXulMjazaUouSRQEnq3H+ZTKX0kabYUDHJ6NJrVLX/kPR7PTWUbNSpewW0zIkkjjQorn00kOn8t2JVLf7g14f7Fvsyxxbz2K2SRymqni99jZTAbmakrOIqKXeL2X5tl2grfHacZP02lZrgb4KF/hD++vs5OMclapUzUgr5VWl1W/B4fZTHswn/D7bTY2A366isKXYpF0q8FZv06510HRb+qygc1pwm+14bZYsMkyJkFCADySlfWAj73ScooUAN3h/GfdbjYRdjvYL1WwSPOngjuxID+mpn8XRdVodfu4LRbDhruYy0m6Or+m7348TEXp8WM6xf1wiGyjSbbRxGE18Ww1QaZYJ2fgmnWJRen5BysRTqs18vnJa+e6UEeodXo0un2+u3D8WiYglV9Ck3Mcl1qjaLC+EuDTN3ipX+LwvIjbaaXR6rER9/O+Nvs5GSej4YCL01aZB3di7B3lUWbomF7C67Hj89qx2y3IsoiqabS7CtV6h2q9TbbSwOo0I0niBDlehEUOUEbQdB2H08JxoTY6XrN35Za2CJeqBu/2Mzy7n+Ttgoas3wr8BZVv+vNHRAUfA+kxlcERykUEUBSs9JQDusqQqOUponqtG6rrbdQxj/ZLkuoUQDDZEcUoiD5ULAw0AZP9Ifrw142Egs/yHe3+j9/8OU2vMhi8JGz5DhmFrpJB0yugn8NwdP8aTYmS4GGvc4qi9wlbtqgOahPk0QiLIjwmwc9xN0hjOBn+O2idcdcVpKsul3IKmOOcd0YasLqw/NOXtN1lv5VC0YdYJA1FH3LY/spz3wZfm1VaMyKeAE7ZRuUmAbiB8qCJx6Sy6fJz1Kxgl8xomkBXnT+xd9QBj4IJXuSNV98PfGFKjS6vs9fv68B60LM0ETXSktwrlhEFgeebCfYyRZq9AUNNYysS4uP5dT1j0u/BZpZ5eUMc33ODpO3nSySCHtI3ZJsuoc6oERWAjaifTyfXx+wPVR6s+6k2pyfNwVDl8+loW1EQeLgV5UcDy7/po8zHm4M0D9aj7GUKV5aS4gJyIYkCD9ejlFodXp9mqF88TQmfm6jbiQ5kqw2yF+T9rFLnXjzMXqk0tXKLOp2seD3U+332SiXKY6nrlYCHH7MpnsfjvDRw4+oOFdIthfQY73oYCqMJOg25z/cbCb5kijSX8KrfK5axmWS6Bo1nZkliLeDlc360uNovldkIeK80Q8chiyKH1dmh/nyzzcNYhI/5PDcz1gmPh/yMjvCQy0404J5wjxpP37YHCi9S6dG9sRll2BvyNTM9tsxKz4+n4o1+/nFipOk6P52lubceolhsGTYHXSLgslPPf3vTS6nXZSvsQ6/p3N2MUCg3Z8oMGUHTYSMZ4N2XNN05YvCXuCSj2kBl50GS97spdH3Uue8POHE5rFgsJkCnNxjSbPcpV1tUWl0qc77/zv0kb3dHpC7kd+L3+jlNLc7qDOY0QBrh/u0oxXqb119T3F4Ls3dWJBH2IIoC1QWlFB6nlfP89T37Zi/Fg1tRPu9/+wLgd/jN488PERVX6YrrVPq7aMqktaTbtIGijEhpSckSkiII+mLXIF3voKpHoIIoRrAIPgLCEQ0pwUCdlxYznvXc5oe0By+W/krjcJmfoqhpBL2CoJdZdtmkyzso/VG6vD44xClHMWtRGsN5D+TsfUuCg+xgnfJgus5UQ0MWN2FJImoSrVfNSe0lZJsEBBK2h3xuXqf/e2PRx8P2MWGrlwgRDlvGv69NcgCLSV9d6aDKGnfcQSyijTfl5USz+8L0AG4WJZ4G4vyYSmFEpIr95UioWRQ5rdQM39N0nRepNF6blWexOG9OMpjNoxILWRR5uh7n7WnGUIsyX5kkCp2BQsA18vI26p6fFRF9divJq73pqMPuWR63w0qjPXuBoOk6mXKTe6sR3h3OTqPpS3Y9fTrJcSsRJFtr0OwOZvp8m2WRB2sxUtU6b86uo8A214jApWuNCRvVoMtO0utBlkRKzQ478ShNBqx4PMTcLortNkfVKtn2NPlymE18Ko2em2KrjaAzRdxuImCzk+k0uO0NkO+2yXfb2Owyz+JxCtUWKQO3oksMVJV70SgfUpPPuiQI3I2FeJeZfD3ochgS0YeJCK9z8xs+Pmbz/LCWvLjHx87B4P6RRYEna3HeFwvkbriJ6QbhSE3XeX+x3UbCh99i49NZbiKy576Rng+7Hbgc16l4I2QMIrW72SIBp53b3pF7mBEibufSRNRhMXFrNUSt3eM4XyFXb2AZilfWt26/lZjPhdNiQdd0Gs0u2WJjptxVb6Dgdlg5Ops/xlotMpGgm6GmEQw6KJfbrK4FqdQ71BtdOvk6sFim6iYiQRdfjq5/s2KlRd0k8ehegg9zBOSBhVqjl0hEvdidZj6OqW3YLzRM04U6saCbgGif2wG/EvNRG9Mr1YH9dJG1hJ/T9PKlUH8W+G3X/PxN4Gcv36RLD2hJv8/5oE6p9+aqjnIcZvFan26o1WgQQ9eXb8gxmR6jaH0Gwy/oWhY3dazyxjedp920zmC4z7fG3e2m2zhM23QGr1HUPGbRwVBN4TY/WvhZQbBy3Jsc6DvDHAJVQpatGZ9i5jmKmKkNH5LtzW52OmzlEVncdZ+w3bpyYwKoDvLIc2SjTIKFoOXuBAkFaA0nU0OVQY2acs73/nXD2Jn1pkbqDJgFiQ1nmBWHm6EG3wfXeOJPkrB758bk9lo5Yo5r8ekNl4+4xXOR1jT+5FG9wopntuD31b7cvoUSM7Vuj5fpDBsxP6oEGyEfyYCHF0cpQxIa87pIl6cnpPNyndtrxrJIRk0HO5sxQxIK0B0M2U7O1+GNBz0cZsq8O8zw7PYczc5vGKP30yV8dhsBt53ijdSu3Wzi2XYCu8PCq9P0hPMSgN9mbJhQanV4m8ry8jTNSaXKWamG32blrFHnx1SKozmRw/ux8FXt7lmjzuNwZOa2MIoSR10OKv3uxNfuDof8VEpzOqxzfy3Mg1h45j4kefqe21mJTZFQgM/5gqH4f11ZzsHq5Vma++HrczFLEoc30uF3okEiITc/ZtJ0lWliYiTmP47jSpVX2Qw2j4XntxJX2qOn1dpVYPrhSoSONpxwIjNCqdUh5Jr+ncutDl8rJZ7eThg+svYlmq+2EwF2bsUZijpvjjIc50fkp6+obI/pcTY6fb6mS7w6SvP6JMNBuUpXVAnHPdy/E+PJ/ST3tqKE/U4EAfbPitxaDV25DQW9Dm5vhHlyL8nOvQS31kP4PXZ6/SGn6QofvmaoNruIksBpukLdwNVpaQjgdFvp9SdJ8kBRef8lzeN7CcNmwkvMWgxewmm3sPMwSaZa5+vpjTlmLOuQLTWQTDLBOSL9ooEEW3+gUu/28HuWM0P5M8NfQPmmnyUR1XURTf6BqvCUVP+Mav8D8wieeiNC11a+MDD9/hJHkjCZf4/O4AOaXhs7fhmHlsFuMnYyugmzGETQm2izmowMpJ/MUgy3eYe+8pXeeAPQhdh9b/DTwuPLpud01ek0vKI16Sr7xG33DT+nGdWR6iJd/TtOOvNXvW21jcf8YO42AhLt4ST50dEImI0nZpfsxyRFOWwfT71n1Hik6hr7rS/seCN4TZODjnmBNNW6I8yObx1ZMvOuds5Zu45JhJ9Kp7yppEh1algkE9vuEM8DqzwLrLLpDGISxMsvx7rHjSgI/CK0Qqra5KRWm3tMgOicQfUSXvNswe+bOChV0CQdSRQ4Kc4mRwnvbAL89jTL01vTpPBman4z5mf35sRxA1/OCzhss6991H/9/d8dZLk1g7iqC8oqbuK8WEdCwGo24bCYcNtHBEYwC7w8SVOZYZvpti5XU7oW8dFaIk0qCHDenrzn59qGAt/HE3yqjK6rZsDAdQHeV/K8a+VJxDw8X4tjvaHteVSuMl5W+/1acqZlZXugcD8+ufi4EwlyWJ59/4xD03VytQahC9ezW8EA3eGItPgdNnbWY3yuljirzY7ELWqEu0S10+WnVJq60GdnO4bdZuZWNMjzrSQfMnkaS9YuxmcsAFVN58VZmrsbEVy2yXtBVYzvQY/zwpkp7GE/V+btUYaeQWSz0Zt/bhqQqTR4f5rj5VGaD+k8mU4bk8fM+kYIj9PKWsKP1WKiVGuzd1zg7W6Kd7tp9k+KU+l+AYG3X9LcvRXBtITRwSw8vpecK/f07kuaZMKH3ztN9ERRoDejOUsU4fGDBJgF3nxNGS50bzZ25ctNEAUiBo5TwEyt0Uqjg8NlwTrDwe13+LPBz4qI6ogM5b9EiW3SvV1aymIBdFlw0RtOu/2Ue6/Q5J2ZnxPFAKJ8l07/TzAOwzSwqXs4zQ/nHl8UbFglJ4o6e6Ie37skuPBYfkBTi7QHbye2EzChXH1nDVFvIAizJkyJ096cAZ8htf5bVuzTkVVNn64/08U/YK81TznvGtkZPueXWLXfpaZMXw+7PD2ohC1r1Iciud50ql1Eoj2cvcI/6ZziMSvccV27x4zkoCbhNTl44t8gYQ9w1C7ypnpKa9jjlivKQbPE8AYx76oK+40iL8tnvCqfcdgqoQGrDj9PAys4LCKP3TF+TKXn2jKOI9VZnCabNQEaYSce5cN5DodzPqG6qS94E+/Os2zFJ4W5x1PzAbedWrM7057wEu3egLsrxpE7UYCTMeclVdMo1toEDSIXRr7Ti1CstbHKEs+3k/TReHGcprngHrWZFk9UW2E/r1IZvuZKCyWKHsUjZJqTi8Kv5RJ3DFy3AO4HQ/yUv44wL5LMOm3V+LGSRvKIfL+ZIOQcOX3Vuj22w6NjfL+W5Kfz+Q0b1e7kws5s+bYJu9rt4bfakAUBh8mEKMB3Gwm6orqU5ui3LjQUVeN1OstA0gjFXOiSzqPVqKF1qxHMC5q0PmbymFwyW7Hr32m8PlEQ4N5amIdbUVqDAa8O04YZhnEcZMvEgsYEah46PQWb2US53cXtti39LFzeOZ/2c6wm/Tjtyy2yxhEKONk7WVzOdnxeRtX1iagvgH3GInR7I0Q84ePtXnpu6c64bNUlitUWiqYTC00uJsJ+F/k5XfynuSob68Fvsrf908NvKBr6u4jof3xQcJHtvaWnLi9Q6zKvYRwt1SgNiujCdORFlh8w1KCvfFqw9x5m5QMu89MZ7wt4zFv0hodz9yLoOgISHsv3SIJIq/8jOtOrR4dpA53r1fRQTeExPzbcp9n0jMZwcYdtufeKFdvdK7tOAPUGEZXFP+RjYzoaOQvZXh73hJvVNayik3zvxPA9/YZQf9J2j+NOidbQuNnBLjsXZmrrSpNC/4Qf/GuICOgXRXkSIg88Se55ktSHPV5XTjjvTNYOCfromnxt5Ahb50csh7rGabvCl1qes1YTRVBJuhan2y+RbjXYCs63q8zWl3MUeRyLsJvKo2o673M5gi6H4XYOi5mD7Pxas6GqUev38DiuSxqG2uh3ssgSbpuVSnO5dN9epojNMk3Y7qxGqNxoPqi1urgdtik7zGXE3y8hiQIPNqLcWQtzVKhQqXWIe5cjALIwf2iUJQFF0NB0fVSL6Z/v7tSfYUJhJFTvs1rJ91oT9bDKAhOLS9QHff6kmKIottnZiHIrFMBtt/J8LbGQhAIclitsXNyHMY+LD9lvb+7YK5R5Fo8jCJCIePkxk6a1QF3gEstGRC8hCQLfryXIdZr8/dMTMp0Wb/M5SkqXUNDJzmaM51sJtiJ+w7Rxo7u47KDQaHPYqPL0dgKTJJItNQh5HTy7kyDgc/A5VeDDSW6uPu5NRCPfrjDyfDvJ+/0MlVaXd/tpVld8U7Wxxri+pgenRTxeGwGv8ZgwC16vfekaz1qjy1GqzM6D5NVrN33qgwEn9+/F2EsVOVtg/2s1y5TrxnX05XqbrqISH7NAvUlMjfDpKMfOveTC7X6HPx38rIhoRxvQlf5TV2RiGZiE2ZGKoVahKayiX0niCJjMv0dX2UXVl5NJEYQBJuUnPJbvpt7zW5/THszX7hQFJ5LgwybHaPV/QtVqM7e1SNMP2KwUffYbomfl/nvClihWcTRJD7VrYmGVf4839ZOl93V1XprX8PWIdY2eZjyotNQaAAIiSdsjPjeP57pI2aTlan10dPZaX3noDWAVTTzxbeAw2fhQT/OpnjaMwqzYA3ysjhY8Gjqb7sWe5iZRYsUa5KBeRhQFamqPB6HZ9Xs34XfNjuIErHbyzcVNTQ+jEb5kigwvImhDXWct4jXcdjscWCheDyML0mjIfRVBuPzMnZUwx7nlC/8bnT731qavhyzNqJ3NlHmwMWnjOlxCizDosfPsdgKPy8bH0xxfzgvoOnQHCsVKi63wtJXkFBZclidrCU7GGseGg9nP20bAy27ZOKX5Pp9j1XU9iQpAwuOm3Jsk5or6bdI3Q13nVSnLbq+E3SUjyqPa0KTPszASdBlNTPjdS1W0uyxmboUCPF+J8/1qgsfxCKqg05c0w479eZilyGCEFa+HjZCPn1JpBqqGqut4PdfPUL7Z4k06y4tUmv1aBSywnQzw3XaCx6tRAk47Z6Ua0o0LIgjgtJgJu52shXzciYe4Gw+hiBq/v7PO0zsJSq0Orw7SFGcQpEU4K9e/yQhlZzN+5cJ0XqhiNcvsn5ew2E3EF5Dam85fqVwNpFFT0DJ4dD/B3vH80pubUFWNt59TPLgTx2KWsJhH87DFLPHkYZJat8vHg+UCSuGga25Ar9ro0O4rJC++z6I640u83kvx+G58qW3/1KDzFzIi+rMrlNht7ZO0/VOEhZdX9ZLzMFwQPW0NPmO1/gFW9QNIaxep+G+DIGjIyj/CZ/lLVC/0Qb2W57RuyDTJog+TlEQQnQz1IW2lSFfNU1NaeFhc0yToRpFBDekiRa/ro32YTY8otr9NwHe8o76rjSJvdvk7flrSregmDlpn3HYE6GnXhN5rilzJNRmhNshjlzzY5dhUU5IRTIINWNy9ahJMJG0bVAd9rFKH19XFUR6P7GS8qzS7QDBfAO654rwqjO43u0mmOeizqxT4IZ7gp8zirvujRmWmHuKKw029PD/y+CAS5iBXnIrMfC2XsJjkKR/3b1mF7qYLfHc7yZuvKTRd5/mMDvlFOMpVJs7F5bDw5Wz2JPf2IMPT7ThvDkb386y6SkGAu6thBEHgS6pA8cDgvhBGlqBckNHDOUYC8zQPkz4PbzOT48rXfBGn02wY+fM6bdAyvn90IGJ3cNYc3Ws/JJL8mJ+WsOrN0aadh+/jCYqdLp/Or6+x1SKT9Ljx2qwICDS7fdLVxtW5f84VCbkcfMxfp2IFIOxyEHQ4sJtN6ECr36fQalPpdmmWJxfuj9ejvMlmMUsSP6wl+JwtLhUVXYZEiILA89UEb7MZBs3Je/1dNsftiJ/D/PRvO1A19oo3m6cCBNwOUtUGXUWhPVDo9Ac0tAGN7gBuPHJPV2M0u11ubYdhoE831SyJQq3F3dUQ+6eLRfRvJ0N8Obr+LVRNZyXmY/+0SL7SxGEzc3szzN7R8udSqrZxOixsrQU5nCGMDxDwOThY4hxn4eNehpWYj4DPgctnI1tp8Prrt40bbsfiqG+t2UXTdFZj3pGt8LLnd5xje0ZT5u/wp4efHREFSHUPaZrusGWugDa7TtQs+ukPF9U1inQ1HVn+PaCKZPo9EC7XkDqjtL4Gugq6gs4QdAXoo2k90Eei6oIwRFT+IX7LH9LHTl85wG5+AoKNgdanreRHqfLhJMGyyLfID/ZRTav46aIzq7ZFRJmR4lfUFB7zL6n1R9JQFdUJLG8fd4nOMIdJdOE1JenoYV7UCkvL5dyEqmuYpa0JImqX3dQU4zojCSdW+S4W0UVVWU4qSV7QeBQ0h3DKQfabWd7URveBSSjjNXmozekEDlncvK9MEvlst849T4zduvFg/8y3zq9y1wPspZ+9quv8WEjxXTzB+3xubs1osdvmQTjCbn76t7OK8x/Vu+EQx/nylW7mOOr9Pt+vxHl9dP2dREHgNLv8gA3w6jjFo/UIoiLwev/XW6BUW12ebSd4cyFavx0P8mZ//u/98STHViLAYbpM74ZAv89pYyPuJ1Wq8/l8wUR8cStfktHNkJ+jojEZ7cxyvRHAZjMxaE0SVUXVeOCL8PKGhqzfbuN9YX5t3bt8nqDNTtBu52VhhvLA8NuJ6A+JBD+l03wfmmw46w2Hhk5IUZ+TsNOJVZLw2qzUuj0UTaPW65FrNMm32+TbiyOAUbeT9xcuTANV5cd0Cq/VyvfROK9T2bn1rosioiteDxaLPNceVbIs15AjSwJDM5T63ZmyaOOIuV28T+V4Ho1f3bOrSS8hh53doxyDb8hCAVjti9VF4gE3+UJjypXI4biu82x3B+yliuzcT/Du83JjJ4zsNU8HQ+7P0dcMBJyUjhbXht6E1SKTiHhxOa0MNR27y4zWV36t2cQkL/d7ipJAOOrF2uyyEvchiiLixcJe03SGQ5WBotIbKHR7Cu1On95gSK7a4NmDlV/jzH5D+J2g/c8HdaXAh6GV+84/RBr+keE2TtMK/cGs6JeAw/yEjlqn3H+HIDuxyBEGyq/nRY9uQRRsCMNjavpz2koFlMVpS0EMAWmayhkm8wOc6isQjOpD19HU2dHEUYr+LkNdJdU5WXhcWXBgljzIohNBsAFmVF1E0aA5tJHvrRM0JREFBUVv0FCKDPRvs4U7bBeImE1oKEStW2S6kyRcwIRdvk9t4OBjM4ui59nx2DjuVAmaV4lafXTVAlVlVlR7+vaVkUnaN2goQw5aWbhB7BV9yANfgH9UmD1gJ2wB0q3pqJTLbFzm8b1/nT/OTk6M2RuNYi8LaW77glTaHcrd2ZFNh834GJe6g0a4EwpyXqzSm5O2znXbE9HWrbCfo/PlXXoAgm4HDocF01BkZytOuzegWGvPFf82wlmhikkWUYYa1ebiiPZouy5+l+1K1/R2MoTZLLF7XjC09DTC+CTY6g2gOpuM1jvGC5Xn6wleGDgMASiD6eu/FfbzY3Y+aVc0ldu+AIet8syIYGeBS9JN/CKR5Mf06Ljykl0ZuWaL1mDAdiRATe3THA7YzX17NCwecJPOTj53tV6PnzJpVnwefGYbH7LG5GYWSZ0XBb2J3UKRR8kwn1PzFyY763F+uvgt78WCfF1QLx33ucg2m3yplDDLEoOhylm5xlm5htdt5UE4wEmqcuUitghfM0WsFnlKDukSbrsVhjrNzvS4e1PfV9N03uyleXo/wccvmYnrOI/8KYrK7lHOkMQ+upeY8HafBVkSSUS9eD12NF2n2uiSzlc5SI/Gl1jIzW4qj0mW6Q0UHt9OUKm3SeVrC/cNLHaCcttYTwb4dJzjNFch9w2uVyarhGyTMdsXS3L9Dr85/GyJKICi93jXTHHb8Z/Gqf5dECYfThkME94O8xO6aoty/+PVa5repqPsY5cfMRh++HXOBk1XGEgPSHdeErP+Ht3B4jR/Y3g9IFcGe5isv4dZ+YcINySdrJIfg3luDBqS3qSmPcJl6iBekEsNGUUXGGgqHXVAW+3RGrZRdAVQGaWfJ0mTIPwhJ51zqgOBxkXkUMBOwBwhaHXilE3IgspQb9EclunOcGpqDVvcdj6gOnjHQBsRDl0XcMh36KgBvjYLtNUKcE0E1It63dKgTGkwGsgilnXCVjetYZ76WERVG6sV9psDuOUwh608b2vz3XlKgzwixgtPt2zjfcV48bLXyGGT5AkLz+f+1SkSClDst/BanNT614Rmr1YiZHNwy+dnv2q8SPlaKyKLwlWNJ4CEMDNicysYIFOuL6zFO6/XeZS4npx9tuW6in0OG5tRP7VOj8N8majHRbc9IJ2vXU0QTruZsNeJy25FFkUGwyH1Vo9ctWmY4i41OjzdilOpdya65edhqGrcWQmhSTqZSoOvmW8nSDej+/PIaLXdQbKMvMIvEXI5+FyYTW6+5kq4XWYaFylosyyyV51PbiJ2B+s+H+1hn6DdTr5jHHHsKAOWLSocJ6HA0tqrd8JBKsMur/IZfhFPclyvsRX0c1havg7YY7XyoTg7gnZer3NOnfuxEP2BytENaSgjndxloqA30dKU0eWa8d0frUavSCiAIM8vVAk4bLxPj8aFRr/P82SM9yfXC+Rap8eLkzQmSeTR3Tj1WndhE063r/BkPcaHr9NlVCZJJOJ2cpgyvn/OZ7ievdlLc28rwnmqSmfO4nUcmg5vv6R5+iDJ20+ja+zz2jk6nz62KAjEIh4CXgeCCPVWj1S+NnqOZ3xfp8dKutpgIxnk60mB9/uj73t3M4KmauwtSP03WsaLQo/LxsZKgM8nOV5flAlJBvqh86DrEA66KcyxkP3Txl9EQfufNRG9xF77KzHrHxITPoJ+/fAM1ElCYjfv0Ne6lPvT3fAjyaIhneEhdvkBg+GijnljVNVRuiXbe0fM9ku6/V/N3NYsb1AbTEb78r2PJGx/GUn5exOvC/q8VbYJs/kJbc1EVTPxptnkZiRwWZhFP69qGQbakC3nGm8u6il1dEqDBqXBzc5tCZccJ2J14zZZMIsaKl06wzLNYY18f8i24x6lfhuT+AcctGpUBg1muRs1DeSY8v0i+f5osIpZNwlanDSVDENNYM2+TXuoc9jKoLNcZ395UGfHv8UbA8K55YzyY9GYyHbUATu+NV6URoPeY1+CFwY2jZdIOt0TRBRG6feG1ON5NM4rg8/WB312ojE+ZK4Jz6rbw3l2euLZCvjJV5u0B8tFy7Sxp32evInLZmY7FqQzUNjPlnh5dD1hm0WJT/kKzzYTvL1Ir7d6A1ozmpZCPicBt/2qrrDbVyg32mQqTVYCIxtRr8uGx2HDbjFhMo281RVVo9dXaHR6VJsdWt0+PUVBVwVCHicmWeIk/22lBUbj+xUZDfo4Ko1LSOl4bTbKY17zIZ+T/IxIHoxI1CNf5Mri9VEswouC8f2x7Qvgtlh4X8iRT7eJuZw06bHm9nDamP6tVV3HLstzo94wSsdPkFBY2JAmiyJPV2P8lE2P6ZUKdBSFYq9D0ushNUf7cxy34gF+zCwmjJ+LRQTg2Uqc82qdYmu0UB2PCH9LFPQmjitVnq/FeHsynU2Jelwc1Cbv18/5ArcjAQ7yxlmCjZCfl6fXz0FXMF74KarGm9PRb35nM4QFid3j3MxeEaPaXwG4vxLhw5xmnka7RzLkJls0cIc6zpOMeHH2zBTKraUXIm92U+zcS/Dpa4ZIyM3uYY5I0E0o4ESWRRrtPplCjVSxTqq43P3w4E6MD4cXdfPWyVKELxcNUOuJAE67hd1Dg7INYXqs8risbKwEJwjoJURx+Q4wkyyyvRri03GO9dgSDYx/WvgzIqKCIKwA/zYQZRSn+Zu6rv8NQRD8wP8NWAdOgH9G1/XqxWf+FeBfYBTV+u/puv4fXrz+HPg/ATbg/w38Nd3INu0Cfy6IKEC2d0JTXuW2JQLaJ2xSDEU9BcBuekRfU6j0P8/4tAiMBgRd79EdnmIz3WegzNreGJoQo9S/Tj9nux+IW7+nM8PWUxRjwPTElu6+Z9X2l0D5h1evKeo0yRIFD5LpAeXBOf3uZyzm36cxeMF95y/53Dr9pnO/xFC/z0Ab1VMetk/53n+bF5X5+2oOOzRb0ylWqxgibF4h1YZX9Y/AYh3SfK+CWRQMRf5hJA2V7eWxS3ZWbV40XaHY//ZaVrM0HS2wiDJ7tfkRrK42irHfcUf4UCwxb453mo1rwPqqystSml8mVvgpk5oad2TT5GAasjg4vxG13vD7KNXbtJbwHL/E53yBNb+HgapOTSQ2s8ztRAhF1fiaKfL62JhAleqjyMHrozQ7mzE+HM1vBizWWxTrk9EGQYBn2wna7T46OuVGh/IC7+intxK8PkhzbzXM55PRBLYVC+C0m/l8ml9Kr3XWFNXqDRDqwhQZ9Y0R0SdrMV5nFnf59vvXRLHYvyksDjuRGN2hwtfy5H1W7/VoSwMcJjMBm82wfMNuMtOboZsrAN/FRzWhNzGY03Gf9LgxWSV+NRXVH92UtV4Ps1Mi5HRQbM2vD7WZZL7MUAcwgg68ymawyjI/rCX4mM6jXEiDJb1urBbTN0VBbyLTaY3qQMceUpMsYnHItMrTC7FZmqlum4VPmclI+G6hSNLrIlebvaD7mr1YPEddJDxu9k4KU+5Ce+kSIa+D0phO5rPt5FWH/DwE/U5DIgqQytfwOG1srs7XyzSZJHxuOy6HBavVhCAJ/MEvtshXWjhcVnLVJrnqrxfUsFlNpMcit+0ZJgMnmdGiIOx3Eg95+HKUuzICCHmdFC+ujdtpZXM1yO5pfoqAXmLZiKhZFtlcDfF5CW3Uv0AYAv9DXddfC4LgAl4JgvD/Bf554O/quv6vCYLw14G/DvxPBEG4D/zXgQdAHPg7giDc1kc6jP874K8Cv2JERP8zwN+edeCflXzTIrSGFd51+ijSP4lDjmEzPUCW71MZfKE9R8tTvGEtqekdusoZJvnuNx2/Iz1gMuGrk+19wTZDZ7Q1nE16zrq7CKYfALDJq2hjsk6ytIJo+n2Kqkym+46+WkESnGS6I+F+QX1PyGwslD0PJsHL+/pklPCwfci649u7CiVBZNOxxt/NpDlqiKzZ7iILi4vOe1ofr3nx6jRkifGh8YnKoEJLaXHLleSBewOrtLgBAOConWLFPil7cs+dpKrMr+/aa+R46ktyUmvOneABFOany3+VP+dhOILTNHnOn6tFrOMF+jc41prPQ73ZpbnAoeUmdAGCPgcr3tH3NssiD9eiPFqPogJvT7J8Os/P1EP02m2cjxHY/XyJeHB5rVSARMDNdizIq700nYHCAp12AJ7dTvL6og70y3mB2IUL1WG2zLvDLA6LhefbSUKe+dqI8zQqm90+5XqHzTEtV8fFQsJjs8617hzHXr6E12LhfiTESb022o9s4od4kpjTxdt8doqEAnSUIVZJJtdp4bNZsRkIrRvZb8JIS/NpLM6LGcoM3RkR8+ercQrD9lR08CYKrTZmi4zHOr97+X4yTL3/bfckjJqnfkynsNhkniZi/GI9Sb7TYr/0bTXMN5FtNNlZn5TnebgWmyoHuMTHXJ7N0PTYcycSnLIj1QWIh5bTAs3Wmrw8TaPZBJ7cSxAec1HTdJ2VxPU992QrvhQJBRDm2GkC1FtdTgsVnE4LO/eTPHmwwqO7CW5vRUjEfThdVgaaRr7W4iBd5uNhjjdf05RaXWSzNJM4LovbW5EJl6fzbBVpTsSyUGnx9msak1nm6b0kXpcNv2dEkp/cT9LXVV7vpaZclsaxTETUbJLYWAmy+9tIQnVGtRK/if8WHVrXs7quv774dxPYBRLAXwH+rYvN/i3gv3jx778C/F91Xe/run4MHAA/CIIQA9y6rv/JRRT03x77jCH+3EREL6HqQ877GjqbuPX/CEVb3D0uGmiNanqH3jCDVb6DMvy6cB+6LlLoT9eP6ajk+8dEzA/pKtc1qWZphZoyb8DROO+dsWp5iE2yoGgHmE0P6eo2iv3PjNdVAlhMj1AuIrhDvcOKpUlNMV3Ugi4HjQf0tcm09FBXkcUONslMV10u+hax+FBV51VDkCSK/FE+xwPvOkh5GjME6i/hln3UlNmT0G3nbd7XRxHigMVCtqdzeNFcZBZM3HevM9RVjloZhjN0SHV01l0Ozi8cjSRB5Lw1RzBeF7jlCmOXrVgEMx6z9co3fBYKvcWRhPflHCtOD17VSqo5On53qPA8muBNarQoKI7phya9btrtAbUlhLiNsF8t8ywQY2cjzn62xIez5QXL1wJePtaviXqnrxB0O7CYJPpz5I5g1NCwsxnn/WHmKnq5TAbqyXacV2Md+roOcZ+HbPX6Hqq1u7zaTyEK8HAtylDT+JoqfHOGq3kx8V5GRs3SaDGwEfHxOr2c5uFQ07jtC9KRFcIOBxseH59LBX5aIl3tsVjpdVoc1CrsBKO8L+YnvoPVwJ7RJIo8CId5nZ1dInIzau61WUkGPfyUX77D+rxeZzvgR1GHdAzqkSVRuJKg+laEHQ5WvV4Gqooqa6hmAdkjE7M7cJstWEQJTYWeotBo9yg22wvtUS+xX6lgM8t0B0N21mK8nNFodgn7jaYVu9nEVwMVC4DDehlJFBa6Xl2i1Rvw8iQ9Mlq4HWXQUThIlclcRBzvroT5fLD88zhL5H0csZCHL6cFmo0u3RlNUeMQBDhNV2i0ezy9l+Tt518vIp2Ienl/MHlPdvsKq3E/ZwvUOprtPm++pDHJIrGoh1yjNTMCehOLiKjFJLGWCPDl15Td+pkjKAjCy7G//6au63/TaENBENaBp8CPQETX9SyMyKogCJdi0AlGEc9LpC5eUy7+ffP1mfhzRUTtkg+Ebf64mmbV1iNoCvLUdQ918CtDp6JLiBhHGjS9RW+YwyrdQlHn61oOTc/odowfFk0fUBxkCZhv01f2AJCkFZhDti4/VxrK2KUAffE+xZ5xDaSATP6GOkBbOeWJ+3te1Jd7gE2Chzd14xVioV/hoWeLF5XF+7rv3uRNqUxHvf5u/Ys6qE+1MhGrmw2Pk3R39oArzbQthag1wm7jOsV/0j7jgXuLT40RER3oCl+ao+vklOysOWK0hl1O2rmp9P1p5xy7ZKWjKtx3J3lVmp7Mo1YPcZuP83aN3foo1eaSHSi6ynfhBC/ndN9nunWcJvtCwnrequMyW3gYivDxotFDFS8agUxmUtXRBB/3uOj3FCqd5bvUE143YZcTURQoddoEbXaa3QH1Tpf2N6T1YUR6buKsWOPpRpx3+7OJ0EbUj6pqU7qjc0qGAHi4EeXd0fR+D9IlzLI4JVWl6SOpJxhFXiN+F3up4qgOdInjwTUZ3Qj6EHV4kIgsRUJlQcDvsOO2WHBLZgaSRrnTobCE3NElXGYL+c6IYL8r5fghlpzQn70kxld/iyJ3giHe5uaTl3rvetHyMBYm1W3yrrCA8BjM5wflCvfDIQ7z5alSiEfJKK9m1MPehCyKbAf8uCwW8u0Wp/U6+W4bm0nG7jDR6PeIWd0czmjoEyzg99oJ2mw4zRZMiGiaTqevUGt3KTbbV+Sw2u3yi9UE2UqTLwaR6Jt4n82zGfRxclGi8SAe5sWp8TNe6nR5kozw6ezbImuqpvP+fHT9N9f8eM0W4i4nB0fTGsDzkCrWcNjMM5uSvC4b3Z5Csdri6d3lSOVGMshhenSd3nxJ8fT+r0FGBbDYZNTS9Hfxu+0LiSiAzSKzsRakVO9gscpsuPwcZxY3zYlz6hCsZpmVmI+vc3SL/+zxGxWfL+m6Pu28cwOCIDiBfw/4l3Vdbwizr6nRG/qc12fizwURlQULbtMjXtSK9LTRoHHarRC3BviTeoqw+TF3rEN6irHLkSSYZl4mTW/SVwUs0haKOju9X9fmpyiHepeKUscvrdNXT2hfuAiNwyQ6scqraHhoDDVy/Tqy6sQsCsjq7DpNu/kx2c70uTX6L7jn/CW7S9SL6sLDqWjoOL62Dnni2+Zt1Xgbh2wlak7wj/LTk3axfx0ZzPc61AYSfxDZZr9trAHb1YwXDRbRQmeoT9kdNpQSVtFE78bnWmqHT43RdQmaPcRsIYr9OtneaKDtqD12/Kv8STFNdSyl6JAt3HJFaQz67DUKpNrX5x+0OMhf1O+9rZ3xfTTJ51KJtpG8jgArLg+7lcV1c81Bn89K/kr8/lOlgMtiZs3h5UutSMztRO1rlOdIJTnMJlb9XpxWC52hwmmtxnmrcRXp3fb7+XSWZ9PjI91s8GQrztvD5Y0PZjU4vTnO8OxWnLc3yKjVLHN/LcLb/bRhZmheqvxWMsjXVMHwc41On53tOG9n1LECpMsN0uUGVrPM06045UaH4ZJ1xM1uf+RwFPRw3KgTcNjwWm3YzSYssjxSXNB1+opKazCg1ulS7/YoNtoUaeN2WDFJ4tIOL5e4mY7/KZcakdHsaEwzj5Vr2GSZDZ+PDws0Sq2SRE8ZYpElHiUj/JRJs5Qx3YxT/1wo8iQe5WMqN/HbVBaUtATsdta9XlQ09ssVdg1I4aNYhF/lRuOLZBam1CPGT63c7VDuGtcVS3aBkN2Bz2rDYTIhSRJrJh9aBXr14UIbUZfDAiUwS+JCxQD9H1P1p9ru4nfYkTSB2+th9o4LtHtLdrsDyajX0PXIJIv4vY6rzvf9syJOu5lWZ/6+3a7J8os3X1Ls3E3w/svy0fNHdxO8m6ENrC5BtCMBF7JF4uNRjvubUbLlJpIkjsj01+ma+nHMiojaLDKJqI+9819fnP8vAgRBMDEiof+Oruv/j4uX84IgxC6ioTHg8oZLAeMCrEkgc/F60uD1mfiZE1GBkOURHxo9ys3p7ykJcSBDYVChMIDb9r9ESDxmoE6u8ARBnsvXVb1BXxMxS5sM1aOp93UhQLG32AlI0ZrUBBN++SF5JYXTtA2Cn44qURi0KHYr3JRTilhDHHTL3J1T+lgdzh5cRPU9QfM6pcHsVagsuHg/Q6h9HJnuOTGrl2yvNvH6piNOqjXkZdM4clToNbFLpiuC2ddU/n/ZEn85eo+Tzle0G0WQlb5xijxhW+Ozged9VanzwHObV9WTmedeVuqUldF1XbGF8ZndnHcLtNUqd1xxPldK3PckEJH4XMvysmRMuKM2zxURBXhTSRF3eojpbg7q0xFut2W5mlUYE7+PJXhfyHE7EsDck4i4HDBkollEYOTwE3I5QIBSp8NZtcankvFAG7DZaDb69IcqkiTSH6q8PsvwbDvO7ml+YWo96LSRqcwuXfh0nmc14uPsopP97kqYWrPL673ZE9isCWU17CVTaRiK81+i2V6uNKE3GPLmIMPdlRB217XzkX65br84h8to+fg56aqOrulUml0qS2pDRlxO3uSzDHWdX24mJ0wOFsFiUBf6spDmSTjK20IO+SIi7TSZSbjdfC4unlS9FhsuvxlFUvkxm/4mW8lZeJvN8d1qnNcX3eH34yE+VCbHD1EQ2Pb78dlsFLttjipVSr3ZDWkRp5M3xesx/LBWGTXznS9PgC6h6jq5dotcu0XS7UZDI2Z3cdqrY7VLbLh9eCxWRE2g3u2RrjXojNWAvs/mWAt6CTvsvDybv1D7VCgQcNqofKOWbszrIuZx8fksz+uDFH7dSqPdw2418XQjyVmmulTq3W4zHl/ubUZ5v3d97q1Of6mo6HjT1CU+7Ke5vx1dqmzAabdwOsf2N1uaU/4E3F4Pkak2adRHi17lwshBVTVe76W4tRqiVu8YnicYR0TtFhOxiIf9nwsJ/bPrmheAfxPY1XX93xh76z8A/jngX7v4//9z7PX/iyAI/wajZqVbwE+6rquCIDQFQfglo9T+Pwv8b+cd+2dLRP3mTTJ9J39vTrplv90iOLZi3eukOBJsPHX9ZcThCzR9NDAKLG6iUbUaAwQs0jqKejLxXlfcQWNxh71JWkEV1zlTTRx1h2h6F5gnrH6bdHeUyt+xb9IfTpNgm+kuue7sSOZQ77Bm6VBVZFR9Ro2Q8JiuOnsfl+hpfRI2KPVFFF1DEkTuOLf4k0J6rhmEjk7M5uOoPTlZ/f1clh3fJgMhQ2t4PUmVB3WCFit97Zps3HLe4kN9tjzTYeuIqDVArrc47ZPuFUj3Cgi6QNDpxiv4OZE6vK8sTsHaDJqhMp06siDyy+gKP+bO0cdm+5skexm8LI7E7wVJR9AFZE2g1R/wIBbGZjHRUUbRztNmndMl6vJkUSRktrNfLV/9fYnXpxk2gj76PYVcdXbt7orfS7U6e7LtD1X6+pCw10nc714q0moUmQp7nTT7fVoLNBCPshU24n6ODawcb+LuSoijQoU1wb80YXDZLLw5zxAPuqmIXUN9SyMkgh7S2dF1fHGU4RebSX5ckoxKwnTpg6brfKkWueXzI4oCHouFoN1h2PAkCBC02/E7bDgsZiRZwCGaOMxWSTXmE4BpzGesL9MZflhP8PIkjSqNfkev1cqm34cOHFYrfK2W4fJxXECAYz4n2fzkOf6UT3EnGOJr6dtd4gDuh0KcN+s0Bn3CjlGDUE9V2atOLhgFEWJBFxG7E4so0RsMcZnMnBQWjyVDXWc96qeypKnCVtiPw2zm01me3EXn/prfS+asBkCnp/DycFRH+uhOglqtzfkc4feOQSPa03tJ3uxO33NfT/K4ndaZupxBn8PQHlPTYe+syPZaaKHd5+ZGkLdzRPBL1RZ+r2OiiekST+4leHeUnYia3tQh3j8v4rRZeLgdM/Sqv5lGtltNRENuDmbosf5W4s9OR/QPgP8m8EEQhLcXr/1PGRHQvyUIwr/ASPrmvwqg6/onQRD+FvCZUcf9f/eiYx7gX+RavulvM6djHn6GRNQphxjoa/zDSgaYHxXJ9xvccmxQHVwTmKE+5EXjDI+8zSOHlf7gBaKw3GVQtSoDREzSCsMx4lZUajM/Y5ZvMyRGcVCj2s8BI2IZNG9Q6M8mf7JgpjHmzNRlFZFpItrXXcB8AtVSTng2o15UwsmH+vIrxXQ3z1P/LU5aTXTNOdehaBwuk7GA+rtqiYTNT8LlJNsbEVUdHb85RLY3uj4hS4g9g4j3OIb6kJDFQu5bengEUFUHhWaXTWeIVwtkqmC25/dQ13hZOeVRKEa60aTcHxGe0uDXE0ruDhUiNic2WUI0STRaAz4Uf73apqfhKK9Pxuw9b6SvjktVnBYzD9eifDw1jnqIC5iE12EjHnDjsVjJlZcjPTdrNj0OK7Iski8vd8289sUe1PdWwxzmy/SHKnvpIisRD+eVxeT9diLEi7MU+5kyz28lJsTPZ8HvsPG2MPksvjxK891mgpe5JZ6TOVqT5X6HFYeXhNvNQFd5mowiyyKaoNMZKlQHXQqdNjmtSa7dvJLp/UUkSds0YM3r5bRWW3wOi05mDD+l0vzlW+t0dIXtoJ+DSoVXueWausZxJxTkdX76+dZ0ndqwg8Nkoq0s33QJ8F08zpt8huHFPfalXMQiS4ZNTroAmVaTTGtEDAUBvk8kkSwS328kyNdbnM25Z1Ltxff7/UQYTdX5mp4ea8MOBxlqE6+pmn5VenJ/K4I+NBZ+PyvWJhzT7m1GeDcjjd7pKTy9G5kZFU1EvRRnRGGVoUqmVGcl5uN8Ro3nWsI/EYWdhXjIM0FEZVnk/q0Yrw3S+TctfQFa3T4fjrI8uR1n77Qw0YQ1HhF12MyEAy4O0/946gt/UaDr+h8xe8n4T8/4zL8K/KsGr78EHi577J+VfJMkOHhdt/Kmvnxd21APGr5eHzb5o3qRIr9EkqLL708ro2gDZGnUBDaUHtMajp2PLmGWH4L8l8mp9/jcrrPX/kJVmZzgbfL8STRhu01zTN7p2CBCZJESZJcoCYDLetG1qddF8TEddTn25pBs3HJuMlStuJQtTEMvPpNrqc/OKyJPd1t8KOtsOzavXrOKowiGSTChaib62uK6qeP2GQ/cy3sGb9vv8MeFLLIk8qt8iqe+NWSDqNQ48t35JOlzPYtoUnkcGN1TqU4Nq0HKdRwmUeK2N8gvIiv8/9n7jxjJ9n3fE/osF957lz6zvK/au/Y59933Gich8YQXDRJCNIOGCWqEEKLHDFAPkGBEC4GYgKBRCyQGQKv7cd+999x79i6bVVnpfWZ4733EYhBpIjNWmNzqY/a5+yuVzj6ZEZEr1vqb7/9nvt/n7iBO2Ui0VKZQb7BVz1Jut2ar69PAd6HwDRIK2s+i2mqzkUjyai2MlhRfYgy5jHjsvFgNUe20+HAU4zid5yCe4+GCjzmfY+K1DRNRo07BZTcRm5HEAmyfprGZxje2PVy4JqGX8FstY19/CatRz1byuvby40GMZ6Hpa8SSz0V7pAZO4Mtxghe+4NT3T+q+zjcbtMQOW40Uu40MHwoxfsyc8y4d5Vs+RaxavtLgvIQoCBwU8mRbdXJCjTXP3SXdJsFrMVG/UOXYz+d/lo+4IEB7jDg8QKJW5b5few3X/DzgbTjM+2TsioQCNLpd7vtm+5zXoTDvYlEa/Q4/xmMc10qEvHa+Wwqz4HKMvD5WqXAvNPrZkiDwfD7IosvJ9llak4QCdCdb5rF1nmY7kWV+zsXTteANCaRao034Yp5F/A5O4vmJNbBbR0mcdu2gQGuKO1ut0abSaOJzj675ggCqNLnu+xLykOyU02pkLuxkfUxN6Tj7U4D1gzg2m5Gl8LXk1mVE1GrS4XVbOIr/wkjon1C+6U+JXxQRLbUljOLspBFgp1JAmPA1TxpJdppe8uJ/gRwPqEtv6Cl/haj8NYrut+h0r9HJ95BEL1yk8Lv9DJ1+D0kMU1Z9gB69/Iqe9M+J9hbZqmU4qO1Q7Y5PG6aa+5hEbRJnkZ3EbvmyR1t5dNItkiXN30nIXext4NFda9ZJgokNjbrGSwgIhI0B7lvu45YXidYkfp9JkaroKHVb/MN5kuNkH1cnwmPDPZYNIaQx97o+oY4VoNHr8DeJPKumh4gI9C6Y14JpmXhz9ohtuZtDL07vILhvucffXjgbSReL17t0lEWzD/uY6K1F1pNsTI+mFdoNtisxfghEkESBedtNvUGrTs8zd4C3/jke2r1IfYH9XI538Shf08krNyazpCdereD1m28s3rPigcdzw4bwEuO6IFUVPpzEWI14cVqu74HfbiF1ywLvwZyPh/M+ooUSn48Hkkx2o4HjVIGHC362z9LEsiVerIZw20yaf69/sTjKkshC0MlRYnYrSRhsnGtBbXLxcMHHYTI3EgHbi2YwKJMPBvfD3ptuVepA0iZgG09i7UYDX8dYW/ZV2DnP8Njj0/z9Jdrd8Zvu60CI3yVOeeOfqIJyA/edHvIX9cylTouzboHH/snXcIUpBx+rXofeJFNuN3l3HuVtMDzOg2IiXoWDHE7RMf2QivE8OH3dN8gyz4MBDXH+AeQpNp4A30XCfLhQKvBYrnVpz8slfozHOKoVL0hp5AYpNQzJPhlkideLYTxmM1+PE5xmJqf4Z/VcP04VWD9N4vRYePEgjEE3GMcupxm7xUCr06XRnBw5brW7zA8Rt0voFImj6HTSVig3EKSBv/swnj4MXwnTT0Ppot56MewCnTgxYlmbUqKTzFU4TRd5+SCCIAwIscWkx+W0zNRl/yv+PPCLIqKtfo/fp2Qc4mtmDREVu3Vc+rWJryl3M3yqxEGcJ9065ryxw1Fji/36Lnv1E/aaOQ7bfU67LtLqKlXxFQ1xlab0iGxvnnh3gc1ajOP6Ls3ebGnFntrFb9SO3jkUP111VEy4I15HDGXRTrQxvotfC121xoK+gXRRiiAJz6n1btbMXUY9l0z36PXcfMlX+IdMlN1Khp6q4lacfEwn+FaI4zUOFuqjcoF/iMX4FCvRKttZllZ4bFq5ES1NNmeLdP1NMoFHWaPZ77JiXuFbebQcYRIK7SJP7JGJr7lvWeVv4kMR6qEddLuQQUHPnNk58r6wyXGj/nMSVOBD/pQlh42Qxcprb4jvfRGWLE5qzTYb6RTv4lF28llaGsL4kiBwkBks0Nu5DI+XZyQQF/CbzWTyVc3axklOKwA7iQwoAmvhAckLOwaKEIok8mI5xLzfwXY8zVYsfeMYFHQOnnfrglD1VZX1wzi1VpvX9yKY9DcPCOrFtTxaHBDXn4NEtjzyRMaRUIBas83j0Ph7aTXq2UqNXku12cYi6EYklC6xFvDQmEAkO70+Z8ki91zjo5L1Melnq6LjqDzYVNezcSKW2UwErMrNaHG922W7nubFDNHdSedbvSwRcFs5K5WuIsDvojFeB0N32lDMOoXD8mxk4biSx23SPiACuIxGInYbnzVUOy6xX8hNFFT/PhLm/ZAz1e3xeokBKY1ekFIbb5YiFLstQk4rb5bCGCSFT4cx0qXpe8G8005xTM3mOKSKVT4exZGMA+F3RSfjcVrI5GfbezYPknhcNw9Vy/NeWu3pOqMAyWwFq9Vw1Shlsxo4vEMN5nmywIuHYaL50tSGrG6vjzLlAHHZyLQy58FoUHA5TJzc8VD75wMV1P4f5t+fMX5RRBSg3e/xN8kUrfYrTOJsqaZ6b/zC7dLNU+okUFH5VIli0X039rUqfeq9Atn2KbHmLif1dXaqn2j16gQN9wgbH6EXtaM/Wih2ogi3tlGffoFoY0fz9SeN641VJz+mp0FWp6HaOeaVLYAoGPhWLtyMeipLV1HP97kY+fZoY4dZ9dFR+3TUPqsaaapqp82ndHIkWuoU7QT0Nrx6KyGjkwWTl1VLgPvWMI9sczy1LfDMtshz2zLdjpV2I0i9Y8ep3N3V6ah6SMAwSiQBVs2L/F3iZoT1dq1iol4hVWvy2HHTlcWqTK9JBHDpzDy3z/HCukilptLsdcg3mrxPxDgpFWeqRb/v9FIY0n/8kIrzei004R3X0EsSVkFHsT5ug5tOpnPVOofZPK/WwuhEiderYawWPZ9P45xmi5rvMV8oBOzGMgTd13Ou2e7ycT+KTifzajV8FYFWVZWXa4MGhZ+LRL7Cg8g1sXy44ONgDAm9RKE8vmHpXtgz1jb1OJnneWCUxJn1OjZz04l0vd0lk62zaHdo/r4y5u8+8HrJX9Qct/o9rHrd1CcoCoKmDmdH7bNeTvBmbraxNPq5cC/ouWqWGi4H+BiL88wb0NSb1cLjgJd8c7bmsWKrScBhQYshLzocyLJ41Yw3DqVWi3te7Qj695HIiD2qMINLz3m5zE/xKOgElsJump0upbHzbhQ+y/RSES0IFy5pfRF0JgnFIPP0XgiTYXo2qNPtEfLdzNLodNMbdodxligQ8ttRFIn5iItK/XovUmQJv9vKvQUfz++FefkgwvP7Ye4t+Ah4bNgsRpL5Co+XAldR3Um47VGvBbvZgNVsoNHpYjbpeb4WwjJGUeBX/PnhF9esdImtUgpLzcFbb4h8b2PiazfLGe6ZdXTV0YXeJNlveBR9rpzxwvqWWvunma5DEWTaaodEc9CEJCIRMKwiCzqyrTOa/fGn1Go3T9j0kGj9Mg0v0B/jBARw0syyag/Q7eVItO4uawIgCRbavTwh/VuyLYVyq8CXfAWY7gLk13n5OBRx2Kuk0EuSZkTvEkflAkflAs9dQazYeFc6A9oX/8bjrX8OsWniuNPGqQsxb3JiUlTq3Ry5dnqsFz1AR+0S0RtGGpcWTWF+SpVG9B17aETOOm02sim+8y1cNTF1xzBIm2xgweRGRiFZq3JWKpIqDe6TTpTI15sYRIUFm4PTcnHi976ERaM7/6dUlJfzQTamCGg/cftYPxtP7mYt5+j2+zRaHSRJ5uMEzc5LXHa7qkDQbR2pKy1WG3yqxgh77DjMBix6HT/tTFdrmIbLbvNLEtqe4rpzmi6wFnGzn7pJXKwGHdupyWUgnw5ivFwN8nlI5P5hyDc2HXwb5WYLpSwSslivmmMuUWo2R1bkVYdrxDRhu5Dh+0CEdxMaoO47PexktKNUPVR+KkT5zfwc787uto68XAjxPnH9ntat5r0vySSPfF5OysWJDUYhm5WP6bsdQDYyKd7ORXh/fj0Wn/h8HJfyVGdsZjJrkJq3cxF+0vC0v/3dxuGe200iXyEjVBGqKgshJ1ZFP7bxbxj9zuyRKkkUWAl7MBsUoqkCx7EcEa+dzWwVs06hVG2ik0Ue3gsgIXB4lh2bqv92mCDgtZG88KqPpYszXwcMiHC91eGHV0tU6k2erAWpNdqUKg3y5TqpfJXUmAjtswdh1vdjxLNlbBYDj5YCHMaylMZEho06hdKYxuSg24bfbWXzNMnH/Sh6RUbt9un0+siSyINFHwadzNGFW9QvAn+6rvk/GX6xRBSg2m3xrxItXru/R5a3aKvaA7/Rb+PQrZFtbd74uYhMtjUqCbReOeG59TfU27+feg3yBRG9RJ8eyeZAqF1AxG9YQREN5FrnNHqj6Wl1KKo5Z3rIeX2yDFRfXMMkzZGo72m/QBVRJA+y5EEQLPRUhY7ao9GrU+0WaPWrQB6rUkTET649XtvvNqSek/5Qh36p3eS1b56fJtgLAsxbHBymi+glBb1OptWfvMALqERrRRL1Mq/DYc6bMQrt6xSOXQmwYHZhVqDRzZNtJ0eI6XHtlEe2FbYuHJfCRj9fs01a/VGS0hlzPT0VfkxF+c63wLfiObnm4BpMksKS2Yte0JGp1zmpFMhVtMnhmt3Dt0yGBl0EHcxb7VOtEEVB0BTSVoHtaoZln5OjMdIyb0NhPhxNJhezrnOv5oJsnqQIOKw3NDfHIV+5Hkv7iRw6WdIkhbFsiVani+K24bGbEEURvSKjUyQUSUKWRCRJGBBMYVCrrKoqfVWl1+/T6/Vpd3t0un1anQ7JXJnXa2G+niWnktBLWHSjhORexMv7GYjZ/lmGObed82IJgyKzU7ibNEyu1iAgW/AYTWSHRNlb3R4mg0L9whxBEIAxDSCb+RR+k+XKiek2bMr4Jq5L/D5/zg8Lc2Odg27ju6XwIPo3hKZGOcJWOsOq20W6URvrPe+xGolm7m4J+iWTZM5u47xU5rtwmA+JGP071MmflAoMm798H9EmoQDF5nTicklCaxf6tD/Mh/l40XizFHJi1V0Q0jGXGJtSHypLImsRD3pF4iSRZ/9WCYtJ0dHp9ghHvJSqSdrdPt8uPNQHpDR4QUozN0hpr9fH47KQzJSJBBycTyGiOkViPuTCYjbQbHc4Txc5z5Vwuy1IgsC3GxqjkyPJjaH663K1yaedKDpF4uW9MPFsecQ4Q68RNV2NeNDpZLZOksQL1/tqq9PlfsTL3tnAperSylMSBe4teDHpdZwl8+QnZEV+xR8fv2gieomPuTgefZjnLsj3tH3hi53RtKrPsEqyqZ0G/1I54pn1NzSmkFFJGJ/SUOmTal7WcQr49EvoJTP5VvTKWSndOsKli1Dtlsi1pkdVzloCHqmDXl5AFJ2Aka4q0u63qfcqVHt5et0O0ySdJKHNbnWPHzyrvM/Fp7rAhPUBPmlIs2TakyOpVkVPvylQbXeo0uGtJ8y74mSZpEdOP1sXdqPZsoyoE2/ocZY6db4Wrzdwq+xn0eLCIgs0+wUyrQQIKtVuDr0oY1dsHBZUqlruR0B7jJPTJd6no7xxz6GoOgS9nqNSnvXqbDWN5qHIZr7dQNALzFntnE8gow+cXrbj2uSm0e2S1zXwWE1kKzcPEU98Pj7NErmcoV7o+/kInw4HLibRXInHET9b5+MjsTpZJJ67HgulepMXC0G+jkm7L/gcfNyPsRJykyvVSRdnq2+7DVkSebYcRAAeRnz0VZW9WGaqF/n2aQqHxXBVvjBLNPQSjXYXbwcMisyTsJ8fZ5FmuoVkqcq8y05H37tB1hx6wxURfRMI8y6tvSbUuh1W7G5NIjouLa+FH3PnfL8Q4fNZYmLH85uF0AgJBWiMiUQe5PLM2+3oJYl0/eY4fez3sZ6Z3VN9GM1eF7tZz6J9nvfJu5FQgHS9xj2Pm4Nsfmwk9BLJaoXxjoWwdouEAnzLZrAa9VQaLY4vmpQWg07sOj0btwhp2GEjHR0NTugVmbWIB0kUOIpl2TnRnnfPV0JXckkGjdT6gJQO7rNOkXh0P4iowsFplmarw+ZBgnDAgcdlGSGiDquRsN+OopMp1pqcJQvsxW6uSaIgcBrPU6w0xup63obNYuBAQ1i+3enxeTeGKMCT5SC1Zuuq2Uh/0VwoCgKPlvzU2x32x6yPAGYNJY1eX2XvLHP1OatzHqwmPdFUkcwYcfw/CS675v+J4S+CiAJkWzX+VQJ+6/2ejrg+kobfrKR5ZjXT6g8PuskP/GvliCeW39Lq/OPY18iihEZmVwMq6aHoq1e3iEG2UGjHsSsOLLKbs/ogYitjQSd5EAUbfYx0VJlGT6XSbbFdM+DWdVB7vwPhriLV1xAYnAh3Kgc8d86xX65Q6Y6vOe20LVyJEw7hrFbgqSfERnaUmImCwKLBzcZQ88dBtjg1KqoMNYScVAr8dfgee2MODACVboON4jUZMMteFs1uzKLEM5vC+2yB/AQ9z+YUaagVk4/DeA2HoU+qV6F7h8LvaOUmUc+16ggGiFhsRKvaz08rLT+MTL3OitOFodmieSH4HLZZiaaLM8mnTJIJEoDv5sN8PLi5QU8jr2GXnZP4zShtfYIczKV4/mE8h9duZt7n4OyO6cF5nwNBEPi0H+PVvfAV6TXpFR4sTialnV6fZz43704G42bWaOglzrIl3qyGOZlBQ3LsZ+RLrHpddPr9q0YlizJ49k69kZ3iZGL8NZfktT/Mx1sanJPS8lp4l4vyei7EZixD57LMZoh7PQ/7+aCh8wnQ7veRBEFz3J2VSgQsFsJWK7GLeSAKUJ5RLs6kyISsNpxGI4IAtW6bRK3C12KS70Jhero+Rp2EU2/EqugxygqKKA1UN/oqrW6XeqdDqdWk2GxeNe45zUa+N0wmoQCtXo+A1UK6MrrurbndJG+RUBjUyP8QifBx//qzTy4JacCJTX8dIQ1aLaQZjB+TQWE17EHtqxxEM2xOqZu2mfScxq4PG8Upaed2p8fG8RApXRiQUkkUKdeahP2OQc0pkCpUSOYq5E8mf+bKnOdK4P7gLMNcwKkpiD+MpYibz2OkmmDAwb4dDr77vXkPkiSh6CRe3g8Ty5bZOJl+gClUJmf5+qp6Q+B+KezC75pNhvCPgl9T8798/GMmTsR0j1VHhVL3OvLWVXtYlTVarXUADJKVVFPb63wY36qHPLL8lk7nR9BwyZkUEZ2ETPsE2mASnVS7AVJNlVznBYV2hUa/xcCoYDSq8dy+xMfiCcvmt3jkHbrqdPcPLfTUOjBorDqqnRM0ubB17MQ05InmDRHeJ8ZHw+Qxo+g79xw/3bLIyzXqvPVEeFc80XyP22Bis3BzsfmQTLPocZDvFsdewzBq3RYn1RwrlgjlFrh1Tlo9yLW0yWitO37BfWGdZyM+6GzPNOqsOd1AcSJpv0TEbOe8NEpUss06XgOELTZit8jouLT8bRwW87xYCLJ5kMSk6FC6IpUZParHkUpJEHgRDvJRwyVmJ5Zhyecc6zbjMBm5ttEZYC+eYc5jJ5a9OaaWAi6Oh2wAM6UaRp3Mk8XAVQRnEiRRGESDjhJ0L+pSu0N2oPVWZ4SU9tQ+e7HsjdT9ebqIyKBucFo01G4yEHLYMOsVOt0eqXKNjdMUdUOPiM2K12JGp8i0el1y9TqxcnkmT62DTJ6HQQ971RztXg+jPGg2WXY5R2pDNd9fyuEyGG80/djk6Wn52/iYj/M05Oc4WRxEOS/2wgd+D5uFzMQDjkGWx3b8J6tVXEYjS3Ynx6UCryIh3qVuEkBZFIhY7bhMRnSSRKPXId2okaxVOKjkNMvXE7UyK24nJ/kisdr0GndBGjxDh96AohNptXookkhnive5x2IaIaLjSOglvmST2E2Gkaalk+xgfiwEHDj0BuSeyIuVEJ1uj/3zNBsHs+tjLwfcfNm/fv1ZsjC2FOY22p3eFaF7vhbC6jSyvxXlPHe3Uonhettmu0uz3cFuMYyt9QSoj2nI00I0XeL+oh/FIJEp1kgVpvcxAJwmC1jNeiq12Zp5HWYjmdxsn/0r/jD4xXXNz4JovcjfJ1Rs4neIQ/adqdb1Md+jW0SdLZTJVvUQSX6raQX6c4ioLOjw6p/S4w3/kLfxU1bPSdVAvJm9IKHakASBRHOwiB/VYuzWwxik+3f++wCd/k0ClG7lEcQyD2z+kddWGpMjdN+KceasN5UJXrnDIyT0EvuZPIYxWp+rdvdIxLHR66LrztY9rxdkntlX6PZlPuRPUIGvhSj1TodXrkVNh6BatzXyUwGBN5ZlPpynbjRj7Rdy+CQ71hk2+5BpvFpDplmnI3QImW+exAfaj7NFjNbTCV6vhblnd8/kFnQJLUkngyLzyOdj/Wj8Zmg3j1cNGOe85HeOdgU7LKMyPI12l83TJK/XJktvhdw2Fv0uPu3HrkgoDNxWtHBJSjePUyiCyPPFIE8WAuhkiXSpxuOIn3sR741OebfFyOOwnzdLYZ5GAnitZkr1JtvxNB+OY3w5T5IsVWh1ulgUhXipwpdYkvcnUb6eJ4nlyuhViVWbkzeBEG9DEZ54fXjGyA9tJ7I8dviQBAFFlHjg8vBxRseyUrt5owtfFISpupzjsFFIEfJasOkHY3vR5eC8XqI9oRkRQD/uJHqBfKNBtlrjud9PvlPnmd/P20iEV+EgC247ggIn9QKfsnF+TJ3zJZskUatMzFcZJIWtQpo5p02z3vc2VAGK7SYnlSL1Xpd36RhWq57vFsJY9OPfb9TdXKemkVCARqfLSni8ostptsiXWBIUgb3zNFsnyamEeBgrIQ9fb5HWTq/PfEBbKWQcnq4G+XacZGMvztO16YYLw7hMyw8jk6/ic1mQxmge262Gmaw2LUYdLx+EESSRT3tRjhIDk4ynqyE89umqNH1VZSEwqpV6G4IAr+5F+LId+/MKQqrqH+bfnzH+IokoDKI+f5tMUG48xSIOyNVuNYVJGgzQ+kWN5qzYqR2hyt8h3AoiT3PiGYZbt4xJ+p7N8jz/UarMl2IGv36FjWKcjWKciP7BxPevmCNUu9en81KnzE/FFor02zt9F4Bmrzzy8KvdOtn2OW9c12RgybAwNUWoAuEhse9lq4utxPgFJ99s8Mw2Kh8jCnBS1d5Ev+RSrBiXNX8HICPx1L6ELJr4kD+hchHlvBRvr/fafMydMm/2sGS+SWpVQcUy1NxhEnU80s3x4xhbx4NCfiYyWtOwpxtGulmjJ/UIDpFRqzRZIkoRRR44PfwQmOO5K8BeJkel3eS7pQiLbsfE916ic4tY2I0G5q32iTWgAN/OUnjGiNOX69pEcC+RRadcH9ZkSeQwoS2zowIfD6K8WAmik28e8AQBXq2GyZVqmu+fpc7rmpQm0QkiLxaDuE0m+oLKm6UIj8N+XGYjuWqDzViKD8cxNqJJMhqp2Us4jWNcaro9jnIFPp3HeX8aZSueJl9q4JQMPHZ5eRsK810oxJrbjUmR+Xqe4pUnhCKINNXunSofP2XivPAOiMR9p4dc4+c3YuyVc9ideow6hbLaojKBcF3CMIWI2g0GHvl92I0GvGYze6UsP6XO+ZSOc1ou0tE4GE39mxduZbvFLAG7GZtu9iiwfLEmZBp1fkxG6Sh93iyENV23hu1w19yuqST0EuvpJC6NA9cldLLEh4NzXD4Lbrt57Ou0rqfT7mryCptlNnk5GJDQreMkvV6fTr/P1nGKJyuzm8WszHkoVkbH2f5ZdiypXQy7J5YFWUx6Xj6I0Bfg016MaqOFLItXc/vrYYJqs8ur+xF0U7RFJWlyw5QsiTxbCo21O/0Vf1z8xRLRS+xXsrzPmHBJL1EBo7yIQwmRb99dNma/dkxXeoXI9QlanHILLbIHl+47Uq0n/MfpHr/Lpaj1OhfvlTitXE/Mr4UyZml8FE2voWvXU/v8VIjSUP8aURi/8N2GSh+XbnTh6qo9Dmr7/MYTQUQgPWMPyWYxgVWnw6EzUK/1aE5JEe1nCiNR0SeuAOkJFpp72TpG8eaGIyLyxLaIRbbxMX92o7seRg+Cx9UsJ9UcL52LWKTrz7okokGDHWfXyZf0ZFI2jYwaZYXdGbqpU40qqtQnYLZopuXtej3PvQF+8Ed4YPMgdUT2UjnenUXZSKYGnb2iwLvzKMelIiG37YKUjo+ODEdf/DYLdknHYXK6q0q332fBNxppEID4mLReudHi4fx1lP3+nG+qjMr6UYJ5v+MqcupzWFiLePl0EBvbhFRptLDeQTew1upwEM+RKVaoVdskCxU2YynytbuROKtyN63CUrPJdirD+9MYH0/jA+H9epew0YLYBK9owqsz88IV5J7NQ8BoQZnhsHteLWLV6WfqlldEiaDZwn2Xh1f+IG9DYb4PRXgVCPDA46Yldmnq28y5bbwIBq7KBcZhnMj/otPJ67kQNdoUOg3+9vyEZqeLUzHyzHM3hzyt73CJg1IOl9WAyzAbEbtNhuqdDj8lo6Q6VZ7PB1l2X4/xxoWE04CEVmcioTCoL10Mjo/KBe1W+v1BdLSnh3n/bNHMFyshzsd02jdnFKR/thYakNDL+6AOuui3T9M8npGMaslgXWJ9J8bz+6MOYOPS8jaLgZcPIvQYCNPXhkqM/C7bjbKQRrvDx70YdpuZJ8vjo7jxCVbBRr3CWsjDxt7spRB/PPyBoqF/5hHRv7gaUS00ex3+VSLDM+cbks00S2Y3xc7PG4RH9VMWjc8wqN/oqc0rDcNhKIIBh+4esYbC32ezqGh3WAd0D/ld6fo6yp0GijoPfBt5rUHUcd44G3td25VT/PqHLBmztPvjXzcMt05Htq1NCrYr+7x1vSZWFHG7rfTp01P7dPt9Wv0urV6XRq9Nvduh3m3T6HX43hOmWOqyVZxOwPLNBm+94Zu1olP0o7PNOvecyxy2t0EVeGifJ9us8akw/lChlYbuo/Ipf4pLZ+aZ1cfX4jkmWeGhJchZpkapVZx6/TAgo6sOF8ilkZrRe3YP66nJZPYSyUaFoNHKG1+YWLbCa9/AKjVdqXJeKrExRhrqEg6zES7qz2KlMrGLutSQy0rEbidbqXGcva7fvCw1WHA5aNTaxCqzd6zvxNKYdAr1oWhvwGElmR1fY1VtX9+b2Xyp4CCeYzHg4sGcj69H8Zm66j02C5XGbGlps0GH32lhJ5rF5Rmk3r9fjPAxGpsYtbkNwxSSNgt0ksScw85BOke+26Ait0nUb95Ph96Iw2DEqtNhkGUkUQRBpd3v0ex3qbSbrDkcJMtVFm0OrHo9ellGEgYNIM1+h2q7TaHdoNhsEG91iLfGb9Z+k4X13KDOVm+QeObwIfcl9rN5Ku2bY32YiEqCwJOAn6baZTuf4agGsihejbl2u0eiViVRq/LCHxyYR4yRoJoE+ZZo/kmlwJzFjiSKZOqTm1XG1bP2VJVPF01Zj0JeFFWiUKvfmYRe4lMqgddq1oyoO01GYhQByFbq1HRtHi762R7TIQ/gtZvZOR6v1jFNggng+b0QGwfXCgmiIFzpCvd6fXZP0zxa9rN1NP46JFHgJDZ5nm0eJFiZ83B4PtgL7FbjSFreYTWyFHazfZri0552ZNJhNWiWHaULVdKFKvfnfTSa7ZHvni5UCbqtJG/VfjqtJuxGPbsT7uOv+OPjnwQRlQWJgMFBt6vjsLiCScghi3YkoYsgtEGt01fr9NUy3X4ZhMmpopPGOXOGR5iFHcQrv0QBt26FWs/F50KeRn9yzZ5JsrKu4QSyXojxV777xFo3ZahWLCGOa2O0Qy+QamUpdnS8cryh1f0w8bUAdmV8fWtAH+bvUmcYO07OKpMLuUVBwiTrUDoK7raeH5wGYq0K5/XJ92Avk8doUGj0OviNlpEmJS18Tqf467n7ZDolvhSmp1UmiVLn2zXy7RqP7CEcXQ+/O41T7dxtszkoapNRRZhtatkVA6tmD2JXQt+RCBgsfI7eTehbHJOGipcrxMuDZzcgpTaylTqFWoMHfg+JTJnqjA1Ol6g227xeDvPp8LpswWszTySi+/Ec8147pWqTnfPxG0DAZcXvHGiWpotVMuUa5UqD5aB7piYmq3G29OwlCT28aJjyWs1kyjU+HESZ9ziQ9SIHmdkIrTwztR6FIoq8CAc5zuZ5fxpjzedmu5jlZTg4QkRLrdZYTc5LRAxOFuwODspZvk6Sb5rhkstDf6vV77GeH4xJWRF55PFiEnQc5QvkGw1kScSm13Pf5+GkUuRz7ub4fR24ln7aymSYcw3ky9ZTSYySzNtAhI+p+J3UKLRqks+rJUJmKwHRTLI6vpyiMEPpwlYugwD8i7lF+qU+0SnruRY6/T6RoEOTiN52n2q0u2yl07y8H2Z9V7skyO+wspkfPw/K9SZhr414RvuA8eJemC8HN+shRVGg17v+QbfXZ/88y8MlP9vH2mR0JeJh/3RyuVa31ydbqOFxmMkWayyEXaxfdMs7bUYWQi62jscT0EvolMnr6O55BkkUeHkvwkE0c8PhKeCx3SCiIY+Nflvl7Ja6x58VVOBnlKr80vEXRUTNkh6f3oFFNiIg0eh2yLbqpBpl9ptloMwzZ5D/RzTPDz4DZ43hBVMA7Ag4MElGLLIRo6TDIMnoRRFFAFnsIdJBoEWmU6On/IBOlXHogmyV63wqVoHZomBGYYlqV3sSbhaqhCwW6kOuTP0Z7Txb/Ta/z6d5Yf/niP1/BGE8EbPI2juSRbZxXBJo9jo8cJqmEtG+CkZJ4eN+ilW7i+1YZlA3arYScdtRZZXTZpFU8+aCXBiKii7ZnKQzo39HL8osW91YRQOlWpuDXIG4WcRptWOUijR6k+swG73JRGve5KZSk+nUOjQqXcIWO16zGYNOpqP2yLfrRKuliXVsWmT0bIyDkoTIPasHh2giV21wlC3wOTMYM16TiWy1zrOAn1S1Rqo6W6So0p1OJodJ6V9H5tG1BFS7ymErd+eszXmuhChcy92NS80Ow+uw4LVb+HzRkS8JAvN+Jw6rkU63RzRbIlGokBjqjH29GubTboxitcnrtWuh8HFQZrgOs0FHwGnlYKgUwTTUkHKWLSIKAt8th9lIpmhOkKCCn5fxkkWRl+Egp/kiH4YkoywmPVRgPZZgLeBif0YfdoCX/iA/xs554vOTqTR4G5hnq5CkcseD1SVyDW0i11X7fCsOxqsoCDyLBPAoJg4rOX5Kja5nfrOFr+mb5Clktl7p6DZ6XX6KxVi0OzDqZLbzs2m5jkO8VsFvtBCx2ohWRgmZiECmMTliCvDQ7aXT67GTzZLN1HGYDTxzBTlK58jdoXzjczKO324hdct3vtMZLTHpqfDhLM53DyKs70ZvjK3HiwE2D6cfxrxOqyYRfXE/zJf90aYcURBGWnY73R6H0Sz3F33snoweHE0zlsCUqg0WQwP7z3qrjdthYs7vZPMkyee92Zrxpulbw6DU4tN+DJtJz8t7Eb7sx+irKp2hMp6VsJtstjpzJ/2v+OPil0dEVQGP3oJLZ8Mg6VD7AuVOm3SzQrZeJ1ufvHjrlR6tdpcf0w1+41/ktH5y8+NRqfXq1HrTF6tF0yrxqol6p43PqMOvq5DvROlMIY0eJcyH7PiJWOzUWRIWqV+k6O2yhfP63Wpa10snzJteE9Qd0elrL+4maXSSy8h0236yrcF7dqsxbDoT5SlpqXnJzedOio1smh8WIrw/jZGp1cnUru/jot1B0GmlLfY4quUpdJrspnNYTDoOKwNioEU8N/M3T7DJeoWvuRohi5uHPoXtyvh7M24jNst6Voxhfh9N0lMbfG+2oAKJaoXELetFSRCYtzrwmEzoFIl2v0e2VSdWLdO7EOkZJqNuo4njwnUEJWiwMmdw0mn1OcwV2C0WuC11BAN90KDFwtdUCqMs830kzMfYdLOB2IxalhLwnS/Mx50oS4KVVKWC32Rgbs5NtddhP5m90Yk+DulSlecLQb6eDA5yjdb02rTDVI5HYT+v1sJUm23O0kWOUvmx5zZJFK5q4fqqyse9GC9WQmyeju8w7k3p7jbpFfwuKwe3mp3UW6n4vqry8TCG327B5TGxmRgfxdUiFOMgCQIvw0GixfINAgpg1unYyA6Ihgro+7On/FccLrYzGUDgWzrNI7+Xd/EoToOR730+PqTvJvxukmVK7ekb9hOPn2i1hGQUaY65936LmVTtJgnbTmUxSDLNoWzFSakIqLwJhjko5Si2JtcRT/o2qUYVt8HEgt3OaelmJNNrMpEqj1/bI1YbHoOJL6nBs1h2OMkycFn6MR4dHCIWQxQqDU5y0yNrHVUl6LWNENHCBGef96cxnq8FODjO0up0MehkMrlZyxdG78zL++GxxE/U6DsAaHd7nCTy3F/wsXt6Pf4lUeAkOvsB6SSe54cn83RElaNknuyUw+Rt1O6QsSnXW3zajzHnc2DWKxwn84giPFwIcHiSoX2HufonxZ95PecfAr8oImqWDAg9E+eVJudjvGcnwa03cVQbkJZWv8c/pur81r/Eaf14yjtvQhFk3MpD/j/naSDPU8ccf38RDZAFB8tWNz6DDlGqUuhEaas3r7XYstJn8qn6cz7Gb31rxFv7LJi9HIzpJp+Es3qCfNvDM5uPZndz5Pc6cZRAeJQHvM9eRzYavQ4v/G7+/nx8uvi+3cvnvWtG8SEVY9Xj4uBW4028VCFeGpA8AbjncuMxmHHYFPJCHXffpkk8h2GUZTIX0Zp4tU68Cm+Cy9SlHKnWaPqs0hkdJ8/sC+ykq/wuex1hGLcgw+BUHi2XiZZvEj5FlFiwOXAajSiyRLPXwaHzYzRI2GxmDCjEi1ViyTKpKU5XlwjZrCSrVRrdLu9iMZacThRBZC83vpmo2GriN5nI18ePKYfBwLxi5dPFRnCeL/J8LcTn4zj50uB5W006lub9dCWV/WTuhhXfbVSa10Rlkr5fwGkl7LJxHMvT6fbYiWZm2lweLwTYuOXUsn4YZzXsJluqU9SIStUa4z/XpFcIuG2aHffj3pcqVUmVqrxaCnGQy1FujpKzRmu6x7kIvIgESZWqfDzXrk1/EPTw05Bk03Y6w7OIn6/5yRkWj9FEudm6QQQvNVULzQbv4w0W7S7MeplvUz7rEl6DhbP2+FS0RdHxwOnlQ2pwvctmbamiF/4A66nRKF6l3eJNJMT71G1SIvAhEcem0/OdP8KHVHQs4exNSV/mmnV6+j7LTidHhev1xKk3kWKUiNr1eu67PHxOxK9qrAFMt2qAu/0+Hy4sjR+GPeiR2YynJuqsfk4lCDutxC/miSyJJPOTD49fzlOshl0Us3WWA24+787W3X27lvrlgzCfx6T64VpVRAutdpfTZJ61eS/7F65EK3Me9k/GR60FYD7oxGU30e70OEsWaHZ7HMRzrIU9KIrEYSxLdcJcHUamdPf64ct60ZdrYSyKzE9fTn5Z2e5/gkT0F9U1X250uG8IY5R+XoPAPbv7hlVku9/jH5JVFk3jZYFuw67Y6HdX+ZuhKMlpLYtTN5C16ap99soZfpeO8XeJEts5O/32Q7zSC/zKGnP6x+xXZks/7RQbGEUT9e7PF9utdmv8Pl9FEv8Zqnpz0ZGEm4vBguHRDRJ6iWgrcyV5chuiINAr3hxGXVWlorYx68Y/JxU4yRf5cByjnOuSybTYTuem6ukFbdaRzelDIstRQuSZdRWdeH22MojKDQenOZObeXmO351myN6uE/sZM6HT73FSLPI5keDdeZRyqYUhK2NI6NBXZN6fxYmVZ4tWXl3Grea340KBg0Ke7yLhiXqJfvt4Z5AVhxNLU2Ynej3uZEnky16cF8vXMlq1eptvO3F2NhNIlR7PA35eLYSwm0a7kY9SedZCHuwmA7lbTiaSKPJ0McCjsI90tsLn3RjFaoNCpY7fbsGm8Xm3Uatrb1QHsRyKLDLvdYz8Ljsm0mXSKwQ92iQUpks/rR/HkXsCLyKjXbrlCZqvAvAyHCRst/H5PHFVGqGFXHuUWFerHaQJBZ16aeAqdDvVvJfL8dx73f18Uiqwmc7wwhkiYh6vynEJu37883ni9mOWdVckFBiqk7+GSVGIa6TGL1Gsj79v5XaL9/EYqzYPy3btzvNOf3p0q9hqkmlXWXNdE2XzLWKpiBJvgxHUHryPxejeio7rpPGxmu1slvVsEp/bwpuFMEZFe73rqioe97U0VMBuvVGXOQ7JUpUH9/0oOokna0Hm/A7kKbJF8WwZ+4WM06spJBQmH8Bh0Il/ni6yMucBwHRLc1UUBZbCLl4+iPBw2Y/JqOM0UeDzTozNwyQOq5EvezHCPjvbxym+7sVpt3o8WvDzfDWEZUKa32LUUZwgjj8MRRZZCrp4uRbi+UqQkNvK+n6UaqXJnH+6puiv+NPiFxURBfjxJMWc3UnIpXJYvVs9Ua47+vqO2ufvkxX+OrDCSf1Q413XCBsifMlJZJo3I3blToOn9giF9uhG2FX77Fey7F/sQfdMCxRLJiyyDotOwaIoGGQZnSyik0RkAQQRBFR69PDJYRq9IxTBQEe9exQYBuUG74tn3LP8FruwQe/CVk6lwSUDixiW+H1aO2qXbVV4FVjknYa70mtnhI/bo6nLeLXC60CI9bPpkcB0pUa/p2LWKVfSVuPgMBpAI2vY7PX4m6M0C3Y/S65BSYFVMVJp1zBJOtZMEX4fTdFVtaOG/Ts0SgxDROC53Q8VlZ2DDCnKvFmK8O0kydOgl4apx0Fl9mh2WqODuK+qvI/F8JhMrLrdrCdG76nJoL0JvvYH2TvO0LpV66iTJbrdPrvHaU17zXa7x/b+IJoligKPFzwYLXpO80Uy5QFx0ykyIYeVcnkwLn0OC/NuB8fxHJsHo5EwvSKzfZYm4rUjSwJ5DR1CgJWgm6Po+AhwpljDqFdGnJiK1QYmk0J9KEpp1CuE3Db24xMiytUGNrue8hhRfBhYKBaPEjyd85OqV6/cdgq1BoJhIJh+CUGF5+EAhXqD9Rkaz5bcTvY1ROhPi0VezYd4P6aM57HHz6ek9ueXGgOThmG68yWTRBFF3vrn2CqmxpatGDTIl0mWeez28z45W2r1qdev6U1/iYN8nlWvi4MJ4vv7hRyiAN8HI2zl0zcaCcfJeN1GpdOir5Z44PGwk83e6LZ/6Q+SrlZ5Fxt/nbPoRMcqFWKVClaDjjeRMOfZIqlbDUqfkwkW3HaiuRIus5Ek4yPOy0EXVouBrViabL2B0FI5ieZpd3tIkkDAY8dlNaKXZTrdPuVqg2S2fJV6DvscrERkPs0QRdU6RNxGs9UhnimxOufhPFFgZc6NzWyk0WpzGi9wHMuj5QIIYDToBj0Euusx1en2rhqhFFni0YIfRZY4iGVvZEs8TgtlDSc3QYCQ247HbkIUBYqVBtF0kRONOV4sNcgVqjxY9LGjUe/65wf1V6/5XwrOS1WUisD3y0t8Kp3MVP/00O4j2TrV/F1X7fN3yRL/IrDKcV3b9nPJ9ID/OFai09cmShulKM+dc1M7uVP1Gn0Vyp025SmNBE8cQb6Uiiz4baQ7LeyKD7fejF3RY5AEJKFDjzqNXolat4A6pdt/r3qOW7fIPXOVVu+InloFbLhkD9/yjYm1iC1xlGRbFT1HZ+OjHh9Tcd7Mhfg8Ia1vUhTOCgX6KryYD/KuOvn+KVMiAqelCqcl+CG8gk7fxi272UvX+Pvc5EL/7owuW5cwSwrPrQGSiTI7Y2oI9xNZBAF+sxRmr10gp3FQuY2zYgmrXk9Fo0N6UANd50nAT65WJzHURNa9ZSh5WQ/6aUxtmHRxH1vtLr1WH5P+JoEbRr+vsn98fYhbC7twuMykqlXmnXaeLARQu312ztJks+NTacqFSH00UyLgsuJzWDRlmSZF0i/RaHXYOknxeu2mr7fXbuH0YvMy6hXCbhv7YyKhw/A7rBOJ6CU2z1OYdApv5sN8OovR6fWxGw0DPVfgWchPtdkeOOfMCJfNiEa2GIDzXBmDJI3UYP4QmuPHCQTqpFjkdTg04kPf6fd5l4jh0Bv43ufnQzo6sn7eJicPXV6KzeZYEqreev+K08n7CST0Ek7ddN3jvgrv4jE8RhP3fB4+pQffpzlBDeM2at02p7U8T3w+en2VNacbCUHzQHcbd9FEqLTb/BSPIQkCzxeC1Ott9jODsdcHnA4T0VwJvTjaVGdQZB4s+ijUGxyk85CFx3N+Ns9SzNvsPFjy8XU/Qa+vEs+VR3QyRUHA57PhspnwOqz87Yf9ma55WkT0Eo1WB5fNRCxZJD+hxnYYD5cDbF342+dL2odOTVKqSOxHM1gvnNzcNhNBtxW9LFNttIhlSsQzReKZ4tRrqDfbNFpdDk7SPF8L3bBF/RV/PvhFElGATl/lHw5SPA5EKMkFMmN8xC9hN4gkJ7ykp6r8bbLIvxFY46h+PYllQcarPOD/fT49+npWz+JQjBQ72pPOICkXNZJTJr8K33sWeJcadP/d6wSBDKVOnVJHaxEQkAUvHr0Fp86ERZbRSX0QWnT6VWrdPC118L5cu8j7jswb51vavS30oo98w0qlM7nw/qia5qErzHb++uT7yBTk/ZSIz1Y+Tdhuu1F3NYwFl4Pt5ODerp8l+GElwo8TyHxHnY0w7marvDKG6dS7GMQuTKnJbc/4uWGjjUXJzs5Zms9jnJeGo6uqCp+P4ph1Cr9divChFKc9oWBJFWDR4WBjggbpt1QKgyzzfSTCx1iMnqpSGErtOgwG5obqQbUwTOgT2TJPVoN8PZ2tjvU0luf0Qkdw0WBj52hyjdwl5CHrv2S+gtduJuS23dhUfQ4LmzNINcFlE1OU5yshti6amGwXEk5GvULYMzkSOgzrBIHu26i3O3w6iLEacNOkS98gEnHYaHa6bMRmq8O8hEGW2ZzQKZ6p1fhuIcyPmeuGvJe+QYf8tHUkUaqiiKKm4kOx1eR9PMaCzYnVoLAxVD96WR5jkGSeeQO8T4yv1YSBqcYlREFAQGSW/MK3VGpw6JqhMSrbqJNt1Hni9VNsN8ZqgQ7DJCu4DEasOj1GaZB5sgg61hNxZnbU/BnBqZ6qXkWq1wIubIqeb7EUn5MJVrwOukNNM3NeO26nhd14hk8n1yRJFkUK1cGctpr1rB8neH1vfNNRX1VJFiokCxWMOpmnq0G2j1JTmw+FGan2q/sR3n87I+ixkchOLzeSJZH8UFT4PJnHbNRNrOMeJqU6RcJjM7McdHIcz5MvTXdO00L1oku+11P5uhPj5aO5mett/yRQQf2Z2blfMn5RNaJa2EzmKGdkntvnxr7Gqug5rk3vOu+pKv86WWDZdA8Am2yF3ir/v8RsJQClToMF6wQ3DYMDdcrEt8g6njrC/JiMXm3uH1NJPMrkOpeu2iPZLLFdTvA+f84/ZGL8QzrLu2yTzaKJZC1Cr/sAs/Ach/yEk6qHRv9f4BbucV6fTVfNabkeLvNmB5810q+3Ue92UQwiyhj/Yav+pvbj1mmGZfN4l5GSRvPRbTxx+NGlFZrlHh+P4qQPGrzqz/HMFEQYs7E0xkS6L/HU5uONEqR4XOPTfmxs9BDQXPxr7Q6fdmOEmxZeOSa7l4yrNRtGs9vlXSzKnMPOPbebs0oJSRCu6kF3o5PHrHhL6ujbQYJXK6NuKJPwbDHI+/VTXg3Vmd4FmVKNZqPDvM9x9bM5j+POjQVfDuPM+5w4zEZ0soRRrxDx2GcmocDEWsxxaLa7hExW7ttc7KeyI65Ys+BhyEd1iiLFdiKD86Juc8XhYjs76JCfhni1cmX9OQ6n5SLf0hmeOYPMWezAoJnovtODx2Di3RQSCjcldt4EQxxo6CNrodnt8cjlnf7CIXzLpElVazxwenji9vPGF+ZtYI7vAxFe+oI8dLsJWy0YdSJ1tUW0UWS7lGKzlKTcbfBjOorPbeZVJMgMWemZVCQmYb+Q52M6gd1u5M1SBKfTRLXe4tlKkJV5D6fFEp+OY9RuuQ49XwwRv2hoMlyktT8fx3i44B/5G7fR6/f5ejgQlDfpJ68l0yKioiDw4l6Yz9sD8uZ1jdqgauHJWvCGtnC/z0z+71fvXw7y08Yx1UqLl6vhn6XWq1OkkU759a1zXt4Lz1SS8Cv+ePjFRkSHUW61eXeQ4/uFRfZbceq3tCMfOXzs1YszfVZPVfkxXeGvfS95nysTm5GkXWKjOD5Fb1NMwPiGhQWzk3YHvmRvEryeqmLuBsmOqcOZBdVuk+qF/7pLZyFi9JOpKhzkapj6XsIWKwZFoNqrEWtmaaujqa+tcpSA2U2yVsPesRDtz6and1gs8HYuwoeT0dN8/dYm3Ox2ESoCRkW+stcbRqI+/jSuiCKvrRE+biYAAfWCz6rAt9ggfb7s9OH1GvnSit8gn7fHDIBBlHhhC1DINDjYne4WdYn2hPq1RLFColjhRdhHSd/muFoceU1pinTNME6KRQTgdSiE3a7j825spB5UC4oyejDYPEiyHHRxlJw+zmRJJHeRhv+yEeXJwwDfTqdEAzUYTaHaoNvrsRJ0E8+Xb0jF3AWH8RxehxmjbkBC9+KzPy+ARnN6hM1i0LHsdaFIItFMifjFv7DfThgLBreO7dzd/m6lNz0aWG23+c4fZl/MUWm1xkolaeG4UByRStLCRiaFLIj8EJjDpFP42/OTmaLccJ2l8BhNbGXu9vwS5bt1RbuNJladLk4qBc7bs63NBklm1e4m1ahSajcptZvEamXmfQ68spnPscF6oYVJc3lWmBUFl8VIX1ax6HVkklUOJ9TO200GdmPX91G4qGvtq3CSKxDy2IhPiEr2LlQTds7SLAZdlEoNilXttXpS17wkiTxe8vNl53rdnoW+2S2Gqy77YRh003V+YeD+dCl0f2/Rz/pejHvzXkq1BsnC7OPFatRTKo+O+/XtKI9WA+xHs3+ekk6/1oj+svHuNE3E5iDkVjkYamSq9ccvWCICIaMbh2yj3ZFIVJqcZqv8rqyg03l4avVTUcuc1GZvjDqrZ7ErppE0uqCOn4gvXRG2shlN8gXwMZXiXshBvluc+TpuY97kxSxaWc8nSFVT6PoWPAYrG7k0qSGPd0XUs2gN4DYaQOySbRdJtYv0VJV7bhs+xca33bs1ir2LR3kWDPBtqOFJAM7yo9/nvFji5UKQnyo3ybzXbCIzRkEgbLJhrRr4uJXkcrlsdUfv5XmhxHmhhEVv4GUkwglZ4u0Klc41IfDrTazq3Rye5fgSu5vLEUBjhrThTmzgCPLb5QjbzSyFIavVo0IeRZLozEA4HljceHpGoptFVKORB0EvX2ZoEJPEUSLa6faoV9vYjJMbdwCeLwZZ37rYoFQ4P84R8tomejyPk9ypNNp0MyXePpwnW6whiSKiICCKl4nDCxtCVaXXV+n3Vbq9Pp1ej263T7vTHRCGHihdoAtPQn4Mepm+qlJptkiVqhO/U06j7k0Eln0unGYjpVqT41Re0+Gp3GhRqjchD9+vhNit5qa6IAHMOezs5GcjrsVqgydOH38XP71T4WK2XudtJMxPyenpyK7aB1Gg3G3htBiYtzrQIZGp1zguFcaqyrQv1qw5m53PqbvNl/NSiUcBH1u5yQQ2bLESslpZzyb4KXXOqtMFMygAGSSZFZuLb/kUz1wB0kP6nWeVImcUWQ44sQtGvmg0YzZm9G+/hEmRmXcMLFa7ap9MtUasVGYnnWXZ4WQ/X8MlTHYAW/G7+HR0nabvDikE1Jpt7CYDFqNurATSsLbtSSKP32UlYNC24R0XGVRkiXtzXjb2bj7PTGF6inwx7GZdo4QgV5xeW3p/wce3w+u/eZmS3zvLoFdkXq9F+HwQnYmrmQw6Smhf79ZBkpU5D6nSn6HI/T9B+aa/KCIKEC1XSVYF3l40Mi1ZXcSa14uwW2fFp3ch9HXkal0O8hXi3Q5wnU763jvHT7EY95we/uEsRR+VFUeIOYeBs2aKfHvyZCx1Gjx1RPiSvznxqhqLmoTIK9ecpivJMDr9PvZ+iPyFP/GsEBG4b4tQaw/qNbnomH9hX+T3qXPmzKPpkk6/z34px/5QY6dD52TBakfoK9jrOixK9U52mKoAZ/USbpOR3IXeZcRh53xI+H0Yn08TfL8S5l3hekHzmc1kaqOL6WtnmIP9IulbHvGlCRIx1VabD4dxREHgTXiepq4NNhFrS2HrLM2n/t2El4cxKW0/jF5f5dNBDKtBx28WInwoxuioKu1+n/tO91jt0HtmF37VRCxeInqSJ8pgQymXGnS7fZ4s+sg2GySL46Pv0pimr3ShyqNlP5vnqbEpWYtBx9HpzWurNzo42gJGvTJWW3OSNJdOktjaSTAXdPL58O4NBSa9wpx10MFvEiS+akRnHSYDPqcFi0mHKAg0u11y1TqpYoVMsYreJGPRKyx4nPR7KiepPEeJydFhSRRuSDitH8axmwy8iYT4kJ78PXxOC8fJ4tjfK6LIc2+AWq3NfjxHvFxl2ezE5TDxOZuY2RJzO53FouimztcHbg/vU1FWHS5yzTq55vX6ZTXqWLS5MEkKpWaTw2L+6nm2ej2e+vx3JqGX0E+ww11xuLAZ9HzJJIg1rg85Zp0ytsHrEkZJZtnmYrMwILlGWbsO+Kg8MJhYDboxqQrfkkNBjNb4e2aQJeYdDuwGAz21T6ZaJ1Yus5MZPVyErVaqpSaVVpuQZXx6e8HrZP345n2s39LzjefLPJrzsX+aoafByG6T51S+gt1iYDHk4iR+czxr8VCDTmYx6GJLw8kpnilhNevHkreI38HXMbXpZ8kCVsuE9/ocRNPFG9/pPFlkec7NUSxHq9Pl026U5ZCbdq/LeWay7apBN5neHJ5nCfrsGGZojvwVf1j8xRFRgO5FI9OjQJgls56QaqDaUjkp1tlM19mcQOasip7d7GCT3StkeRuc413ujMNiicNiCUmA575FTMY++9X4DZ3KYWwUozxzzvF1KEWfqt9cOV06E16dbSoJvcSHZJqVoI1ib3qxuFHSsWaJcFqp8D59M9rgUiysX6T/Z2yapNhuUsw1eetYoNPs0Cl0WXY48NrMqDJkmjXOyiV6EyrKCs0GTzw+8vUGKuCzmMcSUYCdsywLAQentSIwIBvDB1yTrPBYF2D9m3ZKODPBb/oSfVXlazTFd8EQtXILnUli3u3gaEavcS1M2ry0UGm2+bwbY8Flx+zR86WYwmG82VG8ZnYSwEwiXiZ+UiB+y5nJbTWRyw++7/ZJGr0i8WY1zPpZQrPOTdSIiF5i6yjFq4cRPh5oj8sHId9Vzdgw4skij+4H+RLVrh2eVDKw6htEUfLlOq/uh1k/js+coTIbdITMFg6jOQLuQeTnxePQyIZerjcpaxxOFFnE77QSCTj4h/1TCmM6fLVgNxtGNGlL9SZf9+I8j/jICg1iGha5iiSyW9COhobMVuYtdg5SOdYv3KuMikK10+G0WOK0WMJnNjPvsbNRTFHrTj74lNstfohE+DE5vk7eqtOTbw+UM3YLOZacTk7K12Os0mmzMaQ8oVckHro92HUG1B7Uq1104sB17K7YSCXxWExkh/RQH3l8iAIDEX6N85RenpzmNUoyS0MkFLhh+aiFg9Jg3b8f9iB3JbZTWcoXagg6SWTeMTCv6Ksq2VqNaKnMXnZ6PazHaIKmemU4oZ9AkAyyPFISUdAwb9g6T/N6TVsntKFhGFGqNml3eiO2nbdrRM0GHUG3jd3j8RHqiN/B9pH2mmsy6sbPWxUW/E6+HY2uDy6biVano2l2YTXejCAfxXPIksjrtQhfjuJj63j18nR6k0iXcNpMOG3TFRz+KFDVX73m/1KglySeeQMk6xWyJQM/ZWdPIz+0+/gpfj25P6cSLNivyVBPhU+pwedZFQvP/W6aYo2D6ujkitZz2BUjpU4Dk6QjOdQxf8/mJVdrsV2Y/dra/R4uIhTZGvsaj95GUO9lo5DhH0ecSwYIGbzELtLed5FBWbA4+XSQottX+c1ihI/HsRtE0qJTmHc7sBh1NPpdzmvlG1EVgG9DFqDT0Ox0UaoiBnkgXzPMnVatbjpplfUxbjFOo5HiBKehYdz3eNj5miQ857i6rqDTSsRpI1epc5y5W51wvd1BEoWZfJKHEc2XIA+v5wLoVJFlk4OwYCWVLBM/KZKYcIByWoxXRBSg1enxeTvGnM+OYpLZT97cMKc1KXzdjXFv3sNe7CZZ8tktbO6Pj3xt7SZ48yzCh0ONDXJMpHQl4OLLUBRlfTfGg0UfZ/nSVAcWq0GH32TmOJbDatZfpR9Pj7O4bSbNlPttdLp9KvUWW/tJfFbzlUboLLAaR4noJbajafSyxG9WInxID6Ldl3gU9PExd30fRQSeev0IXdhKpEnfksFymgxUh+pY07Ua6VoNq17Hs0CAvWpuZK4N42syidNgpNDUvtZll5P1zPX1eA3mG0T0Nlq9HtuFDFZFR8hkp9Bq0aKH1aDDaTBi0ekwyvJAh1MQ6Pb6tLpdqu0WxWbzRulCr6+yYneRa9R57gtQ67bZKkyuN55U22iUZBZtLrYKN8lUuj7bc708IPx2aR6xIpGqVImWyhzk7n44dej1WFWF8/L1OqmMIdFP5wNsnI7uI/lqfbCe3GJ4Hw9jvFwN8eXgZuS9VteOODZaHQ5iWZ6thfh6IWM03DVvMxtwW00cnk8uFxkXQXy47GfrePJz0/ruRr2CzWLgZEz2YecoidWkpzL0vbq9Pp92o0R8DhSdyFF89L3ymAbZYYTcNoIOK+3y3YIHv+I/XfxFEVGnwcg9p5u9Qpb3F1FGdVybtAbmLY4r+7ZLtPs9ZFVBQrzyFb9EpdPhdxfRnzlrgBW3mXgrQ7o1iFgWO3WeOeZYz0cJGB2kLySM3rjn+ZxOaMqqTMPHZIaFgIVy7+ZGtWT2o8PEl3yCE3V8hHXB5OVj5nrTL86gbQmD1K+hrqfbH7z+YzHOksfJcfZ6s6q3O+zcUhgIWy0EHTZknUih3eCoXOB9Ksaa1z1TxPKsUOLVQogfK+fU+x0E4K1zni9bqREXlGF4zKaZiKjPYqZ0WqPb699wLkqUKyQunHCCLgsRu51cdXZSajXqJ7rHaMFuNLDkcqDriBgT4Gnp+TxBK3IYZr122vE8XQIBXt8Ls5fKULmIOEjSZCLa66sUCnUcZuMNO82Qw8ZGenLDwNeNGA/v+9g+v0kE6hrRDhGgrY6URe2cpAl5bViNehJ57RIDm1GPx2C8SjeGvXZ2qoO/Wa23eRByzkREAYIuG7unaVZdVnJCjRmMbwAwjjESuESr2+PjbpQFjwPJJrGbHxwI2sIgOufQG3jg9BDNldg8G7+JW/R6aI7eh0qrzfvTGDpJ4odQhFirzHltNGNS73Z56vBr1op+FwzzLn3z51uZNEZZoTEh2urUG3EoRnbyWd765kjXalTabSpTVABgQEhcBgM2vR6TosMm63nhD/A5O1t6//ZafAmjrLBodbB9i4QaJJlYdXaXs4DJQkNtY9DpOSkUZ37fMEyKgl8xc3gruyJpECRFEsfaWfb6Kj67hbRGo8638yTLITdHFwoRsiTSaI0PLnR7fb4exQfWnzuxq9S802bColdGUvdaqNRG1zVZEsc2RA0je+s7iMLAmWkSgW13+zyKeDSlq6LpIqIg8OpemM2TJK2h+lhpzGFFFgUeLvjpNnrsH6dJR0sEPdMdx/5o+CdYI/qLl28CmLfa+S4QptZp8VPynELrekJEy2UWrePlgIZhk4yaUayDYo43nsjE955XKvzrkyT7iS5z0jzP7IsYJR1fi+c8c0awykb0osQr5zzvkrGfRUJhEMH0CvMASILIY9sCIX2YjVyRj7k43SmDWOjrbghYpxqVmdLzb5xz7CWvSVi736em72KaUl+TrtT4cp7g42GMo/M8SlVgTe9iwWgjJJt54w3y3O3ngdPNnMWO02BEubWAfDqN850zTLvX45kc4uO35EQSCmAdQ8yGYZBlXA0dpQuHH52G0DQM9Bjfn8U4yhcIuCy8WQ6z5J08pswT7DgvoZclHgV8vA2Fua930jlvsrueZGMjTq3QIraXZS2g7eN9G9Kkh6gOooz6nsTz+YGcjzDDQ8+V6gTt1qtFYsnv4tsMgtCqqpI8L+J33KyFq2hEN18shcdGQuKZMvVKiweRUYkfu9mAR2/kLHE9Jk23tEB3DlK8nFFaynzx3oNolldzs8tY6ZXZzvJn2SInxzneesIsOR10+32+84RoVTp8OI6RnNI9bpwyz9q9Hh/O46QyNV7bQ9yze0Ze8ymRwG+6+UyWHA7Wc6Pkr9rt8MTlG/v3fEYzZknPUWlw/2szdP8Po9PvkarX2C/k0UsS/xg9Zyeb5Tvf5HX2Ek0NgmySFRYtDs0sU8Rin7nUw2s0I8kgqCKfs3H8VvNsbxyCThpkNG6TUABB4xD4fCFIUsPc4RJ2i3bquNPrk2/UcdsH12gxTm6EggHP+bQX4+WDCKIo4HVa0MsS0dTkmstLnCXyI5HNJ2tB4pnpRD+aLl1ZkMKgQ35aFBUgla2Mldvqqyqfd2M4zSbuz42XA/M6LLxejeCQ9GxvJdifUH7wK/64+EVHRB+5fciiwNdMkjMNGZxL+PVWTiqTI1lPXQG+JsdPiI/JOEsOF8fVySdGFYGNTA4yYJKNPA9EkOihx0BQ7+JDenCqkxCRRRFZEJAFEUkQEQURSRCQLv+Xi58jIAoXncQI1CsiLzwPOKrn+Ck9u4PLI+scHzM3X9/u9/Aa7De65m/DZ7CwdTT6vaPVMt/NhfhyOHuTQqfXx6Ma+PTjGaGIg/30aI2VCDh0MhaDHpNBh0EnYysptCsdtrKzdRnLY0jlMJ5avXzbvr72KcZUwICUJi4iF0GXlYjdRrZS5yR7c3xpEQdREFh0O/EajNTLbc7OchxruDI5rUb2T9L0+yq50zKLEScnUyKx3e70iy9UGhQqDR4v+LCLelwWI+V6cyKp3z1N8+phhA8HUfSCNPNhvVprMecwoVfkq9rQXr+PUSdfNVM4zEYOTyeXplTqLepnWV6thfl0ke53WozYJR1nyZv3pK5BdI8O03gdZjJTBLGH6we/7MZ5sOwdie5rYeIB4BZUFXbOUrxdmSPZqfN5jKWuFqY5il2ir6p8iQ/m+GOfD1kv8jWXRBUGc2/OYid1YSNrkCS69GmPUWfIjYnoRyw2Oh2V8/o1cdktZLHodFM1UYchAm8CYd7HBs/VLMu8j8d47gtyWitQnCBjVune/DsmWWHe4mC7qP3MHDojMD2b4TIYMeolzqsl5g0uWr0eAZ9lxLJzEmRB4LHDx8aYWunbTlQui5Gt88mkyGgYv1XnKw2W/C4q9SZmg47ytC4uBgVisUyJB/Ne0ukKe1Pm4TDa3T7LkWsbXpvZwMEMhi8AqDDvd7JRTfDy/niB/ttIZMusLXrZ05CFukQqXyGVr/ByLcReLIvaUxGBBwt+xK7K3lGaL4nxDZx/LlB/rRH984csiDz3BSi2Gmxd1gdO2QsSY1Iew59Z0Eg3DKPT70NvQBpn7Vatd7v8PpritXWOTlchEa+j9HX01MFS1Ln4NzCAm+0znQYDfouFDHqO8wJL9gVcJj09qU2qkyM/Rt5IFiQSNe0FymM0TSSiQRx8bWsvAO+zcd4uhPl8Oj1SZpIVnho8bGwMXnsp0q2FRrs7ICwXvuZvlsKohR4GvURzhoaIcVJBl/ghEOHL+s10ZLt9t0aLRKlCojS43yGXlbDDTrZc4yRbuGqmCNqthK1W+o0+0fMCiXSeafRj2e/iS2ZwbfV6GzlRJ+yzEcuPjzhopb214DYZsFSg32rROKmgAA6zHqvFgMmkQ2eQkRUJURbpodLp92mUmvzz+4v849dj7qIddB4r8ORhiM9DclIWo/6KiC57HHzZmz5uer0+6ztRXt0Lc54rYlRloqniyOui6dGITr3RIRJ0TiWiudL13OirKoVMDbvRQKkxpbziDsLYdqMBn9FEOldlq5DhzWKQ/XJ+JqmnWR1whrGbHhzalp0unDYj67kEnxJx5hx2zislnvj8vE+PJwKHpTxrLvdVEw/Aks1JqdEid6vWtNPv88zj5lN8NnJt1elYtDp4P1SPb9cbqHY6fEkn8RhNPHH5B81KGsgP1cOaZR0Ri52dMSQUBjW402DXGbAb9VdBi87F4e5TOs59n3dgvTkFggovvUE+n40f17ctVRc8Tj4fT54HsjT5YH2cyvN8MUhD4zBmMxkIuq2DjIEK5VqTRLZMOlch7LIhqhBx2/B5rOTLjbEZimEMR2iXItpyTeO/i8jj5cCd3gMDZY1ZsL4fx20z4TYYCVms7O3MHqz5FX8azExEBUGQgA9ATFXVf3nrd/8V4H/JgE11gf+Jqqq/u/idA/g/AE8YSFr/D1RV/b0gCP8BcP/iIxxAUVXVF5OuwawouIwGPk5YPLVwVi4x73WMjZq+9oT5MTb9M49KBX4IRvgpdzbT37XLelYlP58v/HZfBAKsJ3/+pFhyOql3OuxkszzReWn1euzkcwzr3PtMfuZsVgx6qKo1oq0MHbXLY9s8P47pzjdPcPJ56QyzPkUz9Gs1RcRpJzqhA37F7oRMl40h3/l8Ybb6PZNOYe80Q63Z5tW9EP9Ym05ebgvlD+OZ38/XL6P3ojqD1/g4xEuVC/tWeBrwsSBaqKh1MgcVihNMDLSQz90kTeVKE5csDurExhyqpvk/C6i8CYU43cuwVU/wYvnacadWa1GboKXncVlQ4i1CXT2+oB3JKJOq1ojmS1Odwr5tx3n9NMLHo8H8MhkUKMFa0H3VMDENTquJea8dsa2y5nLxbme0+zvksY1NDe4dpXn1JHxDm3EYBp1MIndz7ObKdR4t+fk6hYj2ZuwS99nMGFSJo2SeBd+grGP9JIHLYuS5P8CX1OR1oTvjQVULp4Uip4XiVad9X6fiNZsnktBLOIb84O85PCQqVcpjLDlVcbZwedhiRULk2y3xe6ui57JFPtuok2vU+T40x+fszVImgyxf6f4OSKiN3QkkFKA8hexbFR1ei4nD8jXpLl10zKsAxtm+29tAWNO4YxjD32XZ52L9ZIbD2AzBjy8nCf7FoyWssg5JFGk026QKVQrlOpWq9jjutLu02j1i6RKxi4Oc12kmEnBSa7Y5iGbpa2RM2hdZjrDPzteD2eax1awn6LZh0ilU6s07u6fuHKdwWk0UKtP3jSW3k1KhTrPR5sXDCLF0kUzubuYJfxqo/yRrRO8SEf13gG1Aq6r3XwH/L1VVVUEQngH/d+DBxe/+t8D/V1XV/6YgCDrABKCq6r95+WZBEP7XwNQClVazx5rkQdVBZoqW520EDTZNIurQGdjS0H0bhw/JOKsuNweVybIdzyxBkukGn+vXG8xpqYTDYKDYvFsTC8DLQJDtTPrKVWUnmcXqHPVpTtdrN7pDFdHMK3+A1gRiNk7U2KboOYtOn7yNbhfVCvqKREtDIuUHT5id7eSIS8lpqoA3YCIzZWF5FPZdyZR82Yvz9kmQnwqTIy/5MY1K8w470Z285lwvVBsw26FbEzZFx3PFw+6PcZxhlVBXBxYTmepshBtg3ufg/Gw0hZgv1PEpVlwWI/lbTQF6WRr52TAiDivOjsLmUAR4Utfxjc/Wy1j7AqeHKR7/sMT61vVn+GxGQhHnVGL6bSvG2oqH/VgWg6IgCQKdRnfsems26ljyu9CLItl0lUS8yHZ8MA4ddhOSJNK7JdnidVom1qgdHKTwuy2kNBo+wh77VZpxGFvHKb57GJ6o8NCeoSRi3mWnVe8SKw+ub1iiJl9tkK82eL0Q5KAyPjra1DBnuCt6ap9uu4+xL2N16HjrH9RjNnpdSu0mmXqN+q3ay41MCquiY97q5DCfH2u4AbBXzI71tr/EI7eXeLms+T0N8s0DscrACGPJ7qQv9jmtFAFwG43E2i0sio6Q2cZucfr6HS2PHxsmWSFks7JXuvk5ier1AXInn+XVXIiv5+PLt34IhPlwPJ3cD5dCSKIwE+9ozOCWtuhzsh/LUs3XJzYsXUKWRE7OczSaHR6tBK50Q7OFGtkL4XqrWc9SxE2332f//NqJ6LKe1GLW08/c/AIC4HdZcDst6GWZZrtDOlclV6qxX83Q6/Y5imZ5tOSnrfY5iM22//b6KktB11Qi+ijiY/NbDKvZQKXa5MvmOYIA95f9SJLIzmHyz9e8SOWfpLPSTIVHgiBEgP8Sg8jmCFRVrarq1XQyc3GIFATBBvxz4P948bq2qqrFW58tAP8t4P867Tp6ap8PBzHq0Q4/6OdYM8/WyAGQqmgTqjWbd+wJXwtdtU+no6II2rfOKCq8NS3y7SRH9pZuaKHRYNk5W+PUJQTgbSTC52TihrVft69yX6Mh4TYcegOn+TJfTgs8sWv7TmvZeQLcNwTITylZuMRxpcjjhZse6hZFx/fmAF83YmOt8hYck++HLImc3xL9PtjLsHDhi635HlEkUxs9qNj0eqRcf6yMUKnWnKpPqAWdKPLPbCHsR32+fTqn0+nR76scHqaREi1ehKb7Q1/CO6ExIp2u4OrpRnT1vHaLpn2mIon8EApROa5weHwrYjQDDxWEQeQydjwgaSdbCczm679dLjfY2Yqz+fGM7G4OX0vhpdfLm/kgcy4bwsVF9XsqhWQVj82EIku8XApxPpRa1ykS9+e8vFkJs+Zy0su22NuIs/ElSiJRHL4kiqU6D+ZHm2imEetGs4tLZ9DMpNtM40tEvu0nWPKMH6OTIu8Aa3435VKTbPl6PFabo+vNl9ME+pbIC39g5HfAncwjLuG3mHkVCvImFCJitlIoN/h6nqTe7fC7wzMa7Q7vElE20knOikUa7Q4O2cCqzcVLT4C3/gjPvQF+45+fSkIvr/GeZ/ya/F0gzEFuvOvUuGbB41KBZLnK9xeNTFadfkBCTTb2ZiChAZOVypj7Z5BkFh2OERLq1pup3XJIS3YrYyWB3gZnI6Fwfah4vhBkPzFdhxQmm3MA3At5yBZqJPIV1pZnW2+WQu4ra9tyraEZkKjUWnzdjbO1n0Tqw5MlP8/WgvT7Pd48muMommUx5OL5WoiX98KsRgb+9qlcla2DJJ93omwfpcgNlcbolMFz3jlOcXSS4V7QozmntRBNFSb6xIfddhKnBXp9lWKlweL8YDyqKuwdptjeS+CymXj5KILLbprpb/6KPzxmjYj+b4D/OWAd9wJBEP5rwP8K8DEgrQDLQAb4PwmC8Bz4CPw7qqoOs4S/BlKqqu7PetHdfp/Pp4OI2LNAANkmsl5OjNTeDOOkWCLisROtXQdeF61OPiTu7qBzUi7yQ3COn3KnN35+3+yjXujxfoKjyqdEYuYUvVlRWHW7+SmqnVLvtiZHY6yKDouk4+QiErx5XuLJfJBvxZvRxFJ7NJr2yO7nw/7dygh+zEb5bi7Il/Mka3YX3XSbb/kpKcfW5NTm00hgJIXbbHfx5MFklKlrbI4+i/mqdvMSkiCwJNnYy0xO4XlMJmLl2VLpAirf2YMUD0psbt1MF1+ms6q1FgefYrx9GmajmKM+IbIhiQKn55Prs6LxIosLbs56/SvHFZvJQPxWQuG+100/1+bruraI+Sw1hy/uh9n8/fHV/6+Vmzx+sMj6jvacKZcblLeux9LtiKksy1gNOrb3B5IzTpOBRrnF6XmO463pnbNX164RhSzMINN0cJzh1dMIHzU0Tseh0+3Tq/duNFkNY5Jt6JOwn6NobkTIv9nuojOItG9FdfO1Bvmji+hotXCVGgYoTKtVBcI2G0GrhX5fJV4oky7WyBRHD2SSTqTT63OQLPA44GNzyF7z0ot9GN8HI5j0Ms/tARK1Kqfl4thrMOk1mvSA7wIR3sUnS5FNGpOtXo938RhPvQGsRoWe1Bshj+PgN1pIaNQI60SJVZeLTQ3NUp/BQo6b9yFerfDD4hwfbjl/vQkE+XQ0+5iqtzvoFWlizfdt5Cq1weFRY4t7PO/ncGiczaqDaxs60EZTpYG+6ISa7Wa7y+bBYD2XJBGDIiMgcBq7m76qfOuwf3DRgLQcdmEy69k8Towt+ckUagO90pPRZ2Yz6pFqfWr160OHTUOoPleokSvUkCSRx6sBOr3+z6jA/gNixh6UvyRMjYgKgvAvgbSqqh8nvU5V1f+nqqoPgP8qg3pRGBDdV8D/TlXVlwx8cf4Xt97632FCNFQQhH9bEIQPgiB86GlEuXaTWTb30sw3HPzGNo9JGs+tw8abUTSzoP/ZUfD3ySj3bIOIpCyI/GBZ4uisNBOJuUzRT0LIasVjMvFlAmHdSWYxK9oyQXpJImK2c1IqXv2s0+uzeVbiqeOmpE36lj6hXpIpZ35eKvC8W+Gf++dIHxRJ5aen9Y9iOXQThIcLGhspQDRT4oVB+xTtNI0uPt95Q+wdTe/stE9ooBrGE5uH5zUH+z/FNGuP+rfSk5sbMQItHWsTomv3Il6KMxCqk9McS2b7VfTWOCQhZNYpvPUHiW6liU2wj5y28j5aC7L54/HIz3fXz/F6xp5Hb+B2xNReEXDXBB5bnWSPC2x8PufgME3njk1iewdpnLbraIZOkTQblbSwu5sg5L5ZXXQp3zUO8WyZR16NsSaMj1S9mg+yd5oZ6yZlnzD/v5wmUBpcRUdlUbxy+Bn60yw4HHwXDvPSH8CjM5LIl/l0Gmf9PEF6jEavJArsFwZRuFa3x0mqxAPneMkbGEgt5dt1fsqccVbPc8/l4rtAGIvG2nNcKTDMliyKjsce/1QSCqPd5Fo4LuYxqjr0d6gqM0ij5FgRRR55vJokFMAiaa+rm8U09iEC98IX4NvpeDtcLVTbbZ7OBW5Eyaeh1e3h1JBwer4UZPfWOItmSqwuTn6mAIVbvvGp/PiI7224bCb+4fMRyyHXoO77DpDHuLqdxPJs7SWIuBw8Xw6ON93QuNmSKDBntpK8VZ6TmlAX2uv12dpL0Gl1cFnuLtH1K/7Twyyj7q+A/7IgCCfA/w34zwqC8H8e92JVVf8OWBEEwQNEgaiqqj9d/Po/ZEBMARAEQQb+68B/MOHz/veqqr5RVfWNZB4/WBKlCp/24hizOv7KskBAP+rnO1yr99wd5Fv25+uI9VSVeqvHqtnDYs/Lu5PYzE46hUaDpQkp6cdeH9V2m9PS5M210+vzwDGanpcEgUcOHzu50YhBp9fn22mRZ45rrcR6t4NLf73IvbCGiU3QtLvxtxB4YHPzW2eEp5KHxZaVXrnHs8XgTNI2jXaHNZ92icHjiH+in/CXvThvnaM6kcZb1m5vgiG+fJ0tYmGUJy+qi2YbP6heYu9SE6OXWgX+6XSZ9HaOH0JBtPTkdWPKPbRweJThocuDJIpXkaQXQT/OqsjGRnRq3dmkJzMXcnK+Eddc8LvtHn773RbtUNDBk+UAR+tRavEqQqWDPt/hRdDHswX/VE/o2+j3+iz5r+fPnN85UjM6Dq12D6ugXKX3JFEglilOfd+X/Tgv526WtlgNek17we8WInw9TExUbpimM1usN/l2lOSVJ8CC044oCqy4XHwfCfPc58cu6znPFvl4GuNLLDm2Jvo21vyeG6nxRqdLLFthzTE+pX67PnG/nOVD9pyu0OF1IMhjt+9qPGUaNVZdLmBgVerWG/mWni3aPc6q8RJmWSFsdpCp1dlMZnnrWkSaYQtr3aqvlYSBi9WX/Pg6c7GvPUMq7Rar4cH3e+TxshfN0J3wnK0GHXNuOw8jPl4sB3m9FubFchBJJ7IadN9J/stpvUlEX62E2RgzzhT95DllNxs4i9+sRU/lKjxe0y7fuo2wfxDU2T0eyKO5bLOnuactc7FUkY3dOD6LmZerYZRb5HjnJIXPeXN/fxkJsn+7/AiIp0sEfNpi9X6PlacrQaIHWYp/Jo1MKqD21T/Ivz9nTN0BVFX9d4F/F0AQhH8D+J+pqvrfHX6NIAirwOFFs9IrQAfkLv7/uSAI91VV3QX+c3DDn/I/D+yo6gQroDui2mrz4SCGJAh8PxehrGuxUx0M0KNCgZDbRqZZm9ogMwyDqBDSW3HIBgwo0IVGq4tQBZdsIN9t8oM/Qps+mUaVWKUy4hd8G5+TCV4Gg3xO3FwMvw+H+RiPz0xq+xqlT6+9Yd5PKDno9Pt8Pc3zfCHMl+LgdT6TmXyrwZLFxceDyRuH32hmyeig1+xzkipwkslzAnjMRkollTWfmy/foiyGXfQkOElN1u8za0QsAHozRMr2d9MsLzs4GmpEG64huudxs7cxe4mBPIaiufUGHuFk+3OM3Rkm9Thi1OsN6kgfLXnJyG2SF2k0s0F3Z4Hlnd0kzx8HkVR47fSx/WW27lVgLBO124x0s3VajfGOOrvr5yw+CnByPrm+ze+z4beb2fkSJXNxzwTgZCuOK+hg59tg7On1Mg9WfagGib1EbmwN7zDSyevIh82sn/DKURydZXl5kaIPuW0zC3kfnmYJOa1X6gg2k4FS6WZq/ruFMJ/2py9nxglKFdevkZG6AosGO3aXgY+pBKMx6rvBZNbBrYxwrd0hla+z4nRxWBo9XI2rT231e3zKDp5hwGpl3uLktFTEbTGhE+SBO9kELdDbmOTiZJRk5qwOdnJZ1lxuVOCnWJQHLh+FfpVUazyRyAzJ1omCwEt/kI/ZyQfTxoTmsE+ZOG/CYYrFOos+Jwa9PEg3C9BR+9S7bcqtFvlGg3y3Rb7VgothYjcYsKgKHtnITjmH1aFjxeVCUUWimRKZCVFSs/H68PJmNcxHDZ/5S2ydpfA4zOTGZJQWAk42C6PrxXmygE6RrpqSxqE8ZLd5Fi/gcVoI++xXnfeTMRv5TucqpHMVXHYT82EXW6cpmu1Bk2PE67hymnqzFObr1/Fzzu+3k0wPrRdWA8shN9vfYuTOZ5v7v+IPi5+tIyoIwv8IQFXVfx/4bwD/PUEQOkAD+DeHmpf+x8D/5aJj/gj4t4Y+5r/NDE1KPwc9VeXL2bWws9GhsF5OMGeyM2e2j8g1ORUDPp0Fm2RA15fod1WqjTa5Sp1cvUGMCrEhGR5REHhgc/EpFcXuNLF9fr0QWnUyYbcdq0VPX4R8q8FZqUTnltTLSaGA02Cg0GyiiBLPA37ezSAjNYzdZBaTVbnqdv3BH+Gn+PTP6PZVvpzmebEYYb0QxarTIwoCck1Hr39z8TJKMvdtbkx9hXS+QvSszPot0WQRCEkWdmsZ1It15jSWR5QE3twPs3GWGpumjGssXit+N/tTPI8BWp0ucq6P2SxTu9g8LhujfGYz1bP6lR7gLOjf8nY0STKvjT4ONpJ8a81+XpoWoTs+zmAy6nj9KMDHWJK1sIdvm9rPTZFE3GYTDoMOo6wMIqfdPp1ml+ZuFZ/fxmn57koMtyHLIn6jkRMNv+sbUEHpjifjbpeFiNfGznqUfO8msVGBZqODs9NDr5dptbq0Wl12Ngebok4nc2/Vh2CU2UtmqTe1yUkyVWL1no+DaHbqpqmFnZ04kaAdl808MxGtNzv4sSKLAt2+OiAGF2+VBIEXkSCf9mebv+M0EQ2yxEO/D7Wnsh/LsnGY4NlikG+JBL9ZDfM+O909bTxUTkrah8Jqq41cElmwOUZqQEvNxlTukGxUSDYqyIi8UIL0JPXODVa1tvazNkgSi3YX29nMxeuuP3cnn8Wu1/PcFeJLcZRYGWWF2IXlqQC88Yd4n50+j3MTIsyLdieyTmQ/WYAmzKrOpogiYaOV3WSWhYgDGFi0rieu59tcyE7QYqHZ6HKYvFlfLCsSAvBqeTIJhUGHeSTkHEtERVX7geZLdV48iLC+Pf4euewmjm6tzdlCFYtJz+qch4Mp6/btsqVpyJfq5Et17BYDj9f87EYzHEdzyJLIWsDD5rfJ9+KSNBv0Mg+XAxxuJ/g2pnb+Tw5V/SdZI3onIqqq6r8G/vXFf//7Qz//94B/b8x71oE3Y37337/L3/+5OEjnIQ1BqxVn00Sl1+GvzAt0On0q9RbpSo1qq80JJWZQkQLgu1CITxeLQcBkuWHR12h3ObjVDamIA1cdp82IIIuUO03OyiXW3G7EUhm3yciH+B0iWhdodXs8d/j5lI3zdkYSeoluX+XzcZZXS3NIgsB3jjne7aYQVFixOfEpZmqVNkepHDvJydG670NhPm8P/nZnqLu/31NZ34ric1uxBUzsaDiIpApV5iJ2zod0SC0zRIwuEcuWeeYM8vvuILpcabXQyxLulp6T8t0K6S+jcZIAb21Bkjt5vpXuvmjNkiquN9rsfozy9kkYXUfgVdiPgoDQVek0u9SrLcrFOuVyg6raQCvms7zkZff3h7RliddrPhL9NvEx3uzT8GTJz9a70+kvBE52Uzx8M8f23vUm6nCYWAw42f0aZeusqPm+y+0vcZ7n4av5G85WAO12l92twTxQFIlnqz5Ek8x+Mn9D9gjAcuFelcrd/fu2O32MfQn5DqlRgONEnpcPIrw/i6K/6P7VyxL3vR7WD2efv8NEVC9LPPB5kVSBvWiGjVtOZYoioqrwcT/G/aCHDHXSjdkzOpdY9rnZq42PYhcbTURgzjoQvL9EpdNG0Yt0pmyQDx1+6o0uB8U8x+kCHqOJZZeLo2KeTH369WrJ2ukliRW7h82hMqrbmqClVosviTTfhxb4XIzSUa/Xnzmznd3GYA34PhjhXWb6XFYEiWRVe0zdd3mI1UvIdyijucQLX5BPF8Yf45Razkslzi9KsnRGkfsRLxZZT+aiVOr5Ymjmw85hMocii5oH8WhifJbq6DyLyaCMPQTOB52ausXVeotWLMeT1SDfDsaXPWiVLc2CUrXJ560oJqOOlbALnUHidC+LUa9DlAQkUUASxcF/CyKiKCCKAv1en1dP5jg/yLDxaTYN8D8l/tzT6H8I/OKclX4OROCJ34/aUWlkOogK/PQzSN8lFp0Ovg5NtI3TJI8XfGxOIGvdvspppsjpjXo0lbbU4Y05QLHZ5Le2CIIIqgg9+nRVlbbao9nvUu90qHXbVLvtkYiI0BV45Q1OTMffeD2gSBJ6UUKRJM5TDV4EvFRyPd6aQ5xlikSzRaIUp30UAGtuF193r+9HrTUaCblMs7y8H+Iwnb+R2gEIWixXRDTktLJ5fLeO/a/7CX54GubHfIxMtcYzq2+E5MyCSq3FK7uP1mmd7QlRgWmYVu8Gg87Txyt+GidFZLOe/aP0nbWMrTqZ82KDp79Z4cuXcyRJ5LsXcxxWKxO1RW//mecPwmz9/m6J30qigiSJmEw6ViIe9r9G2YxO7gQe/rvbn854+maRjTGR4E6nx97FM1QUiWcrPiSLzH6yQLXR4uAgRchv14yoD0MSBVwWE3aTHrNeN4go96HX6WHryryJBBEUkS59au0OpVqTbLk+tsZzfTfK4xUfsiRhMQwE1TdPZ+/6h4EN5LNQAFkVOIhl2TwaP96Hy3T2E1nsRgPPwn6+Zu/2N10246BddALyjSZe0UTIbCVeuyZjLsN49zW33syCycmn5OBZLdocwECUPhurD6LFvgDtfo+t7PiGwUq7haJcE16dKLHm8IwI31c7bWRl1OHuXTzGqtNNXWgSbwzGof1CkP9tcI53mdlISNBo5UyDiD50ezmtFqh3uxxUcugkaaw96m18Hw7zcchQ4bhQQJIEer3xE77d67OZHtwvWRSZCzhodzvIsjiTpW+x1uTlcpCNW53wc34H8fPxRLRca/LyQYTPY9a/an18pLvT7bO5Hx+8f0zUtjvjPdOCUS+zGnLTaXTRtQXyqemH0EjQwcFhjHv3AtRrbVoa6he/4k+Lv2giatPpeOj1EsuU2DpJYTXo6PdVau0Ob+6H+XDHNDgM0qRSc5RoVCstZFGcWLg+CgFrV8eHL6f4w3aOspNrKWHwwKyKgtmgw6hTMOgUXFUDfaPKc12Afl+l1+vT66t0uz26vT7dXp9Ot0+726Nz8TOADj069KgDzVqfar3JfmY2XbtLmBWFVqF9Y9OeZJe6sRvHbjHwbCnI1+Mh8jrk7BO0WUnNsMDcxt5Okif3vVj1Or58vn62sijgMBiw6vWYZQW9KKMIAqIq0O/26bZ7tJod6o02yy0L6dMSIa8FS0ThMJ6j9zNOqJM2iksCmj/Isfd3hzx8Emb74xnP/mqVL5uzk19JEjnfGdzDg6/nWG0GKuUmWx9P0RsUvn8eYTOTo6ZRczlMeNeWfOzOGAm9hMWkw65TWF3zsf7pjM33J3d6/yX2N6JE5t1Eo5Mj151Oj72L7yrLIk9XfcgWHQafmW6ri8NkwKRTBvq+fZVOu0ej3qZcblAqNqjkyyMZ1CcPQnz9xxMMbiPZW0L3RlHA4TJhd5gxmHWIepEeg9rBcr1JIVtnadWD12AikS8TcFox6RQMiowiSUiiMLCVVAfR8W63R7vdo9nsUKu3kWsqqVKJXG16k9HtZqFSo0n5sHnnVH2sNtucytTq+AUzfpPlypfephhGiKiEyGtPhK10hk/l67l8myD2VPXKOWrBZsdvtbKVSWum7h0GA5lGHUUUue/0sJHRPtzb9HryzdF7d1DIY1F0vPJF+JSPgspAam9GEgrg0pk4uzVaHnt8HJZzV1rOnX6fNZeH3RnMUJ74fCMWns1Ol3seF0ep6RkbvSyx5vbwu/1T3KoBh8NIxGVn4yAxdW3Sirx67eaJRBRg9ySF1ayncstxzWEzcjjNV16F9e0oLx9G+LIXH+mXuGspjV4ncS/iQ+2rHJ5m+bYz8Kn/tHHGw3tBdvYmBxycJiPJeo4v6+c4nSburfr5th378zUw+jU1/5eBRacDn97EZjTNx4NrQvIg6OX9hejwt/04j5d8bKbu1iDyyh/kk4ZHbjRf4tVqmPfns5PbN+HQle96s9jGYTJQnCJcDIONaXhz0ndFkvtlTH4DJ/nizH//Eooosn+eQSfLOIwGijNoFl7ikd3D11upxEK1jmHCqb1UbVLaifNk2U+6ViddrHIYy2Nx6FBkia2Tu0VDPWYTfrMJs6TDVlUoxZo807loNNpUqi2q9RZNajSpMWkJ/W4xyOefjhB14hUxspl0zC96EfUSZ9kSuRnklQC6GgL+twnoJS673rd+f8j91wvszqjfurrs5einQRSzUWvz5OkcX78OUo+tZofNn46x2ow8ehzgSzx90wXoIiPt81jJHWbpT4jgyrJIJGDHZtajtrrkEkUy5zlMLiPF7QQeAXxLHo6Pp2/Kt7WoO60uvVoLk0lHfUKkZRjdbp/9nSQmo47nvSDutsTx6d3msSJLZOIlms0OizbPCBHt91Xy2Rr57BgZJElAMVip5mu06m1atJj1CHdvzsvH7Shhn52eUZ0637T87q9T9W4yQvOGm5oWIk47JxP0P28jVa0REq14jWYyjRqmWw2FD+w+Wq2+Zk37JHJ0Vi5xVi5hkmW+C4bJ1Gs3JOasOj3FZpOHLh9fJ3TbW3XaRBQGEdNPsSTfhRYwSRJ/m7xbpF8v3twWn3r97JWytG5F8uwTjBAuMWe3cZ4uacoEOqwmmEJEDYrMktPJZmxwLxYiLr7sxEiXagQ8VoJ2KxuHccbFPw4TeVbCrhtan/Xa9HlWb3Y0o6ILIRdfptSnXmJ9O8rj1SB755kb5HOWiKROkVibG5SrHJxk2BzKuDltRg6PBvO9Vm+N1VcF8Lot7H67PgQUCnUKhTqhkAObw8T2FBL7K/44+IshorIg8DTgp9XoshfPjqSVjTqF3eT1Rtnrq8RiRRa8dk4neKQP44HXw+cJ9Tm752lcJuNMUiohu5WDvevNM1OssTbnodps3ymq+jjkY/fg4nNSsOh33JmMPvX52dhPAC0ehL1Umk0mZIyu8CYY4uvOaImDqoLTbiYzpXZv5yiFQS/zejXM58M4q143iiLyqTB6j/WySNBixWkwoBck+q0e1XKTdLZCI1nh5CKC8XItjNxTOTqd3bYVBiR04+MgKmi1GigWB8+wXm+zs3X9HZfDTlw+K+V2m6NEju6YGzVMwq8I6OFNAjqASuxkcK1qXyWxk8QXtJFOT05xA+hu/endz6e4fDbyQ1IklXKDrd8fE/Baca94+RJN0b+wMzYadRhbKonSNdERUPH7bHjsJiRVpZKrEj/JEk1ezxFBFHj4JMy3Hw+ZfxgidpiBgzRP/9kap+kK5dKEkgCN25WOF3nwfI7NvdkPIJIoMO+yUC02yB9nuffAz1509mf+6F6Qjc+DKNnOdoKHj4NsH8+e6n56P8znr+cszLmJGqDanL0x5zJ7EEuXWAg46er7VDXKWWBA3NNjXOEA9hO5mVL1AZeFk0m6shqIlyvM2W24DP2rmlaXzsiyxcPHRHysduYsvuj1bpcPF/XsDzweTIrCRjqFTdHzyO3nS3ryWDBNkVkTBQGxJ1CstXjtjNCmy1YhTY/p1zacLn/uC7BVSGvallb7kx35bHo9tBn7bJv9yeoQZp1C2GZjJ359fG70r0lcslAhWagQ9tnwWMx8O0xozi+bzQgXS6pekTnRsLPVwtZRApfdRL50ffhujKkbHYfNgwQr8x5ShepVdHWcKoYii9yb8yEhcHiWZXtXewzMeR1sXuw7Z/ECj+4F2d7VJpRht43C6ej+Ho8XiceLrCx7GaPU9SdBhcJ/9J+o/+F0y8Sfh7ttin9ECOqfbXx6FIbwnLrwP/yf3viZ02jknsvNaapAdoKjxJulCB+OR9OePoeFutKj0JhMHk2KgkvVk5qir/liOcTH2OT6U1kUWTU4ONZIR758EOZddLYTpyQKzBltxIa0Nu1mw50jo4+tHvbi12P09WqEd+eTU8QRm41qqkFjTKfrA6+bw5PZx/1SxI0vYOMklcci67DIClJPoFVvUyzWyeaqUyWxFFnC2hVw2M0cTfCWvo3vloJsfLhOTQcjTuK3rCW1YDTqWFj0IBllznOlGy42ht7AQ/qSgGZj2p83t+jm/OBmnDa05CHdaNGcsOjr9TK6UpPmrSji4++X2JjQRRqed6ELWJBNCmqxReooR8hnwyCJNCsNEqdZahM68CVZZO2en51PJwA4gg6KuevvbbIbWXizzOZ2XLMp4fmLOb5+ONH87MffL/F1Y7bShOerfjY/nbL2OMzeXhKdTmb+WZjNGSKjRoOCAZHSEGH2eqzkOs2Z0oYBr41CoXb12vk5N/F+nUpjOhl9tORn6xbhXY64OW2WNf3EXVYTmdb0KLwgMMjIjEnVL0acHBTu1rh3iQWnnZDbQkfts53JUpliiewyGCmW7q7i8NDlZcHp4D8+OxpRGLmNl8EAnzPa5MMoy9y3e/mSSPJ6LsiH9GA+OPQG7rk8lHsNdoqZsUoA9w1+dnNZXvqDbOSSY0sfLLJCq9jXXJdkUeSB08N2fHwOxmE0UC00NaN5NoMer8nMUfrmM1MkEXNLoqaxNsx57DhNRr4dJW98pk6RMKsSlVqLh4t+9u5w4Ht+P8yXCyc1m8VAtdH6Wc1GQZ+dbr9POl/FpJevGqEkUeD+vB9FFDk6y1KbMofuL3g5OLg5xyNBB7F4YeQ+2q1GOvkG7SnufS6HiX/5X3zGv/Vv/2c+qqqq2Vj9K/6wuHvr358J1lwu3vhDNEstPh5EJ5JQnSxxlNY+BaaLVfyyEYM8OTj82O2dSkIB1o/jrHhcE1/zOhjUJKEAn3divJobFWnXwotI8AYJhYFfej3dZNHlmOkzIjbbDRIK8OkwyrPgeL9iRRQxt6WxJBTAaJgs2H0JAZVVnwuvqqe0mWehb+JsI8XW5ygbX8/ZO0iRzk7XZQVYW/BSrbSIRvM8nNG7+DYJHVz7bB37jUabne04m5/OKJ+WWLJYebMc4sGch0fLAYLI7P3d4VgSCuB0jIrDx4+zV6LZ47Cy5B0hoQDbn07xB+wa7xggdpbn+N0Z7pZKZTNB/TjDwU+HfPvHfQ42ohNJqE4vs7zsuSKhkixSyt+cd/VSg+1/tcm8zcD8wqhI+qTHuPv5jIWF6cGAFw+CbH4aPLPORZqv3e5y/PmcZ0vTfbbvL/tvkFCATLbCk6XpYt4CYDHpbxDWs/McIcGI1Th9zFc1NtqjaI4VswOdPLocuzTcdLRwmaq/p3fhN90cU16r+c4k1KboeOz08oM3gh8z1p6eVqs3lYQCd6yTh3mrndeeEPlyg6NkgZDOwmPP5Pk7zp3HYzQRMdj5ciGJJA11txdbTd4louykc/hlG2/d8yxZRudZqlrlVSDE1wkkFKDa7bDodGj+7pU/OJGEwkClIOwanatOoxGXwThCQmFgSLI0pz1HzrMlvp4lmQ85eTzkN9/u9FheGDgtDbuwzYJv+3F8roF4/FLY9bM73hPpEt12j8WQi1a7y4MFHy9WwphlHTv7STZ241NJqCKLVDXWp2iiyOP7o3vmctg9kYQGvDaer/hpJMpkJqzRv+IPj18UERUQeB0Mcd/q4jiWZ/0kTmeG7uSnkQD5CU0Bh4k8j5yesVJ5zwJ+1g9m7LJXQeqNl92753XzdUyX8CX2DlIsTbCChEHa5mxMwXmpOiCjCzOQ0bBp1K5RVeEsWSBo07ZyfO0LThWplzU21WGsep18Hw4R6RuJbabZWD/j9CxHNVvj6YIfs2k2IjsMaUjbUq1PTyG90SChMNCy/DkoZCsohQa2aAVztko1Pz2SVS5qv2bn4ynPn0TGvk9oatdZ9bt93I7JLic6vcze3+1id8xGcgAMJh3hsJ39r9fyN3aXZSyxjO4kSLw/4tl9PxbLbILz3U6PRr6KxTq+9u7xvQCb769r/tpD9Wa9Xp+99ye8XA6Mfb/NauBgRzuStv0tRmiMC8slnj2McPj/b+/NYhtZ98S+38d933dSu1rqlrrVfbr7nHOPk3EGnmTsrBPDNjLxBDEyT0HykAWIA8MPQR6dBHkI5mEQIDEcwIiNONs8ZDJzN9+ZO/fc03160b7vFCnulEhK4lp5INWiyOKivje3b/epH0CIKlYVq/6squ///deDbgXjKJptKqN9JmCPpoIcncrfN1uHKR7YPV3lpMxDTuiu2TnNUM/VeOy5UURGvY6+2/iMJh67A3zlifDUHiSMlYtslc2jNN/unSA14CB9xmLilAcOL9OO/pOkYRXRsZYCGssUeHMSZ8LpZCedxajWsnGS4rk3hMsgf42qOoONgQm7E3VNxU72RoGryMRqAyQuinwTi7KfyTOmd/Gle5SQ0YZda2Da5eZtarimIm5L9732RSjMq4PhxgtfR5cyt9mIRavjMJ3vuU1D3f+4DpI5lo8TjI+4eDDeVOiPM2cIIUin79ZBqN6QCHib98TVHbLNBRIuq5HJkJtHk0E+mwkz7nMSMJv4anaU4nmZpY0TiqXBE5trHk0FbxWmbyd7doFou3eMBi17G/KW3/GIk4djXnL7adbeHFF7jzrECr9cPipF1KLWcp67ZFdmptgLjUpFNDs4BnR5/5Qvwt0Dv8NoIH46vJsXYPc0y2eR7hmaWaflKlXpGVh+Tblap3JWxWHsMyAHfOT7KNdnxSsuByijWpWK3RN5S3HhqoIJTVcf+Ec+H29lkrU6kYu7mfY5+SIcZKRh4GQtxfLbI9IdrdXsdhObKzEcaBkL9R/w2rGY9Oxu3rg89/ZSTId6ty18PhFkRUYJBZpdUu6Ay2bk6YgHQ6zA6k+20EoNKrkiHg14vL37spsteo5k2tJds/b1Hvemuy18ZrOevT7u9403R4yM9j732Wk/Z+kCtSHjGi02Az63mf2124Or1dlf4ZUaEms/2USbLfJwLtSVqCRHJlkg4rPJrjs55mZv6fiW8lvucFFKEqx9s8+zHsroRMTNRY+uUdVaHZumt+LncpjY6dP96iiaJaQyYjN0K94qAZmz/glF63sJFtz+W+1f1UP2/m7n/LLMxm6Cr7xhNEJQqDcHexWCEYuNZ54gX3kiLFj8eGpGsslLVg8SvNw/YSl6SqItJtVjNrGTzRDLnqMSgvVMit1MlqfeEAFTdxtl6M6a72TM5uCpO0Q0fc6bkzgNSUItBAeZPAB2XVN+b6Jx6lcNvgiEuxTPTh1xweMnlS+RLN2WsVyiVyeH53m+iUWJ5Ys8cYRRayFo6X3ftlMRt5WYOa+Xt4fDJ8DU235en9WCXmgGjldbyQw67eDrYu80y+pJkqkxDw6bkc/mIpwk8kMf2zUr2zGmRjzsHN08qzRqFX63lZkRL4+nQzydifBkKsRs2EvQZkEnqclnLjg4SLO6EWNxJcriWpRqqUrlokbyOMd0wMXjmdBQHqiA28pajzhQgFjijLnZG4/G7LiPUvG2kjsz7uV+0MnJ2imby9H3tu4q/PL5qJKVSlcVYvs5xl1WAn47yasSe7n+lrlHIwHeHA43O329GeX5bIhv22I8JywOVlJ3y+IGOErkMOt1t2pqPnB4WZZJ7pEjmSsyM+alUC53ZaH6bGZWdwc/7M6KzYfwmM/BoUzM6EOfn5Xt3vs5SOX4bPJGHi6TkWS8MFTZi+v+ztM+J26tgVg0x8lqikEq7HVgfCpxjiar5slCeCjFd3rEw1ridokWoyT/sH7WRwkFUA1Z5HzEa8OtVrP96pDVNstL6jCNJ+wktn2K1W1h4n6Y/d1uhf6X040AACqQSURBVHN0zMP6Yu8C21K9QWonicdjJZ2+SfyaHPOw0a/8iiRh0sor0xqtmvhq8zsPt06ZeTrBVh+l1u40YTZoOJLJ5DeaB2cNAxSyJTZ+tMbkwzBGrQqVQDaL+JrtlRMWvphkcflGNn6vldxhlmpH29derUhXvtnn2RcTvGqrR+txWVgf4I3Y2UnyaCHMskxB7oDHxvqAigZH0SyjERcY4PzqZiB8NB1icXvwvb+yE+ezmRCvEjEkBI2eKUG9EYDHZOLyvMJvecbJUeGB0UM0d068UCA+bCsgIGC3spxoTvBCFivRwjkS8Po0hk6t5kt/hLVskkJbKaZeFtEJuxOnxsBi7JTjjsYh834/S7Hm96zEk9gMes7LZYrlCq8OY8x4XFTUDfbyzeu+vVzcF/4Ir6InstdUolgc2txi0epYSyWxWnREy2eMuRwETVYypQt2eowzB6Wb5WGbjXi6cKdyb/FWLHvQbqVRbRA/H2yxvKxUeTziZ21vuOS6vdMMs2EvVrOex5PBm+e3uKnY0Xzf9rfdpyfAbjFg1mq5uKyQP78gf3ZJKn5OqrNfbB9cdhObm6foDRoMei0HrYRSg17D4+kQpUqFnSP5vAKn2UhqgEEonSuhahW1P9lvGlhUAh5M+bnMXbDfpw2owoflo1JEr4lnC8Rb3WPGXFaCfhupqwt2Ox4WKiFIDnFjt7OyE2duzMtaMsWzUIilrSFd8h3kipe3kn6ehAIsr9xtX1uHKZ4+6C4JNWKxsXQ6oDJ1i2tldNRr56ijOkD1YrCr5c1ejGdTIV5HY4xorWwUuy1CJr0Wt9WEVa/HoNGgQaBHxW+MRNjdS3KSH1B3ro2jaBa300Qud0GtWmft1RELC2G245m+GZsXuW7Lx9ZWnJFJN8dtcbRPJ4Ks9lFCgZ6lQK6ZjbhQn5fZ/faQTmkEQg5O14/Q6JqKYCFT5OLlDvN/ea6rFd0wCm8xf0nEY+Fcp3nnhq72yUq/Zns5yuSjCHu7t4/w/oyf9R+s3Ow/W0AI+dhNt8+KptEg1sNqqxkyhMHjsxLwW8nFMpSRMGbOCY57Mbst1FQqsoUrEqnCLUVi9dU+U/dD7O4lsVn0qC8qFM67z/uqT1zZyot9nj4b4+1xkoYEQa+NbHzwwBk/zGE26m7FrM3PhFjbHO7+PYpmGYm4wNi0TmrUKuLp4Qfspa0Yn98P8yIe46La+5q36HT4bRbsOj06oaJaaXBeuiKZK3JWuOCMC3TjKuo1wXbmbvWBAZ6OhHjV1vjDazATLdycR6Ve55tYFLtezxf+CG+SMapS452F8/qamrQ5sWsNLMVO6XXntVunyrU6C54AL05uFIftdBaVgC9HIqxkE5TrdVRC8LkvzIs+JfMuqjVcdmPPUk/tzLl8vIidMOF2skuWw0Kew0IeaE7+x61OLipVNjLpd8pmtnzJqM3B2dUVmprq1uRjGOKFIgtBH8lckUxx+G5ZakN/r41GrWI25EWnVrMbS7NxkEQbBItWw9vlu3eKezQRQKtVs9dDURyGcZ+TpdMi1WKdhYURFteav+9VucZqq35yxG/DF3CwH8uSa5XKezQdZG198L13mjxnYTaEaMD2YpTHs0Ey0TxbH0E3pe86H1XWvMk3It3/G/95z88DLitBv51UucRuNsfj0SCLR3evE2Yx6IhEnBwfZ2WLgQ+LWi3we2xc1WpI6RqFi7s9pK55eD/Im2jzPKZ9bg4PMwOVpU7sFiMGr+6dMhq2WknGhrOMeG1mFgJ+CudXqCUBtQaVyxrFQpmz3IVs/Ue1WoX+okG1WmNi3IvVaiB2mieVGTwxWHgQZqUje9oftCNZNERlStD43Bbyh2eyMpl/GObNUdNy8HQ8wPrro4EW3YePIiyv3R7c1CrB/IiHUjRHdK+3Yv1oIcTyn2+gUqvQWoy3LHYP/8o8K5unrX72Eg6biXx2uAnFg8/HWd4+xeEwcXGYRRoiNnp8Nsje8Y0Colar8NAg3ZEoN/f5FGsdlllf0E79skzmtLeb8NFX0+9KXnXi9lgIBm3k4zmO2xS4qefT7K11Kw4Gs57guAezy0pdrSJbKHNRb4BBi1Oj5mCnt/VHY9Z1WUrbefB4hAx1YofZodvnPVqI8KYVF24x69GqVeSHmAC0MxJ2ckqZqREPb4aw6nfy2VyE43oBqSFwG43oVWqkukTpskI6XyLfp3MWwMJUkMX9OPfHfLyq3K3Oqtdi5qJepdjW1/35vRBfJ3srMSGLFb/FwptUHENNw4jFhlVtYCne34octFqJnxVot8KFHTZOSmeyjzmv2cRs0EO+fMXS6WCr4EzAxWauvwI16/SwlckgSRCwmIlXez8bbTo99+weGnWJzUyaBUuQ8kWNtdiNjA1aNTaDAbNeh0GnQadRo1Grm5M+miWuKvU6EhIBlZnzYhmdqll7+fyyzGm+wEWfZFC70cBV5upWmJdOo2Im5EMjBLuxzK2WuHqtBk2p2bzjftDD1t7w14NGrcKAmlq1TiDi4CB29+oLRoMWXVmi1BorvB4r6fNST/e4Sq3i3rQflUaFVG206oWKmyukZc29jtgQrTdWsx5rFfaWToZ+tgL8y//6Y/7uf/3Xlaz5D8RHaRHtxWm2wGnLUjoXcuNTG3juDdKQJBoNCUmCRqM5Y6/XJRqNZgeieqNBvdHsQFSvN+BC4MxqKF8ZaUh6dFoNOq0arUaNWq1CrRYIlQqhAoRAQqKB1GzL2ZCoNupUG3WuanX8Bgv1cp2Vi7u796/Z3k0yEXayn86hqXJnJRTgrDVoXVtGR8w2kjIuOo/VRNBmxajSUC1VSSYK5HaKpJNqzFYDK7vDnUe93iAYcnB0kGa/zaI2NurG6TRzmjrnNCGv5MgloCXiZ+j0ahYedlupIx4H+QP5fW2sx/GFrYQd1qGUUOBW8LpRr+F+wMnpximbf7Y1cNt8KwarUW8QHvew19ZmdOVHq0w/nySau8TttnDcR6HtZP3lAY//hSkkCdb3hrNKHGzGmXk69q4j0f3ZABs/XOlaL3WSQa1RUW/VPg2NurjIFMgPmDRUq7d/J4fLTCRs5zyZ52g9SnqzW9iZHr/5VanMfofb3Om1MvN8nPMqGIxarnq44Y1GHdWKvFJmsRjQNCRmbEa8o15UWhXleoOzUplkrkilhwK7unLC+KSbg1iWyVFP18SkHyajFrvViF6r4ZnTzpVaxbN7EUBCtGq4SpJEo9F8HtXrN69atdmFqVqrUc9XCdrMvD2Ok6T3hEAOh8XIfiuhcPMoSXjKwklpeO+Qz2pmJXlbWSmX+3tQYsUCsWKBR14/trqebwaUgLtmxG4nfnb72E7y58yFfKzKdFZKlS6IFKqY+sTztmPV9k+W06pUXFVq754Np8US9/xutvPyVuTzSplXqeb1oNeocdp0nJQrjAYcFKsVzq+uKNVrlKpFGGDH+DwY5tvTGOqKuG1NVYHHZcRrtmDR6RBSM1koW7wgcVbk7PKK+REvhydZZsNehCTYiaVZ69Ea+V7QzeZa87N4oYTDZiQv42GQYyriYWe7qfCXi5Uub8Ew3B/1sdw22U2lC8zNh1nt4WVo1BtsbsZ5PBtCJQm2d4Z75llMeoIGvZKA9JHxSSmi13jtZq4uKuwfZImenw9V+qedZ5Nh3mycMD/uZ+0w8Qu1AhtXWVHVVFjyzZJGJmNzhqzXa9Bo1Gg0KlRqASpBA2ggUWvUqTQalGs1LqtVLio16oUaX4z17v87DNfK6KTfyV4sS8BuwW+1oEdNuVghcVrgPFlit6MhdcBp4eiwOQt++nCEt1snQ5SFBqtMVvbRUYajo+YDPhJy4PHaSGeLRGM3YRUHR2nZfsqVcp2NV8c8eRxh4yTFVWtg7FV6Q6NREQ46GQs6OM9eMDcbpFaXqNbqVCo1yuUal1dVLi8rzQlIi3KlhstmZNxuZv/tMWtbwymMbq+F4zYl2WzpjqHc+XaPwKSPQMBOrVJDo27+/mpV869KCFSq5kvQnOlfWwHUpTIGLdybdJPNX5IZIiv/KldCiOZ+crvy1qNULM/896ZZfX3EyISHfDxHoUc2/619X5axO01EIg5K6XMOVqPktntfnxaHibMhLOIA/hEXUumC13/0ErXVgkql4uHnU5yX6xx11KfVG7TQZq1UqQXT0wE09Qa7i8ccn18SU8E54tYAJQQE3BYcHisGsx6hVVGu1cmXyqSyRVQViZlJ3zsl1GoxYLcaMBl0TQuTSkBdaraIvaxwcX7FWf6Ccq5EhhIZwPp4lMalmqWDu3lmtBo1et0lhVQZu83AWZ+2uXKM+B3vWuhKEkzoHEMros9GQnwb61YQkgOSra7R1Yfvwa5Tq9nsUVpPK3oHd2qFmpcHJ3w1PtLXSgug6bMfgGe+MD8/uX3dunQmGKJX1ojFwZ9Gd3hmi7CWGn5iCc3EpldHTTl/GQzz7f7tyU764pK0THMUrVFFxGYj5LBxEs0364YOQNcmg1zxkgejXs4Kl0ONbSb9TTJRMl1gbjbIcg+FVw61ShCPdsfYFguDr+lSocz+QYr5uTCrQ0wGXXYjB2sJ/EEHRpOOVOJuicYKH4ZPThENu21Ur2rE880L8PGDMG/2ho/NfDIR4k2rgO/qQYKnMxFeb72f8vdkMsTi8jEqIXgw6Wd1L0HxPd3zbq8WTa2Cr6qnWqsjxI3SIkTTRaESqndKR3N5033Rvo6oCSJlK4mqYG8/Q3cH7m7CjpvuFIsrx8xO+zlOnVO8HHAuAzJ+T2J5TmJ5AAJ+G4GAg9zZBYfHGWYnfGxvyytOa4tRQhEnFbtAp1UT22gOAC6nmYDPhk6lopi9IHaYIbYaR5+5IJMqUOxhAVABBoMWg1mHwaQjoFKhqzRY/el2//PrIBiyk2kr83XVQ3lIHqbxuwwkXnZ2WeqNEILZR2G2lg9xBl1k9lMYLQZ8I24sbisqg5arqkT2/IpMW4H56H6aB59PQENi80fd1tBrTnYS3JsLctpy2XlDDvR6LTpD24TpOqZVktCoVWg1Kg5fbLGyM5y10BNxUxrCmjuzMMLh210uW7/X/BczrL86YO3HqwCM3A/hGPOyt5+mVCyjbw2UoYgTj8NMdD3G7s9vZDu2EGHlm13ufznFWlvpJkmCbLpIVqakjVotMDksOJwmClo957kLyrlzkndIzpieDbKy0nx23P8iwsbB8O7QhzNBXm80t50bDfGmNPzA/3A88E4JvWb/KIPWJqgO0Dz8VnNPhSpxVsLq1VGo9LaGfe6P8LrVV/2B18vGAOXsod/P66i8kr4ST+KxmkhfdE+KUsXmNf7i4ISvxkb4OtVbGe1VwgkgYrXz6rR7fDjI5Pt1jgSaltR6rUFDgq2LNE6jcWBjlGsMGg3nbaWLXifi+G0WEkPkNFQbDex6Az9Y2+X5pHx3u3aEgOPj/K1l60cpns+P8HZlcLxovCM8Z20zzmcPI0OHm8xNBFiXSYg8OsowPe1jR6YcGjRDrvZa3rTN7VOmp3zs7Pa/hyzGpvU7Ec9jd5oYHfd0TVwVfv34pBTRcb+Ts/zFuwQdgFg8j06j7vswumbM52Sjo+vJm60o90d9bBzdLcZqJuxhs/WAaEgSu9EMowFnzzqC/fA6LdRLNdajp9yb9rGTzA51PnI8uxfh5TcHuB1m/C4LiezgB1+to2bl1k4Cv9eGw2okmsz33K5fealOEolzEq3Za9BnI2QzYZ0JInGd2dl8RyvGCglUajC5TLgmVSSjOXKHOQqHt+V7b8bP3ssDHn05ydKrg57fX7mqUrmq4rQaWPzhCiq1mplHo2wN2ekH4CJ7W6mP9Sj1M7sQ4e0PV4g8HONkyFit+WfjLP14GQC9sYjLbyebOONwXT7e0jfqxuKyojbqUVWriEaD2YURNBoVAgnqDWqVKpWLCuXSJfXqFcbKBWe7zfPt5wgWAqYWxth9e8ij35xn+evhFHaL00K/LnNCCOafj7Hyw6VbsWPVDoX+ZCPGyUYMnUHL/BfTWAN21BcVossnyE1d0q3JTnlIVySAzW6ilC6yvxhl/i/PsJgcPtMcwGTWkcndTAjO9/OYTcO5NMN+O0ttGfZrqzHmHgVYOx58rVgMOk5y3cpyvnjJ4/Eg32Z6W2YFzbqYp8nels+Ixc56Vl5xGLc5WD2++QUua1U0KlXfuqKlHu0voVnDcsrp6lJEbXo9h7n8u/9fHPZXRnslEAnAqtERlQkFSl6UmA142cj1VqSfesK8iLXul+oVT70hckfDXWOPfQFeHt7cu9VGg6DLOpQi6jQaibfqaa4kk4T9dk56hLwATPhdHO90W3ff7MeYGvX0TUCK+B3EZSp0rG/EGY+4hooXLeZ7y6RXYwKAsNdOOtY8z2qtTjSeZyTi5FjGunqNrq303lnugvJVlZm5EFtr75d0rPCr4aOqI9qPmbCHdLpwSwkFSOdLPBrrXeD6GotRR+Wy1hUzJgEnmTN8DvmaeXIEXFbSsbNbruWrcpXSZRmXffgi4gBOmwltvVmaAmB7J8lsyIN6yBJD7Ty9F2apFaeTyZdQlSU89v61IDUqwaFM3/ZE6pxcqsDDqd6yjSXPUN2xDuJ02IUhc8mLP16hkCqw8vKA5Zf7LF//fbHPyot9Vl7ukzjIsv/TPfbX4+R6FGoWrd/zeCeBpkdJo2vsDiOFaIZapU7lssL2qz0ePhsb6rgtNiMHHZmdpbNLAiPdtVALLeXdahuu/NHDLybfKaEAucQZOq3A3GP7q1KZo/UYa3+xyfIPlqicJKnG06x//w3Lf/yKpT9+zdKfvmXtn6+y82Kb49Uobo+FrW92eu7z1vH8pVl23hwgSRJLP15h7vPJgbIFEOre16zBpGNmLsDS9xe7Ehh2Xu9hdXZ3oKpcVblM5sltx4n2sJ5PzAY4bSVs7a/HCPh7d526xmo3YtRoSLZCPlb/bKtvcwHZ7532k20LQ8ilisz4BtfFVQmBXq+l1qEcncUKGNtcpL2YinjIFuTDKhrn/WM8n46GWU32t2DaNPLxlkaNBlEWlNsmyAf5PJ+FenerGnc62Ez1d3/vp3OoO2qITtidXZbKF4cnfM87IruPRFFesX7mD7Oe7q2E2TW974UJm5PXp7cnga9zMZ6EBo81Uy4Xr466J5Cv43EmBzQyARgz2ci1JvlX1Rp1o0Df5/5zmeTHnHpDIlcpYzH3jqH1ynR+g6ZiWC5WsAzoJjY75uO4RxdBaFo6wwGH7Gen8dvK9eVlhfNSGY+nd41X0XHfXF1W2dlKMP9ktO9xKnxYPglFdH7Mz9FJ5l3/2k52D1N9O5QIAWMuJ4mMvNWjUCpjMmjRDTHYWow6dBWJgkzHiEy+hNVkQK8brmC61aTHptGSSN0+ro2NUx6NBYYqEH7Nk+kQyx111FKZIkZJjaNPG8GpgLtn2aSrcpX19RhPZ8OyF1KlWicQHDzwA5iNWp5GPJy8OuY0mqPRkKiXqn1LHLmsRlInee7Pyg92oYiT3Zbinc+UmJ0P99yXWq3CbdSQa5O1VG+w8tNNHg2hjI6NO2nIWFbcvtsPzan5MMetsiWbL3ZwBx199/vg2TjLP1ruWh7fS+IN2NHq+zs1DCYdJ+tR9hf3ZZU5AIfXysaLbYr5EhNz/RWumc8mWPnp5q1lq3++zsiUD8uAjk5XPbpdeUNOnBYt63+xIft5o1ZnbLq75aMQgka9wfarPe7Ny7fFNXQUy/a5+h+jxWrAYTJwenRbQVr9yRaP+lw/7cw8CLEi44rceHnE3IAWpI/uh9iNditH6UyJ+YC377b3R3287ROGtHWcImKWH8SDNgtrySHqUvZwxDxy+rvKwwGsJpN4TPIy95rkr8d2UsULHvpuy8yglr/mX/ZQRouVCg79baXSZTCyle6vBO9msrIdnDRChbqhoiaT8b1fyWLX91bsNCoVUlWSrXkqCdAZ+t/Pn4fCrBzf/p2OMnlmZnsrwJk+3ZRSZyUio70nSHItNa9JpguMB/pPrtq73ckigVtG2Z2IuEjIdFHK5y9Qa1Q9u6/VZFp61usNVhaPh3qOK3wYPnpF9PFkiM39BJVqb/dPoVTmQbh37+Knk2HW9/s/hA9Oc8yN9R9E1CoVo3bbO7eJHIexLNMRD4NS3416LT6rmWg8L/v56mqMzyaHGxgXpoKsLcdkvzKePMeh0WEzyT88bfrBmamLy8fcH/XKzo6d7sGW5EfjXqz5Cmsvm1a2a06OMj0H/8kpH5utfuO7b46wyyhBnX26830eyHMzvq7OQdcs/3ST+ccR1H3alna6j6/pKhfU5ops1OoEI70tIFMPI2z+bINeJdb2V46ZvB/sOyGZng+RT55RzF8w9kBeluEpP+VWWZWtlzvY3fLKiifsIrZ7Kns8e28PMOk1+Pt0dMrK3BdT82FK8RQnA+r1nqe6lZz7T8c5anVbKcQzXb+PxWZkpyMG7nA91tN6azTpcDtMRHvUTV3/8x0ezvW/5ywWPclU7/s/t5PF0uNe8zjNbB72dr+vLJ0wFZSXr1GnGViHUpJgXNvdwlQAdpOBi+rgusJnxe4J9lNfiFc9ugmVqlVGnd2TUZNWy+rpcMk99Q5lJl3qfZ4vD0/4nqdbGfV3dIEaszo5r/SPcc9cXnLf0a38P/OF2c3LW/my5UsmA73v6WfBEAcyzUWuWU2neBiSH2fCVmvPELFXhyc8nOmekPsdFqKx3t8HsHKQ4PF89wTUZjFwcNxfWV/fjPPZrPw9Mep3sNWn7Nq7fWzEcHZ45uym3tbo08QZHrcFvUwd41Kxt+K89PqIuSejQzcsUfjV8VEros+mwixvnbTqMvZnbSeGy9pt+Zsb8fN2Y7ig67c7MZ5My1teAJ6MBdgeIuZvdfeUz+73tjzptGpG3XYOjvo/BJaXozy7139gfDgRYHMt3lOZAYie5vEaTbJW414u7042dxLYdDrCna7PPq3oPHYTj7wOtr/e71nzbXPxGG9H/28hoN5mcb4slRkNOW6t43Ca2Hp9cGtZ7CDN9IPu329+LsjKz/rHOa7+fIeJSS8GU7eMDEYt+6vysaSZ+E08U2TKx86r2wlKWy93sciER0SmfERXDqgN6O+88XKX+c8nZT/zBO2s/+zGernyF+uEpm4Pcp6wk/Wvb9a5KpUZkbE+avUajCY9xT7Z9InDFMXUGZMybmyjxdCliD78fILdn29QzA3Oxj5YOsTb9hvrDFqSbYPk6V6SBwu3v3d8xt9VX7RwdsmMzPnpDVqCPjtH233uX0li82e7zMlcQ9eMTvrI5XrLKJ8pMe12yH7mcVv7Nm2QJAkpX0UjE+5yf8xPMj/4Xt07yqDriMt7NhpmPTVcQsdJ7uyWlTBssbET6/+cehWLc997W6Gb9/n6FutvZ/U0QdjafAaYtVrZLnHtvDw64UtPBNH2yLO0lXBa8AZ4czpcFQNLR4moUaudNzLJTe18mz3hUbBbmQzbbCz2SMxqJ1+/6rLEaoTAgo7LPrVFN7MZ/B0T/4hrOI/U0tEpo+Hb1s3xoGuoNpjr63Emwt2WUWePkIBOarUGY5Gb7TVqFfv7/a/H/cM04xPerkn4oNqhq4vHTM4GMRgHh7ko/Or4aBXRZ9Nh3mxEh66pWa7UmfDcvlmas8Xcncozre6fMhnsvumeTYVZ6qGMyPFmPcrjme4BTaNWcS/oYadPD/J2lhajrRqF3TwY87O7mRhKUT88yRK2WTG0zTJdViPHJ8MnVyVS55ylirfiRosyyRkqAU8n/NSO8mwPaLtWKddwdsQwPZiLcNyhMKy9PCAUvrFEjEVc1GVqyYmOB+vIqIudb/f6HsM1O4uHeFwmHO7brqSJSQ/VHjUWk8dZLK24YIuxewZfvigzcf+2W80TdHAeS3M5RHkTgOWfbvDoe1Ndy91uM9W2hgxSvYHRfHtg9YYcXTX31r7e6goZmPls4lZh+l4UcyUOFg+Y//L28XjbLKU6vYYHC2GWvv9WNpyhF4G2wWr2szEyHc0NDt7sYW5z2XV+fk2lI2lJp9MwEnayvzFYSZDqDXZ/vi8bDnJ/LsTqgBaiAJuvjnk4efs3fzgTYn2IMjwn8TxPRm9/972whzd7w02mz0pXPHbeKEkhu5XlxPAZ+VfVOmFLUynUqlSYG1pKfZSjay5qlVuJKak7dBECQaSliE46XNSHeGB/exTjizZl9LqEk0mjHSoh6JrddPZdjKpKCIxCK1vnuJOT2hkW3c29JgC7Rk+lNnjbw7Mznozc/o2fBcPsJvor/KVyBa1dh6bNM3BZHK7eZ7XW4FLUb/V9l4Y41ua2da4Kt+NFPXYzm1vDlyzb3Um+++6ZcR+FPpbNaza24jxss+TqdRoKw3Sd24jjCThwOPuH6Sj86vjoFFEhmkrf+9TTXNo+Iehquh31Wg0mlVZWUepHtd6gcFHG3tZne37Mz/LK3Y9ndSfO9Ijn3f8qIZgb87ExoJ91J0uLx3zWYRmdGfFytJvqqsXZj72jNBNuJ7rWg2ysh+WmH5dXVTY2buJGY6mzW22LR/12po0m1n62y5VMRyY5dtZizM01lXadTkNKRkmX6g0sLZer3qBlv0e2+87qCeGWUmS1GblM5KkMKNTdTnT7FE2jTqDdpV7rvb0kSQRHXXiDDjZ+Ll8Qf3/pEF3rIWx1mFDVquT7hHfIsfRn68y1WUYnHgRZl/m+ndd7zD5vrhec8LL+dfc6tUoNf5tSP//VPVZ/NriY/zX1ap2Vn6zx6Kvpm44nzqalxuW34XMbWf2ztaH3d03yoOnmc3itbL856Pq8mCsxOdW8n8Zn/MQP5Qfu/fU4fn9TsdFoVIyPe9hdHT6rtl6rc/DtIffu3Sh0VpuRWJ8uVJ0kN1PYWnVmbRYDR6fDd6tZXz4h4mlaunQaFcVK5U6T6Wq+qTiqhMBq0HF1xwocXkNzAH/mCbObHm6iepg/e5e4NOvxcNCW9T4Mm4k0erUak2Z4S9a3xzE+90RQId4lfz10+0lcDN9xJ3t1xX1n04L+uS/CVna4VqmpqxKzbWEUz0NhNhLDlxHaL+YxaJsT13tuF4tDliDcS2WZa02SzAYde4fD1zaNZwpMTjXPVaNWsT/AI9dOZ7zoqM9xp7GnWCozO9m8nzqNBf1YWo3yeKEZiuEeEKPezvFBGrVOi7/Dk6bwYfioFFGB4PF4sGkJfQ8adQmfpTkgPgh7OXyPUkrQDPAOuK2oVYIxv5Pj/VRf13cvavUGicw5gVZM3sJUkNX14WeR7awsRVmYaiprU2E38cNsz64x/djeTzLj9zTdf33ibvshSa240TEfAvD6bOi1ap6N+8isxDkaUAtOjtheCotFz/0HQTI9ihTvLEW5NxNg5p6fUp+ZscNpQqgEPquubwvLXqRjeYqpM8bv+VFrVBwOKLRs0GvxB2w923IWMkVmFkbQGbQ4HQZO94ZIGpFh45tt7i2MIASUz3pbfbLxLBqdBqvD2NP1tvb1FoFxDyP3Amy/2n+v41n68Sozj0fRGbSotBom7gepZM44Wnu/+ze+c0pkykd43NtzErP2s018IQemHnGY0Jwc+N2Wd4XvB1nl5ahVapy8jTLVGrgjY27O7tACtJC7ZNLeVCbHwq6uah99v7vWwFJvtot8OBkklrnbpGU7mmbMYufZaIiNAQk7cuiFhgWvn5cHd5PbdeKSWTc47ryTs6syD31+cjIF3vvx6jjGM1eIwlWZew43L+N3b7VqVukIm20sDunOv+ZFNsq834fHZGIzfrdalumLCx5G/Bg1GsrFWt8SWJ18e3TCgyk/UwE39SG8Ye0s7sV59CDMVMTD5R2NNNfxoiaD9l0nprtwcpLDbjWys3O38eHt8jEPH0aw9rnn5UgnzykWy4zLhOoo/Gr5qHrNB8fvSb/1+//VL7QPIWBy1MtOn9ppwzIZcnGeuSB/dhc3UzcepwWrUc9RDwvOsKjUKoIjDjKJIld3fIh0MjriIpcovOsN/L64nWacRj3Fg1zfZKGhjmnaR+IwQ7lPHJ0n5KBRq5Pr01FDo1ETijjeWyG6RqvTEpn2s7/YX1ELjHpIH6Vuuck7cfjsWJzmdxn174veqCM06WPvbf9jmnoywe7bffqZ0sKzYS6LZXLJuyvr7fjHvdj8Tvbf7FJ7z8nNNZOfTXK41T/mOXI/QiJx3jNcAsBsM+KIOInu3K0bTic6oxbfjJ/D4+x7dWAbXQiwHcsgvUff3vF7PnZSmaHi+DqZGPOwU8lRbtx9sjrqsZO+vKDYpwZoL6adLo5yZ0O5tzsJO6wkzkt3Usrefa/PRUF1Raxw92eQRa/DbTZyeJa/87ZunRGXZGI/ffdtTRoto3obe/G7jwtmvY6w2vKui91dMGjUjDns7L9HIXiNRsXYiJu9OyqT19yb8r2XEqtSqZgOu9hbvbshR6dV8xu/9YC/+Xt/Sek1/4H4qBRRIUQKOPzQx/FLxEO/Ct8Kinz6o8inP4p8+qPIpz+KfPrzqclnTJKk/jXSFP5/4aNSRD81hBDfKjOw3ijy6Y8in/4o8umPIp/+KPLpjyIfhV8WH1WMqIKCgoKCgoKCwqeDoogqKCgoKCgoKCh8EBRF9MPyP37oA/g1R5FPfxT59EeRT38U+fRHkU9/FPko/FJQYkQVFBQUFBQUFBQ+CIpFVEFBQUFBQUFB4YOgKKLvgRBiRAjxYyHEuhBiVQjxn7SW/63W/w0hxPO29ceFEJdCiLet1x+2ffZMCLEshNgRQvwPotWKRgihF0L809byb4QQ423b/B0hxHbr9Xd+hac+FHeVT+uzBSHE163Pl4UQhtby77x8hBC/13btvG19/qT1mSIfIbRCiH/UksO6EOLvtX2myEcInRDiH7bksCiE+M22z75L8vlvhRAbQoglIcT/KYRwtG3z91rnuimE+Kttyz8p+dxVNkIId2v9ohDiDzr29UnJRuEDIkmS8rrjCwgCT1vvrcAWMAc8AGaBfw48b1t/HFjpsa8XwFc0G2H+MfCvtpb/R8Aftt7/LvBPW+9dwF7rr7P13vmhZfILykcDLAGPW/+7AbUiH9ltHwF7yvVz6/r528A/ab03AQfAuCKfd+v/x8A/bL33Aa8A1XdQPr8NaFrL/wHwD1rv54BFQA9MALt8os+f95CNGfgXgf8Q+IOOfX1SslFeH+6lWETfA0mS4pIkvW69LwDrQFiSpHVJkjaH3Y8QIgjYJEn6WpIkCfhfgH+79fHvAP+o9f6fAb/VmnH+VeD7kiRlJUnKAd8H/tov47x+WbyHfH4bWJIkabG1TUaSpLoiH1n+XeB/BeX6ad8EMAshNIARqADninzeMQf8sLV+EsgDz7+D8vlTSZKu2239HIi03v8OzYlMWZKkfWAH+OJTlM9dZSNJUkmSpJ8Ct3rQfoqyUfhwKIroL0jL7fAZ8M2AVSeEEG+EED8RQvxGa1kYaO/pGG0tu/7sGKD1gDijaSl8t1xmm187hpTPDCAJIf5ECPFaCPF3W8sV+XTz79BSRFHkc80/A0pAHDgC/jtJkrIo8rlmEfgdIYRGCDEBPANG+G7L5/dpWvGg9zl90vIZUja9+KRlo/CrRfOhD+BjRghhAf534D+VJKl3c/PmADkqSVJGCPEM+L+EEPM0XRqdXJcx6PVZv21+rbiDfDQ03T+fAxfAD4UQrwC5bb6L8rle/0vgQpKkletFMqt9F+XzBVAHQjRdfn8uhPgBinyu+Z9puu2/pdki+WdAje+ofIQQf5/m+f/j60Uymw86149aPneQTc9dyCz7JGSj8KtHsYi+J0IILc0b+R9LkvR/9Fu35fLJtN6/ohmDNENzRhhpWzUCxFrvozStFrRcjnYg275cZptfG+4iH5rn9BNJktKSJF0A/w/wFEU+nfwuN9ZQUORzzd8G/l9Jkqot1/NfAM9R5AM0rVKSJP1nkiQ9kSTpdwAHsM13UD6tBJl/A/i9lksZep/TJymfO8qmF5+kbBQ+DIoi+h604l3+J2BdkqT/foj1vUIIdev9JHCPZsJJHCgIIb7X2ue/D/zfrc3+CLjOKvybwI9aD4c/AX5bCOEUQjhpxlf+yS/x9H5h7iofmse/IIQwtR5c/xKwpsjn1jYq4G8B/+R6mSKfdxwBf0U0MQPfAzYU+bxb39SSC0KIfwWoSZL0nbu/hBB/DfgvgX+rNeG95o+A3xXNbO8Jms/nF5+ifN5DNrJ8irJR+IBIvwYZUx/bi6YbWaKZ6f229frXgL9Oc9ZXBhLAn7TW/xvAKs1YrdfAv9m2r+fACk0r6R9w02TAAPxvNAPnXwCTbdv8fmv5DvAffGh5/KLyaW3z77VktAL8N4p8uuTzm8DPZfb1nZcPYGmd6yqwBvwXinxuyWcc2KSZmPIDYOw7Kp8dmjGK18v+sG2bv9+SwSat7O9PUT7vKZsDmhbNYuv6mvsUZaO8PtxL6aykoKCgoKCgoKDwQVBc8woKCgoKCgoKCh8ERRFVUFBQUFBQUFD4ICiKqIKCgoKCgoKCwgdBUUQVFBQUFBQUFBQ+CIoiqqCgoKCgoKCg8EFQFFEFBQUFBQUFBYUPgqKIKigoKCgoKCgofBAURVRBQUFBQUFBQeGD8P8B43HkwmTHqIcAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] @@ -606,10 +613,16 @@ "source": [ "# now to visualize using flopy and matplotlib\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=mg_unstruct, ax=ax)\n", - "ax = pmv.plot_array(dem_data, masked_values=rio.nodatavals, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + "ax = pmv.plot_array(\n", + " dem_data,\n", + " masked_values=rio.nodatavals,\n", + " cmap=\"viridis\",\n", + " vmin=vmin,\n", + " vmax=vmax,\n", + ")\n", "plt.title(\"Resample time, bi-linear: {:.3f} sec\".format(resample_time))\n", "plt.colorbar(ax, shrink=0.7);" ] @@ -621,11 +634,13 @@ "outputs": [], "source": [ "t0 = time.time()\n", - "dem_data = rio.resample_to_grid(mg_unstruct,\n", - " band=rio.bands[0],\n", - " method=\"median\",\n", - " multithread=True,\n", - " thread_pool=8)\n", + "dem_data = rio.resample_to_grid(\n", + " mg_unstruct,\n", + " band=rio.bands[0],\n", + " method=\"median\",\n", + " multithread=True,\n", + " thread_pool=8,\n", + ")\n", "\n", "resample_time = time.time() - t0" ] @@ -637,7 +652,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAqIAAAIfCAYAAACrVb5YAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAEAAElEQVR4nOz9d5Rka9beBf5OeO99RHqfVZVlbnd/ciykAQEahIQZ3Ag+xDCA0GKAGQQLmMEKLRAjBs1iGIQbCRBIQgKxEE4CgSxqc8ulqfQ+vPc+4swfJzIrzAmT1X27+/YXz125bmVknDgnjnnf59372c8WRFFkjjnmmGOOOeaYY445ftpQ/KwPYI455phjjjnmmGOOX5mYE9E55phjjjnmmGOOOX4mmBPROeaYY4455phjjjl+JpgT0TnmmGOOOeaYY445fiaYE9E55phjjjnmmGOOOX4mmBPROeaYY4455phjjjl+JpgT0Tnm+BUCQRD+JUEQ/vBP6LMWBUEoC4Kg/El83s8LBEH4Q4Ig/Ku9f/9VgiCc/qyPaY455pjjFxlzIjrHHDNCEIQbQRBqPQIW75EW08/6uH4a6H33v/bhd1EU70RRNImi2PlZHtc3CVEU/6Ioils/zX0KgrAhCEK9f8EgCIJGEIQ/0bsGoiAIv37KZzgEQfiTgiBUBEG4FQTh/9j3t9/Wu38ffqq9z/yq93etIAh/QBCEhCAIWUEQ/pQgCMFv6vvOMcccc8yJ6BxzPA1/kyiKJuAV8Br4Z3+2hzPHLxj+HeBHMq//JeDvAeIzfkYT8AK/Dfh3BUF4BiCK4n/WW0CYevfx7wSugHe9bf9x4FcDe0AAyAP/9hd/mznmmGOOKZgT0Tnm+AKIohgH/jQSIQVAEIRfJQjC/yYIQl4QhI/9kStBEH67IAhXgiCUBEG4FgTht/VeXxME4X8RBCEjCEJaEIT/TBAEW992N4Ig/FOCIOz3Ilz/kSAIXkEQ/ofeZ/3PgiDYe+9d7kW3/iFBEKKCIMQEQfgnx32HScc79L7/FFgE/lQvivZP9+1L1XvPnxME4V/tfV65F0lz9r5PURCEHwmCsNz3mduCIPxPvajbqSAIf8es5763398pCMJ57xz87t55/Cu9ff0XgiBo+t7/mwVB+ND7nv+bIAh7fX97LQjCu97n/DFA1/e3Xy8IQrjv939GEITL3ns/CYLwt/T97bcLgvCXBEH4fYIg5HrX+DfN+p16n/F3IRG/P9v/uiiKTVEUf78oin8JmBiBFgTBCPxtwD8vimK5t81/A/y9Yzb5+4D/RPzcYm8F+NOiKCZEUawDfxR4NmZfOkEQ/nDv3s33rrG39zdr716NCYIQ6d0byr5t/0FBEI77zuWbyWdnjjnm+IWFKIrzn/nP/GeGH+AG+Gt7/w4BB8D/u/d7EMgA/3ukBd5v7P3uBoxAEdjqvdcPPOv9e733Xm3vvX8B+P1D+/w+UnQrCCSRoleve9v8L8C/2HvvMiACf6S3zxdAqu+Y/yXgD0873mnffWhfqt7vfw64ANYAK/AJOAP+WkAF/CfAH+y91wjcA39/729vgPTDOZnhOohI5MqCRJIaSORttW/ff1/vvW965+yXACUS8brpnTsNcAv8XwE18H8AWsC/2tv21wPhvv3+7UhRQgXwdwIVwN/722/vbfsP9vbzjwBRQOj9/Z8B/tsJ38nSO18L/ddJ5n1h4NdP+JzXQG3otd8F/CmZ9y4hEduVvte+A/zl3vc0AP85fffj0Pb/MPCneu9TAl8Blt7f/mvg3+tdaw/wQ+Af7juPEeC7gID0DCz9rJ/v+c/8Z/7zs/n51kVEBUH4/wmCkBQE4XDG9/8dvRX3kSAI//k3fXxz/MLjvxYEoYREpJLAv9h7/e8B/ntRFP97URS7oij+T8DXSEQPoAs8FwRBL4piTBTFIwBRFC9EUfyfRFFsiKKYAv5fwF89tM9/W5QiVBHgLwI/EEXxvSiKDeBPIpGPfvzLoihWRFE8AP4g8HfLfI9px/sl+IOiKF6KolgA/gfgUhTF/1kUxTbwx/uO8zcDN6Io/kFRFNuiKL4D/kskIjgrfq8oisXeeTwE/owoild9+37Y1z8I/HuiKP5AFMWOKIr/MRJx/VW9HzUS0WqJovgnkE+LAyCK4h8XRTHaO19/DDgHvtf3lltRFP8DUdLN/sdICw5vb9t/XRTF3zzh+/xu4D8SRfH+CedADiagMPRaATDLvPeXgb8oiuJ132tnwB0SUSwCO8C/MmZfLcAJrPfO7VtRFIu9qOhvAv6J3n2YBP4t4O/qbfd/Bv4NURR/JEq4EEXx9ulfdY455vhFwLeOiAJ/CPgbZnmjIAgbSBq+XyuK4jPgn/jmDmuOXyH4m0VRNCNFy7YBV+/1JeBv76Uo84Ig5IFfhxQxqyBF0H4HEBME4b8TBGEbQBAEjyAIf7SXviwCf7jvMx+Q6Pt3Teb34YKpfjJzixTdGsbY4516BsZj1uNcAn5paN+/DfB9Q/v6J4f2tYB0TgJARBRFsW/bsYRIEIRf7kvx54HnDF6rR/2mKIrV3j+nFrMJgvAKKXL8b0177wwoI0VX+2EBSjLv/WUkwtyPfxdJnuBEimb+V0jEXg7/KZI85Y/2pCD/hiAIaqRzrka61x/O1b+HFBkF6fxfPuVLzTHHHL+4+NYRUVEU/wKQ7X+tpw/7HwVBeCsIwl98mOSRoiH/jiiKud62yZ/y4c7xCwpRFP880qLo9/Veugf+U1EUbX0/RlEU//Xe+/+0KIq/EYnonQD/QW+7fw0p1bwniqIFKVIp/JiHt9D370WkFPEwJh6vDMQxr38J7oE/P7RvkyiK/8hPcB/9+/o9Q/syiKL4R4AYEBQEof98L8p9iCAIS0jX7B8FnKIo2pAisT/utQJpUbMM3AmCEEdKpf9tgiC8m7TRGJwBqt4i/AEvgaP+NwmC8GuRiPifGNr+JfCHRFHM9iLu/zbwPUEQhhdH9KLI/7IoirvAr0GKdP8y0jlvAK6+c27pBQPo/X3tC77bHHPM8QuIbx0RHYN/H/i/iKL4FdIg/v/tvb4JbAqC8JcFQfi+IAgzRVLnmGNG/H7gN/YiWn8Y+JsEQfjrBUFQ9go5fr0gCCFBKi76Lb1CkgZS1Oqh6MTc+z0vSDY5/9RP4Lj+eUEQDIJUKf33A39M5j1jj3fMZyaQNJg/Cfy3SM/l3ysIgrr3811BEHbgsfDn5ie0r/8A+B2CIPySIMEoCMLfKAiCGfgrQBv4xwRBUAmC8LcymGrvhxGJjKd6x/j3I0VEfxL495GI2avezx8A/jvgr394gyDZKj0UUml612uEBPei7/8V8K/0vuuvBX4rUvSyH38f8F+KojgcKf0R8Mu9YiM1UlV9VBTF9PC+BEH4DYIgvOgVIRWRUvUdURRjwJ8B/k1BECyCICh6wYIHycl/CPwuQRC+6l2T9R7Rn2OOOX4F4ltPRAXJx/HXAH9cEIQPSCmgh/SiCthAijj83cB/KPRVJM8xx4+DnqbzP0GqUL5HmvD/OSSyco9EKhW9n38SKTKZRdKA/s7ex/zLSAU1BSTy8V/9BA7tzyMVDv1Z4PeJovhnZI590vHK4V8D/h+9VOvv+nEOrkd+/jokzWAUKaX9e5EKiECK6P7lH2cfffv6Gikz8v8Bckjn5bf3/tYE/tbe7zkk+YTs+RdF8RPwbyKR1wRSIdjMxygIwj8nCIJsilsUxaooivGHH6SFSb13fz3gFElyEERKh9eQUuByn/07AT2ShvmPAP/Igya5934d8HcwmpYHaSFfR9K/ppA0w3+LzPtAklL8CSQSeox03z34n/4yUjHYJ6Rz+yfojcuiKP5x4PcgFUKVkAqbHGP2Mcccc/yC46Gi81sFQbKB+W9FUXwuCIIFOBVFcUTbJgjCHwC+L4riH+r9/meBf0YUxbEFCXPM8W1F77m4BtS9AqFvJQRB+DPAPy6K4vHP+ljmmGOOOeb4ZvGtj4iKolgErgVB+NsBeqmel70//9fAb+i97kJK1V/9LI5zjjnmmA2iKP51cxI6xxxzzPErA986IioIwh9BSo9tCYIQFgThH0CquP0HBEH4iCTK/629t/9pICMIwifgfwX+KVEUMz+L455jjjnmmGOOOeaYYxDfytT8HHPMMcccc8wxxxzffnzrIqJzzDHHHHPMMcccc/xiYE5E55hjjjnmmGOOOeb4mUD1sz6Ap0BjNosqq53uF8oJjBoNYlek0Wx/8WfoNWoUgkC10fxih2+NUkmz05n+Rrn9q9UoFALdrkit2ZJ9j0qpQK1UUm/I/x1Aq1IhiNBoPb24WqVSolYqaLU7KBQCzdaXfRelUoFKqaDZ6vClEhGDTg0IVOvNL9oeQKtRoRQEqhPO1+Rj0NBud2i1Ol9s+67XqR/vzS85FQqFdF1USgXV2pd9DwHQqJUgQrP5ZUX3KqUCtUZFtfVlxwCg00rPWL3Zotv9wudUpwYRavWnH4e0f6h+wbZ6nRr4sv3q9RoAqo2n38sGXW/bL3gOHretPX1brVqJSqn84v12RZH6l5wrrZpmo41KpfjiexWkZwZArVF+8XPzAK1GOhfdrkj9xxiPAAx6DWLny85NP3Q6NQJQm3Bt1Wpp3KhN+P4qpQIEAUSRdqf7xccjABqtinarQ+cLn20ApUJArVGiEARqlcnnWilAZ4ZjLjYSaVEU3V98UHN8Mb5VRFSw2fir/6XfTTJbpvTEwXrT4+QsncGvNaFXqmhXO8Tzcl3vJmPBaeU+U2A34CGaLVKo1p/8GX67mVjuafsWBHizGuLddYRXi34arQ6f7hOy7/3uapC3FxGeh7wc3Y6+5/VygI/nURY9NuKxPJ3O7APC680gJ7dJNhbc7J9HcVj0qJRKkrnyk74PwN66n49XMfbW/BxcxJ68PcCzFR+fruLsLHk5vpE/H5OwvuDiPJJGqRDYXvJydBWfvlEf9tb97PeO/auVAB+PI08+BoNOjVahIl+q8WonyP5h+Mmf8WwrwMFFDAGR52t+js6efj6fbfg5Oo8RdFspRIo0vmCC33u5wMfzKM6QlWim+OTtARZXXJi0Gmr1FtF4nvoTj8Nm1lOtNtBp1SgRyJdqM2/7YjPAwVkUnVaN1agjmZ79Od1Z83J8mSDotRJJFZ60Jnm26efgKo4gwOqii4vwiH/8WCx4bUSzRfRaFd22+CQCvbbg5CqeQ6kUsKo1ZAuznyuA3TUfyVyJbKbypAXUq50Q70/D7C55Obl42jO3vejh+jJFp9PFbNRiNemIRPNP+gwAm9WAVq8mnpLu0xe7QfZPnv78PmBn00+z3eHiOsmbrSBHR9GZCJAc9raDXJzFcdtMhMPZ6RuMwfqKm2azTfhm/P304sUChx/vWVl2cnOZkn3Ps5cLHO6HWd/0cXkW++IF94vXS+x/uGN7N8Dp0Zed60DQTqvVJpUoYjZraeZrtJrywZDN3QDnH+5QqhSI7Q7dCUGT//Hy941t7zvHN4tvXWr+LJfBaTdg1emmv7kPKqX0VQMOCze5PEWa7AQ9U7YahCBAsiARrk/RJBqNilXP032Yu08gfgA2o56toJuvr8J0RZG7dJ7jSIKQ0zryXp1ayVlEGnTytTpKxWDzFa1KSThRAOAumefFZnCmY/A6zGwsuHl/FqHWaFHprbCzxRoqpQKL8WnXA+ChMcz+ZYzXW+Ma+oyHRqXkMpxGBMKpPB771LbeI1CrpYhIpytyfp9ic3H2BfHu8iBxvUhmMfaiWk/B1pL3kSx9OI7wYme2a/KAV88WHom8iMD5fZqFgP3Jx1GqSIuqSKrAxu7TW86bzTqObxJ0uyI+y9OvBcDqkouraAZ179ouBO1oVE8bplaCDprtDsVKnYBv9BkZB4dFz3VYMtWoN1pYzLqZG3iaDBoSPdIaSRR4vj77+fM4zVzFJLIhilApN9D27stpUCoVKJUK2p0upWqT7WXvzPs1GbTkq3U63S7NVoeF4NPGsiW/naPrOKl8hbWFkQ6gY/FyO8j706cvtgCWfXYid9lHgleqNKjUW3jd5id9jsmkxWjWPZJQgKOTKNurs5+/fgS8Vj5dxri8T2Myanl3GmFhxYnDbvyiz2s22tTrLarNJjab4cuOKWDj8jLJ/X2W1XX572U26zk77o0do426AAguODg6kK7XxVmcF69ku+BOxeqmj8P9e+BzJPqp2H4WIJspk0pI161UarC+O2G8bEv3SafdRaFSofmC8XmObx7fOiIKcJnPYbZqcBj0M71/0+3kU6K30ut942Kjwadckq/WZp/0nSYDjfbnFVWyWOYul+fN6tOIQ/cJy8lNvwuFQuA4Ih3/kstGplRFFMFjHR3knod8lGoNAMKZAnurgYG/v1j0kylWHn//eBNjwWebeAyvN4MUyjXO76VjWPTaueyL2ETTRVw2I1r10wLs4XTh8d/vz8I8W/U9afu1kOsxWlasNjDoNaifMMCFvFaO+yLGzXaHcCrPsn/6hLwecnERSQ+klwqVOuurT1vc+Fzmkejlp6sEK4vOmbbfXvPy4WRwUq8329SabSym2RcHO+s+7qK5x9/fX0TZ2nra9VhZ81BvSNfj7CyO7QsWJ+pearvdk66c3aZYXXI/LiSnQadVc3H7OapzdBnn+WZgwhaf4XVbKFcbj7+f36Z4tT3bs7264CJbqD7+nivUZuKwSqWAwaR9XNgBxDMlni3Pdu5fbgS4jn+OmJ2FU+i16pm2XfDbSeU/jwWHN3Ec1tnGVACjQfv4b4Nhtgn+xaaf/fPozPvoh9dhopytjcgecoUqHQEcjtlIn06nwukyE47lBl7vdkVu7zMsPpGQAzgdJkQkydRySHp2L+7TNJQiG2tPGxMAar0xPJOtYLEb0Gqfnrx0Oz8vBjU6+e1XV92P0oab6zQ7z0fvd51BMxDt/nQYYXFl9oUHgMmsI5spP0ptopHclC2GIbL3apHTowj1IZlBbYy8zOk2cfnpc9S13e7QFQSMltnv8Tl+OvhWElGA20IBnUmF2zR9tdhPThLlzynkjgg/iEZ4uRZAOwOBccrsq9Xp8vYmwquVwMxErNOdIV0jwFdrQS6SGTLlzxOc2/x5sD0KJ7H0TQYCEB9K+V8lMxh7E5PDpB9JX7c7XQSNEoVidNr0OcxshFy8P4sMpEcdltHzcBXJsB5yjURgx8HvspAufJ4EReAykmbRO3skT6cZPN/XseyTyKzDahxJJ1brLXKlKgGXZex2i1478UxRVhv78TqK3z1+22E4zUZa7cHPabU75Mp17FMiIX6PhdtEHrm7KZkr43abZyZwcprG+0IJm3W2aIxep+bi/jMBbDTbrPtmI9MP8HksfLqVIszFPkJ4fJ1gc9Uje48OY2fFQ6lvW4CbWAb7lMlnbzPA8eWotOP4JonHNTnatrPmZf90kFxFEvmZoqIvtoNcRUatjT+cRtgITZ7sF7w2Pl4O7rdUbbC9PJ34vNoOcXQzmBJ/SlT0IRr6gPNwGs2UMXR3zcfRdeKL9PkWgxZNWyBflJcOpDJlNFo1linXWa1WEgw6uLmXt5OuN9qUizVcjtkj+i6HicM+aVG/3r1QqnEaSfFyb4ExAUdZFPskErf3GVbXvU/aXqdTc3H++X4+PY3j9gyOSyqVgvubwfOQypRR9UXjN7b9XJwNzRntLrVaC/2Miw+AwIKTXPbzeJ/NlPGHZhvr9Xo1W7tB9t/fyso/rq5S+GQ+KxhyjGjM260OjXYXu2f2MXqObx7fWiIKcF8sotAq8JrHDxqbbidHieTj7+FCEftQJPVtNIrPZ8FtmbyiNmjHP3jvb6N47SYC9ukpomk81KzXshvy8vVVZETQXe4TwTdabTb9n1PJzxa8RLODurx8pc7WojQxLTvt1GQKcq7jWfa2Pq+EBaQoaK5U43xIq6bXqjm7TSKHo+s4L9ZmjD45Rs9Trdmm1mxhnTGSF07kR157fx5hb336MbhsxoGJtB+FSp1mp4PLNno/+JxmStU65THi/3ZXxGKfjbxtLnn4NEYfly1UsVgNqMekpQ16DaJSMRBJG8b5XZrdrennYmvVy014dGIulOu4QrOltje2fJQqgwTw+jolFT/NCJfb8jjRxHOD9/HRZZxn676Jk7FSqSAcz4+8Xqo08HvHfw+71cCVzPeH6Sl6k0H7mJIfRn5KVHRr1cv7M3mdnChCeUKKXqlUoFAKsoUjl9HMxKjoStDB/pV8VHLWqGh/NBSgUm+ysTxe1rK94uHsPvVFmkmNWonXZCSWnKw5jiULWG0GjGMIklIpsLbq4eJGXgf5gFyhhlalxDT0Hcch4LMNjNOX4cxA8KMrwtvTMOtbPsym6Z+pUikoDBHuT6dRXuwtzHQ8ABvrXqrVz2NDtyviCw6Sta0tP7lcZeC1VLL0GBVVKAXK5cFn+gHJRJHlMen+YTx/tcjp8ej95pphwe7xWrHZjVP1pC6/beB3QSEQvpSfp9qtDuVKg8CE+3WOny6+1UQUIFop0VF3CVjlCaBcqnbBNTopXWZy1FVdNv3joxDKKUvS23SeQr3Bi8XJUbmOOH4wXvM60GlUHIVHozMGjZqL2CAxvE5mUSmky9gdM8gf3sV5tuDj4Gp8AcvBXRy/y4LfaWG1FwWVq6jfWvRMrC7/cB7hzQx6z1ZbPp2SzJdx2U1TU+yL3sG0Yj9O7hIseG0Ttw/5bBOrP9P5ClqNakD76rAY6IqQm1L8cnSXYGtKil4hQK06ueDuOpxha3M0qqYQBBZDDqLJgsxWg/hwGuHlJA0VjERk+3F8m+TFy8kToFql5C4xmmorluo8W5htsrKa9Y/RUIBao41zSHqyfxHjxVZwLCncXfWSGlM0d3QZ58WYFL3PaR5IyQ/j/DbFyzEp+pWQcyAl349wIs+zMVFRu8VALFeaWOATz5TYXZIfS15uBLiJy6c3C5X6WK2oSa+h1GiOvfdniYoOR0MfMO5pWl90cRXLTrzPxkEpwJbfxfXdbA3x7iJZvD4r2qFsiaAQ2NoKcDxjYVQ0XsDvtkwdhywmHcdD56JWb7GyODqPHF8nUJk0LC1MzhRYLQbZYqCPR2GePZtNKlLIj96T5+eJgShmqShfaHt1mcJk1rH7PDQxhf7pIMzuFHIcXHBw8kl+0VOd8MyBtLitVurEZkjjX9+mUGs+X6vNHT+59PgC2lazQypVZHXG8znHN4tvPREFSFQr1BQtFuyDBHNjKBr6APWYKEOuVuOsmOHNqvyENYvlUrnR5CAc5ztrwbFpanGMbcVXq0FuMnmSRXmCteZ1jkRIM+Uqzxe9LLlsnIQHV/oeq4m9FT+7S17cNiMLbhvrASebIRfbix6eLXt5vuzj5aqfnUUv68tu8uXagP5zGOMm3X68Ow3zamN8JE6pELiRIS4PuAin2V2ZTGDkopUPaLQ6tLrdnrXTKMwGDSdjorr9iKQKOK0GDFo1ZoMWo15DMjtbFXWh2UQ5IS2+txmUjd4NY/80yt6zQWK/9yzEp6vZHQL2z2Osj1n9ry+7ubqbXKF9cJcgELCN/fvWjp+MzMQHkE4UZxpklpecI1IHp8w1/ngWGavbHI4iDeNaJkW/txXgeIZzeXKdwDuUot9Z93FwNlnvWJCJigqCgMttmqma/+NZhM2hQqBFr50PF5MjRFexjKxUaDHomOpwMS0qOhwNfcDJXWKkaHE54CCa/jIHBoCXq0GOz55WVX95m2ZxyTmQTXi+G+To9Gna1IvrFFurk1Piq0tuGjIV2/oxms5UrsxdNs/e8/GLdcuEqOnJZZyVlcmRvKUlJ/cyxL1Wa7Le032vrrq5v5Un9+VKg9VNL/f306v1ry4SeMYUBGq0KjqiKNnayeD2Oo12jHZ179Uil+dxyqXZXGmGi5bEGSwFW80O9zcZXvzq9Zn2Mcc3h18IIgqQrtUoiA2WHbbH18ZpljK18WSq3RX5YSzKq7XAiL6uMGUF9wAR+NF1hHW/C7txdEAfjogatWpeLPn4+joyMUqnHkNsCrU6TpOBRbeNN2tB9lb8uGxGEqUyH29jJAsVfnRxTyxb5CKa4Syc5uQuydFNgsObOB+vYny8jFIsN9iZQADXgk7ZyJcc9i9jY8nkks8xNrX9gA8XUV5PqOjPFycT4li6yGpQPvKwvuiRlSjI4TqWZXvFy0rAyb2MFGAcwukCL8akxU0G7cwRHoCD8xgbvQjrs00/746fVnHc6YrEc2XcMro3YQbhWavVoatXyi7gFAphIrGJJ4vsTKnk1miUnEdHz4d+zELi/WmE1zuDE/n2soe7MRHCB5QqDXyez5Omw2bgcgoJf0C92cZk+pyiNxu1xKekiqEXFV0bjIq+3A1yejs5PfwAUYRisfGoh1YpFaBgqgdjvlxjd0gv/XIryOEYOUo/JkVFx0VDQTqmlb5oX8hnI12qUPlCT82vNkLsH31Zdf3ZVZL1dS8KhcDLFwvsf4GtGkiV9K925EmjQafm7E5+QfvgTCKHVrvLu/MIu8+C6GQkFHrdeAlYu90lU6jgmqBbnlSkGIsVEJQCWs3gfvV6NRtbPl68XmRlw0Ox0kBn0LL3ZonF5fFZwlqthUanRiUjIdrYDhCL5Mdu22p1WFoZzByp1Up2X0h60Ke6yzwULTk9Zi7HRGFHjqHZ5vQgzK/9TXtP2tccP1n8whBRgFy9RrpdZc3lGBsNBbjN5jFMqSz9OhplKWAfIJLJwtO8P09iKQQlbAwVbfTrpJY9dswGHft30yeIyBhfRoteR7XZ4jaT5+11hI+3MVJ9UVW32Ui53mRrShFDPFvi3XlkrIXRU6yJul2Ry3Ca1cAoGbSaZ6tafH8ekSUxdrP+0e5mEg6u4rzeGiSzGrWSy+hk8iEIsBJw8HonRDBo50fXEa5SWVaWXLzaDuGa0ZLlLJbGbByNbmwsuCmWZ/ef7XS6xDIldjf9nN/P7i/Zj2K5jlavRtcXqVlddHF+PT0yDHCfyLMtU1G7ve0nlp5MyNrlyaR/e8NHsTJ6PiZx5HenYV712VzNanz/6Sr+uEDwOMwTNbbDuLhLPZKS5aCT3JTF0AMKpc9R0dVFFx+f6JmbyJbYWZSeg72NALczLgZv4plHje6S3z5SnDQJ46Ki46KhDyj2fJV9LjPlWmNENzwrXq4F+Hhw/0XbgqShbbY6/LpfvU4XkZVFpyzpmwUfDsO8lCGjm2teymPkNel8hcXAZInD/kUUm8eIfyiiOE4X/oBCsYZGr3psgNAPk0nL2en4+yuVKvHq1RLxaJ7tZwFevF4ktOyk3mpzdh5n/+MdV5dJup0u8Vie/Q933N1lcHrMvHi9xNqGF2Eo03d/m2HnxWCKfud58NGqaRL6q/ntThP+gI1P+1+2+HgoWgoE7GPHA4fbzMazIM+/s8yzN0ssrXtQqZXoZMbpOX56+FYZ2s+CQrOB02QgZLBwnpGPOnVEkWWXnU+RyZPwaTqD22hg1eggV6mRqzzN7BkgU66Rr9b5ajXI26vI4/4BXq8EOAonBiyhxiHksBJJj66yv7Ma4uurMN9dlV+1O80GDnsTUHWMLhPAbTUS6xHdVLGKxagbIAdmg5aT66cZxjdaHdKFCn6n5fGzAcq12UiYCNwksgTdkkH4A5Z8DnLF2SIcHy6iktVST26wu+rj/fnotmqVkrWQC51OxU0qz0U6B+nPE77VpOeyL2q3uujEbtQTSRTGpuuLtQZfrQX52BfVCbitHMyYItSolSwGHZhMWkr1BkqLBmvNwIJRj16rQkCg1epQLtfJ5ipjJ8UH3MWlSu5Pvf2r1U9bh74/D7Oz4eW8rxq3UJtONK5u06xtuLiMji4eBEEgOqa5w7RI2vvTCG92gmQLtbEFdHIIJ/J878UiRxfxJ/u+3sayfPfFIj86uJt9f/E8u5t+bqNZCrXGFxXsHJxH+d7uIm/PZydn2VKN1xtBzm6T1Nptmk/QaDZbHRaWHWQLn5+VSdHQB1xGM2wvucmUqlO11OOwvejh5OTpDRksZh1LQQedrshNOMP5bYpmq43NauTqPoMggNdjwWkzoFGraDTbpLNlUpnpzTgOj8PsrPseNaZqtZKbKYthh93Incw9349wsoBOq2J3J8CnXkGPMIPxVySWZ2vDy8VpYoB0ra162P8gf2+aTFpWV9xUqk0ElcCxTAHRAwTF4NiQSZfJ9DSXFouehSUn7VaHy/M47VaXg493bGz7OT+J4XKbuR2T9h9GMi7NCytrHrKZEncTjPdngStgI3Iax+Ex43Rb0OqlboqlQpVUPE82VSKbenojmzm+WfzCEFGFAM/9XjoKkaN0EpVawXeXg7y9jcrahYzTDw4jValSUNb5dUtLXCYkwX2z1abeatNoz9aOsdMV+fomwstlPxfRNKIosrno5t3N7Joln9U0QESVCoGXSwG+vpJITmEMuVtx23mbkyaTs2iKgMNMXIY4BZ1W0j17jUypyrMlL8U+s/aNkJt3X2BCXazU0WvV2M16cqUaOo2K6xmimQ+o1ltYDB3MBu2jLc9Tih66XZFMqYLNrKdYqQ10+zEbtKwEnXQQuYhnOIqOJzOmIcLSH5FdXnDgNBmIJQvEM4Pn9sN1lJDXRqSX1rcadcTi8mk7tUrJUtCBySwRz6tElpNEGhLwajPI25N73mwG+fBJnoSbbDqcViNmgwa1UonYlVoE5os10rky3Y7I4UWMN88WyBeqnI6pKh0HEYFYpYLZrKNUqrO54eP4frbPMCrkn7ftDR8Ht/LkJjNDxHH/IsZf9WoVm0lHtyvS6Yp0ux3aHZFWp0ur1abZlv7faEo/tWaLRqfzRSljhVKg1emiUAiYerphvU6NRqNCrVSiVCgQBOiKIp1ul1arQ6PZRiHC1rqXZK7MxqIbda8dq0IhoBAEQKTblazd2u0OzVaXZqtFrdGiWmvRbLdpd7t0kKKSRr0GvUaNTqNCrVJKVfS9ELIoinQ6XZrtDq1Ol+1VH1+fPj26+BAVfei2NCkaqlQIrC+40Gs1GHVqBKVAekwx4SQMG9ZPQ8hvx+UwUijVuQ6nB2y0gl4rd5EckXiBjWU35zcp4qnigIk9gNGowee2YjZoEUWRYrlOLFEY0LV2u3B9k2I55OQmnGFn3ceHKfrgTH62bnP1Rpv9qxivX4Q4Po7Sac/23U/PE+y9CHHw8fO1TcqMLSurbgx6NednCfZ7UUqfz4rVZpAtagImWqUVi7VHg3u9QcPGthtBhFSqiN1pxGTRk5pQKKRSK9Bp1ai1KlDAd371GtlkCZfLjMdrRalUICiE3rMkgNDLjoi9Gi5RpCtKz0u326XT6dLtSP83mLQ4vVYuDsNkk3PC+W3Bt56Iuox6VlwObko5PmQ+T2gdUeSvJMM8C7pJZytkqoOr82JjtpSRTq1iL+Dj+zd37Pq9vLvtG3yUkm5Tp1ahVUkTkUalRK1UolJIfdSVgoBCIU0SAvDdrQWarQ4/fEJkAwb7T+vUKtZ9Tt5dfyYkl/EMJp1mwN7JpBssyhFF8HutskR0uIDq6DbBV1tSGz5BgJhMNHZWJLIllv0O6s02Sz77zOTlAfFsma0FN9VIBqUgTCymkkO2WGNz0c2Cz0YiV+b1dohSvcFFLMP729kiL1r1+IXLTTzHDVL0dDFox20xkkiXiKYKdLoiBosWErC94uXk4nM0UaVUsBR0YLboKDWaXCeynCTTMHR6DDo1Nz3T8sOruNRCUkaDVq42xlZ/K9VSgYzNrEfUCCwEbVhMOjrtLo1mm2q9SbnaoFSpT1xc5Yo1nq14KR1EaQmza7hOz+P4gpaRe6/aHp+2zxQq6LVq6mP0vCqlgq0lDz88ukOvUY0tmBrG9oqP98f37PXaeT4FS34H70/C7Cx7OblKzCyx2FzxoGwpB5oGPAWvdkO8Ow2zseTmNJyiPEMkGqQFjEKrxOE04bQYMGp7EaJKnViqQG1CEVF/VFQuGmrUaVgNOUGEq2jmUfe6GXJzfpdiNehEo1ZycjPb8z7OsL4fGrWSlUUXWq2KSDzPfTzH/RhtsMdpIRov0Ol0SaZLuJ0m2ehnpdrkckizqxCksdJuNaBRK6k3WqQyZfK5Kj63hVhmOsm5i+Vx242kc7MR8vdnEVaXnKg0SqxWA4VidWorzf2jMHt7Cxzs37O+7uGy5/lpMmlZXfWQShW5lllwxuMFAgGbRLxl2rrOoh0HyfnjuGet5AtY2X62SDJVYnXbR7vTpd3q0Gy2abY6NBttGo0Wra5Iq9GC3nPt8FoQlAoun1iU1g+NVsXqsou7qzTFVImlTR+3P8bnzfHTxbeUiIrs+ryo1AKH6STJ+Gik7iH9fZRNYdfpeWb1cBT7/EBeZXOoVQpaY1afAvB6wU84XXiMOn4IR3m54OPj/ecbvNXp0uo0KTE9urIT8JBt1jAbtJhsWtYcDmKZEtHcZI2dTq3iIialOuxGPXajnsOhPvMdUWTV62C/L7q0HfDw9mzw3FwnsygUg16mAsgWIe1fx1jy2dFp1Jw+IfUph5tYlu0lD4YvbLF2ep/i9UaQRrPNsYxEQKkQsJp0mAxaDFoNGrUUJRIEQYpMtbvozRo0LTVfXz29cEExYxb7LpnnLpkHYCFgw2M1kcyWeLbho5ivs7LgxGo1UGk0uUpkOE1lYErdytayh/en0jE32x1UWuXINZyGTlckmS2j1aglwqrVcHU6ek0VCgGTUYvJqMWg06DRqFCppMjdQwSi0Wrzq3/dOn/53fXM++92RQLWwWj8yqKLcxkz9weISOTkNjZ6b6pVSjYWXY8tVpf89pmIqEmv4bx3L19FMtitBnIzOEEAPFvzcXguLVwK1XrvnMxGxjvtDh+Pwrx+Hnq8lrNi0W9/NK6fZiE3sJ3PztFdgs1FNz6nmeOb5EAzDUEAj9uM22pCq1LSbnfIFqvEMsXHQpGHqOhDNNRtNxHyWKnUmlxFMo+tZftR6y2aH4z6ZyGkD4b1MRnnA4fdSMhno9nucHWX4mQGlwMBiPQR1GKpzqLFjlajlK1yH0ZXhGiyMGKRZjZqWVtykSxUSMxARoN++8xE1GbWo9WoaLc75Mo11FoVDpsRs1mHXqtGqRTodkTqjRblUp1crkKj0ebwJMLGhhe1Usnqqhv9Q/Tz42T5SDSaJxSS9JTD1ekz9iUBwOU24/NbOfkUxeO1otGpnyStqFSb3N2n2ftqmU8f7p4sXbHZDFhNOk4PI3j9VqqVBglRZHnLx83pnIx+G/CtIqIqQcF3l4LcVwoc5iYPRv0Dbq5eI1+r8UvLIT7cxWh3uzQ7HbZdTs7ioxPhttdFu9Xhw83gw9QV4SiW5FnQy1HkaXrJr5aDvI9E2fa7eReN8czp5odhaULaXnRhVGo4CSepy3h3rnudHN0lCDmstDodrpLyqW1lH1vSqJRcx0a/W6ZU5fmSd4DMLXrs3MlM9q1Ol0a3i9eoZcFrQ61UoOqlAZWKXlpR0VM09XInoihFXjvdLp2uSKfbod2RiGCt3camMeB3mlEqFAOfo1QIKITPqUpBkFblwsO/ARDwOc1o1SranQ71ZptKrUmp2qBca5At1ciO0aWtBJ0cHEvfeXfJS7PV5kKmUnscOl/QDeY+VeA+VWAj6EJv0XMez1ArtCE9uzTB5zRxeDk4mF5Hs3y1HeL9p6dJJV5tBfl0GaPZW3ytBuzcD0Xoul2RYqlOcYJtisNmQBBB79Cz5Lej6ML9fZbiFPuks7M4VpuOQk97rDVMl8cM2wGBFBVbDToHLKw+XSd4seF/JIrjsLHk4f2xlI0oVyWXiFmIqNmoJdJHSqLJAq+2gnycoRp7c8XDWa8obP8owu6mj09Xs02QSqVAV/G5wPHkJslSwD61YEmvUdHq9ZDXqJS8vYiwt+zn6Cb+WHEvipDIlUkMuR6o1QpCXgt2kx6VUoFVq6VcbrDotXOXyI31an3AsFZ5GiGVDOtNXPccDAQBlkJObBY9mXyFu2iOzBPT/GtLbi6HjOvvIjmebz09Ct4Pg0HDu5MIbYXI5pqHWrXJfSw/9v3VCdHdfmytekkmi5xcJHjVcwtptTokUkUSqfGBCrNVj82qx+oxITQ6NBstzk7jYy2ThhEO51hYdCJ2RSp9hWWzREQlAmrj5FOEdE932RXh4MMtm1t+zp5AArsifDgKs7zmpl6oPfaSnwZ/0Ea72uTuunete+N0rdokliiyvO3n5gv0xnP8dPGtIqJatZIfyEQ/5TDcRlMU4PvJMNt+F8VCnWS5gmXIWilgNeM2Gjm4H/8AtbtdLlJptnwuTuPTU8QqhYKXS36+vpcmLF3PNiPXrKFTqai321I6FjDq1bxeClAo1blKfCYrWpWKTb+LWK5IaYKu7TaTf/z3swUvH8b1dB5y4XFaDLJE1KTX4LIbKbfaxHOlJxU7yOH1ZpB3Z/eYdFoyxafrd3aWvRwdxvHaTE+yUgIwWXTQu1yf7iQCs7ngRkCKtk7DuPTwOKiUCnaXvJQrdS7uUlwr0ugVT3/cnDYT8ezoxL9/FSPktU60iXmAQadmNeTiw1AkzuIwwBNTxVLEWc35RYLAipODHvETBFhac+Ew6ynma9zeZUbkHo1mmz2fn7eXEamd5830xZxqyDJKq1GxHHDIRtfuEjmsZh2FMSTaatJxMkQAj68TvNwKjLToHMay38nB0PN0GU5jMmopT6kM74/wiKLI9XWSlYCD6ymFLAB7W8GRrIbNoON2ynYbyx4+XsZ6+5euw/5NjFerfvYv4xPbbLba3YHI/lfrQdqt9kzWbYIAxTFFnXKEVEAyrL+9z7C76UepELiL5bge0+lqVowrQjs8jfLqWYgPT1zEgZQtMJh0xHJlNtbcnN4mUQiwtxPkPpKTdVG4uk9j0GuojnFnUKuUPNvw8/FT+DENX5BxkBiHUrmOw27k8FMEm15LPF5ArVayturCqNdSKta4v8vQnqA7vb/LsLTkREyIj92YhAkZIKfLhD9gHyCgD+h0OiBKveRdbvPI3+Xx+V68uctg0GvY2QtxPKV6fn3TS+wmQ7Xv+euf9uvVJrF4gZVtP9dzMvpzjW+VfVOl0+R7odk6IYyLYJ3k0lRULV4EvI/6NLNWw3eXgqQLlYkk9AGNdof7fIE1z2R7DrNOw4bf9UhC4bMlTbRU5vlQ15lKs8XX4SjnhSwLfhtfrQWx6LVoVUquk9mJJBSkaOeiy4ZCEEjKkJcHHIdT2PsslOQ0WZsLbnR6NelSlcPrOBuL7oGI61Ox5LPz8SJCo9Uh5LE9eXurUUc8W6TRatNFfFLrSKtJ90g++3EWTnEaTrEWdLK7NNnrsjSjzY/FqOPNRhCrTsPBefSRbHS6IktT7FyGsbnkfkw9D6PV7qDQKFEoJ0culvx2LEbdQC/sBxzdJ7BO6c3dD7Vaic9tJtKLALn6WuKKItxEsrw7iXARz6Kz69h5EeTZsyC2Phug2+s0apUSt9syU8/xfpN7nUbFkt/O6ZgUb6FcZ8E/vn/1StAp6x97cZ/GYRvflvXZmn+EhILkS7om00GnH5vLnhGv0kazQyFXxTOln/liwM6Hy9H9frpO4LGN3/blZvCRhAIDuuEPVzH21v1P6lsudkWuoxmC7untXs0G3VTJyFUkw8lNktWgE7/djEIQaLQ6HJ3H2D+Nju0nPytUSsXEJg0HxxG2Vmfr+NWPF7shLu8fggaSVKErwsfzCLVOk1fPQo9+rw9od7qsLsjfIwGPFb/bIrlq9D0K4WR+YjOMfiyGHGSyZSrVJrbePdxqdbi4SvHxKMzVfQaFTsXGtp+914ssL7tkC5FubzO4fVb0eilQIhcRdThNPH+5QKFQ43D/XpbcNnua43KpjsGgGds8ZhCD+6rWmhyexdl9vYhuTFHx8xchbk7iAyQUpIVeP+rVJtFYnpVt+Q5nc/x84FtFRAG+n7nnewvBqQYX7QmjYaHZ4H0+jtGg5lethFCJCt5eTTaTH0a12SJZrrDktMn+PWC3YDHp+DTkZdro6870Nhplecz2N7k8P4xEUBqUJKsVnq34eLMeZCfkwWkeP2m6LUap5/wYz1GQosXLPcNqtVIxEJlRKRW82QpyFk2RKlQeycbhTYLnq5N7fY+DQpBS+A8Bsv3LKIve8YRBDgte26MdTDhVYGdlchvVfqwsuiZGcy+jGT7dJVj22Xm+4pNtIZktTU4NhtxWXq8FaNSavD8Jk5WZTJ/iY6gQpGraSbiJZdnbGr8we7UVJJoareR/QKvdZXmCWfXA8SgENpfdXF5/jh4nJ3SGKlUaHJzH+HgZI9NsEFx1sfdqEYfLxOu1AJ9uZ5O2FHpFhnqtmgWvjbMpRvAHFzF2ZEiGw2rg06V8VKRSa+JxyBuEW4y6R8eDcfsLeMYTtOHMzAPyxRpqUYF5TCW6SqWgI4iyerlOp0tIpk0xQMhj5XjIZD05VL394TLK643ZWxuWKw2q9RZdUcQ4wWwdmLk/u1qlwKjVkMqVObqKs7jg4NXzECuLzrEd6WbF5opnYpS62xWJxvMjnbImYTHkGFiM1IYWprVGm/enYfRmDXvbgUcHA0B2PNnbDpLNlrmXaV/ZanUIjOlW1I+FkINcvvL4XTVjxpdGo83ZZYKPh2GuI1m0Ji2buwH2Xi2ysOh8JKY3N2l8QTtarXrAQsrhNPLi5QLFYo3Dj/e0J6T9+9sW392k2d4Z32HvEWPWowfHUcxeMwtLn72oBUT29hY4encr+2wME1GAeq0lkdGdORn9ecW3KjX/gO+n7/kqFOQwmqTVlX8oxk0AD/CZTLQ0XcSOQFPdZcXhwKLVoVIoaLU6FCp1EoUi9QkPXaneQK1QELCZieY/T/Y7ATfhYoFiaTSKlq9/Trt0RBGFRqqoHxcdsui0nMvoWE0mDX6bGbNOiwKBWr1FslCm0mjSmkGMH+sd76rPydmdNLkHXVZUGgVv+9oH9hdHfLiK8WYjxPuzp6W1Xm4EBrw7RWa3zwJ4uR54LNZ4PJaLCC/WfCP6yWEoFAJ36fxM+3loOxpyWXFYDBxexR7Jc63ZxqTTDFj+CAJsL3hAFDm5SRKZ0rIzU5qtKAYk4/Kx0oo+HFzFCPlsA+1CjToNKyHHSCpeDheJDGqVcqol1outwEiXm3iiyMKKk3sZWUc/RBFuo1luo1kUSoHXQRN+vxWjTrKZQhRpNNuUKnUy+Qq1PgIez5Yw6bV4naaZzfwTuTIGnXpAn7fgtfFxwvk4vk6wtxUY8Xhd9Nsn6k47nS5msw6SoxKJzWU3ZzfjiXMsWWBt2U292R45/883A7yb8Jyd3iSxGLQU+6KdOo0KURBoDOnMS9UGZpOWUl+l/buLCF9thkbS/nJIpqWxIpYusrPi5eQ6MbaYexpRBUnyE3BaODyXCHFXhMv7z2OcyahlKeBApRCIJgqkJ2R35KCYYbVcrjSwmvXotKqpCz6NWklL7A4EKsLRvOy4nS1UyRaqLIbs6FVqzq6TXEeyKJUK6V4xaln0OzgYY8H2AJvNKEtSHxAK2snnq5TKn6/ptDnvAdVak9Pzz+OmyaJjIWhHrVKSzZQJLTlRqRTYHUZCvV7x/RZRkzC8ADj4eMezFyGODr+ss1U8UUSlUvD8zRJnh2HW17wcvL0Z+/5x82i91iISybO6G+Bqxq5Lc/z08K0kogBvMxGeez3cpgtUWqPptvaEatY3AT8nxSSiYOEHySg7NhenidFJTlCA22nEZTRiUKtRALVGi0yxSrJURhQhW63hMZtwm42kSpXHoqRx0oBkaXBQvchkJb/T6zHekFr5CEO50eQ8MUhQVUoFq2YHlVKDr9aDtDpdUoUy8VxpxJInki2yFXJi6k0crzeDHN3FaQwR7+GON+8uIny1FZrZU9Ru1nMmo8E8uUuys+zleIpO0Oswcx6Wn8xvEjncdiOpCVWp26teDu6fVlgWThcIpwv4HGZ8djMHVzE6XRGHxUCl3kSnUbGz6CGVLT/J5P8ukcNk0Ew1njfo1DN7rbbaHQSVgKJXUbsccFBrtDi8mK1QIF+u83rTz+GEifHVs9DYLjcui2EqEX2AIAhs7fr5/qc7Nlc8HIwxRzdbdTgtBkw6LXqNGqNCSSxdRK9Vz9SaNVOo8GozyMcT6Tt5HCaOZuhmdHmfxmkzPFbfP1ubXvwEUh/67VUPp1eDkchpbTgBLm9SUgHNdezxGV0KOkYWXsOoNVq8Xgnx9vzzc7i17JVN5QO4bcYBIgrw9iI8lYzaTHrKmc8LqOPrBK97tm5y0Gomp2KdVgMGjZrzXmRbLgVcrjYGrpffZ8XrNNOot7gJZyfqtQ169czdwiK9RgOfzmMTXZK2t/x8OBl8Piq1JqGQjfsxi88Hzf3OhpdioU7AZQEgmy3z6WwGveKE0xgM2CgUapSGrMNKM7agHka50uC4z+rI7TQRCNpJp8ozE1AABCjJZIIuzuIEg3YiE4j1JLTbXS5u0rz8zgpf//nTie8d1qX3o1FvEQ7nWH0W4Oro55OM/vW/wShmsj9eLcY4vN1v/GlRFP+Gb+TDf0x8a4kowGE+yardga7UHOkf35aJlJo0GjY8Tr5OSYNKrd6ig0hKrGLWaig1BgmCCCTLFZLlUaKjNSjxmc3Y9Dq0ShVaQclqx8H3b8Y/uA6jnnRz9EE9TCbwmI0kZdK/WuVsWkiPxYhFr+MH12E27A6OI58HTpNRQ8hhxaTV0Gx1SORKJAsVDAYtjVqb3RUv7y5HiYhSIXDfK1jox9vz2cloyGPj4Ep+4C1V6ygVwtgJWyEImI1aEmM675SqDbxBM5lCZawurSk+vYvNA+LZEvFsCbfVyILbhkIU8FiNnN+lZoo2DqMriiz6HXyaEsXdXvY+qXnAbTzHV9shxI7I4XnsSRITgGx9vCZvbyc4sdViaow5/wgEePYiwPuLXlenCdUQpWrjcVJ9tR6g0OlyEc0gAF6XCZfVhFYjRbIy+QoJGV/cj+cRNpbcnN+m8DnNJGew2qnUmiz4JBsoq0lHeMZWmg/H3G/n9GCgPgsOT6O8er7A+9MwKpWCttidycLmKpxGo1LQbHd5uREYS0IBzHr5Ba1ERoO8PZO/nz020wARBXh/Gub5mp9DGamDasJ4teCxUqu1BqL34gxZ+FiqSKxXOa5SKlhf9WDSa8nmytzHcgOL7LUlD4dP6Cv/6SzGq2fjHSg21zxjI+lOq3EsEX3A8XUClVLB5voa15cpsjN63ebHFCwF/DbK5cYICQVIz9Ahahq2t/ykEkWpCUa2xN7rRT4dhCcWOz3AZNbJHlej0abd7qDXa0YkDSCfTu+H3WbApNPwwx9csffdFQ5/NN42btpnNeot7u+yrO0GZu5H/9NEJtvhh3968Rv5bKX/fDYd1s8A3zqN6DCuSlmUeoEFy6CmZlgjuu1yYTCqeNsjoTqlirOUFFFMVCus+Ed7ok9Co93hNpfnYzTOD+/DFDsNmkxeybhM8j3Ka602brt88cEsaqnnIS+1VpuLpPR9hnu5l+tNTqIpvr6OsB+Ok6hUsFh0aHUqio06RzKFPCCl6ptjpAlvzyO83pysM9te9IwloSBpPV+sjdftvNoMPrbmHIeLSJqXY44j6LFyOiaaOguUCgXrQReLXju5Wg1BAd2OSPULOvI8QDMlYuRzmjkYo2Uch7WQC61eRaXR5MVmgI0lNxrV7MVct4k8ayvukdd31n0cTZnU44nixAKhB7x4EXokoQAnNwncVvnn4QF7a34+nEc5uonjsOgRkZobHF7HeXsa5ugmTjxfQm9Qs7bo4tVWkFdbQVaDTrRqFcVqXfLSfEJv95Nein7BZx9bfS+HSLLw2MMemKnjWj8+Ht7zajPA882A7OJPDoVynWfLfoJuK6dTnhOVYvz98PYiwldjniGTVj7VfhlOs+C1jbw+Li2+seAil6+O2DBNIw7DaHe6nN+meH8S5jaRx2I18Hw7wPPtADaLnsaMdkn9+PhJat85DJNRS6pQHXstH7xWJ8FhM7C44CSaLXGdzbOw5uT5i9BjUdA4RJIFVEM95/0+K9Vqk8KYYq5SpYHFMmp3NgucThPbm35OjmNkshXErkiz2eHj/j1uv5WVNc/UzzCZxuuDE/ECyytjeNCESc7jNqNRKIjc9xp6fIqwNkF3Oouvb7PR5u4+y9qz2XXSPy2IQPcb+u/nGd/qiOgD4rUSVrWOTaeTs15/+VaPiKoUCt4E/fwwGabbl4DZdDg57EsZv01H+d5ikPd3T18lGTRqYrki6XKVTa+Ts4S89YhxzKAOcBBP8HrILB8Ya7gP0nd7tezn66G0fmdaOw6g0miSLJSx2A2y+jYAh9kw0SPv/UVE0m9ejJ4zjUr5WGgyCbeJnGzK9aHKfhZ8OI+yseDmfEgC4HKZuSvM5kf3AI/NJBHwToerVJazPsmGMaTh6DJOwGXBaZI0pE9FekrbSqfVKNv5Sg4LXhsmo5bj2wTVdgu7Qf+YqtWolWwsujFqNeQLNe5iuYlV6ir94FCwuuji6jo508Duthonpuf3XoZ4ez50j3ZFFl02UgV5WUXAZeG8p11utjssLPvIFuWjVtV6a2TBIgBGo5aQy4LJoHn0txV58NB88Lzt+733/we7nZfbQRSCQLPdoVJpkC5UJhbBPNg5+V2Wx9TzONjMeuxWA0aDBrVKSbcrohQUiCqBzSUPSqXw2atX6CsdEQTpWHvtTDVKBTqdmlp28n3eak/WQb69iPBmI8i7oeskjLlnao0WzdZg612QJ5Yv1vycXiVkdchPjd4PI1+qkS9V2Vr14fVaaDXa7G750aiUkm4+XZrqEyuKcBfO4vdYifWNhYuLzonSjMQUa6KtValo9OI+jc8pFUY9FIbqtWqeb4Qo9azOhtFqdVj22bgPS+/3ea3U603yMl2Q+uFymSkWZ19AKRQCz5+FODuNk0l9jqj2FyRFo3kERJ69XODuOkVpzOfrpxSqHR9F2Hu1yP5Qun/cCBMK2qkWauRzn69ftyMSz5Rwei1kZLxGZ13XNBtt7u4yrD8PcvGF+tU5fnL4hSCiAIVWnUa3zUuvj8Nkgi4QMJsx6NV8PzmaWtTL9L4+LCYIWM1EC0/zuHzm9fD1rXQz17udselm5RSrnbtSAbNOM2DTVG3IR9/cZiM2o26EhAKkplR4A7xaCvD2QprYd5c9spY4iinxWBGB/Zs4z1Z9IzZDz9f8E4stHpAr1XizOZjm16iVj4b4s6ArimTL1YFJ0aBVcxKerhXTa9Ss+B1otSpi+RLRbJF4WT7F9XA2ouki0XSR1aATtVLxWOw1C+6TOawmnWxryM0l90gbRTl47CZ8Lgv7l1HElHSuD65ieNY/RxibrQ6nfcdlNmlZ8tlRK5Uk0kXi6cF7/NNtgoDbQiJVJOC1kk6XxkbDhyHX3/oBey8XBnSM/bgKp1ErFbSGyIhWrUIpKAbaTx7fJTEbtZSmeHY+YHPRQypTloytk7MvRgIeK++Pw+yu+nh/PHrcBoMGp9WI2ahFo5aGz2azTbFcJ1OosLXsoVJpYjJocdoMmIxa1L3odL33vmyu0iNQg6Ti+W6QTLxCrFQaOSfj4HdZaCGyteCe6IdbLE8/b+8uI7zeCA4UFlYm6JkT2RLbSx7O7pKPRX3DKdzXG0E+nobHEoRpRXKTYDZqWVt0EUsWOe3JXdx2E1f3g8TOZtPjdVrQ69S0211y+QrxVHFgkVWtNbFa9Bj0aqq1Fs+2A48eueOQzJRwOA1kh4iuQiGwtx3k/Vnk8XuncmVUSsUj8a41WnzoneeFFTtus5HLy9SAqbzNZuA+nMXrsdBotsjlpy/sDTO6FgAsL0mNW4aJIUCjPixTEzg8DGM263i2F+JIxuNTq51OJw7371lZdXN99flelZtlVlfcJCP5EXsmgFKxjnXBgaZQozkUAZ+kER1Gs9Hm9jbDxovQzNt88xDp/Bhysm8rfmGIKEC90+ZjMcYvBRbodESO8nHCBflIQESmrWa13UZrU6MqKSbaP/Vj2WHj/f3niOBtNs93l4KyBHHaZ2aqNb4TDPDu+vPn5WSiis+CXsL5wkix0gMi+QJmrZrKGFH/us/J+6vPA0muUUOjVtBsDR7f8EQph25X5PQ+xfaih5OebUzAZeFgSrFFP46uYzgtBjK9aOHzFd9IZGYa0oUKz1d8HPUmpI1VD++uRo9BEKROUk6rkXK9wUUiw+GMXbKGJ9OrXkHRzrKXWr3J7Zie18OfseCzcTRUTKQQmFqIYzXpWAk6ObyKkSj0yLIAubJ0na7jubEODKVag8M+kut2GQm6rHQ7IuF4nnyphsdnodVq02q0ZbVe4xCPF1hYdozo5fb2QmNJKEip5b3NAB+uByf8nUUPH4ai7LVmi92N4FQjcoUArzZCfDyJ0BVFcsBywMHtDObxWo1Kss1qtjm9TWIyaAc8OEEiLOPMyUFKges0KqmN6hOKR/weC0eXUlHcq50Qby9nLAa0GDi8S5AqlHm9EeTkNiHbPz45Rmc9jPeXEV6tBx7P/7SK9ZPb5EDx0kPFvoDIq40QH04mf4/hCv9ZsBR0SC0drxIj94NWMzql5Yu1EW9SrUZJwGPDYpJS2cVSnXiywPKCi1SuNFOzAYCA2zpARO1WAw67iXenoxkAv8tKREZ2cR/Pcx/Po1Er2X0RpFFtcnmZAoWA12Oh1eqQy82mLVWopqvtjEYNq8tejo7CYzMelYr8PV4q1Tk8irC66aVebhCLfv4+qhnkQN2uSD5XxmrVU3iI7g6NV1ubPu4ukjQmuBmE77PsPgtyMlRB330iiWs22lxfp3j9a9aftN0cP1l86zWiw9hyuCgoqiSaJapj0lEhs4VoUX6APctneLU0m9+YAGgUypHI3WEsids8qn8rN6drC9+Go2x6JS2NUhDIlj8PoEqFwHdXQhxFExSq44mCKDLWNN6gUVOpNQaKe2K5Es/WB7+zWqWYWavW6nS5TuZYC0o6W7NBN3NEB5BM7nt6s+0lz5NJ6AMOr+OP7fESxc9RYZtJz8u1AHvrfiwWPdeZHF9fhTmJpn7s1CBI0brbZI4X6368Y/wo+yFn8ry3GRzbLUqvVfNmO0Sz0+H9eWTg3D5b8RHuXad8ucbyjKb5qXyFDxdR9q9jZGs1ggErKoOajWU3X2IW67YOapxfPA8N2ICNQ3koUvdyLTBCQh9wGk5NtP1yWY2s+V28Pw4PkHH7jKb9W8uex0KaSq3JxtKobnby9l4+HIe5CmdY8D3NJ9fpND+OIwenEVZ8s13HhyiUKML78whmo47NhdHjrjXbOCb4D/fj41WUvTU/FoNupsXo+9MwL3rjR63eRK1S8HzVP5WEwuwdy9QqBS+2AqwEHdyGM+yfRGjIEO7ZDNSlpgLX4QwfTyJ8PIlwHclQb7fR6lTsbgVYX3axueLBbJwcYVT3FWdtrXhoI45IhB5gnaLfbLY67F9EOY2mcS9Y0Vu0GI1asjP2qofpi9ndnSBqpYqDg/uJspvSFDnD1WWSZEYqZtL0yL+cUb4cctkqbrdZ9v3Pd4NcncQnktAHfDqK8OJ7KwOvzSIl6ocvaGdjJ0j+J1Do9ZOApBEVv5Gfn2f8whDRTbuTF243J8UEx/kkPsv4ziNBo2XiZ/0gFWHbN30SerMQ4Dw5GpWstVr47KOEJFWZvqoVBah0W6iVCpxGw+OE6jIZWPM6+dHNbJGScS3utgNu4jK9oj/exR4tRkAqVHoKSas32yTyZX7di2XylRoumxG7SY9Jr0GnUU01qd6/iLK54CaZf5osYhhHt3G++2wBo07Dm80Qi347uXqN97dRPtzEyI1pPzgLJj3KIgL7V3FSxQqvN4MDnauGMWwwbtRruJbpe69WKXm1FUSjVfH2LEx1eJIRRi1brOYvK1bIFKtkkkXq7Q6pXBmzRc/GupeXzxfY3fLjcU8m2Mm+VqPPdwO8H2NHNoyraIbVHukKua2c3o2XU5RrTTbHdMR5tuKj2WhzIeM1ehvPTeXWexsB9oeiWA9R0Vmw6LMTjmTpdLpS1LTenNitqR8+j4WjPr1xpyvSqXdQz9BdZ3gRnMyVOQ+neL0RHOny47LMdjwicHQTZ2/Fi1GvmcmX8+w2xZLfTrfbZcXnmMn2Cqb3Ync7TLzeDaLXqjk4iUxt/ame0WVkGEGfje11H4lsib/wowuq9RZnN0lK1QYuh4ndDR+vd0PsrHmxWz+fx3yhhkIh8Gp3gdP7NIUJmQStenbvZKtRz8fzKHWxw8Kqk5cvF/B6J89bD8cjB4/HzMaal09HEfJTKve1WhW12vQFQrvd5eP+PTankY1N30yd0h5wcZ7gxd5gSvzl8xDH+/czOUY84OAowvpuX5HgjER0ed3D1m6A+F2WT29v6LR/vonaLzq+9an5Vasds1bDfnZw4PtUiGFQq6nKeIzWpqy2uogkOmUsOi3Funx6zarTcTEmNQ6wH4nzIuh9TPsaNGpytdlI0H2hwPcWg5QqddK5CrtBD9F8kbMZets/oL+D0wOeL/p4L5OuBimqabRoH/ux2416bpmeajbqNaz6HShVCm5TOeqiSKZclS+yUgiolArUSgUqpRKVUoFKqUCpVKBUKPC4LTSVIjqzFlGUtJ+iKPb+L612RUTp/73XP/+tS1eU5A+CQYWSFl1BpNpq/QTXgtM/qdMVeXcRRa9R8WYrxMltYmSyDacKOCz6x3Th5qJnoEmAQhB4vu4nli0N6PWG8WzFN5BuB0jkn76y12lULFgsXF2lqDpNKBRQLNdHdKwms46Ax4rBoKHV7JDJlEhkSiB+Ts+bbXr27+JPqhq36LToNCoEUVrQTMJlLItGrXzUr6qUCvZW/bw/GX+esoUqW4vusV2ZAh4rZzJ+tpVak9fbIT7IaEX74bQaqFaaA9c5k6+w6LdTq7dkW+j2w+U0Ex1KnUeShZlS9EWZzMhDdNTnMGMx6DjrOUcYppjNG7Rqlr0O9BoV2WKNeqNDtZei1WtU6LVqdFo1GrUKjVqJWq1EqVCgVAoICBh0asRWl3AiP9GWrR8VWQcKka1VHwrg9CpBagbrrQcMV5pPg8dlxuMyc3QWI5zI83InRDRZJJks4bBK+s90rkx6aPFus+jxuswY9RrsrgW+Pp7utzmr4fybzRD7nyRpyXrQycFhmFskqUBoyY7bbiKdKsv6cqYypYEGFSqVgmc7QY6PYyTjs51Hi0VPZkxqXg6JZBG9UYPTbOb5ixAKpQKxK9JqdajVmpSKNfL56ki08uOHO7a2A9TqTV49D7H//m7mfT6g2xGJJou4fVZS8cLEiKggCGzs+mnW29yczOaz/LPAz3uF+zeBby0RXbLYcOp1vE9HQSZzUW63+J7bzw+jgxOUTqniLDmd0CVrVd74/BzcyN+w6y4H76ZU2KeqFXQqJfV2B4/ZRLk4uy/hu1iMXxNYwLqq5+vrp3UyAgY6PYFELCOpyZ6PJ9EUrzb8E0X6ggBLXjsOq5FCtcZ1PMv+nXSOlAqBw5sYL1b9vBvjS9juPHQoGSUcJosWnVbFdSIztV/1OAScFv7S+Q17iz7e3kjHEHJb8dnMlGsNrmKZJ8kG+vEUclVrtnl7HsFq1PF60cPhVXygMCPktZEv1vA5zQPV97srXkq1xlRDc5CfxMOpAgGneWxbz2Fo1EpWHHYuLiQilsyUeb7ulzXdLlcanA2ZhZuMOvxeK0a9BrPDQKJWYWfJK1WgAzxUpw9Vqz/+G2g0WrzZDHJ8k0QQJp/nfLnGV+sBPhxH8DvNaFXqiST0AeN6Vms1KhSMJ8Bnt0mMeg2VMbpQvU6NUauVdQ24i+XYWvFyfjvefWA4GtqPg9MIKyEH1/HxesVJDgvxbIlErsTrjSCfbuIDXdIAtGolKz4nRq2afLnOTTzHpz5CrvN+JnX1Zls6R2NS9S/XAsQyeaxmPeFYHrVKSchrwWbRo1AoqNSbxNPFkQYZnU4Xo0ZFvdmWLT56Kmbt0W63GVgI2Dk6i0mLKcBi0nHSK7oslGqsL7splGqyhPqh2EynUdEQurzeku7fSVKDcm2yZlirUbIV8vKhr4PZ6V3q0cUBIBzLE+45mfhCVvwuC7lslbte5X2nK+J3W4jF8qytuqlWWnx8iik9km3V5Lhz33tNWpZX3Bwd3JNOleh0ugNtPh+gUAhYbQYsFr3Ug16jenSEcLlMXJ0n0WpVM6Xkh1EuN7CG7Gh1aloyz7FKpWDzWYhcqsjZx6fPpT9NiIhjm+H8IuNbR0SDJgs+k5H36Sh3VXGiB1m8OVqQtGl3cjijt+S7dIxfWgry7naQFGx6nFNJKEC8WOZ7iyF+dB3GotfCDMW7Vr2OJacNjUaJWqOkXmjxaslPLFciMUbXKod0uYLHrCfTmziCdstYv9B+3GbzmPQasn0pHrNBy7LfIbXLTOW4Tks/wwi5bdzGc3y8jrHgtnI/hfgOI5ItUqjWebMWnBgJnASP08x9pUiyVEGlkIrOwtkC4ax0LAaNmk2vB41SwX2qQLo4u/7qS1Co1Hl3EcVjM+F3mDm8jNEVRZS9yI2jZ9e0FnIhKOBoxh7sO8vesf3afS7LTERUpVSw6XZyejY46ddksgjjUK42OL9O4vdaSVWq3GRyiDO5337G800/lXqLbKWGUilgM+qwGHQYdBq0KiUKhYKuKNJud6g1WhTrTfbW/FzepanWZyPcF/dp1CrFSKR+e8nDxzGLJpCiom+2Q7IV9AqFwJLXPtJRqR+n1wlebn/u8jQMt2s0GvqATlek2+jKOguAFIlNTZGa9EdH9Vo1WyE3Jp2WQqXOTTzLya38sRu0aq5naKlq1GtY8zk5OImwu+Zj/yzC+qKLi7s0d7HcY4eh/mP2OM3otGranQ65YhW7TodKqZQtPnoqpukUTUYt68tuPl3E+Tjkkbu65B7Y/8VNSjK7nxARt1j0xAtlPpxEcNoMrC+4OBzjW5uUkUQ9wG0zYVSrORxqMVurt3i9MdpeFyCeLBLvOUK4fGZCPhulYh2bRo3TbuTwC22Jxi3ahvHsWZDwfZbDfYnolkt1yZ7pw2hks9sVKeSrFIZkAZtbPpRKBblyjVqng9VpxG4zYDBoUaukyGqj3qJUrJPNlGmOWTBGwjl2dgOcfbh9fE1v0LC+EyB8leLThLagc/zs8a0ioiaNlkS9SLSen+n9d5U8uy4fn9KfiaecbdMk7BcSBG0WIvleZw+FguYMvdwf8C4cZcFhfbR6GYbHYiRgsyAoBZKVCveFAtmURAxW7XYKuRqFmhRFcDsNhCxWVCjIlCrcZwoTdTk+p5VMqcablQDvZ6xiz1VqfLUapJyp8dVWiHy1xlU8w/7tdM2X02zgNp6j3elKK94xFdxy8NhMxKrSQP3uUjLYHhdVHQeLQcdhTDp3sVyJ76wEeTvUMarabHHY59W64LVK0epak8tYZnL67MdYqSbzZZL5MgseGxa9hkSuxNaSh1K1zs6qdyASNQvqE6qNyzMY7isVArsBN8fHo9f18i7NcsjBXXi2ymGjXkNHCeFojo01N2dTzNX74bDquUplH4t7Ol2RbKlGdkKRzKu1AO1Gh7UlF2JHsoGapjWs1Jo8W/UNdLXa2whMJKEPGBcVfbEWYH+GaOzHkwivd0e793jdZtnuRP0IJ/JjU/Qum2kqEX2Aw2IgX6qhUShn6i+/6nNwmp8clVwPOikX6xyeSWOLVqNCFCXdZ79VUT8eerE/wG03orGoKJeb7Kz7aLU7JFJF0k8o0OmHXMtQAJ1Wxfa6j9PrpGwXJbVKyW1kNA748VOYrVUPp2PahhoNGuittzP5Kpl8le1lD4VKnVh6MPJQqjSwmXUjjRI2F90kEyXuUvJENTnDYjmdLZPOltFp1Sy8WKSUq+P1WkjIeG1Ow7Tqd5/fitGo5ehw9DxeXSYxGDRUp7QxBlCpFRTyNTQ6DUsLTk7P4xSKtbGG/QIiVpcRm82A0aBFpVIidrrUay1KxRoX5wmef2eV+09RFlfdXH2KcPCDq9m+9M8Rft4Li74JfKuIaLnV4HtOByaVjpNsklJr+s2u0QymaiJPLIaptduorEpURSm69joU4OsZC4ZA0iwadZpHW4mQ3YrHaqQrQLhYIFauEEuMDjQBs5mrbI7vBYK8u5Imu1SlOlDwZDZrWLLbMKg0lKp1blI5mn3pX61Ghd9u5nhMAYjDpMdlMWLUaxAUAo1Oh0K1hqAWMDn1fD1FGzeM/qjNZSzDVxuzk0mP4zMRBYmMvlz18/EJpvHrISc/uvu8v/NEBpNOM5GY3acL3KelmcSk07DqdaBUKLhL5smWBlfvP87woFYqsJr0qBQCIrAWcKIU4S/sJxGf2Pxpe8kz9poCXERSI0bj/VAIAi8WfBwdjb825lmLngQILjk4vuxpoZ9QkIEATo+Zk7skF/cptGrVVDufrQU3B9cxXi37H9usqpQKNlc9GDRqwvE86bz8xN3PUcbpQuVQlomKvtkO8V4mSjUOH47DvNj0c9AnefC4LcRm0PSOS9EbpnTnAanHvMdu5vAmjk6jotvp8mzJOzXyrpnQiUkhwKv1IAcnkYG09UORSTRZ4PXO5EjiA0IeO+8/hXm9GxpISdttBvxuK1q1knK1STiem6q1hdEEmVqlYHcrwPV9ZmwbT4DtNR8HZ6OLdVGERJ9edBh67eg1OL1JolIqeLMV4tN1fED24bKbBojo640gh6exiQU6kUSBzWU3lzO0jN1c8VAoNxAUks/r6oYHvU7DxdlslegwvjuWWq1kZzfAp6MI8T7bpn5MiooOY/dZiP0Pd3j9Vk5PYuy9WuTj/ngZgYhAvlAbW5AlIFJutlhedRML56iUZrdPm+Nni28VEQU4zkkPo0ah5LXHT7crcpRN0B6jwTrIxXEbTKSqFYImC9H006uyLwpZftVyiLtknqOIfJRApVBg0WkxaTUYNGq0ahUqhQKFQoGIiEmvwWLTc1stcFudnrIOWi1EiyUy9fEVjqVmk8PEZ0Ki1ihY8zmxa3XUGm1aYgeX0YhJo8Gk16JQCrQ6XQq1OolSmVSzRio9+FAHbGb2b+I0Wm2+KxPFmYRIKj/w+6e7BG6bkdQYYtCPYdsVUYSj+wRbIfdMbTrVSgVXmcGJulCt853V0KNx/zSUG81HvStI3Z3cZgPFSoOr+GC0RAGYjTosei0GrQatRolKoUAQBEmo3+5Qb7So1JsUK3Wq9RbZRpksYDXqaNRaGHQalnwOzEYtR1cxZnUemaZx7YqwEnCyL2ODJAjwctnP4cHkc3J8GcduM5CbUmG793yB9302PefXKXQ9zd80vNwJ8q4XsW62OuwsuCcSpJDLSiRdkFLWfeeq3elycv/5OVgO2XFajGSyFe76vF3P7lJS9LbTnagLlcN5b9tKrcneeuBJJBSk+/nkKsn6kpuL2xQe1/Ro6AMeUvTDUcZJd4FKqWBvzc/RbYJkr3tVvdnGbtRxEU4P+P7KIT6mSYHbZsSm18mm0Psrxg/PYwTcVqIT5Dk6jYqLHrl6/ynMq53gY7o8V6iR6yMcAhDy2XHYDQhANl8lmsiP6jd7HEohwPPtIJFEfqZ0f6E8PrI8SS+qGpPpane6vD8J47YZWVtwPfobG/WSC4NGpWR3ycvHT7Mt1LUzLDp2NnwcfIrwajfI0VmUYNDB5XWvUM2g4fm2n1Kxxu315IyFXHesjU0vhXx1JoJ5dZHAYNTKmtE/wOE0cdrLxjzop/c/3PF8L/TFkgIRAZ1KSeI6TTqWZ2svRL3a5PZiemOTnxeIzNYZ8RcNMxNRQRCUwNdARBTF3zz0t98K/G6ksbEN/BOiKP4lQRC2gD/W99ZV4F8QRfH3C4Lwu4Hf2tsmCfx2URRndkFvdjtSoRJg0+rYtLrJ1Wuc5wcJQ4cuaw47qWqFkMlCLP3UqmIRv9lMTdHi1YKPfKVORxRptjvUO20qjSalZoNyvUm6WSPdHB3Qlhw2imJz5qp5kEgRwGU2x4rTyn1mOnltdbucpT9//19aDHGdygx4kU6CAFg0WuItiaz/6Do8Mxn12k0khsyva802Kz7nTES0IuOx2upI+s5Z9Ka7y17eRUYn9v27GB6riWThqdcdblM57lI5VtwOvrMewiCqqDmtFCt1SpUGpUKN0pSWe8Nw24xoVCpuolnebIceOyl57CaCHivHN4mJBGlzcXIHnQd0xtCUNysB9mW6ogyj3emyGHJMJKI7W34+nA5+Vr3R4vlqYGokO+CxjmiWNROsd+wmPc12h3IvPZ4tjz+um0SOm4REQD1uEyGXlVqtxeV9mrVlFyCyfzrzUANINllvtkOUKw1OLp8mo3hAq90hnioScFtxuE3En3BPyqXoR+y8etgIuag1WyNtVUFq25svZ7mJZscu8gJOC6nw6PP2YtXH7X2WyzEp5ESfLrnV7mAYYyH3gO2VQSJ2cBZlZ93H8cXoYl9EOgfhPq9dnUbFit+Gyaij1Ww/dkt6tuknU6iM1eUOY2PZM7Ul6zi9qGJKbVQqXyGVr7Cz4iFXrqFUKnBYDNj0evZPZr8HP10nsFsNY9uVWs16YlHpmnW6Iq12l7bYRatR0Wi2qVabHPQWT8FFOy67iZubNEWZ8au/4MduN+Dz2ziekD0ZRrnc4OWrRT5OIK1er5XjjPSZjb77+PQ4xuqKm6vrJ6aJALfbzOmHe9YWHcTDOU5749zKlg+VSsH50dPbd8/x08FTIqL/OHAMyJmZ/VngvxFFURQEYQ/4L4BtURRPgVfwSGQjwJ/sbfP/FEXxn+/97R8D/gXgd3zJl8g36vyw18ZzwWIlaLByXciRqEkD5nk5hVqhmGrb5NTr8ZlNGLUaOqJIoVEjUiwRq0o/eX0dRQvuZboyTarPcJkNfB2JErCYiZamR2QtWi1nqc+rVo/NNBMR7cd3F4L88DrMdxdDZGfQhAF8tRzk3ZAJ+Y+uw3y124tUTFio+eyWESIKUlT05Zqf/QnRH0Fg7Pcr15voNOqBzktyyNbl/fua7Q5+p/lJRNSk1bDmdaBAwV0ix000i1Gl5u3ZHa/WA0RTk7W54xBwSV1SHqJE/anGZK5MMlfGbNCyu+njOpYhJ6OTnHWvl9HMgI0LwFfrQfY/zF5Be3mfHrBKGvguPiuX0YysbLYxxYNQqRRQ6pU0hrqe3cWzsrpirVqF3ax/7GQFEM4U0KiUA1IUOTxoc0HS89ntekqFBq+2Q4/nctbSKrVaidNqxKibvY2iHEx6NZV2m9WQk3A8P/U7PODgLMpKwMF1QjoPqaG0vs2kY8nn4MMEPfiDL2qj1eY+kWcj4OR8yMPWbzMPEFG9VsVW0D2RvLvtRlJDus6LuxQvt4J8PB0lMQKQHOrV3umKXN6nWVlwcn0/vW673mxzcft5nNxY9mAy6Ygm8k9q6zpLRyCQ14vOmsU4uU6iVSvZWfJg0+u4meKHOoxOV2RxwTmWiAa8Nk56so+HqHk0UeDlTpCDoexHJJonEs2jUinYfhZAbHc5O088enDWak0EAZ6/WODyIvEkEvqAi/PxUdH1DS/HfQuQSl9Ti3arQyZdwuU0k36CbReA32Umd51BO2RTdn0qLWwCi05sTiOn++EneZX+tDHXiI6BIAgh4G8Efg/wfxv+uyiK/SOiEfn58q8BLkVRvO1tU5xhmyfjvlzgvlxAAHacHowqDSeZFK+8fg576TujWk3IasGi0yIIAqVmg1hZSoNnMvIPuktv4D5fwG82Y9PryNdma4Fo1Kg5SqYQgZDVMhMRXXc6BqJ7F7ksCmH2Qe91yM/bW+lB/xRPTNVJAngtprGpurfXEd5sBzg4iY6t15nkeX2TzGEx6kasWx7gc5gJTzgv6WKFRbdNSnXLRIG2Ftx8So1fQX+8jbHitXOdGG+fteC04rWYKFebXEYzHAzZxzRrEmn6cBFld9nL1X3mSe0Jl/0O8sXqQPpyuJgBpMjbu9MwGpWSV+sBkvkK0Z6GdX3BxdkM0VCQomW7Cx5ObqRr+lQSCpKX6MutIAdD6UOjQUNLYKxm7+I2hcdjHjHuf8CL7aCsXCJXqrGy4OKyjxgpBIGNoIvDIRu1Tlck4LZxE5utoApgc8HNXSyPXq3m5Crx5MXE3kaAXL5CrlAda+c0DW67iU6ng81p4jKSQaVUsBJ0YDXr6XS6pLLlsY4HnU6XblNK0es0qseCLkGQ7JMuY5mJJBRA1Rd1rjVbxDIlVv2OAZLfv5BY8Tto1lpTI8hO2ygRBWkxY7foyQ0VoGyvejk5H40sN5pt0vkKPreFeGo2Mhny2TAatJxeJWh3O9zGcrzcDfFxhkyOz23hZEarKFGUKtX79aItGb/mkePzWqUIZCTLX/j6kqDdwvqSW2pkEc6M+PWOw20yh0IhjFiB7e0EOegji62+hePH4wjPtv0cn4wGAtrtLsen0ut2p5HFoINELI/RoGVhwcnBx6f7ej6gUmnIakWVSoHKEDkdrqQvFmoEQzp0OjX1GXTBAHa7kbOeTdW4NqfRuwzRuwxOt5nAopPzTxHqMxj3/zQhwq9I+6ZZ3X9/P/BPM0GWJAjC3yIIwgnw3wH/J5m3/F3AHxna5vcIgnAP/DakiKjc5/5DgiB8LQjC153S7JWUInCcS/J1KkxH6OC06HgT9OOxGKh0m5zm0vwoFuGH0TDH6RT5MRG1BwTMUiA4VirhshvQzGicvO33PJrqn6ezqGboUjI8QWaqNXaC8h1lhrHjdXMUTjwSxkqzxdaiZ+p2LoOBanP8Q/nuJsrupn9sh6TkhPR7oVJnxT++ZaHbNr4L1gPuUnlCXpvs/gX15HMqioy4FmhVSp6FvHy1FMRnNBGJF3h3FuEsnBqpnN8MuLjqs7L5dJMg6LNhnrHrzuaCm1S2NNJ1JV+u4bSOtoIFKZL74TxKLF1gd9nLRsiFcloecAjaXiHFVxtPJ6EPGC78ERQCgQUHcRkS/QBRhAWXVfZvq4suPlyNj7DYDINFUq/WAyMk9AHWCd2rhvF6I8iHswjVRoujqzgvNgPTNxpCp90hnMgT9NpQzehX2Q+jXtISZ4s1LL17p93pchXN8v40wv5FjFi2hNmkY3vFy+udEFvLnoHuTuFEnpcrATxOqdPVktfOst/B+8soxRl623eH7u1KvUkqV2bZK7kWaNRKru/TCIi82QgSieSIzUAI9WPM8svVBgGZdsPd1vjJtliW5E+2KdfXaTOwtx0gmihwepXAaNBwE8nS6Yp8OImwu+mfKg/wuixPioAUS3WcVuPjODRuMWY2anm1FWQ54CCcKPDhJEK+VKML2B1GLm5TfDyJUKk12Vr1srcVnNi+FqSq/K113+Dxuy2cD0lFhjMY9/E8drv8OPOAXK7Cx8N76u0ONqseq1nHixchgkH7l3T8BeDiPI5xqEXqs+cLA/3pQSKt2qGir0g4x8qSa+Z9LwZstHtuNtMaKWRSJQ7e3qBUKXnx3WUs9tk6js3xzWHqaCoIwm8GkqIovp30PlEU/6QoitvA34ykF+3/DA3wW4A/PrTN/10UxQXgPwP+0TGf+++LovgdURS/o5Tp3z4N61YnQZOVRKXCu3yEJbttppZ1w9ArPxOZs3SmRwynD2GJyueoUK5W47lvMqFUKxScpUbTNgr19Ilv0W4lnCmMFLOcpdLoJvRgfrMY4Dg8XdD98S7G5roX9RAJtxp1j1G7cfhwFWVnSZ4QK2ck9SfhFM9X/QOvhVxWPkWnH/tJNMV314N8tRzkud+Log3H1wneX0TGRu4eoBZHj+8yksZi1uEaQyQf8GzFx200M9ZeyDelN70oSvows16HAknmseyxs73gYW/Vz5uNIG82Q7zeCPJ81cfmgpuQ24rNpCeSLvBmI8j++y8joQCRRJ6Ntc/37IvnIU6upmskY4kCwtDzodeqKLUaEyeKVJ/X4puNIO8m+cnO+Bg/kFDEz00APpxFeL0dmrLlZ+g0Ki7upGj02W2S3SFCMA0qpYKAx0a41wo1OqYYCKBYqXN8k+DdSZiT2yTlWoOAx8reZoCXW0EKhSp+h5XXG0HuUrmBaOY01GT0x+Vak1ypxoLHxprPiVmnYSvo4cOn8Mxtfid1tDm6iLHTdw8t+Oyc3Ux+ZpOZEharHp12NGln0Kl5tRuiXG2yfxJ9XLgvB50Dx3F0Ecds1rEYsMvuw2SUoqhPxcVNir2tIMBAZFwhwM6Kl2drPuqNNh9OI9xER6/N4VUMn1sKbHQ6XU6vEuyfRmh3uuyu+3i+4UczZrxuiZ+vh0IhYNRpqNcHr2m9MRitL5brOFzGmXrBLy44KJUaKJQKDj/cE73LolerWF/1sLe3wPa2H6tttgVgtdJkfePzdbfbDZyfyy8qbTJk8OQ4yt6Lhan7MZt1XPTp3mdxVwColOoc/OiGerWJ2ze9fepPC91v6OfnGbMwgF8L/BZBEG6APwr87wRB+MPj3iyK4l8A1gRBcPW9/JuAd6Iojnvq/3Pgb5vtkGeDSaXhe54FropZEtUyR6kktU6bH2TuWfHYWbbZnvR5taGU8PtYlO+uTJ7Itn0u7vKDE05zSipn0+2SbUt6lEximtCiz2U00Gi0H4uc+pGv1dldlp84nUY9F9HZfR8P7uMsL7vQaj4PlCGXbaZt06Uqes3oqn9cG1U5fLiK8mYj+Pi7y2GUXQ6oFApWvQ6+Wg2yt+TDYdLT6YgoELiMpWnI6B7lsOyxc3Itf9uGUwVEBYQ88tG/l+sBTm4SNOXanfYw3A9cDq82Arw/CyMgkClUuY3nOL1NcnAR4/1phPcnYT6cRji6iHN+myKSKFAo1jBrNag6AktBBzvrPl7uBHm9G+LFVoD1ZTdel3nErUAOQm+U2N32z2TJA5BIl1gPugde21jzTOwEBBBO5vE7zOwueflwMVmblpdpbzmM15tByeapd5OUq/XHKMu70zCvtoLjN+7D2oJrINK0fxbl9e7sRHZ3zcd5n3l8MlNi0SdPkIYhApFUgY/nUT6cRVCqlSB2qTWaM8t1HpAfU+RVrNQpVxr4zUY6je5UojiM8pRobDpbQd8jlQ7zbBGo20iWpZDzkUApFQKvdoKoVEo+fArTGCLVcgvaeLpENF1ib2f0Wm0se57knNCPD5/CbK14KJRrBD1WXm8HsZoNHF8nOLoc7KI2jK4ILtdoFqjZ6vDpIs7heQyVUsGLrQDbq96BLNDZrdQ8AmBvJ8T17ejYLdcn/vw6xfPn0+/XcrGOKMDH/Xv23iw9ft7leYKD93ecHkUpZqq4HSZ2dwLs7S2wvOxCNSZQcn4ex2SSoqKBoEO26xKAySRvF7f/4Y7nzyY/o2tLrgE5SWmMD+k4+AI2sjILhjl+epg6C4qi+M8C/yyAIAi/Hvhdoij+Pf3vEQRhHUn/KQqC8AbQwECXsL+b0bT8hiiK571ffwtw8oXfYQRv3EHuSrnHAqZtm5sflT9rZM6LaVSCgl9aCPE+GptKDkHef/QHkTBfLQZ4fydfiCNnYn+cSOG3mIiV5KNwBpV8eqbZ6fDK7+Pd9ejkbNSoMas13GTyY4//Np9HqRTodAZnrqDVyuHdbBqpBxxHkmyGXCSiBSr11gApnYRkvjzSNUkhCNxPOG45vL2M8GY9wFUsy0HPTsuo1bDotmHUaijXG1wnc1wmBgcXk1JDOF3AbzdjM+gHLH/GwarVMSmemC5UsBi0rAWdXPYZYr/ZDPL+bHKBF0xfvT9f9XFwHgURTm4SBN3Wqa1aQfLUU7ThIppGrHe5jY7Xx1rMemwWPUa9Fo1asqDqdLrUGi1K5QZX92me7wQ4naHTTj+MfYuOnXXfTE0VBAHWA06+PgtPJVn3qTxKpWJs4cGbzeBI+8+uKBWj9UdGn637OJKp1O7HcHtMgPfHYfY2A+zL+E/2Y5ynpstqGLCXmga1SsHzjQDvz8MotArO7pJ8ZzPE+8vozLqyVL4yvg+8KEWxFnx2qrUG15HZJ+fklAVGKlfm1XaQ63CW4ye07zy5SvB6J0ir1SWdK/PhePziJJqUfy5a7Q4fTyO82A5wcZ2i3pAM92+f8P1AagFqs+gxGrRo1Eo0WiVfuRb4+tM9kTH7HofD6zhel5nEGDvBar3FQU+XazHpWAk5qdabXNykcLstaNSqxyr4YVTGLAoOTiMsLTq5vZMvlHI5TVxfpx6J7sf9e16+XmL//e3Ie9OpEum+YjOVWsnSghOrzUC70yWdLpFMFqlWmuy9WqRcqssa4D9ApxtPRc5OYiwvu7i5GR1/DAYNV0N2T7lcRbLRm+GZsNj0VFIFOu3ZpG/fNETEuX3TUyAIwu8AEEXxDyBFM39ZEIQWUAP+TrF3FwiCYAB+I/APD33Ev96zd+oCt3xhxXw/AkYzTq2Rd6nBG7Mks0Jsi13+SvqOBYcVs6jlJD1+kvUYjaSz8pGE/VSCbZ+Lk/jg9k6jfsDj8wEisGC1jiWiN7n82OPIt0YjQCpBYMlm4zg2uYglWarw1XJgoJjh1YKf/evZDeP7cRZLs+ZzoEhWyE/ogjOM95cRVv1OrmLSYBhwWbgtPG0QB7hN5flqK0i6XidbqnKbyvFpgrzAoFETzUhat1iuRCxX4uWqn3AqP7aLj99h5tMMXo/FaoNGq83uipdP1wm+2grx7mS2yKFcwdIDthY9nN0kHwmZKILbapyJiL5clQzHAV5uBDicYF1SLNcnFkxsLLmw2PQsinb0WjUCArVak3S+QmZCB5yLG8lTVKdTE5a5rxWCgN9pwWk1olIIlKsNoqki1VqL9QU3uWKV8ITv2up0WXHZuJMpQnuzGRrwN+2HQf+ZiIrA6W2SjSX3WAsfpVLB9Zgq56PLGJvLnrERxL3NwNgo8qRzN4wFnw1RAe96DhiZQhVRlKK6qwEnpWaTxIQWkg/oiCJeq0lWjrLqsXMWTlMvNOh0uqwvulGrFBxPSV9bTfqJPpwPODiL8mterpLOllGpFCgVChSCJODoiiKdTpdWu0Oz1abeaFOrN6nWWiBI98Y40gbg91iITtGyHpzFCHosCAg4rIaB5gIGnRq7zYjZoEWjVaFUCLQ7XWqNNqVqnWy+QqFap9AXhd/d8KHudlErBHa2gmQL1ZkXFt2uiMdtmfidHlAs1x+tqJw2I1qdCqUwWrT0+Nmi9H2GF7mdjkit1UYv8zeAoN9GJlEiHs9jNmkplxt8PLhn7/USBzJktB/tVoe7IaJotejxBW0oBQHVFPmVcoJ1W6vVIZ+t4HSayGQG79vNVQ+H3x/sntRud7HbDeSzk58vQSHgtuu5+gJXgDl+sngSERVF8c8Bf6737z/Q9/rvBX7vmG2qgFPm9Z9YKl4tKHjjDvIhEyNaGXyw/QYzJ5kU4wRl9+UCggjfWwjxKZ6iIpMWD5jMY4loq9MhUikStJkHoqYrbgepsPwN/lC01B5asa067Fxlxg9kZ+kMi3YL0T77qL2An/cz9L0HSa8qCBKhsep13E6oIp8IQSLaCqWCFzsBKrk6LquB9BhrkX6ISB6wD+bcTqthJiKq16hZ8dnRadWkChXuM3kSxQrxUpnEDNZMiw4r55XBgfLjTQyjTsOb9SAfLqMjRWJ+i5lkdLbKXaNOgyDAb3izxocpEbJ+5Ms1nDYjmcLgoLkacHIfz47ofT9dJ3BY9GQnpJ8MOjX3fammj+dRtlbcXHyBN9+r3RAHx2EMRi06teqxm9ED9EY1XqcFi0GLSqmg0WiTK1RJZkrU6i2erwZpqDqc3KVY9Nqxm/QoFAKlSp1IskC099OPYq3OeTyDQhDYW/eTzlUeFxHDsFn0I0RUioSOXwgMF4W02l3CyTyLfvtIb3SAtZCT8zEtHjtdkUhSKqTr97gE2Fz2cDSm7zjAfTSH12MhMSmaKMDr7RCHV7FHmyedRkWqb6y5imYw6jXsLfvYH1PY1Q+bWT9CRBdcVg4uonS6Is+W3JxeJR81sQs+GzaLgaOLmCz58ThNE4nool9qMHAfzVGu1GfSGD/g+YZf6ry0E5oYwfS6zFOJKEAkWcRll9pEbq15KVcb5IqSC0IlmZ/5uECy8zo8i+KwGfnQu99Wgk4sJh1nt6kROdcwDq9juB0mUjK2d3Iw6NQs+WyEIzn0KtVYazWQIoVyZDOeKrK3E5RtaJHNSGOQiEAg6OCsV1G/f3DP3utFDt4/rYq+WKxRLNZYXfeQSRRZX/NyMcaDVxQnqxgL+SoLCw7KWtVjhyitVsWtjBsAgMVhnEpEnz8PcPj9ixm+yU8RInR+5QVEZ66a/7nFrt2D32jhB8l7Gp1Rvc+S0c60qgZRgB+kw+hNKva8oyF6rWIyXy80GnRVYOn5CyoVAtcTIpvjipZchunFWH7HZ1H19xZDM5NQgHC+yPMlSSu64rQPrO6HoVQIeG0mdhY8vF4L8mYjyLMVHyGvDY1ORapeI1mpcJHIUmg3SFar2B0Gnq37eLMdZCPkGqt/vE/l2VuTqpYVY6qPlQqBNb+TrzZCbIRcNMUOR5Ekb68i3GWklOxpJIlZo0E1QzW5eYz3Y6Xe5O1VhCW/nSXvZ82ew2zg0xgS4TDrebbslc7JkhenyUCuUEOrVJPMViiW6+wse3m+5kczg0fhcMFSyGMllSvL+t622h2W/SPrugHshDzkh4hqsdGYSQ/6AKNew+66lw9H93S6IiKwfxrlzVCBT63e4iaSYf88yruTMEfXcaLZIoJaIBiwYTVqqdVbKEW4j+XYP4/y4TTCZTgjq89TCAJ3PalGVxTZv4qRKJR4uR7AZx8t7FIMXXspEjo5wqGVuS+r9RbFSh2vTPGYcYI2G6SClUarhcP6WfsY8tmIyHX+GULAPb5IwmU3srHs5t1ZeMBr1Os0jxQfVGpNDi9jvFkNoJ1yneXaUpq1msdj1QylSe/jeQ7OojitRl5tBx+1ng8wylSmexxmXm+HCLms3IdzfPgUJpOvEH9CZ7vVBeejZ+e4tPsD6jO2r/S6zai0Sm4TOWrNFuFE/outuNL5Cu1OF4/js97zOpKRfFNFkZebAZYD491COl0Rv09eX94PpULg9XYQjaDgw1EYi1nH9V2atRU34+qPdBMq8PePI+zuDrpG+H1Wwvefib7OMLj9/kGYF68Xv6iCXq9TUyzUuDmPjy0+as2g2b+/z7K64n4sgtze8FHKyy+ADKbJjiY7P48k9FcwvnUtPh9g1+pZszj4OjV50gkXZh/4kvUKyXqFN6EAd5kC2V4nJDnvymFEikW23S6q8Ra7Pg8fEpMjE3K61FR5eqruOp9DEOCrUIAfXT+tzSBAsd1kL+Rj/yaGVqXEbTNhM+rRqpV0gVqrRa5SI1WsECuXiZXlV+tmnRarRsdtKsd3VyQxeaZUJdPXn12pEFgI2HCajYhdkUyhQiRVQBRh/zpKwGUhV/08kAQcFnwOM412h5tUlotkRuq5JYMlt53LeIareJav1oL86GbyfTBtoLuKS16tbzaCHN8lWXXbeZ+q4DDr8TstUh/0Zpt4pkS2UB1oPwhSZ6f9Xk/wblfkuFfgZNJr2F3xUqo1uByT3u0n7B67iXq9NbH44/w2hV6rkiWqAaeFQxnPx1i6yJvtEB+ntPYEWPTbaDTbfOqrcH2Yfz4ch3mx4edgQqQPelHGRB6X04Rdr+e6M5seL+C2cFsYjGx1uiIfr6KolApebwQJp/KP3boKfd3KJqXj+yGn3QbJx9TnNGMz6wfkJvczVKWnchWWAw6q9RYGnZpGozUTwSmPkUS82PBzFcuSuhuNYluMOhgT3P5wHiHotiIoFdwNtdx9wLAN2O6CZyBKeRHLjLQTBUnnmcqVMRm0vN7xcXWfGYiEWow6VkNOSiVJV5xKjY698VQRj9NEMjM5Cuhxmsnkq49FP4lMiaWAnTsZrbNapRwrnejH6pKLVKFMMVfHZtKDIO0n+UTjdACLWUekF0E9vIixHHRw0xexrTVaj0b+i347dqtk2VQZ8nM+vI7jtBvHyjSer/vJZst87NOD6nra6+PzOC92Rn1+AbQyRaH9uA5ncDlNpHvXweO2EA/nH/9elikq2j8I8+LlIkcf78b6SQ/DYNRw0TOU73ZEDt/d8ux5iMvb1IBHaLUy22Lg5FOUvVeLfDqOEp3QulM1oQjUH7Jxc/DlTiLfJER+/ivcvwl8K4nodz0hTvOpqSR0w+riPPn09PO7TBSrWstX9gBvo1Eiudk0jCepNF8tBKjPYHQ+XLTkMRm5zk0/1mSlwl+zuUw4VWTD40SpUKBSKlAqBBSCQlohC8KjRZWI+KjB6nal3+wqHXabgWylyl2+MFLZPw0GrRqvychlXBp4iw150tTpitym8tz2TYhGk4YFpxWjTotBpaLSavHSFCCSKRApFIkUZkuF24yfqyzfXkZ4ueLj44Siq0Ru+mTTFaXP+s5akG61g9NkkCWdw1j02rkNZ+mK4ohNU7nWfEzV+5wmAm4bkVRhIB37kEKzm/UoBYHUFIlDudbg9VaQd2ej979dryPRkb+e+xdRQn4b4Vh+7GfvbQc4uYiPTfmJIpxdJ1kLubgMTy9eqjXbXEczeO3mma6Bw2ocIaIPaHe6vL+MoFYpeLMZ5CaeJZwpohAEXm1MTsf3QznBAzSeKbEccNBotqk1WiwHHNzO2AUnkszzenuBRrMtFZjNgOv7DFaL7tFj1qTXsLzgnNiJbFonoEiqgEat5M1agHcyBWLtvkWwQhAolQbJcKnW5PmyZ2wr03K1wfvjMBq1kpfbQYw6LTvLXs5vUjP1Tve7rROJqFGvQa1SkMwMPncOm1GWiC6HHJxNadH5bNPP2X3y8b4uVxu0O10CHismg3Zq1f8wFnx2Dh/a2IqgnqBxvIvluIvl0GqU7G0GKFcbXPXuqXanSyhgGyGiawtOhC58kllUdvsWCAfHEV49D/FhqBBoWvajUm3iXbKSzVXodkUSscExIxyRN88/OAzz/OUin2Yko2trXg6HTO2PD8P4g3Y6Voj37MyKM8i6HnB2EuOXXi/z/f/leOZtHmAwahFrDepfGAX/5iHQmbnX2y8OvlVEVKNUsmVz86PkbBOOTaUHnkZEVYICp96ATaujre7yGzfWqJZbtLtduoiSqF7s0u52aXW7NLsdGu02zW6HWrvF20yU53YP31sIcppKUxhjTTRctLRks5GcYNivVSl55vNQajUodJo06HCffXqRzwu/l//14oY3IT+lu8bM7QUfj0OtYsFq5azP8ukqkUWrVs5kiVSpNzmJpFApFbxZD1Jtt7hL5WaKOvdj+LivY1l8NjNxGXcDm0FPsjA92uyxGvEZTXw4CLPidZCd0FL0AQ6Lnnq1+agHK02Y0OKZMvFMGQRYC7kw67Wc36eIpYuY9Fosep1s4Y0cwsnCyESxu+TlZIxPH0iTnlKvfNQJ90OjVrK96mV/bFXy58Gx2eqQzpbxOsyT9Y1AIluk3myzqNeRzJWm1oOOk2r0o9Xu8u4igkat5PmyDwMqvn9wM3W7x31MyS/eRLNsLXm4DmdwWAzcMkhEVUoFXrcFu1mPWiXd97lilUSmSKXR5Og8hlqlJOg1YzMbUKkUNJttsoUqiXRxwA2g2xVZ9jv4eB5lc8lNplzlYEqB3CwdvZqtDh/OIuyt+rhO5ij1Tbz9UbmXK37ZFpyTIkr9+xBEyBUr6DQqrCbdY8ehSWhPGHOUSgVBn40zGU1ubEzhmnFKY4lXz0N8OA0/3vM6jeoxlR9NFlhfdNMIZ2hNsFkbxrBd0cVtit01H5+uxj9/jWaH/d65DnmtuB1mLu7THF7HcdgMZPNV/C4LTquBT2fj74HhhcOHozAvn4UGoqbDXs9yuLpN8ep5iFy2Qvhm8B6v11ssBu0D6foHHB6Geb63wPFBeKJ/LEAxL38/xCI5DAYN21t+Tk5jFAq1iQ4YAb8Nt91IrVjj9ipFLpJjby/EwUFYlhDLWeYJwELQytmHyYVXc/z08a0iogpBwKxR86t8C4iiSL3TptRskKnXKDQHH061QslpJjPymkuvx6rVY1CpUSsUUvFMp0Ol1SBbr5Gt10hUyySqZZbNNq4zOdwGI4lcmXJrtlVUrdvmIJlErVDwOuSj3uxwnBxdsV9kPhctjetqFLJa8FvNnGRTvE1EUSkUaDoKDCoNi3YrdzNGax+g6D2f78Ix1jwOiqX6QDp9EtRKBesuB5+GbI9anS6bfs/YFqHDUCoEdhaldPXxfZJFtw2DtkWqOHsVcWSoN3253sRtNaJWKkYKfEIOC8cToppqpYKXS36Oz2J8ikkLA4tR3teuH1q1Epte/2harehV906FKLU+BNCoFGwuujDqtHy6mb2II5Ur82Ld/xg5UykVFHLTr+NVOMPr3SD7fZWivp6f6P4kbaUwONoXy3VMBi0mg0Y2jQdgNesei6rOblO82g7y/nJyxOwpnrJqpZJ2p0u0XGJ90f1YXDMd00M5p7dJXqz7aTbbPNvwP/a1zxWrxDMlwon8SHESSOlHkLS89/E89/HB92jUSnwuC1aTHpVKQaPZRq0UeL0j2ZrNEmXKjvEClcPhVRy3zYQvYH7sKZ/tPe9GnWZsz/PzWHpiMQzA5pKbg9Mozzf8fDiJoFYpebUT4uo+PdGF4TqcGUs6nm/4HyvEhxFPy6fnhwv9HqBQwIud0Ui5yaAd0JRe3KV4sRHg8Cw6c6PplIxDQaFUG2+NNYRwokA4UUCjkhaAFq2OeqXB0WmURGL8mC4IkJDRyx6cRNjd8vOpV2A0y4IO4OQyzqvt0AgRBakDlBwRBTg8ivDsRYiTCWQ0tGAfqaTvR7Xa5PwowsvXSxwc3mOzGR6r4g0GDUshB2oEYvcZEhdJHkZHhVLg/jJBrdJkfTdAPFmkVGoMffboOPL/Z++/XmTZ9n1P7BOR3nuf5f2smrOq5jL7tJEQVy9CL63HfpB5EBIIWZAQ6A9oEAgEehI0khANgqZBjSSQQ3qR1N33LDdnmVneV6X33meGHrJMmojMrH3vPnutffYXijVXVkVmZMSIMb7jZ77fnd0w3/7l1djrvyf0s5d/7bP4p8cfiog2uh1+y8hPUkaNGpfehE2rR6/W4NQYKNe61DotKq0W+WafZMarFeLVyfVJAGGzjVK9RaHZoNBssOZwwYxk1Kjp1+e0ez2+JPoTQ8hhIWyxcZXOkX+ua8vV6uwF/Vxlslym3x5YtSiy4/fSlDqcpdM81d4mnkW7ndtEnka7Tk8vseiyT9QPHYTTaOAs+kYWbzI5XCYDKz4XN8nJ6Ue1KLLl93L8IL/jN0yxp3uBIMDHpQBf72J8Xu7Xlj6mC7gsxql+8C/w2c0kZeRn7pJ59ldC/DZSL2pQ0GaFfmNPJV8fS21NkxsRgPWQh5MBTUSzUTexAUwOOq2aUrmJiEi+UCPgMuN1WUEQSOXLE+WdStW3z9pdCnAwg7c2wMVTCpfDSDZf48Oqn/tIltq0VJU0HkWMpYqsLXq4iWRkF1+fy0o+8kYOr+5TeOym1/rOUQgCRGeM8i8HnFQbLR5TeYqlRl/s/EOYw7PoVP3AWTQ3VaKAKAqoVOLMIv4Wk25ItF4OrXb3uTO/P863ln3UGm30Ru1MJFStEknMUOIwiHShQq5U5fu1EF+uo+TLdXQaNZshj2I5Q7XR4uO8T1HzM+CxEk+V6PWk14axdqfLwXkEg17D/ocwl3cp2TrZWqPNyrybm8dhkqKktzqI0fS83WLgSSZdr9eqWVx0jak8QF++i5FU+PFVjP2t8EzPkMNqkNUNjaWK7G6GZD9TCa1Ol1KpTrZRQSUx1cnK47SQSY7PCb2exNVdipVFDzf3aYQJUX+9XsPKggeQuL1N0253mZtz8jRCOqc9JycnUbZ3wpyfRF43YINwOs1EHybXV0sSHH95YG0rgMGkY85no1Ko8Xib5jItv07Pzbt5fCbc16cx3D4r9nknT49vn1UY2ZSvbfo5/envzUm/V/zhu+ZfUO92iFSLnOST5Bo1EvUKD/UcjW6bm2KOXGN2rcugyUKz2Rk65iqfxe8wY9JMJ1xyndLRcpmfYhFKnTq7IT87fi+iIPSjiR437V4Pr9nEj/MhrGYdX9NxTjPpsfXfqX/rzC00GmRbdZZcszm0rLpcY4QhW61zX8qzv6jsvS0KAjshnyIJBcjMGKXZXwnx9a5f9zT41bLlGvFsmZ356cLCAYdyp/HXmyh7C8M2oA2ZtL/bamQv7OfqMinrpT0t/fl5LTxEQkG+e3gS7GYDTouJ22iW+3g/SpTIVji6jHF0ESWRKuE0GdhZ9rO/HmLB7xhKKz/E82zMe3FZDFwo1PPJod5sEwo72P8Q4vQqPp2EAkqhoqv7NDur8mNn1Oe71mjjMSsrQ/hdVmozlGh8XgvxmCqQzFfwPXfSd3sSv11HWV32TvUo70wxsDDqNazOezi8jPH1MjqznedK2D2zJabXaWZrxc/pfYpousSXswi7q8EhFx05+FyWqelQOXR7El8uIqwH3TgtRlZDronSUgCiVn55MBt1CBJUqvLR63qjzdezCKKqvzmQU8+wjjjpbK/5OZiB8I9uzMJBx9jIdNgMeP1WRf1TOdUEgK/nEXa3pjttBf12xd89xnKyqgRK+LQSIJUsk0iXMCm4Cw3CZVd2pWq3uyTSJUKB8fMzGbXsbIXYWvMjtbucnkY5PY29NkYWijVC4eF1JCXTbDaKk9MoG9uhsbprtUbkbkIzEfQ3novLHj7uzZNPl2mXG0Ru09xdJRVT9MCYxWgmWSL1mGV75+3elcsNtM/qDh6fhcRN4s96bv4a6D7Xif7r/vk942+GiL7AqTNQbbUpthrEqiWuKxn+FAqhnsFnF8BnNNPtQLo+Tqwu81kCDstUMjqpBq0jSRwk4xxnknisRsw6DU6jnk8hH+lmlZ/iEbIyn/2CUeu4YrNJulVlxa0sE/KCRE4+utbu9vgtFuO7ldDYQigIsDcf4HCK8P1DJo9tSjr7u9UQv92+RQtGm7oa7Q6njym+W568GEyr8buOZggNkNXBNL5aJfLdcohmvsm3CXVY+Qm6iHurQdlI0qg+5SS4bEZMes2rAHauWGdz0Tt+HuU6J9cJDs6jPMbyGDRqtha8fN4IszbnQaMSmXPZaXe6OG1GFgIONpd8fFoL8nkzzP5GiN3VIJvzXhY8DlwmA6qewOVNilS2ws56cOr1BCZGWI7O5X3bO73xxeT8LsXusjxxddsny5fZTQa25n18uYq+Er5RaaXzpxSSVmRtwSP3FgAT080uuxGX3cTFs0C9JMFtNEfIa594bqBMzAah1ajY3wqTrzY4fVZWeHHCObqMsRpyT5SLcsxoj6mEy6c0PqsJr9nItDz0VSwz5nmuUomEvDbiqbe5RCkCXa42OTiLYDBo2NsKoRnYoBcG6q8XQ06uH9IzZcUT6RJzgTfCNDosQ347Kq2KhwmWjVq1ciLw+CrG5srkjcekbEm+VGdrafpmWhRgfy3Mt/P4q1Xp5X2K7Q3lgAC8dcwroVprUm+2UatFrBY9Hz+E2Fjx0aq3OfkW4fw8Tqs1PP7jiQLlSoNypUEwaH99PZUuY7VN95U/PY2xthUcIqPr6wEq5fHskKgSWFnz8XF3HrvdyP1NiuOvD9TrLc6/RfuygQPnIPsdS+Pv22p2OP3tno87IVSq/qBwuC1odWr0AlSmNJz+HX9d/KFS89OgEVV4dBbOC2lcz5HDriTxU+qJFaeLdqvHY0k59ec1mFD1xDFR/EFc5rNsON3EciVZ8XtgZouuZLXCvNPOdTFPplqlN8NxEZma0FKzhSRVWPW4uE7Lp9jXPW5uopO7nH95ivIh7CWWLlKq9xfH7xZC/DbF8xv6C/a8z8HxrTy5+241xK+3w+9TqI5PDj1J6lt4roQ4uIvK1stkJzR1AdSabTw2M1qViMNsJJPpp3g2Qx7qpRaHE6zmXpDMlWW7RjfmPJwq2EFOk0x5gd9pRpIYE+DuzNAsUWu0OR9o5Pi0FsSkUtNr9ShkaxSys0Wmu2KPaLJINFkk4LHidpg4vYrPVN8mh8OzCDtrAb4NRNmyCs1ed09ZnBbDmKPVpG7wjbCHdLHK2eNwlEsuypEr1yhW64qp+oZCPfZ8wEGl1hyr66w323QtEmaDlopC9NjrtHA7RUVga9lHrlTjy0jqttuT0On78mCXD2nCPjtGvUa2hEGj4Ok9CYLQN0iwGQ1EM0UEoFhpoNdo2Fl2ky5UeJJJNdeabT4t+IbG+8fVAIcjDW2TfNWhT87ypSgep5mgx8a3yxj3kRxWsx6tRkWpUqfZmr1p0uUw8RTvy9gNpunXl71E0tN1QV+Iihy6PYm7WJaFkFNRQH9ag97ZTQKH1UheYfxbjDpCThuHMmUAkVQRo0HTd5SSO78ZIu7VahOtXo1aEGSF60dRrjbxuS2kM+W+21nATvxZWSMQtFOagcSdncfY2gpwfR6n0+nRGdAIVqlElle9aHUaHu/T3FyOz5/+gJ3bQp1MuozVbmRu0c2TTH2pRqsicqscaf322z2Laz4KlSYWmwG3Xc/pL2/OSzqDBrffjtlmQKvT0O10qVUa6A2zBxH+kpDgdx+9/EvgbyoiuusMcF7o16SVRpqXbopZkq0yPwZDyEUCXDojWtTEKtPTERe5DEGnVTEyKiesPwqNSmQvFOCnWIS7Yp45u22iBAhAwGwhK0PeAMqtFtF6iXWvvNi5RTNb2vg0kcJg0jDnsvH94mwk9AWiwgT/3Wp4jIQKIGsz+IIvN1G2wj4MI2k0s16rqI84iIdUno/hAH6rBZeln4a/vkoRlWkwkUOn2xsTNw+4rCRSJcX06yydqiGPjXanR0rGTeXiIYXfPS6oroTlkIuLqwSlSoOd1cBY9GoSBhe0eLrE8WUct9PCp80Q6hkbHQYhSXB1l2I53B9/Wo2KeEZ+01epNQk6xoW8y81xAqESBD6vhbiKZl6bbAahZC/7kqpfWfaMperliMrmkpdMvqLY9R3PlAgHnYqR4ZDXpljj6XWa2VoNcHqfIqHgomMcSOdGkgV6HYlF/3jJTWvG1L9KFNmY97K3FsJhMnATyfLlMkK+VCVXqSOKIuVak68XUSLJIitBF7urMmL4A2N6bzM0RkJhdjH5dK7C4UUUr9vC9nqAlXk3ep2G3DujVYnn9HzY73i9/5+2gtxEMzNpt4pTsmONZptitYF7QKj+BQ6bUbaUZ+j4VoeFwPi9A5jzOTCptbKqAAD5Uo3VCRHZ4hRVAqfDhNdn4/g8jtGkw2KZnu4HcHv6806hWKPRauF7FtrXviPLc3YeZ3kjgM9v5eE+w/pWgO1PYQwGDVfncU4OHykr3GuT6U35oFSokUmVWF4fjyzPLbhpTRlv91dJ1L0e/oAVUYCdH5ZY3grg8Fho1ttEb1NcfH3g+B+vOf31jvvzOA2Fhsu/458GfzNE9EfPHL+k3ibJdq+HaaRJpdnt8HP6iR2fF4/xLcXl0Bkwq3REyrNpWEKfjIacVowy4tiV1uRBbdXpWHE5XxuZAE4zaXZ83ol7oaBlMkmptto8Vots+NxDr5u0Gs5j0zvaVaLAqtdF2GVnMeikI/XYXQxgnuIs84JYYfz6fV4J8evt+K7cYzOPdbeP4uQxic/WJ5IvmHPbZ4o3q1UixWqdgNmEU6WbmIZXwmAa1GrUIfSkifJM0xa4Rb+Daq05UeIm4FKufx2Ez2khn63SbnfRGzR8u4wT9NiG3H0mQS6SmMyWObqI4bCb2B1Jpc6CVrtLPl/D67QQ9Nomdn+e3iT4tPRWyysIEBlpVPLYTCwFXXy5io7Zr0J/vCqR3RdcPKWRtAJri2+p+kp9+B7uroe4esyMacCO4uwuyZ5MCQIgK4qu1ajY//Cchp8g6wOgH6krzJVqJLMVPiwOL8ZFhY0o9KXVtpf8fFoJYNSquXhIcXAZHYo876wESebKz+rCb7h9dsfSiCr21/r1yACXsTR6rZqNRS/H5/LaqLPVGL8hni4RTxcx6jXYrQb2P4T5sOon4LEqOgWNHj8XsONy9Es59nfCHF7FZq7PFWaIOOVLNbRaFWbj8NwXmsEJCeD4IjpWzvFxJUA2XZkqoH98EWUuNF5qJQoCiZTyGrU076IHPEZzlKoN2p0eNrsR8xSXIQDNwIY/n6/R7nTwei2UJ6gfDMJg1PajngYNK5sBvF4Ll6cxTg6fZFP0o+iMlMvUay2e7jNsbA+XaU36Llqdmo2dMB8+hqnmqsTvs9SqTb79fMvtaYx8qjSuW/c7RE8S/iI/v2f8TaTmPzr9/CyjLWrV6qh2xheXb7kkVq2Oz/4A17kcdrWBu+L7he/Pcxk2nW4iuSK1gXrHwoTGKL/ZjFqt4iw7nnb4kojzYzjMLxH5dIo4wwRaa3e4LxfY8ns4S/Sjw1s+r6JsTthhw2cz0+x2uc3muMxmMZU16DRqHBo996k8KlFgfd6DRaslli0RV+jaTRQqBB1mks/SJnvLQb7cyX+u0zzudy2H+1Qet9XEgsfBQzqPSaERwO+w4LOZ0QgihUqDSDrPfSSHoSlSyNVw6PWE/XY0GhX5Sp3HZIGuTA3jIHTaPhFTq0QCDitXM8sDjWMl5O7rTE5ZtG8i2VepICWYDFo0CKSfCcbLe95HczhtRpbCrqlOMxL9OjW5eTmdq5DOVXDZjcwFHJxezU7iC+U6IaMNp93E7RQFhKdYv664+GytGR1w8dpZ9POQzJOeUE7id1qJTZC6eUGuXKdQabD/nKpvdXronqWJPm+G+TKjED7Al4u+s9S3gWuyEBiXFHpNw0+xG32BXENPo9nm8j7F/lpf2kklCmN13iaDlpWgi15P4jqS4WQC4Q26ra+lM0op3mqjxcGzUcJSwIndYsAgqji7kPeZByhX36cUsbnkI54s8uVbBAlpyOpVo1ERcluwvWi0tjoUSnUSmdLQ57sdZmqNFh8/BN91/wDZTY0coqkiawse7h+zryR31FJW+TPAZtIRpR/t2V8P8/VktvPs9iRUGrGfNho4Va/bQiouP953PoQ4v0kOOci53RZOTqMszPXHR21C1K8+sjnL5aq4XWbqjQ5qtThUNmQ0aQkEHRhNOjqdHtlchVSyyM1tGq1WhV6nodFo8fG7Rc6OnsZIphyyMlHmdqvL5VmU7d05Tg77TkjlkXIVjVbF8rofURC4v0hw+Syeb7LouTuPo9GqWf00z/XR49j7/x7xzzU1/4cnovNmO7eFvOyCapqQji61mpwUkvwX/MsUG02MGg33xbxi3acSznMZtpwennKFVzJaaDRQiyKdkYl71ekk26y/itjL4edYhD+FQ/wcGV/AMjPqfdY7HW5KOT74PZwm0kM2fG6zkTmnHUmQ+q5KpeJY3eyHgJdfHqOszDm5T+Xp9iTOk28kLOyzEbCYqdSaXCeyQ3WFAbeVZL7Cp0U/hw8xxeilYcZ6SoBMqUqt2WJ7zkel2cJi0DHnsmHUaanX28QyRVKpMqnUMEEOOMxcPaX5tBLg+DJOcaDWTa9VMx92YTLoqDZbfe/pkY7tlwVrZ9HP0eV0p5yujIQJwMa8l8dEXrZ7fxSlaoOPq8oWmmqVSNhl42ogtRdJFl5F6nPFGuVak4/rQY6nnLMoKgtIA2QLNbKFGm6HCbtVz/52GIln8ipJ9JCQJOj1evR6El1Jotvtmz3otGr2NkJ915ZcmaRMFKj4XFJwVI3jtpuJVipoVCI7SwG+zlAS4rIYZyKi8Fx7fB1lY9lDJlVGJ6rwuyzvJjEAV5EsYb+dyHMtqdP2JinkdVlw2k2vjUizQskJp9uTOLiI8nkzTDxbJFosYzfrWfT33Z+uIhmOpnS/v8Bi1BHL9hf85gxGFvfxHMRhbzmA025S1Iut1luylqCjEEWB3fUQh2dvIuQ7G/1n8wXtdpeneIGnEfcvtUok4LNitxrRalSoNSJq1DM9l6OYpRb7BVcP6f7G4zIOEiSys2fNzm6T7KwG6LV6M5PQF9w+Zdkdse902oxjRFQQBT5+CMvWm6qeyyoenrIszrtJJQvUFWpPYzKSUJlsBY/bws6neXq9Hu1Oj2y2TCpV4vpGPsO2vh7g27N95sFJhEDIjkWrka0LfYHRqFUk2FIPTg6f+Ph5gauzOE83GdSaPvlUq0TuL+JcHozbdYYX3Vx8qdBqtHm4SbO+t/B3IfvfMf7QRNSm1dPu9qh05CdI/QT9SIAdp4/zUpqHZ4tLEYElhx23oe+NHq9UiFamTzxnuTRbLg+P2QL1dgcJcBiNQ97xn/x+LnJpGlOkYwB+jkb5Lti3F32BWavlMV+YeuwLGp0ul8Us/+bSHLVqm+8WQyQqFZ7yRVJRZUI757Dx9an/uTUFUh4pFIk8XzOrWceKx4nUhbtElk5PYnvex7dIcmJqdloaexS1ZhuNWoVN1HJZTnNeml5qELLbSMfLHN3E2Vz0vnZCQ7+O6/L+jVyLIiz5nThsBlrdLtF0kVKtyXdrs/mXA7Rl7u2HJR83j5l3OVjVGsqRi50l/5j7Ua3eIuy1EX0mZe12l+OLGHtbYQ7PI4qbAZUoMG04Ls25aHe7RNMlRLU4NcX8AofN+BpZA7BbDYQ8NrQaNaVKnadEgVany7frODvrfjRaFUG3DY0ozkRCYbKtohxEsR/xW1n2YBI1FIt11hc8VGotiuX6mA+4EhrNNq1uD7NJR63W5DGWQ6tRsb0a4NtN/DUj8B5MK4P4eh7h3/68jMmi4yqS4WBGC9EXfFoNcjRg9zm66VLC5oKXo4sYBp2arRUfZwoyYRaznvyEkhOX3YjDbBzT6ZyVFHa6b811eq2aUMBOtlRlc9mHWiVy9ZB+7T6fhmnNVaM4voqzvxUmEs/LbqiMeg0uuxmLSYdWowYkmq0O5WoT+/N12dsKkcyUp9aXDuI2ksVq0VN6Tm1rR6LmRoOGubBLloTCsM7w/WOG5UUPsWiOpkyNZbnSwOu2kMkMf796o0WhUif2JH/cMKSx4+OJInFgZ2+e2ENG1nTDH3Rwdz55M3V6+Mi/8Z/bpJAscH+R4Opwslf84Mau3epwe5lkY3+Ri6/3U77DXxcSAt2/UsWkIAhzwH8A+Olb3v/7kiT9r55/998H/ntAB/i/SpL0P31+/X8G/DeBLvA/kCTp//n8+nfA/x4wAP834H8oTRB4/sMSUbUgEjLaOMkpExLdhIXqR98cP8X7D/Cq3cVNIUcPibtynrvyW5rNYTIwb7ahV2soNZrcF/PUO+MP5Fk2zQeXh4dnMmrX616J6A/hEL/Go8y6D5cEOEjG2fZ6OUn1v9+S3cFJZTr5Mmk1LDucGDRqctU6T+USkRmjRgAWvZanQn+83GRzaNTiROu7UrPJ10h/ElEJAmaLlvun3NTu61nsQF/PyaBl2eeiUKlzEi2wuzxdTgqgNiCnk6/WJ9qQ9nrwEMvxMLC+r/ldSN2+aLZSU8wgRps2Pq0EOL2brIknh5tIljmfnaeRxqrPG2EOvslPwC6n+ZWIvuDgLMLmso/HeE62/lGlEkHhehj1GtaWvX2XGwEMJi3dbo+FoHOiNI4SCuX60DXUqEWWwy5sZj2CIKA3ainGZieDoNz9Dv1mwJDXht1sAEGgWK0TzZR4yhbxOMzkmw2Ob4fJnE6vwmExYDbqMWg1qFUiAgKdbpdGs0Ol1iRfrtNotklmy2wuehF6EqIgoNGoxrrh3wP1lJTvp/Ug/+nhLbsb4XeXuZkN2jHr2HJ9tnR68zmCVm92OHtMsrsl37BkMeoUiejmso94ojgmYA99HVqrWT/RiWkQGrWK+ZCTy/sUGys+zp+1Qg16DR/Xg7RaHa4f0xPnn+aEcaOE66c0332Yo1CpIyDQ6nSpVptki1XK1Sa1+ngZikatIl+sEfbb+fq8KfO4+8oB3U6Ph1huouRXudpkdyPE8TPR7A48qz6PBVGt4nyCfvBTIj+UVr+9T7O67OXpMTMm4QTg8YwT0eUlL0fHT2xvhTid0oG/vhHgUoFQfjuPYTRo2fm8wOnB41CZhVLdpyAILK/70Bu1PNykKZZqtBWyTqNIj5TKdNpdrs/jbH63xPlvdzO9xz9DdID/sSRJXwRBsAC/CYLw/wJ8wL8DfJIkqSkIghdAEIQPwL8LbANB4P8tCMK6JEld4H8N/LeBf6RPRP9LwP9d6YP/sER03x3i5+TkB0OlMLlvO738mnibTF0GIzcF+cU136yTb74toCoEVlwOXDoj3Z5ErFIm/txpf5pN88Hl5T6Tw6DVIAA/zIX4Kfb+BaojSdwWcqw4ndzkchgVorujxPM+l+dbfHhymnNaiSpoiA7iU8jPUewt4tVod9jyubmcIvv0gt35AP/y+omw04qprqE6ofmjNKMD0VbYS7pU5fA+znfLIZ6kPCd3CT4tBji6VyajJp2G2+hbnWQyV+bz+nTnlhfYzQZuH7IUynU0apHdtSC5Um2MHA6iNtD1vbcW5PgqPnM92ihcdtPQZ+2sBDg4mRAFUAgwn98mCXptWC0SiZFojNLz8WHVTyJX4uC5vjHosb1qsZYrDdx2ExkFd6RZ0e70Xu/P3laIUqVBo9nGZzdjNxswaDWoVAKdrkS10SJfqZEv14euZ+o58mjQqgl6bFhNenqSRK5cI5Yt9V26RgiY3Wzg6jFNo9XBZTeSHfDCbra7/a52hc72FxiNGuxmA10kwj4bsVTpz4qCDmJShmBvI8TBVRSJfmT080bfIWlWrM55OLgalU5rvJZzKGF72c/Zxdsz1pPg61WU/Q9hjs+GG8j0Mt3Vcqn4UXS7PZbDrtexNglqlcjKgvuVfA4qDdQb7ddSFKfVwHzQRb5Uk9001ac0pem0asI+OxaTnk63R/q5tCSdq9Bsdbh+mm0+XF/0cnIdH9rIp/OVV3tQAVicc2K3GilXmjxEsmPlDUeXUVbm3dw+Zig8E/21FR+xVJHKFIfAdqfHUtDBw+PbPHh9m2J9xcf9fXqonhTGI66iKJB4noNOzqJ82p3jeEIksjslul2rtzg8jbKw4kXsdHm861/HzmCEWoCFZQ9Wm5Gn+yw3l29rWbfd4+Isjj9gw+YwEVewH3W4zSRlftft9Lg8ibH1/TJnv97KHPn7wF+rsUiSpDgQf/53WRCEMyAE/LeA/7kkSc3n371ExP4d4D98fv1OEIRr4EdBEO4BqyRJ/xJAEIT/APiv8LdGRH/wzE0loTAudgwQMFp4KpWH7Msuixk0okh7SvMK9DVCb4o5bngb6E6TgTmzDb1KQ7HZYM3rxiho2A0G/iwS+oJap+/uFLRYqDxHimYhnqMI2C1TiaherSYhU7tqMU7vuAT4YTHML8/d8feZAh+CXm7ulSMT0xqVdGoV2wt+vt6++W+/THTdnsTpfZKPi36O7+VTxas+FyfFYaJ6eB1lIeDgIT69MS3kenNmaXd6HF30F7mNRS+iSuD8Pjm2uFafC/4/b/Rt/v5VGjQv7lMYdBrqzTbLIRdXN8mJ+uOTOvFjqSJmk471Je+QbMwo+XHYjAS81jHHKJfD9EpE88Uac34HRn1rapf5LNjdDPHlKsruWpBuTyKZryiSOrVKxGs3YzfrsZkMdLs9NBoViVyZ6/jk5qwXLHocHF737+Vc0DlERGdFrdmm1myz7wrx/zm4IeCwYrcZWfA7yBVrzxae74OSLNT+Zpgvl8Nz3dFljJ1lP98Uxv4gloNODmVIa68nYTPoFFUgREGgVJDPAny9jLC95ufuPvPaaKQdUQ9x203YzIaZLDNniYaKAmws+4bcoJTKC3KlOrlS/3ODXhs+l4VosvAqmTaoBfsi0O+w9tUm8qUakWSBmxGyaTXrOb9JYjXpcdmMZKfIKMGb0P/tU4aNJS8XI5JNEnAXy8EzWTboNawGPOg0apKZvtuSJEGr10OjFkmmSuxuz3F8GZs5y2KTEaS/vEmysebj9iY1VBox2ki5turjYqC289tZlJVVLzcyjklzc05urmeri354yvZllb5b4O48QS5VJjzvwuG2EI/meLiVJ/ql581vIl5Eb9CwsTvPxeF4E1Ig7CQ/UmP8gl63x8VxhA8/LA/pi/4zgVsQhF8H/v/flyTp35f7Q0EQFoF94CfgfwH85wRB+PeABvA/kSTpF/ok9R8HDos8v9Z+/vfo64r4wxHRbYeP31KzkbtRImBQqdGJGmKt4YUu36yz5wpwmJ6t/m0UuWad3HPUVCUI7HkCWDRacvUiWx4PggAqQUQUBAThufv9+b8vC5Ag9GVFJGmYQEsSmDQaxBa0Hd2ZiOcoCq3pE/3HsI9fHsava35KCk8APi+EXknoC05jKT6vBV8J3CCcFgO5knKqe8nnoN3p8WWk03+wvqrb63H+kGJnwc83GetRlcyustuTQCUgiv1UvBL210L9lLQMLp/rTANuK163hfOHFI1mG5UoUKm1+Lwxe03pJNSbbfbWQ8QyxVeZpkmIpQroteqhDuRBVKpNbu7T7G2GXqNPLxFRQYBPmyGuHtNjJBTGCetTIs/mko/Lx9SfLYAP8GkjyMHzPR4V95dDp9sjkSuTyJXZXQ0AwmvzzSxYDbo4HKiTPHtMYdJr31UO8II5n52TuwTdnoReryaWLr5uBsI+G16nhUiyQHpKdPUFcpuW/c3QGAmFfuPVzWOG5YCT27hymYQo9A09lDZEFpNekYjurAT4JpOCf8HJbYKloItioUahVB9yZNta9hNLFLiVScXL4e4pi89tka2/hP743JZpvovLiPCPIpYqEnv+u5U5FxaTnl5XQhRFStU6kUSBx3h+6uZhOezi8DRKoVxnMeSkVG1OrDW1mHRcPbzVoE8qb3pBvdHmbKDJbTCNH95bpF5uzmSDOgiljMzFVZKtdT9XV4nXJsvR6zl6ZK8nkcpVcLnMZLPD49pqne7ANAi1Rk293WX98zy9Wpvjn++IKEQ4oa9RnYwVXv+/UW9zdh7n04/LnP56N6zoMCUC0OtJnB9F2P7TKie/M//5v3DXfEaSpO+n/ZEgCGbg/wj8jyRJKgmCoAYcwD8APwD/kSAIy8jn4aQJryviD0VENaLIY6k4FM2chHZveKLYdHj5kpJP5wr/ivXBBrWGj24fj6Uix+kk+p6GDy6vbPf7e2DT6XDqjLj1RixGHcGulafC7DWfANeZHA6jgXxNnvz5rWYOI/LX5TaTw6zTUpERG9eqRDb9Xn5TkGj68hDjx40wXy6GJ0+3xSRLREUB9lfCHN6NawK6rSYymeF0cKfb4+Ixxfa8j5MBxx2VAPcKdYz38Vw/Ra9AFkMeG2cyZGwU8UyJeKaExajlw0aIfLmO3Woce1+VKKBSiahEEbVKQBRERJWAWhQRRQHx5b+CMPRfQRDQqEWMKjWP5ekmC92eRHjOzrWMG8ng3xycRdndDHFyHUdUCYR8dnR6FQcT6huLMnan53dJdjdDisdNe0R31gIc3cZf/y5dqOD3WUjMkOJe9Dk4vOsf+2Hey9njbBq5nXZvaDqsNdt8txp69+Ku06jo9aRXq9DraJa99RCHz9cikioSSRURBFiZd2M26LiJZCbWA/YGdkaC0Nc2/XKpfE+a7Q6FYh2fw0JSQU5t91n2SQkmBbFytUokJdNFPYq7WBavw0zIZ38ey9NT8UoIeW2KRPTTpvzGsFhu4HGbX1Pd0xBPlxAEEb1OzfHF+86xNKCFeR/N8XEjyNGEhrHlsPt1PIByVHQSBtP4P36Yp4PEyqKHm/vZZeTk3LlecHaZ4MNGgItnaa5yuYHXZSaTreDz2biU6XQvleoszDkplxu0nje9DoeJCwWN2RcIAoTnXDicJmqNFvePWS7vUiwveYg+5ljfDXN5qPwcerw22XT70eETazthkvcZKs9rSvxh+vXp9SROvz6y8w+rfPvH3xMZFehKfz15d0EQNPRJ6P9BkqT/+PnlCPAfPzcb/SwIQg9wP78+N3B4GIg9vx6WeV0RfyhBe62opqrQIS+H1gAR/ZNvTpGEAnzLJrFpZ0tDD8KlN/InfxiNIPJzPEKiWmbb6aPcavFTPMJeYLJv8SRYtVpceiN3hTyJWpkv8RhPlSL7c0GC1tkdeHqSxJJP3ukDwGsxKzq2dCWJRf+4uLJFr2PR5eToaTJp+/khwqfVwNBrRt24rFbAaWHZ7+K364isDEzIKS/03un2uIqk2Z5/E/5e8bmGOkZHcfqQwOscv34atYhGECd6kQ9Cq1ER8tqg12/yUtGvV1SLz4qvUl/SqdXqUm+0KVdbFCsN8sU66XyVZLZCPF0imizylCjwEMtzF81x85RF6km0W11UgoBHxuFFDmbTbC4qh+dRFkMuVhfcJHIlbp6U09pqlUgkVVB8n/2NiRkXWWyv+Tl5TI5FawL22cT8tTr1K4nIVGozSYHtLgd5SIxHve5S+Yne4XLYXPQRTQ9vBq+jaRwjDk6SBNdPGQ4uozRaHbZW/H0HLJnPe0m1qkSBj2vBiQTyBYVyHY0gYJUpn3HbjJxPIehKlrQ7ywFSU2wsX5DKV8jXapiMGpZDLg5O309CARIZ+c/b+xBWzE4AY+5nSrCYdHidFq4f03y7ivPpHePW57ZwN/KMHF/E2N+QNzeAcdMEmC0qKof9jTC/HD+SLVa5imQIzznZ+RCayUktkS4OuRaN4vQizuZmEOE5ou3x9J9Bn1f5WXx4yrG28bauzc07ZdUPXC4zO5/CbH0MY3aaeIznOTyJcHWTes3wWEw6Wq0O5/dpPvywqPiZDqdJ8XdXFwl0NiPhJTf+sIN8etYshMS33x7Y+TfWZvr7v3UI/fTs/xY4kyTpfznwq/8T8C+e/2Yd0AIZ4P8C/LuCIOgEQVgC1oCfn2tNy4Ig/MPze/7Xgf/zpM/+QxHRaruFXq1m2+nlT745dpw+zBO0QuvPYvafXH5+SkyOerSlHutOz8S/GcSC1c733hClRoOf4hFKrbeJRxrgMee5DAv22dw4BmHWaPEazdzm+4vnU6nETsBHD/gtHiNer/B5LojPovyADqLVkydXO0HfUIOSHEY1Dr0WE3a9nsvEbKm343iS9bm3azvaIby/HKRQaUys89NMCFm3Oz2uIxk+zHkBsOknE7JGq4PDPp5K+rgUmJqiC/vs7G+EWF/wgCRxfpfi63mEVrvLbydPhFw2XDbjn10fKgiwvxHiPpJFFATuojkazTZby+N2d6NotmeTr1GJAgadhkq9NVX7MeS3T1xADy+ibE+wJBzF1rKPs8eUbI2bNENH7IdFHxeRt4hHqlBhc8E78ZiXBiU55Eo1Przj/D+uBjiUiYRV6i1Cfrvice1Ol9PbBMc3cdQaNZ82gqwveF7LcDrdHmqVyOay77WGdRbE0iX8dguaEVtWv9s6VaJJjoDrNGoiCh7rcjAZtKwteWm0upRKddaXvOx9CLOx7MM8gQCNIp4qsjjiJrT/ITw1Wj2L+5fTasBmNgxlSQ4vouxvKRPJQQTd8vP38WWM9fnxNcPjNHMr09D0EhV9DzaXfK9ybV5Xn3Q/xvMcXcbQGDXsfpyTtSJ9gYRAKGCf+Bkn5zG2t0IIooBGp0av13A9oRsf+vWiH3fn0OnU3Fw9N48ZtWxuBfm4N4837CBTqnF8FuP0PEZJoRTrZR7o9SSOzmNs/8Oy7N+NNlKNIp0qkcrXWN70s7E7/66fTqeHd9498f3/qSABPcS/yM8M+LeA/xrwLwRBOHj++S8D/ztgWRCEb8B/CPw3pD5OgP8IOAX+H8B/97ljHuC/A/xvgGvghgmNSvAHS80DVDttTvJvO30BWLQ48BjN9Ho94rUysWo/rVRpNwmbbYqC96MotKYXoH9welEJIseZBA/FwtjvbVo9p+m386t32rSkLhatlvIU688XmDQaAmYLV9lhYtYT375EV5L4NR5DLYp8vxDiPpMnU1U+/8tMFr1GRWMg2qdRieTr02WJkgNNTAsuO9V6i6fi7OUB7W6Pp3KRkMdGNF2k9Sx/5TAZCLqsfL2dvvDmSpPvTavT5SaWZTPsnWqhB3D+kOLTWoDjZ4eczXnvUCrtBTaznnm/HUEQiCQKRBJ5IjKRNd3zRHkTyWDUa9hdC8oSlkmwmHTMee2vi2/vmZiVq03ObpPsb4U5uogq1mW+eHBPgkolsrXie623214LDDWAjMJuNcCEfYokwc1jmsWQk/sBAiMnGbex5OUqllEkv5EpTkwqUaAgo7bw9SbKStDFTUx+IzPYoCSHdLk25mIjB5/Twu0Ex6rj2zhbS17Op6Rfq40Wh8/X32UzMe93ICCxvujl24w6rYO4fsrwcTXA0V0cCdha9M30PnL9UdtLPg5mEF/XqEW214JcRzMcXsWwiBpW59zDxwrg91jxOMyIoki+VCOaKCiOX4fFyP1zE+j+h9kULiaVOwB4nZa+fayM2sXX8wj7W9M/J6lQv9zt9khmyngcw+UBYZ9dsTZ4Wq33IAIeK5Fo/jVzMJqpKVebfD2LIAoCm5sBOq0u17fjY89gVA7WvOD4LMrHDyHqjRZrqz6Ov02+Jmq1SDJd4rsflqhUGpTKDR6espxdv2/85nLDpQOHJxE+/RvLnP10hzQwTloTNGItVgOLa15ijzmKlRYavYZvP7+vESm0NHsQ6m8VkiT9Jyjqr/BfVTjm3wP+PZnXfwV2Zv3sPxwRHYUE3Ffy3FfeFjGXwcCcyY5JraXbhcKMmnmXxSzzFjtP5WGSpRIEdj0BSs0Gp9nJi8yGzc0vleFFL1Yp89Hj4ySZmkqIjWo1YbONCxkL0G+pFIsOO4/5t/Pr9Hr8HI2iVYl8Px/iJp2TJZeNToddv5/jgVT63lyQXx6mT/ZPhSI+ixGXyUg0V3rt4H8Pyo0WRq0Wh8VAqdbk44Kfx3RhqLZTCUathqcpJMVhNrDgsUNPwmQ14rOb6UlQbbbIFquyRPYhlcdi0iFIfRcRSeqTnaVQv6khV6zyGM9xfDWdrA9KIdUabY4uouysBnhI5Cf6079gJeyiVK4P1aeO6jJ+PYuwOu8hW6iSl/k+uWINj8NEJi9fF6ZWiWws+/ouMc+IJAoTdRwnaBC/ovkcDRtdkAexuuDmNpGbKOyfL9cJB2xEFBqQPq0E+HIzTigl+uNbTvN2tEFJDpF0kZ0lP2cTyJtKFDDptSSnpKyz5To6rXpmcXVBAAQQRJFmq4nFosdq1GE0aNFr1KhU/TKPbq8vkl5vtClVGhSr9aG55Pg6zufNMMf38ambtheM8kGjXjO1/lAQBD6uB4hly6/amB8W+t3VR5cx/B7rm0yYBIlUacgfXa9Ts+R3YDbpabU7xFJFCs/RsodYDlGAT5uzy6xFEgVEYfy7QL9jvtnqkJ1QJ/n1PMLelnLkdSnk4n5C6Uqp0mDe6kD7bBkLTNwI30ayM9WKmgxahO5wJ/tDLNc3oRj5sj1J4vSZAIZCdjwOM5dXiVdd48aMmZLj0yj7n+bp1FosL3vQ6bWo1SKCINDt9mi2OtRqTUqlBuVKg2yxhjpZoFVpkk7PVsoxCJ1OTTIxHtA4+hbhw/cL3H59swctZsfnlfllD2aLnquzGMe/9V2TQmEH3748sCPXxPQHwd8tPv9GkG3U6fXAoTMQLZVo9roEzRa8RjN6lZpGp0OiWiFRGx/cQbPllYga1Rp23D4eigW+JGeLbpUa8qTjOJ3kT+EwPz8p1zsZ1GrmrXbOM8opb7fFNEREX9Dq9vg5FsWgVvPDQojLZJZiY5hcqDVvZMljNvFtSkr+9bw0aj7O+8kUasy57MOPyUAkSRCEV+KiJEdj9+nQdVUc3sUpzqglOu+xc3U3vECKAqwEXFj1+r5eYCLH0bNrx6fFAEcjjR5GnRqv04LFrEej7tsRlmtNXFYj6p5Au9PF77JwF81y/a/gKT+Ik+s4TpuRzUUv5/fyC48gwN56iKOL6NCkqVWriMrUZl4/prFbDKwveLiUKcr3eayyRFSjVrG26OFkxDe+WK5PjIrOqheaL9UJ+e2YDFqq9dYQgV2ec/GUKc5UOuCzWWSJqEmn4TahnDKOZIp8vxrit4H7LtegpISmNDlStbsWGmu6k0MqP5te7fq8B41Gxfl9kkyxyqf1IIVSHUmSiKSnZxtUKgGbSY/FqMeo16B7dvT5tz4u8f89vJl6PIw7DG3O+yZq1W4u+6g0WhyOjBXtc9lMtydhtxvH9GoH0Wh2uB4Zt26nGZ/bgkatYsfk5//3dfZoVqPZJhS0j0U8FwIO8uX6TNJQhxcRPm30n8FR2CzT664fY3l21vu2vPMBx9TynmlRUQGY9znGxOqr9RYrc+6JagQv7lMmg5ZP6wGSiQIxmfHksBtxOc0YDVoEAZqNDvlClcOjRz5uhbi5UM6SvGBrK8jBSYRgwI7RoKVWf1+AIhRwcKdgFXp6FmNtJ0jiMkm71X0lrGqNivUPQSrlBo+3yvP0ty8PbO7Nc/MtSnvGTeHf8dfD3yQRdemNmFQ6bkt5vDoTqXqVeK1MvDa8a7PqtITMNqxaPb2eRL5RJ1It4jGYWLY5Oc0k+Tk+e0dtwGjhIqu8e/4pFuFzIMDX+DgB1KlULNkcnKYnk6DjVAKbXj9GMl9Q73T4KRrFqNHw40KY00TqteP9Npd7FbEOOawcKHTKG9RqlrxOTDoN+XqDu2ye+3IRu0HP0Z+ROhzEuseFU22g2Gj0GwisZiwGLSpRpN3pUqw2SBQqQ6TF8tzc5DIbmPfY6XUl7mI5bh7kJ2RBNU6C682OrH6oKiTgMhmoVJszC1XLQc7eE/pRynypxv5GmJPbOK2BiN1oKn4QQa+Nh4g88SqU65Qqdfa3whycDzeHyHmWazQqVufdr1GTUZxcxdleD4yRVKNeI7uIKSGaKLCx6OUqknk9p8WQk3i+PLOlpNKisbHg5bcpIu5fb2PMe+08PhP43eUgX2d0O7qKZFgNubiLjj+/mwtevsrIKCnh4DrKnN/O07MX/Qv0WjWbSz4yhSqXT2/PuSDAYzJPvlxne8XPt7vpz1i3J5Ev18k/u1UZ9RoWgy6kWgOXw4zfYeH4Jj4xot0YsPC1GHVcKqhFLIVdqDQqzh7GSYNWoxoilme3STZG9GqnIZOrkMlV2Fj29e2RrUbmAg4azQ63T5mplpxOq3GIiK7MuUlkSmO6mEqQJPh2FWNnLcC3gWdApRK5nyApNIhvl3H2P4RBYCoRnRYV3d8I81VBf3UWYgx90npwFkEQ4ONGCNuymkq5SancIJMpUcjXKMjYbQJc3abwuC2kFRrIoB/NfGngisULbKz6uLlIDKXTp8Gi4Kj0eh7XSeYXXRi7kE+WCM45ebhNczpBVH9wuJ8fRVha95N6ylItzxb0+GtDkv66XfN/LfzNEVGfwYxaUPFYKQBg1uhI1eWjOuV2i/P8MPH77AmiF9U0Ox2aCg0+SlgwO0hMiSCd5TIs2u3cFwqvr2lFkVWH69XOcxKa3S57QZes5ucgau02/xiNYNVp+dEf5lssSb7eYNPnQkQcIqE6lYoVrwuTXkOh3uA2m+ck+XYubpORq3R/0vluJcjpQ2KIUL0Hdp2er3cxwi4bkWyRskx3KYDHZsJlNWLUarDrdSw67f3FWmHyHMRdIjdVK/QFVqOObrfHzUOm34AkIhtpnIZJPsySBAfnEcI+O4JK4DFRYDnkolKpK0pF2cyTdfl6Uj9Vv7nsI5YsvqoEjKoFaDUqludcih7hL3iK5cesTEM+O5eR912Li/sUu5shuj2J+YCDdLn6Lp3Ox0QeEYbscD12k6xW7Ci6PQmVuq/XazXpFRuUlKCXqaVzWAwkcuV3NZ/1ehJqjQpREOhJEn6XBb/HytVjmgMZSaY5n4OHVJ+8nNwkXp2UZkXIa6OHxMl9gt3V4KspwLzPjsWg41SB2A7el7Wwe6w2NOCx4nSY+DZBzmwj7OF0xNax1mrLppAnIeizEUnkUatUFKsNcs9GA0a9ho0lL4IgcBfJUpEpcxEHsi8bi14eYjlFPV0l9CSJ87tkv5nu2chibd7DxZTnBsBhNeD32lCLAnqdmpDXRnSKxqlSVPTTalCRhMJs4v+DCPpsJIplCoJIt93D6zSRnHJu9UabUMBOJqs87jc2AxwM1JFeXCfZ/TTHt4NxgXkl9GZoTnx6zPDD/jLRuzTHXx6m/r0wkv64u0wQnHOi1WvI/xnlA3/HPw3+pqh30GQBBKLVt9SQUTNd2uUFnz1BDtNx6r0Ov2Wj6PQiP4ZCLNuVpY8GEStNH+j1Tpum1MGq6+8GNaLIutM9Ewl9wU0hh3qCJeAgSs0W/xiNoNKq+GE+jMNipN3tsOn38MNiiPWAm65K4iSV4ufHKJfpLJ0RBrfgtL/++7dIjKDPjsc6W7f+KCKZIp1eD4Nh8n1Jl6ucR9McPSb4+ewJu2V2weRStcFSaHoXpEoUuI/kuHxMo9equXpIc3WXZjXsYnNpepf6IKoKhHoQkWSBYrHOf35/icdolrRCLScoV4yP4vw2iU6rYjnsev0M8TkirNOqWQy7OJdpYBhFqdIg5LUPvfaerudBHF/GcNiMVNutmepjB1GuNZn3Dj9vAbeV5oxNHreJHHurQRY9jiEHnVlw+pDE7x6WA/I5LUPkfFaUag3+zb1FNpd8JPNlDi6iihE6l334WTq7TRAeuRdK2Fnxky3XiD03qg3W4D6mCpw8JFmZc7MWHn8eSs/3xmk1cjYQCXRYjexuhUkWqxNJKACdcTLxlCiw/Q55JItZT7crUa21KJbrrC68nWut0ebbZZzjixj1eov1RS97WyHcjrdO8UKxf3+2VwLcRrLvJqGvX6Xbt51dfe6El+vIN+o1rC162dsKs70awGU3kS/VObtO0OlI5DNVWvUOi14H++thnApC7y9R0UEsBp1c3E4mvneRLAYF/ddRfFj3k6nUSGRKaDVqYskiB1cxRKuGj5/ncU6QRLq+S/NxR15VwGjUcn03vsk7PImw82lO5gh55CbMf9AvP9neCPHrTzcs7cw2nuQE/GNPOQSVSGDeNfO5/TXRQ/iL/Pye8TdDROfNdtodieRI3adWNV3eA+A7T4iDdIwuElqxf0y53eTn9BO3tSwrbjs/BIOYFYjtqs3FU2m2NGasUmbObkWrEtlyefj2DhIKkKnV+Bh8nz5psdng13gUnUZFV4SzdJqfn6JcpDK0p0j4jDaY3GRyNMUum6H3dRouuxwki/37c5HIsLccnHpMn1C0ObyfrNs3CusMKay1OQ/Fcp1qvcXGgDzSzWOWi5skS0EXH5Znu87TyIrNrGd/M4zUk/j54GGMfIyiPEEHdRTpfJWHWI69rTDNVoc5vx29Vs180PmuFOnJdZyd9TfN12ZnxgVdgLmAg90PYTZW/eiMWir1Fhqtmg/LfnbXgtinRHgH4TYbX/+9FHBydDe9Xg3AatTzaTmATqtCp1PxeSPEhyU/PqdZtkN8FD1Jwut5k+rZ3whzLpOOHoRWrWIx4GR3Pcj+ZojVBTdmi45UuUqyWKFca0yNpo5qTrbaXQRJmqgTKYp9+8/ju8RQ2YMc2b2OZrmMZdlc8jHvfyP51UYLrVrFgs9Bs9XFqNew92GOWqfDwWV0qo2kWa/lSqG56T6ew2iY3q2tUgl9V6UBxQezQX4D1O1JXN6lODiNkslVmA842N8K94X0N8Kc3yWmpvGnodnqEEsXWF/wcP+UYSnsZHczxKeNIEGvjXqzzdV9ioOzCCfX8ddGqMWQk6OzCJ2uhN2oJ5YscngaoZRvsDHn5dNacIxADkZFHVYDlXJzqoZxtyeNyVyNQhBg92OYk/u3saEeINXlapOv5xGy7SabuyEWluQ37WdXCfy+cemq1TWfolrBt8s4q2vTN/E6nZqEgg3ny+/XFrycHvejrt++Rdn6PD/1fZXqwXOZCqVSg6WN962b/9ToOyuJf5Gf3zP+JlLzSxYnhWaDfHOcDKjF6UT0e2+I31LR1zE8GhEEuCn1/eUNajXfeQNUG23OBzrbXVojNyjXBmlEFV6TCYdej16tQSUI/IvFZa6ys2v2DaLYfl+KxqLVsmC1k6s1KLWaBKwW4jNEcPVqNZfJ8drJfL1BqdHku5UQv93MlkZ0G008DFyj61QWm1E/sWnJbugTGAmB326ifC/j1CSHxAyC3LqByTlXHk/53z9L9SwE+12+pwNOQEPvo1Ur+q67HSbmvA7ObuJDvttum+nV+3oUoiAQlZGbmYS+a1KE7dUARq0GjVrNlUKD1CQ8RHI4bUZyxZqi0w30ZXl8bktfmitZ4CHV/3lBPFfC4zRx8CzNJQoCK3NubCYdiUz5NYInh8YAsVKrVYpEThQElvxO7GY9hUqd20SOo7s4n1dD1OstzgdS83q9moDTis2kRxQE6o02qXx5zOHr5CGB3WLAaTVyNCL55LAa8TnNGPRaOt1uPxKZLXGbysHIpZ7z2rl4TBP22tBpVIoRXb1Ow62M7FQkWWRvQ94ZyWLSEfTYZO0/J0Wgzx5S/ZrB1SDpZ6vUhYCTi+s4e1thbmNZvs7wbL1gNeTm+FT+2S+W6+xvhqZKQW2vBTkaEax/iuURkJCmRHEeY3liySI76wES2RLdnoQo9BslX9zJXmyVX/6NKLxaK4siIAj9YxCe/y1gs+gJuG3cP+W4U6jTHoRKFJB6fStVtVrk6i7F7vYcB+cRepLE1fNmUKdV83E5QEfqcfmQeo2K3j5lcJpNstqjctDqlJdts1FLKOwYc3iT04ztdnuvNbFLGx7MGg0XZwl6zxuQVquL3qBFFIXXRkqzRc+lQoPRy3tG0yV8fptsR/wLAn47DwrNRiajDr/LwuVIycfdUw6330ZmwvtOqomuVhpEWm029+Y5f0cJwd/xl8cfnoiuWd0k65UhQflBTAuE/OAL80ty+KEtTvBmr3c7/JbuT5xzThtBg5WbbI67fIGA2YJDr8eo0fY7drs9Ku0m2XqdTL1GpFIiUukvwB6DkdteXwh7zeXEqtNznEzSUmh6GcV1Lsemx81lWrk56gVBixk1Kk6SKT4HA2SqNXxmM16ziVRlcnpkzePiOCafLupKEj9HouwvB7h8Sg1plMohkRsmH6VGk88LQQ4myOvUasMRnl9vonzeCHF0GVP0UQaIZooE3RZFxxatRsX1QDTnMZ5nOeziTkYn8jHWJ88hvx2HzcjJdXzos21mw5gTTdBrw2M3cXIZJ5sdv8ZnN0k+rPo5lWn+CnisxCZMtkoQ6Kc4THoNuWKVD2t+NGrVm/xKs02l1qJQrit2uJarTbZWfEjScMe8x2nG77UhSRBJF4jlysQUyL7PaSGaKRLLFpkP9JuHepLEdfRtoQ16rARcVoqVOrfR7BDZfIjnUAkCm4u+sdpQu9nAgteBhMR9MsdNYvx+NVodziJp9laCr9JNjVaHO5mue4tZh99p6UfhpH6JhdtspFZpsr3sR6USqDbaJPJlspUa2QlavYPw2Ex93dlUkd3VIMcX8mN8KeTk9F7++Tp4Ngs4GajxXPA7qLXbiq5JxWr9tTZVDpIER7dx1CqRvfUQTp2ecrnxKsX0HjTrkxvQjq/i+NzWoWjnIPY+hIc2Zy/IFqoszrtln8VB+D1WdFo1B2dRlhf7adeeBEjSu+pTX6ASBT6uh7h9TFPM15/lwKbPxx/XQxw+fw/1s7HA4ckT25vBoQbAZqvDybN0mtWsZ2nOhVqrYnspMNE9ahQpGSkjgKDfRleQhvzqXyCqJkfEXhqPXL6+ru3dVYpKucHdY4a9nTCHR/0GoeVlz1BtqBwq1SZmkw6TWUe1Ir8uK2Ws7DYDFr1Otpu+VmvhXXQjZsr0FHoUpjVLtVtdLk6i7PywxLdf7ib+7V8Hf29W+sNhw+YhWi1RaSvXgkkTtFt+9M3xc3K8Ay9eVY7WDOKpUiRZq7DrCFKutTnPZIhVZyuIXrE5+Tka4cdg+NWP3qHXs+cK8FgokKhMtynT66ffvk23m0SxQrHRf78XvctkpULQasFlMk5cXLUzOJd8jcZZcjto1tqvqfdRzDmsRBPj1/XLQ4zNoJvL2Hg0QKMSuZfpYv5yE+Pjio+r+/REXUq/x6ZIRDfmvZyMkINpNZHRRIFookDAa8XtMHNyE6fbk7CYdK9EdCnkwqjTcHaTID6FTGZyFfRa9VhNm9NmehcRFQXYWQ2SzVV5jOa5echg0KvJFZXLBfQ6NTarAYtRj16nRv1cwtLpdmk0O+ysB8hV6wiiQDxbIpmrkCzOJuUU8FhJFPuNDhad/DWNZUvEnmWa7BYDi34HnU6P66c0tUablUU3uUoNlSiw7HdhNenIlmvcJ/MU7pS/l1at4vbZoes2mcVuNlCoKP99ud6kHB1eLK1rYeq9DlcKqgzToNWohhQYDq9j7K4HX00EBtGXXVLGYzyP22bqSzytBjl/Sk2Uwer1JGxWPYUpTS2LfifFcp1es0vAa6XT65ItzEayoa/bez1Fc7TT7eFymmSJ6OaK/9UxSA72KaU1nzaCXD2kqT9nInTv6AWQw1LIRbfX4+Aswv5GX1d0bdE7Navgdpi4GKijFQf0hO/u0wS9NmIyzUGlSoPD5+/vcZvZWQugUokkMiWSE7rVAWKpIm67aUgfdWvdz20sq6hOMUtpCvQ3AdlCFZ1Wzfb+HPlkmW9nMcIhB+VKk7Or2VRTEqkSa8te7q9TrxHWQci5qHndFsSuRHSCUsH9fYbdH5Y4/pfyEmWz6B5LEnz7+sjHH5c5fqfw/d/xl8EflnpvO3w8VooTSShAW6F1+k8KJBT67k1uvVH2d4PwGUzMGxz8koiSblVwG6cfA2BSa17dlx6LBVTPjUf5RoOfoxGS1QqffD4++nwTI7rHySR+i7K923fBILeZ3JDU0+CEFCuVMeg0OAzKk/5DtjDTd7rL5anQZissb2EXNCt7F1fa7TGLQoBFr1MxpXl8n2Qh7MI4oXC/oqDpCshOjmd3Cawz+LXHUyWOL2J47GZ210MY9VrWF7xszHu5f8pyep2Yqcs6nauwJVODqp4SvXiBKAp8Wgvic1g5Po8RSxVZmXdTb7RZCE4uzG+0OiQz5Vfv7YPzCAfnEb5dxXmM53hMF2h1uhxexRRLCBTfe4Aond0N27vKoVCpc3Ad49t9AkkU2Fr2M+e147YaMeg0XMUz/HYd5X6KqQHAkt/5SuxLtSZzMzb9vCDksvL1KkosVx6qp3wPtuZ9Yynyy0iagHv8GYjnJm96K7UmHpuJ77bmOLyNzaTFajEqj2Gvw8ynJT83T2nu4jlUKpGvl1GKtSZ7myE8jtmaEJf8zokZiRec3CRYWxyeE8J+O4/R7MTj40n5jZhRr+HjRpCji9grCYW+09OfA6NBy95miPtolsdYHq1GxeOzFahphhpXr9PyKhwPw/rJ9UYbkf6mbxLanX6K/PA8SjJTxu0082kjyMeNIE67/JoS8tuePw/2PoY5vU9MlkiblYk+o9nqcHgR5bFQYn7TizdkZ2HRNVEdZBRXtym2FBqe8iPqMqGgnW69Qyo5PQh0dPzEyrZ8f8F7BOyPvzzw4fslVH/m2PlL4K9s8flXw+/77BTwyRnguph79ZKfhGZ3/MH5k2+OnxRI6Au8BmWCB7Bp99JuwXWhP2llGzWcFj0acfol3fH4qDzbfSaqFXb9w2REAo5SSY5TSQIWM38Kh1+77AfRlSTCzvFickGCH0MhvjzFxhuRRp7Tp0IRq1GPVT/+/ssux0Tb0FGUGk1OM2m+Wx2ffNITommRfJFPS4Gx1+0y5zSIi0gat8ui2AhzE81illlMzAadbKSj3emx/A7P4WSmzPlNAptRh0mrQRSEmbyvB/HtIkbQO3wPq7XJmyuVKLC7HsRrM3N8HnsVEFerRO6fa9omiYpPw8aaj7tolrtIZqqP+yh0WjU3I9HtTrM78zrYbHdIF8r8Z1ePqDWqd7t4mfTD9/voPs724uwKCHaTgV5PotJoUW408Tkt0w8agVzZQ73ZRq1TDREmn9NCYkIdbsBtZW8zhMGgpSdJfFwOsL3knzrGRq8BgFGn4bu1EMVileObt3TxSwSv3eny9TJKrlJndyOExzF5/lPyDpdDo9N5lViymvuOSko11S9IZsrM++1Dry2FnVjMetkyB1F4/1K2sxpAr1ZxcBZ93ThurwTIPTuaTROe/7Dql4kQDk+w0XiBtSnP0OhmOpOrcHQR4/giRq5Qw++xsrsZYnstgNXc32T0pD5RXl/38WVES1gOkzKD05DKlamqetRVEtsfw2xvh7ArEORRHJ1G+Lg33GSk1aqIxwqv/7+04KacqZKf0kX/AkmCTLGOReYc3qNjCnB68MjyVgjNFC/7v+Mviz8cEd1zBznLp2UJphxqI2R1FhIKYNYo74Z/dM9xncmRawxPxpf5DHuhyYueCDzlC0Ov5eo1lNr9YpUKP0UjNLsdvg8GWXEOd0yeZVIYB9J7erWKPb+fXx5nrzm6zxdwW0yYdcPf2WWabbIZRE+S+PkpwsdlP4bnhztgNfOQnhzNOook8DuGF/1ydToJuU/m0Rk1soSh2+uxGB6PDK6EXXQUaoxi6eLMpMmo1zAfcPLtOs7hWZSLmyRqBD4s+djbCOGyTb9+nW4P8wjhjivo/L3U9bksJo7OYmMpvA+rgVfrz3i69CpD8x582gq9+qC32t13k9GlkGus8/c+lmNHZqOhBKfbQrXZ5rfrKJ/XwrNrWQHpwnj0NlEoY9RNT91uzHmG6jVz5TqoBBzvkA4LuW1cR+RT+g+JPB9W365DwDMeIRVFge0VP+uLHuL5EodXMRK5MnexLNfRDCd3CXQaFburQTbnva/ZlEHoBrrtRUFgbzWIXqXiy0VERv93eN7pdHscXEXJVmp82gjid40TUp/D/FpTOAse43l2NoJo1CIep1mxxnEU7oHo7N5WmKd4YWraehZ4XRY2l3x8u4oPNavpteohO8/EhIY6g14ja2spx4O+nUXZ3VSWH9JNIUGJdInD8ygnV3HK1QZzfjsWs47QnONV83Qa/hyrS7VaZPdTmDpdDi+j9JA4uo5xdBsn22wQXHTyaXeO9TXfxO9wdBZlfeNt3Af9jtfzWV/1kXjKU1GoJVVCPl/Ft+wei/T+Od+z3elgdbx/rftLoSsJf5Gf3zP+UETUqNbwLZOk/Q6h+Ur7bYD/w4wkFJBd/DSCyPeuOX6OR+lI8kTml2SUH0LKskR73gCJ6vBEfF8s8NE3mcA2u11+jce4yedYdTr5LhhEq1JRbrX4EOgf6zIYCJttHEyw7lRKh91kcwRsFozatwU7V32/fuILDqIJnE4TQYeFOdt41HYUzU4Xx4Dmnlat4kGmm1gO8VyZptRlzmcf/6XMCG9M0JdM5spszKAhajHp8LosXD+mKZYb+J9JRaPV4ewmyeFZlFy+xoLPwf5mmOWwS5FPXd2n+PhMUDwO85hot0bdJ6AOk4HDsyhphVR5YcRjfFa9wRfMBRycPQwvbO8lo0ppyEy2PFPJwcfVACeRt3P47TrC3nKQWWRz3VYTTzJOUJlSjY35yecvCgLNxvjmNpErY7EYJpaADMLnmBxB/XoVZXu1nwEZrG92Wg3sb4ax24x8u0tw8ZhGkmB72U80UyRfrrO10B+XlXqLw+sY548prEY9+2shVkPu1zX5pQ58Y87DnMfG4WWUvEKdrFLpUrfb65dllGp8Wg/id719r7Br+vM8CJNBS63V5ruPC9QabdxOM1ZzvzZ50qYvla3gtBlYX/JycBahM0FOqjeDe4VaJbK/GaZQrHEuQ+C2lv1DMmzZQnVoThrExqJP1kpX6TzOLmIsKMguaafUCQ9CksBpN/EQz3EXy7K3GZbdjIxCTglmEjY3Aji8Zr5cRF+j15qR83xKFvh6GeUskqatg5UNH58+zTEXdg7d115P4iGeJxiyA2+NSh82g9xfJmlOiY4r4fIiwc6Pi0OvyZVcyUGlFvmwN8fcvJP7szjZGUoC/ikgIfxdvun3DpUgsusOoBZFer0e9W6HYqtBpl6lrhAhLT530//JN8c/zkpCYSzt79WbsKmN/JqYHmk8yMbYdLtlPeMrTfmdX+sd5Po630+/2vV69px+6u02yw47lUabmylyUJO6SS8zWTa9Hh4yeUw6LTeZ90lLCYDDYMBq6KeqdWo1BrsGQ0fFesDFQ7pAc0Jz0Uk0xd5igKP7OEteB9c3szeL5Mp1WoYuq2H3UETqNpZDVAmvLh4um5HraU0oU55Zp9WA0aDjPvp2fTwus2w6/DGef7X8s5r1LIScSJLEXSxLZSAFH00UMBm0eJ1mMs8RI41axc6Kn8do/rWxQQlri54xTcfLu9Sr9/s0GPUaWlKXpowY+CAZnaarGVWIIiWzFfa2QnyZ4BhkM+u5zRXGXv96G2Nnwc9VJDXR0SvstpFRKAH5ehNlNeQe6twfxKflAIdX8p3tD8k862E395HsRM1djUrkRiEaOojbRI6A28J9PNf3nNf27TOzI3JMKlEgU3r7Pt9uYnjtZlIDUd98pU7++Zp67GbmvDaMei3bCz5FR6VBNFqTSUC32+PwOvbcUR4gm6+RyVYwGrTYzHqMBi0GnQaVqu9o1etJtNodGo2+QkOxVKdWbSF1ejQabRIytZ9ajQqdVo1Wo0KjUaNR90sYzGYd8ybnVFcwmJ5GX51z02i2+Spjpwv9TZuch7vfYyU/UoawEHRwfC7/Pkpkud3pUX/uJh/V4Jy1vtVk0LI05+LwIsp80EGj1eHrRYTFoBMkiYeYctapM6O+ajhgR2fRcXI/PnbkrJNf0O70uByQS7O5jcz7HIgSxGIFcvkqJpMOq82AJEl82g5zevj0Z0UwB3F6kSC84iFy0//saRsSm93I/IqHx6skp7/e/yt99t/xrw9/KCJa67RI1ys8VsYnM5tWj0tvxKLRoVOpEBBo9bpU2y18ejP/Sfz+XZ+Vqb9Fl7bsHpLlGlfl2SJ07V6PVKuMx2gkXRt4H6eHCwUv+Ytshg23m4vM7CmvQqPBz7Eoez4/Cw4Hv82Qjp+2Mz5Ppdn2eTBpdGQrNdSCgN1owKrXYdRq0KnUfd08+qnvZrtLtdWi1GhSrDfI1+rka/2JW6MS2XC56YoaLhJZ1KLIoteB02ykJ0mki1Wi+eJQdvAxX8Cs12LRzeapPIhKvcVDu8CHJf/rIlypN9kIe7h6tu2c9znIy8gpDV2D2yQep1k28uhxmhFFYcjbGoabFJRQqjRe69tUKpG1OQ/m5477aKrI3lYIQRDQaVV8WArwEMlxoKDTOAq1jHFDs9VhayXEwQzSMIuLbr5dKwvHz0JGgx4r0QnNN3dPWYx6jWJ94FzQycGj/Dl8e0iwHvIQSxeoKjRldCeMbYm+9aRWrRpTWjBoNTxNaYS6jGTYWfJzdptQXDy3FnwcT7iGL+j1JJbn3dzGc1xMsFDdXg68yk8BtDo9fE7LEBEdRLpQIV2o8N16GINGjYCivvcrptVqvqDbkzi9S7K7FKDd6BCNFajPUDrzAo1KxdFZhMWw61Wf9wXtdleWSH7aCtGot6g+162mcmXiCrXPDYUmGotJx3LYxeFFbOLF2Fr0yVpr6rTDkXBREBARFe2DJ8k9pbMVNlf9nN8nh2o6VTP0FSzNuajUmq+6n4NqC/exHKIosLcV5uwmobiZnASrRc/Copvj6xjdnNKFmp00FisNjitvz0Jo3oHXYUavUaNt9fj5P7me+b0modPu0qRvz9uotRQjouFFN1abgcujJ45/+n13yvf+Lt/0+0ZXkmj1ujh1RnLN4TRksdWQ1f/0GkxcFjJoRBGf0YJdp8eg7jeWtLtdyu0W2UaNXGP4/RK1MjqVml1ngK+JuGIKSwm5Rp01u4tCs/EaRdFNEdfXvbPRBeBPoTA/RyL8GAij1an56HIo6n4CtKfolIqCgFajxqLX9v3ds4W+fmJl9qYlALUo8sHj5fgxQdjeT+V1ej3u0nnuBupFLXotYZcdk05Do9Uhki2yFvZQKb5PsP8FzU6Xs0iK3bXga4TLNOAhXihO/x4SEPbZx4ho0GPrN9PIENRM/n2d5d1uj+sBT3ufy4IaEZNRh1GjldVXVILfY+VcRo8UoDBDU8nudoivF9PJ6jQy6nNNJqLFSoP9rTC/XY1/tw9LfkUS+oLLaJpFnwNNuUFhpGxEJQrcxSdH8KPZIt+vhvltJPL4YcHLlxm+/7e7BPtrQQ4U/rY1xVrSYTWyFHByFUnzn367nyjdpBIFUvnxGsTjmzgrYRc3MrJmLyhU6txEs6zPeciWq2QnjPnSjA5eXocZs0bD17MINrMep9346gc/DUuhN+vKbq+HSiVOdW2aDzo4Po/idVtpd3ocnUUQnutna832mMZoTaap7dN6kIdojsNzZZ1i6EcalRyi6iPv+2njTTNUDtMI3/l1gt2dOQ4GIrOTNrGCALubYY4vo0PZLM2I61avJ/H1PILPacFhMXAx0oyppLagUgvsbIW4jGQ4mKIlO82BbxKi6SKNToeQy0q31kOnUeFwmjFb9ej0GlQqgW5XotFoUy7VyeeqU6PcL0gmimx/DHH2092Qf70gCqxvh2jVW9ydT98g/h1/PfyhiChAol5m1eqi3m3P1DW/YHGQqlVpSz0i1SKRqnwjiE6lwms0Y9PqMao1qAQRi0pHpFwmaLZSbPYdiWaRLHnBVSHL94EQv0bizFmsHCcnp8qOU0kW7HYeCtM1JDWiyCefn58i/QntqVIkU62Rqdb4PBfgNp2jKCNfNEl3czfoJ9+s8yUW54dQiFyjwXbIx7fobAXxLxAFgU9+Hwf3/Yc/UigSdliJ5cdJSrnR4iw6PGlKSPgdFqw6PZ1ul2K1QSJfntlDuitJfL2Lv7owvehVBt1WHqKzlRvcRLNo1KrXCMd8wEGxUqdYll+4Y+mibNptFjjtRkJeG+lchWqthdmoYyHk5PI2SX0GuRSfy6LYJX8fzTEXcPCUkI/4Lc25ZorivWASGZ0kl/WCs5sEDouR/ICTlUmvJVaZrQnlPpkn6LSiUatID2jWLvmdXE8gZy/4ehtlzmvn6dkFym01caJA4mWPv47xeTM85lwTcFq4fJInM2GvDZfNxOldYsgNacHvUIwu76wEOLiWJ1BST0IQkO2UFkWByHOz2+VTGqtJz/bSsCj+IMr1JtqBcS6Hj0t+7p+yZOr9e1SsNFid81Ao1RQjg4PQDzSyPMXyikL2g9Bq1UgSJNMlFsJOHqI5pJ7E6XNEcG3Rg0qteq31LA88d0GPDbNBy5GCicAo1he8iucTHSglcNqMXE1pDpKLRo7i+DTC+pKXyykapXaLAZ/HyoFMGYCcUxL0a9yTuXKfhMdylJ71ZOUixpvrfvK1Bl9mNDOY5bspYXcjxM1Nio6ly/FJlKU5F3fXKVCaegSw2YzY7EaMJh0abZ94t9tdqtUmxUKN0oBO8sm3KNvfLVB8ymEy61je8BO7z3Dx9eHPPue/Bl4sPv+54Q/5ja9LWdbtLlQzpENn7a5v9ro8VYrcFLMIgkCz26XYbnKSS3FfLpBvNZCQcBoMLFjtbLu8fPYF+TEQ5k+BOb73h/jo9rFqd+Ezml897n9NRfkxHCJgtExNbEiAe4ZOdafBwJLdwW+xt4k2Vi6/NgV9icUR1CK7oXGNyoaMf/i238uKx8lBIsFDvj/x1totio0GR4kk3y2GZHU+lfA5FHwloS8IzCiDs+R2cP2U4V/ePFKqNTi6ifOQyNNqdfDaTGzNefluNcT+apC1kBu7Sbmj+debKPsbYZL5MiGvDf87pHiKlTobS/0Gl+U5N9lCVZGEQp8UhN+pOznnd/BxPUip3ODrWQSn3cj5XRKjQcvhWRRBFNnbCo/JOw3CbNRxMcVP3qUgtWIx6yjWGxObQOQg18Bk1MtbVY6i0eqw6B2+TqsLHjIyFqtKiOVK9JAIu9+ui22CduYguj0JjVp8lRMKu22KWrVK+HLVH1eDCLpsY8Rwfc7D1pKPSLrI4fW4lJpSJ79KJRKfYFF7G8vxcVm+ITLssQ9Fv0rVBie3CfbX5J9hiX5trhw0KpH9lSAnl/GxOuPrpzQft+U1IgexEHRyPlLjeXYdx+tSfha31wJDYvkOGfWJ6/s0F9cJ5nw2Pm0EabU6GHQa9rfCpLJlLh8mi+2/wGzUvVpwyqFSa+J398816LFNLWWYqOX5jF5PIpUqvWqEytU1ri95EVVwIeOSBNPlqo6uYkjAx/X+OBmM7Ab9NtY2fJw8JInJNPcpofpOKTUAr9PMxpyH428RavUWBo2angSlRguDYUIDoATFQo3H+wznJ1GOvz5y/PWR829Rnu4ylPI1NCoRr9fK6qqX7Z0QerOOhRU33VaH459ufzcNSH/HdPzhIqIvOMzG+dEzx88p5Z21VlRxlZ+t4UUjiOx7glwXc/wUf2LZ6hrrjO8B2UadbGO2bnKzRoNdZ0CvUSHBc7SzMPGYw2QCr8lEqipfx7hkd1BrtbnMji/6fquZp2J/YsnX6+TrdfbCfp5yRXLPdZuN9ttEue5xIYoC31LjE3Gu/ka6fnmKsuxy0Gp1iRUmP9w/zMl7zxeb01OAc04bxUL9VTsyUimx4HPwkMwjSZAuVEkXxq+Lzajrpw4NOkRRoN7qkCtVSeYr/HYTZW8tiBaRRPx9tpn1VpuNRS8P8fyQ/7kSpglXv2B90YMgCFzcpV4jlWaj7jV92Wy1EYS+HuVLCm990YNGreLsJjEkEbO26JGtbRvEzWPm2a5wYDwLEAjYOVdY6KZhNDK6GHLJNjjI4fg6RtBjJZYpsTbn4ctDlHdpNAGZUhWrUcdywMVtPNuXWpoRN4kc362GyJVrQzWY78HXmyifVoMcPTfy3D2TcJVKZHvJR6na5HJC/SdAQSEtvrPsV4yGviCWKaLTqMdSrk6rkUeZ6PfXyygLPgftXo9YZvg5MBt0Q3auAAGXBb2onmg9eXAZZX3Fy9UE73GTjNpAs9XFbjOSktFQ1WhUYwYKkVheMQIciReIxAsEfXZ8Pgu/vaOkBWBt3jM1Out2mnFYja/2nJMwmspXQrFcZ3nRTbHcoDOQTlaJAh83QxyeRSYGLmaRTS1VGxxdxdhc8lIo1WlKIkvLHo6u43RlslPTUJ6xjANAQGJ3M8zlZZJM8u0+l3L9DWc6XebjhxAnX/98z/d2u0sqUSSVKGKzG7GZdUjlJna/DZfTzNW3CK0/syP/rwWJ37/U0l8Cf1giCvBz+ok/+eYVJZnW7W6+ZScvtALw2RMiVinx87Pn/HfeEL+l+gvBks3BXbHwZ51fpdNmy+nlP4s+smh0cF8qsOJ04DKauM5kyDfGH+xOr8eiwyZLRHd9fi6zWept+YdLrkb2IJ7AptezHw7wNRKn1m6z5HJg0mk5Tihfm2S5jFoUX5ubbrN5jBoN+/NBvj7KL5JKJBTgOp3FZtRTrMlPZgGbmWa1PfT7SrOFVq3C77SQmBAhKtWalGrjaWGtRoXPYaEngc2qR2xLBF19mSVJerOD6/UkJEmi1+v/dHu9/n87PQxGLRuLXh4TefJT6ktH3XQGoRIFPqwGKJbrXMrUo60teF47eh9ieT6uD/uTvxzjdpiYCzi4fcpSrjZeO/Innle1yc564LXRAfo+318u3rdoj2KQjL7H2abXlXCZjWSLNYrtJtI7SegLSrUm7U6P/WdPeZ1a1e+41qhQqUQ0KhG1SkQliqhe/isKiKJIV+xHVI1aDe1Ol1a7R7Pdod5sU2+2hkm7DCQJTh6TbC36UAkCd9Es+xshIqkCRzezlTo8xHNjFq9qlfhaSjIJmUKV7zbG610nsZeHZB69Vs3uapDDAaI7Kk31aSnA7WOa5JRFvCdJJApl7DYDBRk72fmAnbNr+c3J5W2SnY0g30bS59trgTFimM1XWV70cDMhyul1mTk+ifJpvb85mAWWgc3fJGjUKpKp2UpH2p3e1FKHF9zeZ9jdDlN73uS6HSZsFv1Q/agS3tNsfhPJ8nE9gH5OQzxVnFqfq4RKrYlGLdDtTP5wv8uCxaDj6Hj4e+h1GqIPbwGU49Mom1sBLs/+1eo3vT4rYrdH5C7DfMDG002W+FMei1XPxu4c0ds0ORnN17/j94M/NBEF+Cn5yGdPiC/p8cnHqJ6s/bfnCpBv1vkt9UaeNIJItPK2EPhM5j+LiArAj74wP8f7D6PlWbT8ppDnppDv13j6/QgInKaSQ81Qx6kkdr2ewgBRfWlKmjQFXOay2PT6IUtPgGKjwZd4nP2wH52g4ufHKNM2XT0gYDERK749wLV2m9+iMT7PB7iMZ6gNEOIf5sP8dq08gfYkWPY5+Xo3fp88FhO0ICuTns1V62htZpxWI7nS+xqmWu0ujWYbQacjGimgV6k4v0vNPBFrNSpa7bea0vmAA5fdRLHS4O4pM3YvnhJ5VKIw1FRg1GtYX/LyFC/Ieo1Df6G7H6lvTGbLQzWqL8jkq2TyVTRqFf+wt0i11kKvVRNLFSe6qww2UawueTicIKM0DXqdBpfdhMWoQ6/ToFaLqPVqdjdDz5RSQBCkPsF8PqkX4t//6f/7Hz4tkK7V8TotiKLQP/Z5XL78Tfd5g9Dp9ej2enS6PdrdLq1Ol3anS7vbRdSK9NQCdalLvdOFGapxdpcClNotTqIy0TwB1HoRo06DXqtBp1Gj06jQqFRoVCKi0Ce0giCgEgSsGi2xdJGvM9bavaDbk1j1O7l4fDuHnZUAX2e8Nyd3CVxWI9mB52LaM9JodTi8ivFpJcBNLEu10XrVh9SqRbYX/BOjoKMolOusL3golupj42+S1Sj060UH66odNqMiMTQPNByOQqMWeYjm6HR7nJxH+bwdnqn5bG1+ejZhc9mHTq0i4LaQmdHq1qDX0K7MVu5xeBLhx89LfFj18xjPk5nRKGAWT3VB6LtHJbMVvpxG2NsMc5fIE/bb8TrMPMRyry5Ss30m2MwGxSY1UYDd9RDnlwlSrfHN1HzIwV1meA5M5iqYLXoqE8qeJmFu3kUlW6H4fE7qgYbfcqnB0ZdHRJXA5neL1Mt1Hi7/vAzQPyV+73acfwn84YkoAhxn42zaPZwXhnfMg4RyENsOL+1ej4PM+E7ssyfET8m3yemxUnj3KelVarYcnlcSCn2B9kG0ez0OU/1ogU2nY9fpplCvc53LUe90+Bj083MkOtaUNAk9JFZcTr5E5QmPSqUiXqngMhvIzCBW7zAYhojoC75E4wRtFvwqC7fpHN/PhSaS0Be0pfHJ2WkyoJdUxIrKUaBEscKCy4653aEygyYm9CNLu0sBLq4SnCYrbMx5OLlJsLMW5PQqPlPTmcmgpdV+u05DmqCmviYoksR9LEe52qTZ6rAUdHIfyeGyG5kPOLm4T3EwRQN0a8U31liRypbZ2wwrRkfanS71RvuVNJiNOsJ+GwZ9Xzc0Es8P1bNd3afwOM10ul3ShcpEPVmzUYfTZsRs1L2Kbbc6XaqNFtlClXKtSWSgtmx/K0yhVOX8cXKt6iD0WjWORoMa7XfVh47i80qIX64iLPuc3CZma0Qz6TQ8ZQoUKnUWvA4eUuNR5U63pxhpf4FOo2bV76LT7lHrddlZD9LtdLl6TCs6d42dy4AFrUatIvLcRDULGq0OG/PeVyKq1aiIzljzd3QTx+e04H/eBARcVnSC+C4S+oLLhzSfd8IcDkTA5gIOzqY0wRXLdT5thTh6fj7mAg6OFD7//jGr2G3/YS3wqrMrSXDwLcLn7TAHl1GU7oLNbFCM1goCbK34qVVbXFwn2VrxcXadYH25n+Ke5gyl12lem4Smwe+xInV76DRqjHrNmJmFEjpT1E/WF7y02h2OB7IgL+cUSRWJpIqIAmws+9CoVFzeJ6d2/AOYTDpZIhr02DBo1Bx+U14HTDI10flCjQ+bQc4PZ9f4fsHqmo/4fZp67W2eU8soz/S6EmdH/fOaX/djNuu4OorMrK36TwlJgu7f5Zv+mGhLPeL1EmGzjcizxmjYZCUyQkRXrS70KjXfcgq7brWWi5Ga0ni1zLrDzWV+tp2qS2/AqTVykBqehCd5/RabTX6J9yfSebuNgMlCqlohYDZj0eqGmpKmoScoL4DpSpWHQhG/xUzQZpElmYMwapUjyrFiP3X/LzaWuZ2hWxngMp1Fp1a9itpb9Tpsah2P6cLUYx+yBdZ8Ljqx4tTu+fWwm0a5PTQpis/uI9+uYnxaD3J8GZvqz2zQa8fErF9QqjZeI5yiILA858Zm1mPSabAY9ZzdJPhamE7OBaHv4CKH26cMRoNW1rscGKpbrdSanN++EUEBCPvtuOwmJCQyuSp+j5Vio0E6X2Ep5MJk0KLRqJCkvrxLudYkW6xSbrQoz1jrFnBbObyN0en2WJv3cDWlLvIFGwtevt7HWfQ5qGhaNBTkZSbhu9W3UhCHeXYbzs057+txExsmJsBs0BKwWzh9SLK/HKTebHN023/mLUYdHwIuGo0210/piaLdxQHHo51l/0TBfzkc3sRYCji5i+eY8zi4URDsl0M6X8GgteOw6JFaXfLF2sTxNgkHl1HWl71cPY9Bm0lHZIb08dFZlNVFD+12l+MJUcxSpcHGim/MEUkUBeKp8U3swUmE7fUg509J2TKL5ZBzbIMoCgJbq37KpQZnl+Mk9fI2hU6rZm8rxNFFTPG+6maoFfc4zQQ8Vk4uYmhVIg+pAqIg8GHFR0eSuLpPTixZUTJ2mPM7MBk0nMs0YN1GMzitpteoeU+C8+fOfbNBy9ayn3Ktye2T8hgyjESmRQF2N8KcXcRotSYTu2pBnpyfnsfY/hjm7Hj2UqEP2yGuT6J0RsizOKVE6PGu/90cbjNzC24eLuOU8n/+Rvjv+NeDvwkiCv36SJNai0NnIN+sExwgovNmGy69ka/pyTv0bZefnxLjOzOHQQ/TS/FYsjqot9pcF8aJWWPG7v3HUpHHUpFtj5dlu5n7EV/6abjI9TVTR3VPt7wezlJ9kpAoV/qd9y4Hd1nlLzYtfT/vsPHTYwSnSo/DaGDeZUctCiRKFaIyxfCNdodPAR/fnpKYdBp8BhO3ydndm66SWbbnvNzcZ2Q7vR1mAwsu+1jdGbwRUYCjyxh7G9OF3vVTPKBf0JMk7iIZdjfD1NsdYqnizJ3oG8u+sa7iF5SqDfa2lKVulKw+oV8qGEkUiCQKQD/tqdOKGAQN+UiD/DsaDybBatMTfW5gk95RuPYiLXafzLOz5OcomniHXDZ8tzJcj1yc8fsseB0cDJSHnEZTfJjzcK4gvSQHh9mA1aB/lYsarXsu15ocPDdB2a0GlvxOqtVG3/Fr5Es+JPLoNGokSeJRJjI7FVJfsxfAZtZN/FOzQdd3XtL1yeZTIs9jNI9Vq+PmKfO6wTObdbisRkxGXV/rVOr7cVeqTXKl2pBU0gt6kkSyVMFuNWAyaF9llqbBoNeg0ahQi+LUjeGodib0a0qPFWSaTi5jrC16ieSKQ13/TqthyK3ppX47l6tyejF+3oOn1Wx1ODiNMBd0oFaJ3EXG569Jlp1Om7EfLb6Mk8n0AwHis5pBT5Jeo7RBnw2Py8LFQ4q6TK1ue0T9xO0wEfTYOb6MKj9HUj/qLFe+Uam3OHjWXQ54bQTcVp7iuTEb08HvFvbZ0Qgih8fTo5larYqnO2WC+xDL4XCayOcmm40AfNyd4/TLg+x8o5pR3SWfrZLPVtFoVXz4fgmr0zTTcX95CPT+zJr5PzL+ZogoQKxWYs3mpt5pU2u38RnMzJltfE3HeCxPTll59SYOFYjqXUm5a/MFn9x+bnJZagrapoUZusahrw+6HwjwczyC3qvmtpRjN+SnUG3MpC9abbfZ8fg4TQ7viLUjzju5ep1Wt8uG18VFSj6i2ZSRenqBVa+j3mpTabYIe61E8yXyT2/RHbfZRNhpRRQEYvkSidKzbaVWhV6tYs5i4yo2e/TmBSexFPsr/cabl/shCgJ7K0FublJ8y8gvSuKI1NfBRZT9rbCi5R/0tQxngd1qwOeycnAWweM095s3SrWJ6e8XdKekcM9u4jhtxrFaLrNJJ+t1LYdPm0Fun7LE0mXu4zn2P4Q5uU1M1JSdBR+W/Xx7eIsc3UQyfFj2cXo/uQ5r3ucYSqN/u0vw/XqYX+5ni4jsLQX47XZ4E3GbzGI16CjVJ6Q2hb4k0eh9aXQ7U5/vF/jsZkQEHgecmKLZYt/eUuYNCpU6X6+fLTidZua8dgqFGvfP4vudbo/lkAujXjtzbegoriIZdlb8Q93XggBBtw2PzQySRLZQJZoucnE7PC/4nWZObhLsb7yZGlTqrYklMAajFvdz6UZ/sybQ6XSp1ppYTXpUbei2u5iMOvQ6NWqNGlHo18R2Ol3qzTaVWpNSuUGt2UanVVMs1tn7EObqLqVoSXv7kH6u234bt0rZhNdrc59iLuBAp1G/ErCFQD8aqlKJbK8GSKVLfJsgei83Lp5i+f68sxXi/DY5pNOp0YyTIatZz/Kci/OrBEcjG0tRxis+liwSSxYx6jXsbYRIjrhKvchEmY061uY9nFzHyeSnj5/6DNHueKZEPFNCANaWvBg0ai7vUzRaHVRqoe/itB7i5Cw2U1MWwHzQyUNWeXNSqTQJrvqmEtHdvXmOf7lT/L3ctZyEdqtLTxBoTonm/h1/WfxNEVGAq2KGf9u3QKcrcdHIkKzNVmC+YHXwS1L+QU7Xq2w5vJzm5KMmf/KF+S0RpTthJUvXp5/Hkt1OT5D46bm2VCWKSMBBMoEoCOyHA6TKVaIT6ikBTCOpIZ/ZzDeZDvlKq8V9schOwMe3+PjvCzJd/dBP+y7Y7a/HnKcyfL8U5Ovt22SeqVTJVN4mFZ/VTNBuRa0S+WE+TCxbIuCw0O52aba7tNodWp3uTFGxr09xvn+OaC4HnAgtiaMJtUkwTkQBvp5HJpJR9Qy7680lH4lMiYu7JE67kXSuQjpXYX9zumj3Qsj5aj2qhGary8aSY4yIBtxWrqqTj3U5jHicltf6U5uln74+PI0wF3DQknrEFbzhp0GrUZEqjy8a1VpzKqlz2o3cj3jKf7mMsL8e5Ov95DKU7Xkfxw/jadOeBIs+J0f3yovd/lJQtlnuNpVnbynwmlpXwpzHRq3WGpOKara7hFx9OapJSBerpIv9axbwWgm6rKRyZSxG3UwarNBPhWqe1QHUKhVqlYBKJSL1JLQ6ke/Ww9TrLSKpAvFEkXhi8uY15LGTzFSIZ0szWYJCnwQ9peTfd38tRDJXJJEtg4w80yi2VnwcnkZYmfdwcBLBbNT1Cel9imptmDTV6m0+rAc4eY62flgLzBR5fYrn8TjNfWe0VpvL+zS7myHiiSLHU+q3+5C/Kj1J4uA0gtthYinseo2yDtrtmoxa1ha9XF4nODyRnw/k5qYX1BptDk8jCEJ/rhFUAue3SdrdHnubYW6e0mPmCpNw/WxyMIujlgSveqwGnZpPGyHMRh1zbjsHM0RBB2ExKDebveDyOsmnvXm+HYxLOokqge0PoYkkFOjvwGY9J5uB0IKbs4NHQvOumY/7S0Lin2eN6N/EN7Zp9ey7g/zgmcNvsHCST9OWenRkmmPksGCx8yU1eQE068YfJJE+Cf05HplIQgHqnQ4OvXwXqSDAj6EQT5US9wMd+oOPVE+S+JKIEa+V+C4cIGAxK37WQ2l4kVhw2BTPr9HpcJZJsx8OjP0uUS7LJgl+mAuNEdfLXBaHUblOL1mq8PUxRiRfotjsN7sksmWyhRqVapNWq4sg9Ru9bHodHrORkN3KgsvOqs/FZtDDTtjH7ryfvcUgPRH+i3urpGPF2dySFCaoFzIqh0ke0GqVyN5miPO7JIVnYhIcEFg/OI+wueybeEoW0+RU6gu+XUbHRO1NxsnHftoMUW92hmrqBqMXT/E8pXyVT6vywujTsL0akLWgfEwU+Lg8PpZeoNOouVCIhJ/dJtgIuBWPXQu6uY5nFMfypGiIzajnJqFM9hLFykTThpWAi2K5oahX6rK+L7UXz5X57SpKNFfGZNIT8tpZDDgJe+0EXFa8jr5ShNWkx6jXoFWrnqOufeJbqbcoVOpkijWSuQp6tYZeR+LrWYTz+xSV2vTIlwBEkoX+98+U2VoeN8B4D/bX+vaX08bmC/weK0+xvkaw/rmRpVJrcnASQer1JcYmPSPVGRt7AHKFKhatlo8rAYxaNUen0YmlLe9BJl/l7DrB9qofh82AqBLQ69TsfQgj9uDw25Nsev0FwgxRPEmCi9sk51cJvvswx2rYzeF5RLZMYhJ6PYnFkPNdxwDUmx0qjRb1RhuTaTqpHEWtONt5Xtwm8fqsQ6/pdGrWV/2cfJnukjTLtQRY/xhCVImcH72/Serv+NePPyQR1Qgi2w4ff/LOs2JxUWo2+ZqO80sqQqJWoSdJ/JaO8p03NNP72bSGqUTyqpgZcnIyqTV8dPmHOuOnwW0aX6wCZjMbbjc/xSO0e6PEefycupLEr4kY6WaV7+eCeGXeM1GtsOCwA33r0ov05BR4p9fjazzOD/PD16vV7eE2D7//x4CPXx/HowilRpO5gH3i5wB4zSaOYgk+LPvGIgEvTTOlWpNMqUYsV+IxXeAmnuUikubkMcnRfYLD2xhCD7K5Kgadlt216WRq0kb563mEva3xsaJEbPxuK2G/fazGdNB2T6Lvr+yyyxMUj9M8cx1dTwK7zTDymvx49TjNbCx7ObqIjjWdjHo315sdvp1H2VsNvhKBWeBzWjiWiSy+IJ2rKJL4zUWvokNLu9Mjla4QsI9vshY8duL50mujmxwe03nF+7wccE5M2yeKZUUCvTXnJZYuTtSJlatfnAaLUcfqnJtirUGmXKNYafQjmdkSqXyFXKlGqdqg1mjT6nQV7/nntRBfLiJEUoWZovgvWA17hsTj239Gw9gLXkgozGbsYNBrUIvCa9RztLavVm9xcBKh2+mx92EOi6m/ib++S2HUa9hY9iluQFUqkbmAg0+bIfY2Q6yEXGgQKeVrlPJ1bEY9Wyv+mYNns7o6n1zFEQGH1fjcQf40Uxf8rOlkm8XA9nqA344fObmKsxBwsjqnvHFTwqwe7oNYX/AQjefo9CTOoxk21mbftGjUKiL3s5VhNZsdjHbD6zUxm/WEAjYup2S8ZoXBpGV7f4HL4yjFGepR/xroIv5Ffn7P+H2f3QhMGi07Dj8qQcVJLsVPySduSrkxuvYyYf+aivKDb7IN3ZbDw1FmuiNModngg8sDgM9gwmcwc5Se3aMawDyy2H8XDFJsNzjLyqdYJ1UPtns9folHyXfq/DAXwjUSjfQ9R0w/+n2ynvOjkICfo1F+XBi+Xq4BC82g1cxDNq+YvvsajfMh7FX4bR9qUfX6tx9XA+/JpLxiI+jm23mUfLVGrlTj8CrGUtDJckg5vSJMKQA/OI+yuzl94/JxPUixXONeZhEc7bAvVRvYbQZUMgtNyGt/lyj16XWClfm3Rac0GpkTYHcrRLXeVLT8bCkQjaPzKC6TgTmffaZzcTpNil27AIlsmU8r8qSuPGUslmoNtD0VZv1b1MXvsFBuNF8dt5SQq9RZ8IzbrK4GXEMNSkq4SmQx6YejPZ8W/VxHMlOVGuqt9zm4BN02TAYtF09pqvUWsUwJg0GDwzJ79z/Ap+UAh8/qDelClR2F6y6HUSH7q6cMC4H32dQC7K8FX0kogHoGUr485yY6UDag9HTWGm0OTp7odLrsfQij12lYWfC8NgOqVCLzAQe7myH2NsMsh1yoJYFoJM+3kyhHJ1HuHrO02l0CPhsX1wmS6RLnl3HCXhs76wHZ5/O9sJr17G+GaTe65LMVzAYdG1MyIi+YlJp/wceNID1JenV3UqtVPMRy3Dxm2FkJ4HEqZ8hGcf2YGrv3k7C17OP+Kduvo5T6dc2X8SzrK7N9v/mQg5aM170Sbu8zbO/N43SZsZm13F/NLgs3aUpd2QxgNOk5+YP5z/9zwB+KiILEt1xyagf6oNjvL6kIP04go+8xmdBp1KzaXHS7EnfF93e4ap5rhxx6Pbt+H78molQVXJKAsc53ObS6XX6OR6j0Wvw4F3pN/+eb/ZrCTO190hQ/RSL8sPBGyEzPJQl6tQqdSk25OZkMpJs19BMWoupAVOq3SIy9tdmi1i/w2syk42V6XYlopvgaAbqL5biLZfm4GsAp4009y1JzdBF99WYGhuRZjHoNH9f6sk91mUnVoFMTkbFWvH7K8HGE4Pb94d+3iemjfz4qUSCafFvEvS4L64teDs+jE72wJ+kExlNFUskSe+uT78fmkm8mK8/HeK7fcT2AsNfO9Qxan5FMkQW7HZUg4HyWZcpV5FPio3CPpMhFof8czRLVKtYbbM6/baT2V0J8u0vMpICQKszu3LI576VYrb/6yb9YbkYzJYwGLfYZpag25jxc3KeGIqXRTHEmYqXXqmXrk62mySL0o+hHQkcyJFOI1d6HMKcjdpntKbqY9Uabg5MIrVYHp9WIxaBlKehELQlEInmOT6IcnUS4f8zKRvw8LjOnlzGarQ6rC/2AQiRW4OQshsdu4tNmCI2MBiVMFo93O0zsb4bpNDocnkSoVJvUG22i8QKX10k2l30EfTbF42Hy5XI7TGyu+Di+iFEe0CZVq94OOrmOUyrV2d8MY5ghGt3u9FgOzxZJ3VkNcHWbHGtKane6XKdyrC5PDjwAWKcYG4xCEKAjwOqaF5Va9S73XzmZRK1OzcfvF7m9SJCVkfr6PUFCoCf9ZX5+z/hDEdFqp82ffHNT/240hfVzKsKf/OPH7bsDXBampwysWh27bj9GtZqQxcKKy8mfQmH+FAzzQyDEvi/AjsfLutPFnNWKy2BArx6fECQkPvl8IMJBavpi3hlL1Suj0enwUzxCnQ4/zoVIVCt8DgXeLf8E8HMkyue5YN8O8XmW/ODzjjWYyCFRrvBhUT5tIwCR3HD96i9PUT5vTI5av0CvUWNG/Vpo3+1JBD1vk7wkwfF1nFqjzf5GGO2gptwMz6EEnFzH2F7tR5VeCMhSyIXFpOf4SjmqNhdwKnbJj9aLri14ZMnsNNw8Zdla9eP32PoLw3MUtFRtcHk/PWrQ7nQnXoZ2p8vRaYSPy/4hofUXaNQq8jNubHKlOttLwxETj2P2OsrzxxR/WpnDaTGSeAfJK9aHmzD2l0OygvVKOHqK47Ia+W41xMFVdOa0bKZUwzpDbeT+eojLaPo1uutzmIc61COZEmaTDrt58uK94HMQTRbHlA9S+Qo7q9Ojouvz3tfO60Gc3SVx2mYjwoPp+EFM0k3dWPaNdY0DE2soR4//z36+plCo8/CUmznN7PdYX00GqiN1lcl0meOTCFaDlr2t0ExlKiGfjU9rQYr5OocnkaGu+dKAS9DFdZJkssTuVhiLwj0VZMpYBAF2t8JU6y1ZebdR4fZWu8vBWQSDVsvuenD6dDfDwP60FuTsOj40rw2S5la7y32mwMqSZ+L7NMqz1YcKAmx+CBJYcCKJUG93eYzmsXmtfPhugY2PYQzGyfdGGtkzLqx6cbgtHP96P5Mb1e8B/xxT83+4rvlfMo/sugIcZpWJXE9mV/RT8ok/+ededUJVCKTr8lEWq1bHktWBTqUmXa9yX85zmI0TNtvoSD3a7R6ZxvQFWa0RMWu1GNUaDGoNJr2GniRRbs/2YLamRAnkUO+0+TUZZdfvx60x8uNCCEnqk/NOt0u726PR6VBvt6m1OlRbTToyC8dvsRifAj56ksQPcyHZulAlfI3GWfA4eEgPE4CAzUIiM04qfn6M8ON6iC9TLBI3fW6+jURS7FYDjyORyEazzdeLCF6nGa/DzLeb2aOPPQnO7xJsLvvodLvsb4U5uohOlWKSI24vGKwXLVUaPMzYIS2HYrmO226i0+litejf7YSjG/E2l8PJZRyvy4LXYeYu9hbB3FkL8NvVezp0M5j0WqqNFlqNisv45E2fWiWyEnRhMmpJlau0hB6ZcpXNsAeTTkuqWOEpM7kL/DaexazXUmm0cFoMnMlZeCog6LTitZlxGY08xmfXt31BwGWlVJMvsxEFZdOHewABAABJREFUgU+rwTHBeq/dPObU85QuMuexI0ny+qheh5lytalYaxvPlhFFYSIhbCpshDrdHgsBF7ni5Pv8eS2kqArRUpB987osxBIFWQ5UntLFrRIFdjaCHD13nk+y/ByFz20ZisDePmTw+2wk0sPRsVyhRq5Qw2LWs7UV4uox82o/+oLlsBu9Vs3FdYJ4bHwsCgLkR2TVej2Jo5MIJqOWvQ9hvl3EhqLsoxHRgNeKyaDjcIK0nFoh6p0v1ciXaiwGnajUItcK4vQ3T+NSWIPY2whxeB4Zy3WPkrlGq8NjrsjSgpu7h/HPUqnEqfWhggAbW0FKtQYnz3O1Qa0mmasiigL5fPX1mqrVIkvbQUwGLZl4kUR0eO5/GfMqlcj25wW+fXmg956059/xV8EfjohKSNyU0yxY7DyUC7J/o1TUP0hGv/OG+fnZynOIeDYq3JcKHMponulVaq5LWRYtDpq9LuXWZELZkXoUmo1XDVGdqOY0m8ZpMrBmc3OdzpJrKKcc6wqapPKQ2PR4sOi1XBVzJJsVHnNFGo3OkCf8GEQwaNWYtFqMGg16tRqtSo1WpUIlCNhVerLFKmpBoDPjjrLT6yHohDEZH6/ZLEtEAX5+ik4ko98vhTiQkT+ZVOifylVI5SqszXkw6jUsh12IYt8nXHyO9orPnuEC/fMVnlcFURDQqkX+5dFs9UTT3GhK1Qarc27CfrsseRRFAZ1WjVajRvvsa65Wi6jVKtQqEZVKQCWKCIKA22Hi6jFNMjd7pPAFWs10Igp9i1FVQeDzZpivlxFcNhMnMrJJk1CuNvm8Gea3ywibCz4OHsafKY/dRNhjp9nrcpPKcvpsuhB0Wjm4j7EZ8g5plbqtJsIuGz2px20iN1Y32pUklnxOjh8SzLntHCrIOVmNOsJOGwadpi9HlCkSy5aIZUt8txTiNpFj0efAbjZw8ZSiPsM1U9qMWIw6Am7rq57oILQymROAp3SBea8dCYakdqxGPRpBJF1S7vhO5srsrQY5VIjgu20mrh+Vpb+uH9PoNCqaCiRlfwIJhWHHrxfodWr0WjVphec///9n789DZdv3dj/oM6rv+75q9v2aq9/7NG/exIhRiBoSg4IGNELEa0QxQUW58R9BLhLUqCgYrg0SjB3oBQk36FVJ5EJOs9das+/7WX3f91XDP6qZ1YxRVXO/73nP2efuByZ77TmrrzF+4/l9v9/nefJVWdsvk0FL0GMZklCAs+sYIb+dcCwv+zoG8LjMJCZIp99tmSKiA5TKdQ5Owuh1aj7uBel2RXbXvHTaXW4fZlum2SwG8jIimEq1yeFJGI/LjNP5IlYcrDlKhcD73SAn1zHJtKhRzDNuf+hvIN9u+knkSlMOAbVGmzcbfs7ups/pnvWctJpc6vupNdpECiVWl508PI1vspcDdsJn0r7CUgQUet/X3U0CUYTtLS83ly9/a7e73F6/PJ47ZMfns9KsNXm4TtDpdAmsOFAICo7mWT39CUIEuv8I2jf95IgoQKXTwkIbm1YnaRQ/qwT/28Qz/5hvma4Iv/SGZhLPSQxM4R9KOXZtbu7ybRoLVi1dOgPnfR/SbL3Gb+vPqBVKvgsFyJar3OfzU/epzzCUH2DT4cBh1HNXzHFeSEF/k75pcfBDJsqvfSF+9zy7alZrt6lJPJfHYCRcgXKlgUmlYdPrpN5tc5FIzSWlt+ksv9wI8mXk4qtWzhYx/O45wi+3glNVo7fLPtkLX2UBkYhGrSQcyxOJ5lhg7BaA9zsBrm4TBL02In2LGzkoBHiWmA+dRFcU0apVBDxWmq0OrXabVqvno9rpdKnVW3NblB92g+RKNbxOMyqlciahkILmFeruTkfk4PSZN5s+zFY9t7EMqlqTSr2xcMv6/D6OzaSn0uoRRo1KyXrAiV6vJlEs85wtEH+avnA7zAaiuSKaiRZkulghXezdXqkQ2PQ7sRr05MpV7hM94aJKpWA35B6SUJVCwbLHht2op9PpkiiUiWVLnFWkq6WDrc1DIgeJHAatmk+bQbLF6sw2v5TzRsBpoYvIpUxyU22GAOspmWfFY0MURUrVBjqNCrfFuJDnaCJXQiEgKYhb9trJzAhDKFUbfNwOciCxKZRrx49Cyjpqc8XDqUwCEvQqsVaTnsKECM/vsUBX5GrCiB8RrBb9XCLqc5sln/c5kp3rd1ur92KCv3+7RDxbJr2Aytpq0csS0QGS6RLJdKkXbdq/fiwF7CgEgW9zPtsBZlnLjeL0JoZGreTzbojz+/jYSNDonOkAn3dDfJMhoSD/eVXrLeJCheWQg6eRtCmbSc/kO5IjoAME3RYy4XzvNc6ZeU0li6T6pF2rVWHzmTEaNRQyFTRa1atEUj/jj4efJBEFiFWL7Fo9VFrNKVGPXEUUQKPoVZhq7RYH6dhCgqAB1IqXi+JFPsV7p5+TVGKu9RPAhtVJujp+Sra6HX5I9hb7Nz4PalHBcTIxPNkHF+9JrNhseM1GwpUi1+UMTBRHHDo9h7HeCX6QiuE2GklVXmdVoVUqsXV13FWybDuc3CQzfH3sLegWnZYNr5Nmt8N5MkVb5jM8SSRxWYxD4lCZlXrTx+/DEb7fDA6rR0suK08P09GIA8QlvCxH8WErwOlFLxf6w3aQowVa2XqdmqdojnK1iU6nwW4xkJOIxRsg5LPzFJtNRD/thji+iGA16ojKmIHPw9stP0cXET7uhYaq/f0tH+lshcQC5uGArCBDEgLsb/tJl6soDSpipd6BplAJGPQajFoNeq0arVqFRqVApVAOZ4pFUaTTEWm127htZgqdBrvrXm6SaU4Ts9vluyE3J0+94/c5nZe9XacrchN7IWVWg45Vjx2dSoVBo+a79SD5Sp3ndJ67V7TaJ9ePaqM1PB7X/U4sBi3nT4mpimF+QlC1s+wmnC7MTCmKzfneHpN5Vrx2lAqBgMPK+ZzUqtHH/bAR4OhmmoTFFwgxkKq2z2rHj6Iw8Tl8fBOSNXMfhdWsGyOi2+seYrH8VHt8gLPLGH6vlVhC/nxyO8zEJaqLmVyFrQ0vVzIOEwOEfDYOz8KshpxkcpW5GzCDbvGRgduHFAqFwD++5CRbqPA4431M4jU2Xc1Wh2/nYRxWA9srHo6uoojAfTiDUqmg029df94NziShPch/AOVaE0EQWAraee63zBvll2N/HgGF3qY+/PhyTl9dxzGZdZRLs0c3oBeVenkew+008fiYQVAqWNrxYbUZaDc7pCK5P3mxEgjMnuT/88RPlogCXBSSfO9emkpEkpoRhV585p7DTaXd5Esqwp7dTbxcIddYTJGrmtiFHmVifO8N8fv4fHKTlZlHHeAs21sQgzYLIaOVk0ScarOFQlDQFUWCZjMhu5VYtcRDMcdDVZ74bFud/LbYe031Toe3Luurieh7q5dvT72Kkm1C9VisN/jWJ6VmnYZNv4uW2OFsgpRWWy02/Y4hEZXKn5+ECHyJRPi0EeAumkGsdmYqwfPlGk6zfmgqP4rP2/0WU/9weE7k0GqUc+Pcdte8w8pEOltmJeig1mhJthyhlx8tR0RNBi0rPvtwrGCejZTsa1r3cn4TRxTHLwWn13HUKgUf9/ppNHNGBBYlojsbXqqdNkd9hXwsU2RjycltPEuX+TGQA2jUSirKDoJS4GaGofwAgjBuhZQqVlhyWefOhkIv8/02niFgs6AUBESBmSb2PwZ3feJr0mnYX/GRKpR5TvVV75mei0O70+1VDu+iM2eLnRYD2fz8WfNousBf7q9QqjSwGnWSc6NSSBXKU1W/9YCT+/D8zySWLrK35uX8vkd8FyWh0CM+FoOGcrXJ1qqH4wXvZxiZ+/zwJsjJWWTmnKsoirjsRlki6nNbOL2Sr8JOVtsnIQi927TbXW4eUnzcD3Ew6RAw+Ziv6DiolAr2NnxkMxUSkQLvtnwU6w0e52xq4cetI9lClWxhfH50e9XL9VOSj9vBhaqxs74P6FXTFYJA0G8jligQeUwvREAH2F73cn368p21213Wdj0cf5tOW5rE1oaX44NH8tkKbz8ucfrlkaeJfHu734bXb0WtUlLKV4k8pGkvMHbzM/6w+MkPI/yQfuZXE/ZMUqeKQhB46/RymIkNCeV5rjcLtWpZzDtPOTlVDvyQCvNrCUX+KIJGC9f5xS6IkUqR3yafUWgE/nJ1mV8vhdjw2Ak3ivwm/sxjMT/z/ka1mrPEeBvwayLKmn1xf8Bfe0JDEgrQmZQijqBUb/LtKcrJcwIDKr7zB3jn86Luf8ZHsQTvVnz4LWZKcyqiggAei5GdgBtBDb9cCVKrzW+9+5zmqd993g5ycPo8djBkC1X2tmYrin0u85Qg6jGSZT3gkLXFkbP3WQ06MGo0nF2PzDi9ogI/wMayi/vn9JDUTI6etNpdDs7DKJUKPuwGZ9r3jJruS2F92cX6poezcHKYh957ThBb4qsXjJ11L3eJLNV6E516/r7301qAx1R+7HceCYN7KdiNelwmI9fRNCqlkstwik9rgTFP0kUgZQEziXK9ydebCM+pAptBFx/WAwgChNxWPm4F+XozX+DmtU8ft5Mw6TWs+x3ky3W+XUao1Ju8WfPxdsM3tyoWTRfZn/AVfY2VzrBS9goSOnzdJj0uh4lkqriwX65Greodw3tBjk7Cc0kPwOllFK9L+nN0OYwzH+PmPjlTZPh+J8j90wuROb2MEQrMXkcXHVkxGbSsBZ2cnEVIpIt0uyJnlzHCj1neLHvmGtXPmxGdhYe+/+i7DT92s473mwEOZgijRrGQDVqlTqHV5O1ugOUVF/4VB6e3cZ4XmOdVSjz+rDGSAZaWnZwevZDVk5Mw736xOnW7XKbMxUmE44MnHh7SiGoly3t+7BNpTn8sDGZE/xA/f8r40351C+KH9DPvneOWQcLEvz+7A3xL93Zao630eLVEsl7io3u+5YkgQUQBfpt64lc+eQuiJdNsH7lRKAWBD24f63YHhXadOm1u8ou3Fd86vJSa45WqLuJCaScA751evk6Yfycri1n2lBs9Unr6nECHis9+P+99PuLVMkH7y4luN+rZ8rn4vBzgFyshPgR8rFqs6NtKMskKV3cplHWBcrFBvdTk/bKP/RUvEiNNAOj0L5YeSoXAx82ApLAJ4PIhiWWGNY7dapzyzAM4v0nwTibBKSYhevi4EyQSyZOcaL22Xrn7Xg7YiSeLY1VcuYtBsVzn8CKCz21hZ03abHqyqj/AUsDOzo6P60SGa5l5xsdYlk/ri0eCftwNctDPjo9lS7wJzTbANmjU3Kemq0Fy6vBReKwm9GrVcIZTq1GBCAe3UbQKJe9WFk+Cea3Ly00kzeFdlHW/i1WfXVKUJAW9ZvY56bIasJv0XD2nhuMC7U6Xs/s4J7dx9Fo1n7aDrAXkIxuzxepQla1RKbiVUVFLIZIs8E+8XyWTLeOymzAZtAubv9ssOow6DcXyYtVb6KVTbSw5x0RJ89Dtinjd0yQi4LFOeZVOotFss7EibT3ksBq4mWjbt9od6IqoZ2zmOjOSvwbwusxY9Fpu7pLYbQZSE64JlzcJ7m9TbAdc7K5K+3TKXYvmwW038Wbdx+edEN2OiEIUELqwuTTbgmmAWWNvA1hMOtaWXGgMKoqN5kIEFHqjGTdX0xXTcCTH0sqMsBIBBFGc2nQcHT3z9vPKzOdstzo83qbIZuTFf3/T6PTb83/dP3/K+Em35gfoInJfTo8p6RWCMCScv/CG+F3yZfalPGGfVG23OMxE+bVvid/Ef1yU2O+Sz3zvCQ1nPkcRLc+f3wuaLITMFm7ymaFw6p3dy5d0hE+eAN+S88VUaoWCh6x0W+c0k+S918dJQn7GLGSy8BTPTy02kXwBg0ZN9RXpMZVGk4N+VdWi0+C06di0O0jlyhQzNYoZ+VGFVZeds5s4u8FegsqgneOwGlgJOIhkC0MzcGBoP6VRKdlecnN0Lk8EqrUmH3dDkoKL7TUP5zfyraPDswif9kN8u3i5r9tuJDWyYzfoNawHnNMm38PnX/wz9LstFIr1qXb7vEpRz+y+wM66h3KlOSa2mqykeN1mXG4zx3cxxAWK9jePaWxGPfnK7FGTrWXXlEr+222E/RUvp8/Sx+Desocvt9Of2208g16jklWuLzmt1OotYqWXDVNtJHghW66RLdd4t+ojmiuSKc3eWL2WiIZcVuwGPSf3cfQbKr7bCi1kczVrRGTJY6VebxFO5vuvafpFlaoNvvUFRUG3Fa/DzGM8S6bw8v4iqQLv1v2c3MbYWfFyMiNW1qBTs+JzoNOqKBRrpHNl6vU2z/H82O20GiUGnQadrj8frFahUipQKRVDFwqrQUepWMduM/Sq6aJIpyvS6XbpdLq0O13a7S6tVodmq40o9o5NpULBhzch4skCCRmF/SROLyO4HCbSI8pwh81AdI7IEKAsQ5R9LgvnEp9VOJbj4/6SbIW4Oqfrs77sJJMqD71GfT4r2Rvpc2mg0F8LOTCatZzexhD7hEKqOzcKpUIg4LZht+hRKhSUKw3iqSLpdJl0uvc5bSy5+P3NA2+2/Nw+pAh6rHhcZm7D6TGnhlF0ZTo6ggBbKx40KiWXt3EOTp95ux0gWamyueHh5na+jdpayMlxSroFb3UYeX6UXqDevgtxItO6PzkPs70f4OpUfkTjZ/zx8WdBRAHK7SZmTRubRke+WR8S0V95l/htcvwgzUh4gIrAb5LPfPYEOU0naEiYyc/cDQpwmI3wzuXlOP1yoV2z2CUV8dCzg9p3eai2m5xnU0SqL7NOy2YbJ+kEIHBXzOLUG8jUZl9AP7h9fHmWv9AU2jWUIwR9FCa1BlVdoCyRnNQFlh02LuKvU2gDaJQK1gx2LsLphUQ6WpUSsd6l2e6QKo63ZAYzTgA7Sy70Bg3nzwly5Sp6rZplt21uFQR6SlKP0zxWrVQoBKoSat9JHJyFebvt5+Sm9zxel3VIRFcCdhr19jCGTwqFBStELruRVqszpSIG+YvBJC7vkigUAh92g9yHMxTL9WFFy2EzEAzaOb6PE51hBTSJcq3B+6UA32YQUZfNSLxcpiPxOuOZIla9bsp43mszcSxjD9XqdNkJuDl5miawG14H6UKF4kSmd1RCbHPyEMeo0/B5Pci3e3mz+kVa8wB+hxmPxcTxbYyI2Du2FQqBr1dhvtvp2VbNQkJGaLcdchFLFymPkJq5m49UgUiqgEIQ2FnxoFWruHzsCary5RoI0JmIZdVr1az4Hei1KvLFGk+xHBd3L5/xp50gRQmhUKPZodGsQVH6GPC6zAhOFm73AnzYDfD1+Am9WjUUJ/k8FrxuC7V6i/untKx5facjEvRZh0Q04LMOrZHm4f4pjd9nIzayNu1t+jifcQ4fnYfZXHVzI2HlVJD5TKAn/Lu5SdAc2YBoFuhUDVToIZ8Nu9PI6W1srCJq0KkJuK2YDFrErki+WCOWLBKO5ghHpQsTep2acqVBV3xJXIsmC0STBdQqJe82/DTaHa4fk2Nnw+Rx6LAaWA44iCXyXN9Nn5/Veou7ZI69vQDn57PJYCouryG4vUuh0ahoTmxGbTYDdxJV1AHELjyEMyyvu3m6e/31628aoij8ybfR/xD4s3rHsWqRgMmMWqFAQOBX3tAUCVULCtI1+ZmTr+kIS1Yrbv10TGR3xqwkQFsUuS2m2ba9zPd49NPzbRtWB7/0hVCrBL6kIpznUlPJP169icEvC806QfPseTKBXrrLLDwWC3wKTLdWFQhs6h2E8/ILwWvn7KA3r7ppdHD6lCCcLeB3zJ+Je+f3EemLP+K5InqZlJOb5zTHl1E0XQV+m5lPG4GZ6tlRtNodPK7x7+X9doDwROVHEiJc3SbZ6M9wKfvzAh93gsRiBRKp2VWcYrk2d77LatahVilJy8xGSRE8OXS7IocXETqdLp/2Qmi1aj68C1FoNzm4iQ7nAF+Do6so2wHpGTaNWoHBoiEvU1HJlmusuGxTv/fazFMpQeOPO33B3gt6iGdLUyQUIF+p4bZOJzlV6k2+3UTY9rsIOKTnwuZVRN1WI5/WAyQzZY5uYpK3/3oZ5rst+XEdi0FHOj/9/b5f9/EYy46RUFisJTq43eVjkqObaG/eciuATqvi83aIp3iO3VUPn3ZCrPsdNBttLu8SHJxHeIhkx0iGQI+YPEYzr3NaAHwOM5UFNnUDfNgNcnQWod3psrbyclzFk0UOT8Nc3SZQCAK7mz4+vAnhkZgJPbuM4rD11my7xbDQfOnw9Y48nkGvJinjLzpAtyuSL1Sn5kuVSgW5gjQR/fgmxPl5dIyEAhQWUIMPEI3nOT2NsBNy4zTrebvuw2czU6+2uH1Ic3gW4egiylM0JzleNIrtFc/QaePqIYl3ZM6+1e5wchXj+i6Jz27h004Iaz92ttsVUQgCexte3mz4KBSqHJ4+k5SoXgvDx+ty9pjg3Tv582F92UV8Rgu/Um2wuTM9XhPw26hWZh9rjXqbXKmG27f4iNzP+JvFwkRUEASlIAjfBEH4dyT+9s8JgnAkCMKBIAg/CILwj/d/v9P/3eCnKAjCv9r/2/9IEISL/v3+niAItr+ON3ReSPDR7ec7T5DfJqetKLwG89x6x00hgyiIbNnG51IWsXqqddokGyWWzTYE4LGQB8Cs0fJLX4h1m43bUobfJZ8pydgzWTU6jiciQI/ScX7hk88Bf+/y8ViYT8Rui1kM6nFy9yt3kJPobFuY5itFNja9joDGxFX0ZSbN75w9EP4u5B3zLhQRCEjMf41CEASyyTLVSpNKpUHIY+PjTpB3WwFcdnmRy8lNjJVgb7bObNRy+7T47Fyr3SGVLuF3W6hUG7zb9HN4FqHVnv8ZiSJYZ8yoGvUarCb9TEPrTuf1UXWDSNAWXaqNFm/XfbxZ82IzLxbnOIlmrSXZHtxZ93GfmK36PX6M82n1ZUO0FXByJGF2P4rIRDTs+xUft9E0VRknA+iRWzlchdNk8mW+2whOeTLKkT6HWc/n9SCFQo2DqyjdOd/D1yt5MhqQOBc+bwU5uYtJEvLXbD4GqNZbHN9E0apUGHVqNIKSy7skB+dh7ieI5yTerHtJZko0Wx2W5wh0RuGyGzm9ii1sUba25ORsxOdTLumn0WxzcRPn8CxMMl3C77HyYT/E9oYXtVpJq91lKeAg5LNxNkMpL4WncGY4R7u14iG7gDgmnS2ztjx+fbBbDYgTn6lCIfB+J8jh0fPUhkWlUhBeQCEP4LQb+fgmxIrfTipR5OQsQiRRIJEpvXqUZG/DOx6qIfZmaqUQTxc5OAtTLTd4u+7H57LgtOi5uI5zfh2b7Wow8u+uCAc3Md5/kBb2mhcodEzapW1tezk/WazqXizWEDQKzAvG1/4x0REVf5CfP2W85tX9K8C5zN/+P8AHURQ/Av8S8L8BEEXxUhTFj/3ffwdUgb/Xv88/AN6KovgeuAL+9qtffR92jZ63Di+/8izxyeUnVstT60jP6ti0ix2I6XqVp0qe7zwvF8zWgtnvhWadhtjkO08Qh97AZ6+fRrfF75LP3BXnLzx7drekUf5JJk7ILE3M5lkSDZCpV3nrexmA/87t5/f388UVifLi7VuP0Yi1o5kiJFJt/wEcRj2x2PTFyzSDtBl0anwWE4/hbM8IXoRIPM/heYSTyyiZTBm31cjbTT8fd4Ms+ewjPpcvbbH1JRclGa/Cyefzuy1srrhZCThY8dox6bScXC7WBhxALnNaq1Hhc1t4kmmnDdBeQBAxgCDAu+0AFpOOg/MwN5EMFw9Jvl5EOLtLkC/2Kodv13182gmyteSSrUKP4jmRnxIujYqT5uE6msZjNfVaxgtUrxL58rCC+XktwNljgtacaq52jhio2e7y9TrCstPKmveFbE3OY1oMOj5vBKmUm3y7WmzDMcDXqzDfbU+TUaPu5TMWEPluK8i3q7AsqXhNhQ96aU6ft0O4LCZOb+NUqy1cduPC/pOjbXCLcXGlfchjo9MRKVcbsmr2AewWA4VCdcx14uYxhXGB+M5YsjBVLVUIvba8w2qcKSiaRDZfZXvVw/qSk5NXROaeXETZ334RuVrN45+T0aBhc9nNsYz4KhR0yI4bQG+d+LAXZGPJRS5T5vD4madwlqUlB7l8lZDr9RU+q1lHLDG9yX2MZGZ2atqdLpVqk/Ob+F9Jsf/tKsq7D0tjiXh6vVpSpDSJm9s4Lk/vmFKrlRRzi4loB0gkijj81oXGIX7G3ywW+kYEQQgB/0ng7wD/zcm/i6I4ylKMSDso/VPArSiKj/37/L9G/vYb4D+zyGtx64z4jWYMKjW1dquvei+Tnzgoe+ba08kiBtX8i+wAjU6bL+kIv/It8btEWDZFyazW4NGbsGp1qBVKuohUWk1MWhVKhcBhKk5zQRKrVii4k1HJ1zpt9GrV1Jznjt3FZWLxit5BKobLYMCq1nK5oIo2Vixhl5jtm0TIaqFT6hApTi92N/GXHPBRCEDAaOYiPT3Q3pVTymvVhOwWbvs5xjdPKfxuy5SCPZ2rjLW4jXoNIb8NvU5Dqdrg+3dL3D1mWPbbMejVPQsZhQIRkVa7S73RolxtUCjWqNZbU56mBp2a7TUP3a7IzeNiM0gG3fQxqFIqWAs5ubidb1guZxc1ia0VN612h+N+hcjvtvBcmm6hpfIVUiNtYoUAIY8Vp9WIIAjkSlXCycJUG//yPoHTrCdTqkmKk2ahUm8SdFoIOMwcyMRwTsJvNxOwm/lyvRhZmJVaNIqHRA6FAr7fCHL8lBgSUZNOw07Iw8V9gm+Xiz2nbJt+YmZ00DpVKRXsr3j4OmeedBGyDrDitWM36zm/T4yJ6prNNjfPad5vBziaUzFc8tq4HjmWF/GLhR6xPBshFG6HSVZwpFIqcFj13E3kk7c7XdY2fJzMEBxOotFsU6k2aNRbmI06sv1kI6Neg8moxWDQoNOqUauVw3O70xVptdrU6i0qtSY6rYpqtfFqwv8UyWC3Gcjlq+hHqnpuhwmtSsn1jfz5bLHqYeJt6nVqNlfctJodbu6THE1U/MwmHRd9b9fz8yj7+wFOZwgsJxH02DiTuH22UOPNlk/ybwMYdWoenzN4nCYctvkeuHJ6qoOrKG/3A9ycx2m1O2yveDg5mO8TKiIQCDlIJ0vsvQlw/HWx+OVRPNyn2N3zc30026P2jwUR6P6JK9z/EFh0a/A/A/47gOwWVxCEfx74HwIeeqR1Ev854P8kc/d/Cfi/yDzu3wL+FoDR6wRB5Dg7/8L1VM7xnWfa7P7HuF78NvnMZ3cAlaDEodOjUiho9rPmk7UKhWadUikLE2vu9+4gPyQj2LV6Ptr8nKTilOfkx793+vgal39/1/kMv/Iv8dvoywKlVyxOrgEa7Q67ARcP4dxCMaIDhOyWmUR03W6nmK3Jzge2u13WQ06O7sbf3/crQb7JVCKkzLu1GhWrLhvXE7F/Ptc0EZ1Epdbksn+/rVUPKoUKt9PMpcSg/SKwWQzDdJbNFTcKhTA3rUU9kS+uEAR2171T/qVymDf/FfBYsZp1nE+QWpfTLElEJ9EVIZwoEB6ZudWolawEnViNOtrdLqlcmXimxEbIjaBUTImTlAoBs16H2aDF0E9fUikVIPQW21anQ7vTxWzUsuqzo6CnthaE3riFAGP/rxAEzHotlUqDZZeNpxmJSwNEsounqHS78OU6gs9uwm7S891miOvHJF8vFhfcgHxb/+tlmO+2g0MSnclXMejULLutHN3O/95nteYVCoH9VR/1eoubcFoyXGEgkju6ivJpd9z5YRIOi2GsZTyYE5133K0EHGMJSrM8a99u+WWjQlsLxiZDL8N+d8PH8Yj5/fqKi7vHNNVak+qCJHrZb6dZb7O95sGg19AVRSrVBolUibLEDPIApXKD7Q0buXxlWG1eCTko5mukk7PPtcHnqVYp2FrzICBwc5fgZIZp/vqae+y7i0fymAzama9xgPc7AY4u5Dchs6Y/gh7r0FEkmSkT8FqxmLqz7blm8LyTmzjbW26i9xnKhcUrm8/RHP6AjfPjH+duA3BxHuPd5xVOfnj40Y/xM/56MZeICoLwzwBJURS/CILwH5a7nSiKfw/4e4Ig/IeA/wHwHx15DA3wzyLRfhcE4b8HtIF/W+Zx/y7wdwF0G0GxTIVfeIPEymXCldlzSI+VLDqVaoxsNTqv83E0qTTsO7wkqmWUbRVloU6itlibejBTmmvU+G3iCbNay6/dIc4zaQpN6RO41Ji/oPwQD7Npc3CTz7JktnIYizGldupDEHuG+n6tCU1XSaXSJJwt0E110JbhF8EgR4k4jQXavQatfMts1+0mFi1QmdF+772g8f9dddln7ujDmTxKhTCsCGlUStY9Dq4kKof3kQwKhTB3p6tWKdjfDHB4Eca0F+LqLsGnNyEOzyMLi0IGMI20EQcV0fUlJxqNmguZFJFJL8Z3OwEOX1EBkmvnWc06VoNOjq+ikjN6gpwR6wJotjrcTSTyuKxGTGYtb7w+UqUKrlabaqNFsV6nXGuQbdTIzkgt+24jyOFTnHa7O/+4AT4s+dAISp6TeVwWA0tuG52uyH0yQ0mCcBSqddxWI6nC7Jk/l9lAyG5BLSjIFWt0Kx0UMDelSgqzHA2+XkX4bjvUiwdttvBYjFw+LVZFlxKV2Ux61gMOnmK5oYuDFBRAcsRF4OAyzNtNv+R9zAYtl/fj51az1WFzycXNjDlqi0nH5fX48V6RsSp7txOYmVd/+5jGqNfM/fx3N71kMlUOJ6qGzWZ7LLpyHj7uhzg4emZ7w8OlhM2Q3abH7TQPCWq50iCZfiGoV7cJPuyHQIQ3Wz7u7lI0ZmScCwIYDVo0KgXvdgLc3ac4v5i/GdHr1NxMePzm81Xe7oc4lIhyHYXHYeJaQuU/iqu7OE6bkYyEiM5pMxKNv6wp0USBlaCDdqfzKku6sed7SPH9uxBUOryzGSSuYMILmRVe3CxsOi02i55ctkwqUfxRlc3j42fef7/K8Z8cGRX+5Oc5/xBYpCL6l8A/KwjCfwLQARZBEP4Poij+56VuLIri/08QhA1BEFyiKA5Wrv848FUUxbEVThCE/yLwzwD/lChllCeBttjhW/4JQRT47AlQrLe4KUr7i6XrFX7pWh7zBi005xM96I0ArFscnOYS/Db5zDubn+NUCqdez5bVxXVhfku7PdGOL7Ua/DbxjF6l5tf+ENe5DJn6y4V61+7mMj3/cTuI1LttdEoVXp2JML3KjyBC0GDBpzOh7SqpVJuEM4Wed9xEIL3QFolnysQzZawmPWurDs4zaYp1+c+nJlPNfe/1cvuYXojM3iazQ2KpVSmhb9Ukh2a7y4rLQiTZi0/cCri4uJYmePlijb0NH+czYuSCXisKQTFmLSMC387CbK95iKeKrzLh1knMU949947HlaADo14z1e4aJbuf9kILReuNYlLQodWo2NvwcXWfGBchTCBbft1MlRS0GiWbqx5EpcB1NM1vrp/oGATeLnm5eoVZulal5D6ZpVCp8/1GkB8k/ENHoVQI3MeztDvdIbnM9F0ilAqBTa8Tq0lHrlzjPpEdXr+8NvMYEVUKsOyy4zDq6ba7xNMlUqky+dTLbXRBJZdPKXZWPETzpYUjNWF+C/3rVZi/fLtCpdoklimiVatotOZvjkcTudYDDsx6Xb/9Pn8D47Kbht6R0BsfuHpMsh5yTm0uNpdckrZL5jlzohsh11SIRLTvgTqKlaCDyzmt5Fa7w+62hxMZux+71UDAa+VMhryFY3k+7C+Wb/9m2z+8nV4mZSmfr5HPT2+oHDYDLqcJvV6DArCatOQabXY3vQiCgNjtmay3Wh0azTa1WpNqtUml2oCuSK3YIF2sLly13d728U3iuzk5DbO94+PqQboToxAELCY9yTmm7V2xF6AxSURdNiPnEmvuYyTL5oqbp0hGVmQ2C/tbfo7Oo6y6bdzdLrYh87jMJNtdiokizUYbtUZJwGfDYtOjUippNFpkM2XSyeJcEdfx8RNvPi5xdjAtav5joZes9HNrfgqiKP5t+pXMfkX0vz1JQgVB2KQ3/ykKgvAZ0ACjK9y/wERbXhCEfxr47wL/pCiKr75CioLIUaG3CL9z++m0Bc5y01Wy03wch1ZHttG7mKTmVDNXzXZcOgOHmdiY6t6g6C1SmVqNcqvJJ1+Ab5nZu1ApL1LoEbrfJp7RKJT8yhfksVggXi2jV85vsSsRMKjUtNsd/sK7RLXY4i+tS1SqTSJZadIphVFD+EK5xsFJBJ1Gxa82gzyU8yRK07tiqbnPz34/Z7eJhaMrS7UGuwE3V+EU7wO+hWbvHFYD8UyJvZBnAZ9Q+dXn426Qs5u47KJ5dZ/EaTOwvuTibkFSNWtw/zHy4v9ns+g5vYr12tL95/8xJBQYEhdBgLdbAWLJwlzPRq1GxfNEdOai0GlVbKy4EZVwFU1z+PxyUVr12bku5vhyH+X7zRBfbhZ7P29XfHy56333hw8xvFYTiYL8cbvmcXDbJ03rHucYuex0RW5jL8uNxaBj1WtHEAT0WhV7QTcmtYZqrclzIsfzcxa5S49Zr+Em0nusy8ckLquRDb9z7PFnYd78rtWoIxzOUajWh7ZTBo0Kq1mHUa9Dp1GhVikRFAKiKNLudKg32wgIBGwWSuU69+HFk9YAHGbDGBGF3mYmW6jidphI9f03FQqBZxkV96zqpMmglexQlKtNfC7zcE7UYtJRrTRmCnQGaEsQekGA93shbu+SsiR0gKvbBA6bkaxEdW+A1SUnt3fJ4ZIRlxDxzEIuXyXXn5PcWnOTTZVJxotTXpdScNiN3NwkMZl17G37Z/qWQk+ccx+RPwaLmQo6jYq6xHN/2F0sRx56rW+FIIxtlpd8djJZ6c/x5jHF7oaX6/vEtJvHDD71YS/IyXlvnEJn0S702gACHgvH35748H6J49/f02p2CD9lYGLEVKNV4fXbMFv0KJUCjXqbbLpEJv3iMiAicHkdZ2N3fqriz/jD4kfLxwRB+JcBRFH8N4H/NPAvCoLQAmrAf3ZQ4RQEwQD8x4D/ysRD/C8BLfAP+ua8vxFF8V/+Ma/lvNg7ibedbgyCjqNMbHgiVdpNfuHy8tt4BItaS7ElXfHbt3tQKBQcZ+I8lCRmrEZ8/RrtDt/CcX69vMxvZJIgYP4YQLPb4XfJMCpBwX8kuEarCn9hX6Yrir3kkU6XRqdDo9Wm1m5TaTaptlpU6VClhlesoa0o+BJ7nWrbYzSSiE9f9OvNNgdnEZQKgV9s+km1azzk8sO/Zyo1PCYD6X5l7ZeBIN+u5Y3B5WAyaHkb9C4sAFGqlewveTm9nK/IvrpPYrcayI3MHTmsetwOMwcS7e/JQnwmXyVfrPFxLyh5+0ks0hYKx/OE43kCHitOm5Fqvfmqi8MkWq0OW2tuGo32UIg0DyG/jcvEYmQKQK/rkc+OAq4i4+RzFDazHvpOED/chvluI8i3u9nHhE6t4nbktbQ6XXx280wiatO/VOROwwk+rvunZo0HKFbrHN33/vbLrSUa5RbXifnJLgBrfhfH1y+fabpQIV+u8XkzwNfb+Z/1LEcDjUqB12jgNpzh406Ib/30pVqzTS1ThhkbyM2gC51exf2cMQMpyLkg5Es1Ql4bBp2aar3FmzUvpzJG8I8x+TnRrWW3bKTuQLCkVAj4nGau58xPD3DzmMKgVw/bviG/DY1KNSXekUOt3mJ91S1LRN1OM/l8dWxTmkgV8XutY+b2i8Bk1JLLVshkK7x/E+L4eH6FbeCcUS7VuTyN8uH9Eue3sSmf0QF2d/wczlgvU+kS798vTa2pS347xwusmwOkcxV2N7zDYAOLUSc7YjTAxW2Ct9sBTq+i4+upzBrw8U2Iw5OXz+j6PoVer6Y2p8WvECDST1c6PYvgX3IQe5belDUbbZ4fposJOr0aj8+KxaJHoVBQqzWplOtYHdOew38sdP687N0XwquIqCiK/x7w7/X//W+O/P5fB/51mftUgamgWFEUN1/z3Ivgrtwr7y9ZbbjVVg4zMVrdDt8yEZZMVrRKFcXCC6FUAB9dAQrNBqc5+QVSo1Bxm58kpwK/eYrwXTDEUT4mae0k18oehUpQ8J0zxG0kj76jJt2qkq8v1grUKpWEk3ncRgOpBfPgAZbMFnJx+Qtapyty1N+hf1jz0NSInCd7n63fZiFdrvKrwPzkmFEYtGpsBh1GrRaNIGAQ1Hy/GuiJUuivWaJIt9ubs+t2urQ7vYqQWamm0G7zaS9Eq90hV6wST5ckZ8A6XZHVgGNIRPc3fDzH80OB0iSkCFOnK3JwHuHtlp+75/SUUn4Ur2lJRZMFkpkSv/q4SrFUY3vVTVfsv9/Bf/sxiN2uSKcj0u12e7GIXZFOpxePuBpyUqs3cdpNVGoNMnPUqwCmBSx4huRT6FU+D57mq3G7E2vml7sI71d8XDwnZe2V9pe9w2roAIcPMTZ8Tm7j0mQ5O5EwdZ/KYTHoKFZnnyuZfIVirYHPaSaeWUCoJfGa250uB5cRPmwGuIymJKtOA8i9ZwGRNwEPx/25zESm+HLcLwCLQUun00WjVLKz4uHycTFC13tueYQTeXZXPVw9pXoWaDJoNDtshFxTWfV6nZrbGW4Rqr4Z/vudgCxZlUKr1WF3O8D1bYK9zZ6K/rX+uacXUbbXPVxNnPtGgxa1SkE6Pd1u97rNryaiq0EHp/0xgqOzMG92/XNnPtXq8ZCA46NnAkEbKAXCE8buSqWCWHr+azo+CbO+5hqOW6jVSsSuuLDLxvD5RmbYN5ZcsnGmozi5ivJhN8jhjM6MQoB3O8ExEgpQb7T4sB3g5HD282xteLnpR3W22120Ji2vOomAeq3F0/34Mby65v5RIuaf8deHP0tDrUgtT6SWx2UysaJ3cZyJ4zLoh1dNvVLFO5efp1Ker+n5u8UNk4PzivTO60skxp7LRaxVID8hQKrMIaIhoxVDW8vv76IEDGbu0jmW7BZUBgXp6nxyoUJJoVZnx+YiU61OWVXJQfmKGZSLfgVjN+hAZ9WgVSr5lT/Il6swBo0aq0GHWafttRQVShSA2BVptbrU6y3KtQaFco1GtUUq1yJFCYfbS7XZ4mbB9ne73sGk1/Lt7GVxVykVhLw2rBY9apWSZqtNNl8lmSkRTRXQaVXsrHpnzkyCdIb3ACfXMfxuCw6bUTZ1qbqgRRDAxoqLer1FpdpEqVRwNUc8IAUBqNdbPMfyPMfyKASBrRU3ep2G26eUbAtVzj7MoFOzvuKmLYhcRVMLkc9RZKvTF/Ojxzi7ATfPqTzV5oTdlUbNjQzZlKsDWA06HhLj51+hWufTqp/DGYpzg1bNYzxLtwseuwmn1TCWwz4JjUrB3Yz25/FNlJDHSkcQiGSkiUFTZt7zu43Q2HxfLF1ke8XD5fNihLLd7hJN5CmU6+SKVT5vBzm6jS1EMuozTP8BLh6S/OWHNX57eD/zdhYJ/9vdVe9MglmuNni77Ze9jSCAQadBr1Oj06rR9EcTVColFouO/Z0A0Vh+5nk6C8VyfaySq1IpCHqtU44bAywS8zuKd7sBTk7H15inaA6X00R6xkzmpPE9QDSSR61W8uFNaEzMtbvjH6vSz3rMVrU1fL9vN/0/qutyfpvAbjFQb7YWtqQDOLyI8HF/iYPTPtEcucyo1Uq2VtwcybyeWdqEAVQTH9ndXYp3n1Y4/RE2TgBGo5a1NTdnB49sbXl/1GP8dUNE+HlG9M8N6UaZdKOMRadDr1FiEnT82rvEWS7J7xKLDyhb1bNN8M/TaQJmM2aTlufyywWq1m4hCNJVt1+6ljh5ShJt9yqTg+zg51wRn8WE32QmVp5dwVH0H/cylub7jRC/e15s0UlmFzenH+A+ksVTNPLe6yFbqmFqK2lUW6TzLdKTvlUz8DHo4+wkyrvt6ahRKawEHDw9ZdladY/9vt3pDlveo9ColTjMBlb8Dn53NH+BmkfeY6kiWo2yZ30i0eKalS09gNmoZX3JxdFlr2Vts+i5vEvi91hmJihJ4f1ugMMRC5auKA7VsBq1kv1NP11R5Oo+MSacieZensegV7Ox4qaFyFUkxcHT60Y7BtColDyPjG6M4iKaYs1j7xGnkVz6N0tefriTPk6v4xner/g4msicX3PbOSxOv8ZvDzHeLHm4kCFzqx7HsMWYzJVZclsxtzqUZKxuNoNuzufYeIWTBfRaNe/XfBzdT5N2KeHdpzW/pMhE8wrT9Xiq2PN6XPdy1vc1XfbZaXe7w0hcOWRnkG+tRsmbNR+1WpOg04pSreA+Kr3pntzkaNRKHp7kibsAmA0a9Fo1+9t+Wu3OULjTaLSp1pvUGz0fT6kNlMNqINefTVSpFPidZqwWPVqNmm6nS7nSIJ0pU5ohLowni3x4Gxoq699s+TmeYY/08JRBr1PPrA4P4HaYuJPILy9XGnhWzOTyVVnlfkPm8VutDseHz7zZ9fOcyFOu1MkWFx/HiMbyvP+wRKnWnDs3LoduV2S1nzr3mio2wMFZmI9vljg4e7m+Gg0a/C7LzDnY+6cMoaCNWCQv+XerRSdpen//lMFs01OSEJPNwpv9INHHNKfffhyJ/Rl/vfizJqIDGJVaOh3I11tEmgWKCyrnBygtsChFSyXMDQ37Li+nI6Ipo1JDuf2yyLp0BgJKKz/IzLcBxItlXEY9y1YrTzNiO7vtF6Lx9S7CbtDFRXJ2ldGu0xOZ47U5CZUg8Dno5/I2ScXY5PY2xZsND98WNCIfwGbQEX3oXeQu7hNYjDqKcxTJdpOeJ+D6IcVayMl9ePacY6fTpSOK/O7okXfbAa4ekjRmtFKlKhOTaDQ7HF32Wk9nt/ExsUWhXEOlVMhWpt7tBHiKZscqs8+xPO1OF6t5dpTnJPRaFU/RvOzfm63OcMbPYtKxFnJSqtQplOuUm23e7gRoC12uImm+vcJ8Xg5Bt5Wrgrxw5j6Zw28341ObiedLmHQaLqKzK4DJQgW1UjE3NWmATLUqK9LQT+TTP6cKbASctNsdahK31ygXy1SvNVqcXMf4bifEwX10jPBPKuC3Ay5Zk/DzhyQOs35q7GASDouBdGawYX35/VM8h1aj4uN2cCwadxQqpWIs0GHsta24KRZrHJyH+bAV4Dneq7B/2g1x/hCf+kwn50TfrPs4lCB1AiL7WwFy+QrJdIlovMCHvRCP4exCfpcDZAtVrGYdxVK9XxEuEE1Mr4cWiw6X04TJoEWhEGg22+QLNVKpEu1Ol/PLGG6nmaDfxuGc+c1Wu8PGuodzmVnZ4XsUeudYOiW9Cb97TPNxP8ThkfTzFedkzF9cxLA7DPz6u3Xi+TLb6x4UgoBCoRj66o577vbvKIKiLRJwmDBrNf0Ch8igh/0i1Ol1g3r/BVHsgtjb2Ipir8jRbHcIeK3Uai0qtcbCY0gH52E+7IXodrs4rAaMeg23C3R/XD6LLBFdC7k4Tk2TxnKpzv5+kPMFq6IerwWrScf5Agb6fyx0/0gzooIgLAH/FuADusDfFUXxfy4Iwn8f+C8Dgy/xXxNF8e/37/O3gf8S0AH+G6Io/j/7v/8O+N8DeuDvA//KLGekP2siump0YVYYOEzH6BpUPMereAxGgkYLkcpiBECJgrup+VBplJpNLuIZfhFa4vep3gJkUKuHRPSzM8BdrMBJXeKknKjGpys1rB2RDbuD25z0xX6UEHVFkWy+ilWnozBjxnTFauU0tfjuccfjpF3qiZigt1tuNNscn0f5bifIcTROc8HIw3WTlbNIbPja97f8fLuU33GrVUruRrwLDfr5rgLvR0RAx1dRlv12Gq22bMJL5xUtv8OLCCsBO7VGm2R/3lAUe3YyqYkqs99twWzUTQkFQl4b4UQe6A35766/CAPmYXfDt3CrrViuc3gRIei1srXhoaGHYrXBQyw30y7rNbCa9TBndC2WK+Ew6Vn12HFZDHNtmuL5Et9thPhy23ufggDPEjZAAyTyZb5fD/H1evpzyUsQvNtoht1lD7fPqbHNgwA8xF6nRv92GWYj5CRbqZMp9aqOo5uegMNCMlWU3aR0Ol1WfU6ypdnfacBpIZ/pPf7FfRKbWT98b41mm8PLCG/WvUSShSmrKa/DTCw+/iWZDRrWg70K/QCFPjHqiiIH52E8ThOrfgMXI7Ooo3OiapWSyMQso4DImw0/xVJtKCzcXOl1Mg7Pw9gset7uBDh5hXjG67bMJW3Fcl3Sck2hEPB6LTjtRtx2E18PFyMfi8SDftwLcTCH1B6ehdna9E6lKwkCpGXWowE0GiXLQQdXp1HaCoHinM3KKN6/D3H4wyPOgI2HORt3Oei0KmoTmyq1SoHRoEWv06DTqtCoe2MUSpUCgUF0cm8mtd5s4XWYScUKhOdEFg9wH86gVCnoSFxP0hIbkAFOTyNs7fq4vZAfK1IqBfbfhrg8CpMKL/Z6/hFEG/hviaL4VRAEM/BFEIR/0P/b/1QUxf/x6I0FQXhDL6hoHwgA/29BELZFUewA/yt6QUS/oUdE/2ng35V74j9LedaO2ceOIch1Js/XVJSOKBLU2gBIVis0K735zEWwbnYsJDoaoNMV+f1TlF+6llAIAjqVCrNaw3fWEAf3SflZGAk+VKjXSeUq7LpcknepT5gmp8tVli3WmeIErbBY1ceq1/ILX4CH2zTPfeIEjFmTHF5GWDJb8dlMcx/vY9DH2UQmeyJVnPlat1fclMovn9fZdRy/2yJ7+/2t6Zmop1iOSrXJ7rr0DNAsA3IpPEZzVGsN9jZ8w9+ZjS/2Iyqlgk9vQqTzFUlfP6d9XJ1ZLNenDO6l4LIbZRXNUvC7Lbzb9hNNFniIZLiPZInnS9Q6LdZDTr7bCbIZdKH8K5jcd4XFSbzPYUapULDtd819v5eRJFZDbx5xxWWfWzH8eh9mzecY+91gPlQKF09Jdle9Y3nXG0HXMH3oNbgNZ+i2Ouwu9QhXpyuiUiqw6LUILZFSZXYF8DmRY97XrxlJ4up0RdYCU9pPzu8SKAWBvVXP2O9tpvGxorcbPlQKxRgJVSoVU5XGZKbM5V2S95sBzIaX43swJ/pm3TdWad3b8LLss3N2HRsbl9FqXl57vljj5DLKzroXr0v+PB6FQcbbcxEolQq8bguxRIG72xQqQWBvyzf3fpEZXQeA1ZBjoQhSUYRUtoTVOv4d2G1G2jM27xvrbhw2I0dHz+QLVZb9trnPNYDTYeTiKk611iIbL7IcdMy/kwQUEgdlq90lX6wRSxa4f85weZfg5CrK4VmYg7NnDs6eOTwPc3oVpV5rUi03sJj0bK17JJ5hGoVija2d6e9nfcVFbM53Uqq1UGmkr21rGx68LgvHPzwsZK31x4QoQkcU/iA/859bjImi+LX/7xJwDgRn3OWfA/7Poig2RFG8B26AXwqC4Acsoij+B/0q6L8F/KdmPfefDxEV4a0lyJrWx0kqzUn2ZReqVii4Sr5clFLVKvWKuBAZdWh+nK3D756jvLP4WTHYMDT0fJOxvxlA7jApN5o8JfO89UyfzBWJNtdpOMH3S/LHjlRqxvjrEPkuFEBThsOraRueydbaYzRLPd/k7ZL8sLdVryP+OL0LjaWKbC3LL1LihEpWBDxO6ZTZgMcq6/1Zrja47KcnTaojZ0UnyqFcbXJ+G+fjXgilQsDQz5jeWnXjcZr5dhaW9UqcnBmLJgu825k/L+tzWxZqjXldZt7vBEhkihxf93xLK5UGiWwJraDEbNBxG8vww02E63gatVbF3pqXz9tBQp7FNmcDpGc4NZi0Gj6uB9hdcpOr12l0O1zG0lzG0mhUKvaXvHxeDxJyTj9nud5k09cjWy6TYe7r6Iq9kAel4mU5W/U4ZkYWHt/Heb/58rlb9PNdBeRQKNe5eUjx3WYQARGTXoPfYiKemd91Secr7K7MFkqUJ6qciax0NS1XqnH5kOTTdnA4f6rtq7MdFgP7fXum/MRcs99lkY3vPL6MokTg3WbPa7FSa6JUCMT74z27617WAnYuruM8SVS+1KppcnB5lyBbqPDxTWgYiymHH3N+qlU9wY/FqOPoJIzfZSEczZEv1Di/iLG/7R/aJ0khm6+wHLBL/k2rUdGst2cSyVHkCjW8XuvYumOzSR/TBr2a9/tB7u+SJEY2BmdnkYUINIDXZx1W5SuVBsVUmZDPttB9RyH8FWTkG0suspkK1VqT28cU13dJNlbdbK7NJ6QdicPBpJu/GYnHC+x9WB6/n0nH2/0gj5cxYq/03v1joisKf5Cf10AQhFXgE/Db/q/+64IgHAmC8L8TBGFwcgRhzJI53P9dsP/vyd/L4idPRFUo+Ghbxq928S2Z4Eoi8Wjf5iM7kZGe7pPRJdPsi29dxtdtFtQKJd/bgxgqWsLXZVZ1NhQza3/MtI+otzpcRTN89I0vRnLVlsOHGJuu6Z2wRavheYYNyLLdyp7VxfFZRDZNJlecJh/lWoPL6zi/WA0iVWDbNNsk26TQE7xIwWbWcynhOXh2E8NuGV/IDbpey36WwGCQnrS74RursvyYeLgBDs7DrC25MBo0vN8JcP2QkozWHEV4pLo8wM1jGssMe6W1kHNuDr3bYeL9boBUrszRVXRMhFUqN1AqBGLpIlaNFstIhavWaHH2lODLbYTnTAG7zcD7rQAfNvw4zPIiPY1aSSQ3/l41SgXvVny8W/XRoMO3xyjn0RQei5Gjp9jwu642W5w8J/hy13tOp9nIx7UAH1b92Ay95zx4iBJ0WGSFRZN4SOX4sPFiTD05HyqFbzdRPu+EAIgvYI8jB41aicWoI5Yq8OvdFbY9zoUdIYDeNJYMlAqByIQgL5ossBGS7pKIIhxcRvA6LCx5rHQ7Ih+3AzQaLc5k/CAnz6dJFEp1Ti5jvFn1UqzUebsV6MWL9lOSHmZc5OWWtVarw8FZGI/LzMaK9HuB2UKrSahUCt7vBbGZ9BydhMlmKwiIlIvja9npeRSF2EtVkoPDId3l2V33EpvRJpbC5W2Cd++Whv8vVeXd2fZh0Kk5PglLiltTiQIGw2xCtr7m5nQiS75UqlPN1wh4X7fJVCh+HDXYXfMSi+WpVJtjIym3Dylu7geE1C17/6u7BHb7y/Go16u5lRApSeHsPIo3aANg/20QpShyevD0ap/rP2O4BEH4YeTnb0ndSBAEE/B/A/5VURSL9NrsG8BHIAb8TwY3lbi7OOP3svjJzojqFSreWELcF/L8Pj575qgtcy1LV6s40bNssvFUzk/fQISHwuLzJAGDmRWNnZtEhoNsnHcuD9FCiWihxKbLgdqo5DQvJ9aYTVTbnS4nTwm+WwnwJRZFq1RSlbFlaXe61KotjBo1lRH7nFWrnfP09DyiVq3ko8fH8VWU+AyRiE6joixjbyKK8O08zM6Km1ilMlRKfwh6OT2R/34u7xLYLXpyE1Wa1YCDw9x0+6vV7rISdIwR4rUlJ6cysZ+TOL/ptfftFgORRF5yHmkSCgGcdhNWsw6DToNCoaDb7VKttyiWa1jN+oXa5n63hZiEUKxcbfQ8+GSspmZtUpx2IyGfjdPrGKmcjBuCCGa9lnylznMiz6rfTrcrUpawnsqWqmRLL59tyGvFazVRa7Z5iGaGIp+Q28ZlPoNCAdsBNzqtmut4mqPw9Pfgs5uJF8uoZapf6VKFdOlFjLPi7s2T6jUqzhc0QAc4eorhd5iJZUuyG59JHN7F+Cfer5FIl9mzGFApFSgVil5rUuzlW3cHUY2dDq12h8YgsrHRotZs0Wx3aLZrUIGgy4qqDW9XfZw8LHZMXj4m8ThMJCW+v6DbRlhips00p2UdTuTRqJUsOa38do57xLyq5ADntwk8ThM2g5Z/eCpNmCYhzjF5HIwEvN8Ncv+cntpcx5IFNGrlzG6AUqlgf9tPLF7keMJKaW/Lz/n59LlZKNYoFGu82Q0QjuenZjCLEm4Yu5s+jl6pIh/g5CLC6oqLh8f02OdtNutYDjk4m6HkB8hmK7x9G+LoQnotFRTQ6kh/RoVCDYVCwOe2DCvZ8/Bj6qFvN/1c3yaH1XWpKvtAtLS55kEUxSkRU7crElpzkcv15nm3Vj2cLigs6nZFAqsu/G4Lh7+fbUX2p4qefdMfrD6YFkXx+1k3EARBTY+E/tuiKP7fAUaj2QVB+F8D/07/f8PA0sjdQ0C0//uQxO9l8ZMjohaVji2Tj4tseixDXg4+vZmThLxiL1OtgQwZXTHZeZwzVK5E4J3NBw04jSZJ0ruIf/KP29Dcp3OQhk9BP1mxymPl9RWYrgjfHqL8ci3IQyFPEflqQSxf4sOKn28jqUt6xfTX/c7vJZcsS9rLTMJhMRCvzl7Irh5TOK0GtvxOkrkyiaf8zNu3O13W/E5yxfHnl4uUA7h+SGLQ9yIbP715fUxmLFVEr1Wxv+UnV6giAE6bEZvVgF6rRqVS0Ol0qdVbFMo1MvkqqWx5SpAEsL3m4cvJEx/fhOYaP3ucZkkiCr0W6LLfztNExOLb7QAnEulJDquB5YCD05sohxfz7V1Mhh4RBXiI5dgIOQl3i9Sas+efw+kC4X61UKVUsLnkwmLQYtBpMLp03KeynMfkz681t53Dvj3U6KyjHESxV918SOX49cYyuWINi16L22rEbNCiUipptjsUqjUS+TL1EUFFs93FbNRRrDam5kMVgoDXbsJpNaJRqWh12uSKNWKZItVGm2qjSST846uiALsrHg5Pw7zbCHB+GePDlp+HTH5uVn1XFAm5bZJE1GE2EGaaiF49JtFr1dRmeISuB51TbXgpLJp1bjJoMahUFIt1tlY85IpVyXNiFIu2sI8uIlhMOt7tBMYEfl0R/D4rjxJV1wEBTSSnCegAldLsivrZRRSLWcebbf9YfPDjcwazUUep/93ZLHriE+Ks16DTESnXGhgNmuF4zv5egHA4M5eEDnB6GmZry8u1hGXU/l6Q4xlzq7lcFadCwO00kZqTOQ8sNLc+ig87QU4vomMdpllRrjf9DebWmodOt8vd40sHIZ5+WSPLcyriTqcJf8BGp9Xh6SFNo9zk7NsTnqADr9dCvdbg8TZJ60d0Nv9Rg9Cbx/jfAueiKP4bI7/3i6I4ODn+eeCk/+//B/B/FATh36AnVtoCfieKYkcQhJIgCL+m19r/F4H/xazn/kkRUZNKS7Uu8Jvy4sRjxeAgJs6umGaqNURRx7J5nIx6tWYeZTwyHRo9O0Y3T6k8JxOiFKNGTVRmPuwk0hMV/HplictKmlyzd6FY/LQXOHyI8U+urvJNE6HUlL+IHD7G+G49wJdw7/2PVok8ZiNBrYnTy8UNzM0GLYvcOlOoYjXp+eVScKFYzkgiPxaQseK38/QsX4mu9AlopdqUTfIw6jW9C6e+p/BUqZTDGcKuKNJqdzAZNFhMWpKZEul8hfSc+VkptPpE6PgiwmrQycMMQ/TujBJSVxTRasdPR41aObYoQ29kYXXJydlNjIOLVyRbacYdB27DGbaX3dynszQWtGVpd7pcR9N83AzwVC1wIyMGGoVOox5WzpQLVt4A1t12ju56x06p1qBUkyYUTrMBl8WAUadBUAg0mm1+sRUklami16jodLsUynWimSKxTImYRLpSNFXAZtK9mJP8CPgcZmKRPKIIj/EsCkHg5DqGxaTj/Zp/GDkqh/tIBqVCGLOCAqRNiIFao82HnSCHMrZNAJ1Wl9vHFAG3legMr9GEjAXRKPQ6NV6bkfunDHargev7JHqdmve7QY5mhEY0GouLQ4rlOseXUbbWPJTK9WH1zmoZHxFRKAT2twOkZhBQgL1NHxdzEo6gZ6V0dh7lza6faKJAvlij2xVZWXJw0q9A+l0WLhbsusghlSmzv+MHUWB327cwAR1AFKGUr6HRKMeiQA16NU+R+ediJlPB5TLjshtlLb2GeAUR/bQX4kiiQr7ITPsg8nVr3UOn0yOk8VSRrU0PjXKTx4kUJLVaycqqC4NeQzpZJBbJk02OHL99XUEyXiDZd4vQ6lRs7/jRqJREnzNk06/30f6bROdH1aP/WvCXwH8BOBYE4aD/u38N+BcEQfhI7xL9QD+uXRTFU0EQ/q/AGT3F/X+tr5gH+K/yYt/07zJDMQ8/MSJaqrf4KDpw2vQ817PE6rOrc0pB4G6O2fMAvRlSHSsWO4/9rPm2RKTcG6sHQ0fNaTTJ75PSC8m+28OX+xkXCFHky0MEo0bNXywt8TUXlRwOVwABoxm3zogeFZ1mL94yli3RNLRoJ5psuqw47Ua66p4jwHOhMDZydvacZMluJV2p8JTM9z1BA1zeJjhtvO6E1E+QmUmY9Fq2Qi7ymQpPN2lMqMgXa7zZ8NHpilw9JCSvq8lMmZ0NLxcPvQ6A3WzgSaIKNICy3za1mnS82wnS7nRp9lul5WqDcqUha5I9wJtNH19Pn1EqlbzbDixUEZ7E3oaP8/7cXacr0mq3ZfO4gbnzo9cPKd5s+oa+k2+2/MMqq8WkY33Jyfld/EcZVeskZiavnlLsrXq4iqcX8u1UKgTebwX4Xbh3bG94Hdwm5C+Ae0E35yO+oXKt+UkoBKAD9VYbzRxP0clRAq1aiWN9iVarzfnDfFusNZ+Dh2iGWKbI/qqXswXuMwm9Vo0WBan+2EqhXGcj6OAunKFYrnN6EeXdlo9wtkiuLF2hzJdqvN30czzhL5yZQRjKMxT5GyHXsO3pcZpkiWjPNH521UmrURFyWYePN0gfqtVbHJ9H2Fn3ks6XJV/ra5LHBri+T6JWKfi4H+L0MjacTekRUD/pTJmTBUhcrfK65z67iGE299KcRjfQH/aCC2fcQ+/l2qwGrGY9Br0GtUqJIPSqw2qVAp1CQR2Rd/sh8sUq8VhBds2YRDJZ5P37paGdHsDmppfDBUcG0ukSHq8Fh81AdkY0sGJBsdKnvZewgEnIpYxJYZB0tb3updXuoNNrsKjVxB8zeL0WPF4rjXqLp7vUTJumqET2fKPe5nIklS+04sbhMlIu1ni8S9J9ZXTsnytEUfyHSNfE/v6M+/wd4O9I/P4H4O2iz/2TIqIAN7ksN32OsmHz4LYYCDdyRGrTC+2+zcfh0+KigYGgadVi56GU47nYI7omlYa3Fi/JbIWrx9m+bKt2GwePi/nkVZotfriN4DEbWTfYcTr0GBUqus0uhVKdWK5EJlUiI1GVTSSKiCKEUwXCIxcZu17DkseGzqim0m3xUMij7AhsO1y0lS065fZC2cFSUEoMsAsCbC250StUXN0kOD56eexmq0O3Kw6JlcdlJuixch/OTM3wKfsL36R36CjWQk4sZh33zxm+nYfZXvVIWiTNw/vdICeXEZRKJfVGi2/n4YVa66MQhGnXgkii0PMXlCCKHqd56D06C+lcGbVKicmg4fIugcmoZXPFzeVdnIM5caWzoJIRH5w/JHm77uM0kpypUDbpNASDtiEJBYYWS5IQGGubg/TxI4XPq0G+Xveex6DTzG1tj2J/yUep2iCZKxN0WYnMESE5THoe+v/OVWrSVck52PK7OJ0Qk1ktBuBlrTi7jmM2avmw7udQJsxisnpo1GuIzNi83IbTBDzS1U7tyGd9+ZDEoFNTlRDzeRzmmURUrVay5rdzdftynk168l7dJTDqNbzfDUzNMM4iy7PQanc5OA0T8FjRalS83QmQzVY4OVtsbd3d8HL5im7PAKVSndOzCHs7fvL5KkGvlcsRsYxKqcBuM2A269FrVaj6IQitVodarUmpVCNfqJHPVMhnxom5XqfGaTKg1Sh5eHhZ45RKgaWAHavNgEIpUC43iCcKsnGjJydhVlecPDxn8XktC3WdRpFMFPH5rNgsetnRjXmqeQH4uCtPQuF11fABrvqeyh/3l9DRcwFJRgsko/MLSoGAjdjDfN/UcDhLuD/qYTLpWV514fQsZif2h4YIP0d8/tRwm89x2zebX7N58JgNxJp5nmv53g3ai3lmjiJbqyOKIp9cAUqFDusWB2fRJD8skEkvADqUC13IPCYjIYsVVbe3sIvRNhaU/PA8n2xseJ083UqfcJVac8yEWhDAEbKyrDOSo07XJGLWaanUm+TLtVdd5Ed3jk6rgRWPnXiswN2lNBmc9GxLpksk0yWUCoG3W34arfYwnvLyLoHTZsDnsnA2cgHxOM0EvVbiqeJUqpJON9/gfhKjhNNm0g6rAgdnYVkSKYU3m35JgdLRRYSNZRe3E2Ta51qMiCYzZT6+CaEQBERR5PI+8aOj+kahnNHuObmL827Tz/FTXHJ8IOC00NHBSXz8ez6LJDFpNZQb0xfMj8v+qehQKW/CSXitprGqpEGjXvgYfbfq4+AqwrtVH8VqA61GhcOiJyt3sQUeEy+V92i6yOftIN8uFyf8322FJGMQ0/npbkOp0uDkPMrbDS+xYpnMhAPF9XOKoOeFPC+5bVwVZ2+0vI7paueK3z4WklCrt/i4G5TcyOi18ueQSqlgK+SaakkXy3WsZt3QBB96687xeZS9TR/xdJFcoYpCYDhjOQ8KQcBp781p91wweglJhXKNdrtLqVLH6TThcplIpkok5iSS1WuLez8PX4NCwG4zYrXoUSgEgh4req0Sq0FHtdqgUKhRLNVIJ0ukk/PP5UlsLLs4P+l3EzY83PbJfacjEn7OEh6t5gngdZtxuMxoNCrqjRbJVJFcrkq3K9JpdlAqBSw2g+zc+SzE4wUCARtdkygZBiDMOFcVArzbCsytwjaabRQKYaH0ulG83w2ST5WJFepoXmEj5XKaFiKio7BYDXRabbILjKf8zeAPKlb6k8VPmoiO4j6f475PSlesblasFppVkV87lhDEQb1Z6LWGRZGu2FfDiiKd7uCnS7vbpV3v4kgasCqhJXTxm8085PMzZ/wAvg8G+HovTVh9ZhNBswVFpyeWSUbK5CMvO2aLSc1TPM/eupvz+OxhNbtWxyI6QoNGzVufh8vLGNZ1FbV6c0j8BjCqldhsBswmHTp9T6gjKqDR7lBttChU6+RL1X7rucP+mg9aIte3CY7is+eMpCow0GtjD+yI/G4LXreFu+c0Kz4H9UYLk0HLxrKLcrXB7VNalsDdh9MolQrZPOdJTAqbjHrtWHvq4HwxMqoQBPISNlbQm/UsVxuysZPz4HNbMGjVdJW9wIKtDS+NZptqtUG+WJubMiOHeReD45sYH7YDHDxEx8Yndpc9PJTzlPLTZLPeavPdWpAvd+MER6VQECtMf2eLtPvcBsOYmEKnWWyJ8thMPPbn5AbnaSpfYdljo9HsUJFoEW+FXFw/jZ8Pl88prCbdQub2eyteDmWq6E+JPC6bUdK39/y2V0H8uBHg4HZ8vfDYTUMiatDO90+8C2enImbNOu3U7RKZEoIwPXIqJyhRKgR2Vz1TIRTD1+m0jBHRAS5u4piMWt7tBHiO5SgUXjYBSoWA027CZtX3CbBAo9miWKyTzJRIZcpTQpr9LR/fTp571dYRMY7dbiDgtaJSKsnlK4RjOcT+R7Cz4eVKohpqNGiw24wYjVq0GhWCINBpd6jWmhSLNbK5CtlMmWymjN9nJdMq0W53CIUcXDz/1SJxP+yHOPn2smrPtUcSIZkskZwgvDarAY/Pgl6vYW3NxeH566qho4hG84RCjt6aNVG5luOhKqWC3VUvxws+r1atnApekYPTbsRlMXJ8HObttp/wXRqbzYB/yU5shmZggLpMBVkKNruBpSUHZ0dPxDoiyzMspX7GHx5/NkR0FJ1Ol5uHPF6DkZPE61u3f+EK8duLZ5acVrK1GuVGE7tOw7LfjkanIt2ocp8bJ6Y2nY6b2MtuLGAxEzCboSUSSxZJhctkkZ7JDNms3D/1LqLxSIGg00IkL73LVSsVYwpDKSgFgU9Lfp4e0sNsZVGEQrGOTqumPqK0bbU6pFIlUjN2hGqFwIdNH2aNlt8fPslGFk5ikfmwWKpILFVErVKg12nQqpXcNNuyVkajKJUb7Kx5JP1GR6EQBN7vBKbU9Trt9OG/CBnd3/JzLKFkHyCRLk3ZMSVmVEPVKiU7614ajRbXjylsVgPxVAGNQU184n4agwqH1YDZoOsp/BUKxH7saqXSIFesSrZDF1EvH15F+bzzQiw/bQf5Eo0wa4QqVZwmWh9X/fwgMSM9ryL6cdnP0UTbWr2A0l6pUGDVakn3RQijHYmnZJ7tkJv7WGZq1tQoYZRdqTX5tCWf3T6A32kmEs7NtDAK+WyyARKVWpPjswhv1jykKzWShd5rv3lKD+2K6jMU8QMUyjX2N3yc3vWIV8Bt5Vwi2z6WKrK75uXifnwGNivx+hSCwP6Gf2Z60CxPy3KlwclFlF98WAERSuU6+VKNVKY07IosAp/bwkO/Sji5qc0VquRGFNUmg5ZQwI5Oq8agUvHx7RJdsUuj0aFcrpPPV6hWmlQXmBvdWncTixWo9WfMs7kK+3sBru8SYyKhRbGx5ubsaHw9ub6Os7Tk5Pn5dRW8QqFKpVLnzV6QQrpKKVUhFLDhcptpdTo8x/OSFU45hMNZVlacdLvimHuCVGtep1Wx6nOMuQvMQ+96M5+IvtsJcH+X4irZOw/U/ZGHfL5Kx6Rjac3F8738dU+lUvD8MH8MT6dXs73j4/oswsm3xfLp/6bR/eOJlf5o+LMjostmK81ch0y5hlMnb8gth1+5A3zt558/ZwrsBT1cJlKU603ORhZxm07Dis+ORq8i06gRNJqp11uILZFoskD6uURaRnE/iaDRRLIf2l2uNTHXtFj1WgoSSuHdgIeLc/nZp/chL8VUhePj8YWv0+mSzJT4uCfdopuF3TUv1/cpjHo1S347pXJ9rsJcIUBtQaGCQadme83Df/DlDr1Ozcayi1a7M9XeloJ2TsVMpVSwu+GVfM8aGdPzg/MwH/aCHEpciJVKBSmZZJtRHF1G2F7zcHWfxGkzSGbdBzxWPC4zd4/poUXT5oqbi74AyqNRYbcYxjxTm60O8XSJ+IxjS2fS4LDoMRm06DVqlAoBvVnL/q4fsSsiiiLdzkhXoN8N6HS6xLMlfr27TF1sj82DyuEpk2fL5+Q63rugGrXq4b9fA4tey1NiuuohF3gwik9rfr6OtNPFCXZ4FU7xbt3HyV186MygVAjchqWPr8ObKMteu+TrgV47Wy0qZorhoNdVmIfL+9785ueNIN9uw5RrjV5l+iY6Fbsph9H367Ya5G2GJsiFTqOa8pUU+m3X4znz0vMq7DqtinA0T65QYXfDR/ohRecVohCtRolaqRySo9vHFA67kayMeKtcbXBxE+fDXohqtcnxK8RFo3j3JsjFRZR2uzv2fGfnUVaWnRRLtZkin0nYbQbyiRJdic27yTxduZ6HYNCOIMLR4RNv9nthNbFofhiBKQiwErTjcJlotDs8RrJzj9PHxwyrqy6iYmkYCjLZvTAZNPjsFq7uXlfY0Uhs9kdhs+jxu6ycnIyvNbWRzXSpXKfT7bK25eH+Wvr5l5ed3M8QMSkUAvvvQjzfJzn+8rD4G/gZfyP4sxpGWLPYqWXaZPrK1Itkmi3XdC6zHD44vRxPzP2dR5J8XJpO4KjUm5w9JDg4j/B8l0WMt2ikGxxfx8i8Ig1EATxP5OjGMiWCOjNqifaNQmZzueV1sGd1cHkaIyYxPzWoYh5cRNhcWbwN8WE3yMVtgkazTaFU5z6codnusD0nrs2g1y5keP1m04dOp+bgPIIIuOwmLu4S3D6l2Vp1z32eu+eMrCG3TqNiY9ktm0o0S8V9eB7hw950Ktn+lo/4AhUdUexVmww6NYGR6EyNWsm7nQAbKy6iyQIHZ2GKI3N0o1X2ZLqERdOzoXoN6o0W0VSRq8cUJ3dxOhqBhKJGTmyQaFY4SCY4yiQ5yaY4y6e5KGa4Lue4qxV4aBb5h89PJJpV3q34+LQWwG2ZHXNrGmkF74W8FGoyFZkZrflNt3PoczqKeZZPeyEPXyeql1Iz2sd3cT5tvXyfO0se2dQmKSutsdfqcxKJzyeJt+H03I0S9Kp9h2dhdvxuvHYTxXIdr8O8cGXr4j6Bw2rA4zDNDFa4vIvjdb1E5Prd1qlz9MN2cC4Jhemo30lsrXqIJQvUGz1xpMdtZnN18XVne81LeMRTVxRhSSZ2c4CP+z0bobKM1dcsCIi99vlJeNg9sFjGxXiPTxlAYGVpsWuKSqXAadaTlyGulxcxvN5FRTIi798tkYwXhkIbqVQ4UYRwOMfRwTOXJ1GahQZrHjufdkPsrnvRy8zVPzykCbkswy7RWCSpRY/TbJQVkc6CVMTrAPtbfrrNLhcS4x+JiU1YtdrkOVFgc086Dcs8I5luZ8+P12Pm5OsDhdzi1+Y/Bv6YWfN/TPzZENENm4NSqkG+Or5461WLCVq2rA4eH7OSF7Gv91G+X5kZlUql1uTuPsN3fj9O4+KV2B2vm3Rhepd//Zzmg3c80tOi13I10YYO2i188np4ukrPXCiGnm4ilMv1hS6QH/dCHJ5H6IoiJoN2+NkU+9naH9+EZO8rFWM3CqfdyF7fqmi0wjCaAX39kOLqPsnakpO9Dek87nK1IUmsTUYtAZ+Ny3t5O55ZA/nQJ6O7L9+7WqVcuEoFkM5V2Fxxo1AoCPlsfNwLoVGrOL6McisxXrG34eNuIhryOZbDbzMt9H1NIuix4t208ZtYBKVSwV0qS65e5+Pq7Gx7UeyJ6Y7Ccb4+RUlWKoRcFr5bD7IX9ExVKc8iCcw6DU6TnpPnGUplmZ3Jrt/NwZ30qMMsY227Sd+bH5542K4oPYbw9TrC5+3e9znPSurqOcX++nS+9+etEGcL+kk2Wx3WQotvhK8fUpSzNRx6PRv+6YheOXRFWPE5CDqtM61oRCDgetkUWSby1j/thhZODorPsMV7txPgeEI9H40XuHlI8W4ngN06O1L0w15w6N85ilxBWnQG8G43yGG/C3T3lMLllI7olIJGo2RvO8DR8fPY7/USa1guVyERL7C/O/scgl4Yxf2t/Lx/tyvids8nok6niY11L0eHT2MzvfM0C4PneHrKcHTwxPVZjE6pxYbPwafdENtrnrF15e42xYrHjkatRBB654fLbsSgVvMcXTxhcBQa9TQRNRt1vN30c3YWpSQxZ+y0GykWp3/faLS5e86w83b6WlyQqJQvrznZ2HBzdRImHvlxr/9n/M3gz6I1v213kopVJSMLj2JxluxWnvPyC2fAaKKUrM1Mmfl2H+Xdso9jiQhDeGkRH93EMGjV/HItyNdIlPacFpYReaJ8eB3ll3tBftdX0m95XRylev+2G3RsOhycXkRJd/IznwPGPd3i6dkteqVC4M2mf8zOyGTUjlVBuqLIwVmYvQ0vz7HcVPSnXqaipBAE3u8GubyLcy6xeEjtoO/7c1TLfjsWk46zm3F19+Ri57AaMOg1c3fwi1RsDy8iw3nPN5u+mbOrapUSu9WAxaRDr1P3qnmiiEJQEI7nCU9kho9CIQiyCuPbxzS7mz4uw6mFhFmCAO/3Q3xLx2hkercfiCOqzRbfnqN8WvNzFUlTlTnmUxNirOdckedcr9KuUynZ93vRqVTEckWi+RLvlnx0Rfj6IP/5SH3cGqVipsWPnI2MIIDfah5ziBhglmvF16sIn7cDXCwQHZoqVFCP+Ji+WfVy9ErrM+0MVTqA2ajFbjFgNmh7fpNAu95Gq1LzbtlLp9NF0Y8cFQSh/9+Rz6UvQNIqlGRLlbFgCClcPSZf5sRHbvhpLzScJ18E1VpL0hg94LUOTcqlcHwZxaBX8/FNiOOLyNR3tRpyci6TLf4UyeL3Wqey3rfXvZyPWBiJCASCdtILJAjZrHpsZj3nEsRXLTO602i2OTuP8uHdEkcnz5Kf9/5ugOMFoikvL2PY7QZyMpW6N2+CPN6nuJWY4Zdq989Dp9Mds45Sq5VsLTkxWXSUak0eH1JsbHiodTr43VY6zfZUqMZroJpYz3c3fCRieU5niJ08ThP5uHTXqdXqcHmXZO9DiPPD3rloNGh5HtnYu70W3C4TF8fPP8mc+Z9V8z9B7DrcxMIl2QsqgNtolCWiNo0ObVlBtDJ70eqKIjfRNGsuey+ucwKqETJUbbT4dhEh6LJgsuo4jUsvzHqNiuvH2Qr5g4sIH7Z8HEbjlAt1tGol7/0+bq7jHMUWvyhOKrgPLyJsLLm4najAGXRqQj77WMwe9DwNpXB+m8DrMuOwGsfiKaUuwMsBO4IgzFalz1g5Bo/v91hw202c3sR7aRzP6aGRvNdl7rWnZpC+AWb5Zo7i8CLCpzchiqUaG8su9Do1apUSUewR/EqtSaFYI1+qkcyUplT+H/fkK8cD7G/PFkBd3MR5txfg6DY2c3F12Y2Y/UZ+Ex8nhN2Jy+W3pxgBmxmv0sR9cvp4fkzlCLmthHPT50293eEk+lJp9jtMmA1aDh9nixikcsc/LAf4cj3rOJZ+s5/X5W2W5pF1AQUumxGbSY9apaRabxLPFMlPtMIT2RLfbYf4ehnG77QQfp4tTpqEVqOkUm+wseTCqNeg7AvL6vUW5UqdbK5CJV+nkh9/3iW/nfPzGEGfjUq7LSt4moRZr8FtMhL02ynW6tyF01OfXqXWHG6sBhufT7uvI6EDuBymMSKqUStRCMJccUq11uLgLMxSwD7mG2w26qhUGjPN3b0u8xgRXQrYCYezU/OnUvZZkwgF7DRqzX7LfRrzmplHx8/s7fq5fUiNeWYG/TbuF/QwbbU6LC07p4ioyaRlecnJ2YxZV6nW/GvRanW4G4kM1WhUqBpd1v028o3eugYC+UJ1YZHqKJR9Imo0aFgPuTiZkYQ1gE49e/PW6XQ5u4rz9tMyp9+eWFqyc3lcxWTSsb7p5vzomfSPrOD+jD8OftJEdN/p4fmpQG1OgsNRJIbHZCRZHl/QdSolAYzc5hYTV9RbbUrVBm6zgVRpfOEQJDYx0XQR0kU+rvmI18rES+OL4xu3h+M5/qSiCHcPaT5v+NFUoNpST7WQFkFtYmBdFHuq9oFCF8BuNWCWaP/DbFFQIl1Co1byfifAUZ/Ajs5t6rRqdte9HF2Embd2VhdQCseSRWLJIm6HiYDHytltnM2Vnt1TpdogO6OFN4pF0kyWA3YcVgOiKGIy6ri8S7zalqk953nUElGeUjg+j/JxP8Q3GUX3u90AZ8UMz8npzU1Hol0dzZdQKRR8tx7k631kimT5LWZJIjoKhSAQstv498/vcJmMrLnt3KekLwKT1a9lp41DmZb8AFLtxw2/k6Nr+fvN2mB83g7y5SrM+zXfVIqR02bAazej06hpNNskcyXOHhMEnBZUXYFKrYlCKWAz6TAZdRh0mh75UigQEWl1utQbLcq1BoVynVqjhdGoo1tvL3QBHsBi0BIRIRLL47QbCflsC22sfG4rN4+pITl02Y2E/HZKtTq3I6Q0kyujEATiiQIfd4Mcnrx+PYHeeT2K3Q3fmMXSPAzave93AzxGsvjdVi5vZydbjYqrXA4TlXJ9KLAZRTiWZylgIzIxfz/AzqaX5+fs1Lo4ikWI1/lFjFDIQa3eJJ0pYzBoEBudV5m5X1/FMZm0lMu9zsDmppdsusTZnGNmUdu6RWC16FledtJstXm4T9PodumqBO4HXSUB7GY9VosevV6LRqNEUAh02l3qzTblSp1coTbl9KBUKthe85BNVxY+B5oLXAO6XZHj8wjvv1tB2ezw/uMSd5fxn7wQSUT42dD+p4R3Ti/3j7mFlKltUWTFZhsjokpgX+fi5Ol1kX6ZUpVVt52yujlGgGctCaf3cbRqFb9cD3IQi9HsLyCNivQJpxAEfA4zLrMBjaCkUW1hq6kolGtjliWvgdRiHUsWewbv52GCXiuNRnusqjmKWUPn0JuHO7qM8n43yPlNbNiS2d3wkslVFjZll/PnlEIqWyaVLWPvCzXa7Q6RBS7YAzRkCKXdYmAl5CCTq/AUzfEUzfGp/zl5XWaCBu1Civ4B5pHM/U3fwk4Gh6dhPr0NjVUDLSYd/jUbv4vJVyTlzpN2t8sPjxH2Qx6imeLYjHU0O/t1O4x6vGYzP9z2vttksYJGWePTSoBvEuliowRRQa+dPO9iP1npMuk1VMqNme33tgwRfb/u51s/sWmyQgyQKVSnhIY2o47tJQ934TRmq45ipU66XCMtE9U5iqDbyul1FLvFgFqtoNWaTxxWgo6x1nQmV8FYb7G14p7bPTEax0VtmVxlGLvptBlYCtgp1ZvcPaf4+GaJbrO78EyoFEa/u/3twKtIqFqtJOC1YjPrEUV4vxPo2Z69CdLt9ozwE6ni1LoVT5VYXXKSzpbRqpREZ+SGu1xmSSL6fj/E6Wl4bkWxIeODPIlwOIvVqmd91Y1OpeRywfSnAWq1Fu8/LHNxHmFnx8/J0WIt5R/Tmh+F12vF67VQKtV5fEwPnQbevg9xeBVld3tkRlqEfLEmm8Q0gMmgwWY1YDRo0Wp7VnOpeInZAyPjSM8xl1cqBQIBOzaLHlEUMRi1VIs1VjbcFHJVErE87QVy7v9U8bN9008EH1w+ru+nfQFn4TgWx6rTUaj3LrS/cAT5dvPjIhMfUjneLnk5jSWGFb6WOPvAb7TafLuM4LGbcHqNxItlrp9T6DQqgk4LVr0OoQOlYo1ErEDmLk+G/PD+ayEnD+EMn/ZCHFyEX9Ui1GlUsu2yw/Mw379d5uI2MVMJO0/YM8DRRYSVoAOjXsPbLT8nM1S8UkjnKq8yqVcIsBp08O08QqXaQKtVE/LZMBq0NJtt4qmCbIV09CKnUSvZXvPSare5vk9ycDZOSAY2Mol0iZRQ5tNeiJPrKK0F/DnTucqUDdMABp2au/Dr7I4OT8J82A/2LhYbXh5bRQ5iszdUtdbsi+ppNInDqGcv6OE80quIR3NF1nzSoyh7fjfJfJmLyHj1vNnp8u0xyndrQQ4fY2OkcJQ8flpd7PybJJXrbgcnd7PbnlI2QVshFxdPyeF5c/Wclo29HHu+gJOT+xjZXOVV55xCENCrVbTaXZLZMp93gwu1vw2a6bZkpdbk6SHNu+0AxzMqwZO2VaPI5qtDUaDdasCm01Ko19hZ9ZAv1cnkyq9uvRb7Mb0+l5n7GSRZq1ER8FqxmHSIIuTzFaKJPE9PGZ6A9WUX4Uh2epMtgNthxmk3otOqaXe6FEo1HHYjKoWC2/vZxDycyI8/nADv34QW7iiVX5E6Z7Xo8dpNhJ/SeFxmlCoFKqUCZf9HoezN+fZ+FAjCyKyvADqNkvfvljg+Wnxt/zGt8tVVFxaLnlSqRCyWn1Kn22wGbvrjWhdXcUJLjjH3gnmoVJtU+nqBd3tBUpky533XErNZh89jxWBQ0251yeUrxBKFsfdrMemGfsDQ+858PhtOuwGFQqBYqBGL5gk/pAkDe7sBTi8T0O5Q7gucFAoB/5IDm92ISq2k1WiTTZdITTzXz/jTwU+OiH5y+7m4Tc0VAU2i3u7wPuDjd88R/jF3iC+Xf7XYxJPnBN+tB/nhMdJ//MVaMel8BYdRz/dOH9e5BIlEiXCqd1LJwWbW8xDOIIrw7SzM7oaXSCJPacEcZ71e3lQ44LUSTRTQaVWzLVle8XEb9Rra7Q4qlRKrWU+htFirHHotF6/LJOm7OQmXrRcJODCq3151c/WQmkqPcjlM+JxmVColpXKNp1ieVrtDpa+4N+jV3I54eU5CEHo58sPXKIp8Ow8T9NpQqxQ8RLKS9xuF32ORJKI7616+/YgIz1SqyF/8xTr/3+v7hW4vJeSbRLZSI1ep8f1GkIP7Hol0GQ1jRFQhCHxeCfD1brqVP4ov9xF2/G4ShdKwytru9jZrLrOBy+fF/AibI+fV5/UABzPmaAeYvEAHXBYS2RLNkapws91hb8XP0Y38433eeplD3Qg4uYssvmH4sBUY86G9jqQxGrVUZpyz68suLm+kNxTtdpez8wif3i7x7UL6eFn0PFsJOPjN725RKJTDVqpCIeCyGrFbDej1GpRKBc1Wh0qtTjZflbSSiqWKaNRKtFo11X4VS6dVE/RaMZt0dDovZONBJoTDqNdQqtTJFapjY0IAiJDKlEhNzFz7XGbazQ4f9oJ0REhnS8QlLOtS2TIbqy7uH9LodCpWQ85XjTXlFvAL9XmtOC0Gzs8iOIw6XE4zR0evH3XY3w9RrzcRxS67u36UKgUP9+mZx8sim3WVSsHGhgeNWsVzODsmVJKCf9k+ZndnM+kJ8/p5y6WgnYvbOBq1CoVCoNsVKZXqUyp5rVZFwGfDbNYhiiIaQUnT3UStUlAu14lFc8TDWeJh6TW2XW9SKtZ4+36J0689g/puVyQWyROL5MefS6/B67NhtuhQKAVqlSbpZJF8drEZ7L8J/Jw1/xOAQaXm/Da1UJa7FC4SKf7CG+LLX0N2N8CXuwjf98loZU7Fye8wE7JYiD5nydwXSDaz7Kx7icfnzwYuB+wcXbxcZC5uE7gdJhw24zDWcBZ0GjUwfZGyGHW0Wj2j+5DXhlGvkTU/7nTmtzrUamWvzXweGZJCnUbFx70Q9+HMwhdKq1k/l4jub/p4iuW4GanESNmtAKSzZdLZl122Sqng3XYApVLgYIF2os9lkcxzjiTyKJUKPr0JcXgRmdnqk5qxtZn1XMyp7o1BgK0ND6JWQb3V5t+/feDDmp/D+/lV56Kct+cEROD3DxE2vQ4qtSaPqfxQie00GXAbDXy5XayTcBlL4bYYWfc4uEtmh9XjgMXCSW6x913vj78su22cLfhZtUeOVZtRT6fTpSixyWrOGOvZX/VxOEJ6rWZ5n8JJ+JzmqXSjUrXBp+3gTJKikho0H4XYE8h8ehfi8DI6NT8bTRZQCMycwx5Vx+9vezntk45uVxxr5U/CqFfjsJswG7VoNCpEUaTebOFxmClW6lh2/GSyFeKpIncPsyuVo1hddnHanyu324wk5uSme11mDk+e8butHJ2Njqf07Np0OjXVWpNIPE+l2sRk1uGwGzHqNVzKqPEl369RQ2VGCpOjP7t7dhIh2Y+fTMaLc9PDpLC27ubsNMy7D8s0mx0uLnrfiVIpsL3tQ6NV8/yUHotLBfm0NJNJy8qKi25X5OEhxeWCwqntHd+U5/L5ZRSvx7xQYWD4/EYt9WabZqtDs9VhY8XFvUz1utFoc9/fpKhVCpZ8dlqlBjG5UIYRBIN27i57G7fT42dWNz083MhvcBv1Nk8SRNwbtOP22+a/sZ/xB8NPioiqOwo2sdIVRESRfk58t5cU0+35Bw6y4wc58t1ul07/dk2xiVmpYF0wYzRo0evVKFQKOojUu20KjTqpSpXagtVNgIOHKPtBDxGJeTqDVs1OwE093+DuLkW2n570aSfEwVmYw/OX9J1ZkGrBpLJl1EUF73eDHM2ZL5SKslQpFXhc5iGRCyfybK16eAhnJEU8jTkzN0GvFYVCMSR2uf4sUb3Z5uA8PCSkd8/puUbd+hmWN2qVUtZGKbzA4gX9z1PoEfpFZu/cDpMkEYVeVeLbWZjVoINmq0M0KS3ukao2r4QcC0WZ6nUqNrd9xItlTuO917q55aFdFjl6jPNpPcC3GaIfnUZF+RXHNMBNMotRo2bL48Jm1qFWKolmilxGX2dqnSpWKFRqfFoNkCyWeb/k4+R+cULQaLbRaVSILZHmAmMQ8NLO16qVOCx67mLSm7Wr5zRmo3aqs7Dmc3AXTo8RvVhmMQsbQej5/U5mhAOc3sVxu0ykJOYat1Y93NwuViU+Og7zZsfP1XNqrILYbHUIeqySXreCAB93FhsPkEK11qJaG6+MfXwTopCvTjlsLIp3e0GORzaCZqOWxBwO67QbSaZKOB1Gnke8IUvlxlg1WRAg6LVhMGpZW3JyN6eNPwmrxSBJRM0mHesrLi5OI5wkXr5jr9dCItb73Dc2PNwumECkUAi9eUYR0hNrR6cjctUnz4IA6+tuTCYd0WiOdLo8NgfpcpkIBOxUKg0eHtKcvkIcB73KZLo8XQHudkV8LsviRFTouRGMbsQs1sU2cW+2/ByfhFkNOYdV1Flw2AwMnkUUe2NBCqXiVbOz228CJKN5UgsEVPxN4Wf7pj9xlGsNnEYDx8/xV82HjuLsPs6618nRbVS2tejSa3FYDRgNGjQaFYJKoCV2Kbea5BsNMpUK7f6dO12Rh2QOl9VIU9GgK4psB9wYBRU313HOEuPVV4fVwFl/brIrisSTRVw2o2xkpkqpGPpoTqLV7nJ0HuH9boDL+6Ss+EZKaLS/5Z8iQdcPyZ4ZtcSFpT5jlm7gC9oYyWHO5MpDSyV4HSGVqyoEvVYEQZAlb5l8hbWQg3uZNs4Ay4EXe6qnWJbtVQ9XD/IXDjkvy1E8RLJo1Mp+CEB4apIhHMuhEIQhufE4zTNTcAC8HjOegJWLcGqY/w6wu+rhqH/F7opiL3BhIyhbqbQYdJTr8+1sJlFptoiXS7xf8pEt1djwOXuJKxNvTmTguiUOXxPioM3UixRttjtseZ2UCw02/M7eBrEr0u50+z8d2p0urU6HVv930PM93Qt6OJwxGzmJdrs37r8ZdHP6IE96O90u6wEXh9cvn5vHbqJQqk05I8SyJZa9Np4n5g4n8XFLOhoWehVYt88qSUTFBUn2AOeXMTbW3ERzpTEfVofVOEVElQqB/U0/hxNWQLePqel2+IL4+CY0VNvvbHrnqt0nEfBaub4bv49OJvVngO11z1DINc8ZQxR7M7PZdAmjRkMhW2E55MDuNPYq/Y/SG+4BJoVfOp2anU0vtxdxjr9N+4N6vVaSfSI6732MYn8/xEm/Sh6LFnB7LaQkxgxEkTGbpeVlJ26PGVFQkEgWCYezY7OVr8XOm4DsiND5ZQy7RT8sLszCh/0QBxMCuPwCnbC3u4GhWOohnOHjhyWOJD7nAUwmLTen42tC5DnL+49LHH+ZnyFvNGtZWXNzdvjjNmY/468XPykiCvDtNsqGz0m+Xiddet1sh1IhUKo0OLyN8mkrKGuDU641ZsbEaQQBr8WAzaxDr9Og0ijRaJWsrpl4fsjycCq/KC957BxlX563WK6ztuQkX6pJVj7Xl1xzK6ZHF1GW/Xaa7Y6kQnuSiH7cC8mq2I8vo3x6ExrOXQ4gFYdoMmhZDTokK7JdEbx241QlcUhItWpZQtqUINQfdoNc3CVkyfYANrMBmE1E9dqXFn6j2eEhkplZmV5Uyd9sdTg4D7O54qZYro/5idYabZZ8Np77qn6vy0xSKrNegK1NL6JG4PwpwfPN+MVFEKAsTH8GP9xF+H4zxJeb6e/VqNPA4roLFAp4E/TSQeQ8lsSZL1FrNrmT8Bt9Db7TBql1W9yk5sxaCiCoQKlQEPBY6IgiQZ8VnVqFTq1CqVCiVAgo6BH7Tp/A1ptt6o0WlXqTbb+bL1fzR3BG7cJMeg0ahZJUSfqC7rabZhJRj900l5Cd3MZYW3Lw+PxyjO6ue7m6fh2RA7i9TxHw29Br1KRyvdesUo9XU9RqJdtLbk7Ops/ReqPN3paP8wWToqAv+NkZt3zK5arotPKCyEmoVT0Bz+TtVUp5Zw6lUkF1JDTjKZzBbjPIznF63RYa1SYWnZarmwRWs57n5yzP/c9dq1WxvulDp1ORTJeITVTEBhGvKpWCNzsBwvdpjr/KE6PayGu7uoxhtRoozHE4MZt1PExUav0+qyQRnUShUKXTFSkWq4SWXaz1Z2F/DJaWHBzJePJCz2t0JeggV5xdZd1c90g6JzxGsr1AFJl5V7/Xyv1EN+DkKtYTSj1Lr+Xrax5Of3iY+v3VZRyn20xmhvJ+ey9AMp7/0ySh4j+a9k0/yRrwbTxDp9VlN7B4djGARa8bVnO+XUf4vDM7tlMOXVEkU6hwG85wchPj4CyMmG3TLLRmpnl4Zapg988Z9rekM3QNutlRmQM8xXKUynXebE7HEipGMut3N3xzW/nfzsJj0ZYApQmyuL7UM3afpYq3WuSjTuuNFgfnYZqtDh/3QmNxg6OtUrNRy/5WrxU/j4QCJDKzW0jba56p2M9mq8NDOMOORK69VqMaksdFcfOYolSpT32GDlsvs33Jb58SRun1at69C+JatnIaS3L2mJCs2L/d9HOXkSaEP9yG+W5z2jxfajRDCnajnu/XgzgtRo6jCc6iSVQKBTfJdO8Y+iusj9s+J18fInQXXHFEei12k1ZLtdPkOVPgOp7h+DnBwWOUL/cRfn8f5stDhIPnGKfRJLfpLJFSqZdJroDtJTeft0O83/ATcFokX/9NOI3dbEClVBB0WonMiK5M5mcfW3aTYa7HrCiCUj9eMVvUJkgK0ViebqPDsr+Xwz7qBKHXqVn3O4aqZSko50SdjkIhwNst/1S6VCpTYndjet2Rw5vtgGRk5CzV/9udAJGR0RsR+ex5t9NEt9khl6ui1aio1Zosr7nGbtNotLm6iHF08Ew8nMdtM/LuTZC9HT9GoxalUsH+XgCn2cDJtyfZvHjoVUAfRlrx7XaX1VWX7O0HWF11UZ4Q7yxyLNjtRgxGLZFIDrvdxPlphIe7FCvLTvb3g6hUr/hOFQJoFXN1F1fXCcwTVeJROOwGkpmSZDu92xVZXpGOutVolKgQpmy62u0uXaWAWiIiVKEQiD9JE9R6vYXTZ5X8m9Gk5c37EFdnkT8pgdIoRHr2TX+Inz9l/CSJKEC+UuM6kuL79fmpNQOYJ0jd16sIn3cWv78c3i/7ODwNz82v9trNskrHw/MI77an84tjMjOHUqjUmpzdxPm4FxrL6B78O+iz8hTJLJRRfHwZYbef727Ua4bVWoUg8PFNiIdIhlR2ditIJ2FFMwkpQjqo7myuuNFqVJy+omITTRbwy+Q3CwI0ZMySm61OL8d4fTzTPuSz/agEk1q9xeFFhN117zBbe3ChNRq1w+6212vh7ccQbaOCL/dRojNmEVVKBbH67AX0h9swnzfGCfA8D9htv4sPq36KrQa/f4yQHOk0rLsd1NsdrpMZPq3Mz9eWfN0KBbVGG1GEi3iKreD8izSAVqXkKpLiOpbh3epiRMek0xBNFbiMpkjmy3y9DnN0FyOaLWLQqtlacvF5O8iHDT8htxURkVW/g/0VH1dPs+cIn1MF/C7pY+vjVpDrGeMdo7h+Sg09Gt9s+saqoz8G+UKVXKrEzppnWIU3G7X4HWau58wq3j+m5x4f0Dv29jZ8khnwAMfnEVaXpMnGKHY3fRzKxKQ2ZYJJLCadpABKambYaTei6ArDgoBS2Vv7Ts+j+PzSBAUgnS5zchTm4jRKrdTApFVzfhgmlZhfnVxddU0Jh6KRHLMmepaXnZweT38O93epYTVWCg6nCY1WRaw/BmAyv5DDp4c0Z8dhLEYtH94vYbXKFwIG2H8f4mHOKBP01rPNFenCj1Ip9CrAM1r3ChlyvLvuJSKTghSO5dl7O3193t72kZlRNb48j7I9kUe/vRdAo1H9aVZBf8ZPl4gCdLvw5TrM+yUfhjmZzgAGzXR18etVmM/bP64yCuC3m3m+77UaUzOqoUte21ChKofr+yRB78ti6fdY5lb4piDCwVmY9SUXtn5FUhCEoUJ+nm/iAF0RHp4zrAQdmPvVSqfNyMaKi4Oz+WbQMLvCMYlRQrq74eWX71e4f05PZVkvAp8MEd3f8vM4I/qt1e5w95QaEnDoxQ7+VXBxl6DV7vB220+mUGFzxc3FXZztLS8bb3yEqyW+3kSoLGCv9HbLT7Qw/3j4chfh00ZgeCFUSlwEjBo1n9eDLLmtXCbTHDzHJEdDLLqX9/+QyWFcYHMxiU/Lfp6zLxsqhXqxZWcv5BnaTqXKlbG0LjlsB9xkSzWKtQYhn23sb9VGi+twmq/XEQ7vYoTTBXQaNfq+o8EiimefBBF12YzcLEhCB8jXGyiViik7mx+Laq3F/V2SkNfGst+OzaDjQSa6chSVWpONOdU7jVrJ5oqLsxnrV7cr0ml3Z36GdpuB6IzRhtHW+yjWll2Sbd27pxQazQuJtlkNaBQKkiPjQIN1qtPpYrMbZZ97FAoBjr49sfdmsY2XFJFPp0psb0t3uQShd6xJLY+tVofVVWnC5+r7kyZGyPFkljv0RiWODp6oluq83Q+ytOSQfDyH08TlK47b27uUZHfl7V6QOxl7rgEiEt/7u73g3LSlo/MwKxPHZ6c+vzOWzpTR6lQYTVr2+1XQ3Izr858Suv32/F/3z58yfnIzolI4fogTdFpxmCCcka8galXSb/frdYSPWwEOXiGIANCoFBg6SjJ9y6NosoDDbiArMRtkMegIi/mZj1dvthG7vZZard7C67QQW2BHLoXrhxR2q4GN5d5JPKqQXxT1ZptiqcZywIHDauA5npvy6Jx5/wWi2iaxErSTSJUw6NXsrHvpiiJXd8mFqrgDSKV/qFVKkgssRK12l5uHFHsbXs5vEwvFgM6CQhAQgHS2wmrIgUKnIC80OYm9jrjotWpu8otXzr7eRfm4GuD4YfyYXnHZe76HsSRfHucra3PVl88yW6nx/WpwTDg1D0sOKwdP4wTmLJpky+fgLj77/Yy2uWO5Et+tBfk6wwR/K+AaM8k/eojxbtXL6YP8/GWt2aLeaHF0E8VtMxHyWDl/kI9xzUkoi90WI5eZ122YUtkyf/mLDVLRArvr3p7RuSCMGZ0PhGEvYjkREEAUGWjDxP6/xb5LiK4rYHaYic5JpxmFWmZdhN5Yx7LPLutvOopwNMeHt9NiFeiRL5fdxPWMeXcpe7elgJ0TmQpqo9lmb8PHxXUcq1mPUaMmOuGc0RoRUJ5fxthYd4+JfqSwturm9irO81MGm80wsy0PEJGrKMosWfv7Iclq6AAaCas3j9dCpyuSnnBj6EqENwzQbneHz7Ox4UGjU3N5GRuSc7ffQupm8W5TqVznw7vQmOXdmx2/5Pc9iUyuQihgI9pPugr6bdws0OnqilDvdtBoVDSbbQJBO3cL2FEpFAKf/mKDu/MYpz9XQf/k8WdBRAEimQJ6jYoPy34On6R37mqFfEXl8CbK+w0/R7eLJwG9C/g4nhABhDy2KSK6FnBwtuAJH00W2N/yc3oTkx3uloNOo8Js0mHUa9FpVWjUSpRKAbulF6P3ce+lzfFSrRT7CtP+uimKiPTssAZ/s1n05Iu1V+UngzQhlIPHacZlM3J22/ucRm2pXDYjSwE7z/H8mB+oHB4iGexWw1hSy/6Wf+GY0Xany/VDijebPuL9mUGFIGA0aDDqe7ZfWrUKtVqJUqFAEHqf51A002hTq7eo1JqUqw1K1QalWgOn30wuX6elFPmwF6LdbHMfySxUpd7d8PLb8OssWQ4eorxf8YEAH1f8lFtNrhMZHnKLiY6MWg13E8Kig+cYIYeVcHaxkRG9Wi3pcKHVz66s+mxmLiPjhOEmnsGk00ia86uVCmq11tTFP1ooYdRpZlacC/3551S+TCpfxmzQ8mbVx20kTWEiXec+lsU94nLxYSvAsUy7euz1qZSsBhyY9RrK1QYP4Sy5bAW9Ws3lbfzV55YU3E4TiD3BUixRZG3JgdlqmHK0mMTDc1oyzcxo0OB1mGeSx0mcX8bweSxTBvMf3ixxcDqbEOSLNVQqxVibW6dRz/RFVWtUmE1aLAYt4cj0cT2ZJd9BZGiMKwND34+4XKr//9n701Db9rTtD/qN2fd936y+b/euU1XvmxaDqFFDYhQxguaDQlQCJmAQoiBCyIcgxIigMShIsIkRfSGQiB+MQWPyPnWavVfft7Pv+74ZfphzrT2bMeac67ypp86ppy5qUfvMNddsxxj/63/f93VdbO/4ZxLRcNhB9EW68nx/l8TtMpMZsT4yGrVE5lSqkxNk2ue30Wp1KUh0hxZdIx6HYiCny0Qw5KCPuFA4xCQi0QIqpYJur4/fa+XxA1HHLreZeLyITqeCbn/hYz6RKnO8H+Lsywsum4HJLZHJpMUfdKA3qGk2OiQTRTKpMn6/jXqzy+Fvlnm4SVL/4Hr6p8BfDO3/DNBodzl9SvDbjRBfXmJTA9iKGRcfETh/TrK/6uNiAZ/D36wEODtfjBhoZlQcpHBxl+C7gzCPr1kCHisGvQatRolKqXxv6fT6fVpvKuF6m0qtOVAN56tk+EbWPu2GyJfqZApVYj/DK+3zXoh4usTdcwaTUcv+hp9YujSmCJdDplCdG9ep06jY2fBxcZsYe8zRGddssUa2WEOA9+rRzVNa9nFFEZb89nciatBrPnTB9DjN+D0WFILAxrKbVif5jVDOSp+SgwAHByG+3sc42A7wmC6QGs7BKhUK1lfcWPQ6iqUaT4n81CJpMeo4T88nA3ajHqfZgEk3SMbp9UW6/R56g4Zeq01sATXuKFZdds5j45f9bq+P2aCdZ0wAwHfLQX58lj5HzmMpNrx2nlLSpDjksJKacBUoNZqyVdHjlYCkSj5Xqc9MZFIqBKLp4thtlXqLn26jaNUqPm0FSWZLJEc2QGGfbZCQZjHwJHNcqVVKlv12zIZBmtJLPM/9BKFLxYvkczW8HgsGnUb2sRaB22WGbp9MrordMWhBv0TyEMljNGjY3fGRLdaISgjvKrUWW2sebkfmSc0mHQ6z/sOvqd3pYTboSFF+P4zXllycLeCXC4P40bcRp70tP1c3swsD1VoTl9Ukm9xUnhh9eH7Jsb8X5HJGSzg1QgRvrhMcHIU5l6lg2u1GWSLa74sEgvYxIrq+7uFsToUum6kQCNmJxwoEgnbq9RbFovSmPv/BdnMuVyUQtCMoBcw6DXa7EZNRi3pYhW21u1RrLXKF6pSACCBfqHF4EOL2KYWgmBYZzUKjPbjv5ornwz6nZ1dRdnYDPN8kWVp1YbUa6PX65LIVUokSdxLHiQhUSg1Ov0YwGDUcfrfCy0Oa8gKJWX/BXy/+rIjoG368j7IddJGq1CjUvp3A4py5xn5f5DaSZmfJw/Wr/MK/7LJxdyvdqpr08NtaHr/Az4JCMSA+Oq0apUKBTquWNUhfBG82TPsbPhSCMObruQg+7Qb5chl9b+9Xay2+XEVRCAK76z56/f5Ma6l5cZ0HW36S6TJfJVpvUgp5kcHMJQxSiVbDThKZMkkJs/nRsYDtVc+UHdUotBolq2E3Oo2SVLZCIlMmnauwFnbyGMlxtB3g+in1s/wWAY4OQ/w09KqcFLT1+n3uYt8WUZtVz7LXjiBCJFmkUK6ztuLiD5EYSoWA12bCatSjV6tBGHhTlupNMuUa+XqDfH18wTrc9POH1+ggtUcB360GyZSqvC5Q0dSppS8Pl/E0R2EfZxH5DZvTpOc6MbsFapBR4SoVAk8p6cX9LJLAYzORLn5bgENOKycP8tWdL49xtkIu7qLTZGXJbZNNJ2t1uny9HXzuB2v+QSUzmacytHbzOyxcDSv4Y8Sz3uYlluNhxhiLx2Em/zr4DlLpMgoBPh2EOb+OySbmyD6Wy0y/03/vFjRa41XAWr3N6dCjcWPZhd6o5fopRWfkeNaNzNjbrXoMWg2vC6S2SeH+Kc3h7qCjMYjwbC0URwkDApzJVdGolZJ+qzC4Tm6veel3+tw9pDjaD0veTxCQtFBK5ypTldc3+P22qTjJu5sEHo+FtMRGrjqn6/PylHl/rmDIzvmCgQIupwmFIFCuNCnPeI5yuYHBoJGdrx2F3W7A5bNwehFFq1Wh0CqJzBAqmY1aSaLa74rsbQd4eMlgNukGnsC9/mBOWOzT70uvtc+RHJ/2w5ydvWIwaNDrNei0arTaQXdJpVKiUA5GVBChD/SHnsKdTher00jiQeD1abHN0ajhf73W5vTLKxqtioPfLBN/zZH/e/Bd/WPiLxXRPyPcxLI4zQY2fU7ukoNFrdeZfzHs9Po8p/JshFzcSyxcBq0asdaTtRLKFWv4PRYSQz/P3hzyolIq2Fh2o1EreYrmuH1KYzJqQRQJ+eyyiT7zMOoF2uuLRBJFPu0GF4q0hIFv55tx/KSIpS+K7wtwwGPF4zRx85SW3B3bLNNxnWG/Ha1GNRUnN4p5bf1ipfH+/jZXBur6m6f0++L68JrFZNCgUau4vJ9+npDXhsthot5s8xTNcf0wTaqMhgFROr0Z+LS2Ot0Pi8eOj0L8OGKY3p1zPBRrTYqPg9crCINIxq4G3DYTuUqNWKFCrLDYa/i8HuD7xICg/W45xPfPUX4YzoVu+VwYNWouYinZcIhUWf55UpUqWpWSlszGJmizcjqDqAKcxZIsu21EMsWx23eCHi5fpDd67W4fn8P8TkQFAfRqlaTQ6g0iUG63JM3b7SYDL3PKu72+yPnwO9lecqMQBH63F6ZYaPB5O0St0eJ1DvGchN9ppvj6bTPQF+HreYSlkINut098Qcswj8tMr9MjN7SjUSiEYfiE9GL2Jioxm7SsrftI5qsk0iVeY3kUCgGHzYBKUCz8/HJ4fMlis+oJ+uzvEZ6LQD90NtnbCox5lcJgxjTksxGJ5Lm++nZOX17HCfitxBPjmyurRU8pP01EM5kKxwchTiUqkx6XaYqItlpdjEbNVNqP2aybm91eKjXY3Q9yeRkbJITNWYIsVj0OpwmDUUsmW5lJQt/gdJqp12e3+3f3AkQShXe/2lary+G2n5MZ853VWmuq9a/RKNna9tMR++TrMkI7BQhKAYVCgUIhoBz+v06jQtAIiMJAJCcXJy35kAJUszWWd/xcfP+80N80Jch5u9Xl7GsEpVJg79MSuVR5rAL+F/xp8GdLRGHQlivWG3y3GuTHp8V8KGEgkkjkyqz4HTxPxANuO51z1e9ep5lEtszuqpdriSF/tUrJxrIblVLBYyT7XuV7w8aSm69XUa4fU++imY/g0+64If3bIv31amAnNPl8k3hLV3obI51VzYinS8TTJQy6gUF9KlcmMVI5GK20mIxaNpZcnF7HZs59waBqsUjMG/AuoDIPRweyhSrRZJHVkAtBIXB6HXs331coBGKpEtFUkeiclJxRlfZrooDJoP3Q93F0FObHu/ELfbm6eGvfatDxUikR1FlIlz62ew85rZzlvr3Oq2Qas05DZTgreZseLKB2vZ4Nj4NIrkSq/O05nCYDEYnY2jekylV+txLkBwnh0lHYx+nr/PGWt/njSSKqmJNkdfqSYNXr4CmV5/NqkC938zdXiXyF79aDfJkw7u73P1Z97HT7WPRalO0++XyVxw8KAN8gyIhMXqN51GrlgChdRGXT3wC8HgudVpf8iCeiXqemtoBIsFJtvSctba15UGtVrIaVxOIF8qUaBr0GtUo5mINWKlANTeiVCgUq5YBYvAmsFMM5aWEozHuD1aInX66ztuQina1IxtxOQqVS4LQbub79thnbWfMh9kXu7lPkJKJTO90eao1qOKv97XaLWZqIAjw+ZzGZtFQnzseyTGLT02OG409LnIyQ16UlJ5czREdvaDU77O0HuRqOclltBuwOI0ajDoVSoNvtUa22yGYrlCpNSpUmpmGS0dGnJe5uEoP5ZxmYzfLOHnq9mrUtr6Q6/aMVQbvdgNlqIJEqka7UOdoLcCqzyRDFwbrR60GHweZvKWDn7iWD0Tj9uc/D7qaf67MYuVyV9S0vTzIdyVHUZkRJ93oiF6fRwfF1FMZqN3zo9fyxIPLLV7j/MfBnTURhcMD9dB/ju7UAzXwTARFxAXPXWrONslwn5LYSHQpWfrsSfG9xzcJbxGBtZDep06hYX3YjAA+R7HtFcRIOq2Gsglco1VGrlWNttFk43g1OiXK6vW9/m8iUZsa17W/6ubxLjKnUF2mr1ZsD+yVBGLTCFQqB64cUAoPF6nA7wFMkt3BFttvr43dbPlQRrtRa7+99LezEbtVRqbVZCzt5ieVnmu9LvoaJal+13uL6IcXnYTLVLIp8dBTip7vpYyWzYDVTpVTg9Ji4SWXJ1+t4rEbSpcWU2RqVEvQCzeK3119ttfndcpDvJ2Y2C40G37/EEID9kBdEuIqnCTus5CQU4qM4jSbxWk2kRkiySashPoPASj1GyGklNnS7sBv1XL3OXmREQK1R4DQbuJ0xQjOJr49xVnx2npPf5lJzMtG6ozDqNGyF3eQLdZ5fBoKpVrGJzWpgI+ziPvLx2c5sSv446HR6nJxHWV91Uyo1JAV6Po+FdrNDvjD+Hel0moWI6CjuH9OshJxYXCboinQbXbp0WVxqOI2dLT9/9+YRnUHz7i/psBlwOU0Y9Br6oki11iKVLVMbrVyJ4PdYSfSK7K77iEYLXF/PP2+fX3N8OghxMkIMZ4WBvCnAT79+I5ZWi47XGTZE52cRwmHHezrTIvZ0Xp8Vi1mHRq8mtOwkm61SLDdmdny0WhX3j2kajQ4npxGsFj0bmz6ur+KS68BkmtYbVtfcVBttWYukWLzA6qp7oTng5SUX5XqTl0iOtRU36Uqdm9ska2EXjwse/xqlknJ1EPRx/vVjSvZmdXCMiCJUWh00OhXtOTZOxcL8WVBRhEyqTHeG+8BfN37p5vN/DPyqfUSloACCNjPHQR+/D4f47PWxrLNAqY9F1KBrKghqjew4nXwO+fndSpDvVoMcLnlZ9TiwGfQIQ4pRrjept9t4HWY2vE4urxZrMb3G8xxs+MkWahxs+dnb8CEyECGd3yVmDniH/fax9mEyW+FAJnVpEkfbAcnUpNFZqFKliUfGlHtn3cfNY2pK5CXXupWCKMLNU5qrhxRupxmLScf6kouT6xjl2sc8E20zkplmwW7RYzbqeIkXyJfq9PvMTQ6RglQFRxQHyVObKx4sMh6jx0ffZkInUW92cCzgTbq/4eMmNbjAd3p9Qg55M+5JHKz5eC4Wp26/SWVkfUBF4Dye4jyRwm01YjPp2fQ73w3BpdDq9vBYTWO3bfvdZOcQ2FH0RRHniL/jutcx97tSKxUoUHC87MdnNy/kLwrQE0X6ioFADAYEM56Vn5VdDTj4tB5AbPU5uYwRSQwIbNhjQxShUKzz/JLl887HQjEcVgPpBWzZHp4y1BstDnfHfY59HistCRIKi6dojWJv00cyViAaLdDv9gkHpROLFsXayoDctDs9VsPfPCALxTp3D2lOzqOcXcR4es5Sr7ZxWg1sr3n5tBfCbNRiUKupFBucnEbILeCS8YbL2wQ+77dr26jHqOT9rxO43Ob3/14KO2d2YHo9kV63h1o9EI1GJERKWq2KrW0/R0fhQYxvrEi/J3J3k6BSaU6p+KWwueUbm/kslRucnkex2g3sHwSnvFonLZwUSoGjz0s8R3NjnqpSmJWW9Ib9vSDxTJH8ULWvGzpedLp9ivkargX8WZUKgZehW8DZbZxQaPFjbCXsHItCTaXKbEoY3Y/CYNDQXkCV7/ZaEGEq4eov+OvFr7oiajfo8VvMmNRq+j2RcqVJIlcmHa2Q5lvFwWbU0y4V8TvMdHt90vkq6RkXOINaid1iwGzSodOpMRu19Nt9nFvfCMTQ0e/b/4tv/xokTeh1anq9/sw5yEn43RbOJNS9V/dJnDbjzOrNwaafi7uErEnyKG4eU1N581urHh5eM5KzdpOVwUWgVikJeq08x3LkizU+7YV4fJ3OlZ8F3QIhBWP316jY3fBx9ZDi5DqGw6onX2qgEASOd4PcPaUXNvQHyMyIgbt9SuOyG1kNOXgamSk7OhyfCZWCy2IiP4OUf94K8n1k/DHOXpN4LCbS5dkL88Gyjz/EpZ+/3Gy/z4rOQq3d5v/38kqz20WvV7PptGNUqylWmzyn82NE8TSaZD/g5jKeeY/x/ChOown8DjOJfGVMnT6KsNOKx2yi2erwmMhz85LGvKbmKZpHo1ay5nNhMepodDpEMkXKDenW33O6wG83Q/x0EyXstnJbHa+oGnRqtsMeisU6Ly/Ss6MG9bfjst8TOTmLsL/l5yVVWKj9HHRbuYktRrDqjQ5nVzF2t/zEk0UMeg3Nels2Y13Kg3IWjneDnJ9HUSoVJNNl+n2RVrPD5rqXuw+OBAEE/DbSucr7GFQiWZxqmU8iX6iTL9QxGbXo1SpCXhtGrYbgmh21RkmhWCcaL8wd02m3e+gN2vcL87wRj06nh8dnJTv0XJ03vw0Qjxc5Ol6iUm3yfD84drw+Kx7PINv++THD3eW3a7g/YOPiIkKvJ7K24aVSac7tME0q/d+QyVbJZKuEAnZMRi03Q6X4aOfN67ei1as5WVAUdXeXxKBXU5dq/QtwfLTE14lZ3VED/2K5QThkp6pt0ZxB/NaWXDwMP69+X0RtWiy6GsCsnb7v+WWM1U0vz3fSx6jFZqBemX0uenxWut3eL0u0JP5FrPSLh0Gj4fehIPV6m1S+QjHd4C49v4G0ZLNw+ZCkXGtiMenmkqF2p0cqVyGVq+C0GsgpVSiHs4XzMJhp8vLjeYT1ZRfNZmehv4NBFrlUK7rZ7rKx4pElorsbPq4lKplvkFLKX9wlWArYeY0XWF928RrLy7b/P6riXfLbERlUDi0mHdV6m6+XUbQaJZ92g0SSRXILJCYtGq2pEOBwO8hrvDA2G1usNBGEQdXt5CqGw2pgdck1d8YXBvOs8zz6soUapUrzXdh1uB/iy8N8ImaSuLC+YXvJzZfY9Gak2+sTclpmElG3xchjdbZH6E06g0Gjpt6WJ+TbATd/GBLhRqfDRfIbWTMY1Ww5HRiUKgrVBs+ZPKVWG51K+R7j+VH0+iIepxmTVsN9bFA1sei1rLodKBGIZkrEkqUp+7H2cEFvd3pTwsKQy4LbZgIBMqUasXzpfZTi9CWO32kZ+x5W/INuyN1TipPL2d+hlB/h1W0Cj8uMM2DkJT5b/KT6Ga2310iOvXUvlWqLxNAUXAqLEtHBORPg9HRAMoIBK5GhD+dbStPhbpCzBUdpYJA33ur0xs6bdLbC5oaX2wVI7ZLfztVNgmyuytFOkLMRIY1BryYUcqDXayhXmkRiBcnr2uNzhuP9EKfn0YW6IJdXMZaWnSTixbGqmxwERBKxPNs7ASwGLal4kXRs8CMFg1lLLzl4HY/3KQ4/LXE6Y640FHa8Vw7lEB2mw62uexBE8d3C6eA4zO19klZmcU/aVqvLwVaI04ljXqdTs7LqniKhMG3BGokW2Nv2cy4hCn2DcWJM4v45w8F+kKs5Nk5Ou5EbidGMfl+k2u6i0aokK5/GOZVer99Gp939sP3VX/DHwa+KiPZ7fR4iuQ+1eD+vBt4vpv2+yGrI+a4GnweXzYhKUJDMlNnb8C1EKEeFQg8vWVRKBZ/3QlzcJWba/ywHHVzMmGE8v42zseyeSkfaXvNw/yJdyXyDlEir0+3R7fbZXHETSxZlk2Te7rsIlAphsIDcxN9fT7nafLeNarV7fL2Kvd8vk6vMnAFdpLq0M1ycpb7Tfl8c23jkS3XypTrba16KpfpMBbzLblzILLrT7fEUyfEP/f2bfH2ML0TEFDJExO8w81op0ZV5kLPX6ZnM98cUBKxOA4nM7MW03Gjx2+UgP8hVLgWIVeQ/l3q7w3niG6kwGtU47Ab2/B4KpTpe06BV32eQkDCIRxh8F2+BCT1RRBQHSUBvP+VGk2WrBbtmIHB5SRU4K8/eMBRr8pvQeLZMPPvt2LIatIQ8NnRaFeVGC9XQ3/bTRpBSucHLa57Xmc82gFIhEJEhmulsBXVJwaftIF9v5K8xhcxii5+AyMayB4NSyf1tklyiTL3eeg+YkIJKJtN7FDqdihW/Y4wQWS36dyIKgzb0+UWMT0dhSTIyCaNBg96gJSahQF5kdOJ4L8TpSBXv/CbG7vY3H9F6o/Ou+IZB231jxY3JNLDLeo3l3w3Sbx5SuFxm2guIU0URVBoVa6tubkdGr9RqJR6vBatFj1qlpNvtUS41yKQrZNMVAv4GZ19mHzG7+0EuJ4j82ddX9g5DXF5Kj3nZ7cax72EWnobE+be/XUatUb3Prn4UpYnqustlRqtXcyWzYe9KCPwubxJ8PgxJ2uQJAkQlrMDi+TJanYrWjFnPsM/OWVL6epRKlTg6DHHxw/PU77Q6+W6aN2Cj1exQnNHx+lPhL4b2vwK02l3MGjUGrZpkfr7ow2c3cT/h4SmVyiIFt92IEsW79ZB2gUrD/qZv6kTs9vp8uYzidZqxWfTcyPhuatWz55kA2u0uSoXwvtPfWHbzEpWvZL5Bzi2g1+ujUiqwWw3Um/IkexGhVMBjRatVSV6I7FbDmFl9ry9yej0UyGz6qdSavEpkwGcL8gv2StCBWq3kek6lxWycroDfPKbQqJV83g1xdhuXJPGLZMyvrbjQGTXcvKRJ12tUFF2OD0Jc3yZmJtl0OhI7eJ0G9AoqBfnjs9vrE3RYJIno540Af5VYbIP1kM6jU6toSryOHb+byzlk9g16tZp9n5fbZBadTQmiyE+PH09reYPFq0GtUvCcyi9E6OOFMkqFgt4CyvdyvcXlMOpTqRD4tB5A3YGb1wyVDySuhD02ok/yFatOp8/peZSj3SC3kcxUzK3ZqH2POZSD224k5LaSjBZ4uvxGBmw2A6+vOVZW3dTqLToSnYpZWe8wEAyZtBpubsfFkkoZsnhyGuH4IMTZdUy2Q6FWK/H5bLL2VTd3Sew2g+w4wVLQwdUEYeuLcPeSYX3VzYNEpbLd7vEwcm1XKgVWwg6sFgOtdheVSkG5MCDrCoWAVqNCq1Wj0ahQqxWo1SpUqoEDgFKpwGkzoFOHaTY6FPJV8rkq8dc8ckfzvNhPnU5NUsYD+ukuhd9vIzFB2nU69dR6JQe73UA47CSfr1Ktd2gW6yQyZXrdHk63GYfNiF6vRhSh2exQKNTI5SqS51Ukkmd52clLNM/amptsoUYmLn/trcusoSfnUfa3/VMFlZWQkxcJ7898ocbn3RCnMoReq1XxKNN6f4Nci15u8+MP2mjUOxQX6Mj9BX99+FURUYBEtozNrGfN7+AxIb8DVApgVWnJtsYJ6300g2vOvKXbbkIhCmMVs3lzPUGvbWZ6z1ur/3DLTyRZHKtobK16ZhrDv+E1UeB4N8jJVYzVsJN4anYlEwYtOCmiZTIM0neuHlKoVYOq7elNXPJ99kURhYCk5ZIgwPFOiMt7+Yqv2aSVTGJ6E3DBYJyh0+3xMPIZlipNTAbtWGXU7TDhc1k4v1us+miQiZJsd3p8uYoS8FgxGjTvFlBvkLuQGQ0a1tc8ZMrVd39alVLBXTpPo9Xhh8cYLoeBLZuV85uEpLK2OJGprRAEwiE75/H57UupquhWwMUPycVbqIVGg98uBd89RUehXmBDpFOrOPL7uEtl+f5psPEQrSJfnuJ8Xg3w5ennkdFas81TMs9WyE212SKemy206Pb6hJ1WYpnFQx+WvXaU/YHPZbXYxGbWc7Du41zGxWISDqOBKLNbpwDnVzECPhuiFWIjhCTstXOfmq5mqtVKtpc9dOttHu5TFKLT7+ltQ/j8lGH/MMSJRAdFMSPGOBywUS+3iGSmr5uzBJSn51F2tv08vmamYhkVCoGNda9s9QwG1fDloEOSiOp1atrNjiSp7nR6JLJlQkG7ZHznKHo9kZeXHAy/G7fTxHLQQTpepNPp0ey0adbkN3nHR2HEvkg0kqOxgDl8PJaf6Waytevn5ESaYDWbHYReH71eMyZe2tj0cjajVa3VqtjY8NLudLl/SFE4H3yeawYNT89ZDg9CnJ1HyeaqZCVazhqtCo/LgsWiQ6NWfbONylSwmvUcHIS4vkvO7YDJjraJgyrtkt/Oa+Lb92Wdsak/v0/g8VokxXs7az7Ov86uOvf7IrWOfIt+FP6QnXq1NVUB/qXhb2JF9Fepmi9WGiRSRfZXvLL3+bwa5EHCVkJEIByQV+wNSChTxGlW1cRk0NLr92ksoNI7u03Q7fY52gnyNkvfnlE9m8Tja5btVQ+ZfHUh4Y1UJVehEAh6be+pTZ3uoGob9tkI+22SjyNFUNwOExvLA8/TWWMH+gVER9ePKR5es6wvudhZ+/a9uh2DVq/JoOHzXohipcHZ7WIkFOZXst/iS4+2A1hM3y6Yk3OxK0tODg6DtFQiX+5jREfIxVrYSW0kzSZbrvPTa4LAip3NFffUc2by1bET73g7sBAJhW9V0TeY9VqyvQYfdR95zObRqsa/U4dJPzYPOgmdSsXvloIYlWq+f4pSnDC0FkU4eU5wvLyYy8MkOkObsdtohmyxyncbobltXYd5MWcFnUbFdxtBYokCz/E8fsdALV2sNLi4T3Kw5sNqmv9Y8wIqRhFPFilkqxyOuF7olOOf+XLAwacNP4YOXJ9EuL9LyR7b8ZEK2sVZlM87wan7yOlzttc85NLVd+XzJDIy6WdvuL5J4PcMrIhGcbAXnElC3xCLFyWrtRvLblIzomdr9TbVRmsQYfoB+NwWfvrywt5+YKH7i6LI2XkUo0nL+oZn7v273T7BsEP6uf1WLmYYxQMkEkVWl51jt0kRPEEYxIIeHARRqAQurmLc3X87RkIhx3tl+Ow8yuEMNXm73SMaL3B5neDrWYTzqzjPkRzVZhuVRkFfFOeSUEGAQlmeyDVbXZr1DtaR8zI1Y6St0+lhc5umbhcQySwYSZ1Mltg6Gn/fk8KzYNhBrdL8xZPQv6n4VRJRgFanx81Tis8b0xfjVa+d8xlpHvmK9HyVx2FG6ENaYjeZkVHzKgSBkM8mGTMph2q9xel1jLWQk98fLw29N70cbPo53gnyaTfI570QxztBDrcD7K57WV9yEfLZ0GnVqJQKlv2L2V9oJOx6DrcDkiMCz7E88VSJz3vTBECtGid0RztBavXWVCVRCova68AgEen6McVSwM7+ph+LScun3RCCIPDlMrqwn+q3555f4YNBepIoihxtD46nar2FXqfm6CBEaMXBQzrPyV1ccsxBb5QWHz2nClyms2zt+Ah4v9kvtbs93EPbo+ONAN+/fjB3+WVQFQVYDtpJ1z7eZsrXGxyGfGO3rXmdkvNfWpVyQEBVan54ipGfMZvZF0UuIikOl3yy95HDKPlvd/v8eBfFbzez7nfK/s0iFdzdJQ82rZYvV9F3q5tJ8cTFQxL6Ikcbs0l0ckHh4RuarS4Xl3E+bQXRqJWU8nWsJh2ftgIs28zE7tKcn0TGlM9S8HjMU4voxWmE3fXxzbgUiT3aDXJ/l5K1DjKbdLJt81G8vOQw6DR43YON0PFheErkIodsvsrWxGs93A1yvsDfF0oNFCoF1gXt3EJBO1fDec+T0wjHn6QjQEfxVunNZKs8PKY5+rQ0V/hllnk9Jqt+IYHn1UWMo6PBawuHHcOK7gA+n5Xj4zAOl4mHpzTnlzFJU3vbhBH79XWC1VXX1P1mwW4zcHOf4vIixqeD8MzxDqtFT2/Orjebr+KxmVApFYT9dlKZ2Zucq/skW9vj14udDT+pBYkowNlFjOX1bxuI1kiRJrjkoFxqyIYV/JLwZmj/x/j5JeNX15ofRb8vcnIT5budED/dxxBF0KiV9Bu9meKd50Se4IRZutdhpt/tk5WpGFTrLWxm/VRb9Wg3KJmVLgeFAGtLbkwGLalsGUu3T6Fcnxtp+Ya9DR8X94M24mrYOWgLzyCDkwv1vJjPXl/ky2WUJb8dBN5nN9VDEYTdYsDnNkv6lcrjZ6iE4wU2lt2Y7UZa7S52i+FDs3zvz/yBp67UWpzexPjt4RIKjYJYpcKX+/nvM1KYvQm5eE2hVAgcH4SIvOQoVho4zAaMRi2nqcVawqPo9gdV0YDbwvfJnz+T+ZwroFEqafd6KBTwlB9vf2qUSo6DPp7SeX54mv05jI4gdPt9rmNp9kIeLqOLG863JaoxkUwJQYDfbAS5iqRpTMxcykWMAthMepbdNklLNKm433Ktydldgv01H4l8ifzEwuW2GsnJCCdmQSkMUmx+vx2GUpvMbYbz1MfUum6PlfREqlC/LxJ9zBL02YgNIzlH52UFRI53Q5yczhYbeTwWKgsoxmHg4Wiz6vnbv1vl4uaDx+4Ifwn6bNzdLv73yUyZ5ZCDdqc314vTpNWMzbOenEY4Pg6PpSJNYlSYKCJwchrB77Oi1ah4kYnxlKoe7uwFuLpe/Jw8P31lfd2LwaSlUG6wsuKiXGnw8pqTnTF9g8Wi53riM+x0exQKdex2A4UFDN0BvF7re1X75OSV7S0fkURhPGhgCKvFQF7GGm0UD88ZDveCKJQCsQVEVIVGE5VaQXd4XvY+0CWEwblQ7w0Stjrt7ntyU3jZSSFf+1X5hIq/cNL4x8Cvmoi+4ct1lKPNAJevKY5C3oXSe3wjRNTnMtNt9+daCjntpjEierDpX4iE6rUqVsMulEoFL7H8u/JdqVRQqjQI+uyUK82xNCM5jM6EPkUGO+jtVQ+NVkdS8KMZab9ur3o5WzD3+TVRQKEQ+LwX4vw2gUql5GDLz0ss/+HI0Y/6kBp0ajZXPJxcx+j2ejwPfToDHuvAJDpXWdgSa9EIR6New8aqm3ylzvdXr6wEnQuJYEJeG4/l+a+l1xf56TGGQavm+CCERqHkspChJ/Yx6tTo1EMxxTBWUa0aRCsOIhSFwQ4GkT6DqqNKo0KjVfJbQ4hOt0ep0SRVrNCQECDJIVut891SkB9fYuwHfZwkB4uaRqnkOODjOVuYS0DfMHnodnp9HpI5doJurmOLkZx2V/q1iyL8dBfDbTWy5nNwMZJDn6tIL7af1gM8vWYlSSggmywGcPmYxKjXcLwZ4ORuxBPSYaYwh4gKiPhdNlzDzPZqtUUsUSD5WsCt1pJLlNjZCXC+QELb2OPKrE2NRhtTrf3uDvFW8dWolWwuueeSUJhvdfMGj8tEwGsjmSjSrHaolBo47AZcLjN6vYZeX6RUrpNMlyU7F3f3SVwOE5VqE0EUF45cfsNLNM/mqoeX56xsC3lzzcPt3TTBPTmLcHy8JDu3KSU+SiRLKBQDc/jLs+hUlTM5JP9v0GpVc0ccJmHQabAYtSi1ahqt9phl1TysrLol/UKLxTory04qlebcyuz+XpDzifXy5jaJz2vFajEQn3iPev1i/p82ix4lA0Hjp4Mw9UabRKpERWa+NJku8/lgIFwKB+w8zBEpST5GssTxcZjz758oF+uEV1wUctVfFQn9m4o/CyIKcHYX5x/YX6VVb7O36qNUa5ApVGVnF5NDRbbPZaHb6i0U9WcyfDsJw377lJXSKBw2A2GfnVa7y0Mky+X99MVxOeDgMZLl7jnN5z1p64tRrC+5xsQ8b7h5SiMIcLDlJ5uvkhy5GGqGFdGAx0o0WfhQwpBGpSRbqPF5P4RWqeQ//PL4s3wiJ6tYs7Cz5iWbr3JyHUMhMJZb/5ZrDwNxmMdpIpWtvN8mhVmzqzD4TA1GDdfPKb7efrsgP8dyHG4HOXmYTdxdThOPtcVbSK1ul45GRG1V0Gj2aQnQogNiB5qLVcUFAdb8TrQ9FQoEThPfji2nzYDLOFBGKxFodboU601SpQptiUUpUiiiUijo0UetVHAc8POaLcjbO8li+sBodXs8pwts+Z3cJuYLfOZ9V5lSjUypxuGqj1iuRL7SIFkso1Er3//W77Rg1WpmVuzVSgWJ7Owqdq3R5vQ2zs6Kh1ypRqZYQy1Mj5h4HSY8dhNqpZJarU0iIe0rubvm5fIixtqSi/PTCDu7AWLxApUFF8ncDNPtTKbC2rqHeqNFp9fDatHhMBm4XLQyN+OkVikVbG946ba73N+nyCbLHByEOL+I4rAb3s3oR6FQCgTcVux2A2q1klanSy5fI5OrEPLb6PcH85g/B3dPafa3/VxfJ6ZU/AIinRlz+idnr7KV0VqthUGvnmp/9/siJycRwktO+p0e8RHRVCFfw+k0vXtRbu8FZInuKLweC16flXq1xfNjhmqlSfQ2wda6j8sFCwVKpcBrVL7S+PyS42A/KBvvCWC16nmJSJ+XyVQJg17N7paPq5Gqq0YrPwqjVinYXvPS7fa4f8pwch7laC80Zq3ndplxO81o1Mopcnr9lMJuN2A36WXdCubh7CLKxo6PTr1DLlOh9sFM+18C/iZGfP7ZENHvVoOcnkRot7vfLlACeGwGbDYjBoMGhUJBp9ejXG+RLVY52goQixfJlxZrYQjDsoTZqKXV7k4p1pf8dpx2I/lSnZdYnvycuSvryOD/l8soO2terh/ld4KzhDeiCOe3CZRKBcc7QSKJPPlSA6VSgcWoo9fvU5NoaanVSjwOM1bzQEkpiiL1ZptcsUa+WCeSKKDVqDAZtLgdZgJeK0+RLKUP7DIXSVOymHQsBx1jFVu/xypb+YylisRSRQDCPhsuh4lEujRGwkFaDWwx6VhbcpEqVLiPyzsdnN3E+M1+mJ9u5BfN/ILkUakQ2N/0E6uUOUum6dcEtnwuTp8XT956w3erQf4QifG7pSA/ReJ8Dvn5Eh08Tq5WJ1ebPu4UCgG3w4TTYMCgUSOIg+p6vlbnb62FaPZ7OLR6fvwZyUgAcsXjZqdLNF9m3evgISW/cApIt+alcPaUxKTT8Hk9wNfHOH6HhVi2xPGqn4v7OCmJtvsogi4rkehiXo03z2kMOjWftoJ0ax3213xo1Sqa9TaJZIlcokIuMbsKptOpyA9VwYbhPPH1VRybzcDWlo/bOS1qk0k3VX2bxONDmoOjMKJWgU6h5HlGZvokpJJ8/F4LXpeZ56fslOl4vlgbKuGdkte4fk8knixOVdN0OhUGjZpao83xQYhqrUU6U5Gtksnh4ibB0X6Qswlj+L2d+Qbpg8qoNBm1OYw0ZIzpI685VCoFh5+WuDiNvK8xHp+VfK6Kx2vhQqaQIAiwsuLGYtaTSZVJxAukE9+uawaTlkajw9V5lONPS5xeRudu+Ld3AlzMiZw+v4hxdDAw95dCIGDjUsIs/g31Rofr6wSfjsKcXAxekyBRml9bcmI26Hh4znAxsfmZnDfN5KpkJjQYLqcZj8uERq3CqFGTj5ZY2/CgUAgIw46QIAiDpCwBBIUw7BAIKIRhuuHI6zIZNXTLbWwLRI++wSkhmPoL/vrwqyeiAiLfrYQ4GZ5sy347L28tahFyhTo5iVkZl82IUavBbjUSHgp/Gq0OmXyVggwxbQ59PP0eK7dPaZQKgfVlN3qdmliqxGuiMGZbMQ+liXnTWLqIy26UnFP1uy1cSVRVJ9Hr9Tm5jqHTqPi8G6LT6+FzW6jUmuyue9Fq1IiiSKPVoVCqk81Xh6RO/jF1GhUPrxnanR7pXAWVUsHBpp9muzuzKvwGuc/zDQebA0urybEBh9WwUAs+kiwSGS56SwE7TpuRWKpEOld5J9+CAJsrHtQaJdfPKb7cLlaROb2KsrPm4fp5etbRbtbzkM4xawZWoYD9jQDJWoUfo4P3d7Ti58d8gq+xBL9fC/HD4+LVoZDdysmwAtru9uiJIl+jCX67FOCHV/mFqS+KpCpVUpXpytq6x4GyDdXWYh67UhAlKqJvqLc6pMs1Vtx2njPS54dGpaTH4iMc1WabL/dxtkJuAmYT/aEd1yKwmfREmH+e6rUqVgMutEoF3VYPLYoPJQ29YWfZw9mQ+ChH4xGLdYrFOodHYW5uE7LuGcGg/T3OUQ42mwEloEGJz2Uh4LXSavcolupkchXZFq0g8D6LqNEo2V7z0qi1eHzKkJIgZZubXm4fBudCPFFAQERcsIKzFHLyh5+eCQZsY9U8h92Iy2kaxiIP2/upkqSl0xtOLwdm+2+jByqVgtwcUcwbTs4iHB2HOZ0goyaTvM0QDMR0p6cR1lbd1KpN0qky6mGevc1pJDWiOdDp1KyuulEKg0z6tzhQKWRHhLCnX1/Z2PSSzFVmVsul5jelcHEVZ33NzcPj+HV6d8c/k4S+Q4STkwi7u4NRlzcxo9thGoh00yWeZGZoYTEP6my++v4ZfN4Mcr+AlaEc9veC5DJV6oUGlWKNyoICJU/AOv9Ofw0Q/xLx+euDWqlg3+fhZGSuxmY1fCOiMjAZtGi1ap6iuXfD+lEY9Ro8LjNmow6FINBotckVahRLNT7vhWi1uxxs+nmM5hby/5SCUa/hOTreFqlUW7hCJorlxpTYyuM0z0whGoUgDKqJg/eq4TGbI52vLvz3o3DajVw+JOn3RY52gpxex+j2+pwPPQwDHisep5n7l4xsElK318dq1k8Rb4fVgN9teX+sSSgXVLyP4jVeeJ+VXQk5cNtNrISdPMdz3EQ+/l31+yLxWAG/yzLVzg0H7aSi0ouFIMD+hp9Ms85PE5GdPdW37/b7SJTDkJfz6PyZKIWCQRJJdXBxj5UGr0cEfniN87ul4IcV+GqlgstYmk69i0GtYj/k5qdYgt4HZzDm3b3SaA38Up1WIrnpzYVWpaL+ASIKsOK1oxEVlIoNOs0en9YD9EWR13SRYlV+AVLKDFwKiCz5HDgtBqrVFs/RHNdDEcfhhp/rlzQup0nSo1H2NQYdXIxU7qRElGenEfwBGyqVkohEu1Wrlb9MB4P2ger5Ks7pl1d29wJcTpBWhVJBwG3Gajeg1anpiyK1RptsropWq0KjVeO0Gnh8SHMxp2U+WnnKZCpsbvq4ndHFeUM4ZCcSzdPr9XHYjGNENF+oTdlKKZUKAn4bdqsBlUpJq9UhW6iRHblef72IcnwY4vQsysFIXOkiOD2LcHQc4vTk2/udlcYzisenDFqtisPjMJVKg+3dwaiA02kiGLDTbLR5esxwfT7/XLQ5jMQmqvP3dylcLhP2kEOy/b687Fq44t3r9clkq2PHrdmkm4rLnYfb2wS72wFMRi2by24entNj34Ucaguk473heDPA6VkEh91AcUGh1djfH4Y5/emFw8MQd9E8wZAdAX4Vavm/6fjVElGLXkvAaJrKDZcyEB+FWqXE6zK/z1ouBx28TMSP1RrtdyHQKH6zH6Lfh1JVOgnoI1gOOiTnRp+iOT7thvg6Ut2xmnWS9x2FVqNiLexCrVbwGivwNCS5RzsBdDo1Wo1yZtqPHJb89ncRV1HCP+5tblOrUXK0HaBca76Li0ZhM+vGiOjxTpCH18y7A4AU5BI85sHtMBH02iiWG5zcxKip+wMx0pYXo2YwBxaLFyRHFaRQbbQxm/UYdRpqI6+pKUpUbATYX/eRbzf4Ep8m2Gadhovst+qECDwU8oQcVqL52YvDb1aC7xnwANlaHadRT25op/T9a4zfLwX5wwfI6IHPy8lzgkOvl4toisJjg6Ddgt1ieK+8LgK51J1RlOpNlAqBgN1MvDC+iGlUShZdepbcNmxaLZcPSRBhzesgU6iSGUniWvLacNmMNNpdnpO5MY/fUYW01aRj2WtHECGSKBCJ5Ikwfvx6XWaubgYziSsBx8JEVKkQEFu9sc9GzqYpES+iUik4Ogxzdh4ZI/ZSlbHNTR+IIvc3SeKv317v/V0Kk0n7rhqGQTRyKlmStMPZ+c0KXy4ixF/mz/AG/DZu75OMdgDUC0SKulxmKpXW+5hMTsYKbxS9Xp94ojjmnQpg0GvweSzv1ctqvcXxYYjnx8UEcaM4PYtyeBTi7HRwrVVIzADLoTW05fruNysoEQkH7URf8+TTHxMrBZYc5CXGCbLZKppyk8O9IGcTFlfGOZXbSZTLDZbCDjQVJe12j6Ul55RA6Q0moxa3y4zJqEWhUNBudSgU62SzVR4fMhzs+mk3OwtrBfILaC8APA4jD8Oqsctl/hARVauUbG96Of3pBRhYKgLEogUCATuCIPyq/EP/opr/lcBrM6HrKHiQ2BXK2S/B4PK5termYkRVabcYpoioFPY3fJxcxdhe8/IaL7C16kEQ4GbBSLZJzPI//HoVZX/zW1TaWtglHZ1pMRAO2OkMBVFXEukwuUKdWKo49ngfeY2j4qjXeIG1sItHiaCAVrvH6bC1vhywY7UYuH1Kv0ccGoZqS4/ThM1ikMyGn8RHvFnfyGepUucpmn/3fTUaNMBgPvb65dt3JQgQDNlwW42DEY5cdSB6krnAJtIldta9XL9m6IsiWo2Ku9T457C37qPUbfF1BoHbCLr4Q2a8Qlprd7Dq+5h1Gioy5DvssPI1Pv24Qav1nYgC/OE1xu+WQnz/ulib+u370Y3MH8cKZWKFMjs+Jz0l3GXmk5R5G8A35KsN3BbjVDqUegGv2ZDLilOv5+I+QXzk6QoSvsCRVJHIcIZYpVSwGXRhMeoo1hroFCp+sxWiUKzxGs9zXphdMfE5LGQSg2Px+inN0W6QiwVa9IdbAc4mkmHkDOVh2Po9eWV93UOp3CSbq6BWK4kON3ZqtZLtLR/FfI17mbZqp9NjeyWwkBhod8fPj98/sX8cXmjkwOEyTY3K3N+lMJt0snOeZpMWtUoxVj2LxAo4naaFCOkk6o02j8PrvoDI3nYQnUZNwGfH6+lj0Gvo9ftUqi3S6ZKk9+Yozi+iHB6GODuLSnrojkIQIBh04HAaaTU6RF6y3FzH0akGcaE/B7P2b+12l/OTwRjB5TAIxWY3cPPB6zjAayTP/l6QbrfHxXUMt8uMw25Ep1EhioPKZTZbpVxuUKtIb5bWVlyUiw0KyQqbS27uXueT/3KliU6vpjlDRKYQwKbTkWsMjhG9YTEXBxhUdz1OExenI12HkXGAeLyAP2BDEIRfSaznL9/z84+BXx0RXfU4qObqxGXsVxKZEiaDhqrEDM3RTnCKAL0JXmZhY9nN7UuGXl98V6G/teRDPhsOq4Grh9TcVIpRJGekiQA8RbL43RYKpTr3Iyd8aCjMKZbrPEfzM1MuTAYN8XQRGERpLqLMH8XumvedXL7BsED76iVegHgBg07N8U6QXLGGVqPi026I64ekZGDAJBw2w1yxl2s4p/T2WUiFDqhUSuhNL0aiCNFMiehIPKTZpiPktmHQqKjX20TjhTGx0/VDik97IX66HYQRnKQHx8DOqpcanXf7o1moidILY7xUYd/n4SaWnhL+KBSg1qpoV6aPL61q+hT+/jXKb4dCplmWYCGbhZvEYFHPVKcv0m8Rpp+WfKQbNeIl+WrPItZjb8iUa3itJlxmA9mh/ZJ6xhiG32HGZzZxfpsgKRbHfqdRK6e8fSfR7fW5j2TRalRsBVxoFUq+XCzWxnVYDVxNnANP8RxWi57SDAsor8vMrYSYpFxuSKqzR/HwkMZo1LK3F6TRbJPNVNjdDRB5yo4tuHIoL1D98fmsvDwOvvvCDEX+GywW3ZRnJQx8K3eXXXyVsB1Sq5W4XRYeJXyOg37bzyKib9hc89Budrm8jBH22eh0utQqLWqjMZ7CoLrmdBjR6dR0e33KlQapVJn2UGgqinB+OSCjdYkIULfbgs9nodftE4sWiL3miL1+25h5vFZeHzKDRKZN74dshwSFwKuMan0UZycRVlbdFKsNwksuScsmrUaF2axDb9AMxi00KpQKBQqFgMhgk9Pp9rDb9GiUKrLpCtkPVm/Fbo/XpwxdpYLIY5b9bd8gCGIOXA4T0YnK9iiOt4Jj87qLXks8HguKvsjjxPztpFI+ES/i81mxCwOng7/gl4dfFRHVa9Rk4+X3Ko4URBECXtvU7KYcCcvkq6yEHJLtZBi0puPp0vvQdWbiQI4mi0STRexWA8tBB/fP8rOSb/C6zJKzqaOoNzu47Cb2N/1U6i3Ww2ri6fL78y2CkM/G9UjF9utVlINNv+xM5iRKElWOq4ckDqthIaeBerPzTvxXQw6qtTarISfRVHGuOb3XaZYkoi6HiZDXRqna4CmSGxv0l4JSJbDo6GGl3uJqxKNSIQgEl+y4zEboi2RyFU6uohxtBxA1CrZXPDQVPc5Siy0+DpOeq6x8FeEimeZ3K0F+fBzfLE225EdRa0t/jj+8xvgc8nMWT8lWegJmM/Fh1fmlUMRu0E3FdsIg316lUPC75SD3+TyFxjQB+wgRBUiVqgTsFhxGPflaQ5KIeu0mglYL57dxMnHpjZvbaiLenD/vZjPrcRn0XA5HeT5JbEqlsOy3c5IdP+cr9RYHG/6ZRNSu15JtFSV/53Sbib7O7sLUai0uz6P8Q//gFsqeyNmX+bZAb3h9yREI24nHpZ9fq1WhFIV3Y/h4rMDWrp/bGf7AKyvud0HoJDISm2pBGJDFyXnVNzQXiCeWwnLIgVat4m5I+JbDTiJDsczOtp/rq5HnEyGbqZCdEDEJCvC6LdjtRrQ6FZ1On0Kxht9nI5vWEwo6UCoFkokS2dTgRw7GYfWuVm3x8pRh/zA0NhM8C0srTp4WMHsHeH7KsLcfRKdVsbsboNPp0mx2qdVbVGstmu0uzXwVZjzc3k6AH76+4vdY36vsi0KnU/N4l6Ld7rG64+PhMcPtZYLjwxAnt7PPI/OMrPmwz8bVxfiGbREXhbVVN9lkiUp5+r7F3DTZTCZLeH1WHE7h3W7rl4q/ia35X1XEpwIIjkQlysE4Ybp7tBOcWQm0mQ2St3ucZiq1FvWRWcJYqohdItqtUKrz9TJKr9fj027oPSNdCj6XRfZ3AHqdmoNNPxazDrVaSbXW4utVjHTuYztY/USMoSjC3UuG5cD8eNC1sFNyZKHXF1kKSGcsy8HjNPMffXkCAa4eU1TrLYJe6yDCdCsg+VnpRqJJXXYjn/ZCrIacZPNVvl5FJWd4pbBoxKcU+qJIJFXky32ML49xoqUKBoceo0WLzqkh3qhwn1rsdQCs+BzMs8j/PhLj88q3fOyQTEv+Da8F+UXySzTBns+DRuIz0KqU3Ca+jRaIwJLLJvtY3X6fn55idBtd/lYohG4ip36RGdFJxAtljHoNVoMOleLbpchtNfLdaoBiusrpdWzmY5sXaOMF3Vb0KMeOmdO7GHsbs2NILSYdNzLWSuf3CXa3pONAD7cC70RJ8jWbF4uq3N8P8uWvHok951gNO9nbDcyMXxyF2yGfzb6x6iE+MeMuzIhtVKuUvETlj/NEssT6invstqP9kCwJhYHgx7CgOTqA121mf8tP5DXH3f23z9Y2YoF3fZPg6Hh+nKfYHyREXV8nOPka4fIiRjRSoFZtYjHpuDqPcn4SITunawWgVn87brvdPhdnUY4+Ly30niwL2gv5fFZ2d/yUi3UK2SqX13HuHtJEYnnyhdp7dXceWu0O3W6fbr8/UwAnhbUV97urg2l4zvX7IucnET5vy+fbA2g10tdglVKBojOdb59Kl2eG8e3vBYk8ZSRJqE6npixTJEklSyg1Kpyuv1g1/dLwqyKi9WaHh5csLruJT7shwj5pQtVsf9tt76z75s5GRiXa8zazHkFAsvUd8tlkH6vR6vL1KkquUGV/y89ycJq0SSUN2S16jneC7Kx56XYHqvTz2wSlSpNMvsqn3en893mQEuO02l2qjbYkmR7FJJkfxWs896HX4vdY6PVFvl5F2Vn3IooQS5U4uY5xdhsnk6/itBk52PTzaTfIUsCOQinwaTc4IJ+FGl8vo+8CrI9Apfr5RHQUBp2aT3tBlE41//7rC4lGjXyvwfayh8+rAUy6+YtqvruYevMsmWLD40ShGBhIt3vyJd1qq03QKr+xOY0n2XQ70anHF559n5fyRFTfInNu9XaHHx6jWBRafhsKoBwuGIvOiE4iki1hN+oxaDQ4zQa+Ww1QydU5uYrNzbSGQZdkFraW3FQKjalNXF+Eu0iGtbB8Lvd6yDVzti2eLw9nkL/BYtIRmROXqZ6TYQ6wtOzk/iJOvdZmfcvH82OGq9ModpOe48MwZvNswcrra1YyjenoMMSlhDjm7jZJwG+TfKztHT/F4uxjd3Rk5/gwLFs9fUO312dlaX4mus2q53hoyXN5FR8TyWg1Kh4exjtfF5dRVlfdfBRarYp0soxuwZSpN/QljtHTL6/sH4bmnk9S/q2jsFj1HB2GySRLXF/GcbhM3N+lONwJzPw7KYRDDh6eBhvPRKrE5pb3Yw8w0lUpTwiJTr++8mkzgOweSeY0Plz3E40Vpm5vNDu4XNIbqePDMJenkfco0Ek4HLPJfTpdRlArcbrlN2p/SojwNzJr/ldFRN+QzVf5ehklkigQ8tr4PFGBfEvaWQ07eY5k6c3InX97vLWw8/2/DTo1FrNOtn0uKOZ/bH0RLm4TvMTybCy72F33IggDJe1LfFBp9HssfNoNsRZ2Uqw0OLmOcf04PWva6fb4ehXF67KwtsDFGwYbyqiMp2muUMNmNaCWIWl2i2GmSj9farCzvtiFzGHVD9TNDE6yaLKAV+IikyvWOL9L8PUqxmu8MCBfCmHhsAE5KJV/byegz2nm6CBIyyLwV4k4ifKgrWNQq+mJcJlK80MiTl3Z5WDVx9GyD63E5+qzmbnLL9YOa/d6VHtt/vb6EvfZ+X/jMc+++F4k0yzbrRg130hTXSIvOjZjBnQSuWqdL49xlkxWDv3e98QutUKBRafFbTYSsllZdzvY8bo4DHj5FPTzXSjA75aC/H4pxO/DIX4fDuLW6PFqBz8nV7G5sYSjkIu+BDjeCPD8lJG1kGl3eqQLFfzuaSJv0Gu4nxNlmy/VWV0bJz0rPtvctKT+DM9VGHiC1vJ1OsMKVHuEDOdzVU5/eqFTa3O4FyQYtEk+RrFQZ2ui4ru26uZqhqWQ0yrdGZrnAwwD0ZLRqGF/J8Dp+WLzt7OKuwa9mk/7IVr1DqdnUclr+Na6l/qEFqDXEylV6lgsH1OW7277yeWq3N+l2NqRrnRLoSkz63txFmVpxYVJZsNgNGl5kbFg0mpVHB+H6ba6nJ28vncE3nxVo885zB8kzLaJ7/bsMs7e3mKEVqtV8TRS4X99yU7Fwp6dRtlf8Um6KEhVbDfCrpkxt46JLplapeRgNzhQxs84fRbpNmTSFQSlgMszuzP5F/z14Vc1IyqFt5lJQYD1sAuTQctTNMfOmod4ujyVfiQHy9ASQ61SEPTZuJMYsH9DMjN/Jm0U98MLTsBjZSXooN7qkMqWSaTLYxGW8xBLDd7n8U6Qu+c09RlzVkGfbeYs6VMkx+F2QDJ7fiXkmCtqaixofbQUdI5ZUVXrbWwWAzqteuasb63R5iGSRa1ScrgboFJt8rzgPNUolB+sIr9ha8WDoFdwnkzxEpMQQU3s4Tq9/rvdkcGg5pPbQ7vV4zY+MIEOuq1EUuNEz2HQ4zIZMGm1KJWD1K9au02mXidar2BWafguFHg3wpd9jwtsjG7SOdZcdnJVBVa9ltvkdHU5Ua7gtRjJlBcf6H/NlfjOaMRuNJGKlOj1+zRo0WBx/0CdRoVd0FIvNzle8pGsVEkVFpvjkjM9/24ryNcFlOOVegu9ToPNoqc4MvO5veyRFIVM4uQmzvaah/vHNNurHi4W8I6cde6o1UocZgPPI5W+h7skTpeZ3MjGuNUaKKoBNra8qDQqbm4TYxXD0WPfZtNTzNVmkvzbqwRW67gIa2PDy90CziCtdpe/77tlzq/jC1v7PL/mUCoVYyRTrVKwtxXg6TnzblYvh4bMBiOfr7G54aVabS00MuL1WseqxOVqC4VSQX9OAQOYaQv0eJ/G57dhMGhIpyY8iFdcU6MLggD7+yESsQKnEjPBiaHgp1xusH8YmhKSysFq0XN1O90VfIrkcLlMZOeI1dZW3NyMzL2KfZGlkIOridd/eRlnY91DJF8aW5sm9QB6nZpqoTHzu9Hqv1XYTSYtXpeZiwV8YmelD44ik6nicplwey1kUouvwX90iPM9mf8c8ausiEpBFOHhNcvJdQy9To3TYWbJb+fTbohPuyH2N3yshpw4rAaUElvxSGJA8rZWvTNJKEA6V8XjXLy0H/Ra+bQXotfvkyvVaDY7Y3OnH4EoMnyPGvbW5WfcnLb580dnN3E+7Y7P96iUCl5i81vgD5EcS3NmTU0GLTdP01WlaLLIxvJild1Ot8fpbZyneJ6VJQeHO4GFvAvfoFiApL1Bq1ZxvBPEu2rjrJThNJmSnemclRhSb3f4MZbgLJtGb9Xw280QGqOK360EOQz5WHLZ0OpUZNsNrvM5fkjE+atolJ8SCW5yOfKNBmaNhvt0ji9PcfbcbgIW+eOt1FgsIvExW8Cq1xIwyz9WyLF4wohOreK7oJ+TqzhfnuL4P3BOjOIg4CVTqLIadnJ+l6CUrfPdWhCLfn7VZzJhRq1ScrzmX4iEviGdr2Cx6NAP28tajepDEZnFRhOLWUdpAfU5QHGGwfbOpm+MhMLgnA+G5c+1h9sUN+cx3HYTR4fh9xjR+9vk0A9SwGkzUZhjX9Pp9Fgd6QzBwAx/FqwWPcf7IYIeK7VSi0qhgcduZHfdy+f9EAfbAYJ+m2RnolprsTrs8AgCHO4EsZn0nJ5F5laVfR4rjzO8Q+/uUxwezp5dfH8PZt3Y+ZxIFNlf4G8FBXOFL8lEkUajw8pE5Vw5MTe5seklFLRzcRqRfEyv30pxhPRenkfZWFlsBGFl2SW5AanX25gt+rlzxwoJYiRnt3b/kMZjMo7N7k66I2yFXGTmiHXfNicetwWzTsPj3WI2iR/pf2WzVboMYlr/gj8tfvUV0Uk47UZEEW7ukxQr0wlFMGgJOWwGrCY9ep0ajVo1MCLf9C2kpIWB4GiWeOjN1zJXrBFJFIilSmyvet59Rx1WPZsr7rmkV64PkSvWyBVr7G/6SaSL5CcWt0VVzKfXMXY3fO/xoTvrXs4lds9SsFn0M439N1fcsrGL53eJKeP+UUjNHD4NxVNWs479oItIPC8Z3zqKRVrzLpuRUNDOdT7LH1KLVRkqEq1tKWg0KuJiDTcG/hBd3Gh+2WLlujQ4Nq7jGbRqJb8LB/kSS0yp4F/yRVSCQHfOd75ud2AQlahaAhtuJ/cS/qCzojpHEbRb0HQUnAyPlXa3h0KrRKkQ3tv0i8Bh0nMzbIG/zU6+jaKYDFq+Ww9y+pygI1OdKla+ff9mg5aAzcz59WLf4She4gW2V7w8vGTYXfXK5nMD6LQq7FYjZoMGnUaNSqHAuqzl+myx7zefr6JSK6bm3I4Ow5z/+CL5N4lYAUGYXS3JpMpkUmX0ejVHByFSmQoenwVBEDj9Ol1hk8LzQwa1Wkmn08Pns3J7l2ByeVcoBLY3fNAXubtLcZofVKo0wypWNludqrKpVUoCPis2qx6VWkmjOYhTNhq17Gz4qFaanEtYQMnB5zaTnmEJBHB6HmFz0ztTOLa74+f6cvp4eX7JYTBqJC2d3uBymMim5o+zVMoNWs0OuwfB99GIt+pmIGjHbNByOyfC1e21kBxR/4siNKstVCrFzCq3UqmQTGd6w+NLluODkGwqlVaj4ul++vNLz0hmikTyeDwWtE4zqVyFRrOD2aKnUm2yt+bjfIGuQanSZHXFTS4lrYyXQ3vGTLcU8tkqdocRs0V6LOVPgf6H6PSfB/6siKjTZkStVJAc7rbeIikn0RchX6yP2QN92g1RqbUoVZr43RbcTjOiKJLOVSRnRaWIntWsZzXkoFJr8RjJjvlaKgRhrF2RLzUolBp83g1xehP70OI9iou7BCaDluMJO5p5tkaj7+M5miPktRFNFT9Uqb1+SGEyaseSat6g06jG/E+lcHoTlSfjM4b/SpUmX66jKJUK9rb9tFsd7mXyjmdVRNdDTrQWDWfJFLH4x2ZRs+Xa3H7CVsBNvFUhXqjS6n3sAmlSj1cDW50ePz7GWHHbQQmPuW8bgHavx5rTPnbbKIJmC16tgbPXJKIIv1sOEosW+M16gJ8m2v6vxfljJ8chH88vOWoToyFPqTy/2wrx0/XihGLVbuckPThuoxMjL9V6i6+XUdwOE16PhdOn+FiuuUaleDez9zrMqPpwP3djJ4/b5yTf7S3RqXfY3/ChVipRCAK9Xp9ms0Ot3qJYatCotklXi4zWaA53gxTKdfYPQuSyFZIzFup+X8TrMpNMfLvP5qaXixlkMZOusLbhmfJMlEKj0eHsyyuCABurLqqNDtvbfvL5KtlsZSaZLZcb7H8Kc3YZw+22jI0OBfw23A4TL89ZSfKWSsu/5063RyxWIDYiTrFY9BjVKuqVJrEPJNUpFAKvCyRBiSKkMmUcDiN5Cf9IrVYl25YtlxscHYU5+yK9MQCwWA0LEVEYzEleX8Q4+rxEOl2h0elyOLR6Sixw7Ze6SyJe5PDTEl9njFHtbPm5mLMxO72Msr7m4UFiBGNtdbwt/4Z0soQrYJVt66fTZWxWA0t+O6+JAk6bAYUAiaj892w0avF7rRj1GsRuH2VPxLrqodvtUa02yWarsslkb6jNqaTrDRpcLjMmkw61WkG/J1KvNOm2f56d2H/SEPmbad+0MBEVBEEJ/ADERFH8xyZ+908A/xLQB7rAPy+K4n8oCMI28H8Zuesa8D8RRfFfEwThvwr8T4Fd4PeiKP7w9/JGHFYDGrVyLE89nS0vVKHZXvNweh1lZ9jqTmTKY49jtxoIeqyoVArypTrRRPFdCGTQqdlYdtPqdLl/zvBVJqHkYDswRYpF4MtVlPVlF8Vy4z1K86Oo1lucXMfYXHZTrbeo1dsfypVvNDu0jb1BctAcgcYo2p0eext+yarmzrqPr3MISV+EVK6Cy26cTsRaoKLb6/W5uB9UEsJBGw6LkZuH5FiU6WTbSaVUsLvuo9hvcZnLw8/0N640WlgcGsotaeL+m40gP6W+VS/j5Qr7XjcXqcWIktz87HOmgEIBv18JcZpM0uwMCK7DaJgioi6DnjWzndPnJKn+t+NBFAazlac3cX63HeRL/NvrzNbqhO0WYoXp40elUPA56OfLjK7Bl+c4y147L6n5xGLJaeX87tsimSlUCXttUyETmXyVTL7KWsCBSq/iJjr4DF1WE4l0mfWgk0K2SnbOIqRUCDitRqwmHXqtBrVCoNcTaTY7lKtNCsUaqmafdr1HLF2kUl18zrXV7tLriZxfxhAE2N0LUik3ZP0aLTbDOxH1ei2kXvKIc1wC9IbF7Y6cThN2m4H/+P99g2/JQWLoKarXq/H4bZgtOlAoaDTaZDJlSiMdlXy6gsmk5eYuidGgYX3VQ7lY5+UlRyIi/b26XGYyxcX9GTfWPeQzFaq1Fq8vOfZ3A1xIBABIYXvDx82C9y2XG6yuuCmVGlOCp50t35iR+iSuruK4PRZJn1TgQ/ZTMLiknZ1G+Af/4S3OzmPvM76LQG5jc3MZx+exyAakLBJjLIqQK9Uwm3VTIxGzPEf8XnkiClAs1Wl3umwuu9Ho1RiVaq6HlV+7zYDXbUanUdNpdsllKmTSZZ5y3woCy2HH1IbDYtbhdJkxmrQolQLdbp9qpUkmW6Feb5PPVTCatDidZkwmLSqVkl63R73aIpepUCk1iJamrxPrW7Ot3P6CPy4+UhH954ArQEpq9v8C/h1RFEVBEI6AfxvYEUXxBvgE70Q2Bvyd4d+cA/9l4H/z8176N9gsenRa9bta/g3JbIWDLf/MVrPfbSGWLNIX5VOWCqX6mHLUoFPjc5vZWvXw9So6d2hcp1UTTci3Rx5espiNWnbXfZIxnYvi7iWDw2rg036QUrmJMKwqjrb0RFGk3xcRRZFev0+vP/j/brc/tMVS8/iapVxbrB0ST5dQCMJYhVilVPA64/2OolxtshxwUKo2Z85dzkMkWSSSLGIyaNnZ9JFMlUllKwhDImo16VhddnFfzPND5uMReVJwG41TRFSlFDhcD/CH2DRZk3MpkEJ0hj9ovw8/PEbxWU3YnQYukumxz9+s0bDn9HD+kuSnzPSx2Rmxg/pyE2M77CbWqFAczpr6bOYpIuoyGXCq9TNJKAxseXpKcW7LEMCq0hKf2CS6nSbZ8/B56DZxsOal2GphMmhxrRu5u0/R6fRQqxS4rCasJh06jQoFCnq9Ho1mh1K5QaFYI5eqkJOpYn3aCJBKl4lHi7hcZhwhIy8LGn+PdhJEES6HVajtbR+ddo+nCUsn3XAeVa/XoBKFsWx4OdzfJtHPSWUC2D8I8nyX4mFY7XO7zO9EtNHo8CIxW2m16nH7rOiNGkQR1lwe8oUGd3cpzhYgTE6naSEiqlAIHO6HODuLIPZFwktOOt0eV1dxPh2G+bqAQEz4YPfo6TnD0WF4jHR6vVauJKq6o+h0eri88kR0UU/XN7g8Zkw2A7lsHUV/4Id5cTm/Te10m8nKzKK2212sei1Sq8bKsmvhWedCsc7ulm8sEECtVkq25d/QX+B6Xa+3iTxk+fv+/nVK+QY7qx7SiRKlZIVycnY12WozwAQRrVSasvPDv/nNMsqeyJc/PBKZE9v7y8WfzmpJEIQw8G8CPgZFxX9DFMX/xcjv/wXgfwa4RVHMDm/7F4H/NoPYmP++KIr/z+Ht3wH/e0AP/HvAPyfO8PhbSMkhCEII+C8C/1up34uiWB15EiPSg43/aeBBFMWX4d9cDYnq3xNsZj1GvWaKhL6hUK7LdnnfjHnf4kBLlSbeBQQX9WYHURy0m9oLnIy7696pGc5JVGotrh6SfNoNfoiwqFVKNpbdfN4LsRpyUCgNRg7ypTpfr6J8vYry5TL6/u83787zuwRXDylun9I8vGRpt7v8Rz8+0u31aLQ67G/62VnzzJ1WSecqbK95xm7b3/R/yHbpJZ5nd4bw6iOo1lt8vY6RKlbY2/Jhsen47jdLFPUd/ioeI1f/T+4CZdGOW7PYjDpWwk6+lyChAOfJNE7DfHsRn8kkmXA0iWSpylUkzW8CfurtDlqlkr/lD6JqCPx4H6XVkR4HaEw4SdxEMhh7KlacA0FMuz9+TO/63VATeVjQx/UlU+RwY7Y1zG7AzZWEkK3WnF/BuXpMkU6UCJrNqJp9lh1WXHo9YqNHOlEakKeLGCcXEc6v4zw8Z8jmqzM7I7/ZCnJ2HkWreZtzrBCPFjjaDc59PQAlmajdm7sUjy9Z1tY9bG5+szwTGRCZ5ZBjZrtyFK1ml7VNeds0i0XH7rafy6+RsdnG2Etups0VQLnU4OEmyflPr9QrTU7+7hN0+wubpev082saLqeJlbCT05NXxInvQhTh5DTC8UF45mu1Ww3c3n18s356FmF395stk21CoCSHy8s4qxPXtzd8xGZs7zhMrdkhk65wfTUYe7g8jbK55sU3Ryzjk/F3fcP9XYqD7enzbdJiaR6ubpNjAq/1NffMTU8skp97XCkUAvubPgrPBXr1NqlYcabTwCg+Mq62vx/k5PtnYpEca1te7M7FwgL+gjF0gf+BKIq7wN8G/llBEPbgnaT+Z4D3+aHh7/4pYB/4R4H/1bDgCPC/Bv4ZYHP484/OeuJFJcX/GvA/BPlgGEEQ/klBEK6Bfxf4b0nc5Z8C/s8LPt/o4/4zgiD8IAjCD53WeB/VYtJhMmiJzYhgiyVLkiRHqRAI+qxTLWz3gspfhUIx83nf4LAauLxfvAL39SpGwGPBJ+Ft+IaQz8an3RA7a16UCoH7lwxfLqM8RfPYLHquHlLotfMz4UfhdpjoiyKxZBGtRsXFXYLrxzROu5HPe7OTokZtOBTCoN3+UZzexDgeWfR/zsSsQa9he83L8WGYlW0vF6UcWU2bmFinb1AQCFnZ2/TyeSfIp80A22E3bptx7sVUDtqR+dMVtx2lScV1Rr4C0e33WXc5ZX//hoDxY+rzry8JDH0VexY3P97HqDRnV9fKzWmSmypUySbLfA76ecoPhDGCAL9bCvHwmKFY/RiB//IUY9UvncClANo16QXuMZ5Hv0Dqi82k5+tPL+QLNZ4iOQql+s+2Pfm8FXy3CtKov20Cu90+Z2dRDncCc21hKtUWapkEGYCHpwy3D2mWll3s7Phpd7oc7oe4vfiYsKpRlybqO7t+hJ7ItYRZfT5XZWNzsY2ey2Mml6lQq7a4PonwaS+IsMDZKGej9YbdbT+tRnuqMjxJNk7PIuxu+VGrpT/L5ZDzZ6V4AbxEcng8FnZ3/NzKJGZJoS8gKceuL1DFNpq07B6HubiIUa+3WV5y0u+JKIfOH/e3SXKpCsdHS7LveZELVOwlh9n0bWNstxm4XlB0OoqruySh4GBDqhLmGPKXGoRC8il7FrOOzYCDi796Ihkvcn0WQ9Hts7u7mH/polGce/tBrs6iiH0Ri9XAw+3Ai3vnYLFN5C8NovjH+Zn/vGJCFMWfhv+uMOiAv32I/3MGHHD0kf4J4N8SRbEliuITcA/8XhAEP2ARRfE/HhYo/03gvzTruecSUUEQ/jEgLYrij3PexN8RRXFn+IT/0sRjaIB/HPi/zns+icf9N0RR/K0oir9Va7/tciwmHVazXjIVaRJSApzD7eC7gn0UqgVU1m6HiZvHFOlcZcruZBIhv31sZnERvMQLlCoNDoe7XIfVwOF2gMPtAA6rnmiyyNerKNePqSmf1OWQk16vz+1zeuEqo8dp5mKomi+UG6yPmOZnCzW+XEbJFqpsrXo42PJP2SfdPKXfTcH3Nv0ksz/Pl+3iLvGedLMIN3TZjRxsBzg8DOFfd1DSdDnNZfjDa4zrRAYEuExmqFSb6NQqXvMlTmMpvn+N8UMszkUuQ6JdQzAp8QWt7GwMSepWkJ1lDx6biVnuT2/JP0crPqLtCqnq/Avna7E4d11Rz1kAJnHs9VErtshmKtiN8yuuhZo0qWy2e5zdJthxudjxuzl0e/lyFUUmqn4men2RpthDo55+L8dLfl5kwhY63R4rofnWXmGblVq9jcv29xbX92krMKYYlkriOj+P4XWY8c7YHALYF7BMe4nkuHtMY7XqoSdy+CnM+qZ30IZcAI/3aTzeb6/DYNSwvx/k5ixGeUbXRbNAl0Vv0KDRqCiP+Iie/fTC3rpvbiRkQabKpdGoONoPcX0Vlxw/aElUXK+uE4QDdsym8YqegEhqgeu9LEQIh+x0Pqisfn7Osnswbec0zw5rbdOLzqQd8yh9qwQ/3KfQD10Gup0epz+9YLcY2JKYVcwscD0tlxusjqT4LS85F0omm0Sn06OHiNGo5XlGW/4NDpkQhKWwA0NX5HHY6i/ma7jdJsqlBjenUfa2/YNzYAaSyeLcqu7eXpDrs+j7fLV2OPJSrTS5voxx8DmM5oNxpn/GcL0V9YY//4zcHQVBWAE+A38lCMI/zkAbdDJxtyAwOksTHd4WHP578nZZLPIN/QPAPy4Iwn8B0AEWQRD+D6Io/jek7iyK4v9HEIR1QRBcb3MEwH8e+EkUxcWVMDNgMmqxmfW8yixmk3iO5dle83LzOHj6452grG1QoTy/8hP02t4V8VaT/Mm05LdztqAd1CTUKiVqlRKbWcfVQ2rhVndiZEShUK6jUiokLaxG4XePW1GdXMdYX3Lx8DqSRS7C7dOAuJuNWvY3XeSL9ffvwOuykMiWKVV+fuu72+tTqNSxWwxTOziFIBD02XA4jLTpEy9ViFVqxJLyz7ex6uGndIJGp8NuwE2l1ZJs97R7PaKFkuRcpsqowGM24dDr0alVCH1otDqUKg1arQ7fbYX4q9jiKvFkpcqB18N5Ul79XF6gLf+G3/oDnD0k2At5eUnm2Qg6qTZbsnZHAK1uD4tOQ1WmDf7lJsY/srFKud3iu7UgpUaTaLb0LoxaFNFcie/Wgny9+XYOaFVKEjMU5cDchWN3yfOuBL64jRP02YjNCG+Qw+GGf8qAXspjGCASzWM0atjd9HEl0xo2mXWk5wRULC856bd6XJ7FqOfGz2mTRYfbY8Fo1KIQBBqNNvlclVyuOlaH8AVspFNlNja9FDMVLheY4by/SaA3aGQrqoICwstObq+nq2jXFzFCSw5qvR7Z3DT5UquVJCVGo/w+KyqFgrMZc59y5v5Pz1n8Pis6rYbM8Nq0turhaQHXAAERj9uK02FErVbSbnXJZQefY63UIJUqsrnpRa1WcnubXKjFnk6X322tYKC4l2sxK1UK9o7CnJ9Hx6q3KrWC52Hxo9Xqsn8QGjNpf7Pf2jsIkkiXKORr2O1GUgsarl+cRdnY8vISzfO0gKvA2GtWCFgtesxGLXqdho0lF483yankqkk0JFTsh7sBHr5G6UxsMjweK5nMYN28Po9hturZ2wtwKTOrKyLgD9i4l7Hf2t0LcHMeGxP5CRPn7/lJBF/AhkqpJPrBz+RPhT+iaj4riuJv591JEAQT8H8D/nkG7fr/MfCflbqrxG3ijNtlMZeIiqL4LwL/4vAF/qeAf2GShAqCsMFg/lMUBOE3gAYY/db/6/yMtrwUTAYtLpuR59jHUnbe8t3Xl1wzs+ejySJajVK2iqlSKngemZV7jeemxDpv0OnUH24xb6160KiU3Dyl6XR7pLLNhdXsWytubkfsa5KZ8kyvThh4aErFeTbbHVkSW6m13t0BloMObGY9kUSBw60AZ7cf93AcRaFUZ33JhUKlYHPFjdGspdLt8JItcl8vQX3xVKu26ttrv4pn+O1akO9fPrYx6Pb6xItl4sXxxcBm0uMN6Oh3+6gUiilvz1mYlYSkEgRec8WFHudvBUL8eDv4bt9iRe9jOY435qcx2U16WSJ6HPLz/z1/YtPn4i462IwIAiy5rYNACJWCaqtNLFeSfYw3fHmKsxl0cj8MSTgK+eamdsVmJJdpVEoquW+bD7E/mBP/KBHdWfFwe52YavMKM8rVtVqb6+sEx0dhzq5iU3+r08mPw2g1Kna3fJydRN6rYtoRYgODKk5VQoih16txe62YzTqUSgWCQuDz52VOfnhaeByh3eqyvxfgXMKKB+DgeImzGfZR0dc8Fque9WUXDxMCGK/XQmTi8z/YC3J/l6Q1p/o4y44nkSxhsxlYCjl4jeYxSIwb6fVq/F4bJqMWURSpVpokEyXSw59RHB2GODuJEAjZuRu25k1mHWtrbnK52pi11CSy2SrHR2FOh3ZODqeJZH36/l6/FY1eI+nLubbq4W5EDNSSsQy6Oo+hN2g4OgzTRSR/tfjmvllpsbvj5/QihoCIyaTHYtJh0KnRalSolAoEEXrdPq1Wh0a9PRQANSjVK5QYkH7DYYj0Sx6v24wvZKfV7fH0kp36Pl+eMmg0KtrtLiqVgoMNHxd/eJZ8bZPirkqpwfVJlL2DIPFUacyw/w0GmYrozm6A2/P4VPpVV2LuNxkvotYoOfw8PMb/BiYXLQpBENQMSOj/URTF/7sgCIfAKnAyvDaGgJ8EQfg9g0pneOTPQ0B8eHtI4nZZ/OyatSAI/10AURT/deC/AvzTgiB0gAbwX3sTLwmCYGAw5Prfmfj7fxL4XwJu4N8VBOGrKIr/uVnPqVAIuOwmnhdI/pnEw2uW490gT5HczAphr9dnNeTm/kXaZmfS8D1fakh6Ye6sebl+XKwAbLfoWQ45SaRL71XHo+0Apzdx1pdcxNNFPE7zTAN9ALV6+uu8fU5jNetlK5Uhv42shOVULFni815oLml4ieV5YbDQWh0GtjZ99MX+cC5loM7vi7wr9ft9kb4oDu7Th16/T18UEfsiveHvNFYNKquan65i9Ao/oy/MoGp7PWGV9MNTjKMlH6fRn+9MALC77OG1XeYsk6JWabNit6FQCjzkF6vQX6TSuAx6shLCqRWbjec5nooC8Htf8J2EwngAwMn9wJZpFuk26qStZ1SCQD5fQwSq7TYatZJ2p4coQixdIjZa+RIgYDfjshvRaFTUOx0S+fJY678vipQ7bbRqJXqN5r0rMQvpQpWQxyopQDxa9nEyQaYubwet3MiCHZL1kIvXp6xkJWyGsHN4Bzg9ibCx7iFdqI7FYapkZvw21jxUi/Wp2EaL1TAW2ymHRqPD64hP7tHxEvVSna1tHwqVkofb1EKioobMTOPBp/BMEvqGcqlBvd7m6CDI6Yh9ktVmeCeier2G9RUXF4skWwlQnmO5VSzWaTU77O/6KRbq7G770ahVwypnhWy2wlNlfpX06OjbezSNtPyrlea7mn5p2YnVauDhIS1ZCby9S2GxGiiX6ljMuiml+sGnJW7vUrQy0t/p5Jzx430am8NAMT9NwBr1NmdfXvlb/+AmIZ8VEAb/Exj8GxFBEEb+m+Fct4BDr2HJaSGVKlHP1qhnP+5R1xsSumymQnb4ftQaJdurbnQmLelshUSyRKfdY33dQyZXxW3QcvH9s+xjlmRGGa7PY5gsOkkXASkbu50dP/eX0yQUppPW3tBp9zg7eWVz1086XlpYMPXXjcG6+SdTzQvA/w64EkXxXx28HvEM8Izc5xn4rSiKWUEQ/h3g/yQIwr8KBBiIkv4gimJPEISKIAh/G/gr4J9mwPVk8SEiKorifwD8B8N//+sjt/8rwL8i8zd1YGqQUhTFv8M3K6eFoNeqMRk0HG0H3o3KBWFoAvtGcEbsiLq9Ht1un3anS7vdQ6dRY9RrKFdnX/zMM+ZSGhL57vqJRV2pEKjMsT8SGPiXKhQKbp7SY6bEAY/1nZD2+n2q9RYOm+GdFEjBZtZLLvL1RlvW2N9h1UtWQ99wfpvA57aQXMCTVETkPzp/Zm/Vy/lt6mfNFcLA2+86k6Ne7LK/4eX2IT13tEAKqytOvo9PbMJEeErmCdosxIofn2NVKRUcbvn5q0T0vf+gEgSeC0VUCgW/D4X4Eo/TmfPmu/0+ay4n2dfpxdqhM/CMPKFSKQSOnT5+vB//PifV5id3MfZXvVzEpInfmzp8EsdhPyfDqnY8X+a7tSA/3coQWhFS+Qqp/PjC67bq8Tos6HQqmt0uqWKV3TUfqobI18xiFWmPyzxFRINOC5dXEt0McfY5O4qwz0YmUZKt1C0qhLl/SGO3G1hddvE0rBBOrh9Gg4a1ZTcXZxHJKozJoluIiI5ic8vH2Y/PHByGuBimMOmNGrYOQzRbXR7vU7Lv4ek+hdtvJZP+9pwbW973tJ9F0O30uPjyyvHnJc6u4/RFUA1nxpfCTtqNNhcSgikpmIxaKnNavzCYGxbaIiadhusPirtgQFxGW+AamWN/4FmZQ6tVc7AfpN5oj8WINhptNg5CnJ+8oh2pzpqtegJhB2czyLeASCwy3sXr90XCyy6KeflNwN11guDywGlgEeztBylm67TqLZaXXTw8zCfpUihLJNZ12j3ub76tF16PBV/QhslhpBgp8hwpznzMWDSPVqem1Zw+96rlJlcnEXb3AyTS5ffq6KR/6vaOn4frBD2ZcYrinLndu+sEVpuBzV3/WHX6l4Q/lX0TgzHM/yZwJgjC1+Ft/yNRFP89qTuLonghCMK/DVwyaOH/s6IovhGU/x7f7Jv+H8MfWfyqpnj7fZHL+4RkysQiaDTb1BptVoKOma39SQHQG8J++9jc5BueItmxNvbBVkA2KtRhM7AccBBNFrmWEEup1UpUSsX7a3gzYX6NF96rpFJYCTllW/DnN/H3hItRLAXk/wYGC4DFpFuIiK4subiMpfl6F+dg3cfdU3quknYSu9t+LlJp3DYT5UaZk1iSwzUvD0+ZDz9WuSe9wFVbbZxmAzq16kMzj36HGZVNxd9NjFQhAbNWR6nZpNvv8/1rlCW7FbVKyX1u9ujIS0E6snGWqblerWLD6ODkafoCmpuwD+r3IRYrELJbiEqZ00uI8rQqJdGJFuuXpxirPgdPycVHYfKlxphdmUIQ2LQ7ULZ6rPscPCzwWFI2TlaVlnRXum1/dZtkOezgZcZ57XOaqRcaM9vBk6bns1Ao1ClXGhzvhTi5jL6P/8DgWE7FCmMEaBKzWvlSsNoMZGJFEOH5Mfvu1dqotbn4aUBKbU4joVU3xWKdyMRMnCgO0pHeiKjXbyWZKH3oPb/h/MsrWzt+IukSzVaH44MQl5exD1kamU36uURUo1GyGnBwdRVHq1WxuubmaUbG/CSWlxw8P2TGnT3m+H+2Wh3Oh6TS57Pi9Vl5eclSLDa4uIwRGKrKATZ3/KSzFa4lZmtHsbTs4vVxeu0ozogoDoTsxKMFysU64SUnkdfZnUCFQqCQq9FqdsgXa+TzNY6Pl7j44PeiUAik5sSnAuSyZQIBG/VsjaWQnVKuMpZ8Nol+TyQUdMwkxzcXcUwmLfv7QS4uYpRKDdxuM9lMha1tH4/Xialo3FGUig20WtXMqM9SsU65VOfwN0tcnUVnPt7fJIii+B8yRycsiuLKxH//y8C/LHG/H4CDRZ/7Y/LcPzEarQ4HW4tZP0ih2e5SrjZJZspsr8n78SVkbJnkFIKVWovNFTcwMLufXAwVAuyuedld91EqN/hyGR2L/xzF3rpvjDCOXkBPb+Ic70iLzxIz5ur6ojilerWYdFwvYJ5/+5R+V+/Pgs7wbVE9f0yyEnYtZMPzhv1dP+fJQfXTPiIAO4unWFtxL6T6fYPLbuQ2LW+j9JItsut1L/x4xxt+0soG9/lpkmPWjVfiXgslnrMFfh8KolHKn16pao0D3/QxmClLHxdWnY6w1sJVdPoirlOryFWnF7Rqs43QBrNEG15qM3cU8E0TWhG6Qh/VjPcyC36HmU2ngy9fXnl5zRG5z7JusfLdagCDTGUKpm2cjtf83D3Nru7otfJJN06rAVp9inP8fD8aqtDripyeRtjf8tPt9bFa9exv+bk5j80kGTBQlC8KQRhUid9aitVqk7XtaYV1MVfj/Idnovdp/D4rR5+XcHm+qewT0cJwdlD7/jgfgVKpwG43El5yQl/kcNOH2aTj9DTyIbIDA8X/LGi1Kpb9jves+FarSzpdJrwkbxk0CqdroNJuTbR3P0K8k8kSJ19fqZSb7Gz72dr0YbLq6XX7HPxmmbuHlORs4yRsMmtH5DWHP2iT/J3LNbBx63b7dJqduRuX3b0gyXiRQr6G12dF7IucfnnB77Xgn+NFOgqPx0J3jtOLy21mZdnN6Y8vIIqc/fjC9nbg3QlADot4m1arLa6+RtjZ9GK3G3G7LWxu+Xi6SS5EGh3O+U4aoghnX1/xBmz4RzYWvwT8qeyb/pT4VRFRGJCxT7vTVhqL4M3Gqdnucv8sT7CKlQaeCT9Rg07N7bP8QqhUDojS9pqX4nAe0zX04LRbjVw9prh6SM406d3f9E1VUicv7pf3CVaC4xfirVUPqTktvrvnDPsb3xau9SWXbOV3Ei+xPJYRjzopZErjLZGb1zQej2WhlunBXoDTeIresKWt1Y0v0OeJFCvLTrQSM7BSCAZtc0+8ry8Jfrs822fOoFVzsOPnD9k49Y60sEAvQSZ6osj3rzG8RhNbM3xDJ3UxZo1GcmTAazJh62t4lKkkem0m2QH8RK7MksU6pQYfTVcCMGk13Eekyftrpsjx+sc2gIIA360HqaZr763rN4/OSLzA2VkUdb3Pd0t+VjzTC8GojZNJpyH2On/+8+Y+KWmnZjHqMChUZBZogzclRm/kICDidBjZXHWjQsBjMWDWarhasDXNB5J5Do+WuJ9oJSrnnA/JSJ6zPzyRixdZXXFxeBymUW+zvunFF7CRGrY91WolTpeZ5RUXWzt+Dg5DHB+HOToKs78bYGPNTcBjwarXIDY7lFJlYvdpKrkq0ZcciZc8xwcheR9MGcwi4ga9mpDHysOEhVCt1qJcbuCdYwJvMGjQa1SSm4GPfMdv6PX6XF/HeXxMYzRo0Rk1nJ1GFl7gszJzowBuj/R7qde/Ve5T8RIbG/LFE6VSQWakje0ZsRqLvubJp0tjZvWzYJ9jJbZ3EKJeaU05GNxcxHDYjLg98j7IrQUCK95we5mgW2vjchl5vU8tXLm0zLGFGkUskieXr+Dxz7Zm+wv+uPjVEVGAr1dRPu19nIyOCnZ6fZGzGaR2MmFpc8UjOR/6hoeXNH6PheuHJPsbPnbWvOSLdb5cRskV5w+LuxwmXiRUm5O79053MDM6SgwXTWLKFmuolIqBkGdBIRUMYjgnye8o7DYDkXRx6vaneB6TWYdzxoXtYD/I1+g4Qe9LsKqLZJqlsB3dAlWkdHOxQfSvL3E2vdJEcdXvQO/R8mNyTnzrjNcTLZZ5yOT5fSiIVjn9HV0k07iN3z6bJYt1amFbsdmg1ieWlx+PsBlmbxJuXjP8JjROJOsTit09r5tKQ75l/fUlTsg9e/F/g9dmYtfj4uw0Sqv1jfBOEo9Gs8PZZYz4Y44tu53PK360I2TmzcZpy+8aEwXNgkY1/hx6nRqXUU98gVYjQFOipWez6llfcXG0G+DTfoj9TR9hrxWdUkkhXeHhLsX5aYRirj4w1bYsthBKOW1IYXnVxaWEmOjhIYVuTgUKAFHk+S7F+Q/PdOstfG4z/U4Pn8uESa2kV2tTiBeJ3Ka4P41y+eMLZ98/c/7DM1cnER6vkySjBSqlxvuGZ3XLS73VIRkvolQqOP0awWU1sr66eKdByrMVBrO1XodZtgVfKjXodns4ZSpfCoVAKGAnJpNYVV3wWBqFz2/j6CiMVq0klShydZ2YSbhG4faYic9Iz4rHC1MNUb1ezfPE+7/4GmFvX3rzvLcfHJv9nZyhbLd7nH99ZXvTi20O0dTIbHD0Bg17+yEuTyLUR8ZbRrt28UieVq3N2rp0GlV8WJFfBBqNkvU1N8VUBafdyN5BYKHwEc0HwlzWNr2Ewk7SC1pk/XVAFIU/ys8vGb9KIgrw9TLK5w+QUbVKQUViNuzrVZRPu6GpA1w5MUOXnTMErdWo2Vp2o9NquLhPcv2YWnihUSoVWEw6qvXp1ycl1MkWavjcFhSCgFVGpCSFVLbCwVaAjWX3TFIthdObOJvL0otMMGCT/btYpgQqBX7X9I7z8DDIl0h86nOqyVQfL1MZAiHbzNSooNfKc24x9XSvJ1IsN3CMmsALIp93gjy0CsQr8yto6jkt6/6wOuo2GNl2jRu190SRVee3aqBZPV493nY5KWXr5CpzWrzK+eT8y22M75a/kdFy41tL1mHUc/k8+xjq9vpotCoUc1aC36wFaOaa3EuQiFkVs+dIjovzGMaWgt+uBAi7rMQyJdb9Ts4XyON+w+1DivXlweesVilYclh5mTNbB2Cz6FlbchHyW/m0H+Jgy8+y34ZRraKcq/F0n+b8LMrpyStXV3FiscKY4Mnvt3F9FScRL2Kx6MeU2XJYZAzAYNRSLzUlxRmtZpdVCQN0OZjMOkIhB+logefbFOl4aSwKdFHsfVriNZKnUh4cQ2/fazJZ4uk+zdFeCINhdtsdpGc1zSYdLouRl2f50RqAXK6KWqOUJP0H+8F3eyYpFAr1hQIz1Gole/tB1tfcpGIFzr6+Uq00cXnM1GottDrNQlVgv8828/fZTIWVtfFr69KqW3LU4fUhg8s9ToDVaiXxyPg1Ly5jRXV7nUDs9NjZ8Uv+HqAn0SlbWXNjMmi5lJh5nlSvV0oNIg9pDo/CU/etVpp453weMHAwcNoMnH15odvrkYwXuTqN4vNa2DsIziSkk16iUljb8LC+5eXxLsXjAsb9f8EfF79aIgrw5TI6Fgs5CzaL/C7w61WU/U3/WGVx1Nh+Y9lFTCbRw2kz8mk3SL3Z5uw2Tqf7sRkzgMPtAI8SIiiAbk/68W6f0hztBlkNOabIqiAMFKlel5mVkIPtNQ+HW34+7QbRaJQoVApMH8whBqg2WpIX3v6coyhTqFLttFkKfCNdR4chfnyOS7a2cjV54nWTyuILWCQ9BQFc3o/FY2ardTwmI0qFgN2kY3PDw99NRucq39+gWDAFKVYqc5fO8rtQEN3IcfaUL753aEetSo59XqKxEpUFWlmLephe3CfZ8g1IWr7WeK/CrDscC41pPCRzfNqUbtG7LAYO/B7Oz2Kym5xF5kyr9Ran51FSzwUCOgNBm5nD7SB7Gz7Wl10EvFasFj3KGY+lREApwHbQzf1QEKhUCHhcZrbWPBzvBvm8G2J/3ceyx4pJqaSSrSG2euQTZV5fslxexohE8rKG65Nw2o3v/qDRSB6nwzSXjC2yGVxZdpGdUa3pLqjc9PismEwaHm+T5NMfU+q/Q4DD365wcR4d82scrWyKIpydRtApVexsy5MdmI73tFp02AxaIpHF7PmSyRJWm37scz4+CnM2x+C/3e5intG+9XgtHB2FMWjVXJ1FeZxoQeeGpv6RSI7tBeIqF4kCNU8Qao1MXGyt2sJs1I6R+J3dwFQcZqlYHxNVjaJcbnBzEePwICSZmFUeKboICjg8XuL1MUNG5jjsSqx53W6f859eODwMTW04XC75GU6FQuDoKET8OUsyXhw81sixNiCkEfw+K3v70oR01gZvdd3DxpaPx/s0D7e/PAIq8sephv7SK6K/KtW8FE6vYxxuBziTUZO/wWTQygqEYGBVtLXqIZooUG92xoztpaxuPE4TfreVy/sEX68GJ26+1JC1SpLD1qqHkxlenbOI7d1TiuO9ENtrHlrtLo1mh1qjTa3RolpvSVZYD/eCCCqBqtBhc8uDXqXm+TU319IKIJEuT3uLCvAq0ZafRKnapNvts7HkxmDT8sOT9GekUSvJVGZXn2/TOTb9DrLJ6pSheqS8uOH9G3K1Bv/QwSoXxQznmQ/anXzg/BaBH15j+C1mrHotV5ksmVqNI7+X03jqPdnpt4EAZ/eJmfPEo6jNaKmPotvrk8tU8VpMpMpVHAY9epWSs8fFbUzOI0l8DjPJEcumz2sBnh8y3CZmX9jlWrFS8LssFJNV9B4FF1Im7AJYDBqMRh16gwatVoVao0KhHJgt/sOf1ikX6uwseyiV6uRyVXLxErm4/PFhtxk4/ekFj9eC220mM2OubxQul3lqLvTlJcfamptYvCBrFVWZc84dHIbf1fByeLhLYrLoqJblH2t100MuWRq01oFCroreZpBNWZKCRqtiddvHqcSIgNQGo1CoUSjU2NsLkEiVKEgkw40SGLvVgEGjmmkqL4VIJM/amptoJM/6uofzGS4Fo7BZDWORqEqlgq0tH91Oj/u7JJmE9HHi9VqIRr/Nap+dRTg4CMn6pppMOp4k3FEm8fSYQakU3mM5E7Gi7H2f7zMcfbfMyckrWq2K6It0EcPlNMtWRgHOT17fDfhfhw4LCoXwPjvs8pgxGXSczTkGZ81unn95ZX3bRzJVniuM8/mtaFWKqefrSAinErECiViBQMiOxW7k+iL2rtivSRD/lXUPSqWChxmV8l8KfuG6oj8KftUVURjswC/vk+xtzG5RGRawSrl9SuNymLBbDPR6fcJ+Bw7reOvb77ZwuB0gW6hxch2bshU6vY69K+jnwWbWk8lVZh54srZFAiwtOSlUG9w8pXmO5UnlKlTrLdkB+tWwk5P7GBcPSSwmHVfRDD89xymJLdY3PRztBbHNmW87u4kTGBmuDwfs7+KsWTAbtayvuMCo4KVQlL2f125e6ES8y+RxeE2Y9d8quythB4nSHPIgQNht5dNWkIMdP/agkbyqxWkxTaZR47tggA3HYqpcGLTXP4pEucJNKsvvgkEMahWiCD6TiWK9yd8KhPh6G1+YhAJky4vNxAKUak2MqNBr1FgNWvxG84d8WludHlbzYCbVYdZzFPRycRaTNZIexTzbnDdsLbup5xuk0mWqco8rDpKO0ukyL89Zbm+SXJxFOfsaIRMt8nCR4PYmwd1dknS6vJBS+q3ik06V6TY7M0dORhHwWulL2G49PmYIh52y7dtSuS7bYvQHbNwtIHrq9USWZ4hY9o5CxJ4y7yT0DaN59fNgcxrxhOxcy0QxysWiAlxdxuk0uxzuhaZmA986AE6HEZ1SQWJYAVsUggAOhxFBEPjd79bQqlWsb3gJhuxYLPqZ7VuDYXDdcLvNHB+HsRi1XF/EuL9NzmQCXv90lfH+IUVARvm+vOyUPDYmUa002RhWkP1B+0xxEwwU32trHrZ3AhQL0tffzgL2dKlEifhLjqOjMAqF8K6Y3zsIUS83eV7Ah3QyynMSDzdJjDo1/uH5lM+OF4QERA4PQxTSZV6fpkn1rHSueLTA9VmUQMDO7l4AAZHCiEBtZc3N5raP54f0r4KE/k3Fr74iCgNBz91Lhq1Vz7sR/CQWrca8xgt4nGb87oHi22zU8uUySshnw2bRc3mXIDHHV7NSbaLVqGjNOEEFYZDPfvMkX0USBHmD7U/7IX66iaIQBLwu81zVvEIQ6AgiIgLtTo89j4N8ebDQ9US4iQ1m+hTA+oYbi0ZLJJ4nP2FN0u31Meg17x6YdoeRp3xR8jlNei1rS06a9LhOZvghNqi8fVrxk5ERcFmNOpAvXI/hIZtnzW1HyAqU600sdv3U36qUCpZ9dqxmHbV+lxNRd9AAAQAASURBVJdikYdWiYcRi67fLQf5q6E/6I+JwWK77nRg1+k4T6VpduW/x07/46MYMKyORmL4zCZEUWTNZmNdaR1LSxp7HwoFRq0anUaNTqVCo1KiUSrRqpX0OyJ+q4lut0+r16PV7dLsdGm2O7QkKuqv6SL7qz5MOg0/nMkbZauVCvQaNVq1Cq1aiVqpQqNUoBQE/pHDVc7O41wnF7+4KxZozX/aDHB5EX8njk8vWQwGzdzM61F47SbOTyMcfV7iZEbO+Sh8XiuJEUFJMV+n2+mzsuziWabiBGCzGWQJGsD9XYrtbR8Pj+mpmb9eT8Rm1lOeEM9oNCqUIjO9EEdRlxkfOPrNMmc/PEn+btHRnNCKi1qjPeVJOop5G4xarcX5aYT1DQ/VeotkenD9rNfbuJ0mFD2R1IxrqsWix+EwYTRqUakE2q0e5XKDbKZMPlsln62iHY7IPN0k3quKKpUCq82AyaxHZ9Cg1igRhnHMFque7U0fd3fJmaMPkyhKbPqazQ59ceALO6nIl0r/kcPb+eF2m0nMqQzrdWqsJh2FGdZRsUh+mME0G71en7MvL6yue7A7jLiNOi7njDeMYtIeSwrpZAmDUcv2tp/b2wRGs55arYXDacJp03P+Rb7q2mrNP/fj0TzxaJ7gkgOzxUDHY0KhUHA3x9/1F4c/YbLSnxJ/FkQUBnMhr/ECa0suyXnLRasxAOlcBYtJh1atolJvsr/h5+I+MWX2LYdktjI34/14Z/bvYUCepeZdttY8fB2m3fRFEa/XMpeIHu4G+On+24J5fp/AbTeRKYwztz5wFx/miyOyvu7CqtMRSxTJDkcb7l8yHO8EObmOUWuPXySMeg1rYRctoc91Ms0P8ekLwclzgjUZk/SPeCsCPOYKrDhtqFQCD/k8Rp2GJa8NnUFDqdPkqVDgqpqTJbchq4WfUtNE4qEweG0WjYYjX5B4pUK0NL1gzSKp82DX6XFq9JhFDQ5RS7ZR48DnodPt0er2aA3JZL3VodvpU221qDLedvpuNUi70+VWJpJWLQjoNCr02gGh1KiVqFVKFHURi0bNvs9Dt9uj3e0Nnrc9JLGtLr1Wj1q9x+SWYX/FS6PYxm004LGauI/NFpa8YVaFSiHAp40gJxOt1V5vQAYvr2aP3rzBZtFzM7zv2UmEldXZRPINXo+F1ISyuVpp0u302NzwcicjaFgOOznNzk69ublJsrsb4PpmeibaZNFNEdHtHT/nP85uh47i6SGNw2V6rzSpVAq29wKyJBSYOWP7/joOQzw/ZebaHQkLzqc83KfRaFQcH4Q5u4yi1aholJtkclX0ejUulxmzWYdarRwc79UmuWyFcrFOeQbhCgbt3FwNPtvd/SDXlzHEvki32yeXrZLLTp/8h8dhGtUme3sBrq8SC1XMHU4TrzLHUiJRZH8/yOVISpVKreDlA+b7D3cp9DKbLp1ezdKyE51OTTFfI/aaI5Msks/XOTgMcS4xvlIpNwku24lGZpNaGJybRr2GfrNLLldh5yCIRqui2+lRKtZJJYqyLfhF7bDqtRb3V3EOPy/R6PRQqRS83Ke5l/HtfsNHRkgKuRo2mxFx6J4hFRryF/zy8GdDRGHQ6kllyiwF7LxO5HUvGt0HAxXiUsBOu9PBoNfQavdw2Y1zlfOjOL2OshyUTnpZDTs5u5nfdlMrFVNE1OU0Ec+Xx5TmN89pjHoNNZnKiNWs4zY6fgHt9voEHJYpIjoKEYH7xLdKyOqqA4fRQDJZ4jGSxeUw8RTPY9CpWV9y0xb6XKcy/JiYvQsVGVykpdDl4ykXqVqN7z6HKIttfojEOSmmobjY35qNWl4b8hfCcrvNH+IxEGHP60GjUHCeSr8LhCaJuBTUCgUhsxWHTodaVFBvdkgWKxQyDW4zDX6zFODfP39gP+DlKrL4jOqyx87JXYyNgPwoSF8UqbcGZHYUu2EPkUSBh/hiwpA3bIZcPD5l2V/x8TQUlRxs+shV6yRy88YipAmLTqti3eOYIqFv+MgmcjXo4DQ9IIZiX6TT7KBWKeeKCOVysJvNDv9/9v4jVLZ83fbEfjO8994t7802mXnOfa+hkqAa1VIJ1KlWIRAUaoiSQC0hpI5QSyBQS1AgEAUl1JFAakioVFUI3ffuPZm57fLehPfeu6lGLBNmhlnnvnPPyXPPgE3uXHtFxIyIOed//L9vfGM83KTY2fZyPlZdMRo0XC0YE3h+Hh8QlfPYyMKoG6tMbu/63kRCYbDQ+pcc5LNVDEYNbrdJ0u5pGO3GbPKw/+MSJ98X9clc/N7abnc5O4ny04dlFEoZSUr0Or1BElTtbefiMywGLYmnQzg/jbG77+f8JIY44+AbjTbRcB7CeWwOA/6Qneur5MzhNH/QRm7GGnB6GuPgMPiiU11dcb0pRrLd7nL4PsTZcQSVSk5o2YFep6JUrBN9zHE9Vnk3W/XEY0VOvw1SrjK5KoX86PHZrMa5RHRjw0Oj2uL0WwSbXU8hUyE1ppGVyQXcfjNWq2GCoDbqbeRyGRqdCq1WiUqtRKVSDFIClXJkMmHkGu53+zjteq7OEyM2UNPQanaRyYS5a/jmjo9MqsTpUQSrw0ghVyUQtKM3arhc1Nv3LwH/AonzXxURBag12igUMnwu80hWdWsBvUzQa8Vu0XMbznBylcDvtiCXCyTSJTrdPj63GZfNSL3Z5j6Sm7m49UUQRRG5XDay29ZrVdTq7YU0gAM5weuCoVTK0RlUpOOj5LHR6vBhK8D3U+kKazBg5/vtZEXp9CaBz2EinlusNXWfKnD/lIO+7LayGnJQbLf48hibSz7HcRnPcrDk5vRxtNJUXYDYPUOlkLGz7eWikiPdb3CcTvLDko+zeJr6AlPg7/1evmQWzK4W4OxpkMmp07FqtXGby08cr0Orxas3opcr6Xb7FCoN4sUy0VIBqW8nZDNz8ZBCFCFSKGE36SbSjaZBjZx+H66iGVa8i8dwygWBaqVJLFPCZTOQnrEZGcaS20oqXqbd7o1shM6ukyjkMj5s+blN5CjXFk/rcVj06GUKLmbot8LRPIv0GHVa5cQkbDxWnNuit9lm2wV1O30uT+PsHwY4GVrQVlecHH1dLAMcBkRl/yDwEh8Jr16pAHaHkdgbKmjDKBRruL1mBFHkbgEtXHHK4KZcIWP7MMjxt8Vbs+KCe0en04jPY+HxyQxfqZSh6A98WhdJJ5KCz2vhYsze6+wkxt5BgNPjyNRzJpd5ff/P7X2dXsXhuxCRSG6C0AFUFyBNFxdxQkt2wo851At2dwwGNQ6nCb1Rjd6oYXnJweN9hts5beVh7fH1RQK9Qc3u/mhVdpa8w+ezYtCpRshyPlfDYtG9JHg9o98TSSVKEwR1c8dLr9nl7ipJrdSltsCsqEwmw2DWUq+3OXgX5OE+S2WOt6tGq5pKWg1GDaEV54i11POeNxoZ3BMDT6T+coaM5m/48+E3P6wkhVKlSavTxWl7tYmYpqPSa1W82/az5LcRSRT4dh598RsVhIFmdG9jICKPp0p8O49ydZ9GJhPYXnXzfieA1ykt/H/Ohx/GcsBOel7l6Anj06jbmx4e4tJkI5ouIpP4NtdCDo5upXeDvb6I3aRf6FiGsb7spG+UE25X+ftkBF/Iyvtt/0Df+QYU6k3kYwednjMxD4PhiMNdH+qQlj9kYhSbTZRyOT1R5Jd4bLCg+KcPcAAYVCrC1eKbjvcZmXqdT/EYJo2an7x+/pU7wIHRiaOnoZRucHGf5vNNjO8PCcK54tRhIK1SidCG1tNUaKnexGbRL2Ta/G7Zy81QlXt4aGvuY1d8A39XIOBYzKTeazdRKTRfqu7jG6lur8/3syhis8fHDT8qxeTJKI6xghW/HbHeJTpHD1cqN1iSSEwax9aySzJH/vQ4QmBGjF/AZ51LcsW+yOn3CO/2B96IWq2Ku+u327+cHEc5PHj1V5Q/addlcgGzQU21spgDAoBSJSe06mD/QwiX34I/aENv0Czko5hJlSe6EgaThqUN98KT588QZ2yq5fLBZnFzxUUuVuT40wPlYh21Uk6t0uTmKkn4JsPOhmfmdzQNVrNOsmp7ehxl/zA01dWiUKhNRIzWa22OvzxSydfY2wvgD7wej9mi4+F+/iah0+lRb7TRG9TEwq/3aplcwO0xs7Xj5eB9iL13QVY2XBitOiqNNvfhLCenMYr5Gjq9esSyaBpaYy3xWrXF+fcIO9teTKbBvTgayU3cT8wWLQf7AVKxAtcXk5sW14JxoBqtinyyjPKNcqq1LQ/lUoNup8fJlzD9do/Dd6GRTdk4pkWHbu36UChlkv6mw4g+5rg8TxBacbC5gOXWnxN/s2/6K0KuUMPtMGIza8mXGhP2ROtLTnQaJZf3qYlYzXF8O4+xs+7h/Ob1om21uyPpRM92Tp1uj/to7sUj8OQqgddpIpEpv+gqF4ViaDE/3PW/6EKlkClU2V/3cnb1uruVywSa/d6LrYUUTm8TBL0WIlN8UocR8ltRGlWcPeWd760NnAquU4OWmkIuY3vTjUqUcfWYfiFY0xDNl/hh1c/Xm8H70qmVFOozdsYC7G96ifdr/Jwb3dkOr73pWo10rca7oIdEoUJWIod92+Pgl+Ri34VSJiNktmDVaBFEKNabREolGo0uF4U0VqWGq8RiOslh7LgcfL8drXpcxjP8uBHgy5ShJRh8TrExvfLpfRKnRT91COwZRq2K28jrgrpI9dVu1iM2+6PJZFPIda3R5ttpFIfNgMdt4vg2/nL+DZPXgzUvN1dJ2nPOkWdYLLqZxvQKuWzqQE2vKyJHmNreayxq6i7C0ddH3n1YAoE3VUOHcXQU4fBdkKOhxXP/IMjxrw9TH6PVqfD6LeiNWnr9PsXCoC0afsyhUpdw2fRkInk67R4mi47gipN2q8PdZVLyu+r3+nhd5hd7H7fPgigXuP0jyHVfwsfWbjcQ8FmJ3GW4/D55LmczlYH9TtBOPF7g8iyOIMDenp9csUZygQEir9c8s8J1chTh4F2I4ykyBZfLLEkuez3xhdhsbnvpI6LRqTl+qqoLAqjVStRqBWq1EqVKjlKpQKmQI1fIBp7EVj3VUgOXz0ypWCedKZN8+jMNer2am4sEnU6PvcPgXHIlpX0FuDiNYTJr2d7xcnGeILhsJxzOoVYr2NrycnOe4GRGxVujnR9GALCx4ebkyyP5bAVv0EYislhHRjlGOOu1FsdfHrHa9fi2vJyeRCaq7Oox1xuDUUNw2cG5lLUbIEzZzYcfBveI0IoTjUbJ1YLa87/hT4u/WiIKgyShgMdCrydSrjSxmnQsB2wkM2Vupgx3TEM0UcBh0ZOdstCnc1XST6bCCrmM9SUnBr2afLGGSikn6LFwfvs2+4jnauFy0Mbp/fzHNsZiGw+2/Xy+mU22RBFMmtmVTLfTiM1l5CicQBxqvYxrsLq9PiexwUKm0ys5WHPTaXS5CqeZ5rl+k8qh16ioNdu4rAZKZenq2M6am4Kyza8F6XaVlI3S91QSvVLJj0s+PodfB0VWbFY+TYnu1MjlhMwWLGoNYh9y9QbRYom7dAF4PTafyQjVPqlyjdDSYlXFYXwM+fh+JX0MXx9ibAScXEelz9Fdv4svYxuanigSdFrmEtFNr4OvQ/rkx2QBr8NEYoo8w6TXoBcUxPKjPbfxrPpxZPNVsvkqy34bCo2c60j2hQR+3PRz9IacbmDmdDDA7oaH0xmLa/gxJ9miNxo03C1gUfMMr8eM0Omh06vYXHMNJtwVchAGsYrtdpd6s0212qRUakx9j0ffI7x7F6TT7rK27h7RhRrNWtxeMzq9mk6nRy5XJZMqcTelbb+x5uL8KAJPpL5crHP6NIWsN2hYWnPR6/W5u0qMeDKazVrisQKrWx5SC/g8TsOzG4BMJrCx4UboiVxfJChM8Wy1WvUvU+F2h2EQccngXnR+EkMmFzjYC5DMlMhMIVsAdouBVKQ489iOv0c4fL/E0bdJ3a3BOL+Dc32RILTswGLRYTHraDbbtFpdWo0OrUYHmNw4u9wmFHIZInDxhqnt1VUnJ18GpPn6KkkgZCc6ZfOl1anIZspMK/mWSw3KpYFEQaFRYDJqSUTzHH+Zv3lqLyBrWll3vUy6D9xTDAsRUZVKwd219PVWyNUo5Gp4/FbMtlE3iuGq6/aen0SsMJWEAghz7i3hJynO0qoTlUqx8MDdPwf+JQ5X/aaIqF6rYmPJiUwuIBMGFQ4BAUEmvEQPDv4jvLQjRCDktVKttzi5Toyasc/B8KaqUmvhChnJl2rMk3d2e/0Rouu0Gdhad2FzGBD7Is1mm1K5SbZQfbEakYJCIcNk1FButhZKbLqNZlkN2HmI5rCadJxHF1tgz+6SrAZt3I21/W1mLb6Qje+PSSKPkwvCtF0nDLLMv4QHNxKbQ8uqw0a52OB+7DVK9SY/rvn5chXDpNfAGB9aX3LQ1sOX3OxKTasnffOsdTr8koix7rbRb4s85ovIVQJ9RPRKJSGTBaNKTa/XJ1OrEy+VuU7NvqEGzCZ65S7Zp+jNygL2IsMI2S1czLDt6vVFcrU6Jp2a8lgogc9m4uhGenG7fEy/kHop+G0mjiUe67UbJYmoVq3EpdNxH538PKTiB6XwPKy3t+ZGq1VyuOLl+xusYZ4RjuYGWsLS5MIvEyC3QAXt/CSGx20mOTSluxSyczrneJRKOZvrblr1Nnc3aYwaNSffI6xteaYamcOAmBmMGoxGDVqtGpVaMehyCIOqW6PRxmk3UqfBwYcQrVaXdLpMIVelcr0YKTw4DHDy+RG1RilZXa5Vm5x9H5APjVbJ2qEPAbi/TqJUytn7EOLiPL7Q9ymTCSiUcpRPfxSKwR+dVsm7gyDxxyzXR/O7DD6/heKTPOnhJoVSOeoO0u+JnB5FUCjlvNsLEI7lJzYiHo95Qhs6DUffwxx+WOJozCJokSG4g3chzk9jmCV0k1IwmbQIDL7f0+MIh+9DHC14vteHQgna7R7NVgejSSupn3R7LRNZ9FKoVpr4jFbSpQr53GLDtpn07GtJqZLTKDdH5CwXp1EcbtNcK6y1bS/nJ7O/t2SsQDJWYGXdBYLA/V0alVKO0awlELRzPuOae8VibO7xPotao+Cnv1tb6Pf/1BD5m33TXzwazQ6dXp+HGZ52UnDbjZiNWuQLTN6NYOxXb8NZPuwE+DrHdmkcfo+FcLzAQ2q02idXCNjtBqwmLVq1ErkwmJKv1VvkC3XkMhkut4mrx8UrNnrDoK3i91sm2r6zMJxXbtCrWF1zcRxJkbz/p7cu8rUG+drg5uMPmPCbTCRSJZJPi9HxYxKnWY98SIqw5LeisCo5zqRhgTW53p49BXyTzyMXBP797VUy1QZ+rYlEucJF/W0t9ZDZTLPUplB9XRwesgWUCtn08IEhaJVKhJZIa44GLFupsR90czZGWK0aDcmu9M2+1urwcdPPl2vpG71VqyHRm6xSpSQGV5QKOct261Rf3kWG/4Yh60MxXsGm0+Bzm4nPsWwZhyhCIGCjWJp8b9vrHi6P55OSTqeHXqMasXTpzfgefF4LTpuB+9s050ev17xao0DsiySjhZkJTP2++FSZkpabyGQCsjWRRCRPtfL2auTyioOLp+NSqRW050jPm40OF0/tXpVagdGkJV+ss7ripN/r03v60+306Hb6dHtduu0e3U6PdrtHr92l0+wwfKVpdSo0Cjmleou8xIDPPFQrTXYPg5xKTDV3Oz2Ovw3Sg97vB7l9yLykUTmsBtLR4sKvc/QtzOGH0IicYpb/pUajZHXd/dLWn2faDoPzwmrV8/iYxe0ZdEmOv4fZ2fVzPmdIxuk0TlTmM5kq65tuarXmhCn+vGquTq9mbd3FybcIFouW++skh+9CnJ3G5m46ctkqJrN2IgThGdu7fk4+PYz8rN8T8fitc4noW4I6Hp6iVbf3/FgdBpLJ0oIklNlecUPwB6z0un3SycW9ZP+Gf/f4TRHRviiSK1QJeCwLe3rCYFG9ekizt+Hl/CYxt6L5AomT+ftFjI1lF9cPi5HDjWXni1/oxqqT6/DrLrbXF8kUqlMtlNYDbsLZMqE1B2qVcmAmLpMhiAONV/e5FdhoU6+3qNRanN+neLft48sbSCgMLKB2190oDUrOkxk+3c1f2P+YfVusUCZWGFz0ays2bGotD9E8XqeJLn28ThNmr45vqSTiG9QT5fbsIQ8B+MHn47+8vmXX6SJefnve9rLVQi3folgbvUE3u122nY6FdKI7Lqekg4EUTiIpftx4JZb7IQ9nN7MlGpFUEblMRm9MC7ETdHF2J12FjWVKBF0WIpkiMNAWb/udnM2Yvm4vMEwBEHJb0MsVXD5N5lp3A6QTJfa3vJRqTSJxaSmGFKbpUltvGPC5u01z8D7E0UkEtVrB3Zg/qEolZ3N9YGdzf5smGR6tBqs1ihcdZbXSxGozoFIpFmpnjmNv18/J94Fe9PiNelOjWUMlX3sZalEp33Yrd7hMlLIV5AgT8aSLQqGQ4Q/ZublMcvDD8sJEND5WYW/OsEyCQbLO0ddHtDoV7w4CFIr1hauhwzj6FhmpjEpNxgP4/Fb6fZGzodbvvI2CIIPlZSeXY614UYSbqySrq86p0goYbHqyElKGm6sU796HOBqLvZzVjdo9CBB7yA214QXEvsjx10cCSw46vf5Ljvs0eLwWSSIaCNk5m3KuXp7GsNr0Uz9Xg0mzkKPDMPwhO51Oj1KpwfKai9Nv4cWKSQssTvvvglydxGm3u+y/C73puP5kEIG/VUT/8lGptVDIZXicppnC72E8pyqdXifePDA0jmcybDJo5uaz67QqCkPDIEr54lnb+zs+/vEywnbQxUV4MdIraAUMWjVKpwZby0hffJpTFsUXO6lB6V9EFMWBBY84eE9moxZdQEut0qE6Z2F4xj/1erlN57llkBq0blWi1il4jCTpvSHp5OlIKDamDzkp5XIOnC5+icRAgGyjjl6lpDanijqMVZuVUrY+0Sp/hlE3f2p9li50Gr6HE6x4rMSz5YUW+kypxrs1L9+H8uNlgnT+8jCcFsMLET1c9nI0R8Q/ryJqNWpZdlk5PY+NLBzXjxk0GiVn50/DKVteKs32wKJpDh7CuZE8bhgMHd5fvm1xu75I4HAYcToMXDxVUv0+Kw6rnrub1MxUmfUND6dDBCXymGXvXXDEkmkRHBwEOXmqtmVzC0aJPUGQDbo8t0PvW6la/N4ik8tQyAT6PZHzb48c/n5l4fbxyzEIAhu7/hed3u1FAq1WSWOOP6nXbyE5piW8u07h8VtJJucbmx9/CfPh4zIW3cAdQARKxTqJ5HTD9WEMKqMDMprNVCZkAXsHAW6uUhMT6eOxlOPY2w+OuA0M6/w6nR7pVAmv10xiSoZ9KlGc+tzfv0XYPQiMaCKlrmePz4Jep+JsTCs9rOWPPmZRqRXsvwtyMuM710rcz+RyGUK/PzUtqtPuEdh3TiWiS2vuuTKYZxjNWpZWnZwcDQaXNvd8nJ1ECS7ZEUWR6Jyu6CyirtOrWFpyvOhx/4Y/P36T9k2FcoNer4/Dupj10PD0+feLGO93A/+k18+X6iN569OwvuQcMcG/vEnidczPeF4K2jhNDHbPmjdYY4giLPlt5OoNUsUqmVKNbKlGtlwnX6lTqDYoVhuUak3K9RbVRptqs41Oq6KjE8k0G/yajbO65iDkssx9vX/qvi3gMvNhL4A5pOf/mwmTkzXZ8NtZsb3NxsWs0dCZMg1lUqtZt9j4MpTwlKpV2XZPN4Efx7rNRjFTm0pCYb5OdGmOLnQaOr0+9V6Xd8tekvnFqrilMR/P9ys+ounizMfEsoMF8od1/1wSCq854eNQKuT8sOGnW2lzfBqdqF5Uay3WtgduC6II5xcJog85dlbdrIQcM1+z3mizsjz6vSn/iLOw2exgM+lQyeXs7/pZCdpJPOY4/haeS9ilcq9Pv0fYP1j8nrK25uJiiLjGowWWVhc/Hw/2gyMkFJiaZy+FvXchwreZF7Z08ssDO7v+hR8PsP9haYQY1WstNjZmW6YBOBxGyZ+7XPPviwDrG26+fbonl63weJfh9FuY6EMWodsn4LOwt+fn8DDI6poT/ZQY06NvYQ7eh+j3RVxPLXSlUs7+YZDTo+gECYVBHKnBIN0OP3wXnLC8GncSqFZbdDo9LBbtxOOXlh2kpgx2PeP2No0/aHv5//QQaVepFRy+D5FNlLi9nLzHjM8htFtdTr8+sr3jxWiSfk9tiY3m3kGA6MNsAnh9HsdgnHyPsFhCkkIh4+DjEr2+yPG31+n5525I5DFHIlbk4MPSyLq+KJZWHOg0as4XkPL8uSCKf5o/f8n4TRJRgEy+ilIhxzLlpB/GuFflt7Mo73fmLxyzlriLu9TM59jb8HA0lp4kiuC2Sd+In2E2aSn2Oi+tz+tYFpVisUVGLhdI1qo8ZAsvw1vz4LQZ6BkF4sUKqfJg13+Ry/LQKfFhx49eM8vK4+0kwGU18GHXj3fVwm23xB8S0Zc2ebfd56SQ5raV58OSF4det9BzmrXSN1OPwYBZpeE8M9kS+xSPsed2zX3uTbudbLpKZU6V+FknKgWdSkm/2Z+rCx2HVa/lxxU/BkFJu9Zhx+/gx3U/m34HyhkRjQ/JApuBAbHRa1TcR+drqhvNDv/e/gonC075dnv9iYXgYM2LQ63m+3Hkxb5MCjePGXS60fPq8irJ412GrWUX68vTCenw44JeC1eXb5OgOB0GDnf9qBEQWl1KuerCMYxWm36ilf9y/KcxQkuziTQMtIDZZHlCp2cwzb+PAWzveDn+/DDxc/mC9whf0Mb52NCOKIrcncZYXpl//AAHPyxzLJENnnjMzR0Aak85Lx7u0nOJhVwuUH/aKCTjRax2PZonf8lut08skufsKMLx10fur1LUyw1cdgPb214O3wXZ2vJgsw+KF8ffIxy8D2Eya3G5Tbg9lpkVQgCrdfJ+tH8QlKwmdyWGS7OZCkajFs2YFZF5gen9VrNLu9vHYNRgtelfHA42t72YjFqOPj9O1X5KHQsMzlmFXGB90zPxb5n06KbX7bW86ItnodnosLI5uSGxOgw8zHGn2NjxYnObOPo6uSEcJva9Xp/jb2GcHgtLK9IbuMmzUOTwXYjYQ47snGGsv+GfH79ZIgqQyJQxGTQY5rRF5XIprWd0wmx+HPM2ESdXcVYCtomfW0xaIlNaLVc3qaltXIVChsVtJFt6raLWmm02g4tVS/Y3fCQLFarNNsEFKppuh4G2TiRVqmLQqMjWXmUEXVHk50QMmU3O4ZpX8vGL0lCLQcuHbT9LG3YiQpU/JGM8FIsTvxctDm4QfUR+zcYoyhv8tORHq5Q2M36GQTVJltdtNtqdHpHS9EpDplGVfOwzth0OUsny1Cn0YTS7XVack+cCwLbTsXB6lVal5P2Sl32Pi3qhybfz2IvTwGU4w5fLKDfhDPI+bHkHxHQ74EQ9VhF7DkPY9jknKqRalYLNgJMf1/28W/LiMxoxq1Q0yx0UHVh1Wvmw5uPDup9lr20iWOEZatXge1nx2dh02zg/jZFZoM1crbVY355c/ACub1Lc3WTYCDnZWJ3cKKSzrwukdYEABb1Oze6Wl3e7fjwWPblYiZOvYZr1FidfwyTCOXZ2vAQC86vwwZB9qj6t2+lTLzcwziAVGo0StVIxkS0PcHudfCFV0+D2mIjcSpPmRapDzy35Z13pcMu23epSTJZxzqlM7r9f4vjLJAkFyGUq7GxL3ytgMJwVmZLVXik12Nic/lgYtL8TQ+EH4fssgaB95nvPpMtcnsY4/vLI1VmcQrqCSa9mY92FjEGaVafdm2qTNAzDWIV1c9vL+RSt6rREo0g4RyhkfyHsCoWMhynf6TjSqTLegA2n24zNbmB718fVaXzugFBnhoymmKtxexnn8F0QxdA9JJupvAxEDXLolSPWX7Nwf51CO7bRDCw5pl47Hp+F9R0fVxfJqZXhngTJTsQKRMI5Dj4soZqQpryuTkazlo1NL0dfppP1vyiIf6I/f8H4zWlExxFOFFgJ2On1+1OrMDKJyCFRHGhGd9c8nE3x95xXVOz2+tQanYmcd6/TxPmUwZBmu8u7DQ9fLyc1Zds7Pr7eTbZFFyluatQK7nOv2iubWcfj2JT+MHxOE1Vll+yThtVrMVLOT96Mc/UGuXqDnXUHrVKHaOb1RjGelDMMvUbF+pKDutDlPJMhlZ7fCsnW6nicBpKNAZlp9nr8YzaCw6hjV+/kazQxEi35DPXYoMahx8N1OkujO1vHmKrV+NHn53Nk8jPfdTqJxgo03jCEIrXB+GHJx7fL2a1uhUzGls+JSpBxHc5wIlHlk4+RwXa3N+IzqpDL2PTYMRk0VFsd7uM5DpY9XNwnWfHYsBq0iD2RXLFGIlPmdszIezfkIp4p0un2BpZLQ1+XUiEn5LZiNmkRBSjWmkTTRTwOI0a5jdOL2JtbP9ePGXRaJfUpmsLbu0H1ZHXZgUqj4OKpEplIlnA7jPT7fS4kcrwVChlLQTtGvZpSvkYknHuZLB/G8yIrinBxEkMQYGfXT7naIjZFr5qdMh3/jFy2yvqWh1qtNbHoCogsLzmmGrA3Gh32DwJTNXQqtQKlIEyNORw/P6Sw9y7E8S93L/8//pWVCnW8Bg06nZq6hAxla8/P2cnsqlhlRhb70rL9ZRJaCt0Zmm2rVc+NxHVxc5VkZ9/Pxeni52Ct1kSltJOJF0lH8rSqTfb2AzRbHe5uUlOfRzl0nwkt2Qk/ZKcO0DVndASuLhPsHwY5OY6ytu7mak6bWEDEYjVgtuhQKOXYbXrCdxku0otJdWbFfAIg8jTIZKfbE0k8DTJ5fFZuLhPsHQY5/Sy9+ZBCtdLk4GOI46HHSOlG9QY1Kxsezo4jU7Wzz5j2Off7IsffwrjcJoxGzUQgw9qGm1y6MhJj+peNv/wUpD8FfvNEFOA+mmNj2cVDLDciPH/GtHZRry9yE86wvuR8s8H9M9K5CvsbXk6uByf6u20/3y9n31gisTwKuWwk+vFgP8AXCRIKcBnJoNMoqc+4uW2vefh0/7rgtmcYjgfcZoqyNvkhCyKjTg0z5kXOs1kUMoEfdvxc3KVptDoTgnC1Us7mkpOOEs6zGX5ZNMd9+Nh0phci+oxsq062VWfFbcWEmtPk6GKmGNpo/OT38zkaW9gZ4VM8xoHHzcnQc+65XDxGcm9upY/rRJftFs7upg/SrHvsWDQa7iM5Lqe0fJ8htZkaRrfX5yb2Wm1yW43YNRpuWyLhSJ5ZsvydZTcX14PjDHksRMYcKaTIqctmIGA1Uqu02N3wEk+X5prOD6Naa/FhJzA3nejhyXh6OWRHq1dzcR3H4zUj64gcxweVIJ/XgtNuoFVvE77Pci8RWziO8SqSKA4SaaYR0mDITmSBqtnNZZKDj0scfR99XweHobmT8ZUZ+tSNNdfMISrZHCLqDUy25KX2kYlInvVdH7cPmREyvbLu5v42PWEjNI7oY471XR83EoTTOEdGdXuVxOWxkJZonfp8lpEp9mGcn8TYfxfi5Pvsz1ehkLG96ycdL3A+lLa0vO7i7On/7U4jviUbmXTlhZC94OnzcLlNFIv1mWRznhPAydHAY7Tb6iHIwGYzYDZr0epUyOUyxJ5Is9GmXG5QyFcp5iov3qtBn5X1DTdnp7G53wfMJsXDiD7mUKnkHLwLcvw9glavxu4wcPdHpA+F77MoVXI67R7egHVkuEgmF9g9GGTMT0u9Gsc8a7x0qkwmXWb/fYjbywSCDA7fhzj5uuCU/d/wZ8VfBREFuH5Is7Pm5uohM7F7miVband6xNMlQl4r4cTiVjLDOHmaxk9my1w9zB9IyRfr7O34OL4eXOBry06OwjOscro9dkLuqbY/Rp2ai8Tojf8xV5T83aDXSlZsTLRrFym7dvuDdr3LrmNdM9CTyWUCmyEncr2Ci1yGT/m3TTCPQyFO17rdVwbfz2HQQ7XSIlx82kULg0bMT37/YDL+jUjWKxhUKqrtNgduN3ePGdp/RAvnPpt/8RPVqZT0mn3aY5O8fpsJn9lIPF3iYY7wfxhv2SNvBZ2kMxUq1flBCAq5bMTn0m4zTBBRKXgdJoqF+sD+58mg2uUw4nabkCnl5Is1YsnizEXgOjy7KjqM8BMJDAasGDUqGo0GB1te4tECyYccyTd8lk6XcaTFO4xhQrq966daaxGN5LHY9AsRURhUl7Z3/VxcDK7X3V3/QvZMj/cZAkEbsbGp8oODACdT2uHPmKUJl8llKOXCRH75eDLaM27O4uz9sMzJ6YD4eYM2Muny/MraE+RTvvKqhCRh9HgGsZ3jRHR13TWVhD7jZIppPQzSfLZ2vCTCeU4lPsfhoaZcpkLuqfK9tOLAZNPzcJ+hUm7SanYwmQdkepo37DOqc4beYNBulol95CLk02XyC2gXvX4r0bss0fssWwcB7u4yc63DFhkSeka73ePk6yNbu34EmYDDbuDqj/DYLBXq7H8IcfLlEYfbTOKp5b626aHZ7HD8RpcGqdb8OEQRTr5H2N33o9ep+PUf7+Y+5i8S/wJ5818NEQU4v02xv+nj7Hq0hTvLygEG07hlhRyPw0gyu1i7Yxz5Uo3VVSeZfJVSsU6uUJu5CD+nZThsepL12kh1VAqdKclBAGsrjgnfz1K9yZLDTDQ7lCLjs5Lq1Sk3Jm+StfbiN6t0vU62Wee/fbDKR3+QTKXOYyZNc04rfBFkK/Mtio7ySeQI/Ljs5y5VQBRF3nu8fxQJBcjU6vzo9dHtilzdp+d+F9PQ6vZe/ES3nA6OnrxcrQYtq04bpVKDh3ieVPztN/ZF700fNwIcXUbp96G1gKzgYN3L96EJ7mmetsMIeiycnMd5v+Hj7CLOxoab6+sU2WyF7ND1o9Op8Aet6Axqqo020XhhRD5TrbX4sBvgaIaNis2qw203oVEpaNRbpJIl8jI5OrWSU4mW+yLwei1k51gFieJgmEMQ4N3HwYTu9o6XVqtLs9mhXm9RrTSlk9FEiDxkcLvNg0jDN3gnWh2GESK6vOJcaEhk1pDQeEt+6DCn4vTzA4e/XyUaK9Bqdt5kuH99Hse/4iQ2RPa1WuVLrOIsPN5nRiy6ZDKBVn2xit7R10cOPrxWntUaJVvbXiJ3mZEI1XHcXg30uc2xDVH4Pgv3WeQKGVtbXgxGDa1e76VKPw1qtUJy8v4ZMpnA/n6Q4y+P7B0EpradpeB0GkneDV7/8jjKyqaHVKY83e1BmF+dlUKpUMVmdaHsa9h/F0IQBm3wdqtLtdqkXKrPdZhIRAvI5TJSiRJOtwm708j56R8XkDJL5/qMtQ03giBwcRZD2enz7l2I4+PI1Hjpv+EvB39VRBQGA0QTXqELrOLFSgOXyoDVrKNQWrzFuLbkQK1UcHGXItNrUnnSVikMMhxmPRaDFq1KiVwc7DYrlSb5fJVwrMD2hpuK0CUxQ8v5jItwBrNeM1HJdFh0HE+ppjqs+hciuhKwE2sPBpmkkKws7mVoNWiwBgxk5E3y3RoZsU5T32HZYMWu0iJ2IVWuESu9nXCFiyWMFhWVzuybZw+Ro3ySw4AbK2rytSY/enyjXqlP/+2LIPYH/98f8lB9+XtfRN4T6BQ6bNkcqBXygWeeINCnT6fXp9ntUmt1KLeaVJqtqaeUUafmh5CPq8cMH5Z9tBtdriNpvmf/tHYhOo2SNY/9JTwBeDkXp8Fs0HAzNskaTRXxOkwks9O/O71ahdgXQRhMK0dSRYJBG5GxSl693uZ6SLMlyASWA1YsVgOdfp9kusTNUFXUatbhcZrQqBU0621SyRKlZIVScnRzGAraOfo6sOBZtLU3jLcszNt7frr1DqKyz6VENKFOp0Jv0KDVqlBrlChVg3NHJhPQ6lQ0m12a1Sat1mLX1/1dBoVSRrfTx2TWUs5VFxuwmMJDJVvyz5hzX7w9jXHwr9aIRvJzfTTHYTVrR4hoaMnB1QIm9KVCne39AOdP7eC9/cCL3+oiOHlKUEKEh+sUx2MJQFJoNjrsvQ9NnZrvdftcncY4+HEZhUyGzaaf6emr06unElGTWYvLbnwZ+Lq8SGAy6ygvuOYkHkevsfurJL6QDbVaSV5iUFCrVdFYYNjyGf6gDZNJy+VpDJfDSPgug16nJhGdXKPUGiVmiw6DSYNGq3pJxut2+zQaLarVJh//9RrNZpez4yjpBTWtUpg2+Q+wteuj2ey86EMdDiP5SJ7jX+9Z2XRTqDQXjjf9s0P8W8TnXw2evUK/PefKL/i9pnOD1KZOp0d1xiIukwnsrnuo1tvchge7U61GMeIz2e31SeYr0t6PMvAtmbEHjFBvosyV5mpg+qLIqs/O17H4Rq/PMjWGs/dUFV4L2XlslKlP8X406zQU6rNbTc/YDDqICTXOchkOtC6uSzlCBgtKuZybSo6b4ee1q1nSW9DL1NSbHcKF4ly/zb4osmKwcVSQJtcauZwdhxMEOM9luCsXSHVVJNPlxROzxqBVKBAbfVrVLoXa/M9BIRMwaTUYNSp0ahVqpQKFXIYggFmhRmz1UTRFji/+6fGoz+iJ088Pv8OM0IPTsdSl/Jzq8orHxtH5JDnwuKYT0a0VF1dXgxt+86ni2mh0qKjbOBzGkYroOMS+SDicJzyUVmS369l7H+L8e4xCukJ5gcVK/lT9O/4WZu8wwNlJlBkfzwjUGgUPd/MDInQ6FcurTs6/Rdj/EKI4xQ2gUW9Ltj71ejVWsxaL3UguUUavV+P2mtEbNYgMWrfJZHFCv1etNNnd83NxGsVlN0z4hU6D1C1uWkv+GeKcUlFozUU5VyV6l8Xts+DyWchny8Qi8zfOVydRbA7jC2FTvcEPufdEOswWLXfXs6VONrsBh8uIRqOk3eySTVfoNDogimg0yqkxleOozQknsTuNXJ7HabW6GIwadnZ8L2R5HFqtCqlPKLRkp15qcnv1+p66nR5Le36OvzzMPcblVRePEkM38XAeu9OIx2eZSEzS6dULEdHlVSdqpYKr8zhx8cnh4D5L+Un37Q1YJ8hoq9khnSyNeJqOIxR0UCnU2dj0oFQpaDQGjym9QU8OTMgPZDKBnT0/hUJtYgDQYtGSf9pT3F+lMJg0bO94JYcb/4a/DPxVElEYeIV+2A3w9Sz6poneaLLIatBBp9udaOnrNEo2V91Ek8WX4aRnWC16ypXFKoArPhvFfodcs8mXSByLTcOe004kWiA3Y2dcHWupe50mjh6nX1yRfImNZSd31SKNGROpHouRQnZO600Qeb8T4Nds7IXg5pqDRSZcLeLRGvEbTMSqr59BqdPiqDhUEVNB0GbGrTEg68nIVxuEC8WX53uGXj5qY6OWy9lxOhGAi3yGr5nX9/zO5OHXhzg/hfx8ffzjiN++3cWXxzhu9WIBCb2+SKHWGCGtAYsJh2ZQTVf0BegJ7Phd6LQqyvUG96nCH93yH7ym9GMPVr3cP2YlNxmNVhfDmKPDM5Y81qlEuViRPgdlgkCj+vpclaEJ7kKxjtdtxmDUvKmNWyo1+PrrA+sbbgozJq6HMVwhPD2KsrPn5/oysVDlcGXFyeWcSMuVdReVQp3zbxEEASIPWUqFOqE1F+Ep9kPDUKnkuF0m7q9TtFs95HIZ9VqL+7EBHkEYGLnbHEZUGgWdTo98vka70+VgPyjpFzoNUve4vXdBjn+5n/6YGc938OMyx18eUKoUGE0aUvEiqSeS4w1YcXrMpJJFUlOmnbvdPkG/9YWI5hZMwYNBq9zhNOLxWDh9kiXIZAJurwWrTf/yeabjJfLpCvmxzYvXa+bkywMKpZyD90HubtJz28gPN2ncPuvUhCOX30L2qSJerTS5OIqy/z7I7V16Ik1KrZ604drfD3B1Gpccpo1G8oOUqDk7aeMUg34YaFsNT2lEw7648yzB1jc9iP0+d2NG+EtrLu6fXApmkdF5qFSa6HSqCY2v1arH6TGj1qnodnrkc1XSydLUtXqwmRJQKuVs7/lJxIsjCWfD0I55X1fLTa6+Rzj8cZmzs/hfvoXT3zSif134+mRcP02UPw13kSzbq+6XdAmnzYDfY+bqITPS+hyG3qCGBToP77b8fI8n6fT6LwbJxVqTX2sxFDIZeztempU2dxIm5NexLA6z/sVn1GrXEalK3+BXfTZMZi2CINDIz9ZYzTatB4NWhX/Fwh8yr+9dJZcTr7++4WSjgl2tY8Vs5b40ZRBEgHCtRLj2unhpLQpWDTbMCg3tVo94sUKl3hqQT4cTQTYw2P+Wlibcz1KFcK004USwCN67PXx5IrDKOZPpUrBoNWw67Hy/S6B1KAhH8ph1GlQK+Ug0q1qpYN1nR69TUWm0uU/m6LzhWLtjWkS5TODdqo9vc+JqbSadJBFVyeRTr4uHWB67RU+uOEoM9ze8nAyRuGxxtEqYSJVYXXLQbnVoL+g5uBpycHuW4Pgowt5+gNMFojLHK5DnpzE2t7083KXnvu6sBCKFQsbu/mAw6JkUrGy4uXuqYJkXMJ2XyQRWVlxcPX1OmVSJ3fchST2rKEImVSYzNsGvUTpAqUCrUy0+aDL2XQ5a8nNa2lNui2vbXk6+DVrHnXaXrVUnx0OxkYlo4YWQBJbsWJ1GkvHCxPt4jv1Ua5RTh8OkoFTJ2dhwU6u22D8MUik3Bq8ZzpMI5+c+/rl+0O30OP7yiNGk5eBDiNPvkZm6fbfHJElEl9ddnEnIMk6/RQZm+G7ziG502NNSLpexu+vnZMZ3kc9V2dn1cSHxGsPP8zjD+gqgWmrQbnbY3PZy9RRMIVWJFgTY3PHRqre5nVIlNBhGSe8fS0ZT8SLlYp3td8GRNLFioUZxbOOp0Srx+KwYzNqn6NYGyXgBUQSVVsH6ppfH+8xcOY4w5Ss++fRAcMVBo9cn/UcMYP0Nfzr8poioRq1kZ82DIAwGkAThaVpUEF5aU89VTEHgJWfdbNLyYTzWUxy+D4sj9/FnfaHLYcCg13B6HZ87xKHWzN55qpUKNtfcfAq/VqEKtdHKU7ff53t4cGNYXbFhUak5v02N7OBCbgvZUo1ln42jx9G2ncOsI+SzEq9UuSrkoTRo2f2w6ufz3QzCMkO6sOK1UdS0+J4Z3TH7jEbu2qNkOdeq0+532bI5uMzPrxwBNHpdzktD1lkKCJqNeFtGvmVmt1LcOgNXmRwgkKpV+X3Iz+cpMgUpOLTaEa/VacbtUlAr5LzzeQYm8zeDz1YvH1xOpXqTdytejm5ej7/V6XIZeX2fKqWcLa8Tg15NtdniIZmnNUMH1Rmy47IYtLjNhrkkFECvnayi7K95OZshGxAZpBYNE1GNSjGi+QNotrpYjRrKQxXQu8csO5seLs8Tcys8ANonb0ZRhIvLOBtbHq7ntKPLEpXTq4sEq+suErHC1LxzAZHYlMl3r9+KQhAmNIW6oSrUzUVCcqhlGLu7fk7HFspsqoRMLixktQNgseg4/vyA1aZnec01EqU5DcP3L5lchlIhm9qSf33M5PFYHQYy6dLId5dLTW+9Rh9zL9Y8oVUnZpueeCRPLluhXmux/8MyXVGkJCFtEARwuc3YrHpUSjmtZpdCtkImWaJWqNPt9YnFi5SLi7XXX97X2HlXKTc4/vyA22fBbDNwNcXLNfKQRZAxKvMQYNanmE6VkWWrHL4PcnIyiLRVPKVcmc067Db9TBL6jHF3jXGsbbi5/j7/PGi3utyex9l7N4grVQ4RUZlcYHvXTzlfm+ldKggQk8hyfysZtTuNLw4EsfssZquOUmF6x6/Z6EykL8lkMvY/hCiUG5KOCFLoTJGgAUTus2h1Knb3/JzN6Yz8+fA3jehfNJqtDudTzOen4f1OgF+PHjHqNaRzbxNL7297KdeauOxGEnNaSzKJ9KZneOxGZHoFX4ZIqFwmkClPb0XepQc7f6tdy7rDxmMkT6HcIP9kQK/QyaEAapWcrSU3DbHDZTJLMjx6oYvAp8cYP636Jybrn1FpSbet3m/7+FxI0qlO3ootWg1IFGsqnTaP/QIHTjfHmflWVpMQKXQbGCXaW+NYMVnJ5F/f73Upj1apoLHAhKUggkdr5LzweuNbxBRcAD4EvSTSZb4M6XXXPXbOH16f6/t9gr1lN2dT7LzanR5XQ4b0SoWMDY8Dk15DrdXmIZ1/0WAOfn/w91WfnUq5wfWCvreasYqIWqWQ9GkcR2VMBrKz6uH78eQwx0CSMtqKP79K8u4gIBl9OIwBMXytcHW7fcLh3MAsXGIhhMF3lJ/Swr+7SbO07CCXq0rKAwIhO1GJieeD9yGujiIT1VRBYCRbu9los/dhiROJzwHg8F1Isp2eTpTYeReaa0EEg/cXeWqtFvI1Cvka69seKqXm1LYxjEYgTpuSH8c4DVUo5Jhseh7HPG0TkTzLW965CUDhuwzcZRAEWF5zYbRoKRdq6K06TCYtLpcJnVZFv9enXKyTihdJP+ZJjw3gCDIIPwz0iQaThr0DP6dvyAaXan8DL/KC1U0PnU6PyNg5VszX2Nj1cTVUJdx9F5pbpe/3+hx/fmR53Um10UYuF1hadlAt1rm/nq9HBri9TuHzW6dWjhVv6Nb0u33OvoQ5/GmZTq+PQilne9dHJlHi/Nt8B4bQinPiHHjGW8io02N+IaKVcoPNff9MIioFmWyQjqXRqgbFpQX2cpU5g1+NepuLr48cfFzi8jq1sC3ZPxv+Bbbmf9MRn/PwYTfAt/MojWYHo0G9cP46QMhr5eQmwWOiQKFW52BOHGh3yhWyu+qh0G/zmC2O/Nxh0k9oI6VQqDb49SFGnhZ7O14EpcAPuwF6MpHDHR+iXsaXeJzzREYydegZvz7G+HHVL/lvidIoQdeqFOztefhDLkanL31TV8/Itm72ulwU03xwz47sk8IPXj83xTzH2RQfPbMfnxvTMuYbDfaCkznHUvid3895fHSRkAuzL4cdj5M1s5Wjm8TEJkIlTj42Xa6iW4BQw8Cw+SaW5ctVlMvHNN1WnzW3nR/W/OyG3IiCwId1P9F4gdwbhP7jb2lv2U02P38C+i6SfcnAtpi0XF5JV6f1emlZx/ezGIfvQjNfYylgn9CFNpsdCqU6Lo9Z8jFWqx5xRmXx8SGLyazFIpELbrONaoAtNj0bm25OPj1ItvRX1t0T7cNyUZoEH76breksZCtzc9gB1rc8E695c5Ekly1z+MPS1KGfZwsgb8A6fUp+DOMV0e13gakExDDle5Z+3oHm8uxrBLNRg14hp5Kpcnsa5/jTA6dfw0Tus1MJwNKa64XwVMtNzr6F2dxyY3cYFnr9ea4Id1dJYo9Z9g4DWO2j58Twd6TWKIjHF29DP95mMKiUWE1aUtEC+ezbJrXtU+JVNRold28dtBFFLr9HcFh1LAXtnH4Jk56TXvQMk2W2BKVcrFOrt/DOicVVjsVuXp3E2HsXXOgYnrHzLkQiWuD+OsX+wfzHCojkFpzOP/3yiNOsxb9AvO/f8KfFXy0Rfbft4+vZ60729jHL4bY0EZOCVq962Zg0Wl2ObuIcbPvQTCEWjbF2gFwm8H4nwFEySVViUtximK83G0a31+cqlcXg0KJ2q1HbVYgKcJkNC++WpciozaClPFQR9TtNGIM6Pk/RZD6jPbNhBR2xz7dcgp+8i3/marmcaPX1ZhmuFjFMyZn3GYzc5iYXidNcGpNEO3oYKxbrhKwBQD7lcwxazRy63Vw/ZnhIT77mls/JZXiyWpQp1dhamsxLXwS9fp+7eI4vVzEuH9J4DHroiOyG3BO58rMwvDlxWPScXy+2oPVFWPLbAFj22GhOIQ1K5fSmyvezKPv7gan/bp2StFMuNeiLIhaJBfHZUHwW4tECao1ygrgME7ztPT+9Zoebs+mfh94wmRsfuc8SDNlHfra3gOF8MlZga2/+tSBMEbh1O32OPj9itunY2JncoPW7/aeWvHxuS/4Zwzx090OIkxkE9uYsjvYNZHR1w43HbeTya5jP/78r9t8vTkCMEt/x9VmcernBwbsgwpySUW2BYbl+X+T0W5h6pcnhhxBqzeA8vr1IvLz+5n5AMpryGXqDmo1ND+/eB9lcd2FQK+jU2lwdx7AYNBweBucOCw3j5jqFVuL31zbcM31JJ49Lw+GHIAatgrOvYR7OE6ytOtnd90tksk8iuUDbfREyWpcYELu7TGJ3Guc+P4B/yTaSJnZ9Fsc1haw/w2I1vOmzSkQL5GIFnI7FBlX/WSD+if78BeOvkojurXs4kajgnFzFCXnn737Wl5xcSLRUj67jWCxaQr7J5yjVX29+ZoOGlVUnvz7GEKfoPXRzNKXDcJj0fNzy0zMI/JyMcZbP0lH0+TkX56pdoGcRWFm283HDz/tlH36baWpQ0q+PMT6u+l/+3WV+XawPN7zEFXXC5fk750J7vm5LROTXTJTf+6aTkWG893hJ1V+rddlGnV2XNJELGSySP6+022x4HVNfQyWXIbb7khGo8rGKlVWn5aeAj3S6zFl4hsygO/0q/3obYyMw/XjmQaWUsxd08fUsikwmcHydQIGMd2s+NoOOuWqi4Q2S12aiteAQEUCr08PvNnMiYfH0jP6cO9z5bZKNDekqdWbGwEAmXcZgGkQeDkO74HUzmOYWcD9VVs0WLZGHgT5s7yDA5fcI1fJswhINS+ucLUNEaWvby+XRYs4cxVxlZoCZyaydSYxh8JldnyfY3vdjGyLa3W6fvXchwnMGWkbwpKX0L9m5uZytrW41O6xN+R6HYbHp2d33c38aI/6Qw+k1I/ZFzr88srm7WIdkmgSh2Whz8uWBlVUnbq90xRxY2JMTBu/r6PMDWo2SvXcDc/nlFSd2l4mLIS2pTCbgD1jZPwywv+/H5zbRKNa5PY1x/OsDN+cJWo0OcqWcVKKEy2Ph+MsjSgTevQtiWmDQrVFvs7Y92XnrNBdrHVvtBg7eB+m32xz/eo9/yUEhW0UURe4uk5x/DaMUBPYPAoSWpe9JgZCdzJywh2fMIqMymUA8OjlY1qi1sVh0c4P8ZDIBmUw+YvbfeupsztqISHVCZr6OXGB73UlhATeMv+FPh786Irqx7OTqMUNPYlCi2+vT74szJ2cB+sJ04XgiWyaeK/F+Z6i6IfCi3Vz12xH0cs7js/VUwgJtumWXlcMNL1mhzs/xGNV2G4VMRrxS5i5TwGUY7OJavR6XhRx/SMf4pRDnvldGaVexueLkh40AB0senKbXHd/nxxjvl33IZQJ6tQqlQsbhvo9finEa3fm7SQGI1Ra7WQH8nI7MJaM2jZaT3CTZ+5SKsW61Tfx8lr72eyaJXS9943/v9BLJSx/7c1tOo5Dzu1CAXq3L19u45Ln0jJ2Ai5vI9JuYyCC1SjVDyjANRp2aZZuFsyd/0OfNTr3Z4egqzvVDFqfJwMfNAF67dKWg+jR1vRZwcDqHbIwjV6hgM2hnThqPdwLGMWx4Pwyvy0RihuYRIBLJ4/NbUShfb1MKxeK3rFy2QrPZwR+wEQzaWV51YdCpOFtgeGR53UVhign27WUStUbB8oqTx5v0wsk4yWiB7RlV0aUV58LPdXESo15rcfBxCblcht6oXrgl/4y+KKI3amh3urQXIDvlKV6qMNC2HnwI0a40OB+qDpssg/tOv9snfJEkuDJ7U+YN2ua2kO+vUxTSJQ7fByfkDlqd8o/S/BXzNU6/hvEHrCgUMvxLdpZXnRy+C7Kx5kIrl5G4z3L2+ZGzr+FB1XDsstg5DL7oTpPxIjKZQLXS5OjzI61ai8ODAE7X7GpgNjPaVjaZtdxezBna9JrZP/RTzVc4+XRPs95GMyXJql5tcfrlkch1Cr/HzOG74Egr3rqg/OEZ08io22ehUZOWSNxeJNmfI9vZ+7BEROL4765S7B9Of6xeu3jV3uUyErTrOP63V/T/CdZ6/04hMrCX+VP8+QvGb2pYaR5CPiuxVGmqWB0GyTHvdwJTbZh21tycPc4esul0+3y9irG34SESLyBXyMl0G7zfDvA1Gqe7wLRwR6IiB4MBiZ2gm46iz1kmA2OFR5/FyH29RLnVYsdiIlOtSe4Pq502J/khMiyAza0laDChExQ0ml0+rvpRqOS4Vsz8klp8GMBtMBDvL05EYUBGf/IF+JyIS2pZ12w2fk1Nfid9UUSUiciElwIOAaOZ+0xx6ms1u10OvW5yd6Mf3oHLxeeHGRYpgsAPQR+xdIkv14vFR3Ya8xe9WK7MD2sBvlwtHknptOjRIud2iOTexXJ4HEZSQ6bxmUL1xdFhzW/HaNRwG8u+pCrlKzVkgkB/RiXUYtTishgGN3FxEL2ZyVUo5RsY5SqcNgOZKbrSck160G0YjUaHsmrU8N7jMJEOz28B3tyk2N31c3EWQxSRjtScgXarg8FrxmzWcv7tcaa+dBjGGRWsRr3Nj/96nYvj6JvagACVYm3q0EVhRpqVFJqNziAm8l0Qo07F1p6Pfl+k1+vT6/bpdHp0Ol267R6tVod2q0ur2Xl5bVEU8a/YuZphGzSMyH2G4Jp7YshndcNNq9bk5OfJAanhjUOr2aGSruB0myasnp7hcBtJxOZbNHXaPY4/PxBYcoBc9nJMRpOO5ht8bA1GDU63Cb1ejSATaNbaCJ0usUhBMqloGpbXXRx/f93gZNNl9t8FX9Ka2q0ux1/DyOQCu7t+KtUWkcjkQF4iXmR9y/MSZLC07OQkLe0FG1y2Y9CruDqOkh57ro29wEvU6TTEI3nikfwgvnbbhyiD4h8RcS01wGR1GGYOM12exHB7LZLVb4/fOmL1NI6b8zhOl5GMhBZUvuAcyP6el9uvD2QWtUf7G/6k+Kshoh6HkXKlSX2B+L5v51E2lp1cP4xWLWWCQKU5f2F9xuldEodFz3LAhlvR59fw4mRuPGpTpZCzu+Qm1arxvTCdCFv1Wu7rAxJ4nsrwU8jPL9HFXjffbJBvvpIzlULGx30PQrvLO4cDlaCAPnS6Io1Wl1K9Ra5Wn/C7dOr1xCtvI6IAv6ajfPT4OE6l6AxN+S6ZzHxJT38Pt8U8v/MG+CU++J2A3kQ8M/uG+TWVwGM2kCwNFhOLRkNyimuCz2wkYDJjlCmJpIpkZ1Rbh7EfdHM+ZbhjHN/uYiy5rSN2UdOw5LZSLzWIlScXQp/TNEJEh3EXGyxGSoWc/WUPInARTvFhy8/X48hUwlnO1ynnJ9uZQa+VcLSAxaRlJWjnXmLhzOYrC02zFkujhvflN0zPnp3FODwMcvw9QmvK9S2TCXi8ZiwWPQqljFazQz5bJZcpk04U0KoV7O4HeLzLLGS4H50yta/WKNna8dGsNHG7TCwtO7i+TCzsmxoL59k6CHAxlrkdWnYQWSDx6RkKpYzNLR/NWouzz49s7/ioFqrE7ue3GNVqBWqNEpNeTbPeYf99aEDCmh3y2Qr5THWqx6zFoiXyVPC02PT4fJaRCug4xhNxSoUabr0Kg0kjKY1461R19DGLXC7j8H2I87M4er0KqV6UxabH7jCi06sQ+9CoNsmlypTyNWpDOlCP30rsLo1vw7MwEdVoVVSrrYl0r3SqPGEH1e+JL3ZcG1seRJnAzVh6lGJId12R0KiubbqRIXIzxYZKZ1Bzt+C0PoDNaUSlVpCM5vGEbFRLTax2A1q9CplMoNPpUSk3yGXKU63LxsmobM7cQrvVRatWTtiaCYKARquiM+N6ajY6+ENasunyhPSt055dGDAaNfidek7/7dXM3/tz4o22538V+Ksgojazlr44yItfFIVSHZ1WNUJc9za9HN0u1r70+SzYHUbqvQ4ds5xEvcrGugu9QonYFSmWG8Rzpamm5Zmn+EWzTsN6wM5VMc+v6fmvrRxr8X6NJli32bjJz68ijONg3c3fpx74O0+AP6QlbD0UIJjBotZiU2kxKNSoZQosKg0/Gj3UOl2KjSbZen2EWM7Cl0ycQ6eHq2yOZm9w0zBp1fRqs6++03wap05Hpl4nVZq/QHT6fdx24wsRXTaYOY6+3vCXbVZcOh2pYpVIukQyXSGoM5LIV9gLuWl1u9wkpMkIDCrX9eriu+meKCLIBzrUWa3+raCTeKxAfUqlLZ6bXzXrdHucPtmc/bAVwChXYVGrpxLOabCadcSiBYrlBvVGm/1N74T2utPt4zDrKCwwyf9seK9TKxZKKBrG0VGEd+9DpKIFrFY9DpcBrUZF79kKKFkkEcmTiExeB6FlJ8Vig/BlAqNJO/BY/B5mml/f8pprws8QYOcgQDpa4PjXe3xBG/Gn19IZ1Gwd+iiVG5Lt0HHUyo0J8m62aJlvrAMujxmP28zDTYrzIb9SESgWGwRWnUTvZsuC2q0u7VaXbrfHvURMpVqrxOm3YbTqkKsUdNpdSoUamWSZu4sEWp1qULU7iXL+ZfaGVCoaNRUtsLzleTmOZ1jtBiIPs49dCr1ef+AT6rXgdJtRygZkpt/rU680yCRKlFJlSlOqsC/vW6NEEAYVb6mhoWlY2/JI5tSnkyV2DwOcSYQZANw8VT1Dyw4MZi3n5zHEPlxdJrA5DCjk8hcTewHY3PPRqjW5O5tdeFjb8XH8ZXY1VKNTsbbpoV5vcX+VIp0oYbUbOPkSZnXLw82UKX2LTY/VbkCnVyOTD0hqtdIklymPkNHyAveDh9s0hz8uj/iD7n8Iza3kwkAes/9xieOj0c991qDa+rqT3EOGyy9vP8f+hj8tfvNE1KBTodepiczRm40jW6hxsOXj+Ek3p5DLpHPhn2A2aQkEbPSVEMmVuC+Xua+WUSpkKHtqVj02Pj2O3iAURgG/2Yxdo0OFjEajQ6pQpdnuYNCqWQ05OEon+UNi8Upqe8xOqdvv0+p00SoUNLqLa6O0SgVXzcFN7g/JCB9cPr5mJxclESi0GhRaryT/7zwBvpRebwCCFpxqHTa1DoNCjVKQI4oC7W6PSqtNvtGg0Gi87F6Pckl2bE6ipTJLZgvH2flVxVqnzYbTjk6h4jG9WDX2azLBss2MW23g632MdYcdq0ZDPFcmnCgQHkqEVivkpIqD7//0aTBpy+9EEOAiNnnj2g96OLt+m6ftfarAD+t+vlxJf9+Hq14ub5IzI+iSuQqrfhv3c9qXSx4LGrmCr6cRfFYTywE757fJmbKVcciGiFq70+PsKvESmzsM64JEFKDeaLO56qZqMQ5CJURxINV4/nt/8Efsi4jioM0s9kV6fZFuu4tRp+IuVqC4oCewXC4QfsxRLtXRG9RUyg1Ov4VZ2XDTanYlByrGp7YDS3ZUChkXQwtkKl5EoZDR7fapV1svU/PPSUMPt2kqUxbF6GOOzf3AS0a2UiXnfsa5JJMJbG576XV63F4kyUi0PJVKOdVKE1GE4JqLiASRHodiila+1egQlXi8TCFjdceL3qjl539zvdDzTxt8ebhMsvU+xNVF4kWD7F+yU5gTHDIMjVaJL2BDb9DQabbJJUvkHjKIgsDJAp6t41jd9HD+1F4XF9QMbu35JUnoM/K56tyOwbMW0uUx4/JZuDiP4w85EPp98rEi23s+CukyV9/nEzSjWcvNhfS5JAgCKxtuNDoVtxeJieAFg0lLPl8jFSticxrJS3SdivkaxSlOAiaLDpvNgNtrodVoo9WqKOSqZFLTozvPvoXxh+zEwjmcbtOIh+s83F4kcDgMZLOv58x43CsMzsOdDSen/3jz5pTFPwt+A4f47xq/aSKqUspxO0zcTplunYfjyzh7G15OrxPsbXr5NmRQrlTKWQrZ0RjVZKt1wpkC6ejkRbKz4uHXbJzvjwk8JgPJoXZqVxR5LJZ4ZOhmLIP3m15kOhmfb2MsWEh8wXBr/RnRUpkfgj4+xRYfRtlbd/KPxeedqMBZNs262c5NaXoV8Bni2JUiMkhVyrWmkBEZqI1yHBodFpUWrVyJHDles5duCz44fCAOPeuUG7fYh12TA1tfB8JrPUtgoMUeON8ILxOZAgI2lYZmoY1TqXtpXUvBYzESqxZHfnb5REDXvHY0SgWnkQFBlQkCldLb0l6ecfKYxGs3khgjUj+s+we65QVuQmaTFqbsXcwGLaseK8eXo1rco8s4KwEb5UpzIrpzGqpj+k9RhG+nUQ62fVzcJuk8EebxyfZxqFUKNldcNCtN7q/TZO/z7G54JtrT86DTuCUtlWZhc8fP+VOCSmDDxeVTBeX+OoVCIePgwxKXZ7GRytxz+pLRrGVp2cHZ1/BEWk+v18e/ZCM2ZsYee8wRe8wNFr9dP51ej9ur5MT5XK++ktT1LS8XEiTD7jDiD1iJ3Ge4nFJVe4bwFKhRqzYREVnacPN4PXuDt0iAw8vzC7D3PkQhU+Hs13u2Py7PjKQEcHnNxGdEcl5+C7P/u9WXyMZmc3qHQRDA47NisxsQGGgZ45E890PpOAcflzn59R6TVYfTZSKzQHDDM/Y/LnEy5ANbn+OoAGC26ibSxsaRjBXZOfBzvoAhfzpZIp0sYbbo0KjkyPsCVrOGsy8Pcx/7jKUNz0SSk91lxBeyk4zmubuavuF5tpqqlBsDL9dC7U257PVai+U1J7/+/RXBZfsg4ABQqRW4fRaMZh1yhfxFApJLVwbP3xNRquSYrHpJ3ec0NOpt/CH7CxE1GtXU0qMbGZ/fglBvcvIP8zdOfzH4Cx8s+lPgN0tEZTKBtZCD89s/Jr3nFeFEHq/TxGOqQMBvxerQU+t0uUvlOc1kkRQcDSHfH9ywuv0+XrNxhIhOQ18FvySjrAasKFsy7lKLtdUVMhmxsvTN9XMkzju/h++J+VU6vUbFaX3091r9HoVGE5dWT7oxm6jMMs6fhna/R7xeJl4vI0Pgoy3I91ySfLbFopFmf+cN8pAtcZNcXIbwk9eH0BXJVmdX7KxaLTGKkv92+9SiX3JZMes1yEQ4nmLwPg+tbg+jXk0yX0EUBwvsx1U/384Wr+DcxXMT2iqFXMbhmper+zTfp0R/3kfzWIxa1pYc3C7QGk9NiXY8uYizuuQgk69SrjZfIg3HsRSwYdVrBtYxY63CRKaMTq+mvsCwE8D2jo+L0xhr62/zZW0NEUzFmBl8t9vn+MsDDpcJu9PI5VmcpVUn0cccBx+WuL9IcPp5uv7RZNFPENGX5+70uHgivTanEf+ynUSs8LLQRh+ybO75uTpP0G2/yjAEATa2vCCK3J4nyC9opTN8SdarLVKiyNKmm8er6ffHRZw7ABweM0ajhuNf7jj43QrR+wz3p1FCK07CMzSpZqt+JhEFOPnljoPfr3J7leJhSG9tNGvx+q2o1Qqa1RbxxyzJ+wzJe+kb8uaun5NfB0M95UIdr0GDzqCW9LIcx9K6i4uxqmY2VZz7OLfXwuUCFbxFIkqNJg3+oA2VQkY2XebT31+xtuak0+6yue9HrVFSr7VIhPNTrxmL/TW+VKVWsL7tpdXqcHeZXMjkXTnkkf14m+bg4xLHc/xxn+EP2UHsc/z0HRjNrzZK7VaXiMR5otEqcXktGM1aVjddJOIlrHb9VLcKKdxcJNj/EOLkOIrNZnwhogKwv+/j8pfbubrRv+HPj98sEd3f8HL0RjuaZwgCOG1G7BY9arUCvU1DpFwZRC6+YQhnzW/nLP9aZfseTrDssPCQK059jF6t4qQ4uOHeFQrIBYEft3yc36dpzLlgPGYjj43px/eQK+DQ68jWZpOu7VUbfyhMVmByzTqrJhsVRXumjdO4POAt2LV4qDQ6/JKM4dYaWISEygSBH11+fnkckLVdl5OL9HwiZdVqOQkn0coVOAy6mWRUKZtvr/SYLrDhtuNUawlZzejUStQqBQqFDAGBnijS7fdptjtUm20qjdbEUBrAZSzLh3U/Z/dJdvzOqQ4O01CqNtldcnN+NziP9lbcFAr1hchssdKgUmvybifA9xmv67Ibyc5YvO4es7gcRox69UhCmEGvZj3koJCuELtMTyvcUijWOdgLcLqAHkylUrzY2jzcZ9DqVDQWmHb1B23cDZGbadGm2XSZbLrM1p4fq91Ap9F5ITWzMI2AjyOfqZDPVBAEgfUtDyqNkuurBK1GG7vDwO1lEotFR2jZQTyc43rBKfZh9MZcOBq1NqlkmZUtD/eXUzanC+wndz8ucX8eJxsvIJPLiDzFfLabHcrp0kie+Dimtf7HcfrrPb//93eolpv0Oj2yyRKZRJHrOQOJz7Da9STHtMGJSJ71XR+3t6mRDds4jGbdU+Vv9POrFBsY3eapnY/9DyGOF4jLBIhF8mzv+bkYqt4aDBoCIRtKpYzCU3X3cixRS2/ScneeGNFbCsLA4srmMIIw0OAmogX6vT7BFSflchODScv9VXLEDH4RjFthHX95ZOcwyPnR9OeRyQX234c4//o4Uj1dZHi92egQvsvg8VtJRfMUC3W63T4GowaX14LeqAEBKrUWmWSZ2hQCfn+VwmY3oH/qzFitOhwGFSf/5nKBd/2XhymZFn/V+E0S0fe7gYUrSFazDqfNgE6rpNcXKdeaJLNlUsUKqWIFk1FDvTDI8v644efkPkm7uxjR0piUMMRtRBEMqtltyk2fg58LrzeknijyczyGy6ZnTW3nZIZ1lM2gnUlEy80Wu2YnuWp9anXfrFNzXJleNb0r53nv8PI9H5+6TrV7b99h+rRmHEoD39Kvr21Ra0kzuwWmlsvZsTj5FHn9zBQLpIMAbNpsfM7H6HTbhDyWmUR0fLpXCh+WfJzfJ7EE1UTTxYWOQa2QY9KpMejUaNVKVEoFcrmAWinnX2+FKFWa7K966D3Z7nR6fbrdHu1uj063R6vTpdXu0h3TrMkVMoIuM3q1ivM3alV7fZHvFzEOd/ycXyfpSJzvDqt+JhEFSGcrGHRqgl4rG6su1IKMm/MEJ+nFqignpxHW1l3czTFh3971cfRUmen1REKbTi5P55M1q91AbEhPmU6WcLhN5KYMrcQjedKJEv6gbWA9M6fyPy9KchyiKL54QuoNGsxGDcGQjXzKwPVZnOPsw5uebxgtCe/MRr1NLFZkddvLnYQX5SzPUqNFiy9o5+zTKyFf3fFxM2SrU8rX8D2FDkhtDGZNPj/DZNESDNm5/fJIrtR4s5+jIIDNbpSMwLw5i7P34zIn36Q3O4JMwOUxTfXpdDpNkkTU7TVzNcfbcxytVoetXS9qlYJCtkIsnOPyeHblryihuxZFJoby1Boluz8tAzIeF9AGvwX310m8fisJCQmC22dBq1G8VEGHUS0vJl1SKOUo5ALJVJnt9yEujqLUKk3uJdYom8OAw2VGo1fR7fWplBskkyXqtRb+kA2lQsb2tof4RYyb+7e5L/wNf1785oio1LAEgFGvxuUwYXjaFVUbLVK5CvlqnfwMAhJac/L5brCofbmK4bUZMRu0XERmX9B2k56j1CRpPI2l2fY5uUhKt5DKovSuLl2rka7VeL/hIZksk5NwAFgk2vFsjqXT+oqVP+RnV6G+ZRP83hPkZ6lJeniZdl8EermSXbOPL+kE0f6obEEnnz2Zalar8WqMHCVGP+fjdJIlq4VwYTopVyvk3MZfq9UnyTQ/rvj5ci/9ucxyXJABPyy/+oAKC3rVwWCCPVeukyu/noNuqxGTWkWt3Kbf75NdQLOpkIFaqUClUqJSylELMswaNWd3f7w05egizkrATqlSJz+26KlnRHc+w+sy43Ya6dS7yFo95GoZCrls8YhJBGrtDkqlfOoQld1hnPAUXKTSptOrXqaSh+EJ2KYS0aU1FyefHylkq6xsuKlXm6TjxamvITXMsSgCy3bK+RpquZx+p4d/6VVT98egOaVC3Gp2iETzrO36uB2z++lN2XBvHARIR3JcjulWpcIE4g9ZNg4CXN9kJnS0xcL081qhkLFzEODuNPpCdrd+WuHijUNGBx+WJYnQM04/PXDw0wrHEmb/+x+WOP40/bE6iUhTuVyGWqeiNSMVbBiBkB2rRUviMYdKKUO06Kdag40j+pibanM1DItNz+33KP4NN/vvg1yexRfaBIxjvCoMg6olwqCN/mzdJAiDz+7qOEJ6SnhAMl5cyNZt5yDw8h105wQRFLJVCtnRNUQml+H1mFEAFpXAr98faE2xmPpN4DcQx/mnwG8qWUmnUXJxl2I5YONw28f73QCbqy6sVi3lZoubaIZvVzG+XcW4ibyaek+Dw2HgKDy6s03kK1yE0xyueLHOyIMPBix0p1xl3Slm9V6LkfPi7Jbyt2SSqqrLx3XfRHujtWBL/FsswaptMnbNbtTyrbSYnOHnZJQfndJpSPXu/EqQgMAP9iBKUc3PySgdiWNXyaaTHa/egEWu5SozedMWhUHs6Swcut0U66M38NNMCo95Mjlk4JggvbDoVEr2vO4RM/p/ipR8zW+n3eggiJDOV1Aq5FhN82Pp+n0G3q6VBpl8lXajy81Dlr31xWITp+E+mkMEVkOjiTdSFTYAk0HDux0/K34byUSR70cR6PW5uU1zchajL4PdgwDrG+6FNIiJZIntg+mpWy6XccKjMxaZ78W6tumhKWGBNc06y+EycjE0EHR/naKQr7H/4zIyufT7yGUq6A3qucfyDJlcYPcwiNdn4fIogkyAu8sEV8dRwpdJ1jc9LL9RA/uMWd6o7WaX8GOO9bFUp3HtnEanZO/jEtffw5TGJqP1Rg03U6rQ18dR9g9Gn1uukJGZQuI3d33YrTpOfr4d0XC23mC/B7C87uZsgTSps88PbI299819/8hwkhSkvvXdd0Ee72bfw9UaJXuHQZZDNuI3KU4/PSD2+iSjBW5Oomxve3G6p0eUPqPfFwmszj4frHYDvXqbSrGOIIqcfH7A6TTiC86Psh7HtHCGRLTAyoYHALvTyNqmm5NP9zMTrJr1Ni6PZebrbez6OB76Dm4vEjg9s7Pkx9Hv9UnGCqhkAsVECbXYZ//jEqo3RGj/DX9+/KaIqCAIKNQy7hN5vl/H+XoZ5fIxTX7BNsA4nH7Ly+TvOI7uErQ7PT6s+5GNMUKVQs5VYfqu9jaV5zDgmfi537nYRVZtt/k5FWN5yUbIaXn5eaGxWGLIoL3bRzOmYVsKmd9UzfyeSbBjmbwRVjuzieiWycWy1sGvibjklP8zxg2gn7FmsdFp9YkUp1c8v6cTOPTSBE4A0hJJQI1OF6NRM/F9es1GSYLiNhtwaXWTSVt/JBM9WPUSixUoVZsYtIPp70S2jF6rxPyGaXCv3cjFbYpOt8flTZJ3m9NjIxdBodQgHC/wbueVEGaGpvqVSjm7m1521jzUq02OTqI8hF/P/2Grm1ary+lZjOu7NBa7noP3Ifz+2YviyXkUn0Re9dqGm3MJvWShUCMQsk9/QgHSKelqZTSSkyTILo9lopLbbnU5/vyIL+QgsCT9es4ZmefPUKrk7H8IYbPqOfv2SOLJMkpv0FDIVvE9vZeb0xgP5wnWNtysbs7PdR9GpdKcWalvt7o83GdY3389V4YrR0sbLkwmLadTKoTLW96Zle6TX+44eB98+X+nxzzR+vcGrGxsurj+9khaotX7cJFkaW0xIq43aKgW6vQWmOru90XCV8mX79DpMRN7yM618qmPkfulVedMqyZ/0MbBuyDKXp/zT/eEhyQnKvXrpvvyOEopXeLwXQj1HMIknyFDMpo0aBWylwp/5DqFTC4jHs6RiRfZ/zA7RnMcswYHz48i/Kt/b5NmtcHtghZLVuf0uFCTRTc4B4a+A1EU8fjeTqD3P4Q4/ocbypUW5VyVk7+/QCP2fqOE9E8U7/kXPon/myKitWabVqfL+50ADuvsitg8BPxWjh5mX1C1Zpuv1zGW3VaWPa8XyM6qm0JzNiksVBvIhxY8QYC7WvFNx3iVy/HYLvFxy49OpSRWWdyOJFIsse9+XczcFj1fim9re3X6feLVCn79K4GWCwKNnvTO2aUx8N4S5Dyb47Y0f7J9XPcIsO9wkS5Wyddnby46/T4rTumb1r7HTWxKhfMyk+Xjim/kZzaJXPotr4NOvUskM0mG/5jOyceNAKfXCdpPC+fwbSGaKmE2ajHoFquueazGF+eCXl/k+DLGh+3pVcVxuy0pdHt9vl/EeLcTwGbWkS/UWA05ONz2o5HLOT+Pc3GVkIzYnFaNy+drHB1HiCaLBJbsHLwLYjJPfta9nohCqxgZlpDJBRozFkarffoit77plYwOBKiUmwSWR6u//pB9pBo6jshDlnisyMEPyxOyAINxetdEq1dx8DGETqvi5PMD2aFhKZVa8aLbtI/lj9+exbk7jbOy5mRta3JDKwWxL2Iwzd7MdNo97m8zbDxVoJuNNnKFjIOfVojcpGfKECoLyEfOfr1jc3dQobfYXu/PeoOGg/dBMuEsN3MGsXQLEofgsoPcG+yZmo0O9VITl8eMWq2YaXz+jPyQa4Rao6TR7L54nj5DpVYMqp9LNhK3aU5/vZckdMoxx4ZOu8fxp3v0qkHi1zQkp3wnao0Su0VPYsiVoFpqvFTUO+0uJ5/uWd9yj3wXszBtMEsQ4ODjEoVMBbfPijdoW+j5lFPkPYIg4PaYKUlINyJ36akdCCls7vk5e4qWjceKL9dnOV97IaQHH0Oo3xBQ8GeH+Cf68xeM3xQRBWi1e3y7iFIo1znc8uFzzq9ISEFj1SxsQ3SXyBNOFvi47kevUZHtzq/ARvMl3gVf26ZbXifJ+uJmzc9wGfR0ZD1+OAxwuOnhhw0fh8tuVt1WzNrZC8/nSJx3nsFC5vHrF04/Gkap3UQmyjAqByTp+b/D0MgU/M6+RLHW4csC6VDPqLdGK6s/enxcJbPU2otpfE5zafSqyRtMvzX7fX5LJgjaX88b1djE/A/LPh6ieUq1KYvVGy5qhVzG+zXfhEdofUzTF04UcFr1cxdio07N5ZhlmSjCt7PoTDK6KO6jOfbXvKwF7NzfZzg+jU74iY4jNSexBiASzXN0EqXaaLO542Vnz49yiNQ9PObYO3ytqO3tB4nPyKquVKcTCbmElnEYljESq9OpJwjGOHq9PkdfHrG7TSxvzK5WGs1aDj4uDWy+Pj1ILrhr214atcE58PzfcdxfJLk9ibG84mBjZ74Ew2CaToqf0e30uLtOsXkYQG/U4AvaOP75duaQkCdoG6nuTUO/LxK5TAwGR1QKBJnA/vsgsl6Xk1/uFqpeXn0PY3caZ/7O/oclLt84Ea7Vq/AFrSyvOLBa9WztD97/LBRzVXT6wf1uY3t0c+ML2jh8F0QtioPq55xIzWm65kKuyvnXR1aWHQSXHBP/nk1XcI11CxQKGaGgTdInVj+2mb05i9Nrd9ja80387vjx1SSsrlRqBdv7fk4+3ZOKF7m/TpFJDDZlw1VeKUwb5tv7EOJ6SjpUMV9jY3v2sT5jadXJ42n0pSPT7fTwrjhHfqecr3H895eo+79BQvovCL+5YaVn9PoiR1dxBGBvw0Ot1uYhvpi/5Nqq8yU9Z1FYjDq6iBzu+yibuuy71CRTlZmDJuFMAY1CQbPbRa1XjEzYS8GgUhGymtFrVNT7HR6rRcLtEolSBa/MgFtj5NfU0AWsAZ1RiVOrx6LSoJEpEPoCnXaPaqNNtlwjXCiy7XXwtTB/yngaItUS+zY3F6U0eqWKcu/1jXywBoiUy/wh8fYkk1Lj9cb3d97giz3Toqi22/zeE+DX8Ot7W7VZX4zop6Hd6w8Ga2Qyuv3+izxDLsDHpenJR89YdANj0KoJ2M2SNmNpiRSv+1ie9aCDaKpIc8oU/0bAwbdT6c/p21mUDzsBvl1G37wBXvZZMes0XF4n+fnzHS6jnmW/jYc5CU4Oq4FifHHLs16vz+WTqbZep2Jzx0e92uL+Ps3lXQq7w0Cn3eNujhPAw30GvUE9sXg6nEau50w0D28C1jY9XE/J7JZCMjYYwtj/YZmbs9hINdjqMOAP2rg+jc0cggFo1183W4+3aVQaBe2m9Hf+8OQFGlp3oTGouZoSBKCVGK4Zh0wmsLThRqlS0G12ZhqcP8PptUzYI01Ds96mWaqhXXLgc5s4/eVuocc9o9/t4w/YplpC+YI2rhccaJLJBFa3vCgVMm6PI1x9fkBj0lB58vUUZALBFQcWp4lWu0v0ITtRzXS6Tag1So6/R1CpFWxseagXGzzepEjeLv6+pAa9hvFwnUImG1ghPYZzI9VJl9dC+mlTJgiwuenlfIo2NhWelIxVSg0ujyLsfVzm+iIhqe00WXTkxgaBzFYdFovuxWO1mK9hsekp5mscf37A6TFjsemnXj9ZiYp1YNnBxbfZut5FnBNcXjOFeIH22GCSyWkCiXP6mZCabHo2PixxfRH/yx1q+guvXv4p8Jslos8QgdObwYm3uewEEa4eZxOR1gKbIq1KyYrfhkqnINmo8lgskcjVOXR76crhUyUOOnA79AT0ZlRdGfl8nWiy+CJ7yVUb/Lga4DSe4qQwumMWgKDFjNOgBzmkmlXC1RJH1RSMFU4/+nz8IROmLw5CMofP03qnw2OniOSlrQWDUoXXr0NsO1DLFCiEwc68L4q0ez0a3S6VdotiuznTO/Qkn+J37gCF9oCErhsdCD05n1N/nLG7AOTqjQmP0Lfirpx/IZQANqWG+c6UcJcr8LsVP59uYxQrdfRqJSs221wSCosRUbfViEqQcfUwWSmxGLSUpphc30SybC67eIjmJmzEFHIZYYlIymF8O49yuOXj+CbOc5Fv2uHKZQK7qx4a1Rb3D9mRrHO9QU0kkudg08fx1XSi5rDo3kREh1Grtzl5ItVOtwmfx4ICgW6jy8mcOEOxP8iQPx+bqPcFbSORf1J4fMyiUilot7t/1HSxKA48Fh0uE1qdCpfPjNNl4vIoyskC7WK7y8jd0ER/p91lY8/P9RxLqueqZGDVid6s5eo0PqJzVKmlb2yCILC07sJgVBO9zXD3ROTcfisqjZL2lCEVGJC5yN3ilkBuvxWb00i7XEWtkrH/4zKxh+zEtPMs3J1E0ehUE04AKrUCeuLMIRkY+Gw6nEYiNyluvj68/Hz3x2XOhrw/xb5I9DZD9MkbVZDLWFp1YnIYaTbbRO4zWK16KtUWB++CPJzHOf/0wB8D+QKes/2+yOmXR3QGNQfvgpweR+n3RdpD2tz9wyAnv0zf5GTiRbzrrhF7p2ecfnnA47ei1KomDOb1Rs0IEfWHbLTqLcJjdlAun+Ul4jOTLJFJltg5DJKI5ieiPwvZKkaz9oVUqzVKuu3u3LSm24s4dpdpqgm/0axFaHepFCQqO/LZn3M5X+Pk31xgtP4GCOm/IPzmiegwngnoStCOVqXk/G4yWm9728v3+GQ1VCYILHttmC1aSt0WN/kcX0sphtM51UoFx/U0tXKHDZud63yOVL1Gqv50AQpgCKlYNVkwCmpqpRb3mTz7Sx6OKynWHHZ0GgXlbpuHaoG7ToG7wuwJ4IDRxJfcYIGK1Eq8d3n5nl68mrvjdvDfxO6wm9RkmjMWAxnoNArMKi0GhRqdQoVSJkf+pN7o9vvUux1WTTbcGiMn2RSVzmKpOFKwqrXUG332rK4Rj9C3ItOo86PPz5doHJdez3F4cU/Nz7E462473UoHh1rH+QwP12HMa+Ou+uwUC3UyU6aA3VbjzLSVq4c0O6turh8zIzravRUPx+fzP6ujyzi7Gx4uH9KSOlyrScuK10Y4nONsSovMYNTQbvc4PY3x/jDI0UUUqbetnUJ+3gKNRonVMhg8kylkiAoBX8A6szUPr7GWz1AoZdzfzrdA6rR7bKy7UMhkM7Whz1BrlFjtegwmLWqN8inVqk+j0UGtU+J2mxEZLJCF3HzC5QvYyCVGCavmDS3D6JPNk2/Zjslm4Oo0Rr8vTrR/AysOrDY9iccsj+eTm4lUrMD+j0uc/Dy9arm665ur64QBkVnZ8nL+5QG7w0AhXSH8HCYgCCxtejDZjcTDuan2Wc+oVZrs/+v1iVSfzR3f1KQrg0nL8rqLcrZC+CpJQqKiXpljgyT2+oSvU/DU8t448GNQyhAVMoqZykIpTdPwljjVerXFyacHvAEbOrOWyGMOmULG/n6A4xnf1TOcTpMkEQVIxgooFHIOPoY4+Rp+WR+1Q+ff5q6P6F1a0htWLXG9nx9F0BnU7H9c4vTr48ia6/K+hgJsbHs5WSCutN8XB9eIBBFVqRXYzVoep4Q0FBdIsQKoFEYJ6biG98+Kv1VE/zpwHx20JwJuMzaTntPbJL1eH5lMINt6PVE9NiMel4mW0OO2mOe8mYMZPGY76OQf2oObcl8QkQnCRHWs2mlznHvdRSrMMjZdDrq9Pt8qCXij9aBJpyJSfN0Rt1m8guMx6DkrpeiKfVZ09tlEFGj2uzSbFVJTDnLdZKPeV9DsixS7jYG/nEKBTqFCp1CilStQyRUoZXIUggyZICATBERRpA/0+n06/R7tfg+jXI0gKDhOvs2MXQq59mAjsGy28CU7f6jCptNi1+kwqFSYVSqqvRand4sfR2/auD+Dyfjr+/RIFWMces38Fur5XYq9NQ8X96mXiX4pg+tpOLtOsrXi4iHxuiCtBmwY1Cour5N8z87W2NWGEqGOjiJsbniIpArUxnRf4huyqJ+hVisIBe3otCoqpQbhcJbr8yROh4Fmo4NMIaNSabL7MUQykiefkT5vI+H8iFfh5q6fswWIJYDWoCH99HizVY/ZokNnUKNQyhEZVClr1RbFQo1qpUkyWYKxuE1/0MbF9xxrG25Ovz4iCALLG24MJi2xh8zUqMKkBMHOJN5eVY4/5Ig/5PCGbFidJmQyAU/AitNtJhMrELtOTU22esbJp0dWd3zcSRBVmO/ZKlfI2PmwxMNFgpOnNny90iByncJs1w9soESRx8sEMOieBDc8WJwmUrHC1AGp1EMOmUx42fTtHAYnSKhCIWdt24vQ73N9EuHkH6Z/hqF198I+ret7fjqtDtffI7SbXTR6NZGrJCaLDv+KA2QyouEc5SnDPVIYTy1aBIloHqKw93EJo0HF5/9msaSgUm72ItPt9jj+9Z7VLQ/FYoN8torySWt/8HGJ0y+PiFPmCabpPuvVFidfHllac9Ht9og9eaXq9AMd7vZBYCES+ozoQwZBJox408pkAisrTq5mWHYl4sW5Vf5hVAo14tcJtvYWGwr8G/40+Kskos+IpkpEUyWcNgN+pxlBK6dKF7vHSLRS4rFa4XGBDN5nVFUdeLoObwp5fuf182t89q2+2+9zXEugt8iwt6zcFed7ID7jR6+PX/OjC+tZMc2G1cFNYZ5mS8Rq0pAsDKoPp9k0eqWS2pSJ93n44PRyXUlh0+j5kovxo9PPp0yMZq9Ls9cl/4ZigQyBPbUXodOl0+2jVSgwatQYlCo0SiVqhRyFbEBkRaDb79Hp9Wn1utTabSrtNpVW62XjeF8q8oPfN4hoBQxqFU69HpNajVouRxSh1elSqjfJlGsUCw2KhcEiYlSraJTarIXsGJQqzu4TzJvp6k35hY8bAb5dROfuaBdNjzm9TXKw4eX0JslG0MH1G1JT5HIZqWyFvTUvSsAgU8z1PxxGNFEYWQiurpN43GZMRi2J9OuCX1nAOk2pkBMK2THo1dQqTR4fstxcjBJ/pVKOVqMim65gdRjo90VOTmOoVAr2f1zi4SJJdawiVS41WFpyEH4YvK9FJqE1WhUrm27UFg2mqo5crkKxVKdYelsSi9GspV1rD9rHT7ZJoijy8FRNEwSBlQ03epOW6H3mpW25suHm/mJy05OMFZ7akYtPgj8jEc4PpD4hGy6HgUK6RGqOhGMY5VIDrV494VKgN2q4nSEX2NgPUC3VRyqq3pCNhyeNbmDVRSk/2UaOXCeJPFUs/asubB4L2WRppIqXiRfY/HGZy5MYDrdpUKl8QmDFgcWi5/EyxuWnxTSoBst8r96NfT/tRpub48EmTamSE3vIYjRr0epVlIt1yk+RtIIgEFpxYHYYqFRaPN5PGvoPY9EQDEEQcPss2J0GhL5IIV3m/B9v2NrxIrZa+EN2zA4jMoWCZqNNOlGiPDYMF75OY/GYJlrl47i7TKI3atg5CCCTCxx8CHEyR9uclLDdGsbjbRq5XMbBD8tcncbodfvYncY3yTtg0Nbf3A9wNaQ/3TsIcPKH2cLcfk/Et+riYUqnZxyr+wFSF2Hyc7Tw/2wQ+bNZLQmCEAT+c8AD9IH/TBTF/70gCP9r4D98+lka+B+Iohh/esz/HPgfAj3gPxVF8f/99PMfgP8ToAX+n8D/RJzhl/ZXTUSfIVfKaGkFZGaBRLFGPPH2RBSnSc9JdXRHfZHPYtFoKM6wcjKp1aTbg9dTywZt5E/x+cMRFo2Gq4o0cTBp1TCHz/4+GODn7KvOrtJp83uHn1/npCpJ4V95AnzKPSIyyMEVEfmSj/GD08/nzNvb6r8zL/FzJIZFpcGl15Ou1WhUu6SZX818hkwQMKnVGFQqrFoNLo0OwdTnsVWkUm7xWF4sfrHaaqOSybhNDnbwboeBgNXM1UOaekuatI97z8plMg5XPAtnxlfmTKEP4/g6wbtNH3RF3A4jeq0KtUqBUi5HJhcQxMHgXqfbo9Xq0mi0qdaaVBttSsU6HUcHtVpJc8p7mYZ6o8NywEp4yB4mmSqh16nYXnNzcZtCQJScmJfLZQQDNswmLfVai/BDlrur2bKH7U0PJ0/axWHbs3a7y9FxFINBzcH2MhdHkRFdp8WmJ/yQJbTi4PFe+npRa5SsbLjpKwSuw1mO7lK83/OTrjSwuU2kY8W3fDQoFDKcdgP3T+8pn528n4iiyP0TeZLJBFY23QOrpxmbFE/Q+mYiqlDK2dn3c/H5AaNOydUTUXL5rbhDdgq5GtH72ZXAbKrM3scQp2MJRSvbXk4kUos8QRsGk5ZriQxyu9NI4ol0dBeIzY3dpYk9/b4n5MAZsJHPVIg9ZOnU28jkAga9hl6zy9oPHnLxItHzOG9RlJusOq7mEOpWozXxfvwrTh6u0xSyVfZ/WuHk6+u9UxRFIncZIk9VVr1RQ3DViUypIB4rLCTRANDp1fiCNrRaJc1qi+RDhtR1ktT16O8JMoFep0fsNk1sbENqthtwBmxoDBr6fZFivobVZ6FRb6PVq9FolajUSlQq+VOkpuyVGIvQ7/exGFRk83V0evVMP9FKqYHdZZyq34TBQOLx5wfsLiManRKTRUsu9cfpyJ9x8HGJk397Pf8XAYN9tuvCM/Z/t8Lxf/39zbGyf8XoAv8zURS/CIJgBD4LgvD/Af63oij+LwEEQfhPgf8V8D8SBGEX+I+APcAH/FeCIGyKotgD/g/AfwL8gQER/Q+A/9e0F/6rJqKhoA2NTcNJOMXDQxWdT0MXkV2/k7M5k9XjCPosPFRHL75yu8VPHt9MYhkwmTjrDR7X6nf5XHvkd6EQX6NpybShZ6zZrXzKSt88v2UTuHX6V23qGEJmE98Kk8cULpWRIdBfUISikst553Dxa+61FfKcJiUi8i0f46PTz5c3kNH3Fj8/P025F9tNtiwO8o3Gy7DRouiLIqVmk4DJRL7YQKWRka3VsBm0VJqLEz0RMGrVFGuDyl6qWCVVrGLQqPiw4ieSKJItjX7OwxVRvVZFyG7hu8RkvBQEIJldjGyoFHK2V9zUam0sGjXpBWyShmEyaIjFCwS9Vuq1FuvLTm4eFj/vLVb9CBGFwYDRzVWK9/sB4qki+VgJmUwgGLBhMetoNtqEH3I8LqDVfMbBfoCTIRIgk9DTVastvh9HsDsMeF0mzo+iiH2R4lN71GjSAa8TwyqVgpUNN6jlXIezHI8NjZWLdfL5GlarHrffQuoNZHR7x8fpEClJRAsYTNqp+dr9vsj9VYr1HR/5bJmlNZdkJniv87ZrYGXDTaNU5+TnQZVoWMOYjhVeTOOdfguekINivvZCnMZx+iU8iOocmkivjElBDGYtyxsezj7fk5Twk1Wq5NwPtfgfLhMoVYqJBKdpSIazJMODzYQrYMWgU/Gv/1tbZGNFwqkSxfji3aRhLG15OZYYMto4CNCqtbg+kt6cG4eqqKefHlje9r5UvMdRqzRfpssB/Et27G4ztdqgWgqDaqfHb8XuMCD2+hRSJZLhHLeZ+df1rIpqKVelNER8PUEbqk6HdqlBu9RgHgVc2/Vx+pCjUG0ilwms73jRaFTEIjnJITOn2zyTiHoDVhwuE+1Wh3y6jFYhx2nVY7To0OhUKJQKRETa7S612pP8RUK/e3Mex2o34PFbOPmHmznv4hUSp+YIdAYNgWUr3//Lrws/5z8nhD+TRlQUxRf9jCiKFUEQzgG/KIpnQ7+m53U7/R8C/xdRFFvAvSAIN8DvBEF4AEyiKP4jgCAI/znw3+NfGhFdW3PR1wqcRzMvmkyLXkPqqXJ5kc7yw6r/JWN+ETx0pS/nT4k4mzY7V3nppCWDRsl4oe/XUphNr5N8oUNGgkzuOV1TSShAjz5LVqskEZXLBFRaGa3S5M0/Ua/wg8fP18L8eoJdrcWl1/J1TBrQ7L4+bx+R7/kYH5w+vmbmE7GA1sLtmNH4ZTHL74MBfn18W2XVoFKxY3Py5XHwuk61llS5il6lZC/g4jS6eCvIoFW9ENFnVJttPt3FkMtk7G94qVabPCQGC+FzRdRlMaCWy7mUmIyfBqfFMHeq22UzEHCZuX3McnwRY9lr4+tdlPe7Ab6dLV4LWvJYOb2I0+v1aTbaPDxmOdjxLzTwBExM7T+j3xc5Oorw+x9XcOl0RMM5wnfZhdwKJo4xZONyTJ8ol00f7MjlquRyVfzLdoxaFddncTw+C9cXCRRKOasbbmRaJbfhLCdhadKlVMqJPbWBC4UafYsOT8hGMjy/PXfwLiQZDekL2biaMdRjdxpJxQtUSg3KxQb7PyxxMqZ5DD+ZeffnrKRavYr1DRenvz6MTM1Xp2gWM7EimSei7fBZ8S4NhukiY2Q4kyxjMGuplhp4Aq8+lQqlnO33S9yfx150oFLY2PdzNvTvrUaHjXfBhe2WhpGOFnD7rZQTBR6Ow6xueNAZtVQrTaJ3mYXJrUwuI/owem/ePAjQqDW5nuPMMDydL4oirWoTuUK2kB9q/DFH/EknuXUQwKJXEPSYiFwlSF4tdOgjWLCzz9qen+RjhuqCenK5Qkat0qSQqbDxIcTVWZyb53a48GRvZdOTy1SIP10f44M9NocRb8CKKIokwlkS4RyJJxupzV0fsfssCrmM+xm2amqNEqvDgMGkQ61TIpfL6IsiJquOr39/NT+0fggFqWn6J3iXnXTLZc7/zfnCz/fPjr+AYSVBEJaBD8DPT///vwH+Ywbj2/+dp1/zM6h4PiP69LPO09/Hfz4VvzlD+6kQYHvbg3/byWkuOyChQ3DZXsv1vb7Ip8cYH1Z8KBeYZtzw2ok0pXetogAdsT8RG/nyWnLpxfyqmqGnb7HrHDXgVcvlFHrzbyKnhQQG5eTQy48BHzel6fGj5eb8lvWq0YZaBdeVyYW8Nhbv2UfkOB/ng2O2CbFWrkTRVEjGg/6civLOu7hYfN/lwoDqhYQCL2b9tXaH83SGH1YXj73UqacPD/X6fb4/JrjNFVhfdrK74qbT67HqtdFt9Yi9seXkMEunnAgCbC+72F12k81W+Xoapfxk2m42DIzKv53HONxe7H3trno4vRh8PtVai+WQg15voLt8vxdYaHgilirO/PdCvoZMLlB7g9RgGEaDhnqtTWdssGuRZJVYrMDFTYrlbS+rez7WDv3IbFpOI1mOrxLUZwwrBHxWukPt/VKxTqXTxTclxvMZG9tezqZ4IM6KalQo5RhMmpfp4W6nx8m3MHs/jE7r1qstQnOyxbf2fGgVMk5+uZ+IqCwXapLV5GFk4wWO//GGyEUch8PAwY/LhJ5iNYv5GsH1gVm/02cZvOeDAHaXkZOfb6nNmTqvS1SEp1lKzcPB71Y5/rfXZOIFWo0Ot8cRjv/hivvjMGKnw8qGi4OfVljb86HRTr9+Nw4CFJ6kE1uHAQLLDq6+h4ksYNA/PnmeiOTZfRec8tsSr73rY3nFTi1XIXWXIXGdYP9DCIN58TjfZyyiMd37aYWH8xi1cpNqqY5/zvkMsPtx+XV4bpxgP8kPjj89EH/M4fSYnozs5WwfBNj/GMLlNZNPlzj98sDZ18eJAT21Skml1MDmNs+OoG12SEUL3J7FOPv0wPHPd5z+ck8lVUZoddje87JzEECjm38+JeMldBJhBds/LJO5DpO8e5uH+F8RHIIgfBr6859I/ZIgCAbg/wr8T0VRLAOIovi/EEUxCPwXwP/4+VclHi7O+PlU/OaJqEwuY3fPj3PNyrdk+kXrNw6dbvJm9SUcZ8llxWaYnUiitc6ecr4rFfjBK03Ecp3ppLLQbnDZTvD74Cu5eO/1EqvNb9VUu50JErtmtfIlN7v6cF3MsWWavth9cHjJdIqkp0zYl9qTpKOHyEkxznvH9PSXHY2Xx9J00nZdzeEzzdb2GFQqfvT4OY9kyFRGb3jDrf1eX+RTOMYPa35mFNdeoJ4zGfyMy3iG41iKtZADm17LktfKqt/+JgsjzVg1waBT82HLj8di5PI2xfltcoJgDG9yTq8T7KzPJu0GnYr0mNbQYHhNXPl+HGV71Y1mznGXyg08bpPkv/m8Fq6vU0TiBcnYznkQBPB6zGQljMunberG4fKYkOkU5BstegoZNQm7GSmYDJOLVLnUoNTq4F+WXrzdXjPxh+zUamVlxqDU9kFAUqpw+i2Md8mGbShJyDjlszRbdezsebn6+khhitl7vy9OpEbNQjZR5PgfbwhfxLHb9Rz8uEy92mLn4zLNeou1XR/X3yOkIvNb4sNDSsOIv0EK8oyD361y/A8DPWDyMYdzLH+82+5yfxbj+B+uuP32SKfRJLTq4OCnFTYOAuiGvt9ut8/WYRD/kp3Lb2GiCw7NuHxWyhKVtfMvj3jHko6GIQgCm/t+QiEb118eeDhPoNUqiD9k6XX7nPzhhn6jzcEPS3MdCcaeeOZrHvx+ldOfb0eqtTbr7AEtm8vI9VAV//Y0hn1GPnwmUeL40z2teodeu8vJp4cX+cc0PN/Lbs/j7P+0MvN3pdCsNWnUWlx8fuD811v6tSab22523wVnRtp6ll/XRrlCxt6Py5z+199o/ZGb5r8SZEVR/HHoz382/guCICgZkND/QhTF/5vEc/yfgf/+09+jwPDOLADEn34ekPj5VPxmiahSKWf/MIAxaOBLLEEkO7syJcqlF5DrdA5BLmPVJZ2fq1EqOKrNv3md5zNYNaMXhkouJ9qcfaH2Efml/MCHkJstm4NP2cXbWA+1gZk7gFIuo6vsLhTjqUaaWP+dO8BJKTo1S14QBYpt6fZfVxQ5LSZ4J0FGf29Z4mtitvF9tdNGrZWjnmJIfOB2YxCVfH2UPp+l3venxxjbAbdkDOgw5qWePEOtkPPDsp8/nDxyFknz9TbOTTJHvdvB4TCws+rmw3aAg3UvQbcFhUR16nmhCHmtvN/w0W11+HYWnakbrdVfb569vshdJMdaaDIO8Blrfgf5scSv1NhAzflVEpfNgM06O4fa4ZLeHDieHleuNBeqvIzj8CDI9ZRUn3lVPbVawcEPS2QrDS6ukzRbHU7OYxy+CyIs8FV2pgxulcsN8o02gdXRDZ7eoEboiTN9JGOPOUlisfs+xMkX6SoqQPguQ7ffY3V7cN2UJMjP3rsgvUabi6/zxQ/GBabDpZBLljj+xxtSj1lMFi0qpYLbBfxDnzEtlrOQrhCYU+UdxjAJfYY7OJ34AfQ6PcKXCY7/4YrrL/c0SlUCSzZ++ve2AJHLb4/E5gxsjcPhlY6O7nZ6qCWiLWUyge3DID6vmatP94Sfzu2lTTfX38LUyg08ocF1Uq80Of6Ha8wGFTvvFo3llV6/1FolW++CHP/jpIayOS2i+AlOn3XEjqnfF/H7Z+fIL625OP38SDpexDyH6A6O4fWaOf8afqm+L4rsmL1Xu9Xl6luYs59vaOQrrK072f8QwmwbvY/pn+5PFqeRQMDM0X/17U2v+y8RwqBk/X8EzkVR/N8N/Xxj6Nf+u8DF09//H8B/JAiCWhCEFWAD+OVJa1oRBOHvnp7zPwb+77Ne+zdHRHU6FQfvg8jdGj6F46SKi00nFiUqec/IVmtESyXeL02SqK2gcyHLo0q7zapt9CIOmEx0Z3hOPsOoUqM3iHj9cnb9Vv5VyMvvA97/P3v/EStLunbpYU+k996b7b05/lRd8//dTUokQYkQIQiQASQI0ECgoAEngkBONBEINGecCBAETQgIEKQJB4LMQN3q7v+aMqeO2d7b9N77zNAgt0kTkZnnoq+p7lpA3Vu1987MyMyIL9b3vu9aiy2XC6t2PNv9Ecl6lReefivtTdDPbbkw9bUA9jIJAvrnhVatUPCNN8CH3O3E+rlNo5+YKtQRRY4LCV44nyt2m2YvHyOzeXReFvPsBoerff0qaICjuxTpinx1WW6e8TCWxGEz4LXK7/QVM5RN/XYzQYuFzw/JSw7z8yIsAql8hcPbJD+dR/hyHec2U6CrEAl4reys+nm9EWJ7yYdRp2E54OQ+kuPLSZTmDMk+yRExQ7PVIZmtEPLZxv52fdEjOQMaTxXxjJCF+2geuiLzIXkiKUpUYswmHaenzxuLw+MY61uz5UMDrK/72J8wnzdpbGBzN4jOrufzwT3th++88RCN+WX/nrU1P7oJbXJgojCpUm6QKdcJL7ufjiXgt5GU8bt8RLvVJTSSFR6Yc3Ih4885iFKhzs1Vkp13C0Su00+Z8W6fhZUVN0c/XlGdwSYLQGeQXy+mYW031I9NLVTpttusbPmfWvSTMCpSGoXdNaOK+f3iGAkFqH+lkbzYE+m0OiSukxQTBUIL8ps2OQgT1oSb0wQ7b+aB/qZp89UcHreJkx8unxwAHqEaOJcdI92FbKLI8Q9XzM07WFyb3OWQamvbXGY8ATsnMv6ckYuk7JjLynaQ0y/jrgeRyxSCzPWnUAp0Wh1EUaSYr+H22iYeM9D3kX1Ap9Ol0WjP1F4HMFl0FCa4D3Q7PS4PIhz88ZxyIs/CgoPd13O4vBbaPVjcCtAtlbn6PNmS6m8Ngvjn+WcG/Bb4nwH/riAInx/++e8A/1QQhANBEPaAfx/4TwFEUTwE/u/AEfD/Af7XD4p5gP8V8H8GLoBLJgiV4GcmVtIbNDQtCn68+XrLoEh5cru72enyKRLn3XKQj1fRp9no8oB36DT8FI+x7nRxmu0rPx1GHVcTxj39BhNLdgvHpRg/5a9RCgJWhZWj+sDFpwa30YBPb8ao1EJPoNRoEa9UyDcaFDt1Nt0ufpxiUD6InigS0NmI1YvYNTr8ZiMfc9Mfb1HrSU35MNpij5Nikl2nj3i5TCr3dYr4H1IR3gWDfIzG2PV6SeUqfLqdHiPamuBAcJcrYjfoWfU5OZcY3ZgW2fli3sfNXZbUQCXNbNRBenIVvtsTiWSKRDJFBAFerwQpVBrUmzOeUIDDaqCQHT+JKrUmGo0St9NE+mGx1uvUsibqAD6fldRIWzdfqFGtNtla83N0Nv45JyUqtcsLbr6MEMlEuoTJpB3z+hyFx2MmepebqD2Qas2Hwg5URjUHEsdYHaj8nJzFCQXtNOsdMhK2Sm6XmdyUxKbHmdf5VQ8WvXZiRXMQg9VIg1FLp9ObGkf5iF5X5ODTLZsvwygQUCBy9uWOzN3X2W6pJap102B1GAnMOzj+eIugEGg323hDDi72+vnqu98scvzpjo5MSMOoSGkUBYnvYRCCILD1doEDiaoewM1JDKNZN5NPLIDTZ6VZa1JutKhWWmhyFbZfLww5HUxDfsoxXx1Fefl+kfhVmuPvpI97aTPA5d7zuSPnM/pYPV17NU+xVJfZKA1fE8FFN/VK48mPVQr1apP53bmxsRClSjGUZT+IfKbC2ut5TiV8OLdfzrM/YOd1cRRj9/0C+xLiPeh3mnIj600qVmDrzTxHMo8ZhNtnpZKavMY+otcTn0ZDlCoFy4sOYlclClPm3H/BM0RR/B3S853/rwmP+S+A/0Li5x+AnVlf+2dFRBvdDstzLvbPY18josNtMxJpz+ZR+eEmyk7Yy00ih0mv5aCckv5qJCAKfUKkFAS6oohC5tNdszuw6VUcFqP8NGBM3xVFFq02EvXhXWC+VXvKeH+CClwOPQ6TCrtGj8Uc6O+axb7AsCuK9MQe7W6PVq9Lq9ul0e1Q77SptdvspxNsuTwUexXOSrPNTRlVs1Vb2mKPbLPCe+sceVUDwSogDtVaBaRaTY9TzgpB4N9dXOBfnsxGAGBYzS+FfK1OrdXi5YKfLzfDZEauaq1SKng15+fT6fiirP2KSDhBgFfLQT6fRPGYjNQbbTZXfBxfTK8Ue+1mSSIKkCvU8HssWEw6SpUGG/MevhzKj3aMpiI9otXucnwa59VOmM+HwxuSVKaMw2Z4SnVSKhXc34+T+Xyhxs52cCjLexQajRKtWkV6ygz0YEXUaNayuOpl/zhKLyV90ZdGCEokmsdq0bO05OZqxK7I455ORLU6FXOLbsxmLY1sjZ13i+SzfdWwOMFzcJB0zi25OZlBLa5QKnD7rNidJtQaJe1OD6tNTylVpitT5Z+EWdXVj9h+t8DNaZzjB7K9uBHg6jBCpVjD7rGQT5XY/8M5/gUXWqOOG4loRSmR0iAilynsbrMkuVMoBDZfz3MoQ+agX/maW/VxPEMyj9luQKUUSMZKD5U9gVazw+F3F+z8aoXj/chU1bvBpCUhE5EJYHebcTgMtCp1UhOM0Hvt4TUpkyhMfN2zz7coVQp23i5ye50ZIYvP5/7qizD353Ea1ekbWovEHOXWm4UhQjkKsT2+ljo9Zs4Pxs/n40/3zC25JVOrnB4LqZvxteLo4y2bb+afzjk5GI1fX933zTlQ9zrk7tJEzhNs/2adwz/Mlkj1N4O/kqH9XxMz300FQVACH4CoKIr/0cjv/mPgf0/feb9DX231O0EQ1oH/28CfLgH/O1EU/ytBEBwPv1sAboD/oSiKE+8QnW6Pj3cxFsN2dKKK8/vZ5n7cNhOR0uxm6QfRJCG7lfmwlWi+SvMrbghXxTzfBoL8EI1S6j7fIBUCvHL76CianJUS3MkUjk5KMUxqjaS6fBRdsUeVMmKvxafCjDNQCkDb/xerTkO1Nvt0hkaOWY/glSPIdT5PQiih6Kn4FJte0Rx6HaUSRVVkyWXHotWyF0tI5pwPojWFiEK/6v05Euf9SogPF8+LqlRb32M1YlFrJUkoINu+GoVCEHix5OfLw/OIYj8+8/gmyevtMJ+O7ifqCacJoeKpEgtBB0Gvlb0p1k7X9xkMejW1ukSVTey3tne3ApxcJJ/a3gCBoO2JiG6s+jiSMQc/OIyyvu7jXCYHem3Vx+EsVj6CgKAQ2HoR4jqSnUiu9To1dQmFfLFUp1ZrsbMT5GBg1lEls6tUqRUsr/pQKBRcXqY4OoqysuBGi8Dpw/vVm7QE5xzo9RpqpTqR68wQ+Yw9pBntvpWuEjk9ZhxuCzq9mk5HpFyskYwXSMaLJB8iPnffzFHI1Tj+dIfTa8YfcnC2dz9zZbU7ozm3J2jHZNZy+ONwJdNg7M+P93oioWUP+QfRW/wmA4LA9jdL3Jwln6qTciKlQYiiSGDBNUZEFUoFGy/DHH4/OS0HmKkYoDdqsTlMT1VCsSeiM2n76VfAwXcXzK/7KZabE1u+gXkXF8fS72njZZjIWYzLaJbdX63IPsfqTpDzTzdDP0tF8ljsxrEkpEF0Oz0Ovr/EYNKy+3ae04Pow3ff/wB2vlni8Icr2QjOUVRHEsOcXitnU67By6MYzoCN7EA10+k0k42PbyA7nS6Nagu9QTOWTW+xGkghLR6+PUvi8lnJJOQrnrO+R+hvaLbezHPy+2PajTbb367QbrY5+N0JO3+3wdlPl7RnvIZ+wV8eXzMj+p8CcuZb/wx4KYriK+B/QX82AFEUT0VRfPXw87dADfhvHh7znwH/TBTF1YfH/2ezHsh1Ks9xOs3Wqg+vY/r8kVY3e/XKatDxejNA2yVSsdUQ3CX88yI7q0a+3XDw23UPv1r2sBt0ErSaUEsQksNMGqfeQKSRR6dU8Wt/gAWHgaPKHWelydYR1U6LXef0gW6dUsW81chNNctRMcaSZfJA/yhMag0/pO/INOq8dc7N5F2mnKIEMak0vLWH+ZSMU2g1UKqUfMrGeB+c3UoJYN5qo9MTucrm+RxL4LWYeR8OopkgYumI4pNwaxp+vInwctGP+kGkVGsPE5ntsJdWtcN1TL7aMcu4gVKhYGfRx97Z8/zco4pUFOHjSYStVT/6Ce1UuXboI7QaFTarAafFiHmK+0On02Nh3j3xbw6OYswF7FgG7E+UAyKcem1y6z1brKHXj5PnF7uh2UgoYLUZCCw62TuOTlSjA5jN8u+53emyfxTlxYtnEVM+90xAFAqB1XUf2y/CqLVqTk7iHB1FaTbbzM+7uDpPIqifz6l6rcXFSYL9T3dcXqbpKgTm1n3svF9kbTeECLx4v0jkJsPyhp+dtwtsv1lgftWL3qwjm6lyfhxn/+Mdx3v3RG6zQylRa1t+Dj7c0H6oSGWTZQ5+ukVv1rPzzdJEm6JHNKQ2GQNQqhTsfrtIIV0cy5cXFAJ3F8/rU+IuO1xiFUUOv79EpYDN13NAv+o1C0ZJgFKlYH03PLGlP4i7s8REWy+1RoV/3jnWqtaPVNVuT+OIzdbEmUy9hKuC3qhl61WYkx8vn/xa5URvAE0ZoZBvRmFfrdJk/w/nmPTqvmWU0CehB99dfBVBi5wnhkR0Lp+V5pQc9l5PJBB8vp9s7IQmeuSm4kUWV8c/T+2ETXSt2sRo0U/8TkdJtBw8QTvhsJX9f7ZH++G9Dd4KDn53gnfeg3OKEOtvAuKf8Z+/Ycx05xYEIQT8d3kgmKMQRbEykCM66Lw/iP8WcCmK4mM9/j8G/uuHf/+v6TvvfxX27hOkmlVebQYxThAotIXJF27fw9HN1raXnKXJH7MRVEoFP+TueWUPk2vVOK+k+Fy850Ppmk+1a856d2QMSVTeKuFFBS/WzPxqw8lv1zxshW28nXfz2u/GahL5VLwhVi/M/L7uahlJgvsItUJg02nnvPx803B/pUhhwWxHBOrdNj+m79mw+vHoJpP6SeMQm1YvRkHHh9TzgqUU+ilO32fu+SY8Oxm1a4dvBPFSmR8jUYxaLd/Mh7DI+H5qVbPboXy+jzPvtWMz6Kg8zGwqFQLvFoOcXCUpTyFccvGfj1ApFWzNezg4H66sjM6jHl4mcDjNeOVUxzKLsUqp4OVmEINezeejCJVaE71ejW8KMRBm+IiubjLoNWoCD2KoRwX+wpyTa5kYzUdkshWWN4ZFfwvzLo6P5MUsHo+FnRdhNneC2JxGSvUGyRmjLqVs2Ubx5eCe1VUfdruBeCTH0qqXnZdhjBY9Z+dJDg4i1EaqOcYH0nd5mUInQayhT+xvr9Lsf77j9CSOSq8GtZJCsc7lWZKDT3ccfr7j9jJNfUob1e21EL3J9I3TR4hCMVfl4MMNKq2a3W+XMEp4JD6iWpZvk8+vefEGbex/dylZYV3a8FMaEJek4wWWt8av22K2wvGPV6zvBqHXwzaDGOnmNI7mYY1WqZWsboc4njEnHqBaqjO/Jm0Pp1AqWNoKcCXROtZJnB/FbIW748iT4GgUoxGXC2tejHoVRz8MV27lqqprL8JPc5+j0Oqmn6+DyCWLXO7fYdArodtl690igUX3VGeJR7SaHeYW+2Kt1Z0QpxKxrFKIXvbDFfQGDckpFk0AR5/u2Ho5N/QzYQr7uT1Psv1O3tIpFZkcMCEIAjvvFsjfxLkZSccajZe9P4nSqDRYffP1FlJ/cfxCRGXxXwH/W/qtd0kIgvDfFwThBPh/0q+KjuJ/DPxfB/7b+yDzf4yWkiwDCoLwv3w0YO3Wx1sa7W6PD9dRFEYVL9cDkr6Ruab04uy2mXi1HcCyYOBzLcnHdPwpdtP5YDp8XShiUMovHj1EUo0yp+UEn4p3fChfc9eN0rNekhav2XBYeOMMTnyOUaQbFV45ZRZdAV67vRwVh2/sB4UofsPsHoJa5XAV7qiQoNJq8cYhb9gsVQVUCwq+cc5xks2QqI0szANSve9Ss5NRUaaDkq/X+eEuQkcUeT8fxG0ctg/RqL5u5Pk8mUWrV2HSa3CaDay6nf1W/AwXbaEmf8NXq5RshDwcSsyAjnqEAkSSBSqNNhvL3pHnUZAYbWcKArvrARw2I1+Oo+QfqjOCIJBMl6nWWiwvyFc9b6O5mSyOUukypUKNtWUv0UQBg0GDacbNzv5hhKUHY3SLRU+5VB+q7NodRrZ3gmzvhnC6LSQzZfYPIhwdxbDZjZwcx1lZnFy5fcQ0L9RHnJ4nWF3xYLEbubxMsb8foSQz2+jxWJ7EGs1mR7LaMwqVSoHNZuDLhxu2ZQiOHDRaFVqN8qndPdrifESlVGf/xxt6wO63S1gkrLcGVcqP0Bk17Lxf4P48QexGfiMxWj0E0MiQcOhXBA++v6SQLmFzGFl7GWb322VWdsOYR6x9Wo02C2t+VGoly5sBTn76eiXzo5vAKDbfzHMqMz+qljk/up0eB388Z3M3iHbgPQoK4SkRSalSsPtugdvjKBmJeNF0LI9SPXwxCYJANS/f9i8XZh8Rg36sqs9vJRfJc/CHM47+eEbsLIaKHvMrHnbeL7L1bhHfnFPWbcJo0KBSKylOGAkYRT5TYXXdz8q6XzLmUwpXpwm8Ay4LzRl8fQ8/3LC4MX6vc3rME+3SXH4rC4sO9v/ZHi2J15HyC63kq1x8vGb37zemHtcv+Mti6p1bEIT/CEiJoviTIAj/RO7vRFH8b4D/RhCEf0R/XvS/PfAcGvr+U//51x7gg+nq/wlA7w3LUoR8tc5P1TrzARsmpYbT274AR6kQiA0o5lVKBZuLHurqDke5NPcSOb8KQeC61X98plnjV74QH3I3Mx2vXaNly93lrp5i3rDAYbG/4JoNKnb0IXo9DWfFDKX25JZjqSu9aHzrDfAxPz7k3RF7LFqtxEfJoAyyzfHnr3RafMhEeOkIEq3lyY0IpOojc5gLJgdiV+D7hHTLtTvC6L5L3fNNKMSnaJzuhPJqpjz5PdTabX68i6JSKHgbDpAqV7kvFNFMMIhWKRRY9FrMOi0GjQatSolKoUAANAoFGr2Zw+vZozpzpRpKhUB3ZHhVo1ay4ndydCVdEZF725Vak9Pb9FCMp99lJTIgrNla8VGs1NmfkGtfrjZptDrsbAQ5OBlvp5XKDZbCLm5uJ1c2oZ8rf3mZYncriKIncrg3W2tdFKFcb6LTqfC6zaSSJTa3AijVSlLpMslEkZxMBKHpodp3fBTj1cs5Ph9MruCo1bPtpV/thPnhxxtCLjPT6js+r4XMgHJ5Fgu2zd0Q+w/ii/3Pd+y+X+Dgx5uZjm113cfhp+drWi6z/hH1aov9H2/QaFXsfLNE7CZD7qGC3Ki10Bu11B9uxGsvwmTi+YnRnNDvCkmlDV0cRJ5iP0dhHBiLKGQrYxVCp8+Ky29Do1NTLTcwGDUsrftlSeM0SFXIdr9dZv+P45ZPj9BMcRE4/nBNYNFN1y6QjBXwzzuJ3ebwBGzoNEr2/yCfx9nt9AiEXU/EFWD9Zb99L4foVRqVRjmU7CUHh9eCRgG3R1GCI5vUVqPN7YhNm86oxb/oxWQ10On0yCaLpKJ5yvkKm6/nJQVKgiCgM6jR6TXo9Bo0WhVqjRKVSonNpieTrmB3GMjnprfJG7UWbp8VpVJBt9uT9MQdRa8nUsxVMVp0Q8ldDpeZ7J30GrX9doGLH05JTyCqFRlbx15PZO9fHrP2bpn4ZYLKjO3/vyT+Wlnzf03MUkL6LfDfe/CT0gEWQRD+L6Io/k+l/lgUxX8lCMKyIAguURQfz6T/EPgoiuLggGRSEAS/KIpxQRD8wOwsYAJuMwUAdla9FHN1BOC6WyLsseLwGDktZvixNNnbb8Pt4rj9fNP9KRUjYLYSq0+2kngkodFG/62Y1M8fb1vscFG7AUCrVfLWFkCJnotibozwAVxXsmzbAxzmnz+W3/iD/DSBEB8Wo9i1OvLNySTXqNJwU5Zve3zJxbBp9Ly0B/mSf17sHgVUAgLvnWE+pp4ryFKQ+t0P6QivA36O4hnJ3xvUaiL52dqynV6PnyIxBOA3i2E0TYE5mxVRFGl3ejTbHarNNqVag3KjSaFZp8D4DfXdXJBuD+rtNi+W/VTrLS5j8jGp0HclcFkMpAcqHDqNigWPg5MJhFaqIvqInijy6TTKznqAy+sUNrOeCHnWFj20Wl2OJqnsB4oh7XaXw7NYXwUvQeS+Jgmp1xM5PUvw7dsFtrdnNd/uY33Vx/V5klKlTvFkuvWOQiFwG3n+3Pf27tjaDHB0Ki+GmcUD9tVOmC8PLUmX10JsgieoxaIfm4e7vExhMuuoyMyrbr14JqGP2P90x4v3C+xPIaM7r8Jj2fX1WguVWkl3ynxwq9lPt3lMjknHCn2jcacRrU6NN2TnVCaSdBQLGwGuJSx72q0O6y/nOJAQFOUlNvGDyCaKZB/EKIubfVePXKrI+ut5NDo1zVqLdCwvmxQ1imQkh3fOSfJB0T6NhAKoZhjXiV2nMZh1rG0HURu12J1mLvduSc1Q0bM4jE9EVKFUUJhiN9RudZhf93ErI+h7RGDBRS1fIfEQIVzMTv+MGtUm1yPXu9Gqx+02U67WWVl20W61adZaNOtNGtUm9XKTelEcWxXn1/3cfbrEOeemcJ/BbNXjDtgxWPSgUFCttkglS1RHyOD9VZrddwscfL4ll5xtHc+ly2y8DHPy+bm9rpPQdTg8FuxWLQf/fG/qcxYmiKAAzj5c4g47sXmsRM6/Tkz7C/71YyoRFUXxP+ehkvlQEf3fjJJQQRBW6M9/ioIgvAE0MCSX+58w3JaHviv//xz4pw//P9F5/2txcJ9Eo1Lyd68W6XSVnOezkJo+6wJgMClhYEPV7vWwq0zEkD+5bWoNW54e0fozCcm0pMlely7X9f6CIagFXlsDaAUTV6X8ULTmoEPQb3whfspNbmc1um3e2oP8ITHZZ3XJ4uAgP/niK7TqfMrWeeMKc1FKUek0KbYa+HRmbCqDbBV0EPWO9Bzlp0ycHa+Xm0xhTCg0b7VxXpxerQOw63Usu5wUqnVylTrKtsD5Xfqr5mF8VhN7N3FCDiutTpcv1/3PZd7Xj349uUvRaEnPClhN+iciqteqCbusnN1O3k+NVlClcHARJ+yzYTXqWF1wczZDpVYYkRWLInw+jPBiK8TBSZTewOtmcrPd+AGWl9yUq03y5ToXV0lJhbocdtYDWOwGojPMmAEsLXk4vxl4ryJcX6YIB+19830pTCD2ggC7m6EnEgqQmEJ6Fhdc7P80TN46nR7za34OP9+N/X0w7OBCRjW+9+mO3bcLY0TzEXOLLk5lBFxmi47CBE/YQXQ7PQ4/3vWdBt4uYLboOPjuYmYSCv30KDnkJAinxWEgKmHZMwqz3cDcipfDH6/Z/XaJTKwwlpZjthvxBO0YTDo67Q75dJlUJDd0zj7CHbCTvM+x/X5pKgkFUM44N14rN7jcu+VX/8Eud+fJJ6X9NKgHujAbL8McfS9vQ/UIs21ymtnihp/UdZLqQBW6UqihMWhofcX1p1QpWFwPcPrhklJ59lCAhQ0/ybsM9UqToKa/0asU65JVcbvLjNNnRW/S0QPK5Sbnh1F238yz/4cZ3BAecPLlvh/D+eEGGJ/x3Ho7z/VPF2TPpwc76E06KjJR34NI32fR6jVs/3pt5uP8i+Dfworon5ysJAjCfyIIwn/y8J//A+BAEITPwP8B+B89ipcEQTAA/x4wmlv6T4F/TxCE84ff/9M/9ViksB504w1ZSGirtMTpbZBHqBVKzurju9Uv2STbNum5TZtaw45XJFofVsQnGzk82sniEVEQua1HOaud0lGleOGy8GtPmKDBylExxrzJxrfeID/lZ5upuqgk0Skn7y8Mytmz0T9mImgVanZtflbNLkr1Nsf52ayiqh35xfwglyRgN48lR1nVk+cQdSoVr4J+dn1eSvUmH26jXGRyaFBykkjzenn2hB8Av9lCp9vjJp0n5LY+/fw2lefTVQyFSsHr1eDQ7x6hfxBfGPUagg4LFzKtpEFMqog+Yn3Bg16rptpuYzRpJ44cPD2vzOq1dxxlZdGDYWAOLhIv4JqSSa7XqdndCXJ5myaZLnEfzbO65p34mFGUSjWu7rP4ZkjnAWlhSbPZoVFtYZWZD5Qj9iqVgq21APsjApZEqkQoLK2e1WrV3Ei0pwHJzYjBqKXT7ky0VjrYu3tSmA/CZNFTLdVpy2xyDBPcAORgdRhpt7qUi3Xm16XXKikIQt/rUw6xmwzh1eHvPrjomXguCw9WT2JX5PChJSz35+V8lcuDCPvfXXD80w2JuyxqrYr5NR873y6z/c0Sc6s+NFoV1WKN9dfzHP04m9BpUkrXKDZezVNMFrk/iuD3W9n9Zgmnd/y6H8Sjcl6lVpKS8NeVwijJGsT6yzmiJ9EhEvoIm4ygUQouv43gvIv9359Kzv7KYZCEApx/uiW8JD+vXciU++lG311w9N0F94f3tHMltN0O66tudl+H2XwRwh92oJwSpXxxGMP3cG0+iuZsLhOrG14O//k+NRkT/lFYp6xtg2jWWxz+4QzPhMjkX/Dnx1epO0RR/BfAv3j49//jwM//S+C/lHlMDRjzrBBFMUtfSf+vFX67GbvLwOd0nxRaLDqCJjMUZnv8ltfFXlc6gSNXbaISFEMzY48kNDJCQh8xZ7SSas7WogCINBJAAhSw4/SwYLTz/4vPPthfbNd5417kjxMqlnmZvHg5tLpd1D0dlVaHebONo/xsUxSlCbGqAGfFDPMmG2qlkkytP57QlmhHKgSBDY8LnUrNSSLN5/vhCtSC3cbhff/zP0qm8VpNJIvTZ2XnHFb2B8zt3U4TkZG0pGqjxcfLfoV5LexGp1ZxdJOg2xNRq5SYDVrcZiNXkdluQnI3b0GAzSUf9XqL04eq4KvVAF9OorjtJnwOM4cTWtSTjBbPrlKE/Db0uhbZB8FCwG8jI6f6XfGSLVTZe2jV2qx68sUaKpUChVKg151OphUCpFNlmq0OdpsBrVZFcwJhU6kU3NxKb3Cy2QqLi25qtdaQvylAS+KmrtWoWAg7OZKJnXS4zEQkDMvX13yyKUqXV0msdsPT3JsgQGjeyZmMp+ojRBFOj2Ks7QY5248+Pdbns0yM/5w1BvERm6/nuLtIcX4YZeNFiJNPd2y9X+LqIDKUJy6FhXX/xIhOAIvDBDyvcZPoXXDJg0qt4HBkLnUW8crT39bb3I4oz7V6Ne6AnVKu8lUWRrNg99tl9n9/yuKDS0D8Jk38Jg2CwOJ2CIPVwPVJbExA85gatf4yzOEMFVqA+J30WrH9bpGjP57JhiaYLAZSTFaSA2y8WeD2KEr6YWOsnVFkuLgZIH6THsqHB9BrZncjEQSBrVdzfPh/f8E37yIxMIuu1KgILLiwemyodBoazQ7ZdJlcqv8ZNhttVGolGp2KVCTH5ut57j5fcXY5PSZ3ECarYfofPcAdcmD12mbeRPxF8EtF9OcLs17L6/UgMSpPJHTOYyVdr/I5nWDFOZuHmEInv8DdV0u8sj9XN6xTSChAj6+L6IO+7dFrexiVukKTAl6TgjcyKnopROtZVDIRKzqFipvy7BfdttWPoqvmKJ/iIJfkKJ9i1erktdsvGcU4iHK7iXJKReK2UkCpFQiY+7v9xACBXHDYeR8OYtfpOIqn+XgfG2vlAzh1z9WjWquN1aafyQDbrtMP2SndZgoTH3cWTbN3E8di1vFmLYRao8RpNHAzwW90FKP2TUqlghdrAQJuK0eXiSHv0voDyUrnK+xfxllechMOyPnFTl69IvECPRHmHrz06q3xz9Fk1LKzFeT0KklmwG/T+1ANTmcrbMxYaXM5TTQfjj8WL7C0MVl5vrTsoSyhdH3E9XWaDQnvx9FRAaNRQ9Bv4+xc/pqMJcdHbBQKYaJNTa8H4QEl/86r+akk9BHdbo/ryzRLD+rgnddzUzPoNTPa/JisBjZezXH86e5Jdf84N3v08Rab10pwigPBJDuoR1wdRYfU5bHr8U2DzqBh99tlYjdpyRnIr1FtD0IQYOv9IkaLgVK+yunnW7a/WZ7psXKdgkFsv19k//f99J306Dkgilwf3HP4+1PalQabL8OsvQg/VfdSsQJ6o4b41WR/6EEUsxXcI9fx7jdLHP7uZGJyl1THYBAanYrtd4scf39BbcDGSzPB2vARi1tB4tepMRIKcPbphvDS9IqhQiGw9TLEwT+cAIy9x26rQ+wswfHvTtj//+5x/g9H5E7uMXSaLAQtbL8IYrMZePPtMkurLo7+xT6Vr3QZgNneryAI7P6jLSrlBpdfMcLy58afK2f+b10A9bMnoiqlgjerQToW+D4ZpT1wo3c5n2dxNDPs6oxqNccSbflB7GdTODQGrGoNu14mklCASD2BcsbcPQXwyh5mzmjktHJJulmg3umQaZa4qN3wjddNQD+9PZNslHjtliYMS1Yn7RlUwFqFkrf2BfbSKTKNYTHVeTHLp3ScgMHCe08IjUL+sx1tvUshXitTV7TZdnsQuyLvw0HmrVZuMnl+vI2SrcpXcL1mE/t3w9/ZcSLN66XJLfoVj4P92+HHpUtV1kLTF9xcuc5PFxHaPZG62GVj1cerrTDbq378bks/alUGjxVRjVrJq/UgDouBvbMYUQmRQ7E88rnfpYlkCrzYDmIemembJfI2X6yRylbYWPFxdZdBN6Ao3lz3o9Io2ZdQ2g+mO1Xqs82a2Ufm4A6PY+y8krcGU81wfR7uR3i5M/wclQHjcKvVgMNinOp1msqUmZsf/p43Nvykp4grSg+vtbLh5+DT1928ut0elVqTt79Z4eBhDm4SprUxAdZ2QyiVwpDIAxjaTCXuc6QSRbbfL0k+hyBAZIZZz3q1ycrDZx9cco8p5DfeLKAzatn//lIyU11QCOQkNgDTsLIbIrDo5ujHa3LJIiqVArEncvjD5cRko0dMq96vvghzPKByrxRr2GVa4O1mm+MfLjn78RKDVsnOuwVCS2623szPLMx5hPthXEWh6Hth7v8ruayYZ0yad/XNu3C6LRxIVGVVU0Z7lraDxC4nz8Xqp0QaK1UK1reDHP7+2WVgVkV6rVTnZv+Ow39xyOE/3yd/FSN/lWD7/RLqKa4HUphkkg/gCjpYebPEwe9PaUxQ3v+Cvxx+Vlnzo9hZ8JHqVvkuLV2ZyHefCcxBJsWW281JWv4mteF18bF1M/E1q+0WL5xBDMYkt7XpLYNat8mSKcx5Wb6dLQC7thDVbpGzyvCAd7r5fDGflPrzmn/nm+P7VIz2hPZUsSMtyjCrp1daFk1OWi34Ifks8pCqLESqRSLVIk6dgRWrk8Ncciya1KzRkqvLK6YVCKzYHDi0BrSCEn1HyY+3s1WaAOYtVjISPnfHqTQeq4mUTIteg/TiPEt6DcDugo8fz+95PR/gy8XweaA3qAm4LFgMWgQRypUm8XSBerODXqthZ8XFVSTLZ5n40EekC9Uxi6huT+TzaRSTQcuLreCDEGmmQwag0Wxzdp1idyNAu9khHi8SCNg4OpNv+zcHqtC3kRwrS24up5AXqWjS47ME80subq+Gr0GNRsX1BH/LQRzs37O+5uP0IUHnMXnJ7TSjVAhEZhRG2RxG7gbahtXidFX/7XWa5VUviUgOURTRaFRYbHqMJh1anRq1RoVSqaAninQ6PVrNDvVai3KpTqVcp1ptcXGRZOvtAtHr9MSYSWGCG4DOoGFpw8+RzBjB6Fxku9Xl8OMtG28WuDtPUBtQ/8/Sln9EtdJ/nMNtIfowU+oJ2rE6TJxMsWRyeq2SXpxyCC170Ok1XIyIuVIDdmb7312w/c0Sxz/d0JOpJE7KlQ+veLk7jtAb+RuX3z5VyV/OVTn4/RlrL+cQmy3ml1wYzHpUaiU9UaRRb1Mu1MimS3Tb48cgKARUGmV/U/O72bLQ5d7j9vslzj/d0JQZwZhERJd3QtyfxaeKoM4+3RDeDnF/NX6dqtRKlte8HH83TIJvT2MYrXrJeVc5bH+zyN4/2ye85mP/Xx1hdZlZf7XM9Uls5ucZ/T4HsfuPNrn8ckf2883Mx/QXxy9Z8z8PLHodKIwKPubkq5cmnYbzwnALuqeYvDtuqlswZYzpjdtFS5WEboqX1jlaIlxXEzS68g90aHUgsa4JwI4tSL1X5qI6PnyvUahIjlhGNXtt9oqXLNscqEQjBzLzmrfVHC+dIb5khyu2pZb8DVdA4J1jnp9S0YkkdxTZRo1so4ZJpeFbb5iLYpbsQxXVoBknJF6DiXmTjU63x2Uux0U6B+R45wvyMRXn3WKAk2ia2oShfgCrTsfhvfQ5UG21mffbJYnopt/NyZ00kTpPZNCoFbQkbh6PMOk1RB9mSdPlKgpBGGq511vtMfsnQYCtFS+6noJPJ7P5cXZ7Ih6bkXRu/D1Uak0+n0UJB2zo1eqJwhGdVoXBoEWvVaPTqlCrVfR6Im6PmWiiMJGEQt/cfhAq7QziKYmqWLvTpVRvYbboKA94Bi4tezie0UJF7IlE77L4fdanPPmAz0qz0SGTnr2NF4kXEIR+JXl5xcP18RQ7naAdl8eM0aChVm/REUXqtTbpTJV0ZpbXFZhbcHG0d08hX0OrU7H7zRLn+/eSsZxyLeWlDT/FfFWWhPZfSvpGdvLlHpfPistn5e5hdGGWtvwjbk7j+OYcVMt1VBolm28WOfl4Q2oG8m91Gmciok6vFW/YwfFPN2PntNNnJRUdHoM5/OGK1Zdz3J0lJIlYR2KUB/oEupgq0pT47LUzpHUB7P5qhcPvL9CbdIjdHrXK+NoqCAJ2txmr04zerOvbcnVFlCqB1a0Ax99NV9k/YpQs6k1a5ld9HEzwOu0fg/SmZmU3zN1JjNaUlLin15Ooimq0KuYXXJz+MK6Q73VF5tb8HM8oLJtf93P4r44AsLkt3B1HKWbK7P2LQ7QGDdvvl0nc58kmChOfpy3RtXEGHDj8dg5+P/mz+gV/HfysiKhaqeDFup+fEnHEKRX1xYCDD+XhitNJLsMLn4+DxHg73aHXc1KVvxnplSp+E7ZxVL5CrIts2Yxc1vqLiE6hYtkYQiFouaulKbaHiUOpPd622bEFafWqXFblhUhurZ1sXXpnHqv3yduvvfOcFUpkm+NtEFExTOTUgoJrGf9Qn86CWWHgu4S0gfgsrd9Kp8X3yXvUgoL3nhDxWgmdSoVBpWLN5kKrUBErlYkWS6SL4zfvxxGGD7EYQasFv6DmMiU/f7nhcvLhUr6qeBRP8W45wKeRYfdOS55kVhotXoV97MsY0gOs+l1PzxnJFXmx6ONgwt9D//NTigLH92lW5l1czGAoD2Az6yWJ6CPuHxblf/xmma31AJ1uh1arS6PZodZoUa01qbc71IvD54JGrcSaNeBwmChNyHO3mPVPAqdHnF4m8fttxOMF2cdVZOY9s9kKqyteKieJJ7IqTGmljaJWa2Ey6fC4LYg9kXyuOjWTfhSZXIWlBTc312lUEoPBgiAwv+TCYtaTTJaIxQo0Wx1ymQorq17yEglGk7C26edowEaq2eiwtxfBZjeyvGXj+PPdUMVrtJKn0apYexHm8MM4QfsaZBJFlCoFO98uc/jDJVGJWc9J8IQcNCpNHB4r+19BovRTBDNGi46lrRAnH2/IyrTwfXNOshLn3PmXO+bWfOTTZcoj56qUK4HFboRul5LMddWbsglXqpVsvJ5/so+qlurs/mpF0k5KFEXyqRL5kcjajXeL3B1HcQWsuAIOVGol5XyV2HWatoyorzoQdBBe8VIv1zmWIIBjxyDxs9UXYW6PZyehMF4V1ek1BEI2zj9+fUrWKAxmHZVU/sk7d3RMoFlrsf+vjlEoFWx8s0K10uT+Qnosrjpyb9n9+00u9+64+Fuugg7ib3ye88+BnxURVWmUfEjGZxKioEOyClnttuh/08NPsuy286FRkHyqbacdta7IYfn5ojcr7eTa/UW8Q4fb+g0Agiiwbg6gV5qJ1wskmzki9RRWtZViu86WxU9PaHA1gYA+vYbKJP0mBnBYusWo0fJra4jvU5GhDNbTUoJ1m4/Th8rwstXJaXG8gvrGHuYomyHakb8pzTL0/4i22OPHVASn1oBTb6DbFNmLTx/m7wzciKOlEmqFgneLQX66iY4RYZ1axVlsOpk7TmdwWYxkSv3F6UXIx8H1ZNLYmTDZvRZ08elqmNiWm9PVwKsBJ4eX/deNZkvMBx3cRqeLnAwzjAo4bUZ+3L/FYzFxH5+t/bm15ufzYQStzzZRCe/3WCiN5JeLIrjcpolENJORP2/PL5K8fBVm/+MdOp2ay69ItFKpFLhcZqwWPS6PhUq1iUGvoV5vUa02KRRqdCa05gZhtukJhuycH/ersWq1ksUVDxq1ivv7HDcjbchgyEE2Veb8NEF43kk5W6UokxA1CL1BTU6m1VvI1yjkawQW3Jh0Ks4fBFCDBGpu2UOr1eFAIhlHCpNmlOEh3vLDDd/8O1s0aq1+ao/YJ02i2K86i6JIt9tD7PX/v9fr0e30UKpVaAwixo4eosJsO1T6rWgp9CurC1wfx6YS20nznndnCbwhOzq9hvRA5XVUqa8zaLDZDdxN6AKUJmwyTDYDbr+NwxGD/6ujKAaTTrIqOordX6+y/8dzVl6EOf90MySQUqmVhFe9WJwmel2RXLJI8kFl/2hqv/PtMsffXwzF5k7CKLFeeznH9VFElvBOwmNV1GDS4nGbuJoi9Lk/S6BQKmTHCh4RXnRx/IfnEYX7szhKlZLuiEtGr9vj6I/9qubyqwWUWjUXe8PFk+LD2uMI2HEFHFMrxr/gr4+fFRGtddq8Xwjy4820GUKRK5nK32Uhxxt/gM/x4YWoKIwvPhqFgr8PuzipXtJtDF9IXVFamScKItHG8/EtGt3Y1E7Ugp54I8dNbXaRg2LGr6faaXJYvmTb5aHZUnFWem4LmweGva2a4TacVa1jXu/mx+TX2WPMggWTnXqjy/83esmvAmF+iEyf+6yN7M7bvR4/xCJsBt3kCjXSleeb/gufl58upj9ntdliwW8jU6qiAIrl6XNGJ7E0FqPuSZzyCI1KSbXeHtuxXqdybM17OJlkZt95flC10SKrrBH0WolOEXDI3cAH4XOYOcpVMVl0MEOH22EzcPKQ0hRJFHi1FWJvX7oSrpdRbx9fJLBZDRQkBAkWs57yFIK2dxhhfcOPSqngcCSyVKVS4HZbsFj0aLUqeiI0Gm0KhRrZXIV4skQ8WWIJEUS4vBr+3I1mLVaLHoNeg1arRqXstya73R7NZptatUWp0uA+lmfBa8Nu0tPridxepzk7kd+kJAYIzv1tFrfHgkevJhWf/B2urPk4+CRtCfeI2AMZWdkN0yjXaTTaKFUKtt7Mc/TxduKs4zimk8Pdb5f48Ltztt8sTI3/HITVYXzyBXX4bQQXXBRSJdnq1COkSM/m234a1P53sxmfx24mb1iSkTxWp5Hwqpf7h9GDwXa9UqUgvOTmfAp5St5nJcmTf8FFp9mRTKCaVBUdxPJOiIMH03spf89OuztGko0WPf5FN0aLAY1OzZd/eTwzCX18zkesvpzj6jAy0ct0Es4+3bDydolWpc7NwfQRo0qxxuJWUPIze8T2N0vs//P9oZ81qk3mNvzcHsq/xuVDhTO46sPms3P2+RZBoaCSLbHz95tc799z/ulmpvf1t4S/dYX7nwM/KyIK8F0ywrvFIAd3Cdoyu6xFn4OThny1LNOqPs2HAfhNZs7rw4vcqs2K1VTnsCK9sBSmeGQ+It1KE9CbqHSS6JRGdqzznJQidGYw2W90Z19sAG6rKRQI/Na3wH42S6nd5KAQYc7k4q5SpDogJNq2+omVK3zKzEZCv+baeOnwc57JUXtIVvohE2HX62M/OflmlatJk8TjdBqrVsuLsI+9+wQqhYL7KVF6gziMp3i7HEBoi3y5nM7UOt0eS2Enn8+GF8/dBR8/nUsvqF0mDMgv+DgamYEsVRuoVQo8DjOpCUlHnSmVhK1lH0cPwp2jyzhhv53IlKpo0Gdj/+T5ez++TOB2mUlLVDFbbekbVrvdZX7VSeHLOOF0O4xUphBRUYRoqsjOZpAXL8L0RKjXWxQKNXL5KrFEkdiEmL7VVS+nNylWlzxjv6tWm1QnWEE9Pceyh3qtxfkE8vmIpWUPVyOWUOlUCYtFz9ySizsJEQfA0opHMpFJDhfnSUxmHbuvwtgsevZ/+FPanvKbF7VGyepu+Ol59z9cs/lmnuNJM6ePzyoIQ8b3uVTpKePeu+DCE7CTjuRISPhkDm5MlrZDfQW6TOKUFAILLknLqFEUs1Wa9TarL8Kc790P+X5uvJrjcIZxgnazg2/OOfQ+1l7OcX+eoD7hvJpWFXX6bCSj+aeRlGmbtUdUS3Uuvtyx9c0yuWgOsdNheSeEwWIgny4RvUhOHNd4rK6vvZrj6mB2EqpSK3H6bFgdRjR6NWKnR71cw6JXUOuqhu6hkzDJ1zOw6Ob0j9JiLatrNgP/6HmC6HkCh9/G0qsFypkyh79UQX9W+NkRUYAPiSgbPhfpXJWChCLbbtfDhK7tXanI+0CQn6L9m/Gc00yi3n+AUoB/HPZwXruiXJcngpFaDrtOgSjIEwWlILBrneOi0vdVWzRs8KV4jltnwqeb46aSJt+Wn//LNL7eQ62HyH7xGpveyIYtwA/pGAGTgWi1xFU5i1ahZMcaHlLEz4QZW3DfusL8GI8NiXd6iFxWMyzYbNwUCpKPUysUZKvy77fYbPI5FefdYhBlBz5extCplGjUKnQqFWqlErVKiUqpQK1QoFQoUCoEFIICQdFPzFKLAnqN6smfcxKKjeHzKuSy8uVKnsSexjKsBp1cRodvwkqFQE6m1Zct1vA6zDisenIyitDqBDNyvU49RB5FBCwWPUwgooth5xAJBfqm8yGjJBFNT8i4vrzLoNWonvxCH2GaIclFq1URDjmo1pvsycRcykEQoP5AkM+vUiwturn+yllHi1lHLlUh4JmcfPYIvcyIRKlUp9nqsLYV4Oxo+HNVa5TUKo2pl47RrCM050StU5PNV4nH8pTKTY4OYyy/mkMtCJzt3U/0mByEHCmxOU1YHKYxodPVWaJP9KY4F8yteriVCVVIRvIkHxTtoTUfdpeZ2FXqKWs+lywSWHBjsOjGWqmzwOG1zkREoT9feHkYYev9Ekc/XqHUqNh6u8D+VwhVbG7zExF9FCVJRY4OYlJVVK1VYbDoyJ4Vnn4WvUqh0ijptKYXHHZ+tcLBH87Z+maJ+9MOl1+ev0Ozw0Ro1YdCqSB+kxmzyWrW26y/nudy726skioIAg6vBZvLgt6ogZ5Io9qgkCqRjedJnEUZ3aYt7YS4/HJLcMWHyWnhfMr1m5ERF2n1Grr1Bi2ZNa7+ldZKrUab9E2KThfmNoPcHc/uvvI3hV8qoj8fnOQy+I1m5vRW7nLDF16mM32nGamWUCkEOj2RhFgAYM5kIujoclSdnpDR6LVxat1kWtJVPoNSx6LRxkXlefHLtWLoFGrKnQrlyilKlLy0LVBud7iqDi/wKkFJovF13nSDKLSrFNrXvHH7KTQqvHT4KbQaY7ZM/7qgFhS8tAf5PiZ98Vc6bYzqFg69nlx9nHS5DEaS9elpSD1BxGLQIiqgLnapt7oUZ6hOfxMK0hP6859b8150KiU3yTy5ijQBvEhkCTrMJHJlBAF0GtXU6qRGwvPu1aKfzxLenI9I5soE3VYsXZGSRCUlO8GLb2PBw+eRltfhZYyw30ZEYn5TEOTXuJOrJDsbAY4GSKrZpCU9wWKoXGnwYiPI/siNaNqMotNhxGDQcnQSkzSpn4aNjQCHF8/Xi/orkl/6xwcBt5Wz0wTlUh2LRU+pJD+yoderuZhkb9Voc36ZZPv1HIcDLfjN7SD7EpVGk1lHcN6JWqsml68SjeY4Hmlttx9mGy8fjOEdARuhsIO70zjFaRn0El9yeMVDpdTgTqKF3qy36XZ7GMy6IWunUVjssyXWRK7SRK7SCILA4k4Ii8MInR77fzyfSubk0GrMnsoE/XnSox+v2P3VCkqVks8z+HQOQq1R9UVJr+ZnyrR/hFxVdO3V/NhcabvZYWHDz/WE9jNAeNXHyYf++IRSNb7GlHMVjgcy7n0LblwhB61mh/uzOO6gnfvzBOEVL3qTDqVCoFlvUsqUyURzZK6TZK5nN+TPRPpjb9GLBFwkWNwJo9BouD6Rvkbi12lcARuZWGHo58tbAQ7+5aHs69ydxlBpVDNVcPUmHQ6vldujCHa/k3K+yst/vMXhH06/aozhr46fgfn8nwM/WyIKEK+WMajV7AS8HMT6F5LVoOOyOF0EEq+W+SYQIlOpctdI8E/CPm4a11xXZ1cRGpV2MoxfwC6NFYsabkfmQYudElvWDT7mbwDo0uWy2l+cVk0+dEoLp+UIrV4Hj9ZOvjGdmA1CEAWMai0GpQ69UoNWqUElqAgYlRgxkUk2uavM7uU3iEnXhlWjI6C18iExeQearFdYszqptlo0R8YO7DodSeTfr9toxGs28VM8hktl4PWcn093s1n+2HQ6TqJpzDotrW6Xw0j/OxMEWAo4sRv0JAtlIpnhDY3fbSGRK/NqKcCni+kjDEf3SeY8Nu5TBQCMOg1XM0THRdNFFvwOOp0utRGLlmKljl6rpjEyPzsfcLAnQXBFBCxWA0gQ0Z21APun8u8jmi5iNGioPpAgn9dKuTJlLi9bRlAIQ3ZNkyIlF+dd5ItV7h9uZrf3WZRKBd0Zq31KpYJsaUTFf5FkYc7F7d1sTgQvt8PsPRDGTqfH/Jqb/QkznEsrXg6/TN689boiB/sRXrybZ//DLeF5J4df+s9ptugJzDlQa1Vk8zVi0RzHQ23+YeKu12u4Hom3zGUq5DIVVGolm98uUS/WuZG58Y+md22+mefyKEZrgjglGSuwthvi/Mu9bEU1PUIkpiG07EFr1CGKAgcfb1l6MY9Go+D6MDqxxT0KhVIxdQZ1FL45J+6gnWqpjslpwbPkRaNTo9GqUWuUKJVKFErh6ZPvdftirG6rQ6vVRqlWsrAe4HAGVfogpKqi298uj5HQR5jtRsmfP8Jo0VOvNJ6qps0ZAiUSN2kSN/3qcWDJjVrooei0ufo4+yywHMwOI8X0cIHk+qB/bay+WaTR7Ek6MfjmXENEdPPtwkQSCtCqt1nYDDw9vxw0eg3+RTdXe/37rd1rpZAusfe7UwLLXhQKgfsJxYBf8NfHz5qIAtTabfbzSd4vBPlwE2UhYCMlYQ0khetynh2PgzmbhZPK18+UdHrjlZgFg49mL0uqKU2q7mvX2NQmCu3hY4w3+xnzdo2BgH4RRA35hgq9UotGoUKtUKEQlAgIiECn16Pd69Lotql1W1Q7TSqdJvVuB0YI3QvbHKl6jttajlW7C7vawFkhTWGCp+go5IjonNFGpy1ynJ2tbXZWzPLWH+BTZPhGa1DJq8PfBgOcZDPsp5J4jEYy+RqdbheHUU9uQurSI1adTn66jlJpttgOejiJ9MmVKMJl8pko+p1mgnYL5XqLi3iaaKGE02LgLDIbwREBu1X/REQ3g+6ZPUNv4jlWQy7uo3laIzt4l81IJFl4+m+lQkAQkTWyP7yIEfLZiA60xHRaNdGB55BCvljj5UaQ/QcRgmGGmMlkusTWmo/jAVKUk4ly3NkKcnIWH1K11+ttFuddMxvab24G2JMIAtAbZ8tmX150sz9CKpMT7LGAryJNe5/vefF+Ea1SwOY0kclViMfyFCcQz1Eszjk4lVHZd9pdjvb6309ow4/NauB8747WgB/mE5EUBHa/WWJ/RjHS2X6E3W+XJMVDnqBdcvZzFIIgsLIbotMVuT5NAFn8QTu9rsjFw+iCWqNk4/0SYqfH1WFE0mJpEOEVL7cnkzeCSpWC+XU/RoueVCRP4uEf75yTRqtAOl6YdboIAJPXTl2hwrs1j91pRK1S0Ko1yCcLpO+ykj65jxisis6t+TmdIJipV+U3bYIgEFzycjZgj/S1CU5mu4lCukwulmP7VytEL1MU0n96p80dcFCSefz5x2sEQWDzV6tk05WhjcugHZM7aJ+ZFJudpom/V2lUzG8EOB94PoPpWZQbu0yiVCl58Y+3OfrDyc+jOvpLRfTniR4i3ycjvF8M0tOKuA0GTBoNepUKrVqFWin0M88VIj2hR0fs0KIDgsicP0NbaOHVB8m2WtxUCtS7s1VFc81hIrdlnifeuKYtyj++2WuybJznk0yGbrVb47xyyoZpA4fWzOfcbFU/OWxYAnxMJdAqNQiIXJT6N3yVIPDK1Y8BPcylaPe+/gLdsfu4yRXG0pSm4adMjF+F5/jh/pmkScWgeoxG3GYjH+LPN6GA2UwmX6PUbPHS651KROdsVj7fPj9epZFPrIkXysQLfQJgNerwOsw4NXqi2RLFSp1ssTqUciSFvds4XruJbk/kcAZh1CDOIxk2F7xc3qSHyJrZpGOw8L67FuTLkTzBFRGw2fRDRHRjxcvnKS1AgL3TKEvzLq5vMzPbIDU6z0RCq1GRHWnnKxQCu9shvsgo8y0W/Uyvo9GoiCSlK/rHZwnmQo6nSqsUrBY9+XRljETEE0VWVzxcXYxXf70+q+TPJSHA1oswrV6PnqDg4ElV/HU+qcKMn3vkNkuELEaTnrXX86TusqQifTGMzqBhftU3Mwl9xMGHa1Z3Q2Nzf96gnVREnoiqNSrWXobJpiucHz2f94trvrHkpnary8mXh82OUc/qaw+tWouro6ikzY9FpmpotOiZexjtuDtPcXU8fr3Z3WZOvtzPLMh6giCg0au5uc2SHDHs17gdePw2LFYdSqBerpGNZsk/kMTHqujtaYxKsTZxBjR2nRrrKDxi59cr7P9uuECSjRfQGjRjtlRSmN8McvrQ0g8seTj4/Slag4bd36xxdXA/5Es6KwxTAhBEUeToj2eo1Eq2vl0ldpujkK1wcxJFZ9DQaXfRKgXqM7iXANRK8sUShVLByqt5Tr4fHp1QjMTjdjtd9n93QnDFiwDcT+gK/YK/Dv6NIKKP6Fm69IwtSkKGpz1b7+EfCfyTgI+20ORyYCbUpRdwa12YVTa6oopss8VNpShJTiP1HB69ki5dXtkWuayczuS3eV29IKgPEK3LV4Hq3S43tXt+417mD+mvE3M8Yt7o4jRfoC2KtDtNAkY70WqfaHVEkS/5/gVp0ehYs/gpNBucF6WPabRd961rjg/xKN0/0Vz7u/Qd7wJBPsb6N4/R+cu3wQDHmTTJ1DBh1yqfT9kvySRvw34+38sTPqtaR6T33HI/jKewm/TkZWZDH1GsNUiXqtS1Lc4SD0I2tYDTZMRu1GPQqlEplYg9kUazTanaJFOs0Gx38XusCM0eexLRo9NwfJNkd9nP8Xn8qeKpHUg0cdqMnF1OV3kfXiQIPlRF3Q4Th1PSkx4hitDsdlGqhIlCpUFc3WZYWuhXNb1uM5G7ZzKo12uYDztkSSj0Z01nwcaGn8/H8teCySJ/kxQE8LksnJ9Kf3Zak7TAyuu1kpyhJb246qEjihweRXnxco4vB/e8fDMvOSM6CWq1kpvzr2tDVysN9j/dIQgCy6/nsTgMBBZcnP4JoiBRhHgkj8tnJTPgWiCXG262GVjYCHB3meLw0/jr6fSTK9W1apOjh8dZXVbCSy7KucqQKKpWen5tT9COJ+ykXmlyfRqbSi7VD1Gz+fT4CMkkFPJVojdZtt8tPNlVPaLVaBORaD+bwl7cfitGowaFAHMbwakelrVyg+Cyl8j58Hm5tBPm4A/SBvmesGsmMqUcsH6zusxEz+M0ay32/uEYk9XA7m9WOf14MzXec/j1Z9skddpdDn53gtagYef9CtcnCYKrPjQqBXsjVk2TcHcaQ61V0x4ZTRIEgY1vljn6w7jivtOSfj/Ri8fq6BZHf8uzo/8WVkTly0M/IygVAm82fXxfukMhziZcWDI7uG8ejwmCRERSzTSX1XNuaseUu5e49FneODX8Y6+bv/ME2bK60SvVtHsdPFo/Lx+U8bOavvfo4ZCISxtEsd2kh8hB+YJfe/yoJ2RPS8Grs5Cutp8slAB8Rmk7jFK7wYfsPReVNCGzhW+9YXyG4b99fGdKFHzjnOP7WORPJqGP+FKIs+Z0As8eol6TiW2vhw/xGFWJeL7qiGjhopDDYZCuqG17PRxGh2/qnW6PRb9jpuNzW40cJzJshvsWQd2eSLpU5Sye4fNNnA+XEX66jnIYS3FfLFKni9mqQ6EV0Ju0vNoMsTrvxjhjfv0j9i/j7KwHJAtpXoeZ+gxG1D3AauuLSzwuM+2vWHQjiQIvd+ZITTClH4XuIRbRYn7+LtxuM3abgZOzycT59i6DTjeZsBgNGi5lYlkfcXwWJxCwSf7u5XZYloQCnF0mMY6QUYVCIDJl7tTltbDxMsTVTYa7237F8NHy6svBPS9ez018/CiWF1xjqTKzwu40ojVqqDfbqLRq7F4rqy/C7H67zMabeXwhx8QM+0dUSnV0Ju2T+M5sNXAz8h16AnZ2vl2m2emx/+GGYn6cqJpt+qmK6kEU81UOfrrl9jqLa87F7m9W+xVPQWD316v4Flyk4kUOfrji8ig60eD+Ec0HkpW4z7H5en6m49DoNSQeHABuzpNYHZPnOB9RKdW5Pk1wdhij2oO2Tsfm320QkLAYG4TdYx36b5vbTDaWkyXN5hmOZ+3NAlcDs5WnP13jDjufj7VYY+8fTtAbNWz/ehWFcrb7yzRbtlE0ay32/uURWmU/UjjxlV2idrNDeN0/9vPt365JklCAqky3ER6ro6f4lryE1wNfdSy/4M+Hn31F1KTTEFow8UO+LwyIVaZXoQTAZ26QaPWIN/KEDWaKbfmb7iM5TTWfb4QuvYBH62LbbOK0+vWVh9vaDWumZc4q0kPU8fozQT4sXbNjD3BVqlFsT68eWdR6uh0N2eaw+EYzQ5RitFYkWiuCCJsOD0alluN8ilavi1mtYV7v4If4n1ahHUW71yPVqeAzmcjX67wLBTlKp0ikpb9DAbjLDr+nYqvJK6+P3N1whVMBVGvSs32RQqn/ZBPuYw6Tnv2HHPtKpz2zZ16x1qBQqZMr1VC2FWQf5pW9HjNuqwmtWkWj0SKRKVMoyS/qn89jvNkM8vkoSuOB2Gwt+zg+n14NfcTRRZw3O2G+HEexmHQYDRp0WjUajQq1SolSqXh6X91ej06nR7PVod5sgxKWlz0YdBoEEYqlGrFEkXZHmtCeXCbwesxP5vErSx4SqRLpynQy2+2KLC86OJtQCVxe9fJ5wjgC9N+H3W4kNlLBXFnyjM2FjqLV6rK1FRwSLS2vep9Sl0ahN2hY2fRzfBwbi2AdHIn4fBjh5as59mf0ElVPcRyQgsVmYG7ZzclRlOznOzwOI5VSHYfVwPnB8Pqi0anxBe2YbXoEQaBaqpOM5Ib8NgEi1xm238xz+OM14RUPRw8t3vk1HzqjjrODCKnU5O92YcXHvoxIZxqUahWiWo1r2Ue7XP8q66VBZAeiNTPx4sQUsUcEFt3cXPc3FdVyg82XYYozRrrq9GoCq17Oj2LsvJl/8pBd/dUanXJNUiE/WJlTqhQ43NYhEjkKKeX8IAQBKiNz2r1uD++8m/SIeLKQKlFIlfDMuXAF7FNz4VMziC8fYXWaCa/7adZaXO3fkbhMkLnP4A7Z8c27aTba3BxFhuabpWAaGc148fcb7D1k0kshG5suVh6sjh7+XprQ/rXwi2r+Z4aA3QSOHgeF55vzfaWI324k15JfOL5xB0i0ntsDbq1nIhGVgohI2GDAqLrHrCzhtcyTadaGyOrU5xD6aT+jzQ6r2kx2pPJ3WY3hNdiwdmzcVQuyz6lVqLArbZxItNgrna/wZRPg5CEOVKtQ8ivvPIqOknq7w7eB0FhIqvj0v8LDv4kIPPgFCSKIgmzF2KzUUM63+VHG+ukRAYuFuESV7nMyMdaifxMK8vFKhuQXy+yEPBzfy8/+LXkd/Pjw+JtsnjcLfr5cT9/Nv1jws//gN7rgtlOrt6i32iTzFZL5YcLicBjwOczoNRrarQ6ZXIXkgLn9x7Mob7ZDZNJlDDo1qYy8yMBq0eO0GTEatSiVCtrdLqVqE7VBTVfsUaw1KcoQ81EYdGpq9RaLQefQLKpKqSAUdmK36MfIaa8n4vXb6NQ77O6EODqO0p2hYvUIOZ9OAJvVwMkM4wgAR2dxfF4riQcvRatFTy5VnqklmxmppKiV490VQSmw/SLM7X2WPYnWt89vIz4StrB3dM/OixCHe5OJtEIB95czzqMCRpOOpQ0fZyexJ6IbnnMSeVCYt8x6zFY95QGP2lajzZ3Ea7gCdpweM5qHNmg2VeLw0x073yzSaXVYfzVHs9nh5nz240tOmNeVgsGkZXErSKXW4uYyjS3oYP/7K9w2PTu/WePw+4uZvVQB9Cbtk48pQCqWZ+vdIkcfJocEmGxG4JlwHX+5Z2UnyMXB5PXJYNLinnc+WW6lB177/Kz/uS28W0HT63D+6fZp3CkxUHXfer88lXRPU85vfrvCkYTl1PmnG6wu81ME5iBSdxlSdxlCq34MFr1k+pTdayE3kC4mBVfQgX/BTTlf5fYowsHv+mvW+vtlTn+8ZPnlHJefb54IsUanZvXVPDqTltR9juTt+H2rOnD+7k4hodCv2ppd1qnV28fqaHDFh21GP+Ff8OfBz5aIbgSd3CvzFKvjFcKQzilLRE0qLXXhZqgaJopf/zEsGYNU2z/QVgdZMlr4WDwGUWDLska+1SLemD7nlWwk2Laus18cvuhtaiswvognmwWMSh27Ni/7hfHnVwoKFg0BPmWlCdN9LYfwQBG/BhtWLx9TMbasPr5P/uuphj5i2ergupnHq7Bg1mom5rZ7jSZJIgpwUcxjN+jJ1+qYNBquEpN37kq1fCvKoFFzEhveUETLZdRKhWyaF4BWrSKRfSaLN+k8u3NeTi5TY5Y6ALlyndzI0L7JoiXgtGLWa+h2eiQLZfwuMx6riav7DItzTkxGLUqlkla3S6XWJJ2rkK83yI+EO2wuevnj3jXzISd3X0EK1pa8fD68J1sYJs6dbo+7WI67gfG0QXKqUAgYTTq+n1JVkUJ2gnI9PO/gy4zm1L2eiNNtJpEsolAIeJ1mLs5mm7mMxAosLbq4vc5gMmk5G5nDW930U6m3nlwFpOBym8eIqIjA4WmMja0AJ0fys32L825uZmhl6/RqVreDXJ4n2fs0vHbY7QYenyGdLLK85qNWjU+NCM0kikMzodAncgqdGpNZx/HHu68StyxvBricIQJSoRBY3AqgMWi5OEtysN//nn1hO7cP0a12j5WDn25Yf7PI9d4dreZsM43esGOMOKeiOZQqxcTPQ0qQWCzU0GhVshZYJqsem9/KzYCwLRkr4PJZh8jwzUMCl397HrtJxemHKwrpMu6QA4fHOlPld5JyXq1VkZQx/m812qy/XWRvgqdq5CEBbmk3jIjAzYBPsdNnlySigSUProCDXKJA5CxORqJqWn64vvXG4TnuVqPN+afnjYE77Byrlt6dxtHo1Ky/X2Z/Cgl9hMNnm0pEBUFg+eU8GqOOam32Odlf8K8fP0si+nbVx8dqhHZLejERJGyVHvHOY+euNXwzSDQKX/X6ZpURs+qyr44VO6Sbh8zp17mrJ4jV+2X+TfMa5U6PSH3yUHmhnUCjUNHqDSiPFfKii2q3QaN3z6/cS3w3ImLatszzfUp+8a92WgRNDiKV2ew7BATeO+f4PnGPCHzKRggYzcSqX1c9lsNrt5/jbIZGt4NWqcZlM0IBWTKqFuTJY7HZ4JXPR/62zpbHzQeZaugjDmMpHGb9GBEE2Ax5+HA9/PhkqcL7xSAfJ+Tb78x5+TgSAbofSfJ+PcTHGW2cKvUWZ5HhG4lKq8Kq1FBoNCnEZ6xqiyL1egtRBK1+9svcZTNydNY/Z+8TBVbmXVxKVCkeMUhOX2+HSOQqbL8IkU2VSUyI6BxFJJqXNJZ3u80cnH2dyvX4LI7HYyHgsT75hc6KxzjCxWXPU5veH7Jjsuo5mzLrCn0HD8mfi3B2k2JlzceFzPOYpszJqjVK1ndD3N6kxwjoI0YV3pdniX6L+E+ICnUH7Fycp6hVGmg0KnZ+tUzyNktawqN2FCrV5JlDT9COd85JJJLn4nL4/NLq1AhKBfWHWVndQ1LX6d49C2s+MvfZmWYVjRLRkpl4ke33i2MCpEFkJayz0vEiu+8WJUcNrE4TBoeB++vx68QXdgwR0UfEYwXigHMpgN9jRKNScPzdbMb5k5Tz62+XOJjQar7cu0Nv1lGfEFwAcPUgLlx7u0S1VCd2lUJn7HctBEFgbiOAxWEidZchdpEkNsHndeObFU5+6Bvu357EUCgVku4IAOn7rGS11GDR8/3/46eJxzwIqe/+EQ6fjdB6gPh97ql6HVwbn0P9q+Hfwtb8z0usJMDbLR/fl+9oy5koAhGZubRFU1+gNIp4o4BVPVtpXkBg06Kh1esv+F2xDYhYVfWhOmO8cUalc8G6ycecIST7fMV2kR1LeOhnIpMFV12xx1H5gt96gk+2R6/tixNJ6CO8htkG781qLdsWP989kFCAttjDa5rt8dPwK1+YT6k4jW6fgJu0Gi7zOZxWA2atdJu2WJu8eH5OJPj10hx7d9MJQ6fXY8HnHPu5SqHgNluQfMxZOotR5tjcFiOH19Kv++NNhFdrwanHJAeDWk2yXEEzoYo7iu1lP7cPs1KnNylWFycLJh7h91iGfEwntcyHXm/Nz+fDCBqtiv2jKIlcmc3tIKHQbMIwgFDQPvYzt9fyVS1+6Le4l1e9NJtt5hacOJxGlFOI0SNOr5LoDRoK+Rpmq56dN/MkM+WZSChAKiW/yet0etwl8iwsuSV/LxexqVQq2H4zj8luZP/zHaWCdGUyGHaQklD4H3y+Y+f94vSDH8DChp9Upky71UHsiTQbbfY/35EuVFl/u8D8hEQsm9PIhUQ1VG/Usv3NEvM7YZK5Gnuf78lJOEssbfqJ3z9X8AcdNW7OkpicFlwyorRhSHd+4rdZVGrpNdZo0Ul+hgBHn28JzA+vGXaPGa1FR+xOuuMwLY0tm6lwcJSkq1QR2phtjXhUzo8fu2Gq+Xut3GD11eznwtlPV8QvE7z4uzUMJh07v1nD5jJzexhh/x9OJFvpgxAEhgzwy7kKi7uzCfgeq6XlXIVyrobBbmb13Qov/skOa+9WMNvlPUZHv1+VWsnGNyusfbNCodRg/4crMjNsqH7BXwY/q4qoXqfm+9z0CkesWiJsN5NqDRPSgLlFvC29MLi1bort6ZXC17Y5yu3vnv67I/YrVLnWLVvm1xyWh3fayWa/TblmWqAt6riujh9/pH6NRW2k9GByX21PV0UD7Jcuee0MIXZM/C4xW8VNM4M6csHkoNnqsZcdv/l+zsXYcvo4ys4+KzYIrVLJttPHd/EIgzcKvbpfDboq5Fm2ORCKAqXmc/VPKQjc5Quyz+vU61lxOemIPTbCHirVJlepye3o+3xhTIS0M+fj0610Ba5Yb/DNfIifzsc/64DdzN4Etebn+xjrc25Opyi/R7EccHJ01f8e3q6FZvICFRApj9hTtcTpqvn5gH2s+nhylcBi1lGaUEGZCzq4vE6B2Lcfgn6L/PChtb2x6adVb3MzxbReOSKmCwbtT9XZaVAoBJaWPGgNaq7uMpTrTRRGNddXDylaajDbDZhNOowGLVq1EqVCASJ0Ol1ajTaVSpNysc72VoBms022UGV/gu3UKBwOI2kZI/pHNBptUvkKwbCD6ADZmgs7iI4IoxQKgfXdEJlMmYMv09c9p9NITEYbdHQQYWnTL+m1OYrl7SCRaI5GvY3Zqh+y9xFFODnsV/0XtoLotUrOvtwPRXeGF93sPwiZBKHfetcatVycP7fe5bD7fpH9jzdDPyuOWEclIjlsThOhFe/TPKwUKjKjBLlUiZ33SxxIjJD4FzxcyMzBdjs9NHoNj4uGK2BDVCkm2nvd32Sm2kaZLHoOv7+k0+6y9Y+2uP1yQ3VCtC9IK+eXdkLszyC8uT+Po9aqaI+MGQiCgDNgx+6xoDNq6fVEaqU6mVieQrqERq/h/CvHbja+WRmKH4V+HOesMNmNlPM1bo5i+Jc8XIzMrnqXfLgCdhQKgUKqSPQiQa/TpfcgqvQtenDPubi7SHL6FQ4OfzX8EvH5t49Gt82/7w1xUypMzSUP6BxDRPQbd4B4W96/rDeD7dO8wU+j8+PQRrvdeyZLre41OoWWRm+8fZpq3gCwbAwDZq6qt0/inUavwYpxjo8PRCbbnN52CumdeHQWiq0SepWVb91znBRSU1X1lc7k3792hDjKpB4SmqTR6LVQCILk3OMkOHUGnFoDH5Pj5GLQnuqykGPZ5oAiT2R0zmbjViIZKGS14DOb2I8l+eEuwgu/j4Non7ith11oUXIQSUq2OxKlyphoKVed/NnvReM4zQay5ee/Wwu42JOphj6iK4rcFYsEXVaimdlb1qqBk23vKk7AYyWWmvz4nZXAGKG8jmbZXvNxPKGyp1GrxpwB2p0eS6suWQJss+ipVZs0H0y7pWxgTh6U/qtrXoQeXMiQh8TI7JvRoqM3Zb8zP+/CatNzG8tzNkDyBYXA4VmMpUU3V9dpRBFK5cZEQv2IplKk2epQ/YpEJegLlbJTCARApdpEpVLg9VlJPrRtHWY9gxRtfTdEqVTnaIY5y0ekogXZ33W7PVLpMm6/lXRc/vxZfRHi5ibzNAv5aOEkhZuHGU532IHPa+ViP0Kz0SJ2k8EdsOGbdxGNFri8mi01a2HNy9HeOOFOxQsISsWQUKmQrdBsaFl+McelxGMQBFJReWFN5DolOfOpn2LYfnOeZPvtAplkkWav92RiL4dqucH8spu7CSKvhUUnB/H+puT44y02p5nQeoDTHy5kHzOqnLd7rZz+NBtJLKTLvPl3tqiV6v0s906Xcq5CKpIlE8uTGZkDNZh1VEsNbo9jQ232aRAUArkBB4lH3J3EEBQKxAldzf4TCPiXvJw/bEzsHgvxq5GZ37ssqYHEL41eR3DZg8lp5vW/95LPvzslmfjTk6R+wV8GP6vWfA+RH1L35JpV3roDLFnk23693vNbM6k0NBSTjY+Tjck3d6PSgEN9jygMV5Y64vONrdYtsGWePGuSbd2TbR2xYLCwZlrkMe34unaBX+dAKShJNqUvnJDeyRv7InMGK+lWksPSOUaVmWKnyIfsDT06fOMK49TKz8fc1/IPIaHDUKLgvWOen5KxiSQU4LqS46336zzYlqwOVCg4K0iLiJQjBOay0G/TW7T9+TCnfvg9rbudvPT7iBVK/HQfo/WQXd8ZWNxOkxn2kkkCbgtvloJoJNqzioF291bQw22mMPF9NDpdwl7b8+MFYWaPzkqzRVvVxWKcrSKwMefhfIBctTtddEb1xKAeAcjJVGYL1QZyNpKby17Ob6RvltFUESlXIbVaicNqJDtgFTPJS/f8KsXZTYq5JTfrG/6x95HOlHG7+/61S4tuTi6kSbPfb+PlqzncQSvX8Ryfj6PkRwhgt9u3o0oXq7imxASOotftcXKV4MXrubHzchJmbf8DFIp12oKI4+HY0g83/5VNP+EVDydHUWJfITALhhxj86GjKJfqqPQa9EZp8/7113NcXaWHyJlGOz06NZ0ssb93j8Ko5dv/YBeL10Y6X2fv873kvKUUrA4DhUJVUkTUbnVxS7Ti69Umt1dptr5ZHvudy2+dGM1ayFRYezneIm5NSEF6hAhYPGbyMwZWWByTz7/8CFkrZCucHcXZ+vst2Sz6UeV8YME91Zheq+97hi5sh6hVmhz/eMn+7085/v6CyHlC1kZpfitEJto/F9OxPJops8yP2Px2RbJ1X8pWWHoxvT2/+3cbTyQU4PiHS7zz4yMJg2jVW1wfRKgUaySjOUIrXnZ/s4pxxvS2vwmIf6Z//obxsyKij+iIPT5molyXs2w73Ow6vGN/c1d+JpbvPA4q3cm7omlzojtWA43ecFtVISjpisOkLdM8wK2dPheXb8dJNQ+ZNxhZN/cXUrdWi1NjGzKKlyKfyeYzmcs1W1xXktg1OmrdFj/lbql167x3hfHqxg3sq50WIdOwgbJdrWfV5OH75OxtyKtyBpN6tvnBV24/8XKZZF2+dS1FYC4LORxWPRatFkHs85aXfh/rLidnqSx7scTYo7oSu+xIocSHSBSdUcO7lRA2wzMRPIqlcD6YsMsJTUbx+T5O0Nk/V14u+LmRiZ2UQrxQwe02oZ5CWgQBmvVxMcJ5JMOLCUbMu6t+2YppNFVgW+KxCoVAcULkXipbZm1p/BrbWPZxPWL4Pm0mDuDmLsPxRYJA2MHWdhBhIAHG5+2fm+JIm97pNPLiZZjggpNotsSnowjJCSTncXNQLNfRmjTodLM3fzrtHiICnw8jhJfcT2RxGnL52bwmH5HJVlAb1SwvudHpNSxu+Dg/S3Ano3qeBKdzttntWCRHeNWDMLKz2Hy7wPlZYixtRi0zSykFu8dModlBZzN81X1PoRRweq0UsvKfn13GXqfT7nK8F2H3t2tDP3d6rZJ/P4i7i+QYqZrUZrc5TWy8nuPwIEK51GBrxrCCyoTksPCCk+iV9Pd9/OkWpcXE+rcrY78bVM77Fz0c/yjv1xpe87PzmzWUGiWH311wcxSllJ+NRG//enWotZ6N51n/Zvx4RqFQKshM2EhNa88vvZjncMSCSuyJuILT760mm4HzL3c4fVYiF0n2/3BOu9Vh85tllnfDUx//C/7y+FkS0UEc5VMc5BMsWGy88wSflNXJWgWfzsqCyU6kJW9XMQi3VlpE8Mq2QEmira8RxisLXbFDaIYqwiMK7RTJxj4BnRa9UklY75lKPh/h13m5qqToIbJmfR6ib/W6fMzdUmiXeecMEjbahh7nMTzfWFfMLpSiiqP818185lp1tl3TBTDf+sJ8TsWnVlk7MtFxV4V8n4yqtYQsFvZiCc7S8tZM7Z58RaNQb/DDXYQaHd4sBwnYLXR6PeZ9ThY9do5jsxGArihisxgwajVfRUIfcZbIsLkkL/YA2FnwcxuXfu7LRA6LxEKuUAiks5NvMLFsCfWI6Gl3LUAsObkjoFAME5dXWyEOJCyVGjNa6wBEYnkOTmO4fRZ2dkMoVQLdbo+1NR+Xt2nMZh27uyEWV71kKnU+H0e5n+Jj+Ij6gA/vfSzPwpJn5sj32oAa+eo2TZMeaxuTOx1Go5bojMf2CJ1OjcNlxh6wYnQayU357iZh1HppEk6PYux88yxY2Xq/yMlRVLIaqZ6SAPcIu8tMpduj1exweZXCNze7SG377QJXU8Rg6glVOFEU2f9ww85v1542NZoZRHalXJX1l8/ExO61UpAwrlcoBHbeLdLodjl+8BI1mHQcfYmw+25xaiX8/irzlDw2CsuUUYBitsLZYZzNv98cmgt9VM5Df/Z5VIVuMPeFRaFVH/fnCQ7+eD6U256J5seu6VH4FtxcfBnvJJ58uBxKaZLC1rcrE83vH9vzUrC5LeQSRUll/fH3F7gC46LGQSzuztNudrjeu3vaaLQabY5/uORy/x53yMHub9dkNzd/dfxSEf354rac56d0BJtOx7feMGa1Br/WTtDcpicXNj8CUWJONKz30ur+KPn3aoX04pJqnrJi/LqdV7mTJV7fR6doTySfgzApbU//Lgrj1bOO2ONT/p54PcdrZ4Blc3/xeExYeucMc1MokppQqZyET9kIQZP0xaxRKHnrCfL9iChJDo2ePFF1aA3s55LoZ2gJTfL5fHqtTocP91Gi1RI7Cz56ChGzXgtC3xdTr1Fh1mtxmPR4rCYCdjNhp5UFj51ln4M1v4sWPd6vhvopRH8CPt3FeLMh7aagVCjI5eWrfaVqgzkJNfrusp/EBNN7gHS+wtZAVdSgU3MTmZ6WcnKVwPXQJtxY9rInk3JU/RPiKROpEnvHUSwOEzqjBrPTwNqmn2qnw5fTGJe36ZlSrQYxml9/dB7n5YvZrsnSSOJVudzg9CrB7oRWfSjsmOkYFQqBlVUvW7shuiqB/dMYZ9cpPp/FyfW6LL8Os/lqbmpG+yD8QduQynwW7H26ZfP1PDvfLnG0HxkSGw1iltEEvVGL3m0ml60iiiKNehuFQYN6wnzpIzZehtn/6Wbq33Wm+KACHHy4Yf3dEmqtmlZrNsHnzWniyZbII3FNhZfcBJY97H+5o159Prcfv5/9j7csrHoxW+Vbv51Ol/DKeEdBo1VJJi1J4eTTHQqTkY1frQLPyvmF7RBnPz0LZBe2Q2z9apVOt8fBH89lxVytRhuHX57QqbUqlCqlpEVUu9nB7rfJPlapUpC4mbypl2vPCwoFjoCDQlp6Het1e/imOIBkHrQE1VKdFYnXSEdy7P/+jGK2wurrBTbeLs4ccfrnhkBfrPTn+OdvGT8rsdIsyDSqZBpVDCo1foOWhrqJ0JZP9RlEvD5cVTAodbg1CeoyJEmj0FKXWR/VQhqloKArU+mTQsCwy37pgDnDAne1yTcWrULLSfFZAXtVTaBXaiUrjyKwl+8veLt2PzqlgneOOX6YUWkvh7bYw200EB3xJXXo9Lh0Rn6SECXJodaRJnRBk5mTZJpau01OUefdUpAPV/Lk9nFWdBaIQLJcIWA1EykUERXQptcns1MquO8WgpykMqhVCgJOB3aTnk6nRyxXIlOajdh/uInwctnP/kj+8oslH19OJquLv1zG2Fhwc/6w4CsVAon0bFWxq2gGvU5NvdFmbdHL56PpIxk9EUIBOxqNivtoTpZ0lSa0+KfBZNQSy5XQW3SolMJMbX5piBQlREmfjiLsbAU4mmAqrxSgIOFRKSLw5TDC0rKLUqZKbqRypp2ySQoG7TjcZu5jOc5GbtK5Qg2Py0QmU+H0oU2rM+vY3AnRrjS5Oo3LEkUAt9tCQsLDUgomi57AnBOtQYNKpyR1X3hK+JHCtGqfQqUguOHn7MGP8fG5one5vn/pH+VbxoOm9XLQaFWsbAYwW/SEVzwoVUrUGhVKpQKlSoFCEODB+ULsiXS7PV78/TrVQnWiX+UjyoUau98us//95VAV1WDUsrgV4PDLneS5rhgUV54mcbrNhOxGIjLOEBqJjcXyqndMUT4JpVyVUq7K5t9tEjm+x+wwUStUMDuMzG+GyMbzQwb002D3WJ5mP0ex8W55ogL/7KdrVt8ucj5Agp8e++3qTLGZUu35nd+us/+7yY89+fESu9dKXqKLs7gb5ub0ubpeLcqvxb1uj/NPNyzthrG4/karo/+W4N84IgqgU6p45XNw24ohiPd4dRa8Wi/VbpvralyWHCaaBeYMFgoPNk67VgultrzxsUqQ//hK7QQ7ljd8Kc6mZAzpdzgo9RelOaOOuyni2wXDHB/qzwSi1euwZQ/xU2ayPctRMc5rR5iWIBC0mLBrDBhUahT0U4PK7SaZeo3cDMp9gC+5GNtOH4cPdk6LFju1doez/OyZxACl1jhxUAoCJoWWeLvfsuz0enwfi/By3sdtMk+5Mb5bb8lkoY/Cqtex6nbyJRInWaqg68y+I347/2xs/2rez955HAYKD26rEb/DjFqpJF+uc5cuSM6uisBRMslSwMlVrP95adUqIjIt+VGUmn31dafTY3clwJcZTfOLlQav10NEI3mOLyafL3qdGqtZj9GgRVAp0GlUxCdkQ9cabfQaFc0ZK1LQn0Pc2gjw5SxKryeyYfNzeJFgfcVDpdwkPmVsYBQWk16WEJ/fppkLO7iTqSDabEYKSflq9NVNBotFz+q6j/OBG95oBRbAajMwN+8kV6xxH81zP8HtwOO1khkQvzSabfbP+t+NPWRj3m8nnygSvR2/rrIyfogKhYAv5MDuNiMKAplMmVS8wOl5/2TdebtAkz7pqskIe6a1bzfeL3EwYIsz6KRx8OWejdfznEqY74+a1o8ivOTGajdydZbkaC/C3JwDvdnA2Qw2Vmabgfk1HyqTHl/Qjtmig26PYq5C4i47Ngd7dRzDYNJSfah4bryaIx4vcPBZ/rXaI+d3Nl1Go1Wx+WqOY4nHpSVGJ1oSqYCz4OTzHVanCUfQDr0ekYskB3+Ynsg0Cp2caO3t0kw2UKVcFZVaOfR5qjQqElezJZmNqufX3i5xMEOyVKfVIbTqlySiesuwqPX2KEpoPSBZGfaEHDiCTk73Iyy9nu1+9xfB33j18s+Bf+OIaMhowWbpcFy7QqtQEVQJlDolSp0+ubRrDAR0czR7Pa6rsaFEIwCX1k2hXeKldYFS+48TX0spTK6ClFonWFQOSp3Js19e7RLH5Zun/47VbzAojdS68jf8TGN8EdOoZjuDq+0O8WaFXk/BUVF6NsugVeHRmbFq9OiUKkCg2elQajVJ1yuU2883kFqviVIQ2HX6OMtnqHVmJyGPKEoQ0ffeED/cj5OrL8kEPpMJj8XE5YhXaGtKJVOnUrIb9HMUT/Hhtk8m1UoF7eZs1bc38wE+DaQ2fb6N83o5wJfL5ypbulQlPVAV1alVLLsdmPU66q029+kC5QfVa6vTI9Os4bGbSOUr7Cx4+XQ8G6GMZUq8XQ9xeBojkph9PtGg15AtVVledFOuNFCplCgE6NEX+TSabSq1JsVKg1qrQy1XhlyZzWUv1VabgNc6cabUYtGTloliHcXCnJNmr8unARKtfZhLPL1OoVQqeLET4vIqNXPb32zWyRLRZqtDudnCZjVQkLBaspp0E4koQKlUp1yq8fL1HAdf7lGplNw9zMNptSqWV7y0ez3Or1J8mbFCpZwgCsoX6+Qf8rZDGz7cZj2RqzT5bAVfwPZkhG8waQnOu9AZtdRqLaLRPNFkieiQxVCfWCpVCq6vUlTKDTY3/Jx+lHYVUcjZLAA7v15hb8SbsTcSPnAfzeH0WciOWOgsbfo53huuxJutehZWvOSyFe5vstzf9D/TuUUXd2dJVrdnc+oIzDs5/OmG0JKbuxEhkFKrIbzswGLVIyBSzPbJ6cbrOQqVNss7IY4Pp39nFYmKe6vZ6Qun3i1w+OluqBo7Gvfp8pi5muF1BiEIAgsbfowWA4lIjlyqTOwuy+avVoldJGQ3JLKQuF3YvVail7MRyeRdhhe/XR+KDN14vzwx2WkQpWylb7/15Qan307sKj2xOj+I0w+XWF1migPrjMlm5ELCysvmNA0RUaNFz9KreY6/3JP+OXiL/luAf6OI6Fu3n4R4T/TBe7LZ62BROyl2ntsltW6Ni2pfjWdUalgzh+mJCq6rCerdJqKoJKjz0OlNjxNTCZMVpa1ejRXjMh+L8kTUpvZwXy8NVWkbvQa7tiW+z0pfJAGdl9Pi+AzObTWJShDoTLiYPTozJ4UUPWDL6iOfqSPV9Wv0OtzV8lCTJjhWgxa31oRZrUWrULFp97CXSvxJJBT6bX6LRkel9VCVcLj4EJFfqBOVClllnXeLAT5cP5PApkxFVAG8ngtyk8nz483w52rUaChPSW0CeDXn58tVbGwBP0mmJ/qDNtodTmPP56AABF1W3Jb+zGWqUEGtUODuGTm/nU00phAENGolN4kc77bniCUKOG1GNGoVKqUCQQG9HnS6XZrtLo1Wm3KtSanaoNJqYxeg3mlzeDlbYhCARqkkkSlj1GtYW/ZyJnPDMpq0U4moRqNkc6NfxR09/9oDFjrdbo/PxxGsZj27C0EOTqJMm3YxThGqZPNVFsNOqrUG7ZGAC8OMSVKPqvrlFQ9GrZpas43OqOHyJs3B2XTT+FEUZ8xxj8QLROIFFAKsvArjc5pwucxkcxUS0TxnF7OdPysbfk5O+sd5fBLnxftFDiRiL6VsuwA23i6wL+FxOuotXK00cS+7yWcq9B7mPAdN6xUKgeUNP0q1kovj+FOs6iBMDy3cy+M4zpHsdimoNSrEbg9BFFEohKGxhm6nx/1I+1ypUdNVKNBZ9JzNSA7zMjOMAPsf71he95GM5odM9QfjPv1+K5nr2b6r8IoXq8tM7DbL9YMf6e6bMAd/OMds0bL/3QWCAKtvlxBEkYvPNxNHOR5RqwxXwRUKAbvH8hTvOQvOPt08tcnVWhVRGcs1OejNOpQqBSaHiexXjBW0Gu1+9vw/nDz9bHE3zIFEBOvl3i06o5Z2s83mt6vcXqU5+DDZzvGvhp/BPOefA/9GEFGVoODbgI+j+nhWr1Fhp4j03E5TbHFV7bfO1YKKRUsQjaDBoctR6U6vviimEFGAZOOAkH6NSH38pq1TGKl0tNS64+22Zk9+5sugsAHji3Gl02DDFuZgggI+bHASezBtPyom+NY7zx//hFnRcrtJud1ErVDw2u0j1ysR7+UJusyEDDY6bbjI5Sk2ZzcFt2n7RNSk1lCqNqca5re7Xb6PR3m94OcynqXabNPp9VArBLoDC/GLgJd8rcFPt9ILnUGtYlr97mXYx+FNQnJerN5qo7Qq0KgVtGSSuwYhApFskUj2+TtcD7hY8TpIpSt0RZFut0unJ9LpdOn0erQ7PVqdLu1ul1a7S0cU6YhdFjwWCvU6N6nC1NcdhMWo5fAygcthJCOhFB6FQhC4eZgnq9ZbnN2leLkd4ouE2GKaqGxpwUW13ZGt/OYlZjSL5TpfTqPMhxyoBQVXE6IFterpy9r1fZbdjSCHIxURtXJ2uyKzWYfRqkerVyM2VBwdRWcS1UjhPpZDo1HNLLLpiaCx6in0eogaJfFogZltAQBGxBkHxzEW1rzcnA2vU1Ln+8K6n4vrjOTvpAjQzWWa3feLHPzx8sm03uW1EAg7id7nOD+RJy9mq47zB6V6ryfiX3BNJaL5B1uvu4sUO98scTBFDNXt9FBoNVx8vmP33QL7Hyb/PfQJttGipyoTkHB5msDltWC1G57GKR5nngWBqVXHwIILp99GMloYqg4DeIM2jn+8RBRFQqs+ipkyogjnD9VAZ9BBYN7F/WlcVvQDkB3xL935zTp7vzuR/mMZNGpNFnfC5JNF1t8vczBlvnMU96dxtn+zzt4/fN3jAM4/XmOyGak8+CbLOUc06m2++Q+3ubtKcyix0fkFf3387ImoW2ck5FBKklAAgdnMwzt0SDXjzNsVuFUt7pom6t3JLXXFTAu/iEPdJFofLqQpUKJVhkjUpHefqWaKDfMKJ+VhUqlT6DguyYstbFOso+K1Ycr1KX/Phs3NSWE2scMgnFo9HqOej7l7lkx9o+FEvUyi3n8NhVpg3eHEoTZSqrc5y2ZpT0jTMGr6x75uc/EpNntV6VMiTsBixiOauM7k0apU1Fpt1jxOEGEvOnnR16kmf2a7IS9Hd8khcjuKm3Set4tBPp19XbttwW3HatCyf5vAotVxdD+7jdbOgo+zm+TDjKiPwxmrEQsBB0cPf+v3WWcioothJ1cDlaSeCJ9Oo7zaDnF4EqM70IZUyVj+aLUq1tf97ElUQQeRTBdRa5SSQQG3D2R4ZzNAIlEglx8nraNRoXLYP4ny6mWYvS/P1+AsrcGFeRcGs47TyySfDyNsbfg5OonjdpnxuswcHke/es6r2xVZCDu4lvGUHMXOqzn2TqK83ApxeJFk+90CxzMQKOhXrC/Ph8+VXk+kUG1isRkoDWwERkWe7oCNdLkhS5jlKnEHe/fsvF9EpVag1Kq4PEmQSU+3q1pY8rD/w3Ol9v4mi0KleKqujr03s474QNLO1VEUm8Moacs0iHqtRa/Xt4Fa3wlyf5MZqxiOwuEyyRJRgEyy1J8bfRnm+Mv9U9zn8qqXi4/j1WdP0I53zkk22W+5xyIFyec16VUkH7oGUlqsbKJINlFEoRRY/2aZbqvD5Ze7sXO7mCljMOuolRssbofY/8PXk0GA4x8uWH27yP1J/76kVCmxOE2YrAZ0Jh0anRqFSgkIdLtd2s0OjWqTSrGKb8GDUqdh8eU8JqsBURSp5CrEr1OSiv1BNKpNdv9+kf1/OGHpxRzXJ8P3DO+CC8+cm8hlklq1hcluwq9QEJeYs/6bwi8V0Z8XdpweyooUNw35RaY+o4jaoNTwzg7p5jVWBQQ1anJdH7mW/M191BRaDtnmDZvmVxwNzIF6dFuclOUVpQBOLYyW6hYMc/xYl9/VRetp+h4B48e2ZHZzVhieqeyIPcq9GhaNllJr9urlitVBtVfnvNy/cUZreZSCMGTG3xNFLkoZeKhI601qtiwu9IKGZKnKdXF4B6tTq3nrCfAp+vWtzVi5jEap5M1CgGa5jUpQsD+FgD5iUhVsO+jhLJKm252+Ovx0E+XFoo+DKXGfAEteB0athsO75yrrpDzqUbxY8nN0GX+ayUsUy2hnFAnpBiqGBxfxqTOfgGwa1OfTKGsLbhLxIpVa//yRErgsL7opN5p8nmH+tdcVCbkt3E3w5Tw4i6HTqnm5G+boOEp7iJjMXhncO4myvubj9MHHclTI8gitVsXqqo9CpcHViFF36qECl86USWfKzIWdaDUq2ShTOZhnTH/ZfhVm7yT6dN70eiKH54mZyejimo/9vfENcC5fY2XFQ6VUfyKUgzOfJqseDFrKEyqSPRnXClGEJn3C3Z4hvQj6lcNR0lDIVljfCXEmIyQKLLg4H6hy1ypN5ld9E4moRqsaChE4PYjiDdiw2Y3EJthimaZ4gMLD3Oh+lN13ixx+vCG87EY1cHraPRZCSx4KuSr3V2lSU+aTN1+EOP7+uehyf5aQJea9rvgkFHPPu/CFHNwcRSgPfBauoINcvEApV5l5/bG5zVg9VowWPSq1il5XRKNTUSk26AkClWKdQr5GQWKTOPo80asktVKD8JqPgwEDe0EQ8C55cXitqLUqmtUmmWiO7MiacPnlFoNFj87Uv3b0Ji1LLxaoVurcHMdIPsTe+pe8XHy5Q6EU2Pl2idvTBGWJzssv+OvgZ0lEBeA3wSDHtfOpFYxcszH1XfZJqEDmIQ9epbBR71xgFkoY9FtE6tKE8SsaYbS7t2gUGlq9FiH9LgelySQU4K5+jUPjIdd6XjiSjckXT7ZVZsUS4Lw0vuuzqQ3A+MKabJR5YQ/yMTlbRe2tO8BpOU5jQBjU7HUJGBzcV+VvUvVum4P8M8n0OAzMGx3QU3CdL2DRaPly3z8GtVKBWaPFoFajV6vQqFSolUpUigfLFvpEtyP2aHe7NLtdGp02+W4Do1pFfoZM8UdoZIjoht/NVTQ7QnIm4zqXx201kpaxDVn1O9EoVRzdj5OUzrTs5Qe8Wg6wfxYbOvfThSpvV0JThU7LIRen18+v3e2JWG36qUR0knL97DaN323BZNKSSJWGRip0OjVrq16+nEQkN0dysJr1wGQBVqPZ5tPRPR6nGbfNyPEDmWzP6JwAfRJ3m8gT8NuIxQtDZvYAXq8Vr8/KxXWavZPxToTFrCczYkR/90BU19Z81KpNolOiNx/RbE/fRGy/DLN/Ehtri38NGX3cMEjh4iLFi3eLHPzQH1l6JCcqjQrngpvry8kVe7lTePv1HAefn8nvwpoPo17N+aH8OMPqZoCzL+OEeRJf0kmMhRx/umVlN8SFjG3X/JrvyX7qEclYAa1O/VTNlILqK1Kn9j/esrLhx2rRc/Pxmp1vlqlWm1yfJsjnbmZ6Dr1BS/xq+DhrlQYLG0GuDybPdaajedLRPCqNks1frdKsNLg6uMdkN2Iw6Tn58Hw/Mlj0OH02jFYjGp0KEWjW21TyVbLJAsVcjWJu+D6k0anpdXuyGzkpuAKOJ8NgHbnPAAEAAElEQVT8cq6KyWqg8iAgFEWR1H12zBTf5LLgnXNiMOvpdbqUsmXcIQeVSpOt365zuX/PoUTK1GN0a68rcvDdJUaLjt1fLXP88YbOjBujvxh+qYj+7cOq0bHuNnJUP5uJCcZqRYJmAVFmAtig1PDeLpB+IKEACqGfPNQVq9D5iRXjt1xUx9sWX0NEa908O+bXxJtqDkuzWTp1xS4bFjt/yPRJTUgX4Lg4vYXuNeg5HxkNUgkKziY8di8f5VvvPN8n5YmMgMivfGF+zEoPerv0xolEdBTZZo3sg03UksWBXivgMOlpVrq0ul2yrTrZ1tf5Un7rDfIhEkOlUPB2OchpNE1FwuZpECoJZfCaz8VdIi8rfpJDud7E5zORK9eGWvnrAReCIHAakW+9zrKIv1kJ8vk0IrlY7V3H8LnMJCYIhaTceA4vEyyFnLLG9iGvjegURW48XcJk0LK66KH18D5Wlz3kq3U+n0T5uqulb+o/K1LZcj+GdMVDrdKk+ZUhA7V6C7NJh8mkpVSqoVAIrK356PREzq+SxLPyn6ffa5VV6J9dJFEoBLZ3QsRj+THv0VFM2wxsvwyzfzpCQgf+vdcTOTiLs/t+gaMfbySfw+WzcDOFTO4f3LO2HXwgiV0QBFZez3M0g5CnJ8FEPX4rFyNE7+ZhzMPuMhMOO7i7SFIaqaD1ZK6Hy5M4Tr+VbHz88yrKxKyWchU0WhWt5jjZ18rYGDUbbY6/3LPzpq+w7o70wUcdAqahJ4JKq6LVFTmQcSmYhOV1Nwd/GB9Bk8ujl0Kn1eX4wfvTv+rDGXJSTJXY/HaVaqlOLlmkWqwRmXKOjKLVaLOwHeJmRoP+3d+uD1lEZRMF1t8ucvph8r2xWqxxtf98noRWfRQKdRQqJUc/yBd3RuOSq6UG+3+8wBN0YPdaZEV5fw38Ilb6G4dWqcRt73A+oTU9imavg0XloCghCNIr1GMkFEAUBlouQo9G+49smN5zXr0dypYXZ0xsAnBqQpiVPUpKPSumBVLNLMX25BQcgHw7+tTy1ipMSFU0R5FtjVdgNqx+PmcnVzz3ixGWLQ4uS+OvoVep2HS4ZEko9L+fPwXfuMN8ysZwqk109B0cXT2JytfHHdp0Og4i/Wpfp9fjh2gUu17HG3+QTzdRWRN2lTBMepY9TuLpIo0ZKlRSOE9kebca5ONplM2Qh263x1l0+gZiWlv97WpwYsWz3e1hsxlkiejavJtzGaWuSiv/3bkdpqlEFPqVtvNGhl/tzvNiN8yXk/uvqoIOolGfzapp6PXrTbx+CzqNGkGnQqkQUCgUKIR+q09AgIcjEsV+1UUURXo9kV63x8Kck165xV20wNFTW33y8eunJCD1eiIHR1G0GhUvXoS5uEiOVV0fUSzW8XkspFLj68LWyzAHZ/Gp6U2iCPuncXa/WeDoh5ux3/vDDtKZydeWiEAsU8LpsdDtdPs2TRKtfCmMkjNBIaA36kgmpNe6fK5KPldFpVaw9WaBcr7C/XUGr8/K5bH0iE5ftOQeI6I6g5qojKF8Klpg99slSSFSRuLzHsTBQ3pSIVsZavHPco4qlQrWdkOUi3Uuz5LotSp8Kx6uPt3NpGx/RHDeyZGEIhwgI0HIp2F5N0yj1qKY6dtXufx27s8T0uq0GTErIQ6t+jiWqFqe/nTNzm/XZ7J/0ujVrL9d5vDHK3rdHmqtitVX85x/lr4/1WXmfVPRHIVMmdf/aHOmY/8Ffx78rIioTg0OnZrsV6YqGlX2MSKqV6j5xqEYI6EAPYmoz0rrR1YMG9w36tS6/Rv9JCKqQIlHN49RqaHRuaHZPUYQ3mFSFrio3iIAYZ0Ds9oDaCh2qiQayTGz/WK7yK51g7NyjuPibLOT0XqOkMFNpDbuHzgJrV6XjqKNQaUeSjryGUyYtEr28pMrIs0JvqdScOoM+PQWfkg/3+Tua0WcOgPLGjuXudm9MQE27C5+zA0fY77e4Md6lEW/HZ2o5Cw+fqMa3A0vuu2kc2Wqf0J0p1Ih4HNYsFv0KHVK/n5nkd/tywcijGJSXOg0EvqIo9skO0s+jq7GNx2TWlBntynWFz2SRDU34yyVRq1ka8VHqdYAhcDyqg+jXkOt2uT+/8/ef8bIsu5rntAvIr33Psv7VVVr1TJ773Pu7dsNNEKjYegBDYhGONFIrUFoGCTM0MJ8QYPUQkI0AtFq9WjQiJZgNDCigWGgGdTT3ffes9deptYq7116731m8CGzqtJEmnXunHPPOfc82ku7KiojMyIy4n2f92+eJ5ShJhONGodZdUjtVj1zQTuZYoW7aJZmL5yQSZW/2ZnpzWaAWL6E2a4nlZltIVSb8T6pN1p8OQxhMml52atrlUtJu9ymESL64uUcR+eT3ZX6IUlwcBpl97sljockmeIzetIXi3Xs8w7sHjPvZ2yCAmh1Bu+xnb15vs7QqdxqdjjsyUHtfLeIWasmPqE+8+EmNVIbGVh0cTXBNevk0x2egI14X6mE3W0iGpo+ztxexLHaDSyte7jpKQvkJ0S4DUYNSxs+QvdpjvtS+4lojmQsz8ufrXDwJ7O7KqnojHWJit6lcPhtI/WTcnAH7djcFs56zVIWh/EpbR/c8KPVqrjcv535uPpRnaEcSq1T0Wq2aY1ZdJ9+uCa47iM0QQJt5eU8xUKNg188X79mvcXNwQMbb5aezq0fpTFZi+CqhxYiyW80zfiV4i9gRPQ3w2B1RlTbdRLNB9YsWv7AHWDeYJ1tR2mwCaBLQhWyJBSgMUaosNw8xauq41D7um8rDQ66alFHULfOsmEVt6pFq/WFfP0n6u0kSkFPrHaNUsg9vb7YzhCpnRKpfaXcusKuarJudLNjXmXFuIhR2S0RUCuqzOvmqXdmJ0cLJtPTzyaVlqPsbI0T4UqOHafr6fctm4u20OC2ND0Sm6jPRh4A9hx+Wp0OR9lnwvT4/KUbFcJSlh3PZE/hfhhUKk7D49PeN5ksJ9kUL5d9uM2DK/dHHjrvsJLNVaam8hHAbTXyYsHD640AOxs+AnNWOkaR22qey1yGSL7Ip/sIm4tunObZIgXlMRGWWUnoIxLFMuqh+rWtJQ834cndoo3OKFF1WA3cj7EBfIRSIfJqM4BBp2b/OISIQDicJZkp8fkkzNl9iroAC0suXr2cZ3Pdh0nG3q8f2VwF05iUqVGvZnc7wOqam0y1xufzMHc9NyqPw0Q8VWRnczbx80csBewcHIeJJQtcRFJsv55Dq5u+To9NiaYNo1is8eUohM1h5MWWf2R9KAzJKr14GeToYgIJHbO+7EZGI7z4fulp28KKi/iE6JmgEAgsOth+t8jWu0XKCiiKAjvfL+GbG/Vhl/3c1vNx+ucdHB9OT+crlSIrG1523y7gmbeRLVSp1Bps7s1hdRhl98mlS6ztBAe26afcU61m+0mT9BG+BefU43v6zEyZ+6sku28XAEiniiiHLFCdHjM7bxdpdbp1odm+6LPNYXxyWPr65YHNNwszfe723hy3MvXJA+exOHms1Ju07P58jUyiMEDUmrXnOSV0EePy4IHV10sE17wzHVs/QhexqZ7ta3uLE33oW40WjVoTnXH02TdYdGz/wQZXxxESodExqdVsc7l/y+a75YHtao2K+rAbnCCw84cbxGJFYhMWPL/Hrwe/VRHRRyTqWRL17sSzbXNhVlq5LuaI1+SjGPX282j9TELHR6rq7QbjEm6NTgyjUECv26YtNdArrLg0PkSpRLl5Sa2ZQG5daNa8IFs5JNu4xqJcIC/jttSU6iT6yLFSgHm9C4tSSbOpxqYykG3O5mNebj+/bs3k4X1ydiLzKfPAd+55BOAgH6YpQ1DkEK8WMCp1lFrjiZxWVLLj8PEhObkJodJucVSN8S4Y5ENoumf9jtPDh6vpk97nSBStUsm7lQAH9zHqzTadDgTtFkqlOoXqYArHatThsRvR69S0kSjU64TzBcKNEmGZFKdWqcBvNHGTzCLVOhxFEhg1al4t+7ti+GMgCN3U8jDerH4bCQVI5IoDjUuCAJUJDSqPuAmn2VnzcXzxHI0Ieq1jaxtFAXbW/cSSeb70HaNSIZIvVFlfdpMrVJAQaLc73PTVoAoC+IM2nDYjnXaHeDw/0vTjcZoplruTlkolsrbsQRLh4j7Jlwv5a/mYWTy7S2A2aSnMEKVRKUVa9fZTTa8kwZfTMC67kaBBx+W5/CLOZtXLap7OgkSySCJZZGHBiUoUuep5ruf6BNC7JDT2TSncfnQjoxFefr/E0fsbTFYD9HWhG0wafPNOtAY1lVqTUDjLfaLAfR+5djjNHPSExuc2PNjNOkKXCfJjOqIfrWyVShGE8XXPdocR/5yNZrvD3V2Ky975iyLMe23U6y3ODsPojRp23i5y9OlupDF1uESzJOOUNYyr4zBbbxefbDhb33ht2+0OBx/v2Ho5x/V5DIvNQCKWZ2HFjdag4fw4TDIhvyD3+Szk4rmn36/v0vgXnU/OWHIwWrTcz/D8D1uOPkIQBV58v8LDeYyDPx2tL63JlIlcfr1HEARe/HydxH2S1IzNdrVKnYVNP3djSPPGuyWOZI5hGImHNFvfr3Dy43PEc/O7FaIPGY4m1IFCVxP27MM1L75feaoZNVh05PLP45/VbcERsHP4DZH+Xxsk/kJGRH8riWg/QtUkkERAYM/hRSsaOc2nyfU1uaR7nfOzkFCAaruCasLCri1VULVPcWi36LRClBuT66cEVCTr3cFcosOywcHnCW5L/ai0ClRaHhDKFFollo0urCoj6UaZu/L4leVtOYFDYyVdr5Crz9ZBblZpWDLZ0KuUGEUNpWaTFaOT08KMMjQCBPQWWdcngBWTg0anLUtCYVTDsU2H94V7fjY/z/v78SROJXYdhmZFrdXix3AYt8XApsGEFgVCW8Jh1bPot4FCoNRoEC0USVarJNOzNUwpRZFVh4PjcAK7QUe+0t2vVG/wKRRhd8lDLFUkUxydMA0aNdW+SKwgwN6yn/0Z/eOHcXAXxW03ksiU2F7xcXQ+ncwDZMsVRPG5+7kqG6WV2F7zkc1X+Ho6Sv4fidP5dYK9nSCfZV4jSRCO5wn3pcScHjM+pxmFAKl0CaNOzdqyG61exeVDaiZZrHBvoq9UG+xtBGay2Nxd9bMv03WczJRIZkq8ej3HzdlobafXY/mliegj7nqalxsbPkrFKqFwBq1WxdKa589EQh8hSfDlJMKrH5Yol+q8eLsAokAqUyYWy1GY4u6j6Iv4PTxkeKArz7X6KohaELk+jdLoi6o9NvRsvZzna5/HvKgQWFhyYbToSGdKhENZ0kej1253O8jBh1s8PgvQlV86/HLP8qaXSrFGrC+Nfnny3LSkUisI3cymhRy5SWIwaalUGjzMuM8wLk4irG75MVn1aI0abq+m678O69vWa00aZh1Gi45SXn6MWVh0cPSL6Sn8u/MYKo2KZl+pyMruHLVyfeL+5TGOXpIkcfz+CqVaye4fbXJ7+EBxTCNYP8wOk+x2m9tM5BsaoE7eX7H98zUiVwnci05Ov6G5S+pI3f1/WOXox0sM5mciuvlumdB9ZmIJx+/x68dvPRF9hITETbkbyVEoRN45AwiSmuN8img1z4pFzXd2cSoJBSi1CpinOP3ZNH6ggjBDi5tNs8Nd9dmPV5yh4QhAgQpRWOeyFGbFsASCxF0lwR3dB9qpNRLUuWh02lwX49T6UvcdJDYtNjRFFecF+cHWrTUwZ7SgEgXSjSIP5QynxTKvrPNkWxUEFJwW4nh0JhYMNiKVPKHK5Foai2Y0pSIA37nm+JwOTxS0HyfF9YvcPd8tzPHlIS4rcbTn8fLp6tsGFpfBQNBqRhQEBEHgtlaAGpD7prd5ggjsej18ue/egyaNhjyDg/xBOI5Zq+HVso8v14M1UEadhmq+S3QUosDuopcvZ98mjt+PRrONI2AknSuTyc0WRQcIJ/K8WvdzcBrBqNeMOBhtLnuoVOscTajhavTVoh6dRFgK2rmZkt4HSGVKA7WZgSUHn79EZ/af9jrNxPqcZA4uIgS8VsJDDjL9WPDZODiZfJ2/nIZxWA2sz9s573MBUo8R7v9lcHYRQ1QIvNpbQKtU8OPn2WwaZ4FSKdLQKVAbjdycxmV90sdBkLn2nY7E+UV3caozqNncCdAs1bk+j9FqdVhccXP49R6LVU9gwUFHgof71EQ3LACX08hFrzM/GS+gVIpPdbTXF3GUKgW73y1x8vmeVquNJEn4F7pNS8Fl94ig+TjkM2W2v1vqyieNIaIarQqby4TJokOjVSOI0Gx2qFTr5LMV8tkyJycRXr1bRDXjfZCRKeNIJgqsrnupfH0YqQFdWHWPbVAaRr3aYGU7wOX+LZ45OxanmfPPt1P3K2YnB0RajRYHf3LRTe3/0SZnH65oDKe5+1Abk3mxe61cyfjAj8P8ph+lRsXadytUSjV2/9IGSBKtZptmvUm1XKdSrFHMlmXrTaWOxNEvLtn5+SrVcgONTs3q6yWOprhs/Sbg913zvyNoSx0uSt0Ih16tZMu0yJZFJFT9NNP+TamOUjDRksakWLSviNf2UQo6RNR0mFBTKIlkW4OpjWzjBrtqmcyErnkRJSrxBee984jWoigE1YBgfLZRItvoDiQqQcELsw+1QkO4kiFZL9Cmjl9n475UQkBi3mDFqzchCR2i1SyJWp78kKj8ptnHl0yEV/Y5PiciODUG4tUi8Z5b0prZhUWl5byQpNCcPqG5tAZcWuNAQ9LYSzUhJ/FT9oGXAR9X0RzVvkYqURCITZDXeYRRo2bZbkOjVBItlgjl8yQrZb6fC/An4RBOo4FUaXbCNow3QT+fbp/JsF4tX9xRqNX5FIryatlLKJ4jV+5eQ13v9UqFyIs5N19njGCOhQDhdJ6f7y3OFBXsRyRdQKUUWQo6OOyl2dYWXLQ7HU5n8KYv901GrXaHarmBXquiUpu9xlmhEPhyE2V3y8/XGY/f4zANENF2R8JgGL+iVIgCtKURWR45pHNl0rkyu3tBHi6TlEr1MdHiUSiVIlarHoNBg06vRqVSIIgCHUmi2WxTrTcplmoUijWaSii3GiwuObmeIco2DWq1koUtD18voqzMOZEMKraWnZx8mS3SXp+isVitNjjsfT92v4WlBQeqNrSELvnMfcO9Z7foSfcEyDsdCY/XMhABbTXbHHy+wz9nQ6VUcncR5/4miagUMZpnc9B7xOXhA6//yiZqkxaVRgmCSLPRolyuk8uUKRaqRGN5olOauzodiavLGLtvFzj4OD5qZzJrxzZFXZ7H2P1+mcM/fY5cCqJAu1qbeREG3RT0zs/XOP1wPbHR6xE6o4ZqYbZFSaVY4+BPLrC5zay/dnH04yWSzHMTvowhCIPN98NSTeMwv+nH4jITuU1xf5Xg4SaFVqcmsOrhaqx0mIDOZsRo1qI36tBolajUKsRe9Flqd/CuuCm3hN8KEgr8PjX/u4gts482h7TaSdaN69xU7mh2ptfLKUU7rfYowXFpNojXvgDQkqq4NNsk60dj38emfcF9dTg1IrFksJHJyRNRQVKgVe5wWnxeQVbaNZaNXi6K8iv4ptTmrPT8sM4bnBiValqSgjdOD6FKhlgjTawxvmFl0eDkupClJXVotDs0pDaLJgep+jNBuyj0avZEBS/tfpDgOBul1Xt6iq3nKOCew89NMcNxbrbU/rQA0Nd8lFW3g1y2Qaba/Zw9t5cvMilbtULBisOOSashU61wncrwNTZ4HDadjuNYknq7zbzP8ksT0e/ngny4GZzYNcrJj9aXUAyrXsvukpeDmxhalRK1UsG638nh5eTIjkalwG7RY9Rr0WpUKBUiktAVcq/UmxQqNXKlKh6XmXKzSaHRQG9U4zQbMOrUaNQqRKDZ6kZ4csUq2ULlafJIZku8Xg/SbrRZDDpQK0XOp6Rw+5EfSvcles1DX6ecVz9WVzwchuKcP6SwmfVkC9NT4HKE8uw2wdaql1MZ+9NX6372D7+t9OHgLILVrGNz3kEmWcLrs2A0aFBrlE8C5612h3qjRbnaoFiqUizVSRTKUBh/f6lUCtY3vOyfhNBpVTSbbXb2ghzu/3KlGdCVlvKuODnuGRiYTFqu71IcFKtsvgyQieTJTJFyqsrULY+Dx28lXa1jVCq5v0/zLdqx2y/8nAx111vshgEi+ojIQxZBgN3vFrk8jrC2OzfWjtNk1eP0WdAbtQgKkVq1STZdIpsuUW91kESRg/3ZpKnkIEkSUgcO9u/ZebPA6dcHWTUEf9DO+QQlhoOvD7zoMyPY3pubKGNksOjwLjjRm/Q0m20yiQISAo1Gi8Cqh7uT6QtZk9UwMxF9RDZRIJso4F1wYXEYOPtpUPezUqwRXPMS6lnIzq17OXk/vjRgfsOPxWUiep/m/ioBfel7qdOhVmnwcB5jdXeOywP576lWrlMr14HRRYMgCgRbAgaLDmasdf09fv34nSWiFpWebYuBZOMz0K3rzNQ/4lG5kMRlwtXJwrkK0QRDwQCD0k2xGWJgyTIljl4eI2kkdeSjHYIkYlC95Lgwurp2a7VczNiYHq6mMCtNJOpZbkrTvXXdWguZWo1KuxvlyfYcnD6nQvh0ZqLVQdLc7LT5mukOdhaVljWLm2y9QqSSQ69Q8cLm4UPq2ybRzgyr/8tSGp/JxJzKzEOhQL6XZhSAJbsNh0FPpdnkKp3mJDk5orRst/Gx1wj1KRphzm7hIfNtMh7fzwf4cD16nnIi+cPIVWrsV2LsrXjRiSpWvXaiyTyLfjt6nRq1UoHQ05CtNVuUqnWyxSrlWoNwrgS58RPb9qKXi9s420vd7tdKrcl9LTf29SqNAqfFgFmvRadRodEoQSFwdPZtkVm1SkGhNDq5HZ5G2H0R4GDGSK+ip2tarjVYWvbORETDYyRY8uUqokIY0Lic91o5nGGyfoQggN9jxWE30up0upGXqpKHcBb+jNbVVosei13PwVkEl8NEshfh3z+P8Or1HGcH492HxsFg0GCft3B+//wMNPp0cU+v4ui0KnbeznP0+WGsvWNhTO1iP0xmLYFFJ4dnEXY2/RwehNh9M8/xp9lSsUajlrBMinxS6YMkwcHne2xOI2a7gfBVgrXdOTQGNZ2ORLlUJ50oUMhXKVyOjgPrOwEuDsKUqg1evlng4PPdLyWh2W9XevjlnuU1D4lIjtIQwVOrp2ssX14nCa64KWXLXH95Hv+NVgPeeQc6k45Gs0UmViAZzXF18ry4UqmVVDLFp4at1VcLdNodric4LummqAxMQuwuRewuxeLuPHQ6A0L2NreF0EUMjV5No94aaVibW/dhdVuIPqS4v07A9fhFriAINGpN7k7CrL+a5/zL7Ol9gBd/sMHR/gNWpxGzzUBhhjrXP2/8eaXmBUGYA/4twAt0gL8nSdLfEQThfwn8Z4AGcAX8NyRJyvX2+VvAf5MuW/rvSJL0/+5tfwv8HwAd8O8B/6o0Ibz/O0lEX1rmkIRLko3uTSsiIvV62WudJHSSrBv2eKjFqLbH3ZiDkk8ialSCmmpnMKqWrl+gEgw0pdH3MavXCdfk0zW55h0u9RrJRu55oyRgUr3iUIaEAjSk2UXeFSgIlYu4NNapr7WodAiSSKbRnQBFBCKV7s8tScKns4wQ0X7kmzU+pLrXes3swqOwcVP5dkmMWYgoQLRWxKLS8JcXFqgXW1gDWm4yOa6zWa6zs616lx02PoWfiUgbsJi030RE380F+HAtnzISZ7TqEASQRFBrFFQ1CtLVGunqt0UphrG75OXkJka7LVGf0XKv2eoQTReJpouolSLzHhuJWIHd7SDhcGZmLVG7RU+iJr9aur5O4HOaiaYmSx6pVAou+qS4Dq9jbI+Jaj7C77IQSch/d5FEnr2NIF+Ou5OlKAqIkjBRZ1QhCgR8NmxWPY1Wm4d4lod0nod0HrtZT6vWYnne2SWifwbMB+0U6w1uelaGDpvhiYgCfDkLs7zipJAoTfXufoTFokPvMXA9VJcbHbo+1VqT/dMISxseWoU6UZlzyeerA7Waw9h44SeczD8tWJQ9+Z7zmwS+OTvRGVLES3N2jmS842fRgc2mSlQXWlg9Fo6+oaGlI0kU8xUWN/18/emW9Z0Aofs0lfLsEWCA6lAD2/VFHJfHjMmsG0jFz0KAGvUWaFWs7waoFms0Gi2S0RyZeIHLMeL+j1jb9nPc12X+mMpe2plDqRRlhd61uimNEDPgtld6sfHdKoVUnuhNkkav6XL11cJTl3xwzYvNayX2kObhJsnDzWxlJ6JCoN2SaNZbXB+G2Hi9wNnn2b5ng1nHQ08lIpcqsbodoJCr/JlE+3/H0QL+e5IkfRIEwQR8FAThHwH/CPhbkiS1BEH428DfAv41QRBeAH8d2Ab8wP9XEIR1qatr+b8H/ibwC7pE9J8D/l/jPvi3Skd0GsxKPX/odFOVPlPrPA/mGsVoA02msY9dWWNBvyb7Xp0hASe3dp1CU05yqIlNszyyHaCFvA7iI+b1ludfJAGL+vVYEgoQrkbRirOtHTbMi8RqBVRTInNaUYlNZSbc14Tk1pkGNCU/Z0LMzajZahIN3Bbz3GTzBDRWvnfOs2xyzLTvLETUrzfxg2sOp8ZIXWyCRuA0mSRf+zbyphLEkfHoSzzOumc2XcHXAR/7t+MjalMbTQR4teAj6LDw5T5GpdniayTGyxcBNDNET8bh1YqP4+suCQWo1r/NoUgANhY8XIXSqFRKvpyHKTWbvNqdQz/FRQiYqA9arTXRKBVPZGUcVlfcI/WkyUJ54nVx2eX1Jh9xFUpi1Hefx731wIg2qlIhsrzgZG87yPqaB5VBxW0iy+fzMEfXMQp9BMVrN1Kq1Dm/SWDQ//KT+YtNP9FMkXQfSdHKRAGvH1K0tSILS9PvTbvDiNqh416mQSubr+KS0eW8uU8RK1XYebcw4p8uSRJWq35kH4NBzdarIMdXsYFSjEe3oXq9RVsloJmixbq66pYloQAlmcj6MF7szXPw4YbTwxArW76prwfwBm1c9hqbjD29yvPDMCaTDq/fOtN7PB2jjFB6Ml4gl6+w/qKrZavVqQjLNGqJooB/3sH2mwVe7M3j9lup15tEogVuzmOc7d+Tic+mU1seI111exrl8jDM3KafzbdLCH0LZOV/lM12n26Ih3Ns/+EGxVyFjXfL5FNFdv9oE/eim9BtioNfXJL8xoWb0Dd/tRotLvfv2HyzONO+S6+XB2xjL4/C7H4vP1f/RkH6Ff2b9rGSFJUk6VPv5yJwAgQkSfr/SNKTpeQvgEcB338R+D9JklSXJOkGuAS+FwTBB5glSfrTXhT03wL+s5M++3cmIrprCYJwTaIxOqipRfnJot7JUe98Ys2wQ7Sep9TKPf2tT5f5qTlpHNrS6CraoJwnVpusmdbpPEd4bOo3fMlP7uhvSW3WzA4OptRcqgQlN8Vs79gmuT+JLBm9HGQHCZVDYyRUfJ4cO1J320M5N/FzV0xO3kcjbNm64soPpQIPpe5A6jOYWTBbyTYqXBZSss/FOCIa0JsIGq2kyhWu8hkihW5k2Oky8FM0hM9qYlml5zgyWx3ja7+Pz+Ex9oHK6U/srs/DUSg+kTi32mMikQK8nPeSq9SeOuyBp4Hi000Yv8uMAeVMneb92Fv18/U8MtDgUJxBP7QfrzeCfO5JRmk13eGh1mjx+TSExaTl5bKHo7Mw7Zb8uevGNGk94j6U4dV2kM8TFAEk5Wg0OZEt8WY9wJcxXtbTGo6K5Tp7m0FSqSJHpxE0aiXzATt6g5pStcFdNMNlZHqO/dW6/0lXs1ZvsrkZ4Os31pkiwKudOVl92HGRx2y+QqlcZ+dVkMMxjUZut5mGTiQ+IeLsdplJpkczK81Wm/2TMP55GzoE7voapUwmHam+WtK1TS+JXPmpka0fiT7iFI3l2dkOcPJBfnGtVisopcdHCpNTzAIWVtyc9659u90hGsnin7cTuZ/83Di9FmI9y9pEnxtRPJxFZ1CzsR3gbGxzzCDy2fJIcw50I6UX51F23y5QLdW5OgqhN2rwzzvQ6TVUy3XC9yki92ki98/33e7ePIfvbwguOZE60lh5pX4EFp1jtTsfEbrsjo3eZQ82h4HTjzdPDT3T0LVp1aAzatEYNKi1alQaFSq1AlGh6L6PICB1oCN1cK/40BqUSKKC0893A5JS3wpRHDzGdqvD+adbtt4tcfJh/HzpXXRxIpPGP/p0y9KWj5spEebfUTgFQfjQ9/vfkyTp78m9UBCEReA18OPQn/4G8H/u/RygS0wfEepta/Z+Ht4+Fr/1RNSk1LFrNZNs7I9l/ZoxRPQR2cYhRtGA27DFTfkcCYl6p4UI2NRLJGuHE/fP1K/QilZqndzTNoXCCUwmRvlmCK9mg4a0xH5uNitIywzRsnXjAu/T3ehtqTU+qrBrneNjejTKq1OMkon9dIglk2NsvamIQKuhoCOBRiZqGy2XiJa7k5lbZ2LJYqPYrnGeTz4Run5iFzSYCeqtJColrvNZwoXRyfMx6hgtFYlS5O2Sn5tYlvyE1LZWqSScHz/BnaXTvA56+RqSTwNvuJ1cRdNT04YjvvEC7M55KVRrfL0ffe9O34IhkimgEEVevwjw9TQyk4zPm9UAn89DI89ArlSjZ7E+Fa/XA08kFBhxZ8oXa+wXw3hdZpxmPcdno4P5tGgnwNfjEJurXk5vRhdUWo2Si5B82u7LVZQ5v40HGSvD0ASJpkdEknleLLjRqJXcR7OcjfmccXBY9VwPucIkpsjfDEOjVrK84h5rUpCbUAvbbLXZv+jWjZ4ehGn3kVa/30pR7JCZcjyKKd9PJJZDFAVevlvg8ihCrdpE14uE63Qqlje9Y1UMLGYd+SFieXgcHlsvurXhk/V+f0S10sTuNA64Ez3C7jSRyxQH6g8rpTo6vRqr3TDgCd8PrV7NVZ/0WCKSw7fgfEqjV8sNzg7CvHw3W91ouy1htuhka2klqdvE9Id/eY1KwU4slOFygn6lVqfiuvf30E2KuWUX3CcpT5Hbstr1zKpN8FjbOb8ZwOIw8/KvvAC6Y2+n3aHZbNNstGnUmtSqjW4jUKVBtSVRzdUgN/lYBEFg+eU81Uabi8MQWoOGlb1FBCTuT8IzEet+DBNRgE67w9lP17z4boXjD/K9HkaPlVhq9Fp32h1ymTJGq57Sn1ED+FeCX62gfUqSpHfTXiQIghH4vwD/XUmSCn3b/8d00/f/4HGTzO7ShO1j8Vudmt+xBFkyFUg2xnetA6hmSGe3pDKFxgeWDT6sKifVThWtaKXRztFhske2RBurZvHpd63CTbQ6Xa7CqprDp13mMD97bVOxL2orB62o5rzwTBaTY2w339iWZEkogBzHkhAwKMcT+tf2OS569ZnTGnUS1TI/xkIcJ1OYBT3vHHNsWz2YVVp+5p5jyWAnlC/yi+gD1/nxqZxhMvgxFqGtkXizMD5F99LnITGlOz7VqKKQqfFcdtiIpAvUWtM905984wXYXfCy6LJx8BDjLpWTfX1zKBLW7nT4cBNmbt6Oz2me+Flv1gJ8PhsloY/vY9JPLhEB2Fp0czDkVqRSyT83sVSBw+sYi0tOlocsEmchzZIE8Xgem1k38rflFRe1MS4x7XYHUaUYSC8CBNwWcmO8pKGb7n79Iki2WuX0PonZovsmWZxHuC1GykM1gZF4ntWV2axoHXYDLq+Zowv5aIxCIQzIT43Dl7MwwVUnll7KfH7BQbbTIjNDQ1d+wnV6RKcjsX8SRuM0sPbCj0qpYGXdg86mmyil5XHJ36eP9aL9CAbtHM/gQW93jgqkqzVKDEYN+czo+aYTRUx2AxqtfGR+dctPtTz4HbrcQ8ctSXz96Za1TT/6MTaz/TDLlC48YvvlHOlkiehDZiqpXdvwDXT/P1wncSy6JzYVafVqrsd0k8th6UWAre+WidwkKOQqNOpN7i7jHP10w8mnOy4PQtydRYnepcgmClTL9W96VrZ/tsrVSYSLgxDeRRe1cp2zT7ecfrqj3uyw+nqJnT/cwOaxTH8zQBwzl3QeRetlUu3r71a4PBpP+LPJIr55R7dA//cYgCAIKrok9B9IkvR/7dv+Xwf+BeC/3Nd0FALm+nYPApHe9qDM9rH4rSSiRqWOP3B6qUv7VNvTm0tUwuyB33zjDA0RXCo7ZpWXanu29Git7zi0ynk6wy33PVhUfry616jEeUK1JFeVEgsGKz7tbHWUsVoSq2p0An/EinGBXPN5gC40q5iVgwPZnm2B96nx5LfYlE/nHmRjrJldI9vtGj2HiefrNEwUJiFTr/I+FkZoKzGIGs4zaW4mkM9+1GUIYb5e46dEhM15F17LYD2cx2jgS3i6DuZDIc/ewqBXedBqJlesUp6x5rJUbbAz3yOg9zFuk5PPqdGSv1+u4mmSjQqvxninv10LDkQx5WCe0h274LVxF8k+WVw+QqWaHH2/DqW5jKTZ3PDh600sjSm6k4/IF6p4rEaEIfbcmtIyeh1Js7s5mOVx2eTrQwUBXm4E0Jo0fLwIU2+2qTdafD4JEfBbCcw4GUI3JX92JV8So5whS7G44KSJxL1MNPcRXqd5pgYdgKv7FBgUGCxaYrUqhcpsNdIP0QyaGWsD05kSuWYDo9fA5UNKNqXfj3E1xPV6i45afKoXFQVQSrPpt+pkiODyhndis8vDTZKFdY9sNC2dGl2Y58bIKs1aN6obUyc8v+Tk4jBEITud/AtAMpIb2X5/mcCz7EE7hhB3ifXk8puuvugq3gUnN8dhTn66ptVoI3U6nH26RWq12Xi9MPUYp8G/6OKsR4olScIeGFx8tFsdrg5DHL2/JpepML8VZPePNvEtjV/ICRPKByRJ4vgXV+x8v/K0TalRkptBkuriMMTu90tTX/frhvAr/Df1s7sT978BnEiS9L/q2/7PAf8a8NckSepf/f1D4K8LgqARBGEJWAPeS5IUBYqCIPys957/NeD/Numzf+uI6AtzgBVTkWRjcrq8Hypx9uYPEQXLhnmcyluS9XNMqnnc2le4tbsYlJ6x++UaN+iVLlSCmehQbahJ6cGr20OjWCRcy3BZOiHbTIAkEqkmidZiVDspXlmWpt4wEhIrJpvs3wwKraxmp1v3HFXYtgT4nJ5MXBKV8ROOUhi9lnNaF8XGM0H71mjTksnORSZDtdVEJYisWO3TdwKqzfGRyaNkgnSnyrulQFe4HPCbzdTH1W4O4TqfQduLCHqMBlr1NrkJk71KKTLntLC76OWH9XlWfXYOH6YT0EfUGxPcSpotPt5FWF/zDEQR36wF+HQ6PRpimNAd67DoKVXqzxHcPgxbEo7D8XWMWK7Iq50goiggzDiqnF8n2Nt8XlAb9GouHqZbLp6Hktgsz1Go4WgywMq8k/k5B/vXkYFI4aOE0V0kSyJXYu9FcOoo7bQauJpAfM6uE9ht46NiOy8CPCRyAz7ycrBaDJMPpAe1SsHuVgCb00hBJaH1Gth5M09wbvpz025LBP3y48cjBFFgfcvH0raXu0KBSL7EzsvgxH0A2hMUGiLRHMvb3QXEzk6Q++sZyyKGvpvdd4ucfpl+z58fhbt2pn1Y3vQRDY0GFh6uk9ic8ouZeDhLPlNm48X4Eje1ZpSAW616StkKzUabZDyPMKUkYmXTR3yM4P3tRRzfqg+NzHOcS44PxCxu+nnx/QrNepPDP70kNtQw9VjWUMyWu/7sbxfR/5KSTkq1AkGtHJCzOv/6gHXCYu/hMs7hL66IhbJ4ljzs/qVNFrcDCH0LiGnqI5IkcfinF+z8sArA1s/WScgQejkcf75jccM702t/rfhzalYC/hD4rwL/CUEQ9nv//nngfwuYgH/U2/Z3ASRJOgL+beAY+PeB/3avYx7gvwX8fboNTFdM6JiH37IaUZNSRZMvzKhI8wSlIEz9IkRElgwr0L6j3HiPTfMKiQ755gP5vm55rWjDpPKhFNU02kUKzQfaUpeEmVUB6kolmcohBqUTkypAvlkkWo9AfXTA0Kvme0K80Og0uSifsWleIF4tkWmOFwzVjmmoWdTP8T49Guk0qbqr6RWjm7N8csCdaeS1Sg2Z2vgJ8zgXZ9vm5TjXjSxuWrz8FB1MNcrZcI6DU6OnVGtSaTURBIF4tUyuXuON28+nxOQC/OoE8gY9T/lYiGWPDZ/WyGU8jV6tpNJoMo19pKpVfggGuYylUAsKwsVuytRh1OGyGNH3bP8qzRbpSpl4scxtKQ+lPG88Ps7jKbYXvRzdTo/AApRnKOg/DsWx6LVsr3rRCgo+zehDrx6TYtdrVBi1Gu5j8hOgYgYt1EesL7hJJktYTTrUOhUBjxWjXkO71SGZLpJIyt/PRyfhJwvQxSUn+zfTmwietEV7ncIPfcfvthtxucwcXMu/T7Mv8txotvl8GmJt0UUuXx2wF+2H02zgfILwe7vdYW7OQWZIXkkQBXa3g+yPqQcdhko5+Xr73GbcbjMXoRT7VxH2toM0222iqcKTJJZn0UrQYSafKnN/J1/PbRxDNvQGNSvrHkLpAocPzwvacDxPoVjj7cs5vn4dTwJzUySKDo/DvPvZMmfvbye+rh+VvlKIjd3gxJrSkc/7dMfuu8WnfVSaMdOdJBGcs8vWokKvbvRwfN3ocORVqRSxWfXc9hqEWs02LpeJ5ASXJnFKScvNeYzlTT+h0wiNnjLB/Kqb++PBe0tv1LK8EySbKHA7pYGpPqRMcfz+CofXim/RydU3NuBtvlvmcOi7aTXbzK3Pkxuj79uPRChDordIMLusBFfcNGsNKsUqap26S05FAZHe/4X+/0MuVeTtX90mHC0g2z0mg3arQyFfwWgZn2H8iwRJkv4Z8hPjvzdhn38d+Ndltn8Admb97N8qItro1PBpV1GLItHqLQ1ptjSpQhDG3pcCAkv6VQTpgWrj/dN2CfkoUq2To1bPPf0uosSsXkQnWhDR0JaUGJSrxOsh4vXJdaIibmBwYL+r3KFX6HlhXpAVtQdIN0ajCSalnsOc/OSrFBX4dTZilTK19uT6Ro/OTLY2uRyh0YsqKgWRfHn0/fqlnyZBp1BiVuq5ync/r9YT/6932nxKRPjBO8dP8dDY7vT+KOw42HU6HEYd18UsWalGU+ggagX0KhV6lQqtUolWqUStUKAURRSCiEIQEBAQgb15H/laDZVeSaxYJNGokkiPJ+q7nme/+cN4nLdrAT5dTG8lKNdmu5fVSgVqvZJKvsGc28pDIjd1H7kGIlEUWPDaOL0d31Anl9ocht9lwarXctrzHvc4TVRrTS7vBu9Ro1lDwG1Bp1XTbLRJJAuks+UBC9D6BIWHYRxex9he8VIq1QjFcui1KjaWPXy9iRK7lidEAhINmVXsxV0SvU7N7qafg6HJu79LfhJuwxkUSuFJTUCvUzE375iZhIJMgxvd5qKNFQ+NTpvz+wShXJfQBzxWvl5G2V0drIeOp4vEezqkrnkLc04LpWyF29vU02K83hwkIH6/FZvXxMldgo9D96rXaSbe64T/fB1hZ8vPiYwRgFqtIBabXN+6sx3gIZzG7DYRMGrQa9U06k0S0TzZMWn/TG97cMHB7XnsmzUgD/fv2HgZJBUrcD7he6xOU5fo1Y1u7AZ4uBvUGx3OAG2+CIxomlodxrFE1OOzTKxpfMT1aYyVrQAPxyEateaT9BTA3JoXs83A5cEDh78Y72TUj5pMSj8dy5GO59n5+Srn+/ddbdMpWHoRGGufeXUSQW/SUpnScNWPQqZE3qZHrdNgn3cRD2VJzCD7lMhUQKdBZdBid5kwW3RotCoEAZr1FqV8hWyyQLkvdZ9JFFnfDX6DB9ivHr/3mv8NhwRcl7sPuFpUs6BfQqBFuHo7tiYTQCFIsu1GS/oVFFKMSvP9yN/qndmIQYcWucYdKu0u1XaDmiSRrM/m2FJuy5cMVNoVbisXvLSscFlKUmkPPsSZRg6/zk+kT2R+Tufnp4p88X+n06be6pBvzuCSopqemrkopHhp96MR1PxJaPRcK63p0T0BgXWzm/3kc8QwXRuMKP0Ye2DX6eG2kKPYGBw0VaI4MTWvV6nY9Xj4mozyPtqdgH4IBPnpPkxHkig1GpSmENnvfUEKUoNPY6SehqFTKknn+mWvJH56CPN23c/BVfRJ23MYClGQTY33QxBgb8nPeSRJudbgLJRABF6uBwjHc6TzE6JRMoTy1Yqf/fMpBGvC6GzUa1gPujg4ixDrq4+ujCHUpXKdsyGbUKtNh9dlRqdRsapTc1csEnRbaLY6NFotms0OjWZrbP1sslhm0WnFYTVwk8iOkKhhqFRKWmPumUq1wdfzCNvrXkKRHIVSDafNwNUE15d+ZPMVdlZ9HJ9G8LhMiGolJ2NqSsch03fvOG0GAgE7t9E0B09R9ecvRGtQ00p3JvKyZLZEstdF7wyamXNZqeSqROJ5RFFgbcNLXexwfpfktiBPIt124xMR7QAn0RQryy6uhlLrPo+V0Jh0u8djxmzQcvS1S8p3twIcDTUq2TwWPB4zGpWCarlOLJylVKyRzZTx+KxUK42RCJ4sBAGNRolWp0atUaLSqGh1Oixv+Uj/s/Oxu92exdEbNWOtQh9xdhDGG7RhtuiI9VLA/enonVfzsqRskni822MhcTdbL8LVSZTV7TlSdwkeLmJs/7BCPl3i4WK2zEs/SuNKRSSJwz+5wLvgRKVT83Ax/j7WG7UUCrWx92GlVGf3u0UO/un05l0Ao1XP4laA44+3dNodtt4tU8iUePF2keMpXvGNaoONlwucHYSIh7PEx5BXvd2I3WnCYNaiVimQOhKe+dl6NH6PXw1+q4hoPxqdBhelrnSDQWFkQe+n0SkTrT6MLCmGieiCbhm1kKLc/MA4FJuz+fYZlV4Ugo2Hyile3R6RygkB3QaR2g1taXJkMCaTru/HZfkKq9qCXxHgsjQ4yc4ZTE9E1KYy8TU7SgjNSh3LBi+NNliUJowmLVfFybVZCmaop5VAj5bPcfkBqjSm2akf3znn+DE2GC2KVYooepaWjzhIxQkazdg0Wu6Lz9fLpNaQY5T0qESRPZ+Pi2yaX0QHo82n2SRGtXoqAQXYcbn58BBGIYoEbGbC2endzLtuDx9vRsnQx/sIm3MuYvECRRnvbpNWS6E+fpHgsRqxGXV8vul+x1pVtyatA+zfRtAoFbzeDHJ+m5CNrHaGSiXebAT4fDqL4MsoExUFeLUW4OY+zf7xaLRvnM2mHHKF6lPd5OtX81zF5J85QdFtnNKqlCgVImqVApVCgcmgRWdWc3AWndg1/wiNUklrigLG0WUMq1nH1qoHqdHhPDm7PFOt2WJ1yUUsW6LwjbJOWo2SVKbExooHQSlyehsjfi7fBb+z6efrZXdxNGs9dipXJtUjumvzLhYMHj4eTu9aF4fugWarTahYxu+zEulpcQKYTaMLWKVSZHsrwMlRmETk+b44Og0zt+B4cr0ByGbLZIdS++45Oy6HEYdFTz5XxjvnoNPp0G5LtFvtrtRQs02z0aJeb1GvNWnUm9SaHWrNwcX71q6a3e+WOf50R1umTrzdbrOw7OLk6/QIdizU0xt9EeDsOPzkrrS04uZsjAXluG9Jp1dzNUM0tB+RuzR73y+Tjxc4/3TzS+t0lvIVRFEYq3QRu0shKkR2f7bK8YebAbmwRyxuBzme4nT0cJNCqVHSmhBdFUSB7R9WuT2Lcvj+WZJJqRKplRsc/3TD1rslbs+iE5uzFDMUQ1ZK9YEFx9breZJj5L7+XPD7iOhvJ8rtCqfFbjrCqnLg17kptbIk693BWqD7AM3pltAJOUrNj0x6dFWiiXxz8gpVFFQ4NbuEqye0pe6AWu/5tMdqZ/i060Rrd7Ql+YdPLVpJN6anG3LNPPlmgT3rGseFEI1Oq/f5z4TDo/EQKj8PgEalllWDj6NcjPepe3asAQ4z3cjOa0eQcqfKbVl+0p+UureqdKwYPDwUivzTcIh3rgAfkqOEptCYTES/c83xY1RGzFuSCBjMREqDpC9UKmBUqnjp8vK1F0E1qtQDRFQA9nw+4pUi72Pyk0m+XucHX5Cf7iaTMJNaTbJQQaJb72oz66cS0RW7jf278RPKaSxJwGrGpNcQSQ++l1GjpsAokRIEeL0c4PghTjz/TGyGUzf1VpuP12HMei2vFwIcXEYHuq/7bT5frvjYnyAm34/hkojNRTflUoMvE1KcpXIdr9NETKY7eRy2N/18OQszphoGiW49Z39a3WU10ipUUIoiTanDy/WumP8kqFSz1bwadBoMJi3ZRAlRKSKKAopePZoodn9/+id0/y8IIoZeZ7O53cZq1T/9XXh6Te93Ueh2svb+JghgNGi5CCU4fpgcgTXq1dzHc0+/z2qL+wiNWklZaJEp5FkI2LmbYpqQldFaLFXraK1K7DYDmR55VAwR1uUlF7VKg68yrkkdCRTa6VNPIl5AkuD06wM7r+Y5/nJHZ0xWYRoqlQZ3VwnmFp10mq0BEfknfMO17K8bDYcy2JxGsoniWEOCYSvQR6ys+zjqI17TsPV6nuhditujMJHbFDqDhrU3izSrTa4O7+mM+Xw5SB0Jo1VPcYKeZqfd4eCPz5lf99Foton1XbfNt0tTSSh07TW33yxz9KfyEemlFwGarc4AAX1Evfo8U598uMEVsOHyW7kfE6W9OwmjVCpojcmi9EMUBV68XeTg8x3+xdkc9X6PXw1+J4hoP3LNPLlmd/Xt1vhwamzYlVVMaifF5idmiVPolD5ojl8Z29VrlNpV7isHA9szjeeHI147x6ddJVYL05KpZVUr5oHZOkclJM5L5/h1LtodDQ/VBLFaHBERh8bKl2z3WPUKDetGP8e5OO9T8ivzz+kYAhJvXPNkmgXCldzgOcg0Km2YPKjRcpCK84vCMwn5kAzzM88cv4gPRh5r7RYaUUFdplZ0x+bhU2x8qtuh1Y0QUYBSq8lBMsYP3jl+jD2gUz53qr5wuZ7qSqfhSzKGy6AnWR4/+K7ZnAPOS19iMV54nZzF5Du6FYDQZET+aBjhXAGTVsNG0DUgpq6VaSby280YtCo+yXjZ18ZEQAqVGh9vInidRtxGI4dX3XN4tPlcDTo5u03MPN8+RlJ9TjN2o46Ty9lSzU7H7ETUaTdwE83QanfQa9Uj1p5yCLgs1OpNotkKdpOBYqXOl8sIL1Y8xFNFMmPsDtXKydF+3WOd6WUUl8OIpOg2IrXbTFy4AqiUClQKEYtJx0N0NqWEfiwvugbsDMe/zj1QUvGtRHRtxc3nuyhWo5a61MRtN5IY06Sl06oIxeXPJZUrM++xoq83qVQalHt2nAaDhuVFF4cHDxMjO9d3KXZeBjmeEoH0+Sykw1kO9u9ZXvOQSRTHitVPwuPxPdymUKoU7H63zOGnW6S+BdvdRQylSjEgkj8RvbrRve+XKOerT7ahcsjINEIJQGpGy0vvnB29QcPJpzsWVlzcHXbH3Gq5znGvSchkN7Gw5qGcq3BzHJ6JWBssk4noI+7Po6i1SnZ+WOHo/TVWl4mQjG3pOKSSRQRRQOobI61uM75FFycTUu65oXEkGc6iUIrs/rDC4fvrkYxAuVBl5e0yV1OckwwmLb5FJwcz+tb/WvEXMCL6Wyff9C3INHJohCaClEEl6jEq56bvBCgEeWFmjWjGqXlFpHZLoTk4KZtUXqqdwcEmXrvEo/GjEkY14Jqd2aRa+pGoJ8m1ouxZl6m2KywZHdhUDtSikj3rEp22kvepe0qtwYjkcIJVQuBjMsJ9vsSedQGPtivvpBTEp3S/SanhrXURn8LJYSLDp0SEpgyx/DH+wBvnqMalRT3aibhgtHKby9Oa0JSiU423iJTo1o2+cfsxKNUsWW3seNwcZRJc5mYrpai1Wsw5rGP//torb/9ZE9pj9Y/fBYLcpGabUIq1OufZNK9Xn69ZPxEVBYG3qwHSxTIXUflzyk6RAYplS3x9iLE452At6KRYqeN1mEhmSmPrLYehVSsRBYHXG0HSydLMJBRmc1cCQACr3UCp1yhi0k4XD1/02SmW66R7ZLPfker4Jk6t1eLVurzmqmoCEd3d8KPRqfl8Fqbd7lCpNrgKpdlen82/fGfdRzia4/giSsBrnWmfR2yuebl6SE01LlgM2Pk6ZDowru5YDq+2Any+e0zpQ7ZcQzIpMY3RqJzz2pgkgHEfz+FdsKNSKYhFc7zY8qMWRQ6/Tiahj4gkC2jHCM8/ItdXGnF9maAjwurmbN9JPwp9ZKvVbPP10x1zK248gWcpq2q5weKM5gQGo5bt1wssbXq5uExQqTawj5GAAsimS2iHdFZXN/1j6xgfodGq2P1uiWQky3WvScxokE8dFLMVDt/fcHMex+a3s/uXNphbnyxPJKfTOg6NWoujX1zw8g9WWXk1j8Vhwmw3zNTUGA9lWH/T1e1UqBTs/sE6tWpzIgkFSEVzIzq97VaHgz+9ZHnLj1XmmmvHqSP04A3aMVj1XMg03f0efz74nYuIPsKtceJW10g3PjGv9ZOqdaOXds02HalGoXk1dt/RsV3ArX1JonZPvnosu49e4QJGB5VE/QqXZolkPUFT6uvWa87WDDV6bG3OS6esmoKoJRuhkhKpreZ9clK9l/xA0ZbgfSKMWhR541qk0q5RawgYBD0H6Ti/KE5P4UrAcTbBmsXBRf6ZOBnVahJ9ZVp2tY56U6I45bxnmVY/JSL81fll1JKCTLWGKAjfFBn6HI8wb7VwnxusZ3To9NyMcT66zmR5N+/n81D63WMycvTwbU0prXaHD6EI360H+HwRRtUjbnNOC2qVgo9X46+7SiGSzM0WbbyOd9Ou360G0aGg1qvR6kgdOh2JVrtDq92m0eo2BdUaTWqNFtVak2qrhVqrolVrdXVBv0EyrThFYPsRw57zBu1kK961ORfheI5KX0R4WAC+XG2wfxlhc8lNJlcm2Vd3qFCMEtF5nw2VRvlUcwnd9PVNT880ni+hUiloToiSzflsHJz0zkOiW8oxg+UodGvjHol4YUKdqyAISIrR+7wzo9LAypyT/Yfnc3x8l3CmwLrfQf02M6IoMO37ADh7SPKzN/O0MjWODr5N8ieTLbO3HeTrR/molNdnGYm6FXJVivkqu+8WOfp0N5OTl06vlk2N310lUWuU7Lxb4vDjLUjSRGKsVClY2fCBQuDyIsZhT+LIH7ARvk1hsxuYW3LycCMfKXR6rYT69WinyNw9dvsf9KWstXoVVzM4KWUTBbKJblDBvejGE7STCqWJDlnUjnOgeoTDa8UVtKPUKCkXakTvUkRuUzjmXIRDOQAElQqLVY/RrEOvV6FSK1EoRCRJotVsU682qBRrdASB9b0FctkyBz+On3/70Wl38C44idyOXtOrwxBGq571l3Oc98mKhc4iY2tf13aDPNynRty1fmMg/b5r/ncG2+ZlKs0DCr3IYD8Ny9RPALCqNxEFyDVOR/Yvt58nepMqABi4r8gT0EdIE5p8kvUbHOoFso0MdamCgJJIdXafaxEFFpUTg8ICqKm3JaKVMhaFwEU+OVM3/CQ0Oh1+EQ/xB85Fmq0GCpXAitnOVSFDfYrcE3RT8elaFY/OSLzajWDo+1LnalGBQ2PiPDs9lVNpTScxr1xe/oPIJYt6B7fFHGa9hhWLHSUKHvJ54uXJBRhtScJi1MIQEQ0YzBzExpPKu2IerUpBrW/C9mgMHDW/rTHlET/dh9ld9qLuKHi7EuDrXZTmFLcZt8VErDJ7Q9Ccy8ptLMuCy8r++exEYc5j5afje2x6HU6/BUVTIjSjUHQ4npu6OAj6rBxdD3b6apTjh6MXix4uH5I0hmrgxjkRnd4l0GtV7G0EuqlsiSfCD91ay5WerelwScWiz875dfc+SGRKvFkPsH8kf+0UChERYSAyeXwewec2E01Mb3DbXvdx0LP8vAmlsVv1sqUFLzf9fL4YjeDMEhG1mnUkGxVa/efZ992cx9K8WvNyehIZyObWJpVJCLC+6qGjEqioJAS9yNabOSq5GnezitUDh2cRXB4zyfjotfJ4zCTuR2tYHz3cVzZ9pCI58lNSyyazbmyNZqPe4uDzPcubPkrZMuG7xIAMpSDA4qoHvVnL7XWS07PRbImhJ6OUzZSpVBqsbwc4PxpdTJr6TBg8fuvYJiWX14LVaeJMRrh/Zc3L0S8uZPYaj0T4Wf4osO7H7jYRvUqQimZR9mVjjFY93gUXOqOGWrVJPJQhnSqRHiorWHu1wMHHOzbeLHD2NYTUkchnyuSnlExIKiUut5nM+bd1+JttBlkiClDKVTjfv2fnZyuc7d/TbLTIp0ssvlrg9mKw3nrnuyUO90d1YH/j8Jt+fL8C/E4RUb1Cx4bJRro+3A0/OlnlGt3CabNqGZVCT7Z+RDdprSDfjKMQ1Dg024QqJ3SYLuFSmOIBn27cYVfPkW+KKEQPTWl08HwknHqFGRENtbZEplEmUcsRqVSA532MSh1nmTBzBhf5ZnWiSP0sGmlv7EH+OH7HS5ufHxPdAVAliGxZnVg0OkrNBlf5NNUxxDRTr7BosmFQqii3mqjF3q0lwbbVN1P9JkCyOnlSCRrNXJVSIIDbpOc2l6PQqPM5+TxBBG0WAnoTtWbrybFpGF8SMbbcLs4S3QHuO1+ADw+TjzFZLvPDXJAP111S8trn4+vtbNJOjzBp1XjMJkxaDQqFQLsjIUgCX28iU0kogM2gI8ZsRHRrzsVDLE+51qBQqeGyG0mOqQcchkGnoSNJ+N0WDi+jqJUKXu0G+XIo72nfj1q9RdBjITQmKqhSiUhKcSQCpxljKfpy1c/hVVQ2wjHJJrJSa/L5IszGgotcodb1rRZgd93PfTw3tmnLMBQlOntIYjHpZH3aX2742R8S/5Y6XdvRaURUoRAG6jMlCea9thEiajHpuAjLl2lMswRVKETsLiNn0cGJfPhKfnmI8d127/ulS8Dkvj+tRsnauod4scxRpDsuzlsttJotKpESjXqbwLIDl8XA9Xl8QG9T9vhbHexjiGgyOvn6XZ3HsNkNLK17uDkfv4A0GLUw5Zm5Po+j1alY2/BhslVpNlo4vRYikRzXY0jQI/otU+u1JucnEXbeLHA4pCXan2J2u8wkbge/U6VKwdbrec7270n2KRL0o5idvQlQDuGbJOGbJIIgsPtHm5iterZ+WCUdy5MIZ7mUIdDDKPRKg6K3KYxm3XgZqCF4/DYOfrphbiNAOZEnM2PWQDWDhe7hL64ILLtodyRi92lMfaYNaq2K5S3fb2Y96O8B/A4R0Xm9H70YI12Xs/4cP3MWmrfQBKMqiE5hp9bOoMBJsVnkvjKbjahaNJBtTF/lZRoP2NQB6h0PNlUZvaIrgl9tS+QaFeK17AjhHId5XZDbfISLYpS3jqWxzUmzYMFg4zjbI9t9eYGm1OEk9xzdUAoC61YnNo2OSqvJdT5DufUcabgtZnnp8HKYjqHsNV784J7nFzId8uOQqJTQKJSyVpw6pQqlCkq95puDTExWjilUyhMqdScelSiy5XFiUmpJVypcZzNPd0NH7P7kN5o4is0WxTlIxLEbdLRa7bFi8gpBwGs1YTfo0KiUdDoSxXqDRLFErlKjkOxOQCqFyIbdyZeHCK8X/Xy9nE7WNVMabh6xt+zn8CpGu5f+azTbuIKmmYjoxryb09vuxK7suf00Wm0+XoRZX3OTT5ZJT3HRsdsMY4noi80An2VcoRQy3qCv1wN87kU05dCcoeb17D6JTqNic9FNq9UeSMPLoV8LFrrp/rW1AF+H5Kr8bgtHMhEygKOzKG6HkcQEf/adjcAIGa7KRCHnAvax90Z7Snp3Z9PPBxlJMTnZp5/uIl0yehTC57QQ7RNgdzmM+OZsnIWSfLp+PpYln52HHqF6sxvg8MM94WiOcDSHRq1k6/UclfzkKOnJeZT1DS+XZ89jaCBoIzomxd2PbKZMLldm9+1it/lI5j7RzNChD93a0TYQWHLw/k+uiMiQYzkM10hKEhx8vmf37SLH+8+d/q1m97vSGdQjhG91208hV+Hgx/Ed9P45O/dnv3xdo96kZX7Ni0KlIPaQoYPQbSJCmEkwHsDqNHHXizQWMmW23i5yMoPlKjzX6T5cJTFb9SzvznE9Q5lBozY9KwcQvk6i1qrYfrdE9KY7ftndJvRmHSffWDby54m/iKn5mZuVBEFQCILwWRCE/4fM3/5FQRC+9nxIPwiC8Jf6/mYVBOHfEQThVBCEE0EQft7b/koQhD8VBOFAEIT/uyCM6RCaegIie5ZlhM4xlfaYgWuGWHypGSZdO0avXEQpaDGrnBiVs0k6mFUBpAlkV5CUWFUrODRvqXSsNDtaQmX4mInxU+aOw/w9oWqK5hTd0UeICFwWnlfGn7O37NrkGzSmwaBU02xLT1HDo2wMp1beN7slSZznkvwYv+cgHaXaarBmcfCDO8hLhxeTSs3XdIx37iCCIPDWGfwmEgogCeA1mGT/tuV0clvKPf1ebTV54XZNfL+m1OE4k+THxAOXpTRmg4bXfh9vfX4ytSp7fg8mlYZqczYtvkqzyaLHxobdSUeSWPc4eLPg591SgJ2gl4DdDKJAKFfgazjOT7dhPt5HOI+nBrzqlaLIC5ebk55cz+e7CG/WxvtZP0KaoSbu3UqQLxeREZJycBNjdX76PV3vE31P5AaJ1Pl9krLQZntr8v0mjInDry65ulJNsvsM4s16r4Z0winP0ny1ueBmzm3ln325nlpTaDZouZfpev96GR5oQhIFAZ1aNbZ2tNOR8Lmssn8D0KgV3Ml8ztV9CqP+uYFkdcE1cYEySaZmZ12ehML4IfHjfYTtNR9OW7eZcmXZxcaOj3ijwseLEKUhHVyb4TnydHgbw+15HsbrjRYHpxGuohm8K052Xs+j18vXnZbqTRR9pRNOx/jGn5Fz6cDBl3vWdgIYzTJ6purJRNRk1rH7bhGjTc/xYYhEosjyhhfljHJf457Jg093rGz5n5qUir3I4eq6j1qvVMDmNLL1ao7LwzCJMV7zj7A75MflcRBFgfl1L7s/X2XxhZ9qvcXp1weOPt7i9Ns4+XxHPJTl6iTC0ovpYw9AcNUz8PvJx1vWd4NT97M4DDxcPWcWC7kKd/dZdv9oc+q++fTsUeBGrcnR+2ucbjN7P1um2enwMCWi/Xv8+eNbIqL/KnACyBHG/wD4h5IkSYIgvAT+beDxDvs7wL8vSdJ/XhAENfD4NP194L8vSdJ/KAjC3wD+B8D/9FsO3qayMKdXkGl8mJx/nmGJoRbMmNRO0tV/Ql0IUGt3BwWHyoFR5aeDklIrS7YxOikohKEBQhKxqBdQiTbK7SbxeoRkJQ50V2lOjZU5vZbbcodKe7bGjn6sGOf403hfWkeQCFWTeHVmYtXRVfw4UoAEK0YXX9LP59SWJFatdlKx6VHZDhIX+eeHXEBgxWxDAOwaHf/hw+2spzQAm1bHXSE3sO0HX5AfZaK+0Wq+eyIzmrTlGjU+Jbvn69EbcJj0ZDs1Vl024LmuUUKi9x+SJCEJUnfylqDQrONW6cnVauRqs1vXPUIUBF56PXwZ8kP/cBfm5aKXwwn+9JXq+CJ7pUJkZ87Lxwm1oHWp0218GcNEdld9HPRFDMPJPFajlnzp+TxLlTpfbqK83PFzd52mLGOPKCcwb9CpyZZrY2tHHyd0QYDXawE+nU1fxIwjgqIA28s+CqXagI1pW5AQFcJYPcp5n40jmVRjRwKjSQu9r+blZoAvY+pGH3F8FsFhNYxEWAG21v18lrH/bLc7LAcdfD2PoFAIVKYskMal5oMeKyeJ2Ws1H9EBjlJJ/mh9Ef+KndMxkmXQlcPqT1s3mm3MQSMJmUhiKJIlFMmi0SjZ2pinkq9wd/28bySW49WrIAefus94PPLtEljnJ1EcThMOl5m7PtIzTu3CG7Dh9Jg5P41w0Kd3mstVSCUKrG/6uL6IP0Uyx6EpY836dExHEeYWnZQLVVLxPIIAiYcMCqXI1t48l0dhTmS0VoehVCm4m6HL2+Yy4Vt00ZEkQjdJ7q+TMBSNXtkOcHUUwmzTk0t2SV4ilse36CQ6hbRVZGptEw9pDCYt5Qk2nsElF0dDTWntVoeDT/ds/eEGV59uaIwZ25KRrmSTnKC+HBQqBSqdBhEBg1FHIfdn66H4teP3EVF5CIIQBP7TdMnjCCRJKknPM5uB3qXsRTn/MvBv9F7XkCQp13vdBvBPej//I+Bf+pYDXzcu4lAnyTVm8dWdfAMbVQG0ChWFxjmCIGFTP68Oq+00ydoB6dpn6q1brEo1c7oVFvQ7ODULiIKSWruBSTWPQ/MGveolxY6Dq0qS09I5D9UbGp3BiVqSBGL1CEtGI1pxemfqMKrN0fVDqVXDpFaiFmVSt2MG4u9dCwMk9BGR6uzNMP2QkLgqZGh02pzlk4gqie98fnadHhTjZgMZaBSD57flcPEhJT/pP5Ty7Lhnk1x5hFah4AdvkEK9TrpeJdkok6xUuMikucpmuMpmuM5muc5luclluc3nuMvluc/nuS/kERH44/ADb5cDKGaQLhnGm4BvhIRCN0p1nkyz4LHJ7NXFOCtPo1bNqsfBl6vJk9VtPMvuxhh5I4X45FPej6DHKvv6r5dRVGYVazKSN+FYDpVycHhZXHI9WU7KodXuoBAFXq74+TSj6P5wnalaKbK3FsBlNXFwGeUuNkho7mJZXo6RdwIm3qcnt3E2lj14nCZOL6bXBrfaHeZ8o9+l0aDh4m48SXyse93dCBBKTH4W5UoT9Do1DZVEbQJBmtRINuexESoWRq7dMDbmXZSGakCPb+Ksvxgvr1Svtzg4DXMVzY5ESS9vU5jNOubmHQNOTN+CdKpIKJRm9+3C07bhiOXqlo+1nQCxeI7Drw80+iw6FQqBTO8ZOD+NsrTqmVqjOK4R6hEPtykkUcDhNrP7ZhG9UYsnYOXwp5unyOg0rG56ZfU+VWolqztBdn++in/FQzZb4fjzHaf795TyowRsYd1L+DpJq9nG7X++N8uFKo1mB5tLPhsFYLLquZURks+lSiwsT85MTfKsP9l/wLXsxRmUH/farQ4u//gxsR+BZTe+ZQ8HP91QrzXIJwtsbM8W7f09/vwwa2r+fw38D5nA6ARB+M8JgnAK/D+Bv9HbvExXtf3f7KX1/74gCI8CmofAX+v9/F8AZhL5VIsqXlvnqbU/0ejM1ngxKTXv0GzSbieptp8fMAXjo5SNTol0/YRk7ROV5gV+7TxNychNJcNZ6Zz7yjX1zuQVWLsnuRKthVg3W58be2aAW2PjS0a+MP+2nOSVfbYU/bbVy4eEfH1OqJxny/bLOU384JnjcyrCdSGDRa3lQyrEYT6KxaDmB3+ATbsTYcqSr98a1aUzEK8VaU9YTCiUM5JBCd66/ZjVWn6Mhqi2WigEgftCHptJh1E926LAqOq+7n00zHrQhUEz+2Liu7kAnyekWquNJsVmA5tpVIdVp1aRkYnWuS1GbHodZw+zRcBuE1n0mlHZlp1VPwkZoqga00QEXWHz00iSly+DA69rtTsE+kjY9oafA5mu7340m202Fzx8mfK6fjRa3QnOoFXzZiOIQath/zxMPDM+nXd8G8dtl59wo1OIX7nRwGHWU2/MVkZzch7Fah78LleX3E+STXK4vkvhc1s4vpveJDlMRAUB5ufthDNT6hvHPII6jYpSvc5pJMVKcPIY0GnKv0myWp2pwSQUybJ/GqauFnjxZh6nx8T8qhub7dtS0MNotyUOvjyw+XIOvVFDq9XpyjS9nse/6ODyIs7FaRS5FbrdZRqIll+cRVlYcaGecD7FGZp1sqkSzWYHq82AzqBGo9PgDtjQ6CbLJz2i2Xe/eOcc7PxshdW9eQS1ksvTKAc/3RCZIjDvX3SQiuWp9SKPw9JN6XgevdWAziivLTq/7hubSTj+eMvaGMKn1au5OZvcQxG+TVFtC6zuLcj+3TqlVENQiOz+4TrxeOFJIksQBKrlBhdfQ+y+WZgxZ/bnD0H61fz7TcZUBiQIwr8AJCRJ+igIwn9s3OskSfp3gX9XEIS/DPzPgf9k7/3fAP+KJEk/CoLwd4D/Ed0U/N8A/jeCIPzPgH8IMsbh3c//m8DfBDD5zKwZlKTr+zOfYPdN5L8Fj26PTO0Tw/y62jhHFNR0pMlpMat6mbtaEo1YQykoaY2x8xxG/wI9VL3jhXmJw3yS1gw1onaVE4nxE/V+7pY3jkU+pccXgbu1RkLFwsROe+M3kCvoppvfuYPdjvveEx8wWAiXuxNitl7lfbJ7TB6zkUWjnWSlwlVuVJ7lUWtUJSqwGTSc5ycPsAeZGB6DiXh5fAPNms2OIAl8jA9eO6EXAbvOZVi3Owll8lSbk7/H/tvpMJlg3mbBXNUQzU+uZfp+Pjgxbf6IZLHMisdBuVan0ZcW9FiMPBQHo1RLHhuFYo3QjN3wANlSlbdrg5JEJr2ayzFENlOYXKYhSfDpPEzQZ0XZ6hIM6HZ7AzhsBm5i8laSdoueoMdKpy0RTxVpCR2CFjMGvRqdRoVC2e10b7U71BotSrUG2VKFSq2JSiFi1mtY9Dk4u03wSaYBSg61RgurX0diiKx6HSbiEzrdVxddVFstbuM5VlbdGHUaUqki4TEdztCN2L4IOvjca3SyWfQcX42flEVRYM5nw+OzkDuZoZFjKCL8aivIT7ez6P/KP/sb8y4+95qRVBOafGwmPRc38gvieKbIm5fdxqVZUK+3+NrTYd3d8mPtqNl9u/BccPOopyTwRKD7i3GepJYe/yw9n93m63k0KhFNRMPhDA0rFqueRHLwvrg8i7Gy7uXhJjUS2RMEKGQnPx8arYr1bT9XZzFCoQy3x9GB0hidRYfFZkBv1KLVqhAVIvQ0OGuVOkgSKoXA9g8rxEIZYtEcsQn3nBycfiuVUp1yH2muyaTCwzdJVrYD3B6HaQ/dW40pJQqpSBa9UTPg4w6wuO7ldIaGpnKhxnWpzu5f3uLgn5wM/G3SYti74ERt0HDw083A9sfkhiRJHL6/YfPVHNdXCeozuLf9uaFX/vUXDbOE4v4Q+GuCIPzzgBYwC4Lwf5Qk6b8i92JJkv6JIAgrgiA4gRAQkiTpx96f/x26RBRJkk6B/xSAIAjrdFP/cu/394C/BxDcCUpKQY8giUjC7J66DIk+iyhxabfI1IZlnrpoU8Gu3iBVl/fGBbCoFgnXCzQ7NZqdGpum1xwWZhTpHbrT7qs3vLSusp+N0pkQ+dOIKr5mpjsInRdDLBjs3JW7k3//SlAliJiVOi7Kk8ndcTb+JMU0DVqFkk2bi/dDEdZiUz7qE6+WnvRG520W/DoL4WKBh2KXBCR6f9vzePkpNX0A60gSi3aLLBF1avUsWqx8jEVkn29Ber4655kU2043F4n0RCml8pDF5n0+j0WjYWOCDej384GZSOgjruJp9uZ9HFw9p4DN+sFGjO15DzfhDNXGtw+sX2+ieBymp1T86pxrQFy+H/fxLEa9ZmIUDyCUyKFSKni5G+TgMNxtDBK6DRnJXp2mUiGyHHBg0GlIZ0s8xHJk+ybyVy+CfL6YTqQMaiUvlr2oNUrKtQZ6nZpybXaR6tPbBC/XfRyeP19fj8MsS0TtVj0+r/XpuzCi5KJPGNzhNBL0WGi3OtzdpykPTfCnFzHMRi2FUo35oJ3908HzM+o1LAbtIAjchNOcPySR1AKtdptX634KpRo3EXki32p3uhOuBBtLbj7OQEJBPkm0veh5IqEAR6E4S14b9zIp+iWvja+p8Qu/w9sYLreZ5AxaqtAlDS+3gpwfhdle9gzUbP6y8PmtiAqRarXB4pqHo8/3dKbIXWnHNFNdncdYXvMQvktT7+vitlj05JPyC1BBgBev5gnfpzn4eMfckpPrsxgv9uY4+fx8ftVyY6LA+u53i0QvYqS+kXw+wuowItBNofcjHpK/p66Owmy9WeTkp+unG0Vn0HAzRf8zmyyy/d0SR58HvzvhG8qyOh2Jg493bP58nduvd9R6pR9ydbiCKLD9s1XOD0I0ojKZjKF7/PTLA4FFJ9VGk3TizyaD9Xv8R4upqXlJkv6WJElBSZIWgb8O/P+GSaggCKtC724TBOENoAbSkiTFgAdBEDZ6L/2rwHHvde7e/0XgfwL83WnHUm3X+VJIk2oGMCrfYVe/QOTbIndq0YpNHSRT/zzxdVrF+Pc1q+aJNsoDKfhs/QSzcnx9TT/k6rNuK5e8tgXGNxYBy4Z5CmPIXT/qnRYILQzKx3N4fs9XtsBAg9E4VNtNth3Tay+tGi3zJiv76dGaufNsEpNqsoXcQynPj8l7QrUcqw4rP/MHUSsU/Nw/NxMJfcRZLom6zzlHo1DwM1+QcrPJhzEkFEZlbI5SCba8rom1n7HCaPQxX69zXszwZnG0NOLdfICP57MRhH7s30d5s/7ckarpO783KwHO7hK/FAkFaLY62HvpLpfVyNGEKJ0EzM1oW9lstfl0EWZx1UWz3ebV9hzZQoW9jUCXOCoUXNwm2T8J8SAj75SaIHfUD0EQuI/nnohbIl/C5zLzejPA1pIHnUzpwTDu4tkBe8v2UJpboRDY2w5SbrUGFgTi0MSazpX5chbh8CpGpdNmednNq5055gM2ELq6qivzTjwuE4e92lKf28zeiwCrSy4qzSYHl1EOLiJPZL/Z6lBvtvlyEeEmmmHBZ+PVekD2vNQKEZfdyH2hMKUa/hnDEVGrUUdIJp1vsox2oQOkp3xPjWYbi3+28dBhN7I+5+Lw0z2NepuUTG3jt2Ln1TyZTJlMukQmXebr/j3BZScev3XifpNI0/VFnMC8fcCq02QZLaEBWNvy4Z+zc7R/T64n9G61dksO4vE8qimd/I9weswc/3SLQ6bWeBYYzTr0Ji3JITMKu9tMYYIA/cmnW3Z/vvr0++KWn9YEd7FHHP10w+qL5zFQoRS5k6krnYbTryFscy7cPZWP/FDGxx20sbAd5PDD7dj6U7mGzPBtimalyfK6R2aP3xBIv6J/v8H4pb3mBUH4lwVB+Jd7v/5LwKEgCPvA/w74L/Y1L/0rwD8QBOErsAf8L3rb/0uCIJwDp0AE+Ddn/exyu8xx8Zr9fIxo3Y5W+QaH5iWq4e71J3SHZ5NqDo0oUmhOb3BqtuRJkEkVJN6sU+sMpmOaUo0F/WyDxbiU+E3lnDe2+bH7RWa0TgSI1LKsWwYLyN/a5/gpOXtULt+a3BEeMJgxqNRjU+dtJNass9eaXhUyvE/es2g3U1dU2XY5eef18YMvyPfeIK+cXlYsdmwa3QhdzzVq7Hq6xPmN24dVreMXkZCsmP3AMcp8F18SMV4GvLLdtha1hmxVfqJsdTr8FI/wdjnwRFbezPlnivCNw4fbELtLXb/oVquNALxd6WprDjsCfSsOb2OsLbrwOc1TZZC0M06cj7h4SCLoFWh1SoqFGl9OwpxcxmR1MvsRjudYm5t+z2wsuUlmS8RSRdYC3fs8ki7w6TzM8V2cervF6ryT15tBFv32EfIIkC/VWJxzAF1yedcXdVxfduPymPl0HqY6FAHvlxkaRrvd4fI+yefTELfxHBabgZ3tACCwsuBkZ8OP12Mmkirw+TTMxV1SVpS/2RqcXO9iWb5chEGAvY0AC33ERK/XoDGrKVS/QYFj6NYJuM3kyqP39eFdDL9zUChlyWefWI7wiOOb2MTGJejqnDZyNS77BOkfIlmc7l9KzQ+9Qc3WTpDDL/fUa02cruf3ubtJkS1U2Xm7MLaBc7jUYRjXlwl8QRs6fZeM6oZqPAPzdla3fFycRAkPuUK1elG9dKLI5quZWiJw+6y0W23ODkKsj6mfHAeNToXDY5F1JXL5rFP3P3h/zU6PjErfUGGZjeefIstLG96ppgbjEH3IUKq3WX+7RDKSRVQIIAjs/HyVfLHO7ZS603HR72Kuwv15nJ3X33Y9f49fHb5pdpEk6R8D/7j389/t2/63gb89Zp994J3M9r9DV9rpz4R6p8F58RYAhWBgUb+OWSVQbt5Q6+S6n0UHp+YFpeYFbWm21Xa9HcGkXKXYeo6EGJV+ks021bZ8NCBeOyKo2yBUndxs0ZrgD31TOeWdfYsPmduB7Yt6Hx+S3yZpcpi/5zvnEs02LBvtHGS+zVrtIp9k3mTjvjia9li3OklWy2Qbk6/nOJkgObh1BtxGPR+yd2xbvJwUxq+k1VoFDo0Bi1qLXqFGKSgwKTW88wT4EJud+I0TBP8Ui/BuLsDH+zD9s5bPaOKiOLk84n00zMt5DzpJyfF19M+0GpUkOI2nWPLaqNVa7C74+DRLdFXokketWoVOrUStVqJWKVEqRJRKEVEUEEUBi1bD8en0DnA5kjIJLzf9HNzGCFrM6E1qNt0ejs6jU52AALQTrD4B1uZdXdvOHg4uIrxa9w8oBrQ7Eheh5wnYZNCw6LWjEAXCiTypnqTSl4sImwsuGs02dw9pnHYDLpd5xH60H3KkdhyyhQp6nRqdUYVUg88zSFIBY5uhqvXm07kvBeyYDVpEtchPV9+22OmPiO6t+vl8Iz9mdQCn00Qk9RwttRm0zJqrSNa6jUvNofMxm7TMua2c7MtfD++cjdSMaf1HLC67KJXqnPQ5XQ3ritZrTQ6+PLD2wk8qlieXHowKliZIED3i5irB4rKLeCSPurdAs9kN+OcdnHx9GKtVG314JqZX57GprkQev5WTPjegTLqMWqOiUZ+eBVGqFMwtu8c6Jak1s039xx9v2f5hhcvT2eeOdLzAzvfLHH66Q6ObnBGbhkqpzsVZgp2frVMtlJFEBYdDMlDjMMl1rd3qcPTTDTvvFn+jxO4FfvMbi34V+J1xVoJut/VVuVufIqBgTr+DQ6XBoixSav5j2tK3rczMKucTETUovWRaUGlPGhwljIpqf039mOOcPBlfl094a9viY/b2aZsoGYBvG5gBDnL3/Myxzl2zMpNv/DD8RtMIEd1z+jjJJqh3pqdqLnIpVKJIc4oDzFtXgMtynJN89xyHJZyG0ZTaxGoFYrXu6+cMVhJVBffpIm98frKVKjf56cS9IePg9IgP0TDfLwT56e55MDepJw+sZo2GdbeTZquFANToIKhArVSiVihQKxWoFYouIVSIqEQFClFAIYooRAFBEBB7/+CZAmuUSrRNkXK1wd6LAJLUJdHtTodmu0Oz1abealFrtKg2mtQaLcpSi3KjNaYNEF4t+ohmS9Tp8GLFO7GJ5jaWRadRjUQH5bD3IsCnXhTYZNISiuVIF6q4HUb8dhNH59GJ0dzTq3jXc12mSUqrVlKoVEeer4u7JH6HmUha/hkpVuoc9ElmBdwW3DYj9UaLSrWBx2LsNhLdxEhMIKEw6qQzDjqtio0VD1+uIrhFE5dXSV5uBvg6Q4S8NqVhDuAmkuHVVoC62OHlpr/bIRxKzbTweVwfeu0mTsOTu/O/3kdx2YwksyVUSgU33yAQHk8XefsywEFf49LWmpf4Q47TMV7rAIXq7CUnggC7ewscfX0YIR/jmlwuzmIYjVq2Xs0NOANlUrPVDt5eJ1lYdqFWK9l9u8D5UYSjCXWtbp+FZF9NZrlcZ/fNAofvb8buY3eZiN8/L3pTsTy73y1y8CeTveYFUWBlO8DZhOOZOUopCuitBsxOM3qjBq1OjVKlQBQEpE6HZqNFtdKgUqiSz5SeFhxHP92wvB2Q7eQXRAGDSYtWr0GnV6PWqVCqlChVCgSFgIBAR+rQbks0my0a9RaCTo1Nr+bow+1sxw0z6Y4efbhlad07tjb49/j14HeKiPZDQiJVT+PV2sg1/hiBNjplEK3ChlLQIEkNGp08lVaUjjRmppa6k5pe6SbXUlJqTyc2mcYdG8Y9Tkvjrdomdas/4qZywhvbCz5lb7CojHweI9n0CAEBh8aIXW3AoFSjEESaUptKs0652cKq1RI0mhEQKLcaRMtFMvXpovWXhSRKUaDVIw7fe+b4KfEwc5Cv1GqwbXNzlJWf7MxqDWs2O/vZwUFTIc5eNbJgsJKvtcjVi0go+JjsTvQ7bjdCR+AwNX6inZaSfh8J8cNCkPc9MipKoyREKYpseVwoBIGjWIIPD2G+9wd4fxdmJ+jiJJSk3mwNOBZ9K97M+am3BPavf/k0fz/erQT5dB5iZ95LoVzjsBzj9WaA06sYdZn0ZKcjsRCwDYjDD0NUCOys+59IKHQdhB6RyJZIZEv4PWacJgNHFxHZppl2u8OS1yZLRDeXvXyWafqq1ZuoFUZUCnFio9kjwqk84VR3gWXQqXE49CQSpYnam48QZiCi2+s+ItnC07VwWgzEo3kubxP4nGaiqcmLylp9euPVzrqPz1dhXq0F+HDfM2lwG5mzW4jE88QnKClIEihEAYNePVXtod2RCHitJLMlNuZcnM4QQe/H4V0cp8tEuVRnbd7J0ZfpEajb+xR2m4HcFCtZq12Pw2nm6xgf8dYEMlIq1Tg+CvNib577qziiIFIoy0dEDSYtTpcJvVGLUqWg1epQLtdQqBR8/tPpTaouj3mAiAKcfH3A5bOQlGm08c/bOZU5p5P9B9xBO4kxjUYAL94scvRhPMEFiD9Mb3rV6FTMbwSo1VokZ2yU0lv0mKx6DGYtvkUnKpMWm99Kvd6iVmlQqdSplhsUa02KtSaMP40nbL2a4+jDLcGgDaNFh9VhIHI3/fhbM4638XCWd39lfabX/lrw+4jo7w6COicWVZ52pwBiBQmotCJUWkPyPYjolAG0og2lqEWSmjQ6OSqtGOXGOSbVCrmWSLE9/cZ/RK19i0bUUO/IrzpbM0QSAW4rx7y2blFrq7jKRVCLCtxaMxaVHo1CiYBArd0k36yQqBZI1Yuk6oOTyo55mV+kbnlnW+IX8cGEml2rw6s3Y1Kp6UiQq1cJl/JU2s/RiEy9ykuHny/JGN975rryTN8Ig0p+tblt95Bu5tnP/vKpkQWDjVytQbbeTXFZ1Bpy9e5kcpjpkqZlux2bWsfXeGykLKLWmj5Y/RgJ8cN8kPf3Ycp9BGHJbsNp0HOZynAQfV4oBMwm9h+6k3WqUUWrVs5EcMbh9byP/asIIl25ptv4t5Vo9EMUBPYW/U+uRaq+esfPl2H8TjMaQd5+UqcdHzXQaZTMzznYvxwkynKLrkiqQCRVYC5gw6zVcHI5GoG8fcigEIWByOnKnJP9CcoD99Ese5uBASI8C1aDTj6chVGIAq82A9yG0gNOUsOY1Mjmd1swmLUcDLljqXoLq2qtidthQqkQx5YpiIJAY0o0Z3XBxclDAkmCu2gGkW4aPZ4rEc+VEARYW3JiVKk5v0tQHWnokHi16ufjjCn9g4doV9t2RncbpULEYtJhNGjQa1U4zQbyd4WZSCh0Je6CS86JRHR9y080kuVqQjf3sJSQHI4PQ9gdRpaWnaTSJQyGLtlsttqUSnUyqRKlUo3SEPnZ3g3y0/trltc83ExryJF5DlqtDo4xRNRk1hGRyRq0mm3MDtNYIrr7w/JEv3oAp89Caqh5aRhGqx6718bFYYi1GSw8H1Ep13EHbdSbHeLxAtlU6ZtLLPqx+3aRg59uQZLodDokIjk0OhWbrxdkiXo/mhNE9B9hcxrRmbRkUrM1Sf4evxr8ThLRPcs8ueYpuWaDbdPKRGMliQ6VVpQKg6t8ARGv/jvqHTOp5uQHexiVdo514x4HBfn9Wt9QN1lqpaE9j0tjIlUvEqpkCTEbEdmzrPCLZDfS+CV3T8BgJVx+HvSyjepIjacA+I1m3FoDWoWKRruFTqHmrTvwS5FQ6HbG90OjULLn8vIhfTe2aWAWTdUlo4N0pUqu8UwazH1E9BHXhe6g7TEaWDTaOUrFKfesE2szyFMB/BgN8f1ckGymynfzARKlMjeZLDeZ0e/CrTMQ7ckixQolvlv4dnL0CL/VxMVDN73VARTqX7q/EI1KybrXyX7fsQynmSOpAiqlgr2tQFdmqO9WLVTlyZnNrMNk1XFyNzoZVyak8h/iOQCWFxyoRQXnN8/R1myhwvam/6lbXa1SUKk3pgYL9k/DbK94OZpgk9qP3dUuyYdu5O/TVRiDVs3eZpDjy6hsxFyus1qrVrK55uXrdZRWbnTiLfc56NyFM+y9CI6tF9VqlJQmlNEEPBbC2cLTsWWLVZaXnFz22f5KEpxHuveNVqVkd9FHo9bi/D6JJMGCx8b+mLpQOTRaHVZXnYSu0yz47ei0KlRqBQqFiAQ0Ox1qzSbleoNCpU6xWqPaqECjgkohEizVMSuU+NecOMwGYqEMyfjkSGxlzOJNqRTZ2g1yuH8/yasEmN7dD93ms8CCg7tQjlKxSrUyPeigViuJ98hcS3yWOh2HVEzeKOHka4iFVTf3l8/3fnDJydkE3c3L4wibb5c4/TgY9ZyFhAI4PZOJqNNrRaFVcX8ZRxAEInczhC3pOi/Nr3k43n/Av+Dg4jjC9uuFX4qIiqLAi715DvpKFzq9RVC92uR0/57d75c5+ng7tilpkpsTgH/BQaXWJHyfZmtvfJPwrxvCN/CD3xX8ThFRlaDkjc1DqPr1aZtOyH9TpFtAxKnZodlJAHVEoqjJ4TW84KF6S2OKa9IjUvUjHGo/6cYoUZk1IurRzHFVrOPVNEjWv033bMe8wI/J53R3U2pj16kJT850IQHRSoFopTt4uLVGrBoNClHAa9bi0BgwKDWIQjeiU2w0SFcrpGvlsZ2V0UqRRZON22KWFbOdjtjiQ2Y8CQWoTalnXTY6SFaq5BuD5Ghc9BUgXi0Tr5YxqdT84Apync1QqXSJkkmtxqLWYlCr0SlUqBUKBKkbmWm129RaLWL5IvVaS5Z8PmLNYedLaJAEfQpFWPbYuY7PNqA/QqUQ0QpKYn0STeeJNK+XfXyVsQidBKtBi1Ov5+hmiKDJPByPEkwbiy4ymTLpfDdFfhvNoFErqfcRBL/bQoM2t1H5c0tPEcMHuO51q68tu5BaEtf3XQJV76sT3F71zeQ9DxCKZXGY9VM/2+swcRkerWEr1xp8vArhsRnxWkwcXg5e62Hy/mLNSzxfmrjYiCYHiciXkxBbKx5OZEThtRoVpYr8/W8z66h22pSGOuTtWnmZJejWm+7fds/B5TKw6LShVikw2XQIIiB0b4OOJNHqdGh1JJrtNo1mi3qrRbXRolJv0NBCXS8Qyc6yEH6+RnvzfvaPHlj02IhGsjyEu/svbrixGrSE79Jk0qMD09VdCpNJO9BA5PFaUGtUHHweX//4CINRM9X1aHMnQCZb4WuP+L18Nc/X/enNMJsv/Bx86r7u/i7Ni1dznOzLk0eLTU9iAvETh+pYdTrVZFYLxCM5tAY1tZ7+6M53s5FQYKJ0VGDJTbnaIBXqfkfeOTvR0OTvWxAFtt8tcXMRf9IQNdsNEMogTekNkD8+BSvrPg5/uh3Y3hl6r4Ofblh54ScRylCUkfyaJFy/vOUjGsnOFDH/teK3QGrpV4HfGSLq0ljwa9uEqkdP2wQE6Ewu7H5+rQKndodGO0q+8RmNwkm2dgSChICFRPUzZtGMSbvFffWC9hQXpbbUxKfVyRPRGaJ9Qe0KX3NZ6p0mC/pvi4KtGL18zcRH7ueTQpTXznk+p2aLhGxaXaTqRS5LBRaMNrKNCsmaPJPV65S4tUYsah1ahQqp0yWThXqdeKWMV2fEazDyOXs/UTXgEaUJeqmrJifRUllWMH9axzV0nZt+Sob43h1EY1Ty4SFCqdSkxPTo6CuXl3Rl/OSmlEa/q7Yk0VR0RlLN07AX9PHxcpTcPORy6DWqidHGfnhtJsQ2XMuQxUme42cPSUx6DdurXo4uY7TaHZYDDi7uu2LuK/NOYvkixQlC95lCGa1aMeDnPQ6Pkd+tNQ+1SpPLuyRzQRtKpWJiSn4YxXKdVbuTbLHCuMutUirQalREs+MXeI9p7tUFB0IbrkPdSNljRNTrMmOx6jiUiQT3w20zkhqK/kkSRON57GbdiG2rRq0EGQ6t06gwWLSyHvDxGZtskvkyAa+VeqfJ/v3sEdGgw8KnizDbcx7SU+o2+7HssXNw0v3ubuNZ3rwIcNjr5L59eLyesLzlwajT8HCdIt/zVG93JOZX3Rz3SOL2yzmuLuLUqrP50DtcZspjjDsWVlwIosjJyeAiIxLJIojCiD99P8wWHZdDdbLxVBG1RikbhfMFbBQmfD83F3E2XwY560VHL75Ov9ezqRK77xY5+NMLtt5OrwntR3lM2cnyiwCxSJ5K39/tbvNEIjq/6kYSRQ4/PZN3t8/6pFwQnqEWtR8GkxaP1yLrxNSWsRe9Oo7g8JiZc5p4uBqsX6/LOEcBbL2e5/w4PLF++Pf49eKXz/P9BmHLFMCsTJFqDD7ATrUbScpN3FdEiVv7CpPSSr7+iWqvS16v9NOhRkeq49d1w/b1ToFU7TMulZ4F3caktwUgUTtlUT+qF9ecEhGd123yKZui3nkkGrM/MF6tlVCxQmPMZ0RqmT6h+/H4zjXHdTFJptGdFO5KWd46x9cK1dot7ss5DrJRfkrd8yFzz2E+wn0tjahqY9SDQtXGMqXr/BG5MbJQa2Yn0VJprGuTaoLG4yP8BhOrRgeXyQz/NHTPktOKy2CY6bgm6Wm+9Hg4i8tPfLeZHHsro2L347Ab8MiSUIBUucrWwnSzAYAVr4N6pUlsjPf6tM7SYqXOwW2MV5sBNCoFxp4A/Paal7tUdiIJhS7hctsn+0QP4+Q2wW0iw9aGlzmXhXq7NZZQjsPlQ4rXq+Pv150V71jb0ZH3iqS5iKfZXvfhthtRq5S83gmSLJc5mcEP3m2TP/98sYbLahpJDMh1eosKgWDQJktCAcLJPH7bdO3NrQUPH2/CfL6N8GpxssZnP0xqDe2OxNe7GOuLs917KoVIp9IeWHzd5/Jdot0HSepGP7+chsm1Gixte9l5PY/RpKVJN0L4YneOo68PsraU42CU8Ux3e8xs7ga5vU1zcz1qaZtKFtnYmvycLiw6qVYGjyOdKrExppZykj3lI7K5CgplV0ljJggCd9cJXv/ROudf7r9JJq+/E/8Rm28WebhND5BQGB+cM5i17PywTOg+w8PQdXQFrE9EPp+p4J+zz3RcDpcJs0nH9RipqGHDiUek4wVioQwv3i4ObG/UWyNa0LvfLXHy9eE3moT+RfSa/60moiIC39vnKbaOqXVk7B3V4ydAUVDh1u5hUJrI1T9Raz9PKBb1Jtn6c3pfIwwOOuVWgkz9C0GtG792eeIxqoQs4tBlbk6ICM7rtvkxHR6QeKp1Zht8LSodjZaSfHN8xC7dKLEzwTFJJSr4zhXkY+aO1hABPshG8eq+jVQYlWqWrWb+OHnJbSlNuVPjO3eAReNk8f9is/7U4PGIdbObcLH05EUvh2kaj9+5A+RLNc7T6ScppuN0iobQ5qV3uttGvi5PvESgUJmsQfglGsNvn04WXCbDU/3kOHwORfHZJjvX7Mx7icRz5Md0AgM0Zuws/XwZxuYwoFSK7L0IcnQXnyr+/QizcXzaeBIEQSCeKaJRKni15uflqh/vN5DaL2dh1oOuke0vljzfXLPrsZmQlN3olt1n4ON5mOaMk1m/49cwzm8S7G0MEhi1TFR/e93H6f1k0us3T74frEYd4cJzvd5FLIXXOt39aHfOy+nD82fn2w0UiunKAXvzPsJD93GqUGFjazwB7nQkLm+SfDkLU6KNaNHw4s0CrXYbp9ssazIxDso+Amg0adl5s0A6X+XkeHIkeFJK1+e3cjSmfvPiKo7FNmqqkp/gYPSIeCTH27+0RqcjsbE3z/b3y+z+bJWdn63y4vtl1l4vsLDlx73owug0IaiVmBxmOqKCre9Wscz4XLgDVspDWqk7P1vl/DAsa6OZGbYvFQRevFtCoVZx+PFuRDPVajdwOqRdap/BnCCw4KDT6gxorQ5jki5os9Hm+NMdO98tP33vkiSh0XYNB0SFyM53i3z9dPsXMfP9G4/f2tS8Raln1aQl3FcPOgyDosxwBl0hqHFqXlBp3ZCrfxzZR0BJszP48JWaZ6gEC80hHdJ8o1sPs6hbp9Ruk2qMTm75ZoRN02uOi88SH2251LwkENBt82N6tD4p35xecK8SlFgVds4K0yM0+9l7lkxOboqDD71TY8Ch1/ExI19/VWs3WTM7iVVn6zC0qnV4DBouinEQYNFk46dkiU/pXj2Ww0dHgsMx0lQ2jf7Jd37D4uYun6cypbmoM2aYsWq0LBlsfAg9T0IG1bMrSq5eI1ev8f1cgP1IjOYYfdG7XFY2xf4m4OfT7ZQJrtVGb1dDlrGhBoUoYNfquMhM1mpstjvYbPqxqeU3K129ymklWrN28wuCgM2kp0YbBAmP3UR0jGbnMFQz2G3248Wyl3K5xlHPDvPVZoDP58/X1mbWE3CZUakU5IpV7mJZWRHxjiSRzVUw6zUUepFbh8XAQ3JyalevVTHnsaHXqak1W4RTeaLFEtFiie1FD18jKRbmHdzJRJbkUJviJnVwFmEp4OAm3H0/pXJwAbb3IsjHi+np2mli7D63mcPQ87NWrjfxWiZ38GuUCpK5wec9lM7zbiPAl+Pxx7TitXNwIk/2j8JxrBY9ufzkGt52u4MgCsQzZe5uu1E3jVWH12XGbNSiEARqlQaZVJG0jN97s9lGqRLZ2p3j6irBwYQGoH7cXCdZWHJydzP6DJpNOmId+ah0tdpkZSdA/sPzGK7VqQnJaGn2w+Ex4w3YKZUbXF9OH78BzFY91UqDTkfi8OMtGq2K3Z+vc3MSopQbf10dbguJvlT77s/XOPhJPq1vMOuI9RHDwJITlVbN8QR90rlVN18/Dc5h0wT4VzZ9RG5TVMuTAy6z6IIefrhhccNLLlkkly6h0aq7zXnrnqea3t94/AVkyr+VEdEVgwevrkKsNqU4u/1M/hSCFo/uNTpRS7b+kXpbfuVl176i0hocQLvp+fF2YOn6OfXWNcv6NUzK0TREsXmBXqHvHYdi5D5TosSl2eo28Mgg0yiiFCZ8VZLAqjE4EwkFaNNBqx50tV+3OBHFDhdT3uMgG2XPPj3F7NQasOuU3PTVaFVag0T+KBflJB9l2WzlO1dgJAJqUXcjaZsWD7czkFCQNwvYdXhQtkT2Y4MpH404ug57HwsTtJsJWuRX8dVWiwW7dfB9FAruU7PVrZ0lUrxeHn/93swHuIjMJhh+EI7zYn4wiisI8HY5wP7ZdBIKUKlNHvxNeg1vNoI4bUYO7+LcxXPsX0aI5YrsrPoGrCbHYVIdaj82F90s++ycXEa575OPyg4RlmyhwuFVjM+nYW7CGdQKBevzLl5vBNlcdKPXPhPfdL7MvKt7jKIgYLPoByLXoigw77WxtxHg5UYAv9dKud3iJJzk42WYo7s4ub6IckeSaDTbpJs17NZxlsKDiCUnE/Z2u0Ol3MCg65bM9KdnX276ZyKhANfhNBa9fPR5by0wQEIfcZXI8GphfIRyd95LPDu68DyOJrCZ5c9fpRBpl1pj66Gr9RbBxenpWr1OzeVVHFPfda7XW9yFMhycRtg/CXN6lyRRrqG265nb9PLi7QK7bxdZ2/JhtOiwOEx8/fJA+RubUgwyUfzVdS/nJ5MXm0fHYfzzz+cWmLcjjSH5VoeBnXdL5HNVjvbvp3Z5P0KpVGB3m0gnCk8LsHqtycHHW9qCyO4frKOXKUsAUPSihYJCZPuH1bEkFMA337W/1RnU7PywQjSS53aCTJXBpOVCRmM2dJtCHFNysPVqjruz2FQSCuNT88O4PYshiAKL616sDgOeeTtnYxymfo/fDPzWEdG3tnkanUtKrdzE19lUTiQpgVLQ49G+RisqydY+0BizmgV6DUrH8n8Tpg1kEsnaAaKUZMWwiU58TnnVOyVWDV3CoBAGo0MaUYtesczX3PjVelvq4NGOT728si7xOf1tD9pFMc5bVwCAd64gt+UUqcZsTQjRWh69YnyUy683o1NJhKqD1/qikMCsGh3g78oZPmUesGnV/Mwzh6X3Gr1SxZbVw00uO9Uz/hGNzvNgrlEo+MEd5DAaJy3jD68cI5p/ncuSblR4E5AnjHbj4AS85/WRKs3ewHGaSmE36ka2b/lcfLr8Nk3VTL36RFxUCpFXCz4+z2IB2kN5TI3nvMfGq/UA9XaHjxdhEk9Rse7E15EkDq6j3MazbCy6WZ8fTYE/ojpFnH193sVqwMHZdfwpKtiP+2iWZf944lJrtDi/6/q7n94kqNVazHts7K0H2F31kUgXebMWYG89QKZYZnvFy+vNIKsLLlRaFbepHJ+uIuxfRQil8mMblj02I2cP3chcplhB79ShVk+u/7ObdOSmdG4DJNJFlv1O4Lkrf3PZzddhlYMJ6EgSK87R6xRwWjiMjCcQH2/CvJgbLUtxmQ0cjvn8Sr2JP2CV/dvevI9wYvLC7MtNhIBffv9HrK94KFcaU13ZoKvPenuf5uCkS1AbCoFKs4XGqGb3zTwrG96p31U/zk6i2J3PY64oCtSm1EMDSB3QW56fbYNhlBCaLDp2v1uiUmly+OmOVq/EZVrk/BEbL4Pcnne/z+F0dbXc4ODDLYJWw+4frI84BpULVdQaJWuv5jn6eDvxc3QGDVtvF9EYtBxOkEl6xPKWb6R2FrparnOLzpHtu28XOfk8e73mt9R1lgo1DDYDdq+Vu6vZAjS/KfiLWCP6W5WaNyo1tDtZrGoPktShI3Xo0O7+6/T+L7VpS218Ggse7WtKjTOy9Q8zvb9e6Sfblk/1l5pnqEQrzc7k9FdHapKo7qMT9fi0W9xXr2hJDeK1AzyaZQqtZ8JiVJiptx2cVaZL8di0esLV0cjKS8siPyZ/OX3PbKvIf9y3xB8nb2bqZH9EslbiO+e8rK7ogtFGgyrx+mgUpU2HNbOTj2l5spWuV0jX79AqlPzgDmJW6PmciFOfYMM5jHKrOxCuWOy0Gh3ehwa94vshTtCPqrRafExEeBv0cxpPUmk+TxLNvtIKs0bDSfTbBrpSvcGy30um9ExQrHotyWxpqi7iMMK5At8tBzh/SBK0Wfh6Obusk1IhUq09E3dRFNhe8lFpNLkMp7hL5kb2kQtyPdYuLgcd6NWqrkRU3+vGySitBp2IAlxMcGt6hHlMpE8OHUniPpblvtfYo1Ep0GlVVDptkuUqyfJsEmzDCLgsxPvS1NexDK/WfZwcjo+See0mcunpElYAh+cRXm0FEESBeb+N60SW9jfK37SH1AmUShGFRqReGB9tk4BwJo/DqCddej5Wv9XE1wn1jft3UbbmnVzeP0fwJ6XkB45TAq1VC2MunUbz/2fvP2JkWfe1T+gXEem9t+X9qlq17N773Pt93T1AQt0zEBISExi2hHoAEiOY97QHIMEICSGBEBIgISHEhFZ/dN97ztl7L1O1yvtK773PiGCQZTIrI826Xx+zzz2PVNJamRmZYd/3ef/meXRc3wxIf7bwfdJ1oijQbvfp9xVisSKxh/SyXi+xthPCajFSLjaI3xcmdsfLskJ00fMkdL77emGqhecwLi4ybO1GuDhO0qw932tWm5G1VxEuTlIcavilz9OI9fqHFb4N2VxOiqI2qm0Of7nF7rKw+XaZs0+39Lo9qqUGkfUQ5y868y02Iy6fHavDjMGoR5RErE4zv/8vT+c6ZoNJz80UwjdcO6ulEToP+nPUpPvCLsLLPm4uMhx/iaGzGtj/YZXD71AV+Ivjr5w0/inwmyKibblJvD17ojWIeoIGkUr7CIX5Jp2XDUovoagdIqYl7prnc31fT2mSa3/Go/Ng0a9x1zzDa4CGPDjlbr2PfNtEtjNfGtaq0cCwbY/yKT8/8RCBDYcft9FMvlPDZ7TQF1uYDAqLFg8OvYWerJJu1Ug2p6cTPxVirNk9XA/VmW44fJTlMtXeZLI+j3RVW+5zU88TNfjJNBqIgoDLYMJhMGHV6TFJOvSSNJDRUVV6qkJH7tPod5EQ+F1wgc+J1MxIyjyd2L9mkkRtdsKCnavi4FiTteeJccfn45fb70/7HCTTvFsOcXiXRhAg6nBwEpuf0JoNOnwOK3aLCcEo8n49Qq3R4dVKgFanT6PVpdpoadp1PsJmNlJtN3HbzKwueLlNlzi4mXU/TT5p18lBNDMacOJzWPl2lUJRVAovJJxWox6MksTZHAT0Eec3GaxmA43v6JoG2N8MkyxWKVSaXKTzvFkNfVeU8RE6SdSUv/p6m+KHNwscTJDcMRm+rz72/CrD+7dLVIolWnPKcw3jKp7HaJLoPKQx99fD/HIz+/4sN9vsRP2UGi0UVWU74uPgevZ5agoKoiigKCoGnUh/Skr+JU5iWV5vBDm/HI/W7myE+Ho4WOjm8jW8LsuTrNMsvH69wMHBYNtI1E3yQbe015O5HPotm9PE0qIHSRTJpirkMqNj3vVlFqNp4GCXmLMe+BH1dheDUUf8No/JrGdzb4Hri4wmAX3ErPKBjd0IRy/qHGdFUWvlJoe/3uHy2tjYCaEg0Ov02ftpnW6nR73aplKo02x0aMZKMGSWElrzsf12caq4/iO2Xkc5nELUH49tkkboLAgwMSIriAIbewsgiVydJMk/LB5cXhulaovDT3fsfVjh9OB+rjrTv+PPj98UEZ0Xr+0BZLWGybBLszvekPQSWg1KWjAK06OhWmjJRVpykbAxgijAojlCpm3gtt6n0puvrhDgRf8Ci2Yvl5XyzEimQ2dkw+FDEOC2nueqnoE6BEx2zrsVVFSsegNXjVFS4LOaiJo8mCQjzV6f+0ZpRDxeVlV0koAoDAjdK1eAVCc3Yg+qhfNqGrOkpzXjcyGDm1/zCdYdPq6qxadmoln4nX8R+sJc6bxJDUkvkajX0IsiPy1G+TmWIF2vE7Ba0AsSX2PfJyw/jFi9is1kYCfo59MLqSabyYDPYcVmNmLUS6gCdPsytXaHQqNJtdWhUalApcLHhQh1VeHz3fi+mCw6HBYTNpMBk0GHQadDJwgICOglka6/z9Ftml/nTOfPE6BL5CokchX8LhuLfifH12n8dhs6QcRq1HNyPcMOUQPtbp+366G5yw5Wox4ESXgS/l8MuujLCifXad6vR/h8Pb+GJsCr5QCHEwjsrzcJ9rdCnGpYTc5b9wfgdppZXvTS68l4dUZWl1wIkkCj2yNdqVGqz15Ut7t9Xq2EOIxn2Fr0zWygG8ZpIscPa1G+3CTptOd7Nu5yJX7YGTQuvVkIT21g0kJF6T0R2Ufo9RL38VHiF4q65iKiHo+V86Hr4PPZn4joS9RrbY6HOuj9YQehkBO5pxC7K9Cotdl/u4gA393okkyW+fHHFTqNLvfXubm2bzY6SDpRkywFIy5SseJYBLfZmK/2NbTopYtAJVvjbpYd6QMK+Rq5TJXV7RA3Z5MXJZJOJJmcLnp/f53F5bXi8dg0NUJnQdKJyC/WoDaXmdWdCOlkWbM21eW1Unooizn6cs/mqwixmyxtjfKBvxr8BtLofwr8zRHR1/ZVMu1PeG0b5NrfCJt/pNr5eeo2HtNbCu3ZhLXePUMvumem57W3zWDQ2UGwYZUsuA11ar3m3AqhXeWZuHn0Niod5SkN/RIrNg9Bk41Kv8l1LcdXjfrTgMnCaW1AhF95ovycH13NVnttqr3RSWzJ4SRgciKqEuVOm9t6kR98C7RlmZtmio4ye9LtqjL7zghfipMJxQfPIn9IDQYWl9kIczrELdqcfE6l6coy/7CwyO/j0yfFeXzmH9FTFP6QTvAmEiRWrBB1OND3RbIajRyTIApgMxqxmQyY9XqMeh2RqJ16tcP7jSjdfp9qu0O+3qTa6VItdZnl5voq5OfzdRKf3YokCWOiz+1en3alzsuSPUkUWPd50AkiBp2O3oR76SW+R68wV66TK9eJ+Bysh30U8nViE3Qw50FhjnPtdphZDLs5uEqOlDk8et7LisrBZYKPmwtz+6wDUyPLqgoXhSLRsJPEC9/wedLKixE3LqeZk5sMn0/jvN4Ic5sYj756bSYCXjtWqxFFUKm2OySL1TFjAwMSNrOBfLM1d6OYKILdZCJTqfMfvlrhNl0m6negKCq9voIsK3T7Mn1FpteXRxYkp+kc+8uhuVLyLxHLlfm4G+Hw2/O2rzZDHHwbfXb15vkiy8Ggk5OhhqK7+zySJE6V/nlELlcj99B9L4oCC2s+zA4jnXaf1z+tgjBQdFZVFUVVkWUFWVbpyzK93uC89Loyne5Av1K26KHVG3MEmgab3USlNEq4LTYjgiiMyS4B1GfUHxtNetb3Fzg6iLH3bglhDk1TAIfbQuWB5KbTZSLLXpJ32lHh7TcDjddJEESBtZ0Ibr+dRq3N69+tIfdl2s0ujWqLarFBuzU9MCHpJB6fwKXNIDa3lcvj5NQIs/lFfe7FSZKFZS/1aovyHNavf8efD39TRDRiDFDtfRt5LdM6wWvcpNnTdlia1qD0EgpdIqZl7ppnMz+rqgJG3QqqEKHSh0Q7Q0dpsGiWOasP6m6iVjNhUwBRMFHstLmuFyZGOBv9wYBjEvWYRBvXjedBwSzq2HT6MUoSsUaRWDNPrDk55f/Ru8TX8u3T/4/KcXxGK/nO9IabdLtCuv080Uo6EZdZotVXUJrzE5Rpms1+k42j/POxfS2kCFpsZJrTBw5REDCrBrryYCL5fTrG7xYW+cMUMjpc9zkvDnIZfGYzfttA63M3EkCvk9CJ4oPjzmCS6ikKXVmm3evTfPDgbnS7lPsdysMpOBmskp5P198/iZv0OirVweSUrzV4tzy/9ef7lQifzwa/uRRwYW7qyM+Q0wFQv7OAacE/iDDFC1Wub3IIqISDTgJuG4qiki3W5nYFiqfLrC/7uIqPT4gGncjeVoST2wxfL8ejgMPRRFWFz+dxPm4vTDQNGEbU7+Q8Pi5+PoxWp0fTYsRhM1F9EAV3WE3kJ7kQCbCzHqSvKFzc57jPPhP05oR0a7XefvruYYTdVnweG0aTnr6q0Gn1eLUaJF2r43NaMOh0SJL4pMHZV1R6/YFtbbPTpd7uUu90nrIOkaCT60pJuwpDAPSD500vieh1EoIo4gpY2RbCGESRVrNLKlOhNme07rpYxmzS02r3kCSRpIYv+zwlGVtbwRESClCptNjeCnGmETGbBkVRMVoMfLvIUKs2v6tuT6cTWVsJUCw1ufsaw2oz8vrjCqcHsZl1jhbbKBEVRYHoso+LCV3fva6MyaTX1D6NrviQRZ5IYi5dJpuqsDNHut3psT0R0Wa9g9GoxxtwUHjhGy8IAsUJdcQ6vcT2m0Vy+RqnJ0l2jUtPLlkvYfJYcTjN2GwmjCY9Ot2ggl/uyXTbPXqdPjZzkHq9w/1VFm5nl0roNEh3/K6AN2AnvOAhFf8+y+U/G/4eEf3twiQacerLVJ/Ezh+6e+lR7zcxCC76Gi5L0xqUtGAUJq9ADWIUQVyiKutItnM0mnVgdMWWGeogbsotrhrP7/vNeiKmIEbRSrnX5bpWoP0QZSx0q4iILJkjHJSSRMwOFqxOWnKXy1qWo8p8RCZkcnBeHf1sR+mz6/LMJKIv8YN/gc+VY0JmL2GbnqAhwpdicqZz1GUtg04QNUm3T+cg2XsuE5BRWHG4ZhLRH/0L/CE2elx/SMf43cICf4hrn5vqBHH6iVBhPxBAFERqcpdqr0u6+C8fzHb8Pk7iWXSiyKuon5PEdLLzEvuh4EhUr9ad73g2wl6+Dgm632fLeB0WFgMuYtny1G2/p5lqbyXEbbxAs9MjXaixFHSSyFRI5qokhySN3E4LEb8Tg16iXG0SS5cnRrBsxnFXsL2NENlyfaIXvU4SSRTGyc3nszg/bC/wywwyGnTZSMwhz5Up1dmK+mhcdpBllbDXwUXppX2nxPZGiGypxsmtdoq0Wvu+Zqp8qfFEeF12M4tRN812j2SlRmdOw4JHiCJ8vk/xZjnEwe3kdKyiqnT6Mp2+jAj88TrOpsfDr2fP5zIQthNw2TDqdLRbXdKZChWNqF6p1uKHnSgHX2K82go9WYAOI54qT7Xe1OlEKhp+4zCIyH0v9t8vc3iSQFFU7FYj9Tnln0RRYGszxPFRktXlQad4o97h8CCGP+jA57FxOiV6+LLLfe/DModDzUlasDnNY0T09Y+rnJ4m6T3UZTs9FrIP0fpSpTmxBOARFvtoc2CpUCcUdWN3mkd83TdfRzl7Qf4tNiNru1Fid3m+DR3r9VkK4wTS3G51abe6ZBl/znQ6kfXdCKIC5e+o1Z1Uq1zI1rDaTKxth7ieUnLwd/z58JuTb5qEV3Yv1d7zwC4MLStach5Jt4SqvtSpnN6gpIV69wyDOJDn0AkejLofkcX/iHh3n081gV8rMS7qNzTkceJklexc1yeTja7S47YZ56x+RqZzg8NY563byb/xL7Bh8/BvPZuYdBLLNgeZTplfi3ccV1IT7TxfQgC8ZhMtZXwgOCzFCJpmu6w8fs8/+Bc5rl2AoOI32ch3qxzVrwjb9PzoW5yqe1rvd9lxjbs7ffQscVAYb2A5KqWw6yfbki7ZXHxOag8of0jH+WkhOva6iDA3EXWZTPwUiRKx2TnMZPmaTtPo9nA4Tfz7LF/Fh8vWVxTuKhUWPM65t90KeMfqHK8yRdbD3qnbWY0GmrXOWK1nodqk2GiyPUWGCebXBP24tcDJdXokbez1akuQlWotjq7TfD5LcJMqodNLbK4EeP9qge3VUV3Qs5sMdssg5bYUdrOx4ufbTXpqiUTE55wo2P7pLM7H9cjIeDEMo17i/DsWCOeJPK/2BvebdUjI3+208O71Anqzjq/nCVITtEVFQaA4QWVgFl6th1BEgXq7x7erNMs250Rd0UlY8rpp9Xrkmk2kOQncgsdFvd3lulzGNaQtmi3V+XaT5teLOEfxLIVeB1fQxvarMG/3F9nZCOJyDMbSw1gan9dGfkJ0vNXqEpoi97S3FyWT0T6nFxdpHI5xuTQt6PQSu++W+HoUf6pbtWtIrU3cj90ox0eD57L7Qvcyl6lycpJkZTvE8rq2u51h6J7ZfT+bhMJoCtruNLP1fonDg9gTCQUIR59lvTLJMjvvJ+tiD/ZjPEaVTpRwBx1PbkUwaojh9tl4/dMaiiRy+PmO8otIabvVY30rNPN4hqHTiay9inB6nKSvqqCT2NgbH8+10JxSC9qot7m/LfDq7bgF918SAv865Zv+JojoG8cq2fbRi1dHz3yxc4bT9OPT/wcNSvPXiUhYsOrXcRhf4zX9A5n+B77ULfxaSXFSu6bcm1375jFGv8M1fqAfGm+lqPXKqAj8oXRJW2kRtjgIm2fbpr3ER98SZ1VtwtZXFRass4mQThD50R/hqHb5/OIQOXkkpBG7YSohNb/QIQ2ZHRzktCf8htxj16ttvykJAkZVT3dK49Ef03F+ikYZviecRuNMUrXt8fIhFKHZ6fHHeGKkWz5drXGSy/FxdbKf+TS8Cvg5Sz2XT9Q7XXqigsOsLUQ9DIMk0mr2NPffbJleS7cV8moKlMOg0/cqU+DNxhQP8hkDmsmg481qmE8n8bHo6Xksh1ljgnuJdrfP+X2OT2cDwfJWr89SxM3bnSjbK0H2VoO83YkSy5W5iM0mia4ZJOTzeYJ3q4Nmwpd4tRyk/p2d+p+uE7zZj9LvySxF3ey/ilBtt/l8Gp+ZrnY5zJouUdNgMuh4uxPl+DZDpd568li/ThRwqHrCc9h4PsLzQCQTpSpvVufzog886OpWmm0CC9PHpXylwdEDOf0Wz5LvtnEGrKysBdjZj5DNTx6T3T7thYzfb+fkZHLqXZZVVlanL7AAXG4rkRUf345HI7IWy+RF8DDe7i9yOKSe0JuQhr+5znF3n+fV+yV8wdHzpdMPxsuVzSDn3+Zr/DI9GCGsvQojWYycaViYvkxTx+7yY9HXYUy6A++usixtBpF0Ims7Ye6usoQXPez+sEK12eXw852mlugj5pFget5nkdVXkaeIq6ATqZSbXJ6nef3TqmbqfRjV8vQMX78nc3KYYP+H1bn36e/40+A3T0QXTEHK3fmimqnWV2z618Cjg9L4gy5ixKJbxWV8j8v4AzbDPpIYoqV2KXVvyba/km6fETXN56oyjHp/fkFlAItkYtO2zXGlQU/R0VVlzmspvpRvyPdKrNid/ORbYtMRmKqJCQOidzojfX9YjhE1TyajFsnAa4+Xk9qoJluuM55OGSakP2gQ0ptG/mmfBcAhWqc6J13XcmPOSwA/+Ba4KM5O1/wxE+fH6AKPQ6zDqB0psur1/BiOsupwc5Yv8CmZHCO5TqORbGMwyH3NpFh0f/+igP74UJ+q1Ah67SPOOlp4G42QKGpHf47iGfxOq+Z771bCM3VGe32Fg9sU77e1ow7TyLvfaSXktHM44Tca7S5ba9oLimlQVLhLl/lynqTe6aIKgxTovL7j8/iif71M8nopOHbuh12Y5oHDYmJnKYBgkLD7LNxlShxcJCdGZF/C+R3RN4DVqBeXy8qXiyHyoXs+3lShRrfSYz0wPVL+iP5QqPyuWME4R3PLcIPct1iG/d35IlaPaLa76EWRXKPFylZAUwQeQHOlwKBTvjvDqrY4o9FtacWHapC41bDjNJpmL57e7i/y9UX947R9UhE4/pagVGux/+PKkxOSKIp4/HZKhdrcpM1g1PH6d2tc3+QoFbWP82VzTqXcZHN/8iJ6mi3n+XGC7beLuIIONt8ukspUOPo6u/4V4PI0id05+x7X6UVWt8MjTlbJdBkYjOCHn+8JLfsIRrWd3XQ66UkDdhauz9MEJpgz/EWgqn+av79i/KaJqEUyY5UKyC8N5QHtNZ1KqZfGpt+k0r7AolvCaXj7QDjfoJOitFWFcu+ebPuAbPszxc4xLTn39H0myUe5V6bQ+cR718rc+6oTdJxV50/xbdnWafRs/D4fQ1ZVRMYjXYlWkc/lG26bKTxmAz/4FnjrjmKRRle6AuAxmmhrpOSHIasqAbN21MFtsLDisHDVGCfv6XYZl157cMl3qxzXr4jajSOEtNRtsOEY1FB99C5zVJx+bvKdJm99oxGaZbuLT6n5mxB+zsT5IRpFEMCqGz1HKy4XP4ajoMDPiQQ35ckR7qjjmXh2ZBnJJM2dxgTYDfo5T2k3k51l8uwvT05frfk8fJnS2CQrKotB19jrQZeN69h89VWqCp8uE7zfjo6RvUld85sLPvo9hbsZXfGF2r8s7QzwditCPF2m11f4fBxnOeAm6p8dxW/Mqcf57TrNVtiLUTcgXysht6Z26CM8djO7y0E+bEXZWwvic1updNqcJLL0RYVCp83em4XvcvSxmOeLvkmiwPvdBW6zJVKF0UXJy5KTSqNNOllmf2F2WjRVeY765+sNXk+5F5+2efH7J9kcfu98UdiVkBuPxcLBeRJREDi/zWLxmgmFx69rUaOZbmcnzNkcdX7xeInFRW13rt39BZL5GqUJjWU63fTrt/96YYyEwnQi+oh+T+HgSwzRqOP1x2VEScBqN1IpNhF1InaXheCCm5WtEFv7C+x+XOH1T2u8/t0aez8N/qxeG4df7idyDbPFQDI2fh+fnSRxTSiXmVUTK+olys0uBpMeo2m+exYGTWAra9Oj0zq9yMp2mPMXDWbFQoPgEGGM3eUpVVvsfVwZ+w6P3z6VewmSyMZelJ33y3RUlUzm+0wT/pT4e2r+N4Ztm5N6X5vAqBOS4D2liUH0oggmyr0Euc63B8J5RLOfhhnJc4P0vIrMtz/xwTW91uYRQdPSTCIIEDYF8BtW+Od8imL3eeCN1adrGFV6Tb6W7ziu3YPYZd8T5AffEgGTnR98S5zX5ivKPizHWbaOrjLDZicek0qsNVl/btEy3Ts6161wXL9iwW7kB98COkHEZTQTtTj5nJlP1y7ffV7h6gQRvaKjN2ek6RG/ZBJ8CEcwSzr0osiHUJhtt5fbYpmfEwkac3TS2w2jEZurYpH3y5P9419C6U7f519jST6uj0eVJFFA6SozBcPP0nlM+ucojiQKuIxGGjN85V/i02WC3bUQhqGJWKtr/t1GlJt4gfIcTTZ3mRKri/NF5x4higLvtqN8PU+O1N3dJIrk8zU+bC0gTgmPpovzTzKnd1lW/C6sRj1u+3PWw++0srcyIJ27q0HcLjOFZoujeIZfrxJ8u8uQqw6ITNhr5+A+jU4v8vk6iTvqJByar/5X/1IwWANBr53lRS+fzhKaafxUdfx4O12Zs8s0PyxPjlZ6bWYy1dEo0mkmj20K0fDbrU/H/Yhmp4fNZ3pQkZiMDxtRUukqqfxgbHv8dCpXpdztsrE1Gj1PpsuYhmScjEbdxJpSLbg9o6RLEAX2Pyzz7Sw1gzROPo7dV1G+TUihd75DQ7ZWbVOutTE6TDS7MiaXBVkUqTa7pLM1bm7znJ2lOTqMc/jlnsPP95wcxunJMl8PYjhckzN00WWvphh8p90jOoEUTpM32v9xjYPPMTrt7kB2yyDx+uMKoQnRyfFjnTxO6A0SK9thTV1QAH/YNfL/TrvHt4MYO++Xn6LKMJCf0kJowc3rn1Zx+m1cnKc5+RYfqaX9O/4y+M0S0beOVbLtkymf0J6sQ+Y9yp1/wiyJmKXZdUMv0Wc08pdrf+aHOcioomqnSx9hlkxsWrc5qTQ4rY427ASMLpIa9p6T0FNlTqtJvpZv2HS6sOsVPnjD/M63xFt3lKjFNTGVr6LiMj4f47rNhyg1yHbLU3/TJM0nwJDtVjiuX7NgN2LRgUdnpy3PN2Df1UvsP9SKfvRFufyOjnWPycym28O7YBhJD2GnlW2vn0/JFGeF73NN6WvUo/6aTrLmn07GAfZCAS7Ss3/v11iS10uj0agPCxHu8+WZ29ZaA4elR7xfjXKpIXk0D77dplkIuXBYB6UMw01OkijyfiPK17PEmH7pNFis80dQHFYT6ws+vgx1Yw9HZbt9hc8ncdbCHkIaUTi3w0L5Oy0906Ua79bD6HQCO8sBHHYT2XqDb7EB6Ty6z1CcQroddjPdvvzURBjLlcl22+zN1WQxnby92Y5SabU1JaxgoKNaaWtHsxQFvpwk+HF5PNINEPGOk+Vau8P2gnZjDUDUqV2WcpbMsz/heB0WE3tLQb6cJuj1tUlAvdnhIllgf6iZRFFUIkNRze3t8JOLzjy4vsmhfyg1sFgMbOxG+DpHHeakcpStrRBnp0kmeYrIsoI0x8LC7bXx6t0isViBRqNLPlubWmcJIAgDz/mzkxTtVo/lKU1AZsvkuvOjwxjhF5Fii9VIY0It8/6Pqxx8HmhOmx/q2VutHoeHcVK5Gmu7EbZfLyBOKYe5vcziD47fNwaDxNJmcCIJBehOCDycfItjcppZeTgPxqH6V4vNyN4PKyxth0hlqhx+vqdU+D6FmD8b1D/h318xfpPyTUvmEMXO1xmfGj/zAdM+9c4fAGj1kxglP5IuTL0/f3q32B2/gTPtz/zgesev5fuJ1/uqXp74nVu2dc6rFX7f0Jb1CBg9XPF9OpMuvYUlmxNJkumoXc7qowOu06QnaHJj19kQEKn3eqRbVYrdBt/KcdZtfkw6PdluirYyO5JW688/2dv1JlYdThKtW+7bIh6HiM9ox643YRT1CKpIp69Q7XbJt5oU2891eqqgsmJ38yn5fM30kojfbMVtMmHW65FEEUVVacpdKt02uVaDotyk+OCjvenykqjUSJTqvAr6sIgGDjOZkfq4acg3xlOEfUWhI/Qx6ES6U2RR+nM61iiqykW+wIrfzW2uxLLHxdeZ9pvPSFfrIMBGyMvX8+9zu3mJq1SBiMeB2aAnXxlM/E6riaDLPkIQ58XJXRan3aQp5TOMpbCbVrvHxf1o1kMrInwVK2DUS7zfivLlIvGUlgt6bBSa08sBfE4LYb8TUZLIVeok8hUytSZ2u5GT+Pw2pAD7a2G+3g+uU3GIALe6PT7fpXj3Jsr1WYb2hGhZfwIxc1hNLETdmhqpw/B77aRK08/r55ME7zbDfEtnRjIK+gkp6MNkGrfNrOnsNE0d4yCRJhJ0kcyUn17bWvBRLDXncteSZWXQSPZ+keODBIqsYH2QFQpHnBwff9+9V6+3ebUTplBsIBgkzjScsLSg1XS0turn9jo3cwFmNOtp1rRJndGkY2svyulJkuPDwTM6b4HP648rI5aaJydJ3D4bJQ1i3tDQnn2EqqjYvDYYSt27/HYaL5ySBEFg7+MKB5+f5yi9Rv3w1eXgefEEHCxE3NxdZalqOGKFo+4RS1WDQWJxI8jljDKLWKyIKImaEd5CtkZRrLP/0yoIAuu7EfQmPVdnab79C9yc/o4/H35zRNQmWTCJWRozJYtGb1SXYY1298vIax05h0F049AvUe1N9sl9hCSYyLS1J6ZM+wsfXW/4tRwfI6MBY4RfNHQwQyY/smLjn2f4xXc0GlumYdcZptAtc1FLELHYKPXqWCUjDfl5QOyqPWKtLDB0PAKErBYCBhcLFhfFXoXMjDTyI2LN/ERt0EeETA6W7U6u6jG+VQdd9y5jgEyrQaw5Ibopgduuw2uy4dRbMIsCEZMbt8FCvdeh2G5RbDdJdqokO7Ojxna9gXqrS6pRJ2JzclIa1Gr67BY2HR4u8kWKrcmk2qTTEa9oa0reVyr8tLjArxO8vV+HgpzczW9v2er1qPW7+Oxm9Ko4d8MLQKJY5d1qmHy2Npct5ywki1VcNjPLIQ9yT6bTGieI86LXl1ldDfFlCpHY3whzfp+jo5EylSccUKcn8+UkwdbywDM9W6pj1kgrh70OAl47KpAsVMmW62RfkCy71cjhXZqQ2066NF/612LUEy893xupcg1JFEf298t1imjYia8LcQ1bRC0x+53VIJlyjaOr2cTJbNHPdOMCOLxIsbXk575eof5QslFuaROWdq/P6+UgJQ291UJ1cmSp25cRPCJSfqD/+X4jytfT5OSGtwkvfzlNsLUVIHNfov2gi2qxmOj357NItlgMuLxWbHYzTp+NvihwoeFvPwkv/dwXFzykUxW6c6R0DcZxIiqIArtvFognShy89GefY6jf/2FlzNe915WJ7ITHiKgkicRvpj+n58cJ1nfCXD9EIm0OEwytdwRBYPfDCodfRsnctLL4YqFBsdBApxd59X6ZZrXF3dXzXJMdMi0wGHUsrge4nGNh0Gh0WFnxDUTtNaAqKgdfYvzDf2cHudbm7jo3V63uXxOE/xbG698afnNEdMNqI9eZvRJWhwiRSfIiKilkxiN7XaWEjj4u/Rrl3vXU77TollGmjPKZ9gEfXa/5VE6hDI0oRtELPEelzJKRBfMKPxfiyOr0FIEkiFzU5kur6kWJd+4FDso3IKjsOqNc1AcD1r5zga/l2X7HtX6TZauTeOeWVLuE1aBn1xpGwsBdvUSuo50K6yp9lqxBTZ3UdZsXj8nAaS3Gt8pok45DbyDTmn4O2kqfRLNMgjIfPSsklDzHuSrq3PGDZ2w6/HzKDEbZqNNOsj4gGflWk3yriV4Q+bAQptbqcqGRsl90OLnMTb4ePyfj7Ib8nKbHm5G6M2zsXsJqNBB1O/BbLGTydXYXA4MGyIdKzccUtaqqD42R6pMFIYDDaqRj7WEy6QfF6gLAc7f54L/PygUCQ595eG+gryk8veexWVA7Cn2bjNmoJ54tz6xZ1UIsX0EQxps5BeDdzgKfTydHcftTIs4A53c5zEY97zaj9BWZ5ZAbt9NKT5aJ5yokyjUS5enksiMPxNo9LsvcRHR7OcCvQ41kfUUh4nGQzI8ukBL5Cga9xOvXC2P1hcNi9ga9xKuNMF/P43Pf6/J3PBLn9zkWA07MDj3lZou7wuSx7Us8RchtIz3UfW43GYjPEPq/yZb4t/uLVDJNPs+wAJ1mH3t+myXsd9BTVfb2ohw9iN4LooDbY8XhtGC2GNAZpIHYfq9PrdGhVG5SbXWp5qvY213q3S6xWAmn08xi1IMqK9ze5adrTg6lqUNBJ9Vya+rnh6E3jE6x69sh2t0+3w4n3N8zHqXXH5bHSOgjTo4S+ENOckMkb2HFx90cpLunKgiCgKqqI1qmoiSy83ZJM6KozlGO0+8pHD9cq6XNIA6bkYujJOlEicVVP5lUmYV1/1wk9BFOjxWuJr+/83aR0+MU5WIdSRTY3htI912cpL5bGu3v+PPgN0VELZKRXGe2veYAgxtOEgw4dCZavSkTm1JDVe/xGLYods8nf6XoYla4IdP+xnvXLl8qWeQHMpxsDzlR2Na4qNX4fX6+VMGixc9hoTzzcwsWNyYJDirXT/kdlecVe2eO9DrAlj1AqpOgq/QxiwZaSpfz2vPAt+X049Y7KXbaXNVyI3Fnj8HCI5UXgNeuMILQ46qRJD3h5636+TykYdA0dVBK0pb7/LSwwh/i3+eK8WNggZ+TQ0SB8YhGT1X4JTsgqpsBLy6diYN05sktymWaLhCuAoVeC4tBT7P7TDz3Q0GO54iGBuxWlrwuGt0u59k8sXKFy2QBu2QgW5m/Hm5/McT/7/iWN0shLq7y/63UCAXdNjK5GutBD18enJmMeom1oBu7xUivr5AqVMnP0O+Dgdj53lqQ06vnc2IzG1gIuaaSUGBiXeEw9DoJURAwWg18vktzkyvP3GYYydKAPH67z/B6efa1Wwq4+XI7njZ3OyxjRBSg25P5dJvkzX6U+8sszVZvRMx+OeKhpyp8OU8wf8KWkTKWeRDLVvA6LbxfjvL7u8ljUl9WCLrtI0R02ePipDq5dMFpMbEe9dLtKzM1H2G2wkwqV0UKuXC77Cy9ClGttihVmmQbLbJz1AFHI25Oz1P4vTbyhTqVB4c5SRJY3wxiMxvI5qqkUqPk+nFx4PXa6HVlKjP83YfxSERDUTd2t2VEjkgL03zpX71Z5Ohw8jWSZRV/1D1CRO1TmpiGcX+T59W7RU4/3z+FOiWdyNb+IkcHk5qxvm9hff/gVW+3m9he9WEw6NCb9Vydzx+dhkH98CRIOol8oU6pUGdzJ8TFSYqzByLsdFlYWvVTLNRI3P+V2nvCX309558CvykiqhNk1iwbZDpZGvL0NOxj13zAtEG98+vM75bVFu3+BT7jLvmOtvd8fUYk5hHZ9jHvnNt8rZQwS1aOqwWCJh8oDn6f/z7yZNfZgfLUz3z0LHFRj5EbSkEsWDxc1p9J12UthVtvpdSbTBJWrF4q/Rydh+7+oNnNbWN0kEi0ciRag6hn0GJhwRKkKwtc1vL01T4GUeKNO0ylX+G6OTsCa5Lml7ax6yzEH7zkb9oZnEYDlc58BHvJ7uIwO3os15WiZlTuERflwcDpsZrZdoW5Ksw3eKXrdX6IRvl88zzpTGs+WPW58dksZBtNboslMs3na7Rod/K1lGJ32T83EXVaTCRzg8no4D7ND9tRPp9+fy3nMGxmAwZVIlev03A/T0CdnsxFfDT663GYCfucGPU66q0OsUyZlsakpQzxq2jAiawonN7MrsnsTrGtdFhNrC/5OLnPcHiToq9XWQt7psowvYTPaSVTe74GhUYTvSROVmgQQGcUNSPDRsP0IfbgJkXIb8enSNRrbcqVFu9eLXB4lfquUgwYuDIlJ5SNaMFs0LER9SGKIpIA7xbDtLo9zjLa0mJf4ilWA25us4PFuGWC25nZoGd3OchxKsO3eBpzRwIVQj4HaQ1S/gh1Rg2J3WpEVVS6ssL17feVhbx9vfDUmBTw28kPdYXLssrl9fN9Fwg5CAectFtdbm7zdDp9An47kiCSzs1/fgFsThOvPyxz/C1O6kEHcxomRew2X4W5OE/NJOvHR4kRH/WeRqnHJOTzdXR6iX5PRqeTWN+Lcnw4edxozTBnmIRarU2p3h64NNlNeH12Ct+hfnAXK0y0Cn31fonDh+it9KLmuVJucvh5MCctLvtweizcXmapz6hV/zv+9PhNEdG+2qTR/RWbAEFTFKMUoqWqZDtpmvILgqUqhMxvqXd+P/f3K2qXRveIgGmfbPvb2PvpjvYArYVs+4x9xyblXphNm42fCwn66vdrKJYmdMACOPQm1uxevlVvxt4LmGxkOs+DtYLKis0/USsvbHbSo0pDfn4o7brpq+lqv8nxw29LkkjUEkYR7JzUppc4DEM/h9g4wHvPEr/kn1fmlV6LD6EA/zxHlNEoSYiKQLs/SmAq3Q7rbi9XxelR7mKnxT9nYux4vRgMIj+uROnLCoVak0S1qklAfkkmeBcNcZjI8CYc5GjIV1wviWwFfZgMeu5KJa4f/l5iN+B/anyJlSqDwNgcq+UVj4vDIZ/wX64TvN+YLWY/CZIosuhycvZQE3qZyOO0mahMaIIo1lojXeUCsBh04XVaAIFCpUEiW+H0PkPYa8frsnKbKGjWR2qhrVHz5bSZWFv0cXw/cO0BWA65uS6WafdkDHqJ7pwC4SG/nUzs+TlJlWr8sL7ApwlNX+82Iny60Y509eaw300Xa+h1Iv+4tUSj0uHz+b9s0eD32rjrTV+seGxmlkNu2j2Zy1Seg7vBfbK1EeA4NSBjSx4nAYeNs3SO2tBCT1XBPCSfVG2MXn+dJPJmZbBg+/l2cK4+LkQ4OBucG7fXhNmo11yUwGQSBmAy6vB77Nzc5+dKCQ9jMerm+PT5+uj106e9bK5GNjcgRiaTjjevwlitRpqNHv6I86kMRlVVFGXoT1WRZeXpT5JEnH47yasc8pyLCq0mnOX1APexwsySFBhcI2fA/kREk3NqBwPkMhX23y/RaHZY3Y1wejQ9elsrf58aBQyirK/eLfHtOIFo0nN9k0OnE3n9cYW7y8yIj/0k9HsKa2t+Ll84SJktBu5un+foy7M0dodZUy4qdpcndjdwnNp+HcXjm9997E+Nv3bNzz8FflNEdBiNfoJGfzBg2wWBiHkRveSnKSukOyksOj/19n81t/vKI1T6VDtfCZo+kGk/d+ZbdBGanfkkH4yiF5NuiaqsR8D0lKL/XpglAxdVbfK74whR6Vc5qY7XC9l1Zs6r4ymcyoRoqM9gxajrkn9R//kdGu2s2fxku3eYdeA32ibWkr7EPL/hMVo5q4xHQL6U79nyhDifQSTfeML8nNKe3H0Wy0wiCiq/iy7wOZfivlyhNRSRM5gkVu0u3CYzEgL1TpdkuUql3eG+UcFlNtGod3GYjKwHPMioXGQLfMtMj/zpBIFG45kEpKt1diN+Tmf4nr9fDvP1apxwfktk2Ih6uUx8v4zTm+UQX8+fB31ZUVmJevk6Z8e8CsSyZWLZ8tNrZoOOxaCbBa+LYrmB22Gh3akwTwnXMJFx2kysLvo4GSKgj3A5zFAsk8xXeL8Z5fPFfPurlUY+vE/jd9nIlUfva4fFyFVmcrS1NKXxbRiiIJKs10kmijjdFkIeO2ajnl6vT75YJ1Osz1yEeF1W7jS6phf9TgIuO8V6k5tskcL16D7pJJHr/PMxxIoVYsUKRr2OD0sDe9LL7OD9o2SWnYifm0yBu4fIqCDAm5UwqVqdX+5Hz3Gt8kxWY4Uq+6shzs60I3uTiKgkiaxEvZw9lHGk8lXWFr3czUGyTCY9/b5Cb4jENVrzR/IEQaTS7NDo9ri8+D4FhXevF6k0OsTTZfbeL5G8K1AqTp9DXjbiRRY9FIp1Ou35G25OjxIsrPiQZYXU/ZzPuyDg9troCQIWt5XDX2c371YrTUSzfu66y/CiG9Gk5+tDecEj6e73Fb6eJDCb9Oz/sMLVSZJmY3qmy2Qbl6Ta2F94kpaCgYXn8uso3z5Nzsx5/XZESaQ4RznRnwWD4v+/9F782fGbJaKjUKn17uGh833FtIxTaGAxbSMIJhRUekqLjlykLeeZHVZSqHR+IWT+kXTrCwB6KQxo1+foBDMW3Rp9bOS6FW6bOeBhXyyvuWvds+Fw4tYv8KWUoSXPF/lZsgTJNkYHP0kQ+eBZ5LB8gzph6bTlCHJQGa/mvm1kCZncpNvlp9ccehNuk0iqPT6ZtuT5Buwli5eWnEFWZHp0CFt8yKplRJB/MmZHjCJmD1+L4yRCQUVn7iEKTCQw732TSShAfcYxuowmltwO/pCOE7HZSb2wCuzKMlfl8XPnc1sIW+0sWhzksw3uy2U+JeaPSH6IRPjlhYOSYYZPu89u5WoC0ezJCplmY1DnOcPucBgf17XT+q1/z07UnqxgNui5SxW5edDENOglFnxOXDYToijSaHVI5avUX6QA253eQwTUy/F9hk8X2pFKccgS9vNFgu1FP2dzeNNXNLrHO70+gcg4EV2NekdKMF4iVa4hCsJUa1SArSU/Bzcp3qwEOT5PU6qOPjtWi4GI34ndbECWVUrVJslcBWUoOqh/sKIURdgI+7FZDCSKVe4LFe4Lk1PKqxEPJ8XxBW+n1+fz3eDYVn1uPDYzx8kssqiw6nNzFSuwuxik3u/yOT5+b6/53NzcjT4bh7E0P75a4Mvx+DXTigYKAuxthDg8HT3HDrcF5iCim2sBDl+oMyTT5aklOY8wmfSEwk6u7wfnZu9VhOMZNZ6P8HqsnB7HMZsNKMDhUQKjUcebj8ucHyXHOvEfIfeez4Ev6KDV6X136lhFwOw0YxCFMSJqc5rxBp1YnGYknUSvL1OttcnnahRaXaRqi3DYxesfVjj6dIc6hWSqKriclolZtkcIosDeh2WOT5MjUlgv5fJa7R5fjhPYbUZe74Q5P0xM7HgvlUafD6fbOubEBFCaIMzv9tqILHs5PkqQztWILPumHsPf8afF3wgRfYZF58cn3qEoelr9IirPN7IE2EQjBimEJLpBMKEycFvqyCXaQ1aeAOX2z09ktK08p6QEVcJmWAXBS6nX5r6VQmFS7efgYSv1KpR6FSJWCyHjIoflAtXe9AFGx2gNVtjsxKHXjTQkvYQkiE81nFqImJ+JqEXSs2A1cd/UTm9reci/RMjoRBIr1HutQee1ALlOniWrH1k1U+lNjwj1Ne1Zn7HvivJFg4Q+4qqe58eoduNS0GKbGe28LBcwSNKYnzzAK5+PfKfJQW5wfgJm2xgRnYR8s0nQaqPcbVPqt3m7HOaTRjOLFnwWC8ca+pWn6Rw2o4H6hLrYoM3KSWly1KbcaGP3ObE29XPZXu4vhybqhF4kcjisprH07DxwWIyE3A5i6RKVoVRctydzlyryMn7hdVkJeGyYjHpURUGURL7dpfl1RoTz5Xkq1lpYTYapDlM6nUhsQmPT4V2avaUAJ/eDc7we8Wo2KA2j05dZcNunujt92Iry66M0kqSty9lod7l4QaINeonFiBOnzYyggtlq4O16hJtMkbPU/DWUNpsRZpTQ3uZL3OZLWAx6HCYjXpcZEYFv6cmlMR6DmZhGc+cvd3H210OcvJCj0tLkfLejTVpvUgUkSZya8t57FRkjoQCNZpdwwEE6M7le1WjUEV1wczlUi5rKVTCb9LTmKCGJBJwcZWt0uy2Wl7zE7gp0On2+HMZxuyxs7IQ5PoiNRRMfdWSdLguiXiKf/r6aVBi4EzVaPbxLHl7/4wZ9RaHR6FLI16jW2lQTJUhoj4uBoINSqcH9dZ6VzSDdZpeUhj3oI+x201Qi6g87MTvNT1HQYSgTSg1q9Q5fT5J4/Ta2Ak5ODmJj1zkeL+Bwmp9S+QsbAc3O/sR9kcUVH7GHlL3dYWZlM8jJSXKycsFfGP8aU/O/WWclLRhEO1FdA1XJ0pMTOI37Y59R6dCR72j2vtDs/p5W9/f0+wdIagybqOLRh/Abd/CbPuAzvUdVakTNP1LrG3AafkCUfiDVC3FYK3FYvSTeiqNMieopjBKter/JZeMMl7HKfxiIEjBqe/0CJJrPk9d7zyItucZtc3p6aNcZpdCdPMBmOmUADKLEpsM5kYQCVHr1qXWiHoMFh6FLpTfYTxUwiPqH38mxbhew6ya7egB01MmkwKYzEmvM1ga9bqdxGUd/RxIEXDoz1e70iGdHltnwjDqLCAL8bmGB83Ke3FDjkPE7Gqs2PV6uqwXqnR5+l5VfEknWw15W/bNt8BbtzpGO+0e0e302F7RX7h9XopzEZqcOY/kKi1EP4ownfy3k4fIuNzFqJCsqqwvfZ9UJA/tLm8nIRSzHUsg9VxaqUGlwmxxEdnR6iZ4ia+qLvkTyhexSrlyfeP4esRhw0ZnSlV9utdFJIqIIXVWZa/89jsnP0O5ykE9D+pyXqTx6/XzDcrcnc5Ms8uU8gSxCs9uj0e5QaX7f4qDWnd/6dbDYFEg365xpSJQ9wmYwcH43yX5Z4KpYJBIYdXJ66Vj2blebhAJUam3W1yY7PgX8dm6mNDR5PZPHXYNBYnHZO0JCAYrlJltTHIwesbzo5ejoeb9dvtHfKpWbHBwnCC172dgJj7zX68pYbEbsHuuI1qYW7M4Bqdr9sMTrH1fZ2F/Au+CmJwrEUmVqisLhtzjH3xLc3eTmiqzKssr9bZ7okofb6xzZwkAgfpLqgdmi3bCGAK8/LlNqdLiZoGM6S/atUGrw9SyJZ9HNqzcLI2V2KgLRlcGzHIi4OPk2eVHqdFsxmQ28+bhCT4CDg5imScHf8ZfD3wwRlQQDyyYzinL79JosJxGYnzw8k9SvNLv/TKv7eyS6tOUSbdXIRSPLdeOGtjL/QC9PIFodpct5/QydLsd/EAixaHGNvO812Ik1Kth0Rj54Fjiu3tKaw6u+q0wnXqlWkVVLgH23n6vG7Jq5gEnbI9umMxIyS+S7o6tlg/g8MKXaGbYceqzSZEvHVn/y/m7YQxTmqMut9tq8CrlGXvsxsMCZRrpRC/Yh0XOfxcIrv58/pGLIL1hGdw7ZIBhojWbadZr9PslqlfNSAZ0kcpEvcFMp83E1is2ofU6GG5S0oGXfGHbZv0so/yie4e3WZLtJv9NKpdKiM2Owbk3pXtfC5oKPZrP35C3en0MQXK8TebcTxWDQcZ3Ic3Sb5uAyxbsp+w/gdVqoahCyL5dJ9laCGlsM4HSYJ74HA6OAN+sR3m1EucvNoRzPwEFHCxGfg9tcaaRQqNnpsbH8fdbD2ysBDu/TyLJCPFHizfJssvS0b3pppD50GvaiQSxmA7/cJzjPFDBNkWTaCfhpaSymHtHo9ugbwGp+fg6Gm3He7kT5ejQ9YqUzav++TidiNhtoTtHtnWS9qddLrKz4ubjWXtQdnCaIRlxT90svCiPVX7UJ3eXxRInz6yybe1HCC88L1NCCm/hDSl0QBXxBB5u7EV7/sMLux2WWX4Wx+qxUWl2u7/J8+5bg4Os952cpctnqU5T18iLD7vvZ9tPDSD40OXm8A/Lc78kcfL7HF3Wzsjn+3Bg03Lg8fhtrewP71GkST/M2cKWzVb5dZghvBNh8FXl6XXxoOvOEnJrfZXeZ2d5fwGAzsPluka+HsZnWqX8V+AtZfAqCsCgIwn8pCMKJIAhHgiD8zx5e/x8+/F8RBOGHF9v8LwVBuBQE4UwQhP946PWPgiAcPrz3vxaE6d06fxNEVEBk1RxB6Y92uvfkOE7jm3/Rdxp0mwi6D2Q6d5S759R610SMXSKmyOyNh/dhhn6nrMpc1C/pkeAf/X427YNVXtjkY9MexGXQcVSdLYMEsGL1c92YXodo05nYdrpo9ucrzrbqxnUzjaKOdZuVtIbL1GNE9BHJdopdlwnzBDJan2ANuu0I8akwvy3b5/Id297BYL7rCfCH5Pxpl2JnUG+0HwggCwrHBe1JKFeffc6CVisdtUel08ZnslBstSi2WryODgZxRVX5OZ5AMoq8Xx69l142KGnhMltgccgTXBQEHAbDk+PMvPjlOsG7rfF72WLUY5H0lObQSryI57Fbp0e8H/F2PcJdsvSUyjfqdVzGJi8URAHebEVwOSx8OUtQqbdZXfA+ddZ/OUvwYQoZDXgmd8Gm8lUcFm092GnOYI/oyn1Ug4BuQhr9JV4uaOCBgAlolgmIMySfhrEYdnNbKNOXFURBoNtTOL5I83FtHl97WAl7Zi6wnGYT75YHlqDZh2eg3e+zEZ1MmIvF2SUsiVKV6KIH8WGOepSr2t0I8W0OubGLWA6TaVyHeG8nyt2MJp2XdccwILBr6wHOptiPKoqKaVIUEHi1FeL6hevP3X0Bi3XyNmcXaVL5Knsfllh9FcLitrDzfonwuh+d1UC21ODsMsPBQYxvh3FurrLUqtODITabiXqjw/VdDrtr+uLqEeGom8qDHefNVQbD0H2YSpS4vcvz+oeVkSjoS3qx+36JpqxwcTF7YfwyAj4LsUSJ07scy6/CrG4EyGQrLK4HOH3QCfWHnOy+X2b3hxUCKz4qrR4n52kKxSZfvt4TXfWxuft98/e/MvSB/4Wqqq+AfwD+M0EQdoFvwP8A+HfDH354738E7AH/CfC/FQThcWXyvwP+U2Dz4e8/mfbDfxNEdNW6jdr/o+Z7ipziew7TIK0h6n4g20lQ6pw+vS4g0JJzSOo5r+wbc39fR5mva1ZF5bpxQ1W+5Xc+D269mXgrTW5Kmv0lXIbpYuuvnREcBpVKv0Kum2bXEWbLPuPBfDGHSoLAa5eHWEt7otAJ45NovJVg32XGJI6/15Db6F/kiY2iRLnb+S5dXxUQTT08JjPZWmNqytQgSbhNJsI2GysuF5JO4N8uLvCtkKHU1r5eZp3+yYVpElwmE3q99KQDGrU6nt6rvWiKKrXa/JpMshnxsfJAoD9EIsSKs2vC/O7nVN+HlQgXye/vhAf4ep9me/GZTEiiwKrPQ2zIG3waZEVhbUaqG+Dj1gIHF8kRIfr1Bd9EOaW99RDhgJODiyS5h5rckNfOwQuf9c9TyKjJOE5QHlGst1h5EUF/RHqK45LTYuLNRpjPqTSfUymsPhPvd6IjUT0tVF6IzIuCwFLQTaKg/WxfpfPoJkTshuFzWan1ujRfRJ1UFb6cJPi4Gp2pGmLV6D4exrulMEhoNiOJeu0v3w54ic2pt3mUyPDm1eAa9nt9Npb9XN7m5lJPaHf6Y+n5rY0gX7/NXsAmUiXEIckOSRLZ3Axyejlb5/nyNsfeq/FxU6cTKWt0xcuywuLq9Ci3ogA6iVpXRhEgl6+RiBXpdP5lTYGeh3KAer3DwvrkEoZh+PzPi7d6vcPGzmhkXVXh8GsMk9PM1uuFwX4/RLGdbgubbxc4PE6MOFFNw3Bj1vfg+i7PZbKEd9FNZCPA9vtlnGEnmVKDb8cJvh3GSafKT5+3PBDnWKzI2UWalZ0QKxvznZM/NwQGNaJ/ir9ZUFU1parqp4d/14ATIKqq6omqqlpOQv894P+iqmpHVdUb4BL4SRCEMOBQVfWf1YFd2v8R+O9P++3fPBFdsrxG6P1XE9/vyrG5oqJ6aQmd/iey3QxFDUH7x8iyQp9q9xf2HYuYxOnED6Alf592qNfgpqfIKGKNH3zzr97cBitnGpJNMIiC/uBZ4Lp5S7lXo9kf7NN1I8Z98551m4d95xKSxqzVkEf1ID96wtw0Jkdo9RpkEyDWivPOY8cgjqdyXhLo165Fks3vK9I3ihJOo45/XAix7HXwNhJgN+xjI+BiyWfH7zJht0vozCpdfZcSDVL9CrftAg6zgb6kTCW+C3bHVHJr0evxWS3Eas/7bZGeydB5ocCqb7w+9CyX565W5h82Fun2ZAIO61OEaBKuckUkUWDJ6+Tw5l+mDQqDrtVYtUrYOyDM71YinNzOn+IHpkZi9ZLI27UwnzSckgwa0cStZT9rC16OrtMksqPX3+u2adaUfTlP8HZj/DnpzRBHP7hO82ZttD7PaTORKWtH8t6uhVEM8Dk2ON96SSJfb/LHWIKeSeXdqyh+l1Vz29QLcvtuM8Lx/eTzXG91Z6bnrWYDBquewlB3/UuLzC+nCd4uhDTTp48oTpCX8tmtvF4K8jmRmuhBf5krIGnoANvE6cT8JX65i7O3EcbntpHOVL6rfq8zpNPqcprJZucTRm93+oRDg8yCKApsb4c5vpjfbCSRLWN+sQDZ24mQmVDXqTNMLxHz+e1cnKU5PUmQSJbJleq82l8gsjA+ZswDq+15TD06Tmim1V/i5XnXEowHKObrnJ2l2Hm/hCCKbO8v0NeJnGp0rU/DvKn5MQiwu79AslQnU21yepKcKov1sgzj+irL9V2ezddRokueCVv9hTAQqf3T/H0HBEFYAd4Df5jysSijUkLxh9eiDHuaP78+Eb9pIhox76Hv/39nfk5Vskw6VL0URaf/B3LdIvn2NyYVU4gv2tSLnUOWzBA0Tq/H6iod9MJ8darbtjWq3TZ3zRQ9pctZ/YJ/9EfQCbMv05rNr2lZueeM4DSoHA+JzJd6o4NlopXlon5NyGTlvXsV01AaPdt+roP7nXeRy/oUk1+0I6KPuGve89HjQv/ieBxDDi0rVi+fCvOl1S2Sjh98Yf4hFMRh6YPY5Z+K19w3SnwtpjguZbisFrivl8m1G9R63bHU64rNzddcmi/FJEGrNpGA6dFmvSix4nY9OTE94mWNpcuu/R2yqtLq9fmSTZPuNBBMAtGAk73lIB/XonxcjfIqEiDktCGJAqVmi72lIDrEEX3EeSEKAkadhMWoRxQEbHYjP2xE+TynLugwziek5x0WEytBj6aIviDAXfL5vlqJeNheCXB+n+NaQ35qLerl27X2JKeqcHSdZnd1dKIt1GaXUdykCniHGoki/vF66IDLxs5qgE8vCNlwWr7R7fHzfYKs3OL1Tpil4Ch5aHZ7+JyDe+vNevi5Q34K9BPqSmEQeQuFXWNRx75G1/nhZZpVjwuHefwamY06bvOjda6CMIiyN/tdDhPTFyW1dpetyChhdplNnN59n96m0aBHcuhw+aysrgdYW/Pjds9nTXl5l8XlNCMI4Pc5KFfnX/i7XVZEUeDVqwhH58nZGwyhVGmxORRVs1qN3FxNPu7kjMYjt8dKu92j0+kTjrhRFTg+SZJMl9nai7I8I6L6Evoh4quq0FFVhCnmIaIoPNWlPuLqMkMgpN0jAHDyLYFgkNBb9BNllqbhX9IwtLTsZXk9wLeTJGaTgfOrDHtvF6duM8kI4OwsRTxd5tW7ReyO2UGlvwH4BEH4ZejvP9X6kCAINuD/BvzPVVWdlpLVuqHUKa9PxG9Wvslv3MLc/6/nsmHu9u9wGn+g0nkWqNeJIQRplXz7GyoHM79D1CCDjX4aI0W2bW84q19O3NauN1PsTq6ZMksmFswRjqq3T68VH5qAjmtXvPZEuK21KXe1oxd6QRrrfrfpTOw4fRxXr1+8bqYpa0cNCt0yhW4Zq2Rm17HKTT1LqdfAY3CwaXdzXteKzo9CmkG6b5u3/ORb4/f5/FPtnO2BiEqIqKo4tU7Ppjew6/IhiH0u6ylOG7fAoHSi3hFo9Lu8cfvJtWZPSAZRAlWgIw8G0UW/nUxDm8AIE240URDYC/r5nB0nSpna6DU/zGZwmIxUNRqOhhcbPUUhVqkQ07Br1BlFVt0u/A4rJlWHWdKhqAOPakVV6SsKiqLSV2RkWUVWFHoPTi89WaavKAObREWGnkyLHl6bBSRYCDjxOa2oCmRLNVJTJIceISsKa1EfX4fcgMJeBygql3HtGtDViJeb+wIRvwO308LR1fRI1LQJFAaRlatYns1FPxexHAadRKo4u6Sl1uqyG3A9RRVNQ+RPFATebUQ4TGVIJcefXZ2G7EBfUZ4ipq82/Oh6whMp87ms2MwGTudQNgC4ShcRJWFEJxQAAbY3QhxoEPPehJq7y1iBiN+J2agfifiuRDwcZp/3J+J2YDcb+TU2Pyl72Yi15fPyOT/fgmYl7MHpMHGWyKOqKg1V5uv182+bXAYCbjsOqxGDTkLtqzSbHcqlBsVyE1SQVVha8iGozJWSH4YoCezuRsY0SufF4VmSaMRFIllmc9XPwZfJIvCFQp1o1E1KQzbp9ZsFvg1ZaR4fxVla9nJ/V0BF4OxscK3Xt0OIKlyez47cvswexONF3r5f5tsvt5qfjy56iN2NLwKDEdfU7v18uYFoEDGY9Wxthzg9Sc1NSr/HwtbhNLO44uPoJPnUjOVyWUjEi3y7TBFZcJOMazcPtlqT6+5VFfKFOsqcShV/DvwJ5Zvyqqr+MO0DgiDoGZDQ/5Oqqv/3Gd8XB4ZXAQtA8uH1BY3XJ+I3SURd+iUc6mcQ5vfRVeU8ICCJHiRpm3z7CKX3deZ2j5g0Fcp0qfd+Yd/+lrNGiq5Gc5JFMkyU6VuyRKh025wMkVAYRC0dOifVfpObRhKvyYnH4OW6Pj5Y7LqiT1abALuOCFW5MEZCAbwGB5nOdILRkFscVy/QCzreu5ax68wcVL9M3eYR0hzR2+vGNf/gW+f3+RyyqmJ6SJ288yzxx/z4YO40GNlxeZGFLle1NMf1m7HP7DkX+ecHi8KDcoL3gUU+Z6cP2O88Ef6YeY6+/ppLsOb2adpt1jvadU8fw6Pf8bTPeiPpF0S0I8u8i4THhOoB8nNE8AA2/F4q9RY3SplSrkHE6eA88X0RqGEY9Tr6bZnDdBqb3kgs9zxeuGwmon4XJr1EpdEmlinR1YguDFunbi74yeSr1JqT68T8TiuOLSPfrlIkp3iPA+ythfh2O3vi7fZkUtkKKyE3CAJXhfk62o/vsrzfiPD5MvmkO7rkdyEZRX6+n0yoZjUqnTzoeC4vufAZzdhkPflKY6o01DCqzTa7S37Ob0av7bvdhYn6qdMsTJO5Cm67mdWgh5sHJyjTg12nJAq8X47wNZEiUZ2/Jh3gplh6EocXgFR2+vY2s4GNRT/5RpOrbBHyYNCJ3CaKWE2jqe52t899Rvs6mpwG/G4bTqsJs81Mp9zizZvBnDhY36rIDzacqsqIBaeiKMgKGJ1GCvk62zsh9JI0qBkVQJVV+rJCt9un3e7RbHap19tj2QdFUTGa9QT8do6/zc7i+IKOMSLqdlu4uR5dsKkq6DTKKa4eIq7La34sJj1nJ8mJGdemBvm6uM7i9FipaKSx3R6bJhGN3eUm6rWub4e4uM/z5t0Sd/dFDg7juN1WtqNuTk+SMyOeqqIi6sSpzkyiJLK3v8DlTY7Do9H7/qnJra+AUUKnEzWjn6Uprkkra35y5Sa12vxuW3+reOhs/98DJ6qq/hdzbPL/BP7PgiD8F0CEQVPSH1VVlQVBqAmC8A8MUvv/E+B/M+2LfnNE1KoL4BNvUdX5Jm6d6MIk+dCLNoz6PW4an+j3vnz37wozqhiK3a+smqMUek7y3VHdNItGx7iIyI59g2+VKyZVJ4ZMHqr1QbSm0K1gEJt89Czz6wuB9/pDB7xVZ+SV069JQB9h05nIzPnMLZh9KNSQaRMy+Um3Z4tka0WOtXDduOIffRv8Uy6DXhQJm50clJ5JkNdoZtPloae2uaynOapNnuAMoo67ymgENNsvYdXrafS0FytvPOExAqkCZrOEhgY3ieo4ef/dwgK/T2lHYRbtTk5q4xHB+2plzNXFbjRwXyxrfs8jjDqJN5EQv9wkQIWuVabaalNttfm4EeXzVXKme48WXi8En7zN95bcFGvP57HcaFNuPJNAvU5kLeLFZTPR7ckkchVK9dYgPW8xshb2cnKTodeX0eukAVGwmTAZdCgMHJGKtRaiJPL1YnYUSpJEivX5U62NdhddTWRnNTg3EQU4vc8S8thIl2t82FzgUzyBXJ1+LnUatc5auCuU0QclrC4jAdFBWHaSylSfmrCmwWgZbbh6+yo6VcS/PUUuCaBUa9Hq9thbDHIUy5BvNFnxuUFiKumehmKjxXbYy2WywKuQn4srjTFCGEh3GU16TuNZfr0Z/a39hTBfzhIUay02FjzcxWfLSbW7fWKZMmWLkZxUI2C3cvodNZ4+j41PJ3FerQX5ejBfJNVk0WOzGrGYDZiMOgx6HZIkshBy8aXWpl6fPrC+bCoDCIYHpO0lrq+y7LwKc3oyHvl+VASILHpwOy2cHSfHiKKWyHyz2WV1N6pJRNsTooblUpPtVxHONHznpQent9zQ4qNUalAqNfD5bISCTk409m3kOyQRRdEmrBubIRqdLl8nkPxa7TlDGEuWePdmkcMXdp56vaTZQAawsxfl4ib316cp+qeLiM7CvwX+x8ChIAhfHl77XwFGBkTSD/y/BEH4oqrqf6yq6pEgCP9X4JhBx/1/pqrq48n8nwL/B8AM/L8f/ibiN0VERUTCuhqqkh951Sj6Meo86EXLgC6qHRS1Ql/OoKhZkLOYpA+0lBh+vYgo7ZNqn6Ko80dU5/Gsr/cTWEUzbtsuF0O1lIYXDTxegxuTaOGgMjmdD2DRjRLYrtLjsnnJvwls8vtsHAXYsAW5aybZdYap9ktTSSgM6hlnIWhyEzDZuKoPvitgtNFTekRMQZLt6XVjk1LYWrhqXPJvA1sUmip2nYWuQeG9I0hLaXJdz/CtWp7re17Zl/ivU6MDZa5d52NwmX+Ojw+gHqOFeFU73XRUzLAfCI+kLP0WK/kXRPenaHQiCYWBzqoWUvUabyNBvg1FMZfdbo7rk8/rus9DryuPRFKLjRY2vUS7J/PzbYLdRT/pQo3ydzgdvYoGRvzXD+9S+BxW8lXtgbvXV7hKjUZNAh4bYY+DgNVMqdpidcFLsdokX66TKFRIvLCWlESBarXJq9UgJzfT76XX62G+zFFP+Qiv08JixINgktDZdRj1Okx6CYNOh0EnoZckdJKIJIpIgoAoCIPnWgWb2Ui8UeXn+/nqkyVx9n1u0ut4vRTi50Qcp9XE5yF92PCinYjTjtJViSVLVOvj1+0mW0IQBFRVZXc9xNcZjWmtOdyy2p0+F9dZftyJolgFfr5LaMpLfQ8cD7XPRmV0bHHbzaxEPCRKVU4niN9LAqRzz0TG4bbAHET0Ect+FycXaWym8cX+NPj9dnKXDY6vMvi8NvITrCCH0e70aL84x+9eL1JutumJArtvF6mVGsTutff/9i6P0ah76oR/tRfl5HjygqxUbCBJgqbjFEAyWSaZLOP32wgFXZyfJOl2+xgMOkqlOlp5vKPjBJs7Ia5Pn0m7JInE7iZLqb1sggMIhp2cXaQAgVSyTDjqIjWUws/n6+TzdYJBB16PjdOhlPowdDppjAh6fXZ8IQcnU5qfBAFSQ53xAAencVbX/NxePy+GvD4bqcz4WL//bonD48Rc6gz/WqCq6n/N5OTv/2PCNv858J9rvP4L8Hre3/5NEVGjaMRj8CHiRVWbKEqRvpxBJYbajzGpEkQvBlD65yjCFl05A3KGgN6PTtoh1T5HVmeHCMU5+7r6aot+71f2He85qcXoq/2RDuFt+xrXtRQZZXZXuDyBKB9VL/jgW+S0XMNlMOK3LMwkoI+Y5gLl0FlYtwe4rF9zVR8QJUmQqHSrqIKCoiosmEPEW5MjD99DRAGu6he8c35AEFTihRKH1fknIQC7zsRBXnsQ/Vy8Z8sd4Lw09J0qRM1ODguTj6Gmtkf860MW2wgR/RiO8MdUfGp98qQCeQBZGh39LDrtx1AninxYGFiDanWM+502YvnBfXSczOG1WdgM+7hIzRbyt5uN5Iv1kdV3T1ZYDDknElEtdLt9up0eV5Umd6nZUciwz0kiXSZbrmMx6Z90QV/CbNRzm57vXlgMuXA5LRzdpnG1O/waS+BwminWW8ybaH6zEaasdPiwFeXwOjWzCUyaYU21FfJRVTr8ITEgti+jQqly7ambXhBhedWN32qh0+pzFy/Q6vQp11vsLPuQ+woXmcJMJ5rGlFq4YaiodPsKp7E8dr0Rl9WEzWjEqB+kpxVVpdOXqXe6lJstKq321CBNvFzFZ7NwcpdFFGF7OQiiwEk8S16jDGUY+4thDi+eCcejs1RvDmmf91tRDh6iZbeJIrtbIU7nqJ/c3ghy/CDT1On28S/75yKiWt/z5TRO1ONgYzPAwcFgX1Y3AthMBs7PkvSHjqPXk1lbC3BxksJmN5GcYLP5iEymyv7bRQ41rCuHkcvXyeXruJxmdpaiVCtNrmOTJd0a3T6STkR+uMcXlr3cXU/Odl2cp3B7rZQKz+OCP+IiNZTyDgQcI0R0+BgymSqRiAunw8zpi3KCYZkyg0FiZy/KyVma3IwO/HDISSpZHnlNUaHe72My6Wk/jCt2h3mEiIqiwN7bpYlR1r8G/Gu0+PxNEVGBLr3eKao6f9oNBMw6L91eGnmoprQn5+jJOfw6DzrdPqn2BbI6OZo0T0R0GMXOZzaty2Q6OiQBLJKJqDnCUeV2/u/oTj7Oi3qMHecCLqPCSWV+2Yy2hoC8QdSx51zivnnHWe1i5D2X3kGtPxikWkoLtZ9jyRLhvjlpJT//ifIbPbj1ejpqktt2kTdeHw6dl+tadcTedBpWLBH+qaq9Lwoq6PvoBIH+w+j3U2CRP6anD0K3tRI/Rhb5OTH4XovuOUX6JhDkcy6JOuMwcxOangCOslkWXA6SD0SkqiGPs+R2okPk5ykTud1qgvzzIFuoNyk3WnzcWODXy+nHuO73cHA1ft8c3KXxu6zkptRVPWIj4qVabXL20JCzHvVqdr0Pw+uwkEiXyVcavN+MTvSy31kN8ul8+jFsrfhBFDi9z3KXLwOgiANNxtWAh2J9vmiq32nlIJnm9WqYn+8ThDw2QhYbh1NqUydFRE16HXtLQX5JJBimUtPSf6r67OUOoDOLrC35cBlN2EU93y5StOdoAOn25QGJm9EEsr8Z4fNNkt2dEF/jaSoT5JkeoZdEPFYLDosRi8GAXhJBGCxc2r0+lXab/UiIhqvLbb7Et/j8EmCVF8YJ1WaHt6shjs+nj2mrEQ/HL5qMGjNKE2BQXlJ+EX0+ukixtRbgcoKbkhZCAQexTBlVhUqtRavdw2TU0e70uXmILjodZlaXvCTvixQeiK7xQdNyecXP0Rxk6OYqi81umsue0+IwIRtEPEsubCE71VKT26vsWKo3mSzz9t3SU+OS0zld8F5VYHHZ90REbXbTmOh/uTi9hOYxeru46MViMXD2QDQfa2F3dqNkCzW+zOn/7nFbx4goQCZX5c1ulKNPg16DYcMDo1HH6mbwr5qE/mvFX0+r2BxQ1DZdrOik9bm3cRh/ots7eth+fDLoKUVa3d/j08ksmvfRCdoP5fdG+gCqvTt8+jJenRG9YB5rSJqFUq+ETTd5kDDrRHpKG1VosOsI8861gks3WYIIoNJ/JngisO9cwWfUc1Y7oyWPD3b2F9/XVtpUuimWLdqyYOocBS4CAnuOdWQ1T6pzR0seDNKpdp6z+hk9IcVHn43/IBDFb5ws4xI0Ofl5RkPSbb3Aj5GBzuSKzc0Xje52ze0aRUwPg+Rjd+eO18dpOTczlWnR6Uhq1JQ+QgXCD84/BkniZsgqUhQEflyKki7VRl7Xgsk4vo6UVZWfb+PsrYQmpivfLoc1SSgMjjWqIWP0Eh83otwlCyOR4lnC7jBK4L5cJNhcGpel8TgsHE8ggZIksL8ZYTHq5jSe4/T+mTxsLwc4f4gG5zVq5CZhIeCir6goD9c5Xa3zJZ1mc9nPckBbx1Gra3477MfpMvHHFyQUmItIPqIvK5yn85S7LZpCn5UlL+IM5YBH2DRkmobxfifK55sBgdMp831nT1bIVOtcpAt8vU/xy02CX64TfL1LcZbMEXLaaen7HMSS3xVNfx0Ncq9hntATpz9fVrOBdq07lnW4SxTZ3pwup7e7Ex0pBXhEs9cfEbifBovZgKgTaDS76PUSjWaXUqXJ9gvf+Eq1xZdvcfL1Ftt7UTY2g2RyNba2w3ORUBgIy6+uaUs3CZLA2maQ1z8s4110EctV+XoUp92VUQSBq3gB74KL/Y/LBMOjz/TZZQb3g+j9LDc3gFSq9BSMWd0O0WmP3s/3d3m8XpvGlqOIxYucnadZWfWzsRkkGHKwvj1YeHxPVHpaRuLgJMHm47V42GmHw0xowcPx2fx1xH8RqAxCu3+Kv79i/KaIKEBPzlDv5zDop6oQAGDSrdHt/vr0f0WdPBn0lTLN7u/x6nosWvbRi6MEaB4iahDMhIwrrFh2WbZs4TX46Co59GKFZauBiOn7xYnDJm3B3UVLgPPaDW25i6wqXDdinNYu6apVduwB3rtW8BkcI9sYRT2V3oAgbdkXWLG5uWpcUO5NTmCaNBqtOmqXYjfBqlVDv23G/R4w+tiw+bhvHdFTBwNgtT+e0om10pw3zpB0OX7yO/k3/ghO/ajWm1tyzxQuBziqxlmyO1EVBrJFcyDXbvAuPJjUis0Wqy438WaFzhy2dEs298zGoeN8DrNex6rH/RTBCjvsbHq9/HKdmEsfdFpU9jCexmI1svpC09Jnt3IzI2p5cJci6NaeVKwmA/vLQT6fxcdq147vMrjt06Mrw7WQKlBrtTG+sLRcDLvHiJvFpOfdqyhOl4WvN0nuNLqpO0OyX7FsmWW/a+q+wMAt6TA9iO5cJQsjBPM0k+O2VubdVgS3dfS4hk0HLAY9H9ajnBRzJGvak2lTw8pzGt4vR7jNlJBllV+vE6wse3E7Zls1WoyTFwPvd6L8OhRhv44XNAn13BAYRN8TSa7yJTbXA9+TEKHf1X6WzuJZXI7JC9C1kIdsQXuh15zQnAiDBqWTCVJh8XSZ17uzbVEFAZYWvSQygzHTZXu+Jhe3WWwaTlWKonJ8nuLsNgcGCU/Izv7HZfbeLbK1G2FlzU8g5JhoA3pylCD4oOdpMunZ2Y/y6v0SZreFi1ier9/iZHPP50MV4Ogyhc9rI5ur8eUoTrJUZ2ErwOsPSzicZtrtHoFFDzq9ROx2dhNqLlNlbTM0qCdNjj97ANHI/PPb7V0ek82EZNRxF/u+cizQtmgdRqZcx2Y30ev1CYacGO0mbmbYvv7VQP0T/f0V4zeVmn+EorYod77iNP1bup1/QtAoqhAEIzr69IcqR5WJVaTP6CsV+p3f4xZtGI37ZDq3dJXak7PSI/SCCY8hhFmyoCLT6Beo9LIUuuOC78VuFqvkRRGS/M67xWE5Q1Oeb2KyTmh6sUo6coLKbTNB0OQl0y48HKPK7VDafMMWwqG3k2qVEQUJi2TDrtdx2xyXQNLCJDmmntoj146xbl3iqvEsuaSMxYIGEBHZdayRaJ2RflHw31W6OPVuKr3xiOzgeAaTp9UoseuOoigmKh2V81KZsNmOWafDrNNhECV0oohOFHgMbqio9FUZl+gkXesStttQVOj0+9S6XUrtJuVOC1VjBj0spQlYrMiyQkPpUevOd81chtn+6/Vul5+iUSR58Ls/LEY5jmdI9+YrSQBmkuJ0pYZeEvmwHuXTVQJBgIDNwmlx+sQjKyohn4PMi87upYALudfn6Fp7Mu/LCqsRL6Uz7WiPKAhjjkmpQo0PWwt8fnBfigacHAw1KHldFhbDHs5iWT5N6RjfXQlymBxNrfrsVu5y5YnbwKCc4I+xwfc2uj22l/ycpJ/Pj6Kq/HqfxGrQ82EzyuHNoH70kYi+ivjJdVv8nEhMJWH11nxSFQLwcfWZMD7Wll4k83hsZjaXfFzcT64BNk3wqX+zEebTi271erPLxoaf0/RsIvISRr3E1mKAP97HEQWBfK1Bulzjx90FvhzNjvZthrxcTGiQkRWV5RUP5W/j6d7hulAt3CWK7G6GNDvoHxuUJuEyXsBuN1GbkgZ/u7fI55Pn37dbjRQeSGCj2eXt7gIHU2o62+0uZ9dZOs2uZpe93qLHZjdhtRoxm/QY9Dp0koDNbsbut3F9m+NohjpAu9Oj15MJrjpHoox39wXuGDQnbexHUQWBdz+t8st/M71p9hEGk47tvSjfLrSzKQ2NhjstCKLA67eLTyny5SUv1UqLUnk+hQwBlXS6PPUzpUqTva0wJr2OeqYy9Zr+HX95/CaJ6CMq7T9iM3xE7Z+gMjrAOAxv6XR/P/JaX0PjcxJktU6z+3tcohWTaZ/btocVi++BdBap9DIUNUjnS+gFC4VuhqDJgqzKXDdOCJrtuPRLfC3dT6Btw/sxvsLftEW5bT7LVPiN7ici+hLxVhoemot+dO+g0uBMQ4dzErTKGR7Rp0emfceGbYXL+t3D/o4fUcjkxyop3LW+Tfwun8GmSURHfk+VuWrcs2QJYTUYkfRNKnKfSg+YUh5mkYz0ekVWTRH+kB3XKTUYJbwmC06DCbNkQC9KqKpKT5bx6a0cJwsU2vPLCM0ZdCXbbhDR2XkdDIxJ2syDWbV9MEir/nKX4N1aGJOo45eT+aRqDm9ThDx20g+i9u/WI5zepKdqVQLcZYoTdQfDPgdJjQ7WLxdxVqNebhIFHDYT8XyFxZAbl9PM0W2a3MVsYlPvj98At8mBFeqkJh+TXsdZbpQM2SYsIhrdHj/HEoS9doJmK3q9xPu1CL8kZ8tQ6USRxoSmrGGYDTo2A76RqOVwZLhYb1Fpdni/u8DnY+1zYtCPq2K8WgnwLZHR1Jy067+v2xzAbTPjclr48uA/77GaBwLzwM/3cX7cifLldPr9bJriwAbjZhAwEMA/OZt9vrVqRYcblCah3ujwdifC4YQ6xVdbYb6cxBhecZiMoxJbp5dp3G4LpZL2eBHwOwb2mJshLs5SY9ek15efJJCG8Xp/kWa7O5fUUPmh7vboPMnKso/bF4RflhXOHsjsh71FHFHXgPQadOj1Az1OnSQiCA95QBVURQFVnZqpub3OYXdMJ/Imk56ldf9InebdfQG328LykvdJmmoaAgEnWY1xZAQCiBY9fYHfHAn919is9JtLzb9EvfsVWQwjSc9pFYt+f4yEAijq96XHBtt0qMsGFFEk0Tok2Tqm0kszb6zboV9ARSXdviZk9A72uV8j3jpmz+Vg3TrdA7jcK4/8X0BAZnQlfVtPoJ8xsNt1FmKtUy4b5wSMdnbtq3OJz3eUGeSQPsnWDVv2FQDkIeIqCSL7zg3acopsd/rENO+EuGtf46Ze4qKe4KPPN9c2m7Yo9X6H23YSr2k85ddVZFLNGqflHJ8LCf6Yu+fnfIybRpGm0EU1K/xuKYp9StpzGMWmtgPWMBadTkJOO2aTHkEU0M1ZAziMXH2+ejy31YwoCPQVBYfNxErIzeuVEO83o3zYiLK/EmIt5MFtMz/VgcmqStBrw6jX8W4tzMF5YiYJBchXm7xaDmi+53Vo1y8rKnTlPjsrAWRUttYC3OVLfL1KzuW+srcW4iY7ni4s1VpsRydbI+4uB6m8cLnKzHCTSlVqfMtmEUwi58X5Un0O0+wIecBhJWi3cRgbJUu1F3JcsqLwy3Wcve0QFtMoCQLQS6NEdC3q5SpfnHgetRYG07DkcyEaRS5zz8futoyWDHxKJdldmzyuLftcnNxNb2iK5SosLzyXJVlNBjqN7lzd9HfJIq+2nmtFtRqUJuHwLMXiwng5VDTk4iZRGMuc6F8Iz3e6fRYWJ/uXP9Z1n16k2d+fbk35CJ1O5Po2h80y+z6SJJH8QyZDRUDQTR/jFVmhVGqQTJW5vctzcZnh5DTF4VGCg29xvn6L8/UozvlNjpaskCk32H+/PNLt/vRdisryknfib3l9Njwhh6ayQanUJJUpszdHecSsWlSf387qVohMocanozi77xfH/Ob/jr8u/E1cnXb/jqbcQa/bRxLcoGivaOXvJKI60UlN/IHTRoz75gELlr3v3jdRfJ58o+bRiTjdTlKTr/nJE8Fj0H64Ct3iSMPSrmOZ5Av5pLrcYsM2fVBbt/lpK62n77xsXOA3Wtm1r6GbYstZ780uIFeQiTev2bavPkVEI6YAy1YXt81vyMxu1DBL0/VNJUHklX2DT6V7eg8hx+PqNR+84anbGQUd55VB6rHW77Dqss/cFwCrzkDAbKXabZNs1PhDLkZf3+fHpQgrLtfE7fSiSFzDmhPAotfzMRphM+jlrlWmryicVfMc57KYrUY+rEfZCnvnrrNrdnu4LJM9knWiyA+rUXpdmc83SRRUKs02N9kSh/dpPl0l+PU6wcF9mqtskWKzhaQTCXlsbC34MRh0/LgZ5eDy+ywQ2z3t6y1NIdv1Vhefz4bZrKfT6zNn3wiiIFBuTyYZ+gn3tk4Sua2Ux16PFyuEndPvkXcrEf75PobZqGfNO7suzjZjAbMR9NLvK0+d/8MYNhgYxsFdGofXQjQw2oQy3MQR9TvJNupTG6WyxTrLXtfU/XvE3mKQbLtB9oULmNUwenyyonJWLrAa0SZkHpN5oiPQMBxDfvPrYQ/Z/PxlK48uWQB7ExqUtKCoKroXTYA2i5G+qtDSiGprNTgdnacIBhxjrwO0W8/fcXAcZ31de9E2jPX1II1Gh5OzFAsaJHkYXo9tpHb7+j7P7qvIxM935ojUO50WAgEHFxcZSqUmXw9jeEJONnbGx95Jdb/LKz56AsSnSFZ1uzJHJwnevlmcqlKjn0Iq994sUu30uLzO4vUM5tTDkwTLWwEslu+P/v9FoKp/mr+/YvxNEFEAWalQ78VxGN+iKFqRCgl1DkL0CKNukVh/mbtWDIvOB6jk2hc49LMHjmG0h2pBs+1LzNLoqlZF5aZ5jkVX4ifPsubE+diwpBMkSl3tuqqWPLkGbdEc5LYx7hNf7Ja4bJzjMZjZc6yN/baISKU3X8REQeaucYFX72DfuU5DTpDrzE9gJGFytM2usxAxRvlcuh17L99NEjBNVgrYcSxS7j5HKL9VY7z3TSevJknHkt3JZTU/0pTSkvv8nItz2ymyG/HxLhwaI0zLdtdYA9WWz8vHhQiKXuHnXIKzUh5BhUy1Trxa5e1ahEq7zS+xBKeFAn6PjR/Woyx5Z3eveyY0dbxeCBK02/j1KkHjYVLOVGYvKnqyQqpcJ12ukc5XafX6LAU9vFqZHrkfxkUiz2LANfb6pO5cr9OCxWygUm/z6TzBTbKIyaDn1VKQD5tRVsOeicR0by3EfX7yPXp+n8WqQQRfL4fGCNUjok5tEgEQsFs5yAwWgulanVi1wselyRM9gFk/Hrl8xLvlMLF8mVJjPIpuNxmmkshEoUKu3WR/8/l+fjxPfqeVNn2qU6xWHxG0zu52/rAe5Vs2q5n2NmjYnbZ7ffJKi8CLpreg08bRzXydy4+aou+2ohydzS9RB3CXLLGzFcLvtXE8oUFpEq7u8+y9GkTmRFEgEnGRnkCCVQ2xeVlW8Aa0FzPpoRppRYVcqY7LNbkxC0A3VG5h12iGGoaWFFO2VEevUbIBUK1Oz94Egw6MRh339wWMRt2TKH06XeH8MsP26yhe//OxXl9lMZtH7/dXe1GSuSrlOWtAvx7G2N4OY9aI+AO0muPjiMttYeNVmIOTxJO3/PDC9+I6izNkx+Odrirzd/xl8DdDRI1SgJDBhdz9hCiMTySCMDly9BJm/T4nLSPF3oDQGqQBIeipbYyicW5xe1UVyHeeB8Gu0mbbpj1pdZQON80j1uw69hyj6YnHhqU95zLFF6n6R9w2k4RM46lqAQGrTp5aeFLulbmon+MyGNlzrD85QbkMDlRBOxWmEyTCJh879mXeOtd57Vxg1WbHaqhiFMts29dw6mcTqUfIExrJFswBUE1c1LUnolq/xZLNoHlFJCRua+Wx19O9gZC3FvSixKbTy2l50PgyaWV+XMrypZzE77Hwu6UoTtPg/vI8yE15zGZ+XIwS9To4reb5OZugOeTJvucLEHuInB4VsiNd2ZlanT/GEtzWKiyGXPywHsVv1x5AX6broh4ne9EgR/cZkqXRKFCyVMVpnf0c2M0GPGYzsVyFTKXOXabE8V2WjUU/69H5yiG8rtH9FQRIaDQO+VyDestEvkKu/EyUm+0eJ3eZqcRUEgWyMyxAOz2ZrcjoPgsCZFuTyxraU6JEAY+N1tB17MoKv8STfFiKYNTwB4fBwuYlBODHtQW+3qboTvCf99imExSAVrfHl1iKd7vRp4nXYTGit+jIVeYr3ZjWJCKJAu83ovwcS0xUgtAoCwcG7l+iQxqR9Vp0OWcK8z+i2uzwYW+J25ssJqPuu/86skIw4KTzHdJZj0jkK5iMOvZ3o5zdTNYX7U6I/h+fJ1lcHI2We9xWKpVR4leutPD47BOlowwGiaub52ayk9MUC9HJUXiTeZy85Qp1XmlERUWBJ31TLSwteWm1emQfLDzNGvJsJ6cpqs0O+x+W0elFej2Z1ZXncpg375c4vkh99zU4PUvh9dnw+8YJffpFOcnu6wU6qsrZ5Wi5x8va0HiyhGwQWViaHlX+S0NQ/zR/f834TTcrPcKh38BKmn7/QcTW8Dua3T+OfEYQjDBH17zR8I98qsVHur+lIRJb6N4Rtbwh1pzcePO8XyHi7fLIa61+igdXQU0UuwWgwAf3CumWQrJdRFZ7WCQT8eb0pg2vwUm6PRox3XUsk2ifzNxXgEqvSqVXxaGzEzQt05b7tOUSfqMbp96GURKR1S71fpVSt0BdjlMfmkN1gg6RGn7jApeNQ1AFNq0rCIKVWCtBS568+u7I45Phjn2V00qatjI9fXTVSPCPgU3+m+xoHequc4FfcuO1qaVeg7feZf6QHiW3kiCw5wnwtfAcyZ216Mg062SadYw6iR+Wwrgw8SYS5LCQ4Q+ZyddLpz6Tlnq3y07YT+ly/PzcFcvcFcsIwNaCD7vewGW6QPWhC/uxVstmMrAT9vP1JkVyimvXgt9JZYoNqNWoJ2izcZ0aSKrE8xWWgy7uM2Uu4oN7a3c1RKPZ4V5DQukRJ/cZrGbDk9tPyOMYS48G3DZUEVIPdZnJfBW7zUhNQ5rlkZg+wmLS88PuEvlWk0ylNpXcNF9EUHaXgnzNTK5RvEznB+LkL0jG62iQr2nt7X6NJ1n3uml2eqSro5O7/oVEkkknsRX288vV9OfZZpxdE/j0+9cJNpd8GPQSXr9tzIp1Gm5TRXxBK/kXNcc2o4GFkItfZvjQTyrFAIgVK+ws+Lm7LmA3GSdGQx0WIwG3HZvViCAOZJgq7Q4VtUtZ6KNI3z+TijaJvgCYBAwGPUa9hNGgwyBJ6HUSOt2z5as4ZPkqMMhkunZM/Lt/upj6G1rpeh62N1tHr1/Qb6ekQfwub7K831/k69fxRsr19SDHL6LBDrsZ0H72hAmE9vIuh9NhHjEQcLmsVDLakd6trRD394WRRZnJrIfK+BjV6fT5ehAjGHTgspsRVNDpRbZ2o3z59xCPjydK2O0m1tcCXD2YDfi8NgoP0WmH00x40cOhRgObKAokNTrri6UGLbOBje0Ql3/tmqL/ivCbj4j6TG8xK+coQ/7z3e4fMeg2Rz4nMH1QF9CB/j/iU+1+TILoZYF6svUNv3Fl5r6ZdOPRo3Ivy6Z1Yea2sdYtMgl+512kLTfYsodpaJC1Ydw1kiO+9ibRSKX3fd3Ydp2ViNmDTdclYhZwGnrU5TiJ9inXjWPumpcUullNq9A16xpNuUy+c48k6EBQSXduSLW/YRLq7NiWWbOuotNorKr1n0mKiMCufYMvpdhMEvqIs/oVW47nQnlBFUhPcTf6Wr3jtec53SwA732RERL6+Po86MgygiCQ7df5kk9PFb0PW+18e0GEfk0lWAtMXqmrwFk2zy+JJHW1x95ykLfLYVQBPqxE0Asiv14l6M/QVTVqiOA/wmzQEXU6nkjoI3wvopvHtxnuc2X2NyKEPNopyHa3z9bic2TE/+I7Ql47MirZFxJRi3NofwKshL38u4PrQQOWw8yHrSjeCWUKF4k8QddzirilTI/OdPsKm4HRpgujTiI7QznhqlCi0e/xOjxaxjDcFOizW4i4HRzez54EjRPSqVrwOSzY7SYaYh+jQcfHjSgbEe/ABWkWVFjxuEZeCrnsOFxmjlKz3YZqM6SpTtM5Xm2F2PB7sZmMbC/5eb8d5d12hI1VH3avmZLa4ayY59dYgl/uEhwnswQdVr7epth/NbuB5SUMeolipUm6VEOURFqdHuV6m0yxTixX4TpV5DyW4/g2w+F1iq9XST5fJvh0keDXiwQ3mSI/XyR4vT99rJ6mZ3l2lRmpAX2plzuML9/u2R5qsHqCRkrm+DQ5UbNzUkNho9llaXl0PvI4J5T1vF7g6io7lhmYtv8wsPM8u8ygM+n58Lt1uj2ZlWUfwaADh900t2HAMGq1Nrf3OfZfD67DY4R051UERSeOkfRHhINO2h3t57zV6nIZz7P3dr5msT8r/lQaon+PiP7pEDZ/QOn+09jrAioDc47n2KMgTC5UlkQHFfa4q2vLMXWV0cFGRaGr1NALJnpTbEEVVfv0WqTJkVmDqMepc2DTWTCKBnRij1cOHcVenw1bmJvGZJJTl1uDKGJtIM+044hw2zye+FswIJ5Rsw+TKFDvFyl0s2TaBdZtG1w1Dlm27HFRH68vfQkRiVpvQOIacpUlyytuGudP7/fpkWgPvsett+IzrlPvd4i3EqioNOUGZsmHiETAGOSTRj3oNMiqgiDWsUh6mnKPXecin/LTa1RragWzTk+r3+PHwAI/58aljV7qx07Cj4EFfk7FEQWRgNVGdgoJXra5xjQ6VQDT47+m/2ZfUUjX6qy63QiKiiAJmA16ylMinY+oTCANRr3EssfNeXxcUzKWryAIo/XuqgoHVyl0ksi7rQXuUkVKLxprUqXa03a6F000zV6XokZ9mskwuZ7yESthD5eZAgrQ68gUa02KtSaSKPJ6LUSvJ3MWGzoOFRY9TjLlOltRH8c57TrrkfMhjpLA/cUQf0jOXtRV2x2+tTP8uLzAr/cP6eyHE7ce8FBptDU7/LUgzYgTGHQiO0tBOrLMWTJH9noQfVr0ODmKDaLixofoq91spNnucpct0eyML+46zefXNsNe0s0G5dJ8neaFCbW2w1BElSY9cv0mudzsWsH95RCfH5rkTtI5XA4L5er8Emqv18JP2rQfNqN8Ofm+BXko4OT4Os3BbZpXWyHONDq9BdSZNZbyEANotSYvqlUE4ukyPp+d/EPEz2jUcTWhLMDhMJHQGN4qU6SKvp0liIRdJFNlAM0azLdvlzQjswCGGUQUBpHU61ieUNTFXaJAe8iBSUDFbDVgMRuxmPUYjTp0Oh163SAijTDovJdlhV5Ppt3p0W71aDY7fDuO82Z/Ab0k8urNAt9Opo/tHreVxBStUVlWODhL8O7DEoeftI/3LwEBEP7KG4v+FPhNElFRMBM2rtHXIKGPkOVzzIbf0XpM0QvaE5xRWuC+5yXfm3wztuTxjstaP0fEvEe8OTntXZlQz5lp37DneMdg+FHoq13acpNGv0ZTrj/8PX9+2bLLef0aAJ/RRNgcAVXPfbNIsTuaWmk/NC0FjB5izXNewq6zEDX7R4jny3T+pm2bmwcCm23fYJGsNOXpk82adY10+7lcoa1xzp7eUxrEWwPb1bDRg8sQJd+t4NUHuW80Oal+v6YmQLZT4p1vjX/KpCm3ZzdpZDpV3vtXUWSRP+a0r/88NPSnwAJ/TMVREZBVlRWfayIRNUkSp1ltAfHzQoEfViJ8udVe5eslkb1QkH5P5jSVpVBqELBbKeQaiILA7koQua9wpkEmH3GfK6HTiSP2iAadyLrPy2lMe9LLVupsRnxcJsYJXF9W+HyRwKjX8WF7gYv7LLWHdHyqUOXVUoDTu+xTin4h4KLW7lCua0/g9RnNNX6XjXK7/dTEcxUvsL3q5yyRQ1YUDu8GhCEacBJ02jiP5Wi0u6Tyg/tRNMwXZYwNNZVEXQ4+pedvllGBP8bivA4HiBUryLLK26UwZ8kcnSlp7JfQ0mIFWAt7cNrMnKVyfLkf36+g20b8oYGr0x+Q1EeIAqyE3HhtFrp9mViuQrnR4jKex+rQsxn1c5BOz/Srf4TNaJhqEakTRd4thfnlJsHvIvNFNn12K3dD7j2NdpfNlTDlo/mIaMhr52hI6eE8nsdu1S750ML+VpiDB9F2WVa4zJVYWvRw/8IByGYx0ahOJ+s393l2tkOcnaVnirDXGh28Xhv6cpNeX2ZtPcjxqTbhOjlNEY24SAz5rQsC5KbIjykq2BwmeLhlhheHgjDQKp1EQuHZF14LkiSy9zrKwVEMFQGjzcjCgpfbm9yTdJiKQLPVozmFkE+CIArcJ0usbwT59utsLeRJJQov8eU4zv77RcR5Mgd/x58MvzkiapQC+HQG+r1fZ35W7p0iCi4UtYzAOBE1619z1OzQUqZESFSRel+73irZOiJifkWyNR4x1Almit3xiV0n6ImYV2grRW4aqbm82fOd58GupbS5blw//X/LEcSuc1PpdrhppJ+alnxGPfFWfwLxnFw/tmnf4aZx9PT/ttJ8IMLjpPYRAgJteZT85DsJwqYVUu3pg0ZNLlJrFTGLNvzGIE25SdBsQSfqkJAQBQlREBEY/A3W1QKqCgoDuRVZHegr9lWVvlLnvxva4KrS4q0ngl4UkR5qv0BFVmX6qkxP6dFRuii6Cn1lciflrIjoMAl9xHklj14UNe1H3/jC/BKbTLRvG2XMBh2toeL+Va8bn9nCRTrPwQuSmq83MehEen2Fb/FBun8p6MJntXByn6HzohGm05fZDHi5Sg7uAZ0kshX0czxD19E+wX7w6Xt7fX49T2AzG/iwvcDxTZp2t/80ISRzFZZDbor1FtXm5Mk7likhisJTd+4wrCYDRrOezMumJ41sZKJQIVGoYDboeb8ZpVBt8uPGAv8cn69mLVdrsBJ2cVso47CbuG/NJ//zCFEQyNTqbAS9+PQWbsoFzAbddxHR9lDk0mM3sxL2kC7XucwVYYoZ0lVmspC/osJNtjQSlY34HIRcNpx+C/+f88vvUnrx2SzcTyCiHqsZn83KLw9mDcoMD3kYnDefzcJZafQAv9ymeLXi53IOO0qPzUJmqMu93urwfivK1+PZC1yP08x1YpRwtjs9CoYOgYDjqXEHwG6bTUQff9/vtZHPzZafur0v8HZvgcODGOqMC+F0WkaIqMtlpaChvjCMs+ss25tBzi8y9B/S+Hq9xMZGkMOD6WO1NIGs+f12rA4TX4/iPC7dzSY9F1cZdncinJ4m/73Vg1QVFle8fD6O4XFbKZamB0aq3yFi/+00wdu/pjT9fGvAvyn8poioJBjxiM2npqRZUNXKc+PSi7pEraYkLVh0HppTvNhL3RgWyUVTLo+87jAsUuiNPthG0YLXECDeGpC6DdvbmWlvnyHEaX1ynVa6nSHNgEQ8Rku9eheyWsAkOmYSz2Fs2kZJ6CNizTO8Bj+FCdJRq9Y1su3xEgCzOH+zRdC0wH3jKxAh05lOiqYhYgqTb6dJdKooc5D8XcciZ80kr9wBTkqzU7bD0CKhAMV2ix/CUT4lxqNVuRlpzHyzyT8sLXAez7Pt91GoNrhNl7ib0JygqCoBp4NE4TmCd18oc18o4zSb2AuFuUsXKQylzZ22QfOdJAjshgN8u51dr3iZLiKJIvKMGtR6q8uv5wncdjOvVkJ8u0qwsxyg2+mTq9apaUivDKPd7bMc9nCbHiUDkiiyEHZzohG1vbjPsbXi4zw5fv1a3R6fHpyKVhbdvFsOo5ckZEWh2e1RbrTIVRua5S4Bmw2nxcSn7Pj5kR4Ik9tixqI3oBMH0fBmr0e51SJXb5JrNlnwOskqTc46JdCBwS3itVhwG82YJd1AMk1R6fZk6q0O5UbrqcSi1emxvxqir6qcJrPkr+fLFJTqLV4vBjmasbh4RLpcJeCzcZ0psuhx4rFY+Bofd/3Rgn1CQ9Vm0Euh1uQ8/XxNap3ZzaLvVyN8Otc+zrraQ5KEEZ3Ml9hbC2nKNR1epQj7HaRm6IkGvQ6Ob8bPW7nWwuwb1Do+khzbnLqU8VSZf/NhlXazi6IoyIqKoqooyuBPfbFg+HoU592bxYn1j484OU2OpNo97tlEFKDe7iGKAo1GB5vNSCDg4GRGqhtA1NAB3t2NcBMvkL0bLTV6rCc9Pk3yZi/K4bd/WZbrEUuLHg5Pk8iywsKGeyoRlSSRZHq+8hejQcfqRmCsVOrv+PPiN0VEdYIeq34LWV2kJ+fpyQlmLR8GjUtbU5QQCwABAABJREFUqE+HKoH+3/Cpdj11u0cYJTdMIaIdpU7AuDFGRCVhNMpm0zkxSRbSnZun14qdM9x6L6XeZKJolnzAfA+Jx+jCIDQwSl2Oq5MjmFrYsG1z0xwnoTDQCHXp7ROJaF/W7tKONy9x6NxU+9MHhZBxgZvGOSoqIZOe/PcbYAEQNUc5r7Zo9Gvsutb5Vp49+OlFPR2lT1EpsWR3cF8bvdbChOT8T4EF/pBKMCl5X9XQdd31+DlNTye7UYcdUSey4/Xxy5zEw2UzjRDRR1RabX65iaOTRPbXwjSaHa7TRbqyjCjA68UQh9fzpZyrzTa7iwFO7mY3r8DA1ahUS7AcdBPx2/lylpxJQh/htpt5yY1fb4T5fD15spSU2am4s3gOp9syls7WiSJBu3VAKg16RFGkL8tIgGQQ+bgYQRQeiGa3S7nZJtdokKkP/iZhyePkOJ9HEgRMeol2T6arKKTqdVL1Cc/0A1l9HQj+/9n7r1jZ2n3ND/qNVDnnNPOcK+f1hX1Ot7sb2xcIEA0CDBdgG1m0sJBpEwTdSFwghLARsmhxAWphYVsYQWNjYSGadmP59Olzzj7fynmumWPlnMOoGoOLmqFq1qiwdnvvs79z9iMtfd+sMGrUqHe87/P+w/PgEUxkig0OMot3wF9i0dpmRRa5tRri9cnw2t5aD/EumSbhdRF02Hl/nmbW3sMsTy4h363GeXuSmojIpuuzI4JrYR/vD6b/xmeFKt/fnd6JbTHJ5KfIEfUHGh6PbSYRfXQrxvu96Z+fLtRYj/vpdFV6vcHc5p2A30ks5qHZ7lHrqtRGbWgFGA4wAUEQEEURURQQRQFJFDG5Ldy6E6VRbU+1vdR18Hhs1zWfCxLjZKbCo3txGsUmLpeVw8P5Uebrkx7CbJbZuh3h45Qo82ga/8PnJE8eLvH+42L2wjchSgID6bpU5dNuilDAOdXgIBpxc56aT0Q9bisuv4PPBxmWZrhh/abxuxrR33KIegcGhwhaDhNgEk2IUgxB9KFjYqB36Q8K9AZJuBCvF9AR0eijIAlOasIDjhuLkVAAWZyv5Zfr7rNke8jZCJEbFbL3mkJoukqpNz7JqXqHgNlERRUMU/QiEgfN+Qu/3+QjanGQau0QMi1z0vyCWbTT1RariVq33+K4uT2zIPK8vUfCus55ezwavWJbo9j9avgeXRgQModnElFBF+jr2tX3z3X3ue18yE79eKFzv0TCmuBrtUXr4rpL4mKkp3cxuVXVNhGrgs9ipdS5jioYXZIfwom5jSu7lQJbvgAHpevI3ix/7WW3m4Ddxtt0Gg3IZRp8txpj+zxHpz87nWtWZt/G/YHG+wvytRH3YzbLPF+L83pK5GkapolijyLicxL2OocahbUWrW6PWrtPs6fyYCOKruvsnebozfCsvlkb+ex2glcHs8915zTP5oqf/SmyRWGPg1Sljqpr2EwKrRFh9r6mka02JgT/HyTCyHaJd6n0TBUEI9hNCn1Bp60OP+d5NGpYz2kEsyKTaTRQXG72ikXWol78Vhvb5znaBoLyRthO5nDbLXOlumJRDx9GbUV7w2t/XqlxXqkRczuJOJ28P08bpvpHk7UWReZuNHiVir+JaqdL2GGlZFAfbDUp9Dr9mdFOgM+pHH6PjaKB9um9tchVg5Lhe48y3FoJsH8yuRn0e2zsn8/PiBwmi9zfirC/nR5zsQJAgJWEH4/XRr7c5DxdJncxpm6vTTdC0fXhmB9clJg8fpBg5yhLpTDc5KyuB3DZLOzuZujd0OPc/poiGnGTzlQXrnN0Oi0oVplw2E2l3MTnd1CaoSc6cqYAxGIekISpJBQmXdTefTr7lcnog4dLvPt8/b7BQCcUdk0lol63bS4RjUU9dBlwlPz2Td7v8J8+flZEFPqYRTdtvQF6C+ihDY5hcAwMSYMCKKKMKK0iiH50zGh6jzZhUpqJQu/bOuR0FmtuyHS+4lVilNUUui5Q7A3TOyHzEs1+ibZmfKMXukdsOR6za5Cij1nXeFednja1S3Y27BHS7W1S7T4IIAhdNDRC5hBn7fk3/ap9k7PWzmKKt3oPgXHSLDI7FZTtHKMIJtQp9qpr9jvsN8eJbG9whkU001mQSC9Zl/hSbdIeIf9HrTOWbHHOWrMnmvJI/W2mXWPdFaDT79PqGy/4P4SX+Cm1WJ2hx2GGCx4attn5aKBBuerx4LFaeZdJc1IbRjVNF3anr1IpVv0etK5GsjI9kqN/Q519s9ND0iBsseOxW3DbrThsJsyyjA6o/QG1VoditUnzRnf1biqPWbmuczQpEishL067mW6vTzJfI1Oqk7lomDApEvGAm/5gQKfXv4q+2iwKD1cjDAYDdk/zEz7omeL1AvNwI8rrg+vas1kwz7CqjfndpJsN8tUmTzfjc7UxYegL/uIoyYOlMDul4twNwSg2wn7epa/v3XmSUZcQdFjzePmYyqJpGghwVChzRBm7WeHZcpx8pcHZDDcpGG4+NqN+Xu8bf0+P3YrLa+FrejwatnteYGvVz96Fl3yqWidVrRNxOYi7Xbw/S9MfIaSXTU1RtxOTJPH2ZDbZDnochkT0bix41SU/C62uyuZKYIKIxgIuPs6IZl6id3FNb+77A14HX48Xi/Z/Psrw9GECoashyyLra0HMZoXzTIWjdAluyJ8BCzfoPL6f4N3n8zEP++Pz4fFcdgt37sZIJ8vkL0iYroPP5yCdqdIfGEs3AYRDLiJhF7VGl+OzAs1Wj74gsnNRc2t1mQn5XbicZiRRpNdRKVda5HO1q3ptTdN58DDB7kF2rkC9USbp3aczHj34tjR9NOrh8+7k7/p595qAT3z2nGzA1maYs0L1qoHytwo/A6mlXwd+ZkQUhMERVvkRbfUd09PyfbTBKQyuSacqmlgyuSipZTR98QWlv+BrB7qKIGhIgoJVDpDsVIhbN8h3TunPEdIvdL7iMwUp3Uh9dzXjTn+TqHDLsUyxe8B5++PV40vWJbKdoQSVfcSffhqWbWuk2vtT3ZNuIt87Z91+l4Pm3sXnLZPvzhZ87mhNlm33OWhORk0dkpuz9snE481BhdvOR7yvHk08N/kdlvlUrhvqjUastplEVEQg2RqfyA4bBe4HY7zPFOnr+tiE+kMosTAJBfhQzOAym6l1u6w5veRHFs8Nnw+HycT7TAb9hue5MiIddFyuYFMUHi9FeX9mvMhfRt3m4dlyjJ3zPNleHceymXDAxWm6zEnO+P0Oq4mAy47DasZ0sTDaTAqttkql0eY0W2bPoJP+EneWQ3w4SONaH7dUbXVUPlykYB1WM/fjfrq9PrtneTRNJ19p4PfY8DisbCdzEzW407B9nGN92cdhZpII9PXrRfrdQZKNuI+D3OTrRlFqDwnTp7MsmxE/mXaT6gxf+0t8vxrnp/PxxXY7lyfqdJCtz448fb+c4OXxcIxl603uRv3sXTSWNbsqr06Gx72dCGCTFb6cZad2uE+rRw57HWASOMobR41sBrJzmVqDTK1ByGln2ePm/fmws77R6fIgHuYkX16oBtRu4M7zaESqaRF8OElzfz3E7uE1cXTZLHPrP2Eo3v9oK8qn3et76fHtGO8MyI4RZElkKeJBl8Dht2FxmPk6w3npEvXW/NrNx/cTvPsy/O3V/gCHVRkjsLVmh3fb54gC3Lobhb7O3n6GL9tJohE39dHotwCrS37cbhu5Yp1UpkKmcH19zCaZDx9O2VgPcniYp91WOTmfnCtls0Q06MLtsuLy23jz5mQhlyR9Sj3Hp+0Ud+9E2f46PzsgiAImm4JamCTYmg5er92QiNbq06/1wwcJPh4YR/d/O6Dz2+4L/+vAz46IAgj9D5hNP9Lt/XKx14s+kp1tdPo8ta1zqnrJ9xari+kMFi9irqgp4taHdAYSK7YI562dhUheny4BWaHcu4422iUnu43xxUxA4I5zjaaaJDVCQC+hiNc37GCGvilA3LpMrnNiKEw/C1U1fRXhNImLvbehGpMVvznMUdOYyGban4hb1kl2pjdcrNhW+FCu0p0SbTpqHeNSHNRU44kpZHFzUJ1M8X2upvg+tsIvk+mrzemP4SX+9BtIKAxF7p+EA7w/z7BzEWHa8vsxKzIfLwXtDTiW6UbKr6WqvMmm+X4tzsfT9ATxKM1Z5NxWCytez1iNpSAO07cbER/FUsuwk73R7tG4ETV4vhnn7d78iMazrThvLl43q1O80e7y7oKEuOwW1mN+2h0Vj8PMl1RhZgrfCFZpcvMmCuOkS9dB7+nIojjVAMCiyByXrt+znymS8LqxOOWZZPJOOMgrA4FHHVgKuGe+9344yOuT8Wtrdxpbsu5kh/eUx2HlUcjPeb5CtjJ+7JN8hbWQl+ORDvmloIe61jNMbV/i82mWlYSHk1Jl4rlcvUmu3iTosLPi82BG5Jf7ZwtHcQY3Xhhw2TlOzd4QGKGsdq9kyB5uRPm0v7i8VrpUxySL9PoaQY+dvdPpmymvy0Ys6MJkkqm1O5xkS8MNTA6+W4/j9FlxOiwzNSth2MU9TQ0C4MGdGO+/jM8vDofFMJKq6fD1YDh/RGIeIn4noiBwmCpyeyuCySRxmixxdF4EA3IJQ2tPHYFmR0VRJNQpQvj9vkYyXaFQarB3WkCWRR49XuL0pDjTO74/5b7VNJ29gxxbmyH29mcT+IcPr4m5Eb7spVhK+Dg7vx4/siwa/haCAI8eLfHm6z9Z09Tv8OvBwkk9QRAkQRDeCoLw/zZ47q8LgvBBEIR3giC8EgThL4885xEE4d8TBOGrIAjbgiD83sXjTwRB+NOR9/zwLScuqS8xmX6x0Gt74l30i5rRTv+QiPiVB471hd7b6H/bJJnr7uNSPLQHRYRvMHgt9I7Ycty6+jtgXmYwYuK8YV9mw+Yi2/lEYzAZyYhb46Q7x1d/l3rTU/oRS5xyL02fb9dzq/crrNnXiFriZDuL1dqW1CwJ6+rYYzHL6lQSCqALGi6lN7VZaNW2yrtyZSoJBejpKrdd02uzvCbH1Ofelk/4/VgMgV+NhF7itFnhSTBC1OHgfijEbql4TUKnQBaNU8wvk0kSIQ9h1/h55+tNpCm6effjYWRdmHDyyV7YUB5kSjicZgLu6RJW34q7K6ErcgnQ6iyWAqs1O7zbS5IsVLDZzGzE/CyHpvtqG2H7KMvqjfeshLzUbujKnuTKPF0ej9SOYjXoHUtBA5yXq2idAWs+43Py261kWo2p9aRntekRu7DDTqpcn/Bz3ysUJ+rtRlFptXl5fE622eDuSogHy+GhOPgFfCNuU5sxP8Vei2Jjjh6nDn5ldkYl32gOnb7yGR5uRnmwGsEkz19Oar3r30EUBPw265Xu7LcgVapx/04Mq1khnZ9dpjBx7pUG928Nvde9HjvNi/EpSyKrMR9P7sR5cDtKIOig2G7x8TTD6/1z9pKTG6PTbIV0vcHj+wkjE6QraDo47cabirtbET7vpSe4vM02X3Ukk68NVQKsEpGIh68HGT5sJ6nMENp3OS1XNZTpXJV79yZ96G9iYyNEt9en2erx7tM59XaP+w8TRCJuw9dPc3iCYbT3LFlmddk/9TWhoIttA/WDUegI2B3j1yga8UyQapNJ4vbd2M+GhP7Oa342/iawDbgMnvuPgf9Q13VdEIRHwN8D7lw893eA/6+u6/9VYWhvdDkz/m+A/4Wu639fEIT/3MXff+1bTl7qvUFWHtFXP8x4lUi6N75b1vQOqP+Y7xyP2Gn3qA+Mi55NootWfzERZaccwqlESLVP6AzyqNoxHsWESwljFt2ATHvQo6yWxuwsR1HobOMzhSj1CmQ6w7Ra3BrBKenkpjQEXcJ6Y7FqDRr4TVGKvfEdcdAcodkv0psTMZ2FuponZA7QVIWFJJIApBFCKSLN9J2/RLF3yn3XEz7Vxh2v1mxrvCkVUfX50bJcL4MkiGOk/hJmcXaX6ZvKMf904AG5eo8f49di3FcLzpgJ0vUf2kUy+fIR38DGUalCobXYWJpGKgH2iyVcZhMP4mE+JYeEtq9pxN0OMiMSJBZZ4n48wpspTT7JUg3fRTPLebFKyGUn7neRLM5Ob85r2on6nJzlKmOEqraA49MlJFEgHnSTLtZpqyqnuTLLIQ8Bt53jTInSjLTbJZym8cXJ57JyYLCf/HyUIepxkq5O3v8OqzEJKDXadNU+d0NBtkeMCWRRwOeyszPDtSlVr3MvEmDnhnKCLIq4TBb2q5PRq2q7w6NEeK7Oq8awkQcg5LWz4vNymCmyly6gSCJbS0F2C8WFdUw/HaeJRZykDK7NJRJeF5/zed6mhvOr3anwKBBm0NX4mswZNh6NHm+WVNMiOC1XeHo3zlmmQvzCJWigDVObmg6apqHrQ6kkXWNMMukoW+KHR8s0Wj2e3o1Ta3c5yZU5nKPROoaL21TtD3izn+TOZphivk5pSqTQ6TBTvTF+N9dC7J3kDSOlFgPno5vY2gxTbrYp19rk8jXCQRfZOSUKiaiX7fL1eXy8IQNlhJuzp9of8PFLEkGA23ej9Dp9jo+uL1y3MzvI0e6oFMpNYlE3qfTkRsLptZKpzNdd3d7PsL4S4OiiAc3jtjIq0+x2WfEEh53xv8NvLxYiooIgJID/PPC/Av6HN5/XdX00J2TnIlEjCIIL+CvAv3jxuh5cFUzqXJNaN7B4kdDVeWko/RN0aY3BYEo9ofyIRss48tZWP7Bu8tAU7rPfOp543ir5qfRnT5Qh8xaaLpHqHFLoXUQqL7YfA71HuXcGXDcNiUDY5MSphJBFBwMNGv0WRbVAT+sSkGUUIUGmq/HAtUyqtUO7P2fxt0RJtiejkz6Td4yI+kwBelqNtjbfku8SZtFC0BzGLpkR6NDopwlbrGh6HZ9Jw6vEUEQHnUGfXC9Po2+ceky1D/CZwpR6eVbtt9lvTHekGkVV3cMlu6hdHHfdvs6rYoH+AiQUoKxWeeDZ4n15snGrO6dD97l/hT8s7BKWAuxVvj19CPB9YJnzToVyv8WzeJR6p8decXYD1ag3uRFq3R4fcll+WI/z9ijFQNfxOmxXRHQj5KPb6U8loZdIBN1XXdW5WhO3zcJ61DfhNT+KaW4/MGxCkiRxLJ0viSK1BR1tAB5uxHi3nyTsd+F1Dvesp7kKp7kKkihwZzmESZbYOcvRnRJ1+XyUYTnm4fRC+L7eM464ddUBPovFkIg2utPPudlVOUwVebocvSJhT5ZjvDifT6qslsnNz5NYdCIlPwrJ9G2uL5fpc0kUeJSI4LVZ+cPd46llCEbQNIjbXTOJqN08/l2aPZU3F9fD5TZzK+Cn21bZSeavJKAavR5Rlx2X1TxTqgkAYZi697lsWC/GVq/fp9rukqs1SLeauBsWjsvfFhEF2FgL0RgMkBwynw8yU33JZ+HmnuzraQ6nzcy9W1G+7E6WClhv1MeuJHycZ8pT0+LKjAiz220lvuTj487wGkaCLurNLk67BbvNRHOGVJpyo7u+P9Aw25QJG99LDK1Gjdm5rsPXC/vT9fUgZkVmZzdNe45DGkC90UFRJAJ+B4WRrv2HDxO8/4bo5ej9MdqoFIt66Aoah1PKE35r8bsa0an43wH/E8A57QWCIPyXgf81EGJIWgHWGe4v/8+CIDwGXgN/U9f1JvCvAv9AEIT/LUN+9vu/wvkj0MSEg44YQDdwSCpPafi5RF+rYOaPee78kQ+N3Fh3tyIap24VwULQskVFLXPWPp58wZyB1NHqdLrjE7xVFAiZAjgVkSh+cp2vpNrnC3lMOmQTFYMN6GiQ1K14AZXmlOgvDCOVAXMIt+JEEvp0+wXqaoZOv8ClZXDCdoez1ifi1juoWodc95oAS0DC4schhwCFWr9JrpsbNnwJOj7FR1/rc9I6MPx8I3S1Jqv2FT5UG6zbN3hZzH2zlM4AY+Jd7k6Prj33r/Diwnu+Z2rhNpmp9hYnVABP/DFeJJMIOiw5PLzOXWg1Bv04FTMfMllDcrBIa44uwE/nSe7EApQqLaxmBVGA5ysJ3h2mFiIdN72jq60OvX6fO0uhqXaf0yJqArAa8fHleDxy57ZbKFcX2/g8u53gze45giBQqDbJlOpsJvzsXzTrDDSdr6fD87KZFZ5shGl1e+zelN3RwWuxcMpQCukgO30h+nqW5+lmlLcj0kqyJHJYmr3x6A80Phyn+WE9Tg9tIRIKsJ3PY1Vk2hfX8Vl8NgmFYaOTxSRf2ZougvWID4/Dyl6uyG2LxIO1COe5CoX6YlF5gE9HaQI+G4Wm8XtmZSRq3e5VrazXZ2XT56PZ6LKXLhDzu8gXGwwGOpIkEHI78DitWMwKugDdfp9Ks0Ou1iDbbpJtTx8/qvptNcR2i4mVhI9Xh0m2gn4OU0XcdgtPNyLsHGRpdRcvVzKah+qtLh9PMjy+H+fwIEdrJDI4er/FIh6K1RbtGZFD8aY8FIAAD+7HOTwvXpFQ4KocI5Wrcns9xP5hbmo9aj4/GSw4OCnw+EGCjx8nS5DW10N8NiDWN3F4EZWMxTyEgk76Z1CptmYuh6Vyk0ho2AxVrbXxem3snSwakh5i7yjPrY0Qewc5qhc1/1sbYc6Kv6Wd8b/DBOYSUUEQ/gtATtf114Ig/LVpr9N1/T8A/gNBEP4K8L8E/tmL4z8D/hVd138SBOHvAH8L+J8D/zLwP9B1/d8XBOGfA/7Ni/fc/Py/AfwNgKW4ce2coGWxSJsXEknXaUBBjJDuLBZ56/R+4oE1TnYQJdVNX3z2OIl1yiGccoRU54Qjgy7wq2ux0CdOwmsKoKlfaOg2fvTGeVOt09Fm30hhc4hke9/wuWa/AoBDdqEIApUb9a4exY/P5MUsCKhalbqaZKDtUR7lWyOsKGxeJdvZBXTKPeOJqd4vUh+xRHXJMh5TDIvoZqD3iVmWKKulqwOPky7hRp3VZYVog+eeh/yDzPFEDd0iOG2nWHMscdS4nuAEBFIt4xTWM98KL/OnV2eX6dS4H4jxNtVZuIM7bHVwUKwAQ9IYczs5vxDL360Mr0/IaWPd5eNrrkB1JAInLvgZAF/zBUIOGy6bmY2An1f7i9eylg2anNq9Pru5Ag/Xo4Zi950pRPTprbhhmtVlNy9ERB+sR3i7Nzx3v8tGvjZcUKZFh1tdlXcXEbWgx85S0EO2VL8qLfh0mGEp6sZhM/M5Pbsp4iRVxmOzULlo2FoNeNktz4+ibIX8aJqOz2Xhu+UY6FBpdzgtV670aSfOW1X5Lhrj7WmKVZ+X7dT8Rbej9nmWiPJhjvlAwGljJewlU2uwXyxBEcyyxJuTFI8SEeoDleebcT4cp1EXaAJT+xrrHu9UIppvLrbBKLfbvEwOx8ZawkPQa0cQBAayTr7W5LxR57wxPw1rhEU6uC+xEvXS0vpX9dLqhdxRtdnh1UESp9XM040wu0e5hQiMNoOIv99PEfY6iJrdHFwQtEuR96DfQaerUm/MLlm5WfYUibixOsy835mMJI8S2p3DHE/uxi8sN8fhddtIT2ms2jvO4fXaKd90LVrQtx0gEffi8ztAEvD47dQ7XXweO26nFYtZRhREBgONVrtHtdqmXGmSydVYSvhQ+wOCETdf9789ja5qGooskUxXhp3xh+m5mrS/ldBhQRGbP1dYJCL6l4D/4kUdpwVwCYLwf9F1/b9p9GJd1/9QEIQNQRACwDlwruv6TxdP/3sMiSjAv8Cw7hTg/wH8n6Yc7+8Cfxfg2WPz1JElDPaxmB7T6b3hkgp2xE3g7QJfcYjeIImPLEHnL/hQP2agDwCBkHkDDZlUeyT9PgOL+MePwm9K4JZUmr0/xaFsUegkaQ3KPHTGOe14yHYrU9/rVmzUpqTuS70MbjmIRZZpD+osW1exSSZ0WjTUJF3thFpvUj7JCF5ThFo/y+BCzqo1qOA1xSjPaIoCGOh9it2hjNaq/T4i5Qsyuzicsh8NE7ecLiyil516akwzdBH4zSaORgIBIYuLw+okEXvqW+ZV4XSCcH6upvj9xCp/fD6/gkQSBDySnUz3OlL3uZrFKsu0R7Qoc60WuVYLsyTxXSJGvtHipFIxPKZFlgk57XisVsyyhK5DS+1RarbJ1Rt0vdrQutNAI3EaTgoVzIo0keLuDzQ+nqZ5ujXZId8yiOA8XI9OrfWzmufXua3FfOydF64iJ94RIrp7lufWcpDd8+mELV9pkq8MF8/1qB+33cJBqoDfbkM0zdcBrrY6PIpGedsaEj233cIUR1WCDhsrQS/Jep2dYhGKsBRyY7UpfLmoGZUEgWW/m4DNhiSI1LtdkuXaVYlAc6DiNJtQe/2FtUl7U1YniyJxOxGiOxjwNZMndzJOGlcDXnYyBc7KFXRd5+VJkpjXid9q4/PpfAvQL8dZXE7zRLOXVZFnpu2N8Hwpxl6xxHa5RLPRYT3oo9lVqbe/LdMwis6CAv9Pbsf5eJah178e670bm6p6u8urgyR2i4mnawn2T/LUZ5SVqDN0OwGy5QZ5Gjx5kODzdgqEYQ2jKItjnvXToF1kNWRZ5N69OJ/20qhTariLN8jju+0kj+7FJ0Tn4xEPlaLxBqLVVlnd8o8RUbNJZn+OPJXFLLO1FabW7HJ8ViRVqBHw2QkFXah9jWyhTnaK+LykCAQ8DkwWmWfPVqh0ujx6vHShYqSjDTQGA51+f0BPHaCqA7pdlW5Hpd1Rr6K+R2dFfni8Qrc/4O3Oz6Mp6Xe4xlwiquv63wb+NsBFRPR/fJOECoKwCRxcNCs9A0xA8eLvM0EQbuu6vgP8M8ClKXkK+KvAHwD/NDBbkHIBiOp7LKZf0On9EpBJdY+/+Rg6GtJgm7/svs1Rz4lNihlqXc47yiKwiA7iljiN7iuaF5OOKHqB4Y1UU5OElAo+5Q7bjUkCFDAFOG8bXzYRiWXbCiGTi1z3nLKepdXP0vr2UihskhtN79G9UVvqlH1zieglopYNCu232BXfhCj+PIhCiOPWPrK4xml7G7di5p5rlVy3zVlrsTTOYfMYn8lDqTf8Dj6Tk8MbYvxPfEu8KUx6x1/iTfmER8E4H/KzJ+bvAkv86Y1UbV3t8WN46SoyNIruYMDL7PDx+5EQbrOZH5bjDHSdZrdHodmi0GxxWq5yalAPF3E4+OXhCW7JzN3VMMlshdoCNVr9gcZmOMCegaOMBrw+SvL9rXEHplp7PIqzEvayN4MkGllAjiLocVC5aAC6hO1Gk4Y+oy71Jg4vnJVkScQsSsgWibWQl2SxOjVKCfDhIM291RBfUpNOViZZ5G4sTE8bsJ3Nkz0bJ3uarpMqN4g4HGQaw675k0plYlMR9TgJ2+2YJZnYapxUpUZUdFJrdSbMA27iazaP22ah2uqAALeiAWxWEzuZPG/Pp0dKXZZhp3a+3uL7tQQvj85JVeqkKnUerISp1FqkytMJZafX51kgwovz8ehawuceEvEFsOLzYFIkXiVTJNwuDgslfkjEebF3jsNs4nkizvZp7pvS4pdoz9EutZpkNleDvDZwexolpaNodnq8OkhiNSk8uZ/g+LRIxaBJbppE0Sg04M1ektUlH2azjMNu4Sw9P5gBw87z9bUgTVXl7fb0TIfFLFM08Er/spdhYzXIwfFIJmiO2PuXvQz3R3Q+1zemp+WXl3x4vDb2jnJ8+Hq9Pt2/HeXDdpJ6s4PZJM+MWg8GOvliA4vFxJ98PGZ12c/O4ez59QoymE0KFrOMxawg2WX0tk7Q75hq9fqzwO9qRBeHIAj/XQBd1/+PwH8F+OcFQVCBNvBf1/Wrq/mvAP/uRcf8IfDfvnj8vwP8HUEQZIb59L/xq57LKET1JSbTj/S0Pu3eePpcFKxYRS9myYEimpEECQkN9A7oDTStzEArAXVkIYZLzBIzy9ilBOedb5HvmT2QBESWbbfpq9s0ei/G8tM3ZZd6WhOBt/zofc6L8vnYkf1mF83WOEENmMKEzU56gx1U7QUi91E44bbjDslOlkb/2wr7ZcGMXXZQ7E02+wz0xRYOtxKi0z8GQaPZL7Bie8jxgnWiMet9PtaOAVi22Ui1y/T0LketoRPVPVccWXSxU0vSNRC1v0SfAXdcAV5c2OaZbnTMP/Eu8a6YnGqRAMNUWUYtErHbyUxJS97zhvnJgGwC5HvzJ8fdcoGOWaVZ7VFcQAQbhvag+VKD1aCXdydpQi47Gy47BwbC7jfhtBlLylzi5WGS57fivNtLouvDxdF8ocHotltod9WZtYvijLSezTJcRM5y49flZm3cfrLI3dUQ26eLLVAOq4lbK0Hen6S5vxFBRUMVdWI+N36HDUWS6PRU8tWh09IlqtUWVpPCcXlIFDZCPtx2Kzu5685wIwiCQLXTwWfzTES9R5Gu16/81qNOJ+nLdLQJzFYJr9WK02TGpiiYRAkJAV2Dfn/oTBUx2+l1+5yWq3yd0Z0/itZIo9bXVA6X1UztIgL5KZVFkUSeb8b5cpK9qlu9ib2zPDbzuC2qyzp73ADYFJn7sQhvktc1yzGnk1SxxnY+j8NiotHp8eIsidtq4flSiE8n2YU7+yVRoDejRnQp5KYvwbtj49+uN6dBqd1Teb2fxKzIPLmX4CxZojiiO9ydQmRHEQ+7CficdNQ+Nb3PSaWK6JCRJRFZEpFEEUkces1LooAkiYjC0HPeG7ZTyrdIzbEeDQdcnJ5P3uv9gUau1BgjZvnc/Pk/Xahhs5lotXoTaXmrRWFzM0yl0ebkvMTJDVKtKNKVjmerrXL/dozPX2dnkZwOM+2+Sk8d0Ot9m651t9en2+vjdlr5k/cnhH1O8tUmmxshrCaFvcPsr9SI9meKv3g89NuIqK7rf8AwgnlJQC8f/9eBf33Ke94B3xk8/kfA82/5/IUgRpF0na4QYskqg95G16poWhFNzwN5GACD4W7VqFVENv2CUvc1VukuhxdNRXfs66i4OWwez43m6TNqh4LmFexCk3bvTyees8sbV/WpY8dDo9J9ye957/O22qCt9fApPs5bwxS3RbSybFtCJkur/5nmCB8TBRlVb5PrvMUsKMQddyn06hR78xd1AYGQZYnMlFR6qXc2N7ppEq1YxT6N/vWCL7DYbtUmuTloXqcPM50DrJJrLC2f6SaBJAGzlahlhXSnQbJtHKlJts8xiTI9rY86Uj/02JvgXSnJIiVFVbXNhtNBqS0O7QJH4DVbyVSbUze0h/Uyd/0hdorTF5ZHwQhvT9M8CoQXIqI2RWbnos7w0uozV2tSktpjovLT0JzSUT6K14dJHm9E2T7K0h9oOG0WKo02Ya9jslHoJqZcC1GAlYiX7ZPJcWjUmd9dYDFRZJGHGzH20vlra0tNoNnsEfW4OC9VOS+NL8ROu4mo14XTbAZd57bDQkXvkmk02CuVrixaZ+EyynRUqvA0HuVNZn75RkMdj1h3BwMyjQaZKffG40iEjjBAV4cuR4tAEgWOCtdEod7t8d1qnFfH12NCHWi8PEnid9i45Qny/mhy/qm3ujxdivNyJMo/T7btcTxCql7nxdn4Bv6SzNa7PX5YSvD6oi642unw4jyJz2XlvifMx+NJ44absJkUOlNc6x5vxYbR7RmkdtZzo+iqfV4fJDHJEo/uJUilyxTKTboGGw6/x0Y87EVD5zxX5axQ4+zC0WhzKTBccwbahK3tTWytBPmTT6csBd08eZjg45fUVMUKl2P6pqDW6OCKerFaFOw2M9nc/HKKUqXF43sJdr6mrqKpK8t+nG4re4c5PszoaL93OzpWm6rOucaiKBCJedi5SP8fnxW5uxmZqyF68xiIAoOBRjjoJJ2rsndx3hazwoO7cbpdlb2j3F9IkvdzwLfpgvy2QYyC/BRd+RFNvkcfB+ogSV99hVnPo/b+FFV9T39wjKYvUs8kIF2QUABxsH3RAQ7V3iGt3ls2rGZuO7aQhekalEZj3Sq52LBvIfQ/0u4bRwMlabrAL0Cx+5n7TpWI2UvI4iNuXeaBc5mYKUev/ye0DI6rj1BtTVfJdT6gacds2ZeJmpdmft6S7e5UEgrQ1Vr4ZxxDQCRqDtPojy/Mpd4RYXN8yruuYZGWaI3ojfa0Dg/cYcPXtrU2h62vtLVzHrj9PHSvoAjj+6z6oMl991C8udwbHveRJ8H7UnohEnqJg3qe57Hx8xCAhMVLsT2bPNoss/d+9YuU+odClu9W5l+j+6EwjYv05FGpfNXs1R9ovDpJ8nAjis00vU7zuFDGqDn3Jt4fp9lcCmAxydgsJh5txOaTUJjqf/14K25IQoEJNyeAo3SJB6vGvz0CPNqM4vHYeH1wPlaWMBholBttOu0eMe+kBHK902M3XeD1cZLXJymO82V62sCwBGIaRsWi3ybT/JBIzH490FzADvPytT8kErzPZOhpGi9SSR6sRHBa5oudr/g9Y1FMgPdn6QlDBIBio8Xb8zSbiQCrwUnB/pNkCZN0XW87zc0r4nLwIBbmXTpDrjGeNbDIMvu5kbrpXA7HDUmjUnPY2OTyWXm6EUOeMTgtBuParEg8uh3jzUlqJtGUJfGbbR57/QFvD5IUux0e3Y1jt5lxWE3c24zw+F6CcNhNvt7m3X6KD/tpSrXxEo5FG6v8Hhu5SoPBQMPnsfN6N0li2UcoYCxaI0uzb+DzdJmV5QCxsLH4vBE+bp/z5OkKt7bCJJZ9HKdKfNxO0plRPmExKxyfjgcB9o5yBHzTjUMe3k9ckdBLNFvdmeYAN/HobpyTC4H+k2RpLIjb6ap83E2xe5LHH3Dy5OES4aCRFPpvDwRd/7X8+23Gz4uICtYJ0qmqr+n3fslA/YSuXxdyy+pHJNH3DQcXkUw/Ur4goZcImgNjfzf7GWrdlyRMXe47N7FLRo401+RPQGTVdg+fWKHRfTXTbamyQJSyN6jz3CURN9eR9Fc01DdoTK8H7GtGz+kUutt0Bl9Zt4VZtk26TK3Y7nPe/jT3fOzSVEUvVu13KPaM1QXcymwx+ajlDnvNSW3YVj8zt6c81Tkn2flK2DrguW+ViOV6YW3rVQQEks0aDz1xPpbT3ywHBcN60R+i18483weX+ZCb3/zxvpTBb7UZPnfL52e/cB2Ce19Mk/BMnzQFHbIj9X2Vdoe14PiYf3+Wxu21shz0GB6j1VVJTHnuJr6c54iF3CxHPAvZfIJxM8nTW7NtQktTJIZqje7Eb39nJcRK1Mv74zS5ymSksNpoXxyzTb/bJ+qZPl4Baq0uO2c5boVmbwrHcGPVfHWa5EFouqOXTVFmloCMvu5x9Lo+8zK69D6TwWyX2QrPPkeffXKcqQON2IwxtZstcFyt8HQjhnukbKPUaPMoGgGGOpRnlXGiLosi368kKHc6fMwY3webAf+YM1Gz1+N2Imj42ly9yatkCl/AxpO16Jhb1CUsyvimLup3Egw5eXs0PyJ9873fAlEQ6KPjCFpZ3wzz6SjL250k6cLsBiSjRr+bkCURl8t6VZOaKQ7v78NUkara5cGdSRekWS5GADbrUIPV5bBw926MW7cjbG6GWV0LsrTsJxLzEAg58fjs2JwWZItMbMlHvtpk7zjPWWqxmtY7W+EJwX5dh3jM2Ins7q0o775Olnydpcrc25zuejaKcMDJl4Pr8VaqtthaM96wFkoN3n45J1Oqs7YW5NG9BHbr7HXod/jN4GdFRFW9R1tX6fe+jJFOIwiCil25veCRRSTTD5S7byaesWNcG9rVqpQ6r/BKRR441vEq1wTgMlUdMq+xYnHT7v2S/pyIrE1eod6fTkTdSpQtxxZxJYmsvwP1P2HVdp95qpNdbXYar9w7pN77yIrVzYb9FqIgkbDe5mwBEgrQ04xJw5L1DvnO5PW8RL7zFZfsMXzOIjo4aRtPfmU1z13nYpNUa9DiqLlNT0vz0BPivmuZXLfAU+8yG84QnypZ+v8EO8WdZpJ1t4dNl5/XqcX8GPq6xqbfeGJ2SONRrs5ggMkmTY0KPYiESVbG7wOfY5J8JMs10q0GTzaMrfz8rsXsPX0OK3ariWZX5cFaZKH33JTBubcW5v3+9GtlViTKU9yTznIVHq4Pf/vViJfbayG2k7kxL/WbyJTrV3dIodZCUzXC7ukRmmqrg9rXKBSbxNyzSeslbnIkXYfTUpWY0/j9dtP8xS/qdBKy23mXvk5RtkbKE7KNJnvVEs/X41OjR9O6ut+dplgNTLdO1XSd16cp+pLO8434VcQ8nashCQJLXveYTu2dcICIx8mLs/OZKgA2g8a1z7lh3eo0pGsNXqfTRCIuHq1Gxr7raCPcw40IpV6HkwsTg3kw/wpEdCnk4cntOIpL5m06Tbs/4OVxkif3Z0fAL9FcQB3g3lZ0TIA9la8SDw0jma2OyvujNA/ux7GMqFFUqpNzsMth4eGdOHc2I6jqgE87KZLZKl920+zsZ9k7ynF0WuA0WSKdrZIvNihXWzRbXVaX/BTLDfaP86zNsOEchd1mYv/YuGkxk6tMPBYJuznKFKc2hlaqLcPNxxgEcDqtE5FmaQGr2cPTAu93kvR0jft3Y/i80+eE3zh0/dfz77cYv/q28M8Cep9K9ycUaQWH5Efuv5/5crN2znw9GxHJ9L0hCQUQBl+wy09o9o3TkAO9Q7H7BisSccc9iv0+JtHChm2DRu8Ni7WbgCyFmfSWE4hYNnCLTdTBewYXG2pFiCAIVVT1j9iwPeW0k0OdQgjbBr70RqipKSDFA8dzapqMWwlRVedH+Iq9MyRBGWtcCpgT1Hqz9Vs1BkQsIWqNysRzTtMayfp0H3u78o0ixYJO8kL5IG51ETFb6ajwzDdcQEadOkdHyvjj+uRrdLDJZkoVnb42+T2mYb9RRBbFscU8ZLPzMTVZF7VXLvGLlQQvDbp+MZDtqkwR6e+qfd6cpXi2GWP7JDsm2TTPKlUSRZ6sRdk+y/H+MM2dyFBO6cF6hEyhRrFmPPYAqiNaiSsRL0ep0kwt2KDHcVVTZ4R2p8fTO3HeHiQXmls7vT6hgIPsRV1lvtok7HEQdNnJ1yYbzvqahstiodruYLcouK3D/58Fo+Wy3u3hs1mxKQotdTwSZjMpMENX/l4oSLJaI33D3alxQ0JpoOu8SCZ5sBQiXahd6aBe4rRoXF6gA/YZ5RpX36HT5eVpktWQB4uosJvK8+hWFEEWoFLGa7Oy6vfyJrnYJixVmfxdmz2V+0vjygxGOCtXOaPKWsyLUzLx+TSLIkvIssiDzSivD79NsmdRImo1K9xaDlLtdtjPlziqV66fu9AFfXmU5Nm9OF920jOdxzq9PiZZnNpt/+hOjPcG1yHkd5IcaTJ6v58iGnARQiSZqVxJI3ndNpbjXpptlcOTPB9v1HLmpkgojeLBnRhf9zNXNayfd9M8vpfg/ZfZzbpb62HefZ6MbgJk83XWVwJXgvdWi4IgC7Ta0yPEqWyVB3diY6L9N/HoTtxQU3X3KIfTYabemE/8XQ4LgihSqi/uNvg7/KePnxcRvYA6OKE8OMGs3MEuSEh94/SvqKWwKg9oqx+nHElCVL6j3J2tNRoyhTiaQkQvoTOg2P1IwLxOWOrQE2Sc4gPq/SKNfoZ5VdJV9XoXLAsW4tZ1zBzRH/wJNzMvkngd9eqob4mblikNItTUSSKjam1Mgp2ePvtGs0kBnLKHVPslVW0oPu83JbDLHordJM0phLav9wiZN8l0Di+O40bQywxmlAtcotLbRxFMY25WEcsmn2eQUIBU+/CiMaky9zMuISCw4Vgj025TUBuIssi7/D9ZRBTgvjuBLplY9buIWJzslUpz60TznRbPQ3HeZq4bQ9ZdXl6UjdnJy0ySrZCfvdz1GFl2u/liINS+XyjitJiod4zJ+pvTFKtBL2qnT7o0XJhuNvCM4k4iSKPdu27+YajvB/DpJDPUXNyK8W4/NUEMTYpE8+I8/G4bjU6P9hzdR5fdClOIaMBjRxJFqrU2LuuFlNECCDhtV0QUIFtpEPU68TttFA3KANxWM9VOh1S5zlbET0dVZ3ZIC1OiOiflKo9jEd5n02N3v0WeTgK/j8d5k0oZlouUm8bj6lM2R8Bm5bY7wE76wt3G4zIkfpf4nMpxNxpkOz1f/uz4wpjh8VoUraMhOyWeL8XYLRQXJqExl5NUyZgIfczkxgwFZuGoOJyHthJ+Qi47ekL7ZhIKYJJn68tuxPw4HGa+ZHO8nqIdrI50eL85TnFvPcT5aYn2jDpKh81MpTb5O64m/GwfGm/8C9XJrFa6UEORRZ4/XkHt9KnV2xydFikbREdhqF9aLc121Xr8IGEogv9lP81S3MtZ0ngNcDkt7MxpLrLbrqPeq2tBPu/Pd2rKFxtIkmhI7r1uGwdnxk2pan/A/c0I77enjwun3czGSoBP+xnyu0nikcXrZ3+t0DHqoP5zj59Vav4muupXSr3PNOSHaNKK4Wus4rQ0mISoPKfSmy94b2OxiS5s2SIqvEQW8mjqH6MM/hCf8JkV04B16wrLtocEzFvIwnj61CovUVPT2GU/m/Y7rJorSIM/oD8w1i8VhfFUljo4xc0ZEcstw9dbp6TALxGzPkDTGxS6l134w/Mr9s45bX2iOagQMq+TsN7DLE6mfs2iFQBJUPCZ7LQHi+kLdrUGK/bVq79NopVUZ34MWUdnxb5YOllAYNOxgU2K8qqU4rxdRhBEPldPeRwIYhbnC55Pw3P/Ku9LKTRJ5aRe4af8GVWtxaNIiGfhKKYZTQRtrhcriyzzNTN9ozNAp6Z1sSnXBCZiN04laTqsh2bXRh8XylTULg9Xh+n1Yr1F+EZqKuCy83AlwtezPOeFcaI6GtFsdnq8OUyxkQgQC4zXHnrsw3FhMck4bGaKCzgsmU3Ge+OY34UgDGs4D9Ml7CYTIc9i6TSrMkn80uU6VlHG57BOPOcYSZ3vZYrcC4ZmF8DMePJ9KjPRvDTa9HMJRZL4Lh7jZTJpSEIdJtPMLvJCq81OqcB363FEQSAyo/zgEl21/01NITvZPGaLjM1k4lUyRa07f7N5ibhrel1qW1XZSCxek7se9GG3mvicz3FQLrEU8/LkVoynW3HWor6ZHu2XMGrwcdksPL0VJxp3s1Mu8vosRXtGg1GxMk7sviRz+KNOvM7JMXUJq2VyPXI5LDTa3am6pqeZCiH/ZJmH2teGUleiwNHp7Dk3OCP1LAjw+L4xCQVQL4TkrRbjDdTaSmCmVSnAwUkOs1nm8YPEQiQUIJuvcX/LuAwrGnbTmKGVXJpCyE2KxJN7CTRB5+3XJOoCEly/SQj8ehqVftes9BtAu/eOonpCS36OJowXvw+blgI33iFfkNB3Cx1fGHzBNqejPWq5TVD/YzBIxut6hX7/Laj/CJv2E1EpxZrFw5rtLjHrA7zKKrfsq4TFPbT+H6LNq39lciHTaCD2XxjWjZpE40nIJgUImzfJtj+MpfbN4s2aLZ1c95Dz9hdUrUfMcpuY9TbShQVqezAkKsu2dSq92dHMm+gMrnfSXtMWZbWy0PuynUMs4vTI0jgBTZJsXzcBXWbEv9bOuevzYJPmpylv4o4rwqv86cVxUgStQ2I80HU+ljK8LSexWiV+jMe55Z0cO18qOVbcHgAeBsJzF/VUs86d+HBsu81mPienl00ICyzEzW6P96kMz7biSJJA2Ddc6Ia6kgkarS4fj42jHEYe1nupArlag2e34leLvMNmQhBgIxHgJLNYiYgRViJeWj2VfKWJWRmO/XSxxqCnsWLQ4X0T+pTu6FSxhkMy4bWPE4ebIvwfTtJ8vzRdwWAel3t5muRR+LqBQrlBgvw2G2sez5U3uxE8lvm6nQPgp2SSW4nA3IgfwGGhzOPE7HprQYDb0SBPV2OgCNT7PV6eJllyf1sEaV7H+IdMduJ3uHkeD+Jh7kQCHOZLvDtLk603WQl6OSmUeXOc4vVJkoNiiYECy/EhOX2yFWMt6psgnsrFZkAQ4M5yiAdbUWpCj5dnSc5mZAguYVZkMgaR+6NcGdEpEw0YE2+LeXxsiSKEQy7yBoL0o7isE72JeqPL2+1zHj+crYBiMyDAMNT9vHcrOjf1nsnX2FidbCzzemxsL+BD32qrPH+8wvu9xSLol0hnqyg3xvLdrSif59iAnqbLLI80SUmiwKM7cRxOM2+/ntNo/c6D/rcJfy6I6BADmr0XlLQKHfkHdIYLqyAMsCtbI6+TEZWnC5PQ4TF0QuYp0jFAwnqXgP6PEIQFJVkEjcHgkIH6x7hJEZLO8Ml1HKblhd4/rcBbEPSLutEVlJHIpWwQFY5ZHqDp9aso6CiUGdJUGn1SnR1S7R0kFBLWe8iiiXXbQ/Kd2TW7RqirGZasawTNa2zXFxO5B+hqbR64JxtmZhHQS6gju8O9epoNtwOnMl8O5xJ+s4NUs34l+aQLOpveSUJU63V5kT9jr5lnxefkF/EEwZGO+ZBzSF7zC0QKAV5mkzyKh7kTDMyUpjktVxb+Lq9OkqzGfFjMCveWwgRcdl7vnc88/rQaT3Wg8fogSSTgZCPmHzrTbMX5fLS4JuBNMfOtRIBCtUnlovt9dFEq1VuUKk1uxY07ry8xa9E5L1Zxm8y4RwTajZrDXh8k+W4qGZ1NRXUdjgoVEhdRwdEmjE2/DxHYneNS5FigwclpNvHdSpzaoEdP0gn47Dxei/J8Pc5q0GsY/czW6obRwajHyXfrcYJeB9uFPK+TKVqqiiiLw//qYJ3jmnUJsyyxl5td2tRR+6zFJiP5Jlni+UqMhNfNp2R2InPgNtDQ7A80jvNDcvrmJMVBsYRugpWElye34jzZiuF1WHl2O44/5OBTPse78/RYzfY8xL2uqTXKmUqDKirrBlHemxH/R3cS7B7PV0u5HP+j8LlsHJ0Nr8c8Mmr029ttJlYSvqnOSTfxaSfFo3vj98BS3De1a1+SRLbWQzx6kCAQdlJXVRwuK/fuxHh0P0Ei6p27iyuUGtzbup7n7VaT4QbACF7PcK69uxkhHHLxfjc5EcX+rcTvmpV+/tD1DvXeL2kKLpymH1B67zBrJww5t4SoPKbS+3bCZMf4Zl2x3cM5+IfjYoILwiSG0fQcCA563dfIQMj0kC4mqjOafXR9djrhZt2oMLLfsEkBHLKHbOfD1PcrU8sZxtHTW5y3v+BUHtHUTfR0DybBjCKaUUQTiqAgiRKiICIhDoW/9aGNgM4ATe8z0FXMoplSfyh1pX9DgUxHy161og1rQNdJt9u8Ks0upegOxsnOYTPLsiNApilQ7s2uU5MFEY9iZ+eGtWimN5tInDaqnDaqiILAw0gIEwq7pTzPwlHenU4SNUUSsSsm7CYFi6xgkYduLFaTQqc0Ow1WaLZY9Xs4vajtm4dio0XC4yZ7VpjZeHQJbc6CfVaoIgD/mccbnGXK8/sFRzCqAXp3NcxhqjhGTm9GRxqdHiepEg9XInw8MSa8ucrsJo3TfIWV0FCEvN7uTj3X90dJHiyF+ZQej0bPMI+6Ps9eD6/VisNkuqopfR6L8TGbmWk9egnrjLrSWyE/douZz5ksL8+GY18WRXL1JrmRJgy7TWHV78WumGh2ehznSqSrjSuRe7vZxO1ogHqvy06+SLI5ft3iHtfwuwtwWq7yNBHlTXo+idn0+9lOzidbHzIZfA4rpUYbl9XM7XCQ/VyR1yfTo2hHpQqCMH+dVQcaR7kyR5S5vxSmqfWxWxTyjV+tScVjtXA64/lqq0NHVbm7MS7OLo+M3/tbUd5+Xcyx7yhZxO+xU6xcn+9KxMv7kbrPt9vnPH24xPuPk01DrRubMZ/XjtWqTO10n4av+xkSMS/nqTJBv5PPN3zdHXYzK8t+dODovMjO6fXxw2E3lXp7zC7V4bSwHPVikiWq1RZnqfJExuUsVcakSPTUARtrId7PENSHYf1nyO9EUSTu347yaW8xov07/Nnhzx0RvYSm16h2f4kshnGICaxKhA4ild50AjYLwuATNukRrZH6xzXbPRzafzQ/N2cASbBjlhQ6/SRwrePZ639EAILKBgMxRLn7CZ1x4rmIteawbtSBzXKfgT5cyGOWh5R6uxS7sxcF+RvqJh3yHd5XiwTMPhxihx4d+Maym6glRKO3h1PuY5HsWEQHJsmKLJgQBRldFxmg09cGdLQunX6HxqBJqZfjrusePc1Kqt2aS0Av0epPRshOWwViNh+yYCPfnU7GHnmWeVGYXIJSnQp3vHG+lmdHfjRd51NpSGRWnV78Jhv3oyG6/QGdvkpL7dPodekOBvTUDmV1nBjH7E6KhSbPN+LsnOevxOxvIui2L0REn67E2M8UqDTaeDxWKs02gznq/osIgW8lgvzJlxOcZjNep42ViI9Ot8f+eWGmq0zhYqF9tBHly0l24rVG0btef8CXo+zQSepgcgzUWt3hd5vhVHWSK7MW9qHr+tTz0zQ4ThdZ93s5LH57qcFZtcqjaBhBGIrU3/RvnwXlRpTWaTZxOxIk12iwU5jcBB0Wy4QcNgqN67Hc7Kl8HmlwkwSBlYgXi1nm+VqcD+nMzPKAiMfJWeM6GvX2PM33y3FeTrG0vYTdoEbXCN3+gK3VAIPWgE/JLC+P51+ffKPJ7bCf/cz8unRZFHm8HuXVcRJRFFBkidWEn0qltdAGbBTiApN+Vx3wOZPl6Z34FXmSLsZvPOTmYAFDiEvowFLUO0ZEmwaR/mlktFi+fl886qHTVUmmKwt//iV66oCBpmExK0RCLvKlOpGQi3DIRb3d5fCsyMcpxM9o3mg0u3wZSbPbrApLUS92i4larc1pskS50uLx/WG50IcR4ut12Qj6HcPaVWFYr54rNag22tRSXe5YwvTVAYos/dbVgs7Eb3n08teBP7dE9BLqIEdRXEISElhJYbF8x0Af0NOadAYFetoCHn5cp+ePW8MJb9N+F+vgP/oVz0rEaVqm2bvo5jcYd+rgAAYH+OUogrxBqfuFgT4kJX19sUlTp4VD38esPEc3bZBdMHUuG9SgGsEur/Cl3qav98l0cjxz3aLWn+7EZASr5OasfYTPFCHXO6M9aNAeNGAO1zaLEDIHsUkO3laapKbojhqh3jeOeqbaJcIWN7LoJN2ejKI99iYMSegl3FYFFjyNZ/44e7kSp44qu7nFmrsAojYnOb3Bi/MkXquVp7EYb49TE2OoMce6M+xy4HfYeHucGlpBpkvU212eb8Z5uzObWMySXwKIeJ1kinU6vT73lsO83U1Sqg+PabeYuBvzg65zkCzQGukw9titlFsdnm7FeX+QMvycadqCmq7zdjfJ81txXhuQ0bDLPpOIAhxlS6xHfVNrSgHavT71eoeQw37lHLQIKYEheZRFEY/dQqnb5vuVOOpAo62qNDo9Ku02zSmqAqI+/IytkB+HxcSXTP4q+jkNKwHvGBG9iYGuU2y26KMRtNvpTtEdBXBZzHzMTEac3yfTbPp97Benz6PpORFpGGYAHq9EqWk9ip0W91cjfD3L0ZzRgX4Jo/T8TQRddlxOCy8v7E0Hms6m38tOJo/HZuHOUpCvZ4tHB5vNxRq1Bjq8Ok3x/f0E7z6fIwgCNouCJjCzu94IjREdUrfDeiWHdBM3yajNqlC6IKIba0Gy+RqNBc//JhRZRAeePl6m3ekRjnpI5atTFRFGsQgZbHXUMacls0lmIxbAbJGx2kxY7SYa7R7ZUp1Sq0WpNX18W0wyb4+yPN6K8XH722pTf4ffLP7cElFdt9BXvqOklmi394hbekiiE7H3RwiA+eKfINmRpAgIHjTBzEDXR0jqOEGwC8OJ+Jb9NubBP/yVz81neUK9+2L0bKe+tq+loZfGLXqRlKdUeof0BsPCdpNoxyp5sYg2FFFBBgR66HqDgVZGHRSAMqIQxyWbqKjKQtHURVKNFjHCflOho11PQA3t2yUwXMoKxd5XLDMcmowQNC+R7fYY6G26WooffJu8KBnr2I1BF6ip0wlJtlPFb3KybHdz2rxuWkjYvHwpz16odpsprJJCezC9vtKpmNlyBHlzPowa7JTyhBzOhVOEin4dGSu327xqt7kV9zPoDuviLrFXKGI1KRNySaIg8Gw1xuezLNkLWZiNkJ+D0+Gi9vowyeP1KB8Pp6ezjJqVLmEzK8iSSO1CiufzcQav03olUt/s9PhwcWyTLHF3NYJJETlJlfG5bawn/Lye4bokzhmcb3aTPNuM8+44yehpOhawxAQ4zJT4y/dXebQU4axYpWxAXkuNNssBN3aTiWavhz7jlHw2K+s+L+2+yk4+T6pZ41StUmy3JvVbRbA6FHwWKy6zGassowgSAuAWLawGvOwaRD+nod2ffa/bTAohl529QgmzNHspuB0J8NP55O+iDjQa7S4us9mw4S7qdJAsz67puxcLUeq3+Sl1zr1gkHStTrpWx25ReLYcJ5WvkjFwzbrEvPT8/aUwJ+UK2ez4tXNeNPBUWh1q7S7PLxy/FglIZRfQ5BzFpdYoGqwu+fn8DV7qlzg4y+NyWKg1OqzFfHyoTL9PRsloyO/kpFHk/u0ou4dZ1Ck6ppfwuG14PTZsNjOyLDLQNJptlXK1RbnaJF2qYXGYkCRxjBzPwzwHKCNomo7dYeY4W0GURRr1zpVb2jwULzrn3++leHYvwbs5DVm/FfgLKt/054+ICl660mMK3SPU9jDiKAoWuuoeHfr4zU/R1WvJJl1v0h/xaB8nqbYLkupFF8yoOjyw30P4lSOh4DU/p9796eZJz32fppfRey+Jmr9Hpk+9l0HTU6ClQIM+w383IYluTtuHqHqXuGWTXK9OZzB7Ep13NibRS7Lrpd4fj4LsN0655wzSGSwWWfAoCY6bwwiqvmgRIRC33mW3nkTV+1hFDVXvc9j6yg/+dbar1akRTwCHbKXanX2nF3t13MqAdaePw3oJm2RC0wTag9kLe2vQ41Egzsus8e77vjdModrmTeqa5OnAqt+zMBE10pLczRcRBYHnG3H2knnqnR59TeNeOMins+t6xoTPjVWReXVDd9FtHidpe9kC8YCb5A3ZpksMptSICsBaxMfn4+vP7PYH3F/1Ua5PLpq9/oAvJ8PXioLAg40IPxlY/o1/yPx75e1+kvurEXbTuStLSXHO8JJEgQerEQrNFm9OUlQvtG3jXhcRlwMdSJdrZC70SE8LVe7GQ3wtFibKwyMOB0teN7Vuh91CkVep66hNwu/mp8w5z6MxXmUmx0m7r5JsqCRHeNeDYAhN0KlJXb5fi/M1lae+gFf9br6IVZFpGzSemSSJFb+HL9nhvbpXKLLm91xpho5CFkUOytND/dl6kwfRMJ+y2QlSHne7yU7pCA86bUT8Lt6N6OmOSlc1eyovz5PDsbEeod/ps5OajAJOS8/LosjjtSivTpKGs8uoXJKm67w8SXJ3JUi+0KA8g+z4nTaqmW9veim022yEvegVnTtrYXKl+lSZISNoOqwl/Lz/mqQ9Qwz+EpdkVOsNeHw/wYftc3R92Lnv8ztw2i2YzQqg0+n1qTe7FMsNSo02pRnf//G9BO+2h6Qu6HPg8/g4OZ+fWezNaIA0wr1bEfLVJm+/nnNrNcTOaZ54yI0oCpTnlFK4HRbOstdj9u3uOfe3InzZ+/YNwO/w68efGyKqiyu0hDWK3W20G9qgXtMKen/onFRRz3GLIdDmF8/reot+fyhHJIlhFNFLUDiiJsXpDb5dRNllekCj99Lok+a+12F6Rm+QRNCLiHqRRbdNovwQtTsU/K/19vHJEVpimMpM16Tpx5YFO0V1iWJv8v0aGpKwzqRD1DTY0Rn+Do3+fMkUAYG49SGfavtXj3W06wn5sHlIxOohoofYaxj/vnbJBswnfVW1xUDWuO0KYBatvCku6K1uIN9lEiWe+mL8dJbEiObnu7OlW66PI3JSqhg+p+k6L8+TeKwWnkWH6XrThdSRLIo8XYnx7iRlqEWZLY1/fqun4ncO/biNuuenRUSfbSV4vTsZddg+zeKyW6g1p28QNF0nVaxzdznM+8PpaTR9wfqpz8cZtuIB0tUa9XZvqs+3SRG5vxLlvFzl7dk1IbI6hgQuWamN2agGnDYSXjeyKFKot3gSiVAXVJY8bqJOB/lWk6NymUxrcrNnMyl8Lg7HZb7ZRNCZGU0F8FttpFo1brn9ZFtNsq0mVovMs1iMXLnB+QzR+t5gwN1IhI/n44uvJAjciQZ5f8PJK+CwGxLRB/Hw3KakT+ksP6wk+OlG3asR+ZBFgSerMT7ks2Qy48c1+n01XefDhdXpWtyLz2zl82lmLLLnupGeD7nsOB0WXp5Mv29TBpHa7XQev8PGLc/QPcwIYZdjYSJqNytsrQSpNDscZUtkajUsqnhlfevyWoj4nDjMZvSBTq3RJp2vTZW76vRUXHYLh6ez60stZplwwEVf0wgE7BSLTZZXApSqLaq1Nq1sFZg/595EOODk6+H1uMmXGlQViYd343ycISAPzNUavUQ84sHmMPF55HMuNUyTuSrRgAu/aJvZAb8U9VLZH9/w7yXzrMR9nCQXK8f7s8Jvu+bnrwM/e/kmTXpAVfxLnHRr5Dtv0fTJxc4iXk9SA61CR4ig64s35JiURwz0Lmr/K7qWxkUVi7z2TedpU1bp9nf51ri7VbmNVdmi0XtDb5DFLNrpD87xme/Pfa8gWDjvjE8OrX4GhQJh86zzNz5HERNN7TbpznQSu9/MIjK/6z5kuUOqc3T1d7mXRZ7xPkUw4zfdHSOhAK3+eGqorFaoDU740b9sGNm1SNO1CkdhEiRW7SGWHC76GnwfWOGpL0Hc5pkZMd5tZIjarssM1pxeYoqbn85STIs1H1bLLLmnC35fHcvlnSsxU2l3eJlKsRrzMRBhLegl4XPz8vDckIRGPU6SBlaQZ8Uqt1aMZZGMmg4er0cNSSgM6yo3Eze1fMcRC7g5SBV5f5Di2dZ0zc5vCJyzlyzgtVrxO23kb6R2bSaFZ1txbHYzr0+SY85LAD7bpHEDQKHR4t1ZmlcnSY5LZU4LFXxWM2e1Ci+S5xzNiBzei4VoqEMCclqr8ig0XRIOhlHiiNNOqdseI6ztfp8XuSQnvSr3lkPcj4amHkOSJ8fc46XoBAkF+JLNGYr/V+coSVzi1WmSe6HrczFJEgc30uG3owHCISc/pc5pq5PExEjMfxRHpTKv0ymsbjPPt+JX2qMn5cpVsPzBUpiW3h9zIjNCodEi6Jz8nYuNFrvFAs9uxQ1vWdsCzVebcT+Pb8XoSzpvD1McZYfkp6sO2BzR46y1uuyeF3hzkOTtcYqDQpmOMCAUdXPvdpQn9xLc24gQ8jkQBNg7zbO1HLxyGwp47NxaC/HkboLHd+NsrQbxuW10un1OkiU+7qQo19uIksBJskTVwNVpYQjgcFnodMdJck8d8OFrkkd344bNhJeYthm8hMNm5vH9BOlSdVLSaiQTki7UkBSZwAyRftFAgq3bG1Btd/C5je/t3xr8BZRv+lkSUV0XGcg/UuQ5p50zyt1PzCJ4+o3oZ0vdRjf9YoFPkjCbfo+O+hFNr4x8fhG7lsKm3F7ofBXRD3oNbVqTkcFkZ5JiOExPaKs7tNW96yf0IWno9n7CqRg7KV0dQ3lK2yANr2p1ev0dlqx3Dd+nGdWR6iID4Qknrdm73uagidP0YOZrBGSqvfHz0tDwmid1QQGcsg9JjLLfPJ54rj6YnFgHusZBc5tnvgAeZXzSMc2Rplq1h3jkWUUSTbyvnHHaqKKI8LJwwtvSOclWBYuksOUK8p1/mef+ZTYcARRBvPxyrHpciILAj8FlzosNjivzIw+RGZPqJTymxUg0wH6hhCbrSIIwVjt6E3HPdAL87iTNUwNSeDM1vx71sX0yO8Pw9SyH3Tr92kd819///X6arbgxcR3crKucg7N8FQkBi0nBblZw2cw8vxVHMAu8Ok5SmmKb6TIvVlO6EvHSXCDSIwhw1hwfB7OagwC+j8X5XBpeV6PGLV2AD8Us72tZ4hE3z1diWG5oex4Wy2M139+vJKZaVjZ7Kvei45uP2+EABwsqBGi6TqZSI2gf3nNbAT/t/pC0+OxWHq9F+FLOczrjfpjXCHeJcqvNi/MkVaHL480oNquJrUiA5xsJPqaz1BasXYxOGf8D7SJVvxbGaR0fCwPVeAy6HRae3Y4TC7vZyxZ5d5iiYxDZrM4xr9CAdKnGx+MMrw+SfDzPkm42MblMrK0FcTssrMSH2r+FSpPdoxzvts95v51k7zg/ke4XEHj3NcmdrTCK8qs7yT26m5gp9/T+a5JE3IvPM0n0RFGgM6U5SxTh0b04giLwbufccKN7s7ErW6yDKBA2cJwCpmqNlmot7E4zlikObr/Dnw1+VkRUR0SV/wpZ/RZn7a/U1f2575FFJ93+pNtPpfsKQX409X2i6EdW7tDu/RLjMEwN62AXxxzSJQpWLJIDdTB9oR6tjxQFJy7zD6iDPI0bovsCCurVd9aQqUzYfV5DItWdvoDo9Kn3XrNmn4ysavpk/Zki/chew9hy9CZSU3zOLxGx3KOsTk5oNoOGpZB5hYoqkelMXj8RiWZ/hiRP6wSfucsdZ2TsPTfhUew88a4Rs/o5aOR5Wz6h0e+w5YywXy/Qv0HM2wOVvVqeV8VTXhdPOWgU0IEVu49n/iVsJpFHrhg/nSZn2jKO4rw5X6R52gJohMexCB/PMtgdswnVTX3Bm3h/lmYjNi7MPZqa97tsVOrtqfaEl2h2etxZMo7ciQIcjzgvDTSNfKVJwCByYeQ7PQ/5ShOLLPF8K0FX0Hh5lKQ+Z4xalfkL1UbYx+vzFF8zhblRsoexMKnG+OZrp1jgts/Yse1eIMiL7HWEeV6k8KRe4adCEskp8v1anKBjaJZQaXfYDA0/4/uVBC/OZjdslDvj0U/TNy7Y5XYHn8WKLAjYFQVRgO/W47Sl/kKao9Pqj6dBHWi8SabpSRrBmBNd1nm4HME3w6VpFKY5ovyfkllMDpmN6PXvNOrnLghwdyXEg80IDbXH64OkYYZhFPvpItHAtzVnwjCiaDUpFBttXC7rwvfC5cj5vJdhOeHDYVtskzWKoN/B7vGscq4hjs6KDHR9LOoLYJuyCd1aCxKLeXm/m5xZujMqW3WJfLmBqulEg+ObiZDPSXZGF/9JpszaauCb7G1/c/g1RUN/FxH9Tw8qTpLt93QGiwvUepQljKOlGtV+DkGYjLwoyn00HXrq5zlH72BSP+I0PZ3yvIDLtE5npBnKELoOSDjN3yMKIrXuC3QD/SKHsorO9W56mKI3JsIW01Pq/fk6deXOS9ZsW1d2nQADfXzHbpV/j8/1xa07050sTmXT8Dmz6CDZMW5I0W4I9Ses9zhslqj3jWs67bJjbqa21q9RVA/5hX8ZcejkC4CEyD13gjuuBBW1w+vSMWet8dohQR9ek51ahpBldsSyr2ucNEt8rWQ5a9Tp0yfhnJ9uv0SyUWMjMNuuMl1dzFHkUTTM9nmWgabzIZMhcOHgdBN2s4n99Owx0h9oVLod3Pbr8pa+NvydzLKEy2qhVF8s3bebymM1TxK228thSjeaDyqNNi6bdcIOcxHx90tIosD9tQi3V0Mc5EsUKy1insUIgJG70tjzkoAqaGi6PqzF9M12d+oIxkTdamAv67VYyHYaYxtUdY6JxSWqvS6/zJ2Tp8nj1QhbQT8um4XnK/G5JBTgoFBi7WIcRt1OPqa/vbljN1fkWSyGIAzr/X5Knc+VE7vEohHRS0iCwPercdLtOn9wckyy1eBtNkO+3yYQcPDowllqIzRp8wlcqTvMQq7W5LBa5ulWHEUSSRdqBD32oTOTz86XZI6Px5mZ+rg3EY58u8LI860EH3ZTlBtt3u8lWV7yTtTGGuP6mu6f5HF7rPg9xnPCNHg8toVrPCu1NofnRR7fT1w9dtOnPuBzcP9OlN2z/ND0YgYsJpniFPe5YrVJWx0QG7FAvUlMjfD5MMPju4m5r/sdfjP4WRHRltZDlf8Z9HkV/iMwi9N3vH2tSFtMoF9J4giYTb9HV91G0xeTSRGEHor6Arf5u4nnfJZnNOe4OEmCA0nwYpZj1Lsv6WvTd9MWafIGm5aizxvUX01DufueuCV4JaHU10acL5QfeV/9Nv94gNZg0q4PwGvaoDMwnlTqFw1LAiJx6yM+1Y7pz1iALdJitT46OvvNbR57vVhEhSfeNWyylY+VJJ+rScN075LNz6fycMOjobPumu9progSS5YA+9UioihQ1do8CE6v37sJn2P69/FbbGTr85usHkTCfE3l6V9ELfu6zkrYY/jazZB/rng9QL7WJBJ0XUUQLt9zeynEUWbxwv9aq8vdlcnrIUtTamdTRe6vjZdr9BfQIgy4bTy7HcfltvLxLMP2eQ5dh46qki812AgZj80xzOEUT1bjHI80jvVnRKtX/R62i8YpzQ+5DMuu60VUAOJuF8XOODFX56Txb6Kv67zOp9luFbA5ZER5WBua8LrnRoIuo4lxr2uhinan2cRW0M/zpRjfL8d5FAszEHS64sCwDnQWvqX0YsnjZjXk5afzJL2BxkDX8bqvI6HZeoO3qTQvkkl2qyV0M2wm/DzfiPNoOYLfYeO0WEG6cUEEARxmEyGXg5Wgl9uxILfjQVRJ4/cfr/L0TpxCs8Xrg+TC9rw3cVqsfpMRyuP1GG8vOtVPc2UsJpm9swJmm0IsPJvUCjc+6DxTAWm4SVgED+/F2T2a39w7isFA492Xc+7fjmE2SZhNQyJqNkk8fZCg2m7zaX+xgFIo4JwZ0CvXWjS7KomL7zMve3CJN7vnPLoTW+i1vzHo/IWMiP7MCiV0dhq7xK1/DS+vQZ8fIdIGs4VsW+pnTObfR+p/QpRXLlLx3wZB0JDVP8Zr/qcoX+iDes3PJmSaZNGLSYojiA4Gep+Wmqc5yNLu17Dq82uaRN2ou1pDuUjRaxfHsCgPOZ5Ty3kTox31zUEdEHApz3hdWSwdfxP7zVPu2AN0teuIm0uOXMk1GaHSy2GT3VilGJ9r88suTKIFmD8GFEEhZt2g2O1hFVu8Ls2P8rhlB6Ndpek5gvkCcNcZ43VuOLlaTTJ1tct2LcsP8QQv5rjPABzWSlP1EJfsLqrF2ZHH++EQ+5n8RGRmp1jArMgTPu7fsgvdTub47laCtzvnaLrO8ykd8vNwmCmNnYvTbubr6fRF7t1eiqdbMd7uD+/j7hQtQkGAO8shBElg+zxH7sC4HrvR6cEFGT3ITSfRs0oNEl4371Lji+hONo/DbjKM/HmdVmgZjx8dCNvsnNaGY+2HeIKfspMZg84MbdpZ+D4eJ99u8/ns+hpbzDIJtwuP1YKAQL3dJVmuXZ37l0yeoMPOp+x1KlYAQk47Absdm0lBBxrdLrlGk1K7Tb04vnF/tBLhbTqNSZL4YSnBl2xuoajoIq5doiDwfDnO20yKXmN8rL9LZ7gd9rGfnfxtewONnfyN5qmIn4DTznm5RltVafZUWt0eVb1HtdODGwHTp8tR6u02W5sh6OnszKmNnoZcpcHdlSB7C1hs3koE+Xp4/Vtoms5SzMveSZ5sqY7dauLWeojdw8XPpVBu4rCb2VgJcDBFGB/A77Wzf/JtNqCj+LSbYinqxe+14/JaSZdqvFnQ1vQSLvv8qG+l3kbTdJajnrkR1rHzO8qwOaUp83f4zeFnRkSHSLb3qStbrCoVNG162tsseekN5hEpka6uISq/x4AygvJ7CMKlV4rO0K9SA30Aen+YMtdVoIuudUDvoOltBKGPqP5jfOa/TAc7bXUfu+kxCFZUrUdLzdDsF6G/N/bpVnmLYm+XgbKCjRY606R8RNQpKX51cI7P/HsUOq8BqA4Wb2oZRaufQRGd+JQVWnqIt9XMN+l7jmKgD5CljTEiKoteNIwXf1mwYZPuYpXtlHuLkWhJmN145DeFsIlBdusZ0u3h4q4IMh7FRUWdnpILml18KI1vYNLtKnfdUbarxpP9M+8qf5q5nmC72pA4DHSdF/kzvovHeZ/JzqwZzbeb3A+F2M5OLgyWGZF9gDuhIEfZ4pVu5iiq3S7fL8V4MyKLJAoCJ+nFJ2yA10fnPFwNI6oCb/Z+NXHocqPNs804b3eHv/FmLMDbGQL2MFwsNmJ+DlJFOjcibF6nldWYj/Nilc/z/MwvhvIlGV0P+jjMG4/H1jTXGwGsNoVec5yoqgONB77whDaoz2blfX52bd37bJaA1UbAZuNVboryQP/biegPiTgvUkm+D443nHX6fUMnpIjXQcjhwCJJeKwWKu0OqqZR6XTI1Opkm02yzfkRwIjLwYfscLPXGwz4KXmOx2Lh+3CcN8nUTLI5LyK65HFjMsv8lJw+/kTzYg05siQwUKDQbU+VRRtF1OXkw3mG55HY1ZhdTngI2m1sH2bofUMNN4DZNl9dJOZ3kc3VJlyJ7PbrOs9mu8fueZ7H9+K8/7J4AKLR7HLS63Nvhr6m3++gcDi/NvQmLGaZeNiD02Ghr+nYnCYaHfVXCswt2mAlSgKhiAdLrc1SzIskiNdZHE2n3x/QUwd0eirtjkqz1aXT65Mp13h2f+nbT+zXhd8J2v98UFNzbPct3LL/PkL/Twxf41YSDNRpE5aA1fSUWr9OpfOJsGzHJIfpqB9/pfMRdAuCYEXsH9PgCTW1COr89L4oBUA9paGeIJvuovTfgWBUH7qCNvg69Tjd3k84lHuousZxe34qXRbsmCQ3kuhEEKzomOjrEqoGDc1KqbdKQIkhCio9rUq9X6BnII01CwfNHFGTgo5K0LzFSWucSIsoOJQ7VFUbn2tpVD3NE88Kp+0CAVOUkNlPs1+g2DOeJEVhcvjKyMSt61RUjZ1ampuaoare5543wJ9MWfAB4lY/ycZkVMppMm5I+d63yp+kx4+Xbo+XWLzKJ7nlD1Cstym2p0c2p3WWX+oOGuF2MMBZvkxnRhQv026ORVs3Qj4OzxZ36QEIuOzY7WaUvsjjjRjNTo98pUllQaeTS5zmyiiyiNrXKNfn6zEOX9fG57RedSHfWgpiMkt8OcsZWnoaYXQNbHR6UJ5ORqtTagefr8V5aeAwBKD2Jq//etjHT5nZpF3VBtzy+TmoF6emFVtzXJJu4sdEgp9Sw8+VF+zKyNQbNHo9NsN+KoMu9X6P7cy3R8NifhfJ1HizSKXT4UUyyZLbjdds4WPGmNxMI6mzoqA3sZ3L8zAR4sv57I3J45XY1W95NxpgZ069dMzrJF2v87VUwCRL9PoDTosVTosVPC4L90N+js9LVy5i87CTymMxyxNySJdw2SzQ16m3JrNlN7Mbmja0uH16L86nr+Nkfxb3U9UB24cZQxL78G58zNt9GmRJJB7x4HHb0HSdcq1NMltmPzmcX6JBF9vnWWRFptNTeXg7TrnaHJYILIC5TlAuK6sJP5+PMpxkSmTzi7teKWYJxSJjss2X5Podfn342RJRAFXv8Llxxqb9n8XS/wMQxm9ORdAwWpqtpmfU+g0qne2rxzS9SVvdwyo/pNP/djKqo6LrKgPpLrn2TwQtPxo4KE2i0b9O8VV6OwTMP4D6Jwg37Fosko/Z5XEaJqrU9Yc4lQaCYEPHjIZETxfoahrtQY/GoEO930TVL69V/eLfNRTx9zlpn1DqSld2mAI2fKYwQbMTuyyjiAP6eoN6v0BbM77xG/0GLscDqt33NC71PnUBp7JFW/OzV8/RHBSBa0I0uKjXLfSKFHrDx0PmOAGTl5qao6JeLy6ja5ZXCeCUw+zXc7wuz548C90sIsYbT5ds5cOU1P1uLYNVkscsPJ/7lidIKAxF6j1mB5XuNaHZrRQIWu1sWXzslY0jcTuVPLIoXNV4AkgIUyM2WwE/qWLV0D1nFGfVKg/j14uz17pY1Nxrt7Ie8VFpdTjIFom4nbSbPZLZytUC4bCZCHkcOG0WZFGk1+9TbXTIlOuGtn6FWounGzFK1dZYt/ws9Acat5eCaJJOslzja/rbCdLN6P4sMlputpBMQ6/wSwSddr7kppObr5kCLoeJ2kUK2iSL7FZmk5uwzc6qx0tT7RKw2ci2jCOOLbXHokWFPy4lxiOGC0ahbocClPptXmdT/BhLcFStsBHwcVBYvA7YbbHwMTc9gnZWrXJGlXvhIF21z2Fp/Pc30sldJAp6Ew1NHV6uKd/90VJkbEMhyLMLVfx2Kx+Sw3mh1u3yPBHlw/HI3N3q8PI4iSKJPLwTo1ppczpnbLe7Kk9Xo3zcmSwfUySRsMvBwbnx+DnLG/cSvN1NcncjzNl5mdaMzesoNB3efU3y9H6Cd5+H19jrsXF4NvnZoiAQDbvxe+wIIlQbHc6zleF9POX7OtwWkuUaq4kAOyc53l+U2dxdD6MNNPbmpP6rDeNNodtpZW3Jz5fjDG8uyoSkOU2GN6HrEAy6yM2wkP1N4y+ioP3PmoheYr+5Q8Ty+wSFz+gjTUaDwenY6yzKE5pal/QIAb3EULKoT7u/j0W+R7f/5Vc6l7o2TCPkO28IWn644Sk/Dou8Rkkdn4QK3Y+ELf8UmvqHY49LetvQwnMIBZPpCQ1NoawpvKi3gG+3oIOhfeeHagpVV9l0rvKmNCSiOjrFXo1i72ZNpoxTjhOyuHArZhRRQ6NNq1+k3i+T6fRZt98n02ljlX6Pg2aZUr0GU0oQagYp81w3T647nKwiliV8iotqL8NAg2XrFnUV9utpdI4X+o6FXpXH3nXelicJ54Yjwk95467+1qDHY+8KLwvDSe+RN85LA5vGS8QdrjEiCsP0e03q8Dwa43V68r3VbpfH4Sgf09eL+bLLzVl6cuHZ8PvIlus0e4tFy7SRu32WvInTamIzGqDVU9lLF8YsQU2ixOdsiWfrcd5dpNcbnR6NKU1LQa8Dv8t2VVfY7qoUa01SpTpL/qGNqMdpxW23YjMrKMrQW10daHS6KrVWh3K9RaPdpaOq6AOBkNuBIkscZ7+ttMBofr8iowEvh4VRCSkdj9VKccRrPuhzkE1PJ1l9TePhSHr+QTzMy5zx+Nj0+nGZzHzIZcg2m0SdDup0WHG5OalN/tYDXccmyzOj3jBMx98kbPMa0mRR5OlylBfpJNoVcxNoqSr5TouEx835Alq4AFtR/1Ukdha+5PMIwLNEjLNyhXxzOF+NRoS/JQp6E0elMs+Xo7w7mWyIibid7FfGx+uXbI5bYT/7WeMswVrQx6sRl6a2YDwbqwONtyfD3/z2ehAzEttHmakp6bY2eRwBuLsc5tPe9GaeWrNDPOginTdwhzrKkgh7cHRM5IqNhTcib7fPeXw3zuedFOGgi+2DDOGAi6DfgSyL1JpdUrkK5/kq51OI8E3cvx3l48Hwe9zM9lxqD68m/LisZrYP0pMRcWFyrnI7LawtBcYI6CVEcfEOMEUW2VgJ8vkow2p0gQbG3xT+jIioIAhLwL8DRBjGaf6urut/RxAEH/B/B1aBY+Cf03W9fPGevw38SwxrGP/7uq7/g4vHnwP/FmAF/j/A39Rn2OL9uSCiAJnOEXU5wYY5jDb4gk2KoA6GqWCL8pCWppHp7hi+V0Dk0qld1zt0+yeYlXt01W8ko2KUUve6GSffeUfA8pxG97XhyyUpAurkQpXtvCNq/cv0e3909Zg6OJr8OMGNqDwg3zuj297Gavo9ar2X3HP8Hl8W1PycxF1Uffjew+Yx3/tu87I0+1j1fot6Y5L4WsQQQdMyZ02BN9VPwPxzynZK2GSBCQPvC2Q6WTKdLDbJhlXy0NcG5Lq5b65llaVJ8mYW5bkRrLY2jOzedoX5mC8wa413mIzT7N3BgNfFc35MLPEimZyYd2TT+GQaNNs5u2HHt+bzUqg2aSzgOX6JL9kcKz43vcFgYiGxmmRuxYOoA42dVJ43R8YEqlAdbiDeHCZ5vB7l4+Hsztd8tUG+Or7pEAR4thmn2ewONzi1FsU53tFPt+K82U9ydznElwvXlc2YH4fVxOfT2bW389Do9BCqwgQZ9dquieiTlehCOpjd7jVRzHdvCovD41CUdl9lpzg+zqqdDk2ph10x4bdaDcs3bCYTnSm6uYIA38WGNaE30ZvRcZ9wu1AsEn86EdUfDspKp4PJIRF02Mk3ZteHWhWZr1PUAYygA69TKSyyzA/LCT6lMqgXEdGEx4XZrHxTFPQmUu0GsiTQH7lJFVnEYpNJFSc3Yiaz8XLospr5nBqPhG/n8iQ8TjKV6Ru6nYuofTTiJO52sXucm3AX2k0WCHrsYzqZzzYTvF2goSfgcxgSUYDzbAW3w8r68my9TEWR8LpsOO1mLBYFQRL4Sz9ukC01sDstZMp1MuXFU92jsFoUkoXreaZpUGIAcJwebgpCPgeJoJuvB5mrEpyAx3GlTOByWFhfDrB9kp0goJdYNCJqkkXWVoJ8WUAb9S8Q+sD/SNf1N4IgOIHXgiD8Q+BfBP5jXdf/NUEQ/hbwt4D/qSAI94D/BnAfiAH/P0EQbum6PgD+D8DfAP6UIRH9zwJ/f9oH/6zkm+ah2S/xudVGk/8qTlMYi/IAXXpIprtPTZ1eNyncaHrR9BZd9QSzvJhz0iVU8Q7jCV+dYucLDtNjw9e3+tMn7XT7E4oylISyyctoWuXqOVlaQlB+n8xA4bz9nu6ghCQ4SF3UhkqD94RM377DMwkePtXGF9uj1j6r9tn2jEaQBJE1+yr/8DzFYV1g1XoHWZhfdN7RunhMxiLfo/ArCT7WvlDslWioDW4549x3rWKV5jcAABw2z1myjcue3HUlKKuz67t2axmeehMcV+ozF3gAdUYMG+Cn3BkPIqEJwvqllMcij1yrGxxrxeumWm9T7yzmHnMJXYCA186SZ/i9TbLIg5UID1cjDIB3x2k+n2Wn6iF6bNaxlOBetkAssLhWKkDc72IzGuD1bpJWT2WBJmme3UrwZn9IsL6e5YheuFANLUHTOMxmvttMEHTP1kac5VNfb3cpVlusj2i52pXh7+K2WjisLBZ93c0WcJvN3I0EOa5WhseRFX6IJYjanbzLpidIKEBL7WORZDKtBl6rBas0SYqM7DdhqJf6NBbjZdq4JKU9JWL+fDlGrt+ciA7eRK7RxGSWcVtmdy/fi4fmugYZodPv89P5OWazwtNYhB9XE2TaDfaK31bDfBPpWp3HK+PyPA+XoxxOcYr6lMmyHpycN2+HAxMyVLoAseBiWqDpSp1XJ0k0q8CTu3FCIy5qmq6zFL8ec082YguRUDC2sRxFtdHmJFfC4TDz+F6CJ/eXeHgnzq2NMPGoF4fDQm+gkS032D8v8mk/w9uvSQqNNrJJormgO9U03NoIj7k8naXLSDMilrlygze7SSSzzJN7CTxOK37PkCQ/uZegqw94s3s+4bI0ikUioiZFYnU5wPZvIwnVGdZK/Dr+zftoXU/ruv7m4v/rwDYQB/468G9fvOzfBv5LF///14H/m67rXV3Xj4B94AdBEKKAS9f1X15EQf+dkfcY4s9NRPQSA71PqttHYAOr/geo2uwIFzAm5n4JTW/R7acwybfo9adLDl1C10WKvcmIiU6fUm8fr3KP5kiE1SQvUVGNU8AXZ0Cme0LEdB+bZKav7WFSHtDSbWS6X4DxydSiPKB/cfy+3mLZXKesyiO1oAtAvEdXG49a9vUBitTGKploDxaLvoXMXvp9J/84M1wYZUHij3Kn3POsgpCl1p9dj+OQfVTU6b/bpv0O7yrHAATNJtIdnf3GcPI2CQr3XSv0dY2DRmqqDqmOzorDzllrSKwkQeSsMUMKShfYcoawyRbMggm3yXLlGz4Nuc78SMLHYoYlhxuPauG8Pvz8dl8dduaeD0sH8iP6oQmPi2azR6X9bY1jl9grF3nmj/J4LcZeusDH08UFy1f8Hj5Vr4l6q6sScNkxK9JUWaVLyJLI4/UYHw5SV9HLRTJQTzZjvB7p0Nd1iHndpMvXY6jSaPN69xxRhIfLEVRdY+dCO3QU8z6ufrHwXkZGTdJwM7AW8fImuZjmYV/TuOUN0DKphOx21txevuRzvFggsuc2W+i0GuxXSjwORPiQz459B4tB97AiitwPh3hjUOZxiZtRc4/VQiLg5kV28Q7rs2qVTb8PddCnZVCPLIkCp/XF0rU3EbLbWfZ46GkDBjIMTBqKSyZms+MymTGJEroGnZ5KtdUhX2/SXUBPFmCvXMJqkmn3+jxZifJqSqPZJWw3mlZsJoUdAxULgINqEUkUFpKcgmHk/dVxcmi0cCtCr6Wyf14kdRFVvb0U4sv+4vdjoTZfwSAadPP1JEe92qY9pSlqFIIAJ8kStWaHp3cTvPvyq0Wk4xEPH/bHx2S7q7Ic83Eyp3a23uryZieJIos8jrhJ1xpTI6A3MY+ImhWJ5YSfr7+i7NbPHAFBEF6N/P13dV3/u0YvFARhFXgK/ASEdV1Pw5CsCoJwKQYdZxjxvMT5xWPqxf/ffHwq/lwRUZvkRRc3+ZNKkmVrm4Ds46HzDmrvJ0OnokuIUy6Dpjfo9TOYpC16gz3D11xBeUKnfTzlOD0qahKXsnXlG2+SEqDOvhk0vUt1IGKT/bTF+2Q6xscXkMnf6Cxvqic8dX3Pi+pii40iuPlUNV5s890iDz0bvCjOP9Zd5wav80Vag+toxqUG4pdKgbDFxarLQbI9fcIVmW5BFzZH+Fy9JvDHrVMeuDf5dPFYT1fZrh8D4JBsrNijNPptjpuTUlTHrXNskpnWQOWeK8HrwuRiHrG4iVm9nDUrbFeHEWynZEfVBnwXivMqN/2apFpVHIptLmE9a1RxKmYehkJ8vGiGGQgXjUCKifPycIGPuZ10Oyql1uJd6nGPi5DLgSgKFFpNAhYbjXaPSqtN8xvS+jAkPTdxmq/wdC3G+73pRGgt4mMw0CZ0R2dFKAEerEV4fzh53P1kAZMsTkhVaRp8Oh6Oq5jfRcTnZCeZH9aBDj9w5ufBNRldC3gRgfuJ8EIkVBYEfHYbLrMZl2yiJ2oUmy1yc9LZo3CazGRbQ4L9vpDhh2hiLNVukseJqEkUuR0K8i47m7xUR2w7H0RDnLfrvM/NITwG6/l+scS9UJCDbHGiFOJhIsLr7GzN5kvIosim34fTPPy+J9Uq2UwTqyJjs5modTtELU4OpjT0CSbwuW0ErFYcJjMyIrqm0+qplJtt8vXmFTkst9v8uBQnXarztTA/KPEhnWU94OX4okTjfizEyxPje7zQavMkEebz6bdF1gaazoez4fVfX/HhMZmJOxzsH05qAM9CMlfBZjVNbUryOK20Oyr5coOnd64bkWZhbSnAQXJ4nd5+PefpvV+BjApgtsoMCpPfxeuyzSWiAFazzPpygEK1hdkis+b0cZSa3zR305xgFBaTTCLmZWeGbvGfPX6t4vMFXdcnnXduQBAEB/DvA/+qrus1Yfo1NXpCn/H4VPy5IKKyYMZpesirSp6ONpw0TtolYh4/L6tnBEwP2LRotFVjlyNRUKZeJk2vow4ETNIGvcF0zdKmNtsCcqC3aPRL2KUVOoMTWoPJm0oWHVikFQaCi3pfJ9MrIw2cIAiIM/RQ7aZH5FqTAvD17kvuOX7Bl8apwbvGIYr36GrTX7fbOOCpd4u3ZeMorl2yEDIl+MeZyUU7PxIZzHaaVHoSvx/eZK9hLFrfniLebRbNNFRhwu6wruaxiAodbXyz0Ri0+Fwb/mYBs5uYNUi+UyHVGZLk1qDDI+8Sf1pIUh5JKdplM1vOCLVel91ajvPm9fkHzHayF0TwXfmU78MJvhQLNI3kdQRYcrrZLs2vm6urXb5Us/wYT/BTMsnnUh6n2cSK3cPXSp6oy8Ggq1GcIZVkNyks+zw4LGZafZWTSoWzZo2zCx/7Ta+Pz6dZNtxeUrUaT9djvDUgetMwrcHp7VGKZ1sx3t0goxaTzL2VMO/2koaZoVl2jluJADvnOcP31VpdHm/GeDeljhUgVayRKtawmGSercco1FsMFqwjrre7Q4ejgJujWhW/3YrHYsVmUjDL8lBxQdfpqgMavSGpr7Y75GtN8jRx2S0okriww8slbqbjX2TOh2T0IuV+GaEFsMoya37vzA51AIsk0VH7mGWJh4kwL1JJFjKmm3LqX3J5nsQifDrPjP02pd7szZHfZmPV62Gga+yVSmyXJknhw2j4qlZVUsQJ9YjRUyu2WxTbxnXFklUgaLPjtVixKwqyJLGqeNFL0Kn259qIOu1mKIBJEucqBuj/hKo/5WYbn92GqAncWg2xe5Sj2Vmw2x1IRDyGrkeKLOLz2K863/dO8zhsJhqt2cd2OcfLL95+PefxnTgfvi4ePX94J877KdrAAwNVhJsI+50oJolPhxnurUdIF+tIkjgk0zvnM3naNNJkNcvEol52z351cf6/CBAEQWFIQv9dXdf/nxcPZwVBiF5EQ6PA5YA7B0YFWBNA6uLxhMHjU/EzJ6ICAfNDPtW7FBuT31MUYkCKQq9EoQdbtr+MVzymO7jRaTeDiAIM9BpoIiZpjZ5B0xCCj9KURqhRqFqNtqBgV+5TUs+wK1sg+GhqErlejUKnxDDlfr1jDJgi7LdL3JpR+ljpT6/lkQYfCJrWyPem70JlwcHn6vxdfbpzStTiJd2pjD2+Zo9xWhvwsmYcOcp16jgUhfYFUexqA/6TdJ6/Er7DcWsX7UYR5GRn/hARyxqfq8cTj5fVKg89t2Y2VRV7VYq9YWRx2RbCo7g4b+doDCrcdsb4Uipwzx1HROJLJc2rgjHhjljdV0QU4G3pnJjdTRQX+9XJmjbXlIYlIwx0nZ9GxO9vhfyYuhJhpx36jDWLCAwdfoJOOwhQaLU4rVT4PKVZxG+1Uq916fYHSKJItz/gzWmKZxsxvpxk56Y6Aw4rqdL00oXPZ1mWw15OLzrZ7yyFqNTbvNmdvoBNW1CWQx5SpZqhOP8l6s3FShM6vT5v91PcWQpid5poXkgr6Zf79otzuIyWj56TPtDRNZ1SvU1pQW3IsNPB22yavq7zi/XEmMnBPJgN6kJf5ZI8CUV4l8sgX0SkHSYTcbeLL/n5i6rHbMXpM6FKA35KJ7/JVnIa3qUzfLcc481Fd/i9WJCPxXEyJAoCm34fXquVfLvJYalMITO9IS3scPA2dz1/HFRK/CKe4MXZtznEwfA+yjQbZJoNEi4XGhpRm5OTdhWLVWLN7cVtsiDqAtV2h2SlRmukBvRDOsNKwEPIbuPV6eyN2udcDr/DSukbtXSjHidRt5Mvp1ne7J/j0y3Umh1sFoUn6wnOkuWp/uqjmKY7fHc9wofd63NvtLoLRUULlcnP/LiX5N5mZKGyAYfNzMkM29/MlOaqS9xaCZIu16ldlCuoF0YOg4HGm91ztpaDVKotw/ME49S81awQjbjZ+7mQ0D+7rnkB+DeBbV3X/42Rp/5D4F8A/rWL//6/Rh7/vwqC8G8wbFbaAl7ouj4QBKEuCMIvGKb2/3ngfz/rs3+2RNRrWifVdfCPDHbWl9hrNgiO7Fj3WmfIgpmHzr+C0H/FQB9OjCLzm2gGWgUQUKQV1BvRyb70CI0Pc48hSct0xXUqfYWjdheNJjcF10cRtdzm9EIE/qFtnW5/suHKptzhpD291rSvt1g1NymrMv0p9aKy+JD2jGjoJTpal5hFp9AVUXUNSRC55djkjzPJmWYQOjphq5fj5vhi9YfZNI+963RJ0ehfL1LFbpWI1Up3xPN+w36L9xd1oUY4aBwStfgnSLIRzts5zts5BF0g4HBhEn0cSy0+lOanYI2aoVKtKrIg8ovwEj9lz9BHVvvLFPu34FL8XhBB6AjImkCj2+N+LITVpFxFO08aVU4a8+vyZFEkqNjYKw2J8mhn6ZuTFKtBL922SmaGlt6Sz0O5PH2x7fYHdPU+IY+DmM/Fu4P5kVajyFTI46De7dKYo4F4mC6xFvNxZGDleBN3loIc5kqsCL6FCYPTaubtWYpYwEVJbBvqWxohHnCTTA+v48vDFD+uJ+YK2l9CEiZLHzRd52s5z5bXhygKuM1mAg67YcOTIEDAZsNnt2I3m5BkAbuocJAuc16bb4V742gzn32VTPHDapxXx0kG4vB39FgsrPu86AIclEvslIvXe+o5BDjqcZDOjkfcX2SS3A4E2FkgpW6Ee8EgZ/UqtV6XkG2YseoMBuyWxjeMggBRv5Ow3YFZGEaQnYqJ49z8FHJf11mN+CjtL0aYN0I+7Kah0kPmonN/xechdVoBoNVReXWQRBYFHt6JUy43Oc9Wph7PSLrt6d3ElS/9KHaOs7gcFmpTdDkDXruhPaamw+5pns2V4Fy7z/W1AO9miOAXyg18XvtYE9MlntyN8+EgzWCkPOGmDvHeWR6H1cyDzaihV714IyJqsyiEQy72p+ix/lbiz05H9C8B/y3goyAI7y4e+58xJKB/TxCEfwk4Bf5rALqufxYE4e8BXxh23P/3LjrmAf5lruWb/j4zOubhZ0hE7XKQnr7CH5VTTBgB30CuV+OWfY1y7zqK2df7vK2d4JLXuWu30em9NHToMcJAKyMgokhLqINr8lee4aAkybdRiZHvVah0M8Awcuo3r5HvTid/smCi0qtc/d1lCZgkoj3dOfe8G+oxz6bUi0qCnc+1xWtmUp0sT323OG7UxxqS5sEl2wwff1/OE7d6iTkcpDvD89DR8SpBMhfXJ2gK8rU2ezfe1/ssWcykv6WHR4CBbiNZb7PuCPJ6jkwVTPf87usar0onPAxGSdbqFLtDwlPs/WpCye2+SsjhwKpIiIpErdnjY/5Xq216Gozw5viaGN7sXD3Ol3FYTDxYifDpZIqL1Rwm4bFbiflcuC0WMsXFSM/NGlG33YIsi2SLi10zj22+B/Xd5RAH2SLd/oDdZJ5E2M15aT55vxUP8uL0nL1UkedbcV7MaXIB8NmtvMuNL46vDpN8tx7n1SL3yZT1pzPoU+y2WLJ5iHtc9PQBTxMRZFlEE3RafZVyr02u1SSj1ck061f72x/DCZqmHiseDyeVyvxzmHcyI3hxnuSv3lqlpalsBn3sl0q8zi7W1DWK28EAbwzep+k6FbWNXVFoqtNr/I3wXSzG22yK/sUY+1rKY5Ylw8i/LkCqUSfVGBJDQYDvEwkks8T3a3Gy1QanM8bMeXP+eL8XD6ENdHaSk0QuZLeTojL2WF/TeXtRenJ/M4yuauwakMCzXGXMMe3uepj3U9LorY7K0zvhqVHReMRDfkoDlNofkCpUWYp6+f+z918xsu379h/0malyzqnj6u4V98prr33uP2BjeEC2yMIgIQSWQH5BRggh/Iws5AckeMJCIF5AYGQJwRMIG91wzj1775V6hc65u3LOuWryUB2qumaF3va55+x795BaWqvCrBl/v/H7hjEuJlgDL4VdI1HYSQh57SNEVJZEHq0Hr21/h9HUINrVRouvxwmeb4TYP0uPNGENp+bNRh1ej5Wj2H869YV/KlBV9fdMXjL+axO+8+8B/57G6++BJ/P+9q9KvkkSzHwqG9gsz1/X1kVbeqjcrfBTKUWetwM9z3m318/R67eQpcsmMOkJte7QA6RKyPJ3dOV/lVjvMdu1Mge1XYqd0QneKE53tgkaHlDu3jxAJxoRIr0UJtmc3dEPg3rRh5bFsdd14nfUe/OxN7NkZM18j27PgLmzhtKz41JmE2EAYQqRiTWqfMv3WTOvXr+mFwfbVQSFVl9Pqz+7buqkds4Te2Tm566wYd7gx3QCWRL5MRXlhXMJWSMqNYyrZpJJ2C4mEOUeT92De+qiVsSgkXIdhiJKbDg8vPUt8NQZxCEauSiUKdQbbNeylNut+er6NPAmGB4hoaCdvqo223yLJ3m1FkZLFSYxgVxGPHae3wtRbbd4fxzjJJ3nMJ7j4ZKPBZ9j6r4NE1GjTsFlNxGbk8TCQBDbZprc2PZw6YaEXiFgnV7LDYNo6NaQBeWHwxhPQ7PHiBWfi/ZYs4nA55MEz33Bmd+f1n2dbzZoSR22Gyn2GhneF2L8mLng53SUb/kUsWqZTn+UZImCwGEhR7ZVIydWWffMlkW7C7wWE3V1QBQO8vk7KvkOIAjQ1vS/GyBRq3LfP798nAC8DYd5l4xdk1CARrc793ZehcP8HIvS6Hf4MR7jpFYi5LXzZiXMkssx9vlYpcJGaHzbkiDwbDHIssvJznlak4QCdDWsYYexdZFmO5llYdHFk/XgyEKy1mgTvnzOIn4Hp/H81BrY7eMkTrv23NPqTu+qrzXaVBpNfO7xMV8QQJWm131fQZFuBhin1chi2DmxpnSS/SnA5mEcm83ISvhGcuuKiFpMOjxuC8fxXxkJ/TPKN/058asiouWOjFH03+k7O5XCpWC9Ni4aCXabXvLif5E8G9SlV/SVv0JU/jmK7q/Q616hkzeQRC9cpvC7/Qz9fhdZDFPHA+iR5de0pH+Vs+49tmpZjmq7VLuT04bp1j5GUVuD0Sw7uWiMNkbFWnn00sLIa4K0eCchd7n3FY/uRrNOEoxslSenLAQEQoYA6+YHOKQVTisKv0+nSVX0lLtN/hhPcprt4VbDPDGtc88YQppwruszpJ8avQ5/ncyxZn6AiEDnknlFjPeIN+ZPq1S6OfTi7A6Ch9YN/vayy/eq0/LndJRlsw+7oj1QW2Q9ycbsaFqh3WCnHOOHQARJFFi0juoNWhU937kDvPUt8MDuRewK7Gdy/BSL8iWdvHZjMot64tUKXr8ZWbr7o/rA7RmxIbzCpIJ+VYX3pzHWw16clptz4LdbSN1K2z+I+Hi46COaL/HpZCDJZDcaOEkVeLjkZ+c8TSxb4vlaCLdNOxrevxwcZUlkKejkODG/lSQM/LbXg9rk4uGSj6NkbiwCthfNYFCmLww2wt7RlKc6kLQJ2CaTWLvRwJeMdp11X4XdiwyPPT7N96/QnkIEXgVC/D5xxmv/VBWUEdx3esg3B5H5UqfFeS/PY//0fbjGjIWPVa9Db5Ipt5r8HI3yNhSe5EExFS/DIY5m6Ji+T8Z5Fpy9EDDIMs+CAQ1x/gHkGTaeAG8Wwry/VCrwWG50aS/KJX6MxziuFS9JaWSElBqGZJ8MssSr5TAes5kvJwnOMtNT/NNS78M4SRXYPE/i9Fp4/iCMQTe4j11OM3aLgVanS6M5PXLcandZHCJuV9ApEsfR2aStUG4gSAN/92F89zDM6Rxd7QCl8uCeXA65EBRxasSyNqNEJ5mrcJYu8uJBBEEYEGKLSY/LZeHkjuPJb/jz4VdFRNv9Lu+zEi75JfOGiErdOi79+tTP5Np5fl/MoYrLZFvHRBs7nDa2OKrvcFA/5rCZ4aTd5aLrIKuuUhOf0xBXaUv3SXZXuOiuslWLcVrfpTnBd/02emoXv2FB8z2bHKLTH29A6ogr1/+WRRvxhnbX+SR01Ror+jryZSmCXnxGrTdaM3cV9Vw0PKDV8fIxV+Pv0jF2y1l6qopbcfI+E+dbMY7XMBioT8oF/j4R41OySKduY013jyfmeyPR0mRjvkjXXycTeJU1Wr0uq+Y1vmo0J01DoV3kqWP6ZP3AssZfD7vkDM2gO4UMCnoWzM6x74VNjpH6z2lQgfe5M1bsNoIWK6+8Id54IyybnFQbbb4mU/wUi7KbzdLSEMaXBIHD7GCA3slleLwyJ4G4hN9sJpOvzl3bOIzdRAZBFli/jPKEHYMFkyKJPF8NsehzsBNPsx1NjyyDgq7B9b6KrPRVlc2jOLVWm1cbEUz60QWCymDieLQ8IK6/BIlseeyKTCKhALVmm0ehyefSatSznRrfl2qzjUXQjXSuD2M94KExhUh2en3Ok0U2XJOjkvUJ6WerouO4PJhUN7NxIpb5TASsymi0uN7tstNI83yO6O609a1elgi4rZyXStcR4J+jMV4FQ3eaUMyKwlFpPrJwUi7gNk3OIrmMRiJ2G5+mlAYcFHJTBdW/XwjzLnYTmbt9v15hQEqjl6TUxuuVCMVui5DTyuuVMAZJ4eNRjHRpdonJotNOcULN5iQki1Xen8QRTQPhd50i43FayOTnK2nZOkricY0uqlaXvLTa82lOJ7MVrFYDpstGKZvVwNEdajAvkgWePwwTy5dmNmR1e32UGQuIq0amewseTAYFp9N07db064MKav9P8/cXjF8VEYUBGf3bVIJe9zkmaT73oFp/8sDt1C2Saw8sIn9fzGDSvZ34WZU+9V6BXPuMRHOP8/omH0tbZNoqTt1jAobH6ETt6I8Wip3oWMraq1/mvK7dgX/WuLmZ9PJjeurdnS+qnRNe2gKIgoHtSv5W1HP1Our5cy6mKcliEXx01T5dtc+aRpqq2mnzMZPg7+OJkWipS7Lj19vx6K2EjE6WTF7WLAHuW8I8si7wxLbEd7YVntpW6XSstJtBqk0nTsV752M8rh4RNIzvG8C6ZZnf3yIat6PKiXqFVK3JY8eoK4tVmV2TCODSmXlmX+C5bZlKXaXZ7ZCrNXkXj3FaKs5Vi37f5aUwpP/4PhXn1VpoyjduoJckrOgo1idNcLPJdK5a5zib59VaGJ0o8WotjNWs59NpnLNsUfM7Zv1gYtqLZQi6b565ZrvLh4MoOp3My7XwdQRaVVVerIf5PMMmdBoS+QoPIjfE8uGSj8MJJPQKhfLkhqWNsGeibepJMs+zwDiJM+t1bOVmE+l6u0smW2fZ7tB8vzLhdx94veQva45b/R5WvW7mFRQFgaPCeKSpo/bYrMR5vTDfvTS+XdgIeq6bpYbLAT7E4zz1BTT1ZrXwOOi7jtjOQrHVJGC3osWQlx0OZFnkQON4h1FqtdjwaUfQv1+I8HNsND0szOHSc1Eu81M8CjqB1bCbZqdLaeJzNw6fZXapiBYEATxOC30JFLOEYpD5biOEyTA7G9Tp9gj5R7M0Ot3sht1hnCcKhPx2FEViMeKiMmTfqcgSfreVjSUfT++HefEwwtP7YdaXffi9NqxWI6lchccrgeuo7jSYDLOVR+xmA1azgXqni9mo59laCMsERYHf8JeHX12z0hV2yknMdRuv3WFy3a9TP7tdzrBh0tPVIG460cmNLBb8oZjirxx/RaP993PthyzItNUOp/VBQ5QkSIQNjzBKIoX2Ka3+5FVqrZsnZHxIrHFV5ykwzaDmrJnhnj1Ap5cj1bq7rAmAKFho9QqE9T9QbIvkG0U+1qZ371/Br/PyMXNTb3hQTqGXJM2I3hVOygVOygWeOUNY+zZ+Lp0zMF6YnkJ6619AkswctTs4dWGWzE5Mcp96L0eunZ7oRQ/QUbtEDIaxxqUVU5h36eKYvmNfw32p1mnzNZvijW/puolJS9MQwKYYWDK5kVFI1qqcl4ukLqWsdKJEvtbCICos2RyclYtTj/sKFo3u/J9SUV4sBvk6Q0D7icvH5vlkcjdvOUe336fR7iCKMh/m0Bu96nZVGXQh364rLVYbfKzGCHvsOMwGLHodP+1OcxebD1fd5lcktD1DiuosXWA94uYgNUpcLAYd26npXcEfD2O8WAvyaUjk/mHINzEdfBvlZgulLBKyWK+bY65QajbHRuQ1h2vMNGGnkOH7QISfpzRA3Xd62M1qH0sPlZ+KF/xuaZGfJ4i1T8KLpVEr0dat5r3PySSPvF5Oy8WpDUYhm/XOjU1fMyneRiK8G2oce+LzcVLKU52zmcmsQWreLkQ0Pe1vH9skbLjdJPMVMlQRaipLISdWRT+x8W8Y/c78kSpJFLgX9mA26LhIFziO54h4bGzlqlhkhVK1iU4WebgRQELg6Dw7MVX/7ShBwGu7llOKpYtz7wcMiHC91eF3L1YoNZo8WQ9SbbQpVRsUynWShSrJgvbc9+x+mM2DGPFsGZvFwKOVAEexLKUJkWGjTqE0oTE56Lbhd1vZOk3yYT+KXpFRu306vT6yJPJgyYdBJ3McH7hF/Srw5+ua/7PhV0tEAWrdFn+TavHC+RpR2qGlapOpRr+NQ7dOtvVt5HURmVhzfAD6+2KcH+z/jFbnDzP3QREl2r2bh72n9ji/dFgSEQkbH2KWZIqdcxq98fpCdYgch42POK1N1yPti+uYpQjp+oQmJVVElryIohdVsNFRFVp9lXqvTrlbotmrAlXc+jKobnLtydp+tyH3HfS5mTxKnSYvvEtTJ0SABbODw2QRvaSg18m0+tMHeAGVWL1Iol7mZTDEeTNOoX1zbe1KkCWzE4sC9V6eXDs5RkxPamc8sd3jW3lwfSNGH9/yDVr9cZIyyQa1p8KPqShvfEt8K16Qaw72wSQprJi96EUdmXqd00qBXEWbHK7bPXxLZ2nQRdDBos3B+QwyKgqCppC2CuxUMqx6nRxPqDt7Gwzz/nj69Zh3mHuxGGTrNEXAYR3R3JyEfPnmXjpI5NDJkiYpjGVLtDpdFLcNj92EKIroFRmdIqFIErIkIknCgGAKg1plVVXpqyq9fp9er0+726PT7dPqdEjmyrxaD/PlPDmThF7BoqHvej/i5efz2cTs4DzDgtvORbGEQZHZLdxNGiZXaxCQLXiMJrJDouytbg+TYSDPBYPJngkNIFv5FH6TZWLznE2Z3MR1hT/mz/lhaXGic9BtvFkJD6J/Q2hqlCNsZzKsuVykG7WJ3vMeq4nonOU6w/icTbJgt3FRKvMmHOZ9Ikb/DnXyp6UCw+Yv308goQDF5mzickVCr1zK3i6E+XAp5bQScmLVXRLSCbsYm1EfKksi6xEvekXiJJEfE2Q363TEuz3CIS+lapJ2t8/WyWAs0skijzaCiAgcnWdGSGmv18fjtpDMlIkEHVzMIKI6RWIx5MJqNtBod4imikSzJTxuC4Io8PVomHRPjyQ3huqvy9UmH3ej6BSJFxth4tnymHGGXiNquhbxoFNktk+TI/rGrU6X+xEv++cDl6orK09JFNhY9GIy6DhP5slPyYr8hn94/KqJ6BU+FWK4dSEeOwXyE3zhC93xgdlrWOewpiFQD/xYivG9/V/Q6fzd1N+WhckpjT59LhqDaJqIQNB4H6ukp9Q5p94rApBpHeNUItR6JdLN2RGCaAvcUgdFWgHRSV8101FFmv0u1W6VcrdAT+0Aucs/bYh02Kvu84NnjXe5+EwXmIg+MCI4fYVJ4vNXsCp61LpItd2hSoe3njA/F6fLJD12+dm+FNjPVWVEWRwRvS916nwp3kzgVjnAssWFRRFo9vNkWwkQVKq9HHpRxq7YOCmpVLXcj4BWf3o05V06ymv3AoqqQzDoOS7l2azNV9Nolm7uu3y7gaAXWLDauZjiy/3A6WUnoU1uGt0ueV0Dj9VEtjK6iHji9fFxitvQFfpz1I2+WYrw8WjgYhLNlXi84Gd7SiRWJ4vEhyaQUr3J86UgXyak3Zd8Dj4cxLgXcpMr1UlP0TCdBlkSeboaRAAeRnz0VZX9WGamQP/2WQq7xXCdRp0nGnqFRruLtwMGReZJ2M+Pc0qYDSNZqrLostPR90bImkNvuCairwNhfk5rk6Rat8M9u1uTiIqCwFFxvm7hH/PnfL8c4dNZcmrH8+ul0BgJBWhMiEQe5vMs2u3oJYl0ffQ+fez3sTnLYnQCmt0udqeeZfsi75J3I6EA6XqNDY+bw2x+YiT0CslqhcmOhbDhGiWhAFvZDFajnkqjxcnlYnE56MSu0/P1FiENO2yko+Pjp16RWY94kESBo3iOnTPt5+75apAvl25mev34PNTu9vl2MjjPOkW6JKVweJal2eqwdZggHHDgcVnGiKjDaiTst6PoZErVJufJAge36kBFQeA0nqdYbUzU9bwNm8XAoYawfLvT49NeDFGAJ6tBas3WtaWn/rK5UBQEHq34qbc6HMQmL/7MGkoavb7K/nnmejtrEQ9Ws55oqkhmgjj+nwVXXfP/xPCPgojCQK/xb1Pw1vOaFl/oqqP1VtuVNN9ZzLT7Nzdduz+9lunn0gWv7f+C3hQyOo2IDqOPSuxSeF4AgoYNbIqRcieKXXFikj2c1nYG28SCTvIgCjb6GOmoMo2eSqXbYqduwKl0qbbfgfDLa+vUy1THbuWQZ84FDsoVKlMcmjodMzA+6Z3XCjxxh/imUSMnCgJLOg9f8zfvHWaLM6OiylBDyGmlwD8PrbPXmBwprnQbfC3ekAGz7GPF7MYkijyzK3zIFsm3JzeRzZKGumf2cZis4dD3SfUqdO9Q+H1bSDzXqiMYIGKxEa1qk3iLPL22KVOvc8/hwtBs0bys5QjbrETTxbnkU6YtOgTg9VKYD4ejE3RvxjGHXXZOb+kL1juTr/FV2u4onsNrN7Poc3B+x/Tgos+BIAh8PIjxciN8TXpNeoUHy9NJaafX56nPzbvTwX0zbzT0CufZEq/XwpzOoSE5cRv5EmteF51+/7pRyaIMrr1Tb2S3OJ0Yf8kleeUPj3m8T0vLa+HnXJRXi2G2ohk6V2U2Q9zrWdjP+wk+8u1+H0kQNO+781KJgMVC2GolVhk8f6IA5d58te0mRSZkteE0GhBEqHXbJGoVvpSSvAmG6en6GHUSTr0Rq6LHKCsoooSIQK+v0up2qXc6lFpNis3mdeOe02Lke+N0EgrQ6vUIWC2kK+NEZcPlJlkYJaEwqJF/G4nw4eBm26dXhDTgxKa/iZAGrRbSDO4fk0FhLeyhr6ocRrPXBHISbCY9Z0Nd6sUZaed2pzdOStWBuUW51iTsd+BxmukD6XyFZK5C4WT6Nu8teDi4JHdHZxkWA07OZ/jIr4TdbE6QaoIBB/t2NHiONxY9SJKEohtES2O5Ml9nnBeAQmV6lu/qHF/vU8iF3zWfDOE/CH5Lzf/68VM2Rti4xoq1RnHIAamr9rAp62RbmwAYJBvR5unM7b0vXfDC9i+g+wfQ8A+apTupBRWIN6PEm2CRHUCYVLNPrqOn0K7Q6LcYGBWMp2dfOJb5XDpm2fQMk3BMS50tJ6SFgavU4PIf1y4ImlzYOnZiGvJES4YI71OTo2GT1HDeuBb58ZaGZa5R560nws8TXJI8BhNbhdHB5kMqzZLbQa5TnLgPw6h1W5xUc6yYIxQbAk7FSaunThSXr3UnD7jPbYt8SQw62zONOusON1Ck2pk9mUbMdi6K4wQ426zjNZgIW2zEbpHRSWn52zgq5nm+GGTrKIlJ0aF0RCpzelRP6qSXBIFn4eB1anEYu7EMK34npynticZhMjJsTQuwH8+w4LETy47eUysBFydDNoCZUg2jTubJcoBvp7MnGkkUeHYvxJfjBN3LutTukB1ovdUZI6U9tc9+LDuSur9IFxEZNEPMiobaTQZCDhtmg0Kn2yNVrvH1PEVD12PBZsVjMaNXBgusbL1OvFyeoo55g8NMnodBD/vVHO1eD6M8aDZZdTnHakM1v1/K4TIYR5p+5knL38aHfIzvQgFOksVBlPNyLnzg97BVyExd4BhkeWLHf7JaxWU0smJ3clIq8DISGivlkUWBiNWOy2xAJ0k0eh3SjRrJWoXDalZr/Uu8VmbV7eQsXyRWqwDT1UoEaXANHXoDik6k1eqhSCKdMd3XUXgspjEiOomEXuFLJondZBhrWjrNDp6PpYADh96A3BN5vhai3e1xcJHhy9H8gYV7ARefD27G1vNUYWIpzG0Mk9KnGyFsDiOH21Gi2bvNJaahZqBmu0uz1RlkGaaoADQmnDMtRNMl7i/70eklMsXqWMp+Es6SBaxmPZXafAseh8VIJjfftn/Dnwa/uq75eRBrFPhjpotDej1i35lq3yzznboVzSYVLXwqX9CT/hmChhXoLyGisqAjYHiEIj7jQ8HAu5zCeU1PvJm9JKHakASBxGVN62k9Sqztwaas3fn3AVq90Qcv3cojiGUe2MZ1WivN6Z2YW8VxSZkXrvAYCb3CQSaPYYLW55rdPRZxbPS66HvziVHrRZnv7PdodRXe5c5QUflSiFLtdHnhWEbUuOVr3dZY8k1A4LV1lXfR1Egz1kExh0+yY5ljsg+Z7BPfyzTrdIQuIcvoSvy+00O+MV9R/WY6wau1MBs2NxdzuAVdQYuIGhSZh34fm1NS+3bzZNWA29Z6V/A7x7uCHZZxGZ5Gu8vWWZJX69MNCUJuG8t+Fx8PYtckFAZuK1q4IqVbJykUQeTZcpAnSwF0skS6VONRxM/9iHekU95tMfI44uf1apjvFgJ4bWZKjSY7iTTvT2J8vkiSLFVodbpYFIV4qcKXWJJ3p1G+nCeJZ8vo+xLrNidv/CHehiI88frwTJAf2klkeezwIQkCiijxwOXhwxwkFKDUbo504d8lLX8bX4tJQj4LNv3g3l52Obiol2hPaUYE0MvT4xn5RoNsrcYzv598u85Tv5+3C2FeRgIseWwIOpXTRp6P2Tg/pi74nE2SqFWmJt2NssJ2Pk3EabuOIk+DKkCx3eS0UqTR7fIuFcNm1fNmMaxZL3z9O7rRcWoWCQVodLqshSfLdJ1li3yOJUER2LvIsH2amkmIh7EWcvPlcPQ57fT6LATHJeem4clakG8nSb4cxHmyPttwYRiiIIxEZAEy+Sp+pwVpguax3WKYy2rTYtTx4kEYQRL5uB/lOJHjMJ7j6VoQj322Kk1fVVkKzFbUEQR4uRHh807sLysIqap/mr+/YPyjJKIwSCX+Ph2j3nqMVRqQq71q6lryqdi5W03al8oFLfF3CLeCyHchol79Cg7lJce1AH+dyfO1lCKgv8e34kCXc0F/f+r31ywRqt2b1XmpU+ZLuYJd9/pOxwLQ6FXGLn61WyfbvuC164YMrBqX2CtNjxapQGTIsWbF6mJ7ikhxvtngqW1cPkYU4LSqHQ38nEuxblzRfA9ARuKJfRVBNfNz9ozKZZTziiDVu23e586JGD2smEcloVRBHSGWJknHQ8MCf4xpk4HDYn4uMqrlAz2MdLNGT+wTNN+QUas8XSJKEUUeOD384F/gmTPAfjpHpdPkzUqEZbdj6nevcNuBx240sGCzs30xvRv/23kKzwRx+nJdmwjuJ7LolJsFnCyJHCW07w0V+HAY5fm9IDp5dNEnCPByLUyuVNP8/jx1XjekNIlOEHm+HMRtMtETVF6vRHgc8eOyGMnVGmzFUrw/ifE1miSjkZq9gtM4yaWmx3G2wMeLOO9Po+zE0hSKDVySgccuL2+DYd6EQmy43JgUmS8XKV56QiiCSFPt3qny8WMmznPvgEjcd3rINX55I8Z+OYvdqceoUyirLSrt2REswwwiajcYeOT3YTca8FrM7Jcz/JS64GM6zlm5SOcXaN1euZXtFbL47WZsuvmjwFfyYZl6nZ+SUbpKnzdLYfwarlvDLmTrbtdMEnqFzVQSl8aC6wo6WeL94QVurwW33Tzxc1r702l3NXmFzTKfvBzAd+tBtk+T9Hp9Ov0+26cpHq/N7zB4b8FDsTJ+nx2cZ3m6pk1ql8Puqe5hFpOeFw8i9AX4uB+j2mghS+L1s/3lKEGt2eHl/Qi6GdqikjS9YWpQWx5ic2c+tYvf8KfFP1oieoXDaoZPWT1u+TkqYJCXsSsh0r9A/mirGqUuvkXkZgUtTYgEXcEqu/HrX1DubPB32QY/5uPXLkMiEhfVmwfza6GMWZqseWrQuFo9tc/H4hmy9AZZmG4bOgyVPk7d+MDVVXsc1g74nSeCiEC6Nt+UuF1KYNXpceiM1Ct9mjNSRAeZwlhU9IkrQLo5eYGwn69jFEcnHBGRx7YVjJKdd9nzke56GF8InlSzHJfzPHcsjzQSXZHKoMGOo+fkc3o6KZtFRo2ywt4c3dSpRhVVUgmYLZppebtOzzNPgB/8ER5YPUhtkf1kjp/Po3xNpgadvaLAT9Eox+UiQc9AYHvZPTk6Mhx98dss2GQdR8nZUbRuv8+SbzzSIADxnHZEttxo8XDxJsp+f8E3U0Zl8zjBot9xHTn1OSysR7x8PIxNbEKqNFpY76AbWGt1OIznyBQr1GptUsUKW7EU+drdSNy0aJoWSo0mu8kM789ifDyNc5TM0a51CRssiE3wiia8OjPPXUE2bB4CRgvKHIvdi2oRq04/V1peESWCZiv3XR5e+kO8DUb4PhjhZSDIA7eHltilqW+z4LbxPBi4LheYhEki/8tOJ68iIWpqm0K7wd9cnNJsd3HKRp565ic9k47hCoelHC6rAZdhPiJ2u8yg3unwUyJKul3l+UKQVffNPd64lHBad7tI5atzkVAY1JcuBydH5YJ2K/0+nGUL9HQqS/75opkvVkNcTOi0b06pyR7G040QWyfJG1KoDrrod87SPLo333UxTXnWNndjPN8YNxWZlJa3WQy8eBChx0CYvjZUYuR3W0euV6Pd4eN+FIfNxJPVyfsan2IVbNQrrIc8fN2f3yr8Hw5/omjoX3hE9B9djagWmv0Of5NK8cTxklQry4LRh1b95TzYrcZYN73CLnyipzaRNMSbFUGPR79OqinyvpBGRbv2J6h/yN+XbwhxpdtAzwI1tsY+axB1XDTOJ+7XXuUUn36ZgL5MrTsfyXbq9OTa2qRgp3LAD85XxMoibpeVPio9tU9X7dHudWn1uzS6Heq9NvVum0avwxt3mEKxx3ZlNgHLNxu89YZHakVncHqyzTq/c6xw2NoFVeChbYF0s8H73GQtyo5Gk00flQ+5c1w6M9/Z/XwtnWOSFR5Ygpxna5TaxZn7DwMyuuZwAaWxmtENm4dNDYceLSQbFYJGK699YWK5Cq98ISRVJF2tclEs8XWCNNQVhuszY6UysdJgEA67rURsdrKVGifZm/rNq1TrostBo94mVpk/O7AbT2PSKdSHor0Bh5XklBqravvm3MznSwWH8RzLARcPFnx8OY7P1VXvsVmoNOZ7rs0GHX6nhd1oFrfHTKne5PuVCB+isalRm9uYRdLmgU6SWHDaOUznyHcbVOQ2ifro+XTojTgMRqw6HQZZHow7gkq736PZ71JpN1l3OEhWKizbHFh1evSyjCQOGomavS7VTptCq0Gx2SDeLBOfsh7wmyxs5gbjlt4g8dThQ+5LHGTzVNqj9/owEZUEgSd+P021y04+w3EVZFG8Lm9pd3okalUStSrP/UESjcpECappkG6R85NygQWLHUkUydSnN6tMylT0VJWPl01Zj4JeZCQKtfqdSegVPiUTeK1mzYi602QkRhGAXKVOXdfm4bKfndPJz7rXbmZ3yvuzJJhgQEK/HiWuyZ0oCNe6wr1en73zNA9X/ewcT/4dSRQ4jU1/zrYOE9xb8HB0MZgL7BbjWFreYTWyEnazc5bi4752ZNJhNRDVWOSmC1XShSr3F73UW50xcp4uVAm6x8clp9WE3aRn7/SXObn9hj8N/kkQURkJr95Ju6PnsHAPWS1gkh2IQheBNqrapKfW6fbLdPpVEKanig7qCVZMz3ELX5AurUYFBLz6FZp9B1+LGb5O8XAHMEtWPmtEzD4XYvzOt0G0OSpDdc8S5GySdugl0q0spY6OJ7ZnFNufp34WwDYlpRbQh/mb9DnGjouz8vRCblFQMMk6lJYOZ0fkrctAvFXhoja9bnE/k8doUGj0OviNFraKsxtVNjMp/ln4Pql2iY/52SvazhRR6ny7Rj5f45E9jKPv5vfncaqdu002k8ioIsz3aNkVA2tmN2JPQt+RCOqsfLq4mxqCOCENFStXiF1eu5DbyoLNRrZSp1BrcN/vIZEtU52zwekK1WabV6thPg41NHnt5qlE9CCeY9Frp1RtsnsxeQIIuKz4nQPN0nSxSqZco1xpsBp0z9XEZDXOl569IqFHlw1TXquZTLnGh4Moix4HkkHkMDMfoZXmptbjUESRZ5EgJ9k8785irPvc7BSzvAgHx4hoqdWaqMl5hYjByZLNwWE5y5fClO7lOXa5PPRbrX6PzfzgnpQVkUceLyZBx3G+QL7RQBZFbHo9930eTstFPuVG799XgRvpp+1MhgXnQL5sM5XEKMu89Uf4kI7fSY1Cqyb5oloiZLYSEMwka5PLKQpzuDlt5zIIwL9cWKZf7hPT0ICehU6/TyTo0CSit92nGu0uO6kULzbCfNrXDiQEHBa2pth4lutNIl4b8Yx2NPDZ/TCfD0frIUVRoNe7eaHb63MQzfJgxc/uiTYZvbfgYf9serlWt9cnl6/hcZjJFmssh13X3fJOm5GlkIvtk8kE9Aq6SZ2wl9i7yCCJAi82whxGsyMOTwGPbWRcCnls9Dsq5/Hpnf1/VqjALyhV+bXjHxURNYsG3HonRskEfYl6t0e2WSfZKJOu1oE6z1xB/p+xHN/7TJzXbxMZCwJWTJIRi2zEKOkwSDI6UUIRVCShjyB0ENQ26XYdVfkX6AQZrz7IfqXCTqUKzCcQbxJXqHW1I3k7hSp+s4X6iCvTnCmhfpsPxTjf2d7S6H5AZTIRM0+os7HINk5KAs1ehwdO00wi2lfBKCm8O0pxz+5iJ54ZuOuYrSy47Kiyynm9SKo5OiAXhqKiKzYnmez47+hFmVWrG4tooFRrc5gpkDAKOKx2jFKJRm96HWZ9gnboFZbMbqp1iU69Q6PcJWyx4zWbMepk2mqPQrtOtFaiPWVwuCKjAiUql2T0vKw9cUmIbNg8OEQjuWqD43yBT7nBgO81msgVGzwNBEjVq6Sq80WKKt3Z90a8XCF+eR3/ZWQRXVNAtasctXJ3ztpc5EqI4s14OSk1Owyvw4LXbuHTJYGVBIFFvxOH1Uin2yOaLZEoVEgUbu6BV2thPu7FKFabvFoP82GK7AuMyn5NgtmgI+C0cjhUijDckHKeLSIKAt/fC/MlmZqZ7vwlGS9ZFHkeCXKWL/J+SDLKYtJDBTZjCdYDLg7K82dtXviD/BS94LHPR6ba4K1/ge1CisodF1ZXyDW0iVxX7fOtOLhfRUHgaSSARzFxVMnxU3KcVPjNFr7c0gwNma3XOrqNbpefYjGW7Q6Mepmd/HyyU5O4dLxWwW+yELHaiFbGCZmIQHZGxBTgocdLp9tjN5clm6njsBh46gxylM7dqXzjUzKO324hdct3vqNhoddT4f15jNcPwmzujRLGJ0t+to5nL8a8TqsmEX1+P8zm4XhTjigIY+oOnW6Po1iW+ys+9k7GF47zWG4ClKoNlkID+89aq43bYWLB72TrNDmRbN/GXHJ0fZVPBzGsJj0vNsJ8PojRVwfHcYV7YTfZXHXuTvrf8A+LXx8RVQVcOisOxY5OMNBTBcrtNqlGlYtWnQtKwOTVq17u0mp3+Tld461vibP6qLi6ikqtV6fWmz1YrZqWSNWNVDsdvAY/fl2FfCdKZ4YHvFcX5mN28kqw2KmzLCxTZ+AEZZctXNQnp+W18LV8zILxETYpTrOvHZ01aszbMjLdtp9sazAh7FWj2HRmyjOaFhZlF586Kb5l0/ywGOHn8xiZWp1M7eY8LtochJxWOkKPo1qeYrvJXjqHxaTjuDIgBlrE81t2dAWbbFT4kq8RNDt57NWzVZ6cmq9O0EY1y3rumUL8GE3SU+t8b7GgAolqhcQt60VJEFiyOnCbTOgUibY6WODEamV6l5Jew5FRt8HEyZDbR9BgZcHopNPuc5TLszeBYGQadYIWK1+TKYyyzPfhCB/isZlmA7cloCZBAr73hvmwE2VFsJKsVvGZjCyEXdR6HQ6S2ZFO9ElIl6o8Wwzy5XQQ+Wq0ZtemHaVyPAr7ebkeptpsc54ucpzKw4QMoCQK1+m2vqryYT/G83shts6SEzuMezO6u016Bb/LyuHtZqdbqfi+qvLhMIbPbsHlNrGVnBzF7czp5ASD++h5JEi0WB4hoDBwyPmaHRANFdD350/533O42E1nAIGtdIaHAQ8/J6I49Ua+9/l4n76b8LtJlim1Z0/YTzx+otUSklGkOeHc+y1mUrVREraTzmKQZJpD2YrTUhFQeR0Mc1jOUWxNryOedjSpehW3wcSSzc7ZrQWh12giXZ48tkesNtwGE58vyfOqw0mWgcvSHxPRwSJiOUSx0uA0Nzuy1lVVgl7bGBEtTHH2eX8a4+lagMPTLK1OF4NOJjMlEjoMVcP6+PmDyVHW4WasYbS7PU4SeTaWfewPpbElUeBkRlp+GGfxPD98t0hHUDlJ5snOWEzeRu0OGZtKvcWngxgLPgcmvY6TZB5RhIdLAY7OMrSn+Wf/JeEvvJ7zT4FfFRE1CkaaTRuHtSvnoLvBrTdxXB+Qlla/x4/pGr/zrVz7xM8LRZDx6Tb4j+ODweqxbYnfXzqgyIKdFYsbn1GPKFYodGK01dFBtdSy0p8ROd0sRPnBt0aseciy2ctR7e7He9FIYJEtrJs9lDu748chjj+YHuUB74ZIcqPX4VnAxd+dT16NP7B7+XR0wyjep2KsuV0c5kYHrOGonACsudx4jWYcdoWCUMel2jSJ5zCMskzmMlqTqNVJ1Oq8CqxQEfOkmuMLkEpnfEJ7al9kL1PlD7mbY5o0IMOgduyiXObilji9Ikos2Rw4jUYUWaLZ7+BQ/JiMEjaHGYOqI16qEEuXSTFfFCVst5KqVgcSMxcxlp0OFFlkPzf5+hdbTXwmE/n65N9w6A0sKlY+Xk4EF/kiT9dDfDpNkC8NXrOYdKwuuOlKKgfJ3IgV321UhlK3qcLkiHnAaSXssnESzw8iTNHMXJPL46UAX285tWwexVkLu8mW6hQ1olK1xuTtmvQKAbdNs+O+OuF76VKVdKnKq5UQh/kcpeY4OWu0Znuci8DzhSDJUpUPF9rlJA+CHn4akmzaSWd4GvHzJT+9PthjNFFptkaIYO/Sv7zQavAuEWPZ7sSsU/g2Y1tX8BosnLcnL+Ytio4HTi/vU4P9XTVrSxU99wfYTI2PG5V2i9eREO/GHKkE3ifi2HR63vgjvE9FJxLOSVq4V8g16/T0fVadTo6HyhRcBm0iatfrue/28DEeHzGhMN2qAe72+7xPXtaRRjzoVZmteGpq5G4zmSDktBK/fE5kSSSZn754/HKR5F7IRTHX4F7Axae9+bq7b9dSv3gQ5uOU6KMwpTC/1e5ylsyztujl8FK4flZaXgAWg05cdhPtTo/zZIFmp8dhPMd62IOiSBzFshOfuVnHMw+uamVfrIex6BR+/Hz668p2/xMkor+qrvlyq819Yxij9MsaBO7bXSNWke1+j79PlVk2TZYFug27YkPsL/N3QwPsRSONUzeQtemqfQ4qGf6QjvJ3yRK7eRv9zkO88nP8unUW9Y84rMxXKL1fbGAUTTR6v9y9pdqtsVnKY1W+R1VHBx3hVrp/yfBohIReIdbKIE8YsERBoFsefa+rqtTUNmbd5OukAqf5Iu/OYpRzXTKpFjvJ3Ew9vaDNOjY5fUhmOE/Bc9s9dEPdtAZJGXFwWjS5WFIi/OE8Q/a2xM0vKPXr9HucFot8SiT4+SJKpdRCX5DRJ3XoKzLvLmLEyne7drfrPU8LRY6yBd6EpusdBuyTnUHuOZxYmzJ70ZsJRJZEvuzHebFyI7VSq7f5updgZzuJWO3zLODnxVIIu2m8G/k4lWc97MFuMpC75WQiiSLfLQd4FPaRzlX4tB+jWG1QqNTx2y3YNLZ3G7W69kR1GMuhyCKLXsfYe9kJkS6TXiHo0SahMFv6afMkjtwVeBEel6UpT9F8FYAXkSAhh42PF4nrRZgWcu1xYl2tdqbWoOqlgavQ7eac/VyeZ0Nd6aelAluZNM9dQSLmyaocV7DrJ1+fJ24/Zll3TUJBu17TpCjENVLjVyjWJ5+3crvFu1iMNZuHVbt25/ltCTLN32g1SberrLtuiLL5FrFURIm3oQhqH36OxejeIgE6aXKsZjub5VMuiddj4dVyGKOiPd51VRWv+0YaKmC3jtRlTkKyVOXhhg9FkXiyFmTB70CeoNF5hXiujP1SxunFw+kkFKYvwGEgVH+RKXJvYaDjfDstL4oCK2EXLx5EeLjqx2TUcZYo8Gk3xtZREofVyOf9GGGfnZ2TFF/247RbPR4t+Xm2FsIypfveYtRNFccfhiJLrARdvFgP8/RekJDbxqeDGJVKkwX/bE3R3/Dnxa8qIgrw03mSBbuDkF3lqDq7O3sYue74Sq6j9vlDqsw/969yUj+e+v2IMcx2XiDbGo30lTsNHtsXKOTHJ8Ku2uewkuHwcg7aMC2RL5uwyDosOgWLrGBQZPSSiE4SkQQBUVQZCCz18MoR6t0jFAx0mO+hvA0Vlc3SCWuWl8jsDRqyuLH5BIgYVvijhpc8QLZV4VVwhZ/i4xGVV64IH/bGX49VK7zyh+ZqvMmUa/S7KmadQm1GzafDaNAsl232evzNaYolm49Vp8BuJY5NNlDv1DBJOtbNEX6MJumq2lHDnoZr1jwQEXjm8KPWVXZOM8Qp82YxwrfjJN8FvTRMPQ4r86eyUo3xCEBfVXkfjeMxmVgPuvmUGD+nJr32JPjaH2T/OEPrVq2jTpbodvvsnaRZ9Do4zxRH3m+3e2wfXtYCivBo0YvJouMsXyRTHhA3nSITclgpVwb3kc9hYdHt4CSRY+toPBKmV2R2ztNEvHZkSSCvoUMIcC/o5jg6OQKcKdYw6pUxJ6ZitYHJpFAfilIa9Qoht42D+JSIcrWBza6nPEEUHwYWisXjBN8t+Ek1qtduO4VaA0E3EEwfxrNQgEKjwafo7Pt/xe3koDh+j5wVi7xcDPEuq00mnrj9fExqb79UbyMwmsL+nEmiiOLM+lGDBvkyyTKP3X6NKKY2vvP6Nb3pr3CYz7PmcXGocdxXOMjnEAX4PhRhO58eaSScx0EIBtHXvlrigcfDbjY7ovv83B8kXatOtfqcRyc6VqkQq1SwGnW8joQ5zxbH3Jg+JRIsuu1EcyVcZiPJKeVjK0EXVouB7ViabL2B0FQ5jeZpd3tIokDAbcdlNaJXZDq9PuVKg2SufJ16DvscrC7IfJwjijrJiGIYzVaHWLbE2qKH80SBewtubGYjjVabs3jhMlWvfR2NBt2gh0B3c091uj12LhuhFFni0ZIfRZY4jGVHsiUep4VKany7ggAhtx2P3YwoChSrDS5SxWtv+mEUSw1yhSoPln3s/io65dXfvOZ/LbgoVVAqAm+WV/hYPJ2r/umhw0eqfar5Xlft83epIv8ycI/j2pHmZ1ZN9/mbRE5TDghgq3TBc9cim/npA3WqXqOvQrnTpjyjkeCJPcinYoFFr51kp4tdCeDRW7DrdBglAUns0FdrtPpFar0C6oxu/8PqOS5diEVDm0r3lE6/BuhxyR6+5RtTaxFb4njUyKroOb6YPKB+SMV5HQnxccpkbFIUzvMF+io8Xwzyc3X64Kko0yeGs3KFszJ8H1pF0bfx6dzsZ6r8Pj+dEHTndNm6gllSeGoLkEiX2T68NcBdju0HiSyCAL9bCbPfLpBrz647Pi+VsOn1VDSkYrL1Otl6ne8CfrL1+kgta/cWkZaA732DZh8tSJeNaq12l36rh0k/SuCG0e/DwenNIm4t7MTpNJOqVll02nmyFEDt9dk9T5PNTU6lKZci9dFMiYDLis9h0Uy9TYukX6HR6rB9muLV+qivt9du4Sw9SMUa9Qpht42DCZHQYfgd1qlE9ArbFylMOoU3i2E+XMTo9PrYjAZKzQEZ/y7kp9pq8zk+u7HkCi6bcWKP40WujEGSxmowfwguTCVQZ8UiLyMhPqRvOfD0+/yciOLQG/jeF9GsH71NTh66vBSbzYkkVL31/XtOJ++mkNArOPWzdY/76iBS6TGZ2PB6+JgZHE9zihrGbdQ6bU6reZ54ffT6KutON6IgsDmBxA/jLomSSrvNj4kYsiDwdClIo9HmID249/qA02EimiuhF8eL8w2KzINlH/l6g8N0HrLwZMHP1nmKJaudhys+Ph8k6PVV4rnymE6mKAj4vDZcNhNeh5W/fn8w1z7PioheodHq4LSZiCaL5KfU2A7j4WqA7Usr0XxJe9GpSUoViYNoBtulk5vbZiLgtqFXJGr1NtFMidjl3yzUm20arS6Hp2merYdGbFF/w18OfpVEFKDTV/n74wSP/SGKUonMFCF0ALteJDVl7OqpKn+bLPAvA2sc1w6vX5cFmcBQPeg0xOpZHIqRYkf7oTNIymV6bsbDr8Ib1xI/p2L0VZWNXhDIUeo0KGluW0YWAnj1Flx6I2ZFRi/2EYQmHbVKvZejrQ4Gj3y7QLkj89T+klZvH71oJ9+wUulML7w/rqZ56I6wM1T3+cgc4J1GdG4Y2/k0YbvtWtvyNpadDnbrA5KzeZ7gh7UIP+YnT2KdOQnjQa7CS2OYeqOLQejAjBrN9pzbjZhsLCp2di/SfExpT8z9oYIkVYVPx3HMOoW/Wo7wvhyf2oGvCrDkdPItObme71syjUGWeRuO8P6ymanQujm+63rQKWk5ZUgxIZEt82QtyOcpdcDDOIsVOIsN7pcVg5Xdk+k1clcYTism8xW8djMht21kUvU5LGzNIdUEV01MUZ7dC7F92cRku5RwMuoVwp7pkdBhWOfsBAaotzt8PIyxHnDToItqEIk4bTQ7Xb5qZA2mwSDLbE3pFM/UarxZCvNj5qYh74UvyE+xC2aNI8lSDUUUNZ2Liq0m7xIxlmwOrHodX4fqR6/KYwySzFNvgHeJybWaMDDVuIIoCAiIc+UXvqVSWHX6MV1SLVwtwp54/RQ7jYne9sMwyQougxGrTo9RVjDIMlZBx6dEnDky4wP8guBUV1X5mBqMi+tBF3ZZz7dYis1EglWvg+5Q08yC147baWE3nuHDkCWyLIoUqoNn2mrWs3mS4NXG5FR7X1VJ5isk8xWM6zLfrQXZOU7NbD4U5qTaL+9HePftnKDHRiI7u9xIlkTyQ1Hhi2Qes1E3tY57mJTqFAmPzcxK0MVJPE+uNB/5vY3qZZd8r6fyZTfGi0cLc9fb/lmggnoHGbN/LPhV1YhqYSuVo5ITeeaY7FFtVfScztF1PiCjee6Z1wGwyVYUdYW/1Si410KpU2fVOtkhI2hwoM548C2yjie2MD8mo9eT+4dUEq8yvc6lq/ZINEtslZL8nI3yd+k4f5vK88d0m885KxflJZrtx+jVF1jFZ1zUnAjq73ALG1zU59NVc1lubpdFs4NPc8iJ1LtddHoRZUJtk/WWNd/2aYZV8+RzWNJoPrqNJw4/urRCo9zj/Umc1HGDF+oC35mDaDSVAgPTg2n4zu7jlSFI7qLGh6PYVPtOrUaKWrvDx/0Y4aaFl47p7iUm/ez1YbPb5eeLGIs2BxtuN+eVEpIgaNaDakG8JXX07TDBq9VxN5RpeLYY4P2HM14tj9u1auLWrZ8p1Wg2Oiz6HNevLXgcd24s+HwUZ9HnxGE2opMljHqFiMc+NwmFQYnFXdFsdwmZrGzYXRyksmOuWPPgYchHdYYixU4ig/OybvOew8VuZtAhPwvxSoXn3unX5qxc5FsmzVNXgAWLHRiks+87PXgMJn6eQUKBkUzK62CIw8J8573Z7fHI5Z39wSF8y6RJVWo8cHh44vbz2h/mh+ACb4MRXvqDPHR7iNismPQSDdrEmiV2y2m2Sykq3SY/pqP4PGZeRoIzDTSAuVQkpuGgkOd9JoHNYeTVagSXw0Sl3uLpvSCrix5OiyU+nMTGxPKfL4eIXzY06S/Hg08nMR4u+cd+4zZ6/T5fjgaC8pNKdq4wKyIqCgLPN8J8urTC9LrGbVC18GQ9SHJIjq/fZy7/9+vvrwb58esJ1UqLF+vhX6TWq1OksU75ze0LXmyE5ypJ+A3/cPjVRkSHUW61eXec5fvFZfYbNxaaV3js9LI/J9nqqSo/pcv8c99zPuXzJBp361b/VrrguXOJzcL4qsummIDJDQtLZhetlsrn7CjB66kq1r6PzC90gwKodptULwu/XToLCyYf2arMYbaOsecjbLViVASq/SqxZpa2Oh4+3i5fEDR7SNRqOHpmov35VqlHxQJvIxHenY2v5uu3BuBmt4tQFTDK8rW93jAS9cmrcUUUeWWN8GErAQjcu+SzKvAtPkifrzh8+LxGPjfjNIbI5+17BgbNIM/tAQq5BvtH89cjt6fICCWKFRLFCs/DPkq6Nie14thnZknXDOO0UEQAXkVCWJsKm3uxsXpQLWiVOGwdJlgNuThOzr7PFEkknxncy18+X/DkSZBv5zOigRqMplBt0O31uBd0E8+X2Tv7ZXVcR/EcXocZo25AQvfjd6sfbzRnR9gsBh0rXheKKBLNloilB3/hoJ2wYMHg1rGTu9vvVnqzo4HVdps3/jAHYo7qrQ75WTjNFcekkrTwNZNCFkR+CCxgUhT+5uJ0rig33GQpPEYT25m7Xb9E+W5d0W6jiTWXi9NqkYv2fGO6QZJZs7lJ1auU2k1K7SaxWplFnwOvbOZTbDBeaGHeWtRpMCsKLouRvqxiMehIpaocnU/OJDlMBvZiN+dRvBS/76twlisQ8tiIT4lK9i7J8+55muWgi1KpQbGqnRGa1jUvSSKPV/x83r0Zt+ehb3aLgYPz8YWwQTdb5xfg2UboWuh+Y9nP5l6MjUUvpXqD5JwyVjAwuChVxu/7zZ0oj9YCHESzf5mSTr/ViP668fN5kojNRsgpcFi5eRBq/eLE74gIhIxuHLKNTlciXq1zXqjy90UFnc7PI3uQGkXO6vMJLQPEGhnNFL2gTn4QXzgX2MqkNckXDKKiawE7ue7dHT6usGT2YhEtfC7EydaT6FULLoONr9n0SJOMIhpYtjpxmwwgdsl2CqTbRXqqyobHildn49vB/OcD4Od4lO8CgZGUswCc54pjn70olHixFOSnyiiZ95pNZLraRD5ssmGtGviwneRquGx2x8/lRbHERbGERW/gRTjCiZol0a5cC9ED+A0m1gxuDmI5NlN3czkCaMyRNtyNDRxB/molwk4rS2HIavW4lEeRxJkKAgD3bW48GLjYK9LXG3kQ9PJ5yiR3BS1r2k63R6PSwmac3rgDg2jol2+X10eF2GGWUNA21eO5NyHUWWm06WZKvH24SLZYQxJFREFAFK8Sh5c2hKpKr6/S76t0e306vR7dbp92pzsgDD1QukAXnoT8GPQyfVWl0myRKlWnHlNOo+5NAFZ9LpxmI6Vqk5NUnm8n41mAcr1FqdGEPHx/L8ReJTfTBQlgwWFnNz8fcS1WGzxx+vi72NmdChez9TrfL4T5KTVZa/cKXbUPgkC528JpMbBodaBDIlOvcVIqTFSVaV+OWQs2O5/u+LxclEs88vvYzk0nsGGLlZDNymY2wU+pC9acrrk8PgySzD2bi2/5FE/dAdJDCg/nlSLnFFkNOLELRj4nxhdSjfb8tagAJkVm0eHAatDT7ffJ1GrESmV2M1lWHU4OcjWcwnQHsHt+Fx+Pb9L0wwoBtWYbu8mAxaibKIE0LJZ/msjjd1kJGKwjEcorTIoMKrLExoKXr/uj1zNTmK4wAbAcdrOpUUKQK84OXNxf8vHt6OY385eKFvvnGfSKzKv1CJ8Oo3NxNZNBRwnt/d0+THJvwUOq9Bcocv9PUL7pHxURBYiWq8gVge+Xl/lYOmPF6iLWvBmE3TorPr0Toa+j0OhyWCjzMdcCbojVG/ciP50l2HC6+bvTDH1U7jkjLLsMXLQSFNrTH8ZSp84T+wIf86NEtKoxqEmIvHAu8lNy+kTR6fdxECI3pdtSCyICD2wR6p0+O4U0XPobP3cs82PqggXnuAZgp9/noJTjYOinHHoXS1Y79BTsDR0WpXInO0xVgIt6CbfJSO5S7zJitxPLah/Pp7ME36+F+Xmo+ctnMZOpjQ+mr5xhDg+KpFvFkdevGki0UG21eXccRxQEXoUXaenbqHYRS0dhK5rmff9uwsvDqE9J2w+j11f5eBTDatDxu6UI74sxOqpKu9/ngdPDflY7Gr9udeEXjUQTJS4SOS4YTCjVXINut8+TFR/ZVoNkcXL0XZrgqpUuVHm46mcrmppYRmIx6Dg9GSVQ9UYHR2NQmzlJW3MasdZJEtu7CRaCTj4d3b2hwKRXWLBaKZebmASJL2fjpMJhMuBzWrCYdIiCQLPbJVetkypWyBSr6E0yFr3CottJv69ymsxzrNGJOwxJFCgP3WebR3HsJgOvIyHep6Yfh89p4SRZnPi+Ioo88wao1docxHPEKxVWzE7cNhOfsvExqaFJ2E1lsSi6mc/rA5eHd6koaw4XuWadXPOGOFiNOpZtLkySQqnZ5KiYv76erV6P73z+O5PQK+jFydPQPYcLm1HP50yCWPNmkWPW6Waa2BklmVWbi618+vL/2mnq43IBKLAWdGNSFb4lh4IYU/zlDbLEosOB3Wig1++TqdWJlcvsZscXF2GrlWqxSaXVJmSZnN5e9jrZPBk9j7fHk3i+zMMFHwdnGXoajOw2eU7lK9gtBpZDLk5v3c9aPNSgk1kOutjWUL6IZ0pYzfqJ5C3id/Blgmj9ebKA1TLluz4H0XRx5JguUkVWI26OYzlanS4f96Kshty0e10uZjQrGXTT6c3RRZagz45hjubI3/CnxT86IgqDYvG/P0nyyBdixWKghZ5aS+W0VGUnV2eHySkdq6Jn71IyYr+Q4214gZ+y5xwVKhwVKkiCzPPAKhZTj8NajHZfe8U8SNEvslm4eShTt/T+nDoTXtk+k4Re4UMyxYrfRmEOXVGjpGPDGuaiWubDrVS/S7Fcp//nUCcBBuniYqvJD85FurUOvUyXNacDj80MCqRaNc4rJXpTKsoKzQaPPYPOUJUBsZxERAF2z7IsBRycXaavTXqF4QWuSVZ4rAuw+U07JZypzl6991WVL9EUbwIhGtkWepvEksvxi+r9rlCdMnlpodJs82kvxpLLjtmt53MpNabdec/iJCCZSKTKxBJ5bg/1bquJQmpwvLsnafSKxOuNMJvnCc06N1EjInqFneMUrx5GeH+kPaE8CnjY3BovPYknijx8GGRzQsPOtJKBNd8gipIv13l5P8zmSXzuDJXZoCNktnAUzRFwDyI/zx+Hxib0cr1JWUO/UpFF/E4rEb+DPxyckS/Ob+FoNxvItkY/X6o3+bIf51nER5YGscr4gkCRRPYK2tHQkNnKosXOYSrH5qV7lVFRqHbanBWLnBWL+MxmFr0OvuVT1GbY2JbbLd4Gwvw4ZZyx6vTk2016qspeIceK08lp+WacrHTafB0ygNArEg/dHuw6A2oP6tUuOlGiPYe+5218TSXxmE1kGzfj4yOPD1FkIMKvkY3Vy9PTvEZJZmWIhML0hRDAYWmw8Lsf9iB3JXZS2etFhk4SWXQ4cJqM9FWVbK1GtFSeajRxBY/RBA312nBCP4UgGWR5rCSioGHesHOR5tW6tipGQ8MwolRt0u70uL/sY+90OO0/ykTNBh1Bt03T2vMKEb+DnWPtZ9xk1E1+blVY8jv5ptFb4LKZaHU6mmYXVuNoBPk4nkOWRF6tR/h8HJ9Yx6uf4VMPkEiXcNpMOG2zFRz+QaCqv3nN/2OBXpJ46gmQrNTI6eHnOR1FAB5YAvxUuIlkfEomWHI4OKsWgYEf8IdLORir4uBFyElbrHBUG3+4Yo0sDsVAsdPEJOlIDnXMr1u95KotduYUt4eBAL9HDE0lol69jZDBw7dimh/T2t2BIaOX+KVMUmuGbucwlixOPh2k6PZVfrcS4cNxjIv8DZG06RQW3Q7MJh0NupzXyuRao+R7a8gCdFLj0BWanS5KTbyWrxnmTmtWN520yuaEa+s0Gik05yMU9z0e9j4nWfA7+HRZDxVxWQn7bWQadY7nsPIbRr3dQREFzWjFNETzJcjDq4UAOkFkxeIgLFtIpsrEEwUSUxZQLrORwhBLb3V6bG7FWPDbkc0yB8nRCXNWk8KXvRgbSx72Y6NkyWe3sL0/OfK1s5Pg9YsF3h9rTJATIqX3Ai4+D0VRNvdiPFj2cZ4vzXRgsRp0+E1mTmI5rGb9dfrx7CSL22bSTLnfRqfbp1JvsX2YxGc1j2lATv190zgRvcJONI1elvjd6kAmqTNEMB4FfXzI3ZxHEYHvvH6ELmwn0qSzo+zLaTKMLHDStRrpWg2rXs8Pfj8HlfxIBPM2viZSOA3GEXWFYaw6XWxmbvbHazCPENHbaPV67BQyWBUdYaOdQqtFix5Wgw6nwYhFp8MoywMdTkGg2+vT6naptlsUm82R0oVeX+Wew0WuUeeZP0Ct22a7OH3MntZrYpRklm0utvOjY2u6Pt91vVog/NXKImJFIlWtEi2VOcznJ8llToRDr8faV7gYshpVJpDop4sBvp6NzyP5ah1ZYzz5cBTj+VqIz4ejkfdaXTvi2Gh1OIxleboe4suljNFw17zNbMBtNXF0Mb1cZFIE8eGqn+2T6ddN69iNegWbxcBpQvvk7p4ksZr0VIaOq9vr83EvSsTnQNGJmpkLecpi+woht42g00q7crfgwW/4zxb/qIioU29kw+lhP5vlXXzwoM3S1hzGgtnB+1ual+1eD6UnIyGOiZ5XOh3+9rK5YtEWZs1jJNlJk2kNiOIgRb/Ix3yMgNFB+tJl57VzkY/phKasyix8SKaJ+CyUe6MT1arZj1408CWf4LwyOfKxZPLyMXMz6Rc78zUciYKAsa6n2x8M5h8KcVY8Tk6G7Djr7Q67idHa0QWrhaDThqQXKXQaHFcKvEvFWPe4yc4x4Z/nS7xcCvFj5YJ6v4MAvHUu8nl7QIgnwWM2zUVEfRYz5dMa3V4f85CETypfIZUfkJoFl4Wg306mUedkTlJqNeinusdowW40sOJ0oGuLmOLg7un4OEUrchgmvbb80EWqBAK8uh9mP52hchlxkKTpRLTXVynmazjMxhE7zYjVwrf49Ij8t80oDx/52YmOEoG6RrRDBGirY2VRu6dpQl4bVqOeRF67xMBm1OMxGK/TjWGvnd3q4Der9TYPQs65iChA0GVj7yzNmstKTqjNLe9jnNGV3Or2+LAfZcnjQLJK7OUHC4K2MIgcOvQGHjg9RHMltqY0e1kMetDgF5VWi3fnMXTSwCEo1iwTrY5fn3qny5OAX7NW9E0wzM+3pMi2M2mMskJjSrTVqTfiVIzs5rN871sgVatRabepzFABgAEhcRkM2PR6TIoOm6zneSDAp+x86f1JmRejrLBscbBzi4QaJJlYdf6ypoDJQqPfwaATOC0U5/7eMEyKgl82c5QZJUmShoKIIolkStqNOL2+it9uIV0Yf3/rIslqyM3xpUKELIlT61q7vT5fjuO8eBDm027smtA7bSYsemUsda+FSm18XJMlcWJD1DCyt45BFAbOTNMIbLvb59E9D5806k6j6SKiIPByI8zWaZLWUH2sNGGxLYsCD5f8dJs9Dk7SpGMlgp7ZjmP/YPgnWCP6q5dvAli02nnji1BrdfgpFqUw1HUcLVdYtswnG2EXzJqi7ofFPG88k+WhAM7LVf5/xxl2LiAkrPDEuoJR0vGtdM4zZxirbEIvSrywL/JTMvaLSCgMhJwD0mBfJEHkiX2RiCHIViHPx9zsujFR1Y0IWKcaFebRNH7tjHAw1E3d7vep6buYZtTXpCs1Pp8n+HgQ4+Q0j64ocF92saK3EZLNvPYGeebx88DpZsFqx2kwotwKd3w8i/PGGabd6/FUDvHhW3IqCQWwTCBmwzDIMu6ajlJ5MIDqNISmAZL5Kp92YkRPCywoFr4Ph1l1T5aYgsnEcBh6WeJRwMfbUJgHioPuWZP9Twm+fYlRLTaJ72RZD2j7eN/GJAtWAFT4vBtD35F4tjiwqRTmuOi5Up2QzXI9SKz6nGztz67fVFWV9FkBv2O0Fq6iEd18vhKeGAmJZ8rUKy0eRMYlfuxmAx69kfPEzcLgtv3g7mGKF6vzSUtdLUIOo1leLs4vYzVP+g/gPFvk9DTHW2+YFaeDbr/PG0+IVqXD+5MYyRnd45PsI6/Q7vV4fxEjla3y0hlkwzF+33yKJ/CbRq/Jit3JZnY8Clftdnji8k38PZ/RjFnUc1wcnP/aHN3/w+j0e6TqNQ4KefSSxN9HL9jNZHnjnT7OXqGpQZBNssKy2cFOYbyRMmKxz13q4TWakSQQVIFPmQR+63ySRcPQSSKrRscYCQUQNBaBz5eCJKf4qtst2qnjTq9PoVHHbTcDYDFOb4SCAc/5uB/jxYMIoijgdVrQyxLR1HxE/TyRH4tsPlkPEs/MLhmLpkvXFqQw6JCfFUUFSOUqE6PgfVXl014Mp9nE/YWhseLW9fY6LLxaj+CQ9ezsJDiYUn7wG/5h8auOiD5y+5AR+ZJOcl6c/BD4dFZOZ+RUvnMG+Xwx+cb8kIiz4nRxUp2+HRWBz6k8pMAkW3kRdKLQRRb0BBQX79ODVZ2EiCyKyIKILAhIgogoiEjCwOZTGvq3iIAoXHYSI1CvCrx03eekkeVdZv4Ggce2BT5kRieddr+H12An1ZgcnfQZLewejx93tFrmzWKIz4fz70On18eDgY/vzgmFHNfOI8MQAYdOxmLQY9LrMOhkbGWFdrXDtkYjgBaUCaRyGN+ZvWzt3K3BIpmvXkuILLqtBHw2zUipFkEXBYFltxOv3kij1OL8PMdpbHwQdlqNHJym6fchf1xmecnJaWZ6JLbbnb2wKVYaFHcbPF7xYRf1uCxGyvXmVFK/d5bm5WW9qFEV516sV6stInYTRUW+rg3t9fsYdfJ1xMZhNnJ0Nl19oVJvUT/P8nI9zMfLmlWnxYhd0nGeHD0ndQ2ie3yUxuswkylNj753hmR6Pu/FebDiHYvua2FWZHkYqgq75yne3lsg2anzaYKlrhaUCc1lt9FX1WtXp0deL4pe4ks2iSoMnr1Fs4NUfXD/GiSZLv2JcmO5CRH9iMVGp6MSrd0Ql/1CFotON1MTdRgi8DoQ5l1scF3NBpl38RjP/EHOqgWK7ckZhUp3lPiaZIVFizYJBXDo5qsBdBmMGHUSF9USiwYXrV6PgM9CqjK/bJAsCDy2+/ga1dZZvu1E5bYY2Z4y9wAYDZOn6nylwYrfRaXexGzQUZ5D/F0AYpkSDxa9pNMV9mc8h8Nod/uDBqJLG16b2cDhxZzfV2HR7+RrNcGL+2HNKKcWEtky60te9jVkoa5wlcV6sR5iP5ZF7auIwIMlP2JPZf8ozefk5AbOvxSov9WI/uVDFgadpMVGi+301U05fTKIF6dPQrIgki9PH0A7/T5CV0AWxIHMyRyod7v84SLDK1sEfU9HIplD6evpqYOhqHP5N1i69S7/psNpMBAwWcihcFKAFfsSLpOOntgm1cmT72g/aLIgkahpD1Aek2kqEQ2pdr62tQeAd5k4b5fDfDqdHSkzKQqPzR4+b8evj2USGu3uJWEZ7Neb5TDkexgMEs05GiJ6M67R7/wRPn8aTXvfVVMukauQyA3O96LbStA3IPSnuQI6ZUCEg3YrYYuVfqNP7DxPMpljlg3Ait/F50t/8Xq9jRytEw7aiOUnL7bq9fkIgNtkwFqGfrtF47SCAjjMeqwWAyaTDp1BRlYkRFmkh0qn36dZavKvbCzzx09H3EU7KBor8PhxiI9DE7LFqL8moqseB5/niLD2en02d6O83AhzkStiVGWiqeL476XHIzr1RodI0DmTiA47t/RVlUK2ht1oGMgyTcMdhLHtRgM+g4l0rsp2IcPrpSAH5fxcUk+/RH97LzNYtK04nbisRjazCT7G4yy47FxUSjzx+nmXnkwEjkp51l3u6yYegBWbk1K9Rf5W2Uun3+c7j5uP8fnItVWnY9nq4F385vftegPVTofPqSQeo4knLv+gWUkDw79vlnVELDZ2J5BQmM+wwK4zYDfoOa0MFjidy8Xdx3Sc+z7PwHpzBgQVXniDfDqbfF/ftlRd8jj5dDL9OZBmNGedpPI8Ww5qLsZsJgNBt3WQMVChXGuSyJZJ5yqEXTZEFSJuGz6PlXy5MTFDMYzhCO1KRFuuaRJkSeTxauBO3wHQzTgHV9g8iOO2mXAbjISsVvb35rfb/Q1/HsxNRAVBkID3QExV1X/j1nv/FeB/ycBStwv8T1RV/f3lew7g/wA8YcC4/i1VVf8oCMJ/CNy/3IQDKKqq+nzaPphlHS6diQ8zbCVv47xYZjno4FxDPBzgpSvCj2ezt3lcKvA2FOGn3GyXJgC7omdN9vHp0rLweTDA5pwuTVpYcThptDrsZrI81nlp9XoDHcKhccNn8rFgs2FQoKpWibaydNQuT2yLE5uXLFPSfi9dYT7vTl/tfqmkiDjtRAuTUzv3HE76+S5fh67dPLpyMIgu7p9mqDXbvLof4g+12eSlNiUy88zn58vm+LmoNn+5ntwwKX0e9rGoWqj1amT2y5SYnbIaRj4/el7KlSYuRcTvtJCaUEdWmFELKaDyKhzifD/Ddj3Bs3vB6/dqtRa1KVp6HpcFJdEioBrwB+2IBplMtUY0W5zpFLa1FefV8wU+nAwmHZNBgRKsB93XDROz4LSaWPTaEdsq6y4XP++O1zmGPLaJqcH94zQvn4RHtBmHYdDJJHKj926uXOfRip8vM4hob84ucZ/VjEGVOE7mWfINyjo2zxK4zEae+QN8njEuzLv41cJZochZ4bLT3uNAVfp4zeapJPQKw5HEDYeHZLlKeZIl56zuw0uELVYkRL7dEr+3KnquDD+yjTq5Rp3vQwt8yo2WMhlk+Vr31yzriJhtExUIrlCeEl0d/LYOr9nEUfmGdJcuxwMVYHbGG4C3gTDvT6af1+FjuedzsTnHIn7Wwhrg82mCf/loBauiQxJFGs02qUKVQrlOpap9/O12l1and23OAOB1mokEnNSabQ6jWfoaGZP2ZZYj7LPz5XC+59hq1hN02zDpFCr15p3dU3dPUjitJgqV2fPGsttJsVinVWvz4kGEWLpI+g5i+H8+qP8ka0TvEhH9d4AdQKuq9z8B/l+qqqqCIDwF/u/Ag8v3/rfA/1tV1f+mIAg6wASgquq/efVlQRD+1zBbILPV7LEuu1F1kJmh5XkbAb1dk4jadQa253CSucKHRJw1t5vDynTZjqe2IMl0nU/1mwnmrFjCYTBQnKJvOQkvAkF2k+lrV5W9RBarWz8ixA6DztDh7lBFNPHSF6Q1RUNwUnrRpug5v5idymh0u6g20FckWhpOJG99YXb2k2MuJWepAh6viWx1+sDyKORj87Kb/fNenLffBfmpMH3hkG9oF84v2u1Ed/Kaz3qhMr9sjxZsOh3fWTzsfkjgCKuEOnqw9MnMOL6R/fM7uTgfT8Pn83V8shWXxUj+VlOAXpbIT9n3iMOKs6uwPUS+pzmqjGxbL2NVBc4OUjx+u8Lm9s02PDYj4YhzJjHd/hpjY8PDfjyLQacgCQKdRnfieGs26ljxu9CLItl0lUS8yE58MIk47CYkSbx2j7mC12mZWqN2eJjC77aQ0mj4CHvs12nGkf0+SfHmQVjTEewK7TlKIhaddlr1LrHLZsVhiZp8rUH+pMGrpSCHU6Kjs5yR5kFPVem2+xi7Ehannrf+QT1mo9el1G6Sqdeo36q9/JpJYVV0LFqdHOfzNDRMIq6wX8xO9La/wiO3l3i5rHmcBnl0QawyMMJYsTvpS33OKkUA3EYjsXYbi6IjZLKxV5xdrhMtT743TLIyiJyVRreTqN6Mfbv5LC8Xgny5mFzP+IN/NgmFUec1SRTm4h2NOdzSln1ODmNZKoU6jdbsz8uSyOlFjkarw+N7gWvd0GyhRvZSuN5q1rMScdPt9zm4uHEiuqontZj19DOjByAAfpcFt9OCXpZptjukc1VypRoH1Qy9bp/jaJZHK37aap/D2HzlVr2+ykrIRWFv+nj6MOJjazuG1WygVm3y+dsFggAPVv2IssjucfIv17xI5Z+ks9JchUeCIESAf51BZHMMqqpWVfX6cTJzuYgUBMEG/Evg/3j5ubaqqsVb2xaA/xbwf521Hz21z/ujGPVEmx9MEdYt8zVyAKQm1M1smP2U50iNXaGr9um0VZQJApxGSeGteYlvp1myt3RDC40Gq/bpTS63IQBvQxE2Y4kRa79uX+W+3TPz+w69gbNcmc3jAo/tQc3PTNJCfWDwU9DokNTCSbnI4+VRD3WLTsdre4DP27GJVnnLrunnQ5ZEooniyGtHexmWL32xNb8jipoaoja9HjnbnygjVKo3Z+oTakEnifyVN4QlqfL1c5ROp0e/p3J4lEZMtnkemu0PfQWv1TzxvXS6grujG9PV89osmvaZiiTyQzhE5bTC0cloVHseHioIg8hl7GRA0k63E5jNN79dLjfY2Y6z9fGc9H4OT1fH84CPl8shFjx2hMud6vf6FOMVPDYTiizxYiXExVBqXadI3F/w8vpemHWXk162xf7XOF8/R0ncuvbFUp0Hi+NNNLOIdaPZxaUzaB63zTS5ROTbYYIVz+R7tD6jJnLd76ZcapIt39yPWpH3z2cJ9G2R5/7A2HvAnWovr+C3WHgZCvE6GCZislEoNvhylqTe6/L7ozMa7Q4/J6J8TSc5LxZptDs4ZANrNhcvPAHe+iM88wb4nX9xJgkFqHba3PdMHpPfBMIc5ia7Tukk7WfvpFQgWary/WUjk1Wnvyah+3OQ0IDJQmXCQtwgySzbHWMk1K03U7vlkJZsV5E1Ot5hvkjoFa4c354tBTlIzGchXZqhwLER9pAt1EjkK2yszjferITc12NhqdbQdFmq1Fp82YuzfZBE6sOTFT9P14P0+z1eP1rgOJplOeTi2XqIFxth1iIDf/tUrsr2YZJPu1F2jlPkhkpjrsqWdk9SHJ9m2Ah6NJ9pLUSThak+8WG3ncR5YaD6UWmwvDi4H1UV9o9S7O4lcFtMvHgQwWU3zfWbv+FPj3kjov8b4H8OWCd9QBCE/xrwvwJ8DEgrwCoDy6L/kyAIz4APwL+jquowS/gXQEpV1YN5d7rb7/PpMpX+NOBHtkhslhJjtTfDOCmUWAzaRwrsly1O3kXv7uJyVi5qpujvW7zUiz3eZSZv82MiwfNQgM3k7BS9WVFYc7r5+UI7pd5rTl85WRUdFvScXmqgbp2WeLIc5FtpNJpY6oxH0x45/HzYv1sZwY+ZKG8Wg3w+T7LudNHOtvkWn76NTmt6avO7SICve6Pns9nu4smBySRT14gU+Sxm4rdExCVBYFW0sZ+ZXmbgtpqIF+YraBdQeeULUTgt8e109BpdpbOqtRYHn+J8/yTMt2KW+pTIhiQKnF5Mn5iisSJLS27Odf1rxxW7yUDyVkLhvs9NP9fmy+YkKa/ZTPT5/TBbP55c/79WafL44TKbO9oTbrncoLx9cy/djpiKooTVoGNnfyA54zQZaJRbnF3kONmeX+tX0IhCzipNADg8yfDyuwgfJgj1a6HT7dNr9EaarIZRnlLO8STk5ziaGxPyb7a76Iwi7VtR3ZHoaKUw4gxWmCOLErbZCFqs9Psq8UKZdL5GJj++IJN0Ap1+n8NUnsd+H1tD9ppXXuzD+D4YwahTeOoNkKxVOSsXJ+6DSUPOSgTeBCL8HJ8uRSZMuSdbvR4/x2N85wtgNSr0xN5cJBTAb7SSKI+fB50oseZysaVRh+ozWMjd0suKVyv8sBjh/a16ztf+IB81dHMnod7uYFAk4lNqvm8jV6kNHlmNIf/xop+jofssrXGsWhhe0EbTJZ6uh/g6pWa72e6ydTgYzyVJxKDICAicxe4mrirfWuwfXjYgrYZdmMx6tk4SE0t+MsXaRL1Sm1GP2OhTG6qTtdrHm9RyhRq5Qg1JEnl8L0BX7d/FNfdPj/8UZTi/VsyMiAqC8G8AaVVVP0z7nKqq/w9VVR8A/1UG9aIwILovgf+dqqovGHSe/C9uffW/w5RoqCAI/yNBEN4LgvC+Vxt/wPaSWbYOUyy27fzOvoBJmsytQwbHyP9NqvEXR8HfJ2Js2AYRSVkQ+cG2zPFFiVh5Nok5KwxS9NMQsljxGEx8SUwmcruJLGZFWyZIL0lEDA5Oi8Xr1zq9Pt9OS3xnH5W0STcrt74rU8nML3Q/jPNOhX8RWiB5XNRMg97GcTyHbkKUAaA4wds4minxXK+9inaaxgef7z0h9o9md3bajNOvyxUeuzw8wcn+hxiZ3Phx9m+lJ7e+xQi09ax5J0uJbUR8FMuzywPOznKsGu3X0VvDkISQWafwNhAkup0mNsU+chYerQfZ+ulk7PW9zQu8nonr0RHcjpjaqwLuCjy2ucieFPj66YLDozSd9t2axPYP0zhtN9EMnSJpNippYW8vQcg9Wl1UmlGSEc+WeeTTuNeEyZGqlwtB9s8yE92k7FOe/89nCZQmPA8MoqOyKI7YiF7+NEsOB2/CYV74g3hkI4lshY+ncTbPExNF+SVR4KA4WOy0uj1O00UeuMblsYbR6ffIter8mL7gtFZg3eXiTSCMRWPsOSkXGGZLFkXHY49/JgmFgezXLJwU8hhVHXph/qoyg8acoIgijzxeTRIKYJG0i0K3ihnsQwTuuTfAt7PUneodq+023y0ERqLks9Dq9nBoSDg9Wwmyd+s+i2ZKrC9Nv6YAhVtNvOlCZWLE9zZcNhN/+HTMasg1qPu+AyYJzZ/G8mzvJ4i4HDxbDU423dDgaZIoELFaSd4qz0lOqQvt9frs7CdoNzq4zZMzUb/hT4957rp/BvyXBUE4Bf5vwH9eEIT/86QPq6r6t8A9QRA8QBSIqqr60+Xb/xEDYgqAIAgy8F8H/sMp2/vfq6r6WlXV19KUmyVRqvDxMI6xoPDPbIsE9OPab+nSzYTzzBniW2p+yYrb6KkqjWaPNbObZdXDz6cxTQ1SLRQaDVampOgfe33Umm3Oi9Mn106vzwPb+IAjCQKPbH5Nz+NOr8/XkyJPHTdaifVuB5fhZpB7YQ0Tn4NEAkgI3Le7+StXhCeKh+WOlV6px9Ol4ERB4WE02h3W/dolBo/Dfi6mEIwv+3F+cI7rRBpvaTu+DoT4/Hm+iIVphl7jks3GG4OXi89pzi4mRwK0CvxT6TLpnRw/hENoleVOKvfQwtFRhocOD7IoIqqDjT0L+XHWRL5+jc6sO5uWyV4IObn4FteMvnTbPfz2uw3aoaCDJys+Tj5cUI9VodJBV+zyLOTj6XJgpif0bfR7fVb8N8/Pgt85VjM6Ca12D6ugXKf3JFEglinO/N7ngzgvFkdLW6wGvaa94JulCF+OEvSm1EqaddN1Zov1Jt+Ok7z0BFhy2hFFgXsuF9+HB+lyu2jgIl3iw0mczxdJ8nOaJ6wH3SOp8UanSyxbZl1Dd3T4M8PYL+X4OROlTZeXgRCP3b7riFKmUWPNNVhshcxW3Hoj39LzRbu7M2RrzLJC2OIgU6+zlcrw1rOINMcUdrtuXRIGLlafc5PrzK+eqduotFushQbn6pHby340M3W/rQYdC247DyM+nq8GebUe5vm9IKJOZC3onmuMvILTOkpEX94L83XCfabopz9TdouB8/hoLXoyV+Hxunb51m2E/YPSqL2TgTyayzZ/mnvWMBdLFfm6F8dnMfNiLYxyixzvnqXwOUfn9xcLQQ5OxufzeLqE368tVu/zWHmyFuTiOEvhL6SRSQXUvvon+ftLxswZQFXVfxf4dwEEQfhXgP+Zqqr/3eHPCIKwBhxdNiu9BHRA7vL/F4Ig3FdVdQ/414Dtoa/+F4BdVVXns4+ZA9VWm/dHMSRB4PuFMGW5xW5lQMiO80UiARuZZo10cf6GIYMkEzJYscsGjIKC2oVGq4vQAHfbQK7T5AdfhLbQJ9OoEqtUxvyCb+NTIsGLUJBPydHB8PtQmI+x+Nz2kKpG6dMrT3hqyUGn3+fLcZ5nq2E+FwcEzWc0k282WLG6+Hg4PZ3uN5pZNjnot/qcpAqc5vKcAh6TkVJJZd3n5vO3KCthF10dnKama2CaJG3y158jUnawm2b1noPjy/IDGK0X3HC7Ofgyf4mBNIGhuY0G7uud7GzFKcxxbSYRo16vz9ePFzxc8ZKVWyQvoyJmg46D07sJLO/tJnn2JIikwiuXj53Pdy8zuQ27zUg3V6fVmBwR3/t8wfKjAKfn08sI/F4bfpuJvc0LskPn7OxbHFfEzu7WYH/1epn793ygF9lP5CbW8A4jnbyJfNjMc7Y0X+L4PMuLyxR9yG2bW8j76CxLyGklXqxc/q6BUnk0fftmMczH/dnD2SyB+sFnZKSewLLejt1p4EMywckUm9d5YDLpuC3iUGt3SBVq3HO4OCqNL66qE+orW/0eHy5d2gJWK8sWB2flIh6zCZ0gkyhXSLTmH2enuTgZJZkFm4PdXJZ1txsV+CkW5YHLQ6FXI9WcHF3MDDVvioLAC3/wer8n7suUEpqP6TivwyGKhTrLPicG/UDyDAE6ap96t0251SLfaJDvtsi3W3B5Cu0GA5a+gkc2slvOYXXouOdyoagi0UyJzJQoqdl0s3h5tabtM3+F7fMUHoeZ7ATpwiW/k2+F8fHiPDmQnpslZVcests8jxfwOC2EffbrzvvpmI98p3MV0rkKLruJxbCL7bMUzfagyTHic1w7Tb1aDfP56+Rnzh+wk0oNjRdWAythN9tbMbKx+d22fsOfDr9YR1QQhH8bQFXV/wD4bwD/PUEQOkAD+DeHmpf+x8D/5bJj/hj4Hwxt5r/NHE1KvwQ9VeXz+YCAPPb5MNpkNstJIgYnEaOTH2/pvDkVA169BbusR6fK9Lp9qo02uWqdXL1BlApRblLYoiDwwOLiQzKKw2li9/xmRWXTyYQ9dqwWPT0J8q0G56USnVtSL6f5Ak6DgUKziSJKPPP5eXdxN221vUQWk0O57nb9wbfAT3Nso9NX2TzO82I1wmYxilWvQxQEdFVljAQbJZkNuxuTqpDOV4hGy2wyWpMnAiHZwl4tw1Uw4SyWR5QEXj8M8/UiNTFNGc+MDwb3/G4OzmbXgLU6XeRsH7NFpnbZBHDVGOUzm6md16/1AOfB7WM3KTIv7D4OtlN8a81/bWZF6E5OMpiMOl4+DPIxlmA97OHrtjaRVCQRt9mE3ajDJCvoBBG6Kp1mh8Z+FZ/Xynnpjh3/GnOBLIv4TUZOz2cQdxWU7mQy7nZZiHis7H28oNAbvYYq0Ky3cTZ76PUyrVaXVqvL7uWx63QyT+95EYwyB4ks9aY2OUmmSqxt+DiMZu+s/wqwuxsnErTjspnnJqL1Zgc/VmRRoNtXB25Ml/ObJAg8Dwf5eDDfPTKpMccgSzz0+VB7KgexLF8PEzxdDvI1meCHe2HeZ2a7p02GOtE/vtpqI5dElmyOsRrQ0hxWucl6hWS9gozIM1eQbkudSGAnodbWvtYGSWLZ7mInN4h41Vo3293NZ7Hr9TxzBfmcH49wGmWFWG1wkQTgtT/Eu8zshUKuPvmYl+0OZIPIQbIwsF2dM5imiCJhg5W9ZJaliAOASqvN5lD51ULITtBiodnocpQcrS+WZQmBQSR0GgmFwTgWCTknElFhQsQ3X67z4n6EzZ3J58hlN3F8y48+W6hiMelZW/BwOMOr/nbZ0izkS3XypTp2i4HH6372ohlOojlkSWQ96GFra/q5KF2SZr1e5uG9AIe7Cb5+nmyD/WeFqv6TrBG9ExFVVfWvgb++/Pd/MPT6vw/8+xO+swm8nvDef/8uv/9LcZjOQRqCVguOuolKv81f2ZbodHpUGi3SlRrVVpsaxbm3+SYY4uNl04bfZBmx6Gu0uxzGR6NFOklgxe3EYTMiKCLlTpPzcol1pxtRKOM2GPkQu3tEq9Xt8dTh42M2zltfZC4SeoVuX+XjUZaX9xZQJIE3zgXe7yYRVFi1OfHrzFSrbY5TOXbT06N13wfDfLo8H52h7v5+T+Xztyg+txWb3zTmPw6QKlRZCNm5GNIhtUyIkmohni3z1Bnkj93BRFRptdDLEp6mnlONCM80NC8nQ0mAN94QicM8X4/vHrCfJ1Vcb7TZ+xjl+ydhlK7Ii7AfBQGhB51ml0atRalYp1xuUFGbaFUf31vxsveHQ9qKzMt1H8l+m/gvTDM9WfGz/e5srs+e7qV4+GqBnaGGNofDxLLfwf7mBTsn2uf9avpLnOd5+GqJr/uj5KHd7rJ36XalKBLfrfmQjDIHidyI7BGA5dK9KpW7u1tKu9PH2JeQ75AaBThJ5HnxIMK7syj6y+5fvSxx3+Nh82j+53fYTlYvSzzweZH6AvvRDF+PRs+JrAwcrT4cxtgIesiodTL12c1Zt7Hqc7FfnxzFLjabiAIsWAeC91eodNrodCLtGQTikcNHvdnlsJDnJFPAYzSx6nJxXMzPtb9asnZ6SeKew8NW9mbcuK1yUmq1+JxIDTRH8zE6QxP5gsXOXnNwzN8HI/ycnk1AFEEiWdW+p+67PMQaxYl1jtPw3Bfk46Vm6CQt1otSiYvS4NzrjCL3I14ssp5MsYogwLOVEB/nFII/SuRQZFFzIR5LTo6sH0WzmAzKxEXgYtBJXqM5sFpv0YrleLIW5NsUtz2tsqV5UKo2+bQdxWTUcS/sQqeXOD3MYtTrECUBWRQQRRFRHBjPiKKAKAr0u31ePlng7DjDl0/zaYD/OfGXnkb/U+BX56z0SyACT3x+1LZKI9NB1Av8FL9b5HEYy04HX4Ym0K9nSR4v+9hKTCZr3Z7KWbrIWbp486Kg0hY6vLYGKLaa/M4RQRAvfZaEPj1VpdXv0ep3qXU71Dttqt32WEREaAu89ITmVgAQAEWS0EsSiihxkWjwIuSlkuvxvTXEeaZI9LRIdE5ivu528WXv5nwMRyyucJVmefkgxGE2P5LagcEi4YqIhpxWtk/u1rH/9SDB774L88dCjGytxjOLj2/bdzM+gEHK6bnXTzNWZ/vDL68Y0aodvI1B16afxkkB2azn4Cx7Zy1jqyxxUWzw3V+t8fnzBZIk8vrFAseVCvkJItZaePYgzPZQh/w8qCQrSJKIyaTjXtjN4eYF22fFub+/8+GM796u8HVb+1nsdHrsD5PSe14ks8JhMk+13uLwMEXIbyc+Ix0oiQIuiwm7UY9ZrwxIYE+l1+lj6yq8XgwiyOIgrdruUKo3yZbqE2s8N/eiPF71ISsSFr2OiNXG1tn8Xf8wsIF8Ggog9wUOY1m2jibf78NlPgeJLHajgachP18yd/tNl90EjenlFPlGE68gEjJbidduyJhTbyLV0F7guPUmls1OPl6WGS3bHMBAlD4bqw+ixb4A7X6P7ezkuvxKuzUgTpdEUidKrDs8fMuOjqvVThtZN+5w93M8xprDRV1oE68PoqB23aAp7G1wgZ/T85GQoNHKeXX8WB+6vZzV8tS7XQ4rOXSSNNEe9Ta+D4X5MGSocFIoIEkCvd7kB77d67N16R4oiyILAQftbgdZFuez9K01eb4aHOuEX/A7iEUnE9FyrcnL+xE+TYiKVqe4uHW6fbYO4rx4EOHThKhtd85zpgWjXmYt6KZb76JrCxQSsxehkaCDg6MY6xsB6rU2LQ31i9/w58U/aiJq0+l46PESS5fYPklhNejo91Vq7Q6vH4Z5H7s7GVUkEakxTjQq5RayKM4suB+BKmDr63j/5Qx/2M5xdnb9l8TACcls0GHUKRgUBVfNSL+v8swYoNdT6ff79PoqnV6PbrdPt9en0+3T6fZo93rX+96mR5seNaBZ71NtNNnPzKdrdwWzotDKt0cm7Wnao19349gtBp4tB/l8ekMUq0POPkGrlfQcA8xt7O8mefLQi0Wv48vHm2sriwJ2owGbTo9JVjBIMoogIPYHq+Vup0ez2aFeb7PatpA5LRHyWrCEZI6S+bnrdYcxbaK4IqD5gyz7f3PIoydhdt6d8uw/t8HmhPT8pO1cXJK4w88XWG1GKuUG2+/P0BsU3jyLsJXJU9eouRwmvOsrPvbmjIRewWLWYdcrrK35+Pz+lO3ofCT29pk83LwgsuomOmVihEtSujsga7Is8uSeD8WiYPCa6ba6OEwGTIqMIkjQV+m0ujTqbcrlBqVig0q2NBZRfvIgxNc/HKP3mcjcSmEaRAGH04TdYcZoVhAViZ6g0uh0KdebFHJ1VpwevAYTiVyZgMOKSa9gUGQUaRBpFVQB1EFzVbfTo93u0Wx1qNXbSHWVVKlErjo77X1b8qvUaFI+bt45VR+rzycXlKnX8YsW/CbLtS+9TacfI6ISIq+9YbbTGT5Wbp7l2wSxp6rXzlFLNjt+q5XtTFozde8wGMg06iiiyH2Xh68Z7cW9Ta8fsxkFOCzmsSg6XnrCfMzHQIUfggv8NCcJBXDpTZzfyrc/9vg4qmSvtZw7/T7rLs+1jeo0PPH5xiw8m50uGx4Xx6nZGRu9LLHu9vD7/TPcggG7y0jEaefrQWJmdFFLI9trN08lojBoCLKa9VRuOa45bEaOZvnKq7C5E+XFwwif9+Nj/RJ3LaXR6yQ2Ij7oqRydZdnaTfD8fpiPX895uBFkd396wMFpNpKs5/iyeYHTaeL+PT/fdmN/ubrxv6Xm/3Fg2eHApzexdZHmQ+GGkDwIenl3KTr8bS/O43s+tlJ3axB56QvycXecwEbzJV6uh3l/Pj+5fRUJ8fWyYaNZbOMwGSjO0f3a6HRHiun1XZFktowxaOA0X5z796+gE0UOLjLoZBmH0UBxlr/2EB7ZPHy5lUosVOsYpqzaS9Umpe04T+75STfqpItVjuJ5LDYdiiyxc8doqMdswmc2YZF1WKs6irEG3+ldNBptKtUW1XqLJjWaTJdLebMc5NNPJ0iSQPSyI95m0rG44kU0yJznSuTm0KsE6GoI+N8moFcQLgfqnb874P7bVfYO54t0ra14Ofn7wXYatRZPni7w5csg9dhqdtj66QSrzcijxwG+xDOaLkA+j5XccZb+lAiuLItEgg5sZj1qu0cuWSITK2CyGynuJHDLEr5VLyfHs1UobveCdVpd+qUWJpOO+pRIyzC63T4He0lMRh3P1wO4WxInGrqC06DIEtlEiWazw7LZPEZE+32VfK5GPjdBBkkSkI1Wapka7XqbPC3mLQJZX/LyYTdK2GunZ1RnPm9afvc3qXo3WbU54qamhYjLxukU/c/bSFWrhGxWvEYzmUYN0y3XowcOL+1Wn581FvPTFm7n5RLn5RImWeZNMEymXuO0dLNfVp2eYrPJQ7ePL1O67a06bSIKg4jpx0SCN8GBnN/fJO4W6dcLo8f6ndfHfjlL61Ykzz7FCOEKCzYbF+mSJulxWE0wg4gaFJkVh5Ot6OBcLEVcfN6LkS7VCPisBG1Wvh3GmRT/OE7kuRd2cTqk9TnPc1ZvdjRrRZdCg9+fB5s7UR6vBdm/yIyQz3kikjpFYiPiRVQFjs4ybO/ezDFOm5Gjk8G8XWu0JuqrAnjdFva+3SwCCoU6hUKdUMiB1WFi5+DuWbPf8J89/tEQUVkQ+M7np9Xosh/LjqWVjTqFveTN6rXXV4ldFFny2TmbIZN0hQdez8R0A8DeeRqXyUh+SqH7FUJ2K4eHNyQ4U6yxvuCh2mzfKar6OOhj72o7CVgOOu5MRr/z+Pm2nwBaPAh7qTSbTMkYXeN1IMSX3fEInqqC024mM6N2b+8ohUEv82o9zKeTOGteN4os8ik3fo71skjQasNpMKATJPqtHtVKk3S2Qj1d5fQygvFiPYTcUzmeo9FpGG+WQ3z9MIgKWq0GisXBNazX29fd3QCrEScuv5Vyu8NxIkd3wqQ7TMKvCejhKAGFgSh+7HSwr2pfJfUthm/RRTo9O3qlu/Xbex9Pcfnt5Id0TSvlBtt/PMHvteJe8/HlIk1fHYzbRqMOY1slUbohOgIqfp8Nj8OMpEIlXyV+liOaudmmIAo8fODn2x8PWHy8QOwkC4LAk9/d4zxZojylcUoreJeOF3nwYpFvM9QahiGJAktWI9VinfxZjo0NL/szmiSG8WgjyLfNQZRsdyfOo+9CbJ/Nvyh9uhHm05cLlhbcqAaoNudvzOleCiHGMiWWAk66+j5VjXIWGBD3tEaa+AoHidxcqfqAy8LpkJvVPIiXKyzYbbgMxuuaVpfOyD2rmw+J+ETtzHl80evdLu8vy6MeeDyYFIWv6RQ2nZ5HHj+f09PvhdvE+DZEQUDsixRrLV65IrTVLtuFND0tEcrb+z80+D3z+dkupjVtS6v96Y58Nr0e2pPvjWZ/ujqEWacQttrYjd8s8BpDLnjJQoVkoUI4YMNjNrN1mNB8vqw2I1wOqXpF5lTDzlYL2ycJXHYT+SFXwsaEutFJ2DpMcG/RQ6pQvY6uTlLFUGSRjQUfMgJHZ1l29rTvgQWfg2+X8855vMCjjSA7e9qEMuyxUTgfn9/j8SLEi6yteun9BanZVyj8f/5j9T+abZn4y3C3SfEfEMI8IsJ/KTCEF9Slf/t/OvKa02hkw+HmLFUgO0HEGeD1SoT3J+M1Lz6Hhbq+R2GCN/kVTIqCq6efKdL+YjU0s+lIFkXWTA6ONRwpXjwI83N0vhWnJAosGGzEhrrO7WYDxoCB00Jxrm0AfGca+IBf4eV6ZKKb0xUiNhvVZIPGhE7XB143R3cgg8sRN76gjbPEILVmlXVIfWjWOxQLdbL56kxJLEWWsHTBYTdzPMVb+jbeLAf5+uEmdRcKOQYD1QwYjTqWVjxIRpmLXInMULTU0B2QrisCmo1pb29hyU30YJRABFe9pDpdmlMGfb1eRp+r0bwV3Xj8/Spfp3SRhhdd6AIWZJMOtdQidZon5LNhkEWa5SaJixy18uQInSSLrK+42f0wiDI5Ih6KQ+49ZruRpRdLbG3FNNOGT18s8uW9dhnA4x9W+bw1X13u82Uv2+9PWf8uwt5RGp1OZvFJkK05JLCMBgWjIFIaIsxer5VMvz1X2jDgtVHIVa8/uxRxk+jWqTRmk9EHq362z0ev972wm7NmWdO5yWU1kW7PjsILwqCbelKqfnnRwWHhbo17V1hyOgi5LHT6fXYyWSoTGm2u99lgpDjlHpqEhy4vS04H/9/z4zGFkdt4EfLzKaNNPoyyzH2bj8+JJK8WgrxPD54Hh97AhstDudtgt5iZqCJ03+BnL5fjhT/A13xyYumDRVFoFfua45IsijxweNiJT84SOIwGqoWmZjTPZtDjNZo5To9eM0USMXckahpjw4LHjsto5NtRcmSbOkXChESl1uLhsp+9g/kXfM83wny+zADaLAaqjdYvajYK+ux0+33S+SomvXzdCCWJAvcX/ehEkePzLLUZ0dqNJS+HR6PPeCToIBYrjJ1Hu9VIp9CgPcO9z+Uw86//l77j3/of/qsfVFXVbKz+DX9a3L317y8E6y4Xr70hmoUWHw6jU0moTpY4TmuvAtPFKn7RiEGeHhx+7PLO5RT06STOvSnuOQAvQ0FNEgrwaTfGy8i4SLsWnoeDIyQUoFRrUk81WXY65trGgtU2QkIBPh1GeRqc7FesiCLmtjSRhMKApM0DAZU1vwufqKe0U2BJNXH+Lc3WZpQvX6LsH6ZI52brsgKsL3moVlpEo3kezeld/GYlNEJCB/s+X8d+o9FmdzvO1odzyqclVowWXi8HeRDx8GjVT1CV2P+bw4kkFMDpHBeCThxnWA86pv72vWXvGAkF2Pl4ij9on/i92Hmek5/Pcbf7VPbS1M9yHL474dsfjzjcik0loTq9zOqC45qESrJI6ZbzVa3UYPuvd1lwmllcGl/YT7uMex/OWF6aLKx+hRdrAbbfnwJcuzK1211OPsd4uqrt1T6M+/f8IyQUIJOp8HRxtke3gIrVoBshrGfRHAHZiHXWPS9oN/IdxXKsmh3o5PHh2KXhpqOF61S90YXfNGo44LWa70xCbYqexw4fv/Ms4O+bsXb1tNq9mSQUZgvT38ai1c5Lb4hcpcFJskBIZ+GxZ/rzK4va8lceo4mI3s7nS0kkaUg9vdhq8nMiym4mh1+x8dazyIplfKxOVWu8DIT4MoWEAlQ7nYnj7EtfcCoJBSg2moRd48+q02jEpTeOkVAYGJKsRLQDZhfZEp8vkixEnDwa8ptvd3rcu3Raum32MQtfD+P4XAPx+JWw6xd3vCfSJbrtHsshF612l4dLPl7cC2ORdOztJ/m6G59JQhVZpFoZH5+iiSKPH4zPmasR91QSGvDZeLYeoJ4uk5kj8PAb/nT4VRFRAYFXgRD3zS5OLvJsnsbpzNGd/N1CgHxtcsTzKJHnkcMzUWb3acDP5hQP3hGoIHYnO9ese918meDVfYX9oxQrnsnOSzBI25xfaBecl6v///beLLaxNU/s+33cd1LcN+0qqUpSrap7b/fAA3syztgxkkyMjJGJJ4iReQqShyxAYhh+8LOTIA/BPAwCJIYDGLERJ06MIHHPdPekp5fbt3btu6iFIrVwk7hIXE8eSJVI8RyKqu7p6qp7fgBRrLNQPH+e833/7782ldHhPpTRqLm7XaMkwX4yS8gh38pxzhdit0f5D2jGFfZiwu/my6EwEY2F+NopC/MH7B2kKaRKPBwKYO1TkW1H21bbslG63YX0fDTMoox1znDHTj9XZNN59LlLHId5rKdFCpnbLVn5rPwx6y9iPJmOyO4DEArWt0atgcfZu8uJwahj40frOO39F4I3mQ1E/FY256+VdqfbpqhYxjeOSLzb4+GDMDbbdSxdLy9YrVrn4rSA3aYcezc7HmDlm533/6+0KXb1eoON13s8nVDuDuOwm9hek7cIrS4eEvHKd2G54tH9KFu73QrGfjxzqzI6OxFiT6G5w8b+Kfdd3q5yUlbT3Z6DzaM0tbMaj33XisiQX3lhAuA3W3jiDvJdzyBz9hDRhoOLVJWNvRSvtpsJP7vpMxaSx0y7/Ew4ey+0+1VEh+1OnnnDHGbyvD1MMuYaYOs0g1mrZ+3wlOe+cEfHt3Y0MnfSqHMAbVXLVuZaxhWZWG2A41KBbxJxYpkcwyY3X3mHCFscOPUmJtxu3qUSfXXK89i6n7UvwxFe7/Y3X/hvdCnzWM3YdAb2UjnFcxra3t9r9yTL4uExw8Nu7o80FfqD1BlCCNl2xL2oNyQCvuYzcXmHbHOBhNtuZizs4eFYiKeTEUb8AwStFr47OUThrMzC6mFHkuptzE6EOFIIWcqclRBtz47ZpGdH4Tkfjg4wO+ojs5dm+d0+tQ+oQ6zyy+WTUkRtWj3nmQu2ZVaKSug0GuLp22NAF3eO+DIc7druMptIHvbv5gXYPsrwVMaqaTXoucxUFAPLryhX61TOqrh69D2fCfrJ9VCuzwuXXNyijBo0GrYU4oUKlxWs6Lr6wD/0+3nXRx07uUucCLj5cjBMVGMmvt5UPlM3BkbHgIX1xUNcko7hcO8Jrx2bxcjW+rXLc2fn9H0rPjmej4ZZUnAR63Ty1hYl3E4Lz0Z8mE4KLP9kE73UoJIr4DVo8PqU+7JbbUb2eyT4rP5kk3vj3ZYhq8VAbEHZhb32Zo/BIeVrn5oIcHaap1bqbxKw2Yz4nQZiN1z+9oHerT6lhsTKTzbQ5S+YnY30bCt6Rfo4T9Rrlz12POom9navoyf5zQ5QkgQrL3aZU1BGxwa9lBSU+GqtjkOjbA13Oy1s7Si7/q+V0W4FX6Ohp9cGYDV2zENfoKP9q/aWBZ0c5xdlVneO+Y4/gk4I8o3m9WoQDFodzHnCfNczyGNLEF/FQvbokuXYCa92DlmIH3Ocv34mvVYLm5k0icw5GiFYTZ2yk84y5w0TtHS3UYburPmbDDtcPPOGOUif8zaRpCFJaIVgN50DwGloyu9tPEn9ssGXwcj7lqxXSDf8sI+8QU6zJU6KnTKWS/S6yd55jm8ScRK5Ak8GImgNELLJX9tNKnQqMdM+H+92+0+Aqbf9vH67DSM64pne89XGcRqD/vb7Yucow3LyhLERL06HmWcPohzeMU4YYGkrwfiQl63967FKp9UQ8NiZHPTxeCLMs8koT8bDTEV8hBw2DJKWXLrE7m6K5bUE80tx5lfiVItVKhc1juNZxkNuHk+FMffRqz7otbOiEAcKkDg+Y3rq+pmfGvVTLHSOb5OjPqaibg7Xj1lbkg8dUvk4fFLJSsXLCod7WYbddkJ+JyeXRXYyvS1zDweDvN3rb3X6Zi3O8/thXiWujx+1uFg6ulsWN8DeURar0dDhinvg9rGw3t93OckWmBzykS+Xu7JQ/fZmYPptnLfqSA4HXOzJxIxeJynJs3uS5cnYtTzcFjMniXxftS7LrS5HEwE3bqOJZEBxNqcAACr/SURBVDxLfO2U2yIArwolnx6fo8sUefIk2pfiOxH1sHx8w8UuyQ/Wc6MhRSUUQNNnkfNBvwOPXsfm232W2ywvp3uneMMDJDaPsHtsjE6GiW13KzBDw17W3ip/D6neIL12hDfkIJW6Vg7Ghr2s7/ZIOJAkLArKtE6vJbnUzKzfW08y+cX4+1qdcjhdZqw62N/ofgbMPSyX7eQzRVZ/tM7odBiTXodG0LN0yubiIY+/M8a7tnjRoNdGLpZ674q/oqwQR7v0Ype5L0Z43VbRweuxsXpLDOr21jGPn0SZ3+m+3qDHzuot8XX78QxDUTeYIX9xPRHO3gv3VfB+aSvJ08lwKxlI9GWVu4mg6aK+OK/w2/4Rco0K00Yf8ew5R2cFjvptBQQEXHYWj5sLvLDPTjx/jgS8OUpi0Gr5TnCQ5cwx+bZSTEoW0RHnAAN6E/OJI/bpVLZmAwEWW5nhy4kTHGYj5+UyhXKF13sJJr1uKtoGO7nmeN+eUPRlIMrrg4TsPXVcKPRtbrHpDaykTrBbDMQvzxgecBGy2EmXSmxl5eeZ3eL19ojdQfI0f6dyb8lWLHvIaadRaZA8v/23uahUeRwNsNJnpYid4zRTYR82m5EnI6Hm+C1a3gkhWv82j30/8rUp/oKmJ8Gq01O6qJA7L5E7u+A0ec7pzX6xPXA7LayvH2E06TAZ9ey2cghMRh2P74UplCts78vnFbis5o62vnKkckU0GoFWo+Ew1hwfNQLuTwS5yJXYWfrw2uEqf7F8UoroFclMnmSmmZE95LYT8js4vSx1KaUaITjp48FuZ2kzyfSoj5WTU+bCYRZWP6x/d7ZwwdxElJetpJ8n4eCdP2tj/5Rn9yO8vJG8NGhzsHDU27pyxbUy6mQv2zn4V4q3u1re7SR4PhHmdTzBoM7OWqFbobIY9XjsFuwmIyadDh0CIxp+czjKVuyU+NntZX2u2D/M4B2wkM2WqFXrrLzc49HjKJtH6Z4Zm6Vct+VjYyPJ4JiHg7Y42mejIZZf9a4peNvcPzXoQVsss/3ugJvSCIadHC3tNXtPA/l0gdLrbWZ+8z7Li52/o7YPfbeQKxHx2Tk36Ki0XGPV3O0u/83FA8YeDbJzQwG+Pxlg9U+Xrj8/dY4Q8tfs8drQVSokduQ9ELo+Qxi8PjvBgI1sIkVZSJhzeUIjXqxuGzWNhsz5Jccn+Q5FYvlljPHZMNs7pzhsRnTnZTIy2fiXpQro5ZXupZe7PJsb5t3uEQ0JQl4H2eTtE2cylsFqNlBss5zO3AuxIlMhQo79eIbBiBthblondToNiUz/E/b8RoLn9yO8PExwUVW+520GA0G7DafRiB4NtWqD88IlJ9kC5+clzimhH9Mg2QSbqbvVBwZ4NhjmVfL6mn1mK/H89XVU6nW+OYzjNBr5KhDlzUmCqtR4b+G8uqfGnAM4dCYWkkcoLbsabYpluVbnkSfIN4nrRcNmKoNGwFeDUZYyx5TrdTRC8IUvyoseJfNK1Rpup1mx1FM7024/L5KHjLoH2D7LsJfPsZfPAc3F/4hjgFK5ylom9V7ZzJQvGHK4OLu8RFfTcH7Zv6sZIJkv8Cjk5yRTIF3ov1uW1tjba6PTapgK+zBotWwlUqzunaAPgc2gY37h7u0tZ8eD6PVadhQUxX4Y8Q+wcFSgWqjz6NEg8yvN3/eyXGOptUCMBBz4gy52DzNkW0aJ2Yn+nr2jk3Me3Q8jGrAxH+fR/TDpRJaNd7/+3ZS+7XxSWfMW/6A09Xv/peL+oNtO2O/k9LLIdibL46EQ8/t3rxNmMxmIDg1wsJuhqFBqoh+0WkHA5+CyWkPK1sj36Qq9yez9EG/jzeuY8HnY20sr1k1TwmkzYwoY3iujUbud04P+isb7HFYehgLkzy7RSgJqDSqXNQr5MmfZkmxdOq1Wg6nQoFqtMTLqw+4yc3iS6ytG6fFkmKX5TstVIOxEsuuJH+W6jve7bWT3c7IymZmJ8PagaTl4NhJi9c3+rYrm7GyUpaXOv6/VCGaGfRSTOeI93OkPZ0Ms/vkqGq0Gvd3S4Tqe/a1pltaSNOoSAgmXzdSRcd6L+1+NsbBzgstp4WLnFKmP2OiR+yF2Dq6VSK1Wg1dqkIp3KpbT37nHyg1rgT/goJ4vkj5SdhM+/I1JFt/JT2oer41Q0E4umeWgzQsw/nycHZmi/SarkdCwF6vHRl1oyOTLlOoNJKsBD7C7oWz90TrNVHvEeT14PEi6USW5l+m7fd7s40HexJrPnM1qRI8gd367MtPOYGSAk3qZsWEvb7bubo15+iDKQS0PDYHbbMak1SLVJIoXFVK5IrlbiuE/nAjxbi/J/SE/7y7uVi/ZZ7NSbFQpVK6f7ecTEX5+rKzEhG12AnYrb06TmOo6Bm0O7DrT+8QhxfPsdo6yedojiCMuB/HSmeww57NamAp5yVUuWUjebhWcDLpZz/ZWoKYGvGxk0kgSBK1WkhXlsdFhMHLP6aXRkFhPp3hkD1Eu1lhJXMvYpNfiMJmwGg2YDDoMOi06rba56BPNEleVeh0JiSBWzotlDEJDrd7gvFTmKJen1CMZ1Gk2cZm97AjzMug0TIb86DSCrURnS1yjXoe+2KBWqXM/4GWzR4jJTXRaDSaNlmq1TjDiYjdx9+oLZpMeQ1l6n5Dk89pJnRcV3eMarYZ74wG0Og2NWoNiqXxtvYWWRVe8N9yK1hu71Yi9BttLib7HVoC/+jce8Xf/wd9Us+Y/Ep+kRVSJo0yeo5al9EHYg19n4rk/REOSaDQkJAkajeaKvb0DUb3RoN5odiCq1xtwIXCntZSrZhoYMRh0GPRa9FotWp0GrVYgNJrmQyAEEhINJOpSg5okUW3UqdbrXNbqBE02ato6S6W7u/ev2Nw+YTQyQCyVRVflzkoowFlr0rqyjA6aHZzKdC/32i0EHXbMWh2VUpXTkzyZWIHUiRarw9QsDdIH9XqDUNTF/k6K3TbFbWTYg8tj5TidJ6nQmrEqE2N2nDjDYNTx6GGYhc1ORSbqc5JVaC25tpbEH7ETcdn7UkKhsxi92aTjftjN0cYx6z/dvPXcXEtRbtQbREa87LS5vZf+bIWJ56PE0yU8Hivxrf4ng7Vvdnj8l6dAkljd7M8lt7uWZHJuhI1WMej7U0HWvr/UddzpfgqtVtO894Fw1EXpJEcu1XvRcLOHtcttIRpxcn6cY3/1gNRat7DTx/KWwctimdiNVp8DPjuTz4bJVyRMZj2XF/ITs9lioKpQu9RmM6FrSEzarPiHtQi9lkq9wVnLclipyCuwK4txRu95iSWzjEU9im1I5bCY9TjtZow6HU99Tso6DXPjkeYkKjVfkiQh1ZvjUr1ep16XqNeandCq1TrVah0pXSHssvLuIMkJygsCOVw2M7HTpodo/eCE8LCNRLF/75DPYeX4pPP+LJd7e1AShTyJQp5H/iA2ycA3t5SAu2LQ4eToRkWSw9w50xE/yzKdlU6LJaL5yq21RK+w63sn5ek1mqaxoHW7HhWL3PN52MzJW5HPK2VenzbvB6NWy4DdwGG5wlDIRaFS4bx8SbFeo1grQA169dH4Ihjh1VECbUV0WlO14PWY8Vlt2AwGhNS0HGYKJY7PCpxdXDIT9bGXyDAV8SEkwWYixfKu/Ph8L+RhY6W5L1ks4nSYOetzYTU+5GWzNeaUi5Uub0E/3B/yszh/vYg5TeWZnomwrBCq1qg3WN9I8ngqjEYSbG71Z4m1WYyELEY1AekT47NSRK/wOa2UixViuxni5+d9lf5pZ240zNu1Q6ZHg6zsH9+5/3c7Izo7oqbBkgeLyYDFZGjWgDTo0Ou06HSaZkyiRjR7zCNRa9Sp1BtU6jVK1SoX5Rr1fI0vh6O8Xfnw/udXyuhYcIDYYYag04bfYcOElotihZPjPGe7RbZujJxBp4393eYq+NnDQd5tHPZRFhpsru6M14O9NAd7zQF+MOrC63dwmisST16HVcQO0uj0TVdjO5VyjbVX+zx5GmUtnnqfxXkSz8n+fZ1OQyQ0wEjIxXnmgumpUKvdabPdYrncrNVZuqi8V8Ku/o7baWFkwEps4YCVnf7cmh6PjYON69/Hau2eALdexQiO+ggFndQvq2h1WrQagVarQaMVzULcmuY9IVpxXM3VvoTmvITJoOXeuJdM9oJ0Hyv+y2yx+TlCkN2WV2BPE1lmfmOS5YU4gyMecvun5Ptw/19eVnAONJXPYuqM3eVDshvK96fNZeGsz6zdwKAbqVDizf/9Cq3TgdAIZp+Ocn5RZT/WOSkZTXpoU0Q1WsHERABdvcH2uwMOzkoktIJziY4JSggIeGy4vHbMViPoNZRrdc4Kl5xmCmgvGkyN+N8roQ6bCYfNhNVswKjXoROi2bO+UqdcqlA8v+Q8W6KcKpKlSBZwPhtCKmlY2rmbZ0av02I06cmnyzgdJs56tM2VIxpyvW+hK0kwYnL1rYjODYV5mehWEE7O+rMw6Rtaqn32EzdotWwcyz9fBqEc3KnXaHm5f8h3hwf5uoeVFkDX43MA5vwRfp7ovG/dBgtw+3M/aHfxJwfbzDkjrJz2H4IEzcSm1638ha/CEV7FOhc7qdIFKZnmKHqLhqjdQXjAQfwwx6JMPPNNjG2BstnCBQ+iPs7zF33NbRbjtcJ/ksozPRXq629eodUIkjItReVKMd2kmC8T2z1lZjrCch+LQbfTzO7aMYGQC7PFwKnCwlfl14vPThGNeBzULmokc80b8PGDCG93+o/NfDIa5l2rgO9K7IinU1HebH5YkPOTsTDzCwdohOD+RIDl3eMPds8PePXoqhX8VSPVWh0hrpQWgRBNpUUjNO+VjmtFpvMYURNEL+0c12B7P0NOxip6k4jLQa5lkZlfPGBqIsBB6pzCxS3Xou09ASTiORItJTIcdBAIu8jkS+zFM0yN+thScMeuvI0THhyg4tJg0Gs5XGtaTdwDVkJ+B3ohKGZKJPbSJFMJTKkS6VSegkKNTC1N15HJasBkNhDUCAwNieWfbcker0Qo7CDdZjS9VFAeTvbTBNwmjt7uyO6XQwjB1MMwGwt7DIQ9pGOnmG0m/INubG47GpOey0qDzNkF6ba2lPGdUx58NQZ1ifUfdFtDrzjcSHLvfoCjVvKaL+zCaNJjMOrR6dsWTACShE6rQW/Qsvdig6XN/hZH3qiH4s7tlo3JR4PsvdvmomWxmfkqxOqbPZZ/vAZAdDLIQNTLzvYpxcIlxtZEGY4O4HVaiK8m2P56+/3nDT+KsvRih/tfjbHSZqGWJMikCmRkLL8arcA8YGfAbaWgMXKeLVFJnZPivO/2JBP3Qyy2Qjzuz0VYi/VvAZ+ZCvGmlaQ3PRTmbbH/iX9mNPheCb0iFk+jtwiqt2geAbuVZQWF6vi8gN1jIF9RtoZ9EYzwptVX/b7fx9otytlsIMA7hfCppcQJXoeFVKl7UXTayo5/sRfnu0NRvj5RvgeVSjgBRO1OXh91zw+72VyvzpFA05Jar0o0JNgopRkwm29tjHKFSafjPH89fr45ShJw2DjuI6eh2mjgNJn4/vI2c6PhWxNghYCDG4v11fgpz2cHmV+8PV40key0xq+sJ3k6G+3ZZbCd6dEgqzKJQvv7aSYm/LLl0AD8Hhs7sea+9c0jJsb9XcXsb2JrVaw4TuZwuiwMjXjZ3/21bSik0uKzUkRHAwOcZUucFa4VgEQyh0Gn7TkYXTHsH2D9xkrv3cYhD4b9rO7fLcZqMuJlvZWc1JAkYvtphoMD7N1Sf1MO/4CNRr7G6t4R9yb8bJ1k+roeOebuRXj58xgel5Wgy8ZR7vaBr37R6ZLb2Dom4HPgspuJn+QUz+tVXuomx0fnHLeyIiMBJ2GHFce9EBLXFsGrGLKryUGjBYvbwsAonB5kycYybMY645fuTQbZebXLw6/GWXizq/j3K5dVKpdVBoZNzP9gCY1Wy+TjYTbukGlZutHSNKGgeEw9jPLuB4tEHw5z2Ed/doCZuWEWfrgIgNGcb7byPD5jTyYBzmQ14h/0YPPY0Zr0aCo1RKPB1ONBdLpWBcZGg1qlRuWiTLlwSb1awXxZ5KylRPRyBAsB44+G2X63x8PfmmHx6/4UdpvLSq8uc0IIZuaGWfrhQkfsWPVGLOThxhGHG0cYTHpm5sawBZ1oS2XiC3Hkli6pVrHq8h26/TicFoqZArHFOLN/aZL5k/7iqa+wWA2k2vrXn+2d9e3SDAecLLRl+68sJ5h+GGTl4PYxyGoycHjWbQXKFi54NBjidUrZMitodnJKnihbPqN2J6tp+Xt2xOli+eD6F7isVNFpND3ripZ6tEatNyTGXe4uRdRhNHZUAXmxf8h3hwb5+kReqVJKIBKAXWcgLvP9TkpFpvw+1rLKz+czX4QXh83x4axyyTNfmOx+f2PeY3+Ql20W0GqjQcht70sRHTCbSbYsfcvHJ0T8Tg4VwpwARgNu4lvd1t23uwkmhr092yFHgy4SMtbM1bUkIxF3X/GihZyyTHQaZWNFxOcklWheZ7VWJ57MMRgd4EDm+1xhaEtcPMuVKF9WmXwQ6lkZROXj80nVEe3FZMRL6jTfoYRCs6TDw+Hbu63YzAaqpWpXzJgkSRye5vC7+qsrB82kqdThWUe/8ctylVK+jMfeX6eUKwbsFgwV3rthN7dOmAp70fZZYqidZ/ciLLSSS9K5IprLBl5H7+LnOo1gT2agOj49J3uSZ3ZcWbaJkzM0t1hFbzIRdWPIXfLie8vkUwWWXu6y+CLG4ourf2MstV7HsQyxn+6wu5IkqxDPKKpNJfpg6/h9JrsSTpeZfDxFrVKnclFh8+U2s0+H+vreNoeJ3RuNCopnFwSj3bVQ8yfNgdRu76/80ewXo++VUIDs8RkGHVgd8udfFsvsryVY+ek6iz9YopI4oXqcZvWH8yz+yVsW/uQtC9+fZ+XPl9l6ucXBahyP18rGN1uKn9nxfX5jiq23u0iSxMIPl5h+PnqrbAFEj3vBZDEw+SDAwvfnuxIYtt7sYJfpQFW5rFJKnZPdShJXsJ6PTgU5aiVnxVYTBIO9i7sD2J1mzAYdJ62OWEs/2eDRw+4aw70YmQyQyVzfk9lUgcng7XVxNUJgtOip3UhGO0vkMRtvj4kcH/KSzsuHVdQKvWM8nw1FWD7pvTBy6OTjLc06HZSbGe9X7OVyPAsrNxcYcbnYUOh4d8VuKov2Rg3RUddAl6XyxX6c7/jlf6PjgrxiPReIsJpWVsKceuVnYdQxwJtk5yLwTTrBk/Dtc834gJvXu90L3DeJJGO3NDIBGDY7yLYW+ZfVGg2TwNjj+XOb5eecekMiUy1jkwkhusLnkq8VXK3VKRcr2G5pPDI17Ocgrqysrm8eEQm6ZPcd3bDEXlxUOC+W8XqVazOLG8/N5WWV7Y1jZh/3N46rfBw+C0V0dijAQTz9vn/tTbb3Tnt2KBECRtwujtPyVo98sYzVqO9YbSlhMxswlCXyMh0j0rkiDpOp56DRjt1ixKnRc3zDGrO2dsTD4WBfBcKveDIR7ggWBzhNF7DUtbh61IOcCHgUyyZdlqusriR4NhWRvZEq1TrB8O0TP4DVrOfJsJ+Dd3GO4lkaDYnaZbVnTU+3y8xpIsf9+/KTXTg6wHYr+z6XLjA1o9ypSKvV4DHpyJ5ey1qqN1j68RoP+1BGhwcHaMhksnv8nYPm+HSEg1ac7/qLLTy3tPJ8MDfCYpsSekVy5wRfwIHe2NupYbIYOFyNE3u3o1iA3uW1sfZik0KuyOh0b4Vr8ukoSz9Z79i2/ONVBsd82Fy9FzVKyUa+sIsBm47Vn63L7m/U6gzLFPYXQtCo19h8vcO9Gfm2uKYbE6Xf3bsIv81uwmUzcbTfqSAt/2SDh7PK9087k9Nhlpa7FY3V1wc8aGu9KMfDBxG2ZZpMpNJFZoK+nufeH/bzNqbspt2InxK1yU/iQYeN5dPbk+CkuryzenYgwEG22yq3cnSC1yJ/X/gtvX8LgNNCiVl/p8xMWvnx8+X+oawyWqhUcBk7xzi3ycxGurcSvJ3JdBXSh2bMqbahpSaT8R27zOI0Kit2Oo0GqeXOv4kkwGDq/Tx/EY6wdND5O+2nc0zdU1aAMz3isk/PikSHlRdI+R5xnCepPCO3LK7au93JIoFHRtkdjbo5lumilMuV0Oo02BQW8TWZ5MN6vcHS/D6Png73/i4qH41PXhF9MhZmPXZMpars/skXyzyIKPcufjYWYXWn9yC8m7y9f7lWo2HI4SCp0IYMYC+RYTLsRdyS+m426glYrBwq9MBdXk7wdKy/ifHReIiVxUPZgKfkyRkDGgMOi/zg6TDc3mJwfuGA+4M+2dWxy3O7JXlmzI+1UGPl1W5H8PzhfoZZBUvU2ISf9VYx+O35A5wySpD7hvU5d6rsXp2+5+vK2r5i8cdrzDyM9OxyU1UIQ5Buuv3K1wuURq1OKOJS/MzxmSjrP11FqcRabOmAsaneC5KJ6RC5kzMKuRLDMv2YASLjAcqtsiobL7dweuSVFW/ETWL7SPb77LzbxWLQEhhU7uiUkXkuxmciFJMpDns0VgA4lwkBuf9smP1WRYB8MtP1+9gcZraWOhdfe6sJReut2WLAM2AhHpO3Cq78bIvZHosZaHahOk4rP//ZnayiBco7YGWth/t9aeGQ8ZC8fM0GHafF3glmkgRDxu4WpgJwWk2UqrfXFT6TWWA/C4R5sy+vABerVYac3YtRi17PSrK/sJT6DWUm1SPkR0kZDdzoAjVsH+C80jvGPX1xwf2BbuV/zh9hOydv5cuULxgLKCtnc8Hw+w5SciyfnjIbll+sROx21vbk74/Xe4fM3utekAdcNuK39FFf3Dvm8Wy3zBw2E7sHvZX11Y0kT6fkn4mhgIuNrdsXN6trCQZutCV2WpSNI0fHZ3g9NowydYyLBWXFeeHtHjOPB/tuWKLyq+OTVkTnxiMsrh92FENWYmUr0aWYAEwPBpi/pff7FfObCZ5MyE/mAE+Gg33VZ1veOuLZPWXLk0GvZdjlbNYL7cHiYpy5e70nxtnRIOvLyZ71E+PJHH6jWdZqnD3tL9N2fesYh8FA5EZfa9GjFZ3XZWE2OMDmN7uKNd/WF+P4/J2TpxBQb0uUuiiWGYp2urRcAxY23nSWz07spph40D1YzzwIsfSz3qWZlr/eZHTEg8nSLSOTSUdMoWNPuq0aQHTMz9br7Y79G6+2scn0ho+O+4kvxajd0t957eU2M89HZfd5Q84OK+PST1YJj3dOct7wQMcxl8UygxPdCy69UYfZYqTQI5v+eO+UwmmOMZlJzWw1dSmis1+Msv3zNQrZ27Oxdxf28LVZjw0mPSdtISNHsRMePOr8uyOTwa5OTPmzCyZlrs9o0hMKONnvVVJLklj7ZpvpaeUxYHDCTzarLKNcpsiET9796vHZezZtkCQJKVdFJxPiMDUa4OTs9md1+yCN4UZc3txwhNXT/hI6DrNnHVbCsM3OVqL3uW8TSe77OhW6Gb+fUo9i/e2sJI+J2JtjgFWvZ0+hy9EVL/cP+coXRbQNeba2Ek6PfEHeHvcXM2jTdj7vQ3Ynb496n/sqfcjDYLcyGXE4mD+4/e/m6pddllidENgwcNGjtuhGOk3wxsI/6u7PIzV/cMRQpFOBHgm7+2qDubqWZDTSrXwPWPoLQ6vVGgy3hTDptBpisd73VGwvxcior2sRflvt0OX5A8Yng5jM/ZX+UvnV8Mkqos/HI7xbjfddU7NcqTPq7XxYAi4bh4cZRYuTHCvbScZC3Q/d3HiEhaX+Syu9XYnzZLx7QtNpNUwGvGz3mcSyMB9nTkGpfTAcYHvtSNZlfJO9eIaozYapbZXptpk5OOw/uer45Jyz0wKzY9duorxMMoJGwJOJIJXDczYWey8CKuUarhtxiw9moxzcUBhWXu0SblNGhwc91GVqyYkbA+vgkJutV9tdx8mx9W4Pr8uE64Z7d3TUS1WhxuLJQQabszkg28zdK/hysczoVKdbzRtycX54ykUf5U0AFn+yxsPvjHdt97gtVNsaMkj1BuYbA7Av5Oyqubfy9UZXyMDk09GOwvRKFLJFdt/FmPmy8/v4hq4teQajjgePIiz86bu+7s0rgm2/79STIdI3mhvsvothbXPZpRX6alduyNVg0DEYHSDWo5f1FVK9wdbLmGw4yNRMuK8SM2tvDpi5EVs9OxVmtY+WjYfJHE+GOv/2RNTLm1h/i+mz4iWPPNdKUthpZ+G4/4z8y2qdiK2pFOo1GmySgWIP5ej9eZVKR2JK+rz/LkIgiLYU0bEBd19tT18dHPKl/1oZvSrhZNHpOc73X091O5N5H6OqEQKzMFDt4549rJ5ha/MmCcCpNVKp9TEW5854Mtj5G8+FImwf9TZMFMsV9A4DujbPwGWhv3qf1VqDkqbe0fe932ezWqtzWeiMF/U6razf4uVoZ3vr5P3fnhzxk+9h2bxibSPJ7Mz13Gc06Mgr1BNuZ3Mtic/vxCUTd67ycfjkFFEhYG4swtvVu9fTXNg8JORuuh2Neh0WoaNwx8K81XqDQvESp/V6wpsZDrC4ePfvs7KZZDLqff9/jRDMRP2sr9+t+P3C/AFPb1hGJwd97G+ddCRM3cbOXooxlwtDayAb8bju9D0ALi6rrK0leDbZjBtNnJ61N0xhMOBizG5l5eudZnvGPthaTTLdis8zGHSc7nUr6VK9ga2lRBtNemIKbey2lg6JtJQiu8PExVGWyi2FutuJbxyhq1U7lCJ6uDQlSSI06MYXcrH2c/kYyNjCLobWIGx3WdBUK+R6hHfIsfCjFaa/uLaMjj4Isfrzja7jtt7sMDXXPC404mP16+5japUagcj19c189x7LP+s+Tol6tc7Sj5Z5+J2J644nA01LjTvgwO8xs/znK31/3hUnseZz4fLa2XwT69pfyBYZG29a3kYmAyQVPAqx1SSBQFOx0ek0jIx62Zbp9qREvVYn9naPe5PXCp3daSbRI3O561q2UjhasdkOm4m9k/4XfKuLh0S9TUuXQa+hUK3cqdZx5bypOGqEwGY2cHnHChxec3MCf+YLs53qr8vOXu6MZ6GmcjXl9bLblvXeDxtHKYxabd9F7KGpjH7hi6BBvE/+mvUGOC7133Enc3nJ/YGmBf0Lf5SNTH81hU8vS0yFrsf25+EIa0f9lxGK5XOY9M3x7J7bzfx2f/fnzkmGmcmmnK0mAzsyY6USyUye0Za3QKfVsLvf37VCd7zokN91p7mnUCwz1Yqfvmks6MXCcpzHjwYB8NwSo97OwV4KnV5HIOzq+xyVvzg+KUVUIHg8HOLd2ocVdW/UJfy25oQ4Hfax/wGllABOc0VCA3a0GsGwf4CDndM7WVWvqNUbHJ+cE2rF5D0ZCbGy8mFlJpYW4jxqWVjHIx6Su2nFrjG92IydMOXzoNdqoNz/QNKOJDXrjd4f8iMAX8CBwaDl2ViA1OoR+9t3K/wMkIilsNmM3J8OKXbn2VqMc28qyORkkGKPUj0ulwWhEfhthp4tLJVIJXIUjrKM3Gu2oNu7pcmAyaQjELQrtuXMpwtMPhrEYNIz4DRydEu8shJrP9/k3qNBhIByTjkeNpPIoDPosDvNiq63la83CI54GbwXZPN1t9LXDwt/tvT+ujR6HaP3Q1TSZ+x/YFOG5NYR0TEfkRGP4iJm5et1/GEXlh6ZwJIkEfDamoXvJ4NsfsAislapEV+MM95KooqMeDjrwxpzRT57wWjLbTo06Omq9tHzb9ca2OrNdpHTYyEO79DHHmAjnmLI7uTZUJi1D+hBbxQ6HvkCvNq9m9yWj5uJSzbd7XHnNzm7LDPrD5CVKfDei9fxBHOeMPnLMvdcHl4m714T2qo1ELE5mL+D5RjgRSrOTMCP12Jh/ZbwhZukSiVmowHMOh3lQq1nCaybvNo7ZHo8wHjAQ72PsLV25mNJHk5HGB/yUrqjkeYqXtRi0rPVZ/e3dg4PszjtZrbu0HEO4N3iAbOzUewKeQ5KpE7OKeYvGZVJhFT51fJJ9ZoPjdyTfvsP/8Ev9BlCwNiQj+07rBSVGIt4OEuXyJ3dxc3UjXfAhs1q5CB290mhHY1WQ2jQRfooz2WPWLN+GIy6yR3n3/cG/lA8bisDFhOF3SzZPrvqKDE05ufkINXRv/0m3rCLRrVOtkdHDZ1OS3jQxb5CXGe/6A16ohMBYvO9FbXgkI/U/kmHm/wmroATm8vGwcrtBaZ7YTQbCI/52XnX+zuNPxll+12MXqa0yFSEi0KZ7B0sfXIERvw4Ai5i73Z+4dZ7Y0/H2NuQT5i6IjoV4fjknGpZ+W9ZHWZcERfxD1gUtWMw6wncC7Abz3xQB7ah2SCbyTTSB/TtHbnnZzOdpn4HC9IV40NetspZyo27/x7DHiepixKF8t3HhnG3m4PMWV/u7ZtEXHaOioU7KWVXTPjc5DVlEndwy19hMxjwWMzsnd39OfAYzbgbZmI9EpSUsOj0DBkd7CTuPi9YjQYiOhv7tyQbyWHSaRl2Oon1qC+qhE6rYXjQw84dlckr7o37P0iJ1Wg0TETd7Czf3ZBjMGj5zd+a5vf+4Ltqr/mPxCeliAohToG9Ww/8dPDSq8K3iiqf3qjy6Y0qn96o8umNKp/efG7yGZYkqXeNNJW/ED4pRfRzQwjxSl2BKaPKpzeqfHqjyqc3qnx6o8qnN6p8VH5ZfFIxoioqKioqKioqKp8PqiKqoqKioqKioqLyUVAV0Y/L//ixv8CvOap8eqPKpzeqfHqjyqc3qnx6o8pH5ZeCGiOqoqKioqKioqLyUVAtoioqKioqKioqKh8FVRH9AIQQg0KIPxNCrAohloUQ/1lr+99q/b8hhHjedvyIEOJCCPGu9frjtn1zQohFIcSWEOJ/EK1WNEIIoxDin7W2fyOEGGk75+8IITZbr7/zK7z0vrirfFr7Hgkhvm7tXxRCmFrbv/XyEUL8Qdu98661/0lrnyofIfRCiH/cksOqEOLvte1T5SOEQQjxj1pymBdC/JW2fd8m+fy3Qog1IcSCEOJfCCFcbef8vda1rgsh/lrb9s9KPneVjRDC0zq+IIT4oxuf9VnJRuUjIkmS+rrjCwgBz1rv7cAGMA08AKaA/w943nb8CLCk8FkvgO/SbIT5/wL/Rmv7fwL8cev97wP/rPXeDey0/h1ovR/42DL5BeWjAxaAx63/ewCtKh/Zcx8CO+r903H//G3gn7beW4BdYESVz/vj/1PgH7Xe+4HXgOZbKJ/fAXSt7f8Q+Iet99PAPGAERoFtPtPx5wNkYwX+EvAfA39047M+K9mor4/3Ui2iH4AkSUlJkt603ueBVSAiSdKqJEnyDcVlEEKEAIckSV9LkiQB/wvw77R2/y7wj1vv/znw260V518D/lSSpIwkSVngT4G//su4rl8WHyCf3wEWJEmab52TliSprspHln8f+F9BvX/aTwGsQggdYAYqwLkqn/dMAz9oHX8C5IDn30L5/IkkSbXWYT8Hoq33v0tzIVOWJCkGbAFffo7yuatsJEkqSpL0E6CjB+3nKBuVj4eqiP6CtNwOT4Fvbjl0VAjxVgjxIyHEb7a2RYD2PpPx1rarfQcArQHijKal8P12mXN+7ehTPpOAJIT4nhDijRDiv25tV+XTzb9HSxFFlc8V/xwoAklgH/jvJEnKoMrninngd4UQOiHEKDAHDPLtls8f0rTigfI1fdby6VM2SnzWslH51aL72F/gU0YIYQP+d+A/lyRJubl5c4IckiQpLYSYA/5PIcQMTZfGTa7KGCjt63XOrxV3kI+OpvvnC6AE/EAI8RqQO+fbKJ+r478CSpIkLV1tkjns2yifL4E6EKbp8vuxEOL7qPK54n+m6bZ/RbNF8s+AGt9S+Qgh/j7N6/8nV5tkTr/tWj9p+dxBNoofIbPts5CNyq8e1SL6gQgh9DQf5H8iSdL/0evYlssn3Xr/mmYM0iTNFWG07dAokGi9j9O0WtByOTqBTPt2mXN+bbiLfGhe048kSUpJklQC/h/gGap8bvL7XFtDQZXPFX8b+FeSJFVbruefAs9R5QM0rVKSJP0XkiQ9kSTpdwEXsMm3UD6tBJl/E/iDlksZlK/ps5TPHWWjxGcpG5WPg6qIfgCteJf/CViVJOm/7+N4nxBC23o/BtyjmXCSBPJCiO+0PvM/BP6v1mn/ErjKKvw94IetweF7wO8IIQaEEAM04yu/90u8vF+Yu8qH5vd/JISwtAauvwysqPLpOEcD/C3gn15tU+Xznn3gXxNNrMB3gDVVPu+Pt7TkghDiXwdqkiR9654vIcRfB/4u8G+3FrxX/Evg90Uz23uU5vj84nOUzwfIRpbPUTYqHxHp1yBj6lN70XQjSzQzvd+1Xn8D+Js0V31l4Bj4Xuv4fxdYphmr9Qb4t9o+6zmwRNNK+kdcNxkwAf8bzcD5F8BY2zl/2Nq+BfxHH1sev6h8Wuf8By0ZLQH/jSqfLvn8FeDnMp/1rZcPYGtd6zKwAvxXqnw65DMCrNNMTPk+MPwtlc8WzRjFq21/3HbO32/JYJ1W9vfnKJ8PlM0uTYtmoXV/TX+OslFfH++ldlZSUVFRUVFRUVH5KKiueRUVFRUVFRUVlY+CqoiqqKioqKioqKh8FFRFVEVFRUVFRUVF5aOgKqIqKioqKioqKiofBVURVVFRUVFRUVFR+SioiqiKioqKioqKispHQVVEVVRUVFRUVFRUPgqqIqqioqKioqKiovJR+P8BflzmFBvqlDkAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] @@ -651,10 +666,16 @@ "source": [ "# now to visualize using flopy and matplotlib\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=mg_unstruct, ax=ax)\n", - "ax = pmv.plot_array(dem_data, masked_values=rio.nodatavals, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + "ax = pmv.plot_array(\n", + " dem_data,\n", + " masked_values=rio.nodatavals,\n", + " cmap=\"viridis\",\n", + " vmin=vmin,\n", + " vmax=vmax,\n", + ")\n", "plt.title(\"Resample time, median: {:.3f} sec\".format(resample_time))\n", "plt.colorbar(ax, shrink=0.7);" ] @@ -700,18 +721,16 @@ "metadata": {}, "outputs": [], "source": [ - "d = {\"easting\": [],\n", - " \"northing\": [],\n", - " \"elevation\": []}\n", + "d = {\"easting\": [], \"northing\": [], \"elevation\": []}\n", "\n", "for adj in range(1, 10000, 100):\n", " easting = xoff + adj\n", " northing = yoff + adj\n", - " val = rio.sample_point(xoff+adj, yoff+adj, band=1)\n", + " val = rio.sample_point(xoff + adj, yoff + adj, band=1)\n", " d[\"easting\"].append(easting)\n", " d[\"northing\"].append(northing)\n", " d[\"elevation\"].append(val)\n", - " \n", + "\n", "df = pd.DataFrame(d)" ] }, @@ -809,7 +828,7 @@ ], "source": [ "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "ax.plot(df.easting.values, df.elevation.values, color=\"saddlebrown\")\n", "ax.set_ylabel(\"Meters elevation (ASL)\")\n", @@ -867,7 +886,7 @@ ], "source": [ "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "ax = rio.plot(ax=ax, vmin=vmin, vmax=vmax)\n", "ax.plot(shape.T[0], shape.T[1], \"r-\")\n", @@ -931,7 +950,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -944,7 +963,7 @@ ], "source": [ "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "ax = rio.plot(ax=ax, vmin=vmin, vmax=vmax)\n", "ax.plot(shape.T[0], shape.T[1], \"r-\")\n", @@ -966,9 +985,9 @@ "outputs": [], "source": [ "t0 = time.time()\n", - "dem_data = rio.resample_to_grid(mg_unstruct,\n", - " band=rio.bands[0],\n", - " method=\"nearest\")\n", + "dem_data = rio.resample_to_grid(\n", + " mg_unstruct, band=rio.bands[0], method=\"nearest\"\n", + ")\n", "\n", "resample_time = time.time() - t0" ] @@ -980,7 +999,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAqIAAAIfCAYAAACrVb5YAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAEAAElEQVR4nOz9eZit67rWhf3e0fd9P0b17axZs2az9t6HzghBsAWOEuww5gRBiVHxEtSgQkDlsgnmgiQqGIlEQBBUiErwJDSHE5Bz9l5rdlU1Z/Xt6Pu+H+PLH9+omqMfoyZ77b3Wpu51zWtV1Rhf37z3+zz3cz9CkiQe8YhHPOIRj3jEIx7xiB81FD/uHXjEIx7xiEc84hGPeMTfmXgkoo94xCMe8YhHPOIRj/ix4JGIPuIRj3jEIx7xiEc84seCRyL6iEc84hGPeMQjHvGIHwseiegjHvGIRzziEY94xCN+LHgkoo94xCMe8YhHPOIRj/ix4JGIPuIR3wAIIX6fEOJP/pDWtSiEKAshlD+M9T1ifgghfrMQ4v8z53d/RgjxN6Z8/nNCiN/6w9u7RzziEY/45uGRiD7iJwJCiCshRK1HwOJCiD8uhDD9uPfrR4Hesf89d79LknQjSZJJkqTOj3O/vqkQQkhCiPWvY92SJP0pSZJ+7dex7q8bQohfLYQ4EkJUhRB/TQixNOF7WiHEHxNCXAshSkKIN0KIv7/v8x0hxJdCiFzv318WQuwMreOVEOLne89rQgjxO77u43vEIx7xzcQjEX3ETxJ+nSRJJuAF8BL43T/e3XnE1wUhhOrHvQ/fFsxzroQQLuC/A34P4AC+BP7rCV9XAbfA3w1Ye8v8WSHEcu/zKPC/6q3HBfz3wJ8Z2tb/BPxRwAmsA3NFkR/xiEf85OGRiD7iJw6SJMWBn0UmpAAIIX6JEOJ/FkLkhRDvhBC/su+znxFCXPSiO5dCiN/c+/uaEOKvCiEyQoi0EOJPCSFsfctdCSH+VSHEeyFEpRcl8goh/lJvXX9ZCGHvfXe5F4n7Z4UQUSFETAjxOycdw7T9HfrenwAWgf+hF1361/q2pep95+eEEP9ub31lIcT/IIRw9o6nKIT4QR+JQAixLYT4/wohskKIYyHEPzrvue9t97cLIU570bD/WAgh+j7/LUKIj73PfrY/6iaE+MNCiNvePn0lhPi7+j77fUKI/0YI8SeFEEXgZ4QQ1t45jwkhIr1jVPa+vy6E+OtCiELv2v3Xvb//fG+V73rn4h8bcww/I4T4G0KIP9jbz8uhiN+07Q6k24UQv7Z3DgtCiP+kt0+/dWh7Y7fTw5oQ4vu95f9fQghH33K/Xghx2LtHfk4I8aTvsyshxL8uhHgPVMRsMvqPAIeSJP05SZLqwO8Dngshtoe/KElSRZKk3ydJ0pUkSV1Jkv5H4BL4ovd5vveZBAigg0w27/CvAD/bix43JEkqSZL0cdxOCSF0vWue6R3nD4QQ3lnXoff5b+vdayUhxAchxKsZ5+ARj3jEjwOSJD3+e/z3rf8HXAF/T+/nELAP/OHe70EgA/wDyJOvX9P73Q0YgSKw1fuuH3ja+3m9911t77s/D/yhoW3+AuDtbSMJvEaOxmqBvwr8H3vfXQYk4E/3tvkMSPXt8+8D/uSs/Z117EPbUvV+/zngDFhDjmB9AE6Avwc5uvVfAv9F77tG5GjX/7b32SsgfXdO5rgOEvA/AjZkgpwC/r7eZz/d248nvXX/W8D/3LfsP4UcIVMBvxOIA7q+89PqrUMB6IG/gBxVMwIe4PvAP9f7/p8G/s3ed3XArxjax/Upx/AzvW39NkAJ/O+Qo3yi9/m07f4M8Dd6P7uQ761/pHdMv6O33t8653Z+DogAu71t/bd8ukc2gUrv3lAD/1rv3Gr67om3wAKg7/3tPfBPTjjmPwz8p0N/OwB+4xzX3AvUge2hv+eBNtAF/q2+v//V3vb+Z+Rn5n8AFies+5/rfW7onaMvAMsc1+E39c7dd5HJ8Dqw9ON+Tz3+e/z3+G/03499Bx68w/D/6L28Dub8/j+KPPAeAv/Vj3v/H/99bffFFVAGSj2i8VcAW++zfx34E0Pf/1ngf9MbxPLAb7wbsKds46eBN0Pb/M19v/+3/YM58C8Cf6H383Jvv7b7Pv8PgT/W+/n39ZGMifs75dhnEdF/s+/z/wj4S32//zrgbe/nfwz4/w2t/4/SI9RzXAeJQdL3Z4H/Q+/nvwT8M32fKYDqJIIA5IDnfefn5/s+8wKN/msG/BPAX+v9/F8C/xkQmrCPs4joWd/vht4yvjm2+zN8IqL/NPC3+r4nkEn+b521nb7r9u/3fb4DNJEJ2e8B/uzQuYwAv7LvnvgtD3h+/lj/tnp/+5vAz8xYTg38ZeCPTvjcCPzzwD/Y97cT5Gfuu8iThP8L8DcnLP9bkAnr3tDfZ12HnwV+x7zH//jv8d/jvx/fv29jav6PA3/fPF8UQmwg6wR/uSRJT4F/+evbrUd8A/DTkiSZgV8JbCNHpACWgN/US+3lhRB54FcAfkmSKsjk67cDMSHEX7xLRwohPEKIP9NL+xWBP9m3zjsk+n6ujfl9uGDqtu/nayAw5jgm7u/MMzAZ8+7nEvBTQ9v+zcgkbF7E+36uDq37D/etN4tMzoIAQojf2UulFnqfWxk83/3nbgmZBMX61vdHkSNjIEcIBfD9Xvr6tzxg/weOQZKkau9H0xzb7Uegf58lSZKA8JzbucPw/aJGPieB3u93y3Z73w1OWHYWyoBl6G8W5IndWAghFMCfQCbH/8K47/Serz8C/JdCiLtzVAP+vCRJP5BkGcDvB36ZEMI6ZhV/AplU/hkhS1r+QyGEmtnXYQE4n3HMj3jEI74B+NYJ/iVJ+nnRp2cDWcsH/MfI6dMq8NskSTpCTnn9x5Ik5XrLJn/Eu/uIHwMkSfrrQog/DvxB5CjmLXKE8bdN+P7PAj8rhNAD/y7wfwf+LuDfQ45Q7UmSlBFC/DTwf/vb3L0F4Kj38yJyKnYYU/d3DKS/zX0a3vZflyTp1/wQ19m/7j8gSdKfGv6gpwf914FfjaxV7Aohcshk8g79x3mLHBFzSZLUHl6fJOuEf1tv3b8C+MtCiJ+XJOnsh3AME7c7hBiyTITefoj+3+fEQt/Pi8ip/DTyffNsaN0LyFHROzzkvjhEzhDcrc+ILOU4HPfl3vb+GHJk8h+QJKk1Zd0K5GjvnXzl/dC+3f0shpajt97fD/z+3nv//w0c9/4/7Trc9vb/EY94xDcc38aI6Dj8Z8C/KEnSF8DvAv6T3t83gU0hxN8UQvyCEGKuSOojfiLwh4BfI4R4gRzJ/HVCiL9XCKHsFUD8SiFESMjFRb++N/A2kCNDd7ZH5t7veSFEEPhXfwj79XuEEAYhxFNkHea4yuSJ+zthnQlg9YewbyDrOzeFEP9rIYS69++7d4UwQi7GufrMdf8R4Hf3jv2u2OQ39T4zI+sJU4BKCPF7GY3Q3UOSpBhypfV/JISwCCEUQi4u+7t76/5Nfecrh0x27q7rZ5+vWdsdwl8EngkhfrpXLPS/52GRZYB/Ssh2SAbg3wb+G0m25fqzwD8oZMslNbKmtoGcxv4c/HlgVwjxG4UQOuD3Au97E/px+E+Rtb6/TpKkWv8HQohfI4R42bt3LcD/Gfka3BUk/RfAPyyEeNHb99+DLGfID29ECPGrhBDPekVIRWQi3pnjOvznwO8SQnwhZKyLCXZUj3jEI368+NYTUSF7Rf4y4M8JId4ip2fuUpgqYAM5VftPAP+56Kt6fsRPLiRJSiHrBH+PJEm3wG8A/g1konOLTCoVvX+/EznClEW2pPnne6v5/cjFOgVkUvHf/RB27a8jF5X8FeAPSpI0YlszY3/H4d8D/q1eivJ3/e3snCRJJeDXAv848jmJA/8BcvEVyFG3v/mZ6/7zvXX9mZ7U4QC4qxL/WWQN6QlyyrnO7NTyPw1okDXgOeC/4dOz/13gF4UQZWT7oN8hSdJl77PfB/w/e+drbkeAObd7D0mS0shFM/8hcrHZDrItUuMB2/oTyHKkOLKe8l/qrfsYubjr/4ocIf11yKSwOWlFPYnCbx73We95+Y3AH+gd008h3wN3y/4bQoi/1Pt5CbmI6AUQF7L7QLlv3TbkYrECcnp8Hblgrd7b1l9Fvrf/InKEdB34Jyfstg/5/BaRiexfR56owZTrIEnSn+sdy3+FLC/4C8h2Uo94xCO+YbirzvxWoZei+R8lSdrtzbiPJUkaGQiEEH8E+AVJkv547/e/glw48YMf5f4+4hG9e/YSUM+R0v3GQshdg36HNMFu5xGT0dNUhpEL3P7aj3t/HvGIRzzim4BvfURUkqQicHmX4uulYZ73Pv4LwK/q/d2FnKq/+HHs5yMe8ZMASZJ+7SMJnR89eYVNCKFFjgIKZMuvRzziEY94BN9CIiqE+NPA3wK2hBBhIcQ/g1zV+88IId4hi+t/Q+/rPwtkhBAfgL8G/KuSJGV+HPv9iEc84u9I/FLk9PRd+vynhzWVj3jEIx7xdzK+lan5RzziEY94xCMe8YhHfPvxrYuIPuIRj3jEIx7xiEc84icDj0T0EY94xCMe8YhHPOIRPxZ8qwztNWazpLLa6X6mnMCo0SB1JRrN9mevQ69RoxCCaqP52S7iGqWSZqcz+4vjtq9Wo1AIul2JWnO8h7RKqUCtVFJvTPaY1qpUCAkarYcXcKtUStRKBa12B4VC0Gx93rEolQpUSgXNVofPlYgYdGpAUK1PdK2ZCa1GhVIIqlPO1/R90NBud2g3O599T+h16vt783NOhUIhXxeVUkG19nnHIQC1WomiK9FsfuY1VSlQaVUT7815oNOqEQpBo9Gi2/3M51SnBglq9Yfvh06rRiGg+hnL6nVqAGqfcS/pdRoAqo2H38uGu2U/4zm4X7b28GW1aiUqpfKzt9vtSlPfUxOX1appNNqoVAqazc83oVCplACoNcrPfm7uoNXI56Lblaj/bbyPAAx6DVJHov4Z92A/dDo1AqhNubZqtfzeqE05fpVSAUKAJNHudD97fwSg0apotzp0PvPZBlAqBGqNEoUQ1CrTz7VSCDpzjLfFRiItSZL7s3fqEZ+NbxURFTYbf/fv/3dIZsqUHviy3vQ4OUll8OtN6BUq2tUO8fzE7nUTseC0cpspsBPwEM0WKVTrD16H324mlnvYtoWAV6shXl9GeLHkp9Hq8OEmMfa731kN8tV5hN2Qlw9Xo995uRzg3VmURY+NeDRPpzP/C+HlRpCj6yQbC27en0VxWPSoVEqSufKDjgdgb93Pu/MYe2t+9s9iD14eYHfFx+F5nCfLXj6OOdZZWF9wcRpJo1QItpe8HF7EZy/Uh711P+/P5X3/zlKAdx8iM5YYhUGnRqNSkS/VePEkyPuD4S6Qs/F0K8D+WQyBxO6an8OTh5/PnU0/h6cxgi4rpXCBRuPhA/yzl4u8PY/hDFqIZooPXh5gecmFQaeh3mgRjeWpP5Bo2Mx6qtUGOq0aJYJ8af7aoGebAfZPoui0aqxGHcn0/M/pkzUvH88TBL1WIunCgyYluxt+9s/jCAGri/I9OS8WvDaimSJ6rYpuR3oQgV5bcHIRz6FUCqxqDdnCw+qodtZ8JHMlspnKgyZQL56EeHMc5umil6PThz1z28seLs5TdDpdzEYtVqOOaDT/oHUA2KwGNAY18ZR8nz7bCfL+6OHP7x2ebPpptjucXaV4uRnk8EOEzmeStufbQc6O47htJsLh7Gfv0/qqm2azTfhy8v307NkCB+9uWVl2cnWeGvudp88XOHgfZn3Tx/lJ7LN7uT17ucT7tzds7wQ4Pvy8cx0I2mm12qQSRcxmHc1CjdaEifPmToDTtzcoVQqkVpvulKDJ/3T+B68nfviIrxXfutT8SS6D02HAqtM9aDmVQj7UgN3CVT5PUTR5EhzXHnoyhIBkQSZcH6JJNBoVq56HeyR3H0D8AGxGPVtBN19ehOlKEjfpPB8jCULO0dbMOrWSk6j80slX6ygVg13ztCol4WQBgJtknmdbwZF1jIPXYWYj5ObNSYRao0WlN8POFmuoFAosxoddDwC5SyC8P4/xcuuhnQ9Bo1JyfisfaziZx2Mfbus+G2q1HBHpdCVOb1NsLs4/Id5Z8XJ4+WkQPUtnMeo1D96HrRXvPVl6+zHCsyfzXZM7vHi6cE/kJQSnt2kWAvYH70epLE+qIukC6zuBBy9vNuv4cJOk25XwWR5+LQDWFl1cRDNoVErOwmkWgnY0qoe9plaCDprtDsVKnYBvXPvy8XBY9FyGZVONeqOFxawb03RyPEwGDYkeaY0kCuyuj9gaT4THYeYiKpMNSYJKuYG2d1/OglKpQKlU0O50KVWbbC97596uyaAlX63T6XZptjosBB/2Llvy2zm8jJPKV1hbcM293PPtIG+OHz7Zuttm+CZ7T/BKlQaVRguvx/yg9ZhMWgwW3T0JBTg8irK9Ov/560fAa+XDRYzzcBqTUcubkwiLy04cduNnra/ZaFOvt6g2m9hshs/bp4CN8/Mkt7dZVtfHH5fZrOfkY+/dIcbf7MEFB4f78vU6O4nz7MXiZ+3P6qaPg/dyj4q7SPRDsf00QDZTJpWQr1upVGd9Z8r7si3fJ512F4VaheYz3s+P+PrxrSOiAOf5HGarBodBP9f3N91OPiR6M73eERcbDT7kknyxNv+g7zQZaLQ/zaiSxTI3uTyvVh9GHLoPmE5u+l0oFIKPEXn/l1w2MqUqkgQe2+hL7mnIR6kmN24JZwvsrQ4SimeLfjLFyv3v765iLPhsU/fh5WaQQqnG6a28D4teO+d9EZtouojLakSrfliAPZwq3P/85iTM09WHdT9cC7ruo2WlagOjXoP6AS+4kNfKx+tPUdRmu0M4lWfZP3tAXg+5OIukB9JL+Uqd9bWHTW58LjMHQ9HLDxcJVhadcy2/vebl7dHgoF5vtqk121hM808Onqz7uInl7n9/fRFla3t+MgWwsu6h3ouinpwmsD1g+3fQ9FLb7a78nB3fpFhZcsupwTmg06o5u/4U1Tk8j7O7OR+p9rotlKufmh6dXqd4sT3fs7264CJbqN7/nsvX5uKwSoXAaNTeT+wA4pkST5fnexaebwS4jH2KmJ2EU+i16rmWXfDbSeU/vQsOruI4rPO9UwGMBu39zwbDfAP8s00/70+jc2+jH16HiXKuNiK3yBWqtAU4HPORPp1OhcNtJtx3vwN0uxLXtxkWH0jIAZxOExKyZGo5JD+7Z+EMTaXExgPfCQC13n2YyVaw2A1otQ9PXrqdnyaDGt345Vd7EVOAq8s0T3ZH73edQTMQ7f5wEGFxZf6JB4DJrCObKd9LbaKR3IwlhiGx92KR48MI9SGZwSQZkNNt4rwvQ9Vud+kqFBgfcI8/4keDbyURBbguFtCZVLhNs2eL/eQkUf6UQu4AvxiL8HwtgHYOAuMcs61Wp8tXVxFerATmJmKd7hzpGgFfrAU5S2bIlD8NcG7Lp5ftYTiJpW8wEEBiSG5wnspg7A1MDpN+gHgBtDtdhFaJQjE6bPocZjZCLt4cRwbSow7r6Hm4iGRYD7pGIrCT4HdZSBc+DYIScB5Js+idP5Kn0wye78to9kFk1mE1jqQTq/UWuVKVgGtim3MWvXbi2eJYbezb6yh+z+Rlx+1Dqz24nla7Q65cxz4jEuL3WLhO5Bl3NyVzZdxu89wEbpw+9qZUwjbmWo+DXq/mJPLJorfRbLPunY9M38HvtvDhSo4wFyqfCOHHqwSbqx4Uytn31pMVD6XqYAfNq1gGu2X64LO3GeDj+ai04+NVEo9rerTtyZqX98eD5CqSyLO7NpvIP9sOchEZtTZ+dxRhIzR9sF/w2nh3NrjdUqXB9vJs4vNiO8Th1WBK/CFR0bto6B1Ow2k0M96hO2s+Di8Tn6XPtxi1qLuCfHG8dCCVKaPWqbHMuM5qtZJAyMHV7Xg76XqjTblYw+WYP6Lvcpg46JMW9evdC6U6J+E0z/cWmBBwHItin0Ti+jbD6rr3QcvrdGrOzj7dz8cncdzewfeSSqXg9mrwPKQyZVR90fiNbT9nJ0NjRrtLrdZCP+fkAyCw4CSX/fS+z2bK+EPzvev1ejVbO0Hev7keK/+4uEjhG7OuYMgxojFvtzo02hJ27/zv6Ed8/fjWElGA21IRhU6B1zz5pbHpdnIYT97/Hs4XsQ9FUr+KRfH5LAMkbxwM2skP3pvrKF67iYB9dopoFg8167XshLx8eREZEXSX+2aDjVabzcCnVPLTBS+R7KAuL1+ps7UkD0zLLvvYIorLeJa9vhS9QI6C5oo1Tm8HtUV6rZqT6yTjcHgZ59nanNEnx+h5qjXb1JotrHNG0iLJ/Mjf3p5E2FufvQ8um3FgIO1HoVKn2engGhNx9jnNlGr1gevQj3ZXwuyYj7xtLnv4cDZ+H7KFKharAfWEtLRBr0FSKgYiacM4vUmzszX7XGytebkKjw7M+XIdx6Jt5vIA61v+EQJ4eZVGM2eKGcDtttwPNMmh+/jgIs7Oum/qYKxUKgjH8yN/L1Ua+L2TU/R2q4GLMccPs1P0JoP2PiU/jHxxelR0a8XL2+PxOjlJgkppcopeqVSgUIixhSPnkczUqOhK0MH7i/FRyXmjov3RUIBKvcnG8mRZy/aKh5Pb1GdpJjVqJR6zkVhyuuY4lixgsRswTiBISpVgdc3D2dV4HeQdcoUaWpUS09AxTkLAbxt4T5+H0wPBjy7w+jjCxqYPs2n2OlUqBYUhwv3hOMqzvYW59gdgY91Ltfrp3dDtSviG5DpbW35yucrA31LJ0n1UVKEUlMuDz/QdkokiyxPS/cPYfbHI8cfR+83lnk0GPV4rNrtxpp7U5R98voVCED4fP061Wx3KlSaBlce6pG8KvtVEFCBaKdHRdAlYxxPAcanahTHayvNsjrq6y6Z/chRCOWNKep3OU6g3eLY4PSrXkSa/jNe8DnQaFYfh0eiMQaPmLD5IDC+T2Xv966SX/P5NnKeLPvYvJhew7N/G8bss+J0WVoNyFHRcRf3Wkmdqdfnbkwiv5tB7ttrjC1CS+TIuu2lmin3Rayc19BK9w/F1ggWvberyIZ9tavVnOl9Bq1ENaF8dFgNdCXIzil8ObxNsrU6PSinE7Crly3CGrc3RqJpCCBZDDqLJwpilBvH2OMLzaRoqGInI9uPjTZLdF9MHQLVKyXUqP/L3YqnO0xnPwh2sZv19NBSg1mjjtA5OBN6fxWRN84THcGfVS2pC0dzheZxnE1L0Pqd5ICU/jNPrFM8npOhXQs6BlHw/wvE8TydERe0WA/FsaWqBTzxT4unS+PP3fCPAVXx8erNQqU/Uipr0GkqN5sR7f56o6HA09A6Tnqb1RRcXsezU+2wSlAI2gy4ub+ZriHcTyeLxW9EOZUuEQrC1FeDjhInfMKLxAn63ZeZ7yGLS8XHoXNTqrbHSmo9XSdQmLUsL0zMFVothbDHQu8MwT5/OJxUp5EfvydOzxEAUs1QcX2h7cZ7CZNaxsxuamkL/sB9mZwY5Di44OPowftJTnfLMAWxs+ahW6sTmSONfXqVRaz5dq81tP7n05ALaVrNDKlVidc7z+YivF996IgqQqFaoKVss2AcJ5sZQNPQOk14uuVqNk2KGV6vjB6x5LJfKjSb74TjfWQtOTFNLE2wrvlgNcpXJkyyOJ1hrXudIhDRTrrK75GXJZeMoMjjT91hMPF/283TRi9tqZMFlY93vZDPgYjvk4emil91lH89X/DxZ8LK+5CZfqnEenlxhOWnQ7cfrozAvNiZH4pQKMXEQBTgLp9lZmT7bdlknR68brQ7tTrdn7TQKs0HD0YSobj8iqQJOqwGDVo3ZoMWo15Cc0+0g326inJIWf7YVHBu9G8b74yh7TweJ/d7TEB8u5ncIeH8aY31CtGp92c35zfQK7f1wkkBwchptaydAZsJ9kU4U53rJrCw6R6QO4yLSb08jE0nhcBRpGJdjUvR7WwE+znEujy4TeIdS9E/WfeyfTNc7FsZERYUQuJymuar53x1H2BxK0S967bw9nR4huohmxkqFFoOOmQ4Xs6Kiw9HQOxzdJEaKFpcDDqLpIo3PtFjaWw/y8eRhVfXn12kWlp0D2YSnT4McHD9Mm3p2mWJrdXpKfHXZTWNMxfakiHQqV+Y2W2Bvd/Jk3TIlanp0HmdlRiRvacnJ7RjpQa3WZH1Lntisrrq5vR5P7suVBqubXm5vZ1frX5wl8EwoCNRoVXQkidaESvXryzTaCdrVvReLnJ/GKZfmc6UZLlqS5pj0tJodbq+zPPul63Nt4xFfH34iiChAulajQINlh+3+b5M0S5naZDLVliS+H4/yYj0woq8rzJjB3UECfnAZYd3vwm4cfaEPR0SNWjXPlnx8eRmZGqVTTyA2hVodp8nAktvGq9Ugz5f9uCxGksUy765iJPMVvjy9JZYpchbJcBJOc3ST5PAqwcFFnHfnMd6dRSlWGjyZQgDXgk5uEvOJzN+fxdiZEJVZ8jkmprbv8PYsysvNybPVQmk6IY6li6wGxkce1hc9c/s8XsaybK94WQk6uR0jBZiEcKbA7vZ4Mm4yaLmcoFEbh/3TGBu9COvTTT+vPz6s4rjTlYjnyrjH6N7EHMKzZqtDx6C8dxjoh0IhiBcnE5t4ssjOjMIbjVrJ2Rid5KTB/M1JhBc7gwP59rKHmymTG5BT9D7Pp0HTYTPMJOF3qDfbmEyfUvRmo5b4jFQxjI+KPt8OcnI9PT18B0mCYrFxr4dWKRWgYKYHY75cY2dIL/18K8jBBDlKP6ZFRSdFQ0Hep5W+aF/IZyNdqlD5TE/NV1sh3h9+XnX9yUWStQ0vCoVgb2+B9x8/zyro8CjKiyfjSaNBp+bkZvyENpzIT1xnq93lzWmUp0+D6Mbc43d+suPQbnfJFCq4puiWLebJ0qZYvIBQCrSawe3q9Wo2tnw8e7nIyoaHYqWBzqBl79USi8uTs4S1WguNTo1qjIRoYztALJKfuGyr1WFpZTBzpFYr2Xkm60Ef6i5Ta8nvdKfbzPmEKOzIPjTbHB9E+OV//96DtvWIHy5+YogoQK5eI92psuZyTIyGAlxn8xjU0ytLv4xGWQrYB4hksvAw78+jWAqhhA3fICHqT6Eve+yYDTre38weIIb1n3ew6HVUGy2uU3leX0R4dxUj3RdV9ZiNlOtNtmYUMcSzJV6fRSZaGD3EmqjblTgPp8eSQat5vqrFN6cRnowhs3az/t7uZhoOLuK8HLKn0qiVnEenkw8hYCXg4OWTEMGgnR9cRbhIZFlZcPFiO4RrTkuWk0Qas3E0urG+6KZYnt9/ttPpEsuU2Nn0j2h250WxXEerV6Prq75dXXRxcjU7Mgyy1dfWs9GJwdZ2gNgMr81WZTrpf7Luo1h5mB/v6+MwL/psruY1vv9wEedZTzfrcZinamyHcXaTuicly0EnueLs7AAMRkVXF1y8f6BnbjJbYmdRfg721gNczyDcd7iKZ+41ukt++0hx0jRMiopOiobeodjzVfa5zJRrDUqV+Sbvw3i+EeDd/u1nLQuyhrbZ6vDLf9k6XSRWFp1jSd88eHsQ5vkYMrq55qVcHX//pPMVFmdYqL0/i2HzmEYsxibpwu9QKNbQ6FXox7yPTSYtJ8eT769UqsSLl0vEo3m2nwZ49nKR0LKTeqvNyWmc9+9uuDhP0u10icfyvH97w81NBqfHzLOXS6xteBFDmb7b6wxPng2m6J/sBu+tmqahv5rf7jThD9j48P7zJh8X53LRUiBon/g+cLjNbDwNsPudZZ6+WmJpzY1KpUA35j39iB8dvlWG9vOg0GzgNBoI6S2cpsdHnTqSxLLbzofo9EH4OJPBbTSwanSQq9TIVR5m9gyQKdfIV+t8sRrkq4vI/fYBXq4EOAwnBiyhJiHksBLJjGoCv7Ma4suLMN9dGT9rd5oNHFzLA1Btgi4TwG01EusZkKdKVSxG3QA5MBu0HD3QML7R6pDOV/A7LffrBijP2QRAAq4SWYJuK5E+q6cln4N8Yb4Ix7vTqGy11JMb7Kz6eDMmralWKVkLudDpVFyl85xlcpD5NOBbTXrOo5/up9WQE7tJTyRRmJiuL9YafGclyLs+g/qA2zoznXsHjVrJYtCByaSlVG+gtGiw1A2EjHr0GhUKBK1Wh3K5TiZXoTJhULzDTTzP7rqfD70UpVr9sHno6/MITze9nPZV0eZbs4ncxXWatXXXwPm7gxBiYnOHWnP6ul+fRHi1EySXr00soBuHcCLP954tcngWf7Dv63Usy3efLfKD/Zv5txfPs7Pp5zqWpVhtfFbBzv5JlO89XeSrk/nJWbZY4+VmkJPrJLV2m+YDNJrNVoeFZQfZvudsWjT0DufRDNtLbjKl6kwt9SRsL3v4ePTwhgwWs46loINOV+IqnOH0OkWz1cZmNXJxm0EI8HosOG0GNGoVjWabdLZMKjO7GcfBxzBP1n33GlO1WslVbPpk2GE3chOdPmmIJAvotCqebgc4PJKfS8Ucxl+RWJ6tDS9nx4kB0rW26uH9u/H3psmkZXXFTaXSRKgEH8cUEN1BKAbfDZl0mUxPc2mx6FlYctJudTg/jdNuddl/d8PGtp/Toxgut5nrCWn/YSTj8riwsuYhmylxc/V5E+07uAJWIkcJHG4zTo8FrV6N1JEoFaukYnmyySLZOTIZj/jR4ieGiCoE7Pq9dITEYTqJSq3gu8tBvrqOjrULmaQfHEaqUqWgrPMrlpY4T8iC+2arTb3VptGerx1jpyvx5VWE58t+zqJpJElic9HN66v5NUs+m2mAiCoVgudLAb68kElOoTae3K247bzOyYPJSTSF32kmnhkd+IMuK+le8U+mVOXpkpfi+adBZ2PBzevPMKEuVurotWrsZj25Ug2dRjXgezgL1XoLi6GD2aC9r8qepDkah25XIlusYDPrKVZqA91+zAYtK0EnHSFxFs9wGJtMZkxDhOWi7xiWgw6cZgOxVGHk3L65jrLgtRHppeosJt3EIiO1SslS0IHJLBPPi0SWo0QaEvBiM8hXR7e82gzyZkKa0WTT4bQZMRs0aO5aDdZaFIo10rky3Y7EwVmMV08XyBeqHF3MT95ANsuPVKuYzTpKpTobmz4+zIgu38GoGP+8PVn3cTAhUpcZU3AxjPdnMf4Xz1exmXR0uxKdrkS326HdkWh1urRabZpt+f+Npvyv1mzR6HQ+K2WsUApanS4KhcDU0w3rdWo0GhVqpRKlQoEQ0JUkOt0urVaHRrONQpI9XxPZMhuLbtQqJSqVAoUQPXmEhCTJ0e9Wp0Oz1aXZalFrtKjWWjTbbdrdLh0BRmNvuxo1Oo0KtUopV9H3ZBZSV7o3qW+1u2yv+vjy+OHRxbuo6F23pWnRUKVCsL7gQq/VYNSpEUpBOj9e6z4Nw4b1sxDy23E5jBRKdS7D6QEbraDXyk0kRyReYGPZzelViniqOGBiD2A0avC5rZgNWiRJoliuE0sUBnSt3S5cXqVYDjm5Cmd4su7j7Qw/1Ex+vm5z9Uab95dxXj5b4MPHCO32fMd+fJpg71mI/Xefrm0yMfpuWVlxY9CrOT1J8L73XZ/PitVmGFvUBIy187tDsVi7N7jXGzRsbLsREqRSRexOIyaLntSUQiGVWoFOq0atVYECvvNL18gmS7hcZjxeK0qlAqEQvWdJgJCzVEi9Gi5JoitJdLvQ7XbpdLp0O/L/DUYtTq+Zs4PII+H8FuFbT0RdRj0rLgdXxRxv058GtI4k8bdSYZ6G3KQzFTLVwdl5sTFfykinVrHn9/ELVzfs+L28vu57+Shl3aZOrUKrkgcijUqJWqlEpZD7qCuFQKHoDTjAd7cWaLY6fP/0YQNDfy9nnVrFus/J68tPhOQ8kcGk01Du+55Jp+G4L1IkSRDwWMcS0eECqsPrBF9syW34hIBYenaF9iQksiWW/Q7qzTZLPjsfJ+iqJiGeLbO14KYayaAUgospxVTjkC3W2Fx0s+CzkciVebkdotRocBbL8OZmvsjLsKaqH1fx3H3x1aLfjttqJJEpEU0V6HQlDDYtJGB7xctRX2GMSqlgKejAbNFRajS5TGQ5SqZh6PQYdGqu4jLxPbiIyy0kxww45VqDcm38fa3UCJw2EzaTnq5WsBCyYTHpaHc6NJodqvUG5WqTcqXOtCx3rlRjd9VL6V2ElnJ+DdfxWRxfwEw8O3jv3em6xiFdqKDXqifqeVVKBdtLHr5/eINeo5qLuAJsr/h48/GWvV47z4dgye/gzVGYJ8vytZxXYrG54kHZUg40DXgIXuyEeH0cZmPJzXE4NfE6jyy3GUShU+JwmXCaDRi1GiRJolSuE0sVqE0pIuqPio6Lhhp1GlZDTpDk4qjjnu51M+Tm9CbFatCJRq3kaE75xyTD+n5o1EpWFl1otSoi8Ty38Ry3E6QKHqeFaLxAp9MlmS7hdprGRj8r1SbnQ5pdhQC/14rdakCjVlJvtEhlyuRzVXxuC7HsbJnWTSyP2268n+DPwpuTCKuLTtRqJVargUKxOrOV5vvDMHt7C+y/v2V93cP5qfx+kaOfHlKpIpdjbIzi8QKBgE0m3mPaus6jHQeoVZt87Fkr+QJWtp8ukkyVWN320e50abc6NJttmq0OzUabRqNFqyvRarSg91w7vBaEUsH5A4vS+qHRqlhdcnFznqKYKrG06eX65GEZvEf8+PAtJaISOz4vKrXgIJUkGRuN1N2lvw+zKex6PU+tnoGI10Umh1qpoDVh5i2AlyE/4XThPur4Nhzl+YKPd7efHphWp0ur06TE7OjKk4CHbLOG2aDFZNOy5nAQy5SI5qbP3HRqFWdxOdVhN+qxG/Uc3A4+ZB1JYtXr4P31p33bDnh4fTJ4bi6TWRSKQS9TAWOLkN5fxVjy29Fp1AOE9nNwFcuyveTBMEWIPw3HtylebgRpNNsDZO4OSoXAatJhMmjR6zRo1HKUSCDodLu0O130Zg2alpovLx9euKCYM4t9k8xz0ytqWvDZ8NhMssZvw0exWGdlwYnVaqDSaHKRyHCcysCMupWtZQ9ven6TzXYHtUY5cg1nodOVSGbL6DRqmbBqNFwejZ5HhUJgMWoxGXUYepE+lUpueNBFotORaLba/JK/a4O/8e5q7u13uxIBq2WAiK4uuMYWKfXD4zBxPYa8qVVKNhdcHPai9kt++1xE1KTXcNq7ly8iGexWA7k5nCAAnq75ODiVJy6Fal0+J3NqUzvtDu8Ow7zcDd1fy3mx6Lfz7lwmzLMs5AaW89k5vEmwseTG5zDz8To50ExDCPB4zLitJrQqJe12h2yhSixTvC8UuYuK3kVD3XYTIY+VSq3JRSRz31q2H7WG/C68M+qfh5DeGdanxzgfOOxGQj4bzXaHi5vU2Od/GAKI9BHUYqnOosWOVqMcW+U+jK4E0WRhJHthNmpZW3KRLFZIjJnQDyPot81NRG1mPVqNfB3ypRpqjQqHzYjZrEOnU6NSCjodiUajRblUJ5ur0Gi0OTiKsLHhRa1SsrrqRq+7i35Ol49Eo3lCIVlPOVydPmdfEgBcbjM+v5WjD1E8XisanZqjB0grKtUmN+E0e18s8+HtzYOlKzabAatRy/FBGK/fRrXSIJGQWN7ycXX8+eT2ET86fKuIqEoo+O5ikNtKgYPs9JdR/ws3V6+Rr9X4qZUQb69jtLtdmp0O224nJ/HRgXDb66Ld7PD2avBh6kpwGEvyNOjlMPKw2dYXy0HeRKJs+918FYux63Dz/bA8IG0vujAqNRyFk9THeHeue50c3iYIOay0Oh0ukuNT2/12QRqVksvY6LFlSrLd04fLT/u/6LWPjdS0Ol0anS5eo5YFrw21UoGqlwZUKmRDbYVCjvTSl16UJPn8d7oSna5spdRqd6m129g0BvxOM0qFYmA9SoVAIXrrFAIh5Fm5uPsZAIHPaUarVtHudKg321RqTUpVORKYKdfIlMfr0laCTt5/lI95Z9FLs93mbIxmcRJmVSmPw22qwG2qwEbIhd6i5zSZoVZoQ3p+aYLPaeLgfPBlehnN8morxJsHVs+/2Ary4TxGs5f6WwvauR3y6Ot2JYqlOsUptikOmxHRlTDYdCz5HQgJbm8zU5cBODmNY7XqKPS0x1rDbHnMsB0QyFGxtaBzwMLqw2WCZxv+e6I4CRtLHt58lLMR5arsEjEPETUbtUT6SEk0WeDFVpB3c1Rjb654OLmUSdj7wwg7mz4+XMw3QCqVgq7iU4Hj0VWSpYCd6xnuFXqNilYvPa9RKvnqPMLesp8PV/H7e1mSIJErkxiyc1JrFIQcFuwmPSqFAqtWS7nckN8TidxEr9Y7DBfwzCKksmG9icueg4EQsBRyYrPoyeQr3ERzZB6Y5l9bcnM+ZFx/E8mxu/XwKHg/DAYNr48itBUSm6seatUmt1Ns2KpTorv92Fr1kEwUOTpL8KLnFtJqdUikiiRSkwMVZosem1WPzW2CRodmvcXJcXxu+VI4nGNh0YnUlaj0FZbNExGVCaiNow8R0imZlHcl2H97zeaWn5MHkMCuBG8/hFled1PP1+57yc+CP2ijXWlyc9m71r0AVK3aJBYvsLzt5+oz9MaP+NHiW0VEtWolvxifb/AdbqMpCfiFZJjtgItivk6yXMEy1GEpYDXjNhjZv538ALW7Xc5SabZ8Lo7js1PEKoWC50t+vryVByxdL8WbbdXQqVTU2205HQsY9WpeLgUolOpcJD6RFa1KxabfRSxXpDRF13adzd///HTBy7tJGqYhFx6n2TCWiJr0GlwOI+VWm3iu9KBih3F4uRnk9cktJp2WTPFhDgQAT5a9HO7H8dpN3E6xRxkHk0UHvcv14UYmMJshNwI4Ds+20qlPSSGPg0qpYGfZS7lc5+wmxaUijV7x8MfNaTMRz44O/PsXMUJeK+ExKfphGHRqVkOukS4+ZocRHtjz2WTQYtCqOT1LElh1st+7x4SApRUnDrOBYqHG1W1mRO7RaLZ57vPx5XkEv8fCx8vZk7lhz1+tRsWK38HR5Wh07SaRw2rWUZhAiK0mHUdDBPDjZYLnW4GRFp3DWPZ/OtY7nIfTmIxayjMqw/sjPJIkcXmZZCXg4HIO54e9rSBfDWU1bAYd1zOW21j28O5cHoDviOf7qxgvVv3sn8enttlstbsDkf0v1oK0W+25rNuEgOKEos5xhFT0DOuvbzPsbPpRKgQ3sRyXEzpdzYtJRWgHx1FePA3x9sPD9e4KhcBg0hHLldlYc3N8nUQhYO9JkNtIbqyLwsVtGoNeM7F5hVql5Om6j3cfwvdp+MIDHCRK5ToOh5H9owg2rZZ4rIBarWRtxYXRoKVUrHF7k5mqO729ybC05ERKSPfdmMSUDJDTZcIfsA8Q0Dt0Oh2Q5F7yLrd55PPx+HQvXt1kMOg1PNkL8XFG9fz6hpfYdZpqX/en/gxFvdokFsuzsu3n8pGMfqPxrbJvqnSafC80XyeEzoQX7VEuTUXd4lnQS7VHLsxaDd9dDJLOV6aS0Ds02h1u8wXWPNM7kJh1Gjb8rnsSCtz7EEZLZXYXB62JKs0WX4ajnBayLPhtfLEWxKLXolUruUxmp5JQkKOdi24bCiFIjSEvd/gYTmHvs1Aap8HbXHCj06lJF6scXMbZWHSjnDc/PQZLPjvvziI0Wh1CHtuDl7cadcQzRRqtNl1JelDrSKtJd08++3ESTnEcTrEWcLKzNN1AvzSnzY/FqOPVRhCrXsP+afS+MKvTlVgKzNfH+w6bS24OJ0TOWu0OSrVyZv/1Jb8di1E30Av7Dh/CCawzenP3Q61W4nNbiMTyALj6WuJKElxFsrw+CnMWy6C3atl5GmR3J4Ctzwbo6iqDRqXE7bLM1XO8f/Kj06hY9tk5npDiLZTrLPgnW+asBJ1j7/Wz2zQO2+S2rE/X/CMkFGRf0rXF6f3gN5c9I16ljWaHQq6KZ0Y/88WAnbfno9v9cJnAY5u87PPN4D0JBaj0+R+/vYixt+Z/UN9yqStxGc0QdE9uk3oHs0E3UzJyEclwdJVkNejEZzejEIJGq8PhaYz3x9GJ/eTnhUqp4GKKP+z+xwhbq/O1p+zHs50Q57d3QQNZqtCV4N1JhFq7yYud0L3f6x3anS6rEzopBTxW/C4L7w7DA1rQcDI/tRlGPxYXHKRzZSrVJjarfA+3Wh3OzlO82w9zcZ1BoVGxseVn78Uiy8uusYVI19cZ3D4rer0cKBkXEXU4Tew+X6BQqHHw/nYsuW32NMflUh2DQTPWe3gEQ9uq1pocnMbZebmIbkJR8e5ukKuj2AAJBXmi1496tUk0mmNle3yHs0d8M/CtIqIAv5C55XsLwZkGF+0pb8NCs8GbfByjQc0vWQ6h6ir46mK6mfwwqs0WyXKFJadt7OcBuwWLSceHxOCg2ejrzvRlNMryhOWvcnm+H4mgNChJVio8Xfbxaj3Ik5AHp3nyoOm2GNld8A5Uhw+j0+2y0jOsVisVA5EZlVLBq80gJ5EUqULlvoPRwVWC3dXpvb4nQSHkFP7dZPX9eZRF73SPvWEseG33djDhVIEnK/O1jgRYWXRNjeaeRzN8uE6w7LWzO8F8PVuanhoMua28XA/QqDd5cxwmO2YwfYiPoULI1bTTcBXL8nyK6f+LrSDRMZX8d2i2uyxPMase2B+FkEnV5afocXJKSrJUabB/GuXdWYxsvU5o2cnzvQUcTiMv1gJ8nNMKrNCTWui1ahY8tplG8PtnMZ6MIRkOq4EP5+OjIpVaE49jvEG4xai7dzyYtL2AZzJBG87M3CFfrKGWFJgnVKKrVAo6Qhqrl+t0uoRc47cZ8lhHigGHOym9uYjyYn3+1oblSoNqvUVXkjDO0HjP259drVJg1GpI5cocXsRZXHDwYjfEyqJzYke6ebG54pkape52JaLx/EinrGlYDDkGJiO1oYlprdHmzXEYvUnD3nbg3sEAGNuSdm87SDZT4jYyGhVvtTr4/bNJ/0LIQTZfuT9WzQTS1mi0OTlL8G4/zOVtFq1Ry+Z2gL3niywsOu+J6dVVGl/QjlarRvTttMNp5NnzBYrFGgfvbmlPSfvX+mQZN1dptp9M7rB3jwnz0f2jKGavmYWlT0ReILH3LMTh6+uxz8YwEQWo11oyGX3ySEa/qfhWpebv8AvpW74IBTmIJml1xz8UkwaAO/hMJlraLlJX0FR1WQk4sOh0qISCVrtDoVInUShSn/LQleoN1AoFAZuZaP7TYP8k4CZcLFAsjUbRCo1PaZeOJCG0ckX9pOiQRafldIyO1WTU4LeZMeu0KISgVm+RLJSpNJu067NT6LGeOf+q38nJjTy4B11WVGoFX519iuD2F0e8vYjxaiPEm5OHpbWebwQGvDsl5rfPAni+HuDd2WBk6O1phGerPg5maO0UCsFNOj/Xdq56qceQ24rDbODgMnZPnmvNNia9ZsAAXQjYXvRAV+LoOjmVsIAcsZ4XexuBmfYwIKfoF3y2AZ2aUadhJegYScWPw2kqi1qlnNkH/Nl2kPcHg9c9Hi+ysOKcWLV8B0mC62iW62gWhVLwym/CF7Bi1Mk2U5Ik0Wi0KVdlP9RaHwFPZEuY9Fp8DhNnc5r5J3JlDDr1gD5vwWvj3ZTz8fEywd5WgP2hFP2i3z5Vd9rpdDGbdTDGkmtz2c3J1WTiHEsWWFt2U2+2R87/7mZgpNCwH8dXSSwGLcW+aKdOo0ISgsaQzrxUbWA2ayn1Vdq/Po/wxUaI16ezn+Vkr2FBLF3kyYqXo8vExGLuWUQVZMlPwGnh4DTKy40gXQnO+zqNmYxalgIOVApBNFEgPSW7Mw6KOWbL5UoDq1mPTquaOeHTqJW0pO5AoCIczY99b2cLVbKFKotBO3qVmpOrJJeRLEqlQr5XjFoWfXb2Z3SMstmMhMOTn6tQ0E6uWB1oGDDcsW8SqtUmx6ef3psmk46FkB21Wkk2Uya05ESlUmB3GAn1esX3W0RNw/AEYP/dDU+fhTg8+LzOVvFkEZVKwe6rJU4Owqyvetj/6mri9ydJ+eu1FpFwjtWdABdzdl16xI8O30oiCvBVJsKu18N1ukBljH6vPaW45FXAz1EhiYSFX0xFeWJzcZwYHeSEALfDiMtkxKBWo0BOY2eKVZKlMpIE2WoNj9mE22wkVarcFyVNkgYkSoMv1bNMlu8tB/lqQiW3STs+wlBuNDlNDBJUlVLBqslBtdvg1UaQdrtLqlAmniuN+J1GMkU2Q857f8yXm0EOr+M0hoj3cMeb12cRvtgKze0pajfrObkdHYyPbpI8WfbOjIx5HWZOxywPMnF024ykphQybK962b99WGFZOFUgnCrgc5jx2c3sX8bodCUcZgOVWhOdRsWTRQ+pXJmjOXSOd7hJ5DAZNBO7sdzBoFPP7bXaancQSoFCKeh2JJYDDmqN1kiB0yTky3Vebfk4OJw8ULx4ujCxy43LaphJRO8ghGD7iZ9f+HDDxoqH/Qnm6GabDqfFgEmnRa9RY1QoiaWLU62c+pEpVHixGeTdkXxMHoeJwzm6GZ3fpnHaDPfV90/XZhc/gdyHfnvVw/GQL+s8BW7nVym5gOYydv+MLgUd91Xyk1BrtHi5EuKrPiK5tewdm8oHuWFFacjy6avzMN/ZDI1oUPthM+kppz9NoD5eJnjZs3UbB61meirWaTVg0Kg57UW2x6WAy9XGwPXy+6x4nWYa9RZX4Sz1KfeAQa/mdIx+eBwivUYDH05jU12Strf8vD0afD4qtSahkG1iodKd5v7JupdisU7AZQEgmynz4WQOveKU0xgM2MiXapSGrMNKc7agHka50uBjX2GR220iELSTTpXnJqAACCiNyQSdncQJBu1EHqhHv0O73eXsOs3ed1f46q8dTf3usC69H416i/Bt9htNRv/eX2WUMtm/vVqMSfjqfeNnJUn6+76Wlf9t4ltLRAEO8klW7Q50peZI//j2mEipSaNhw+3ky5T8Uqk1W3SQSFHFrNVQagwSBAlIlisky6NER6tX4rOYsel0aJUqtAolqx0Hv3A1+cF1GPWkWqMP6kEqgcdsJDkm/atVzqeF9FiMWPQ6fvEizIbDwYc+Ymsyagg5rJi0GlqtDvFciVShgsGopVFrs7Pi5fXZKBFRKsTY/upfnc5PRkMeG/sX41+8pWodpUJMHLAVQmA2aElM8OwrVRt4Q2YyhcrEmXBzzijBOMSzJeLZEm6rkQW3DUVX4LEaOb1N8fbk4TP8riSx6HfwYQZJ3F72Pqh5wHU8xxdbIaSOxP5Z7EESE4BMfXJxxN6T4NRWi6n4nP6yAp7uBnjbi2yrp+iNS9XG/aD6Yj1AodPlLJJBAF6nCZfNhFatot5sk8lXxt4f704jbCy5Ob1O4XOaSc5htVOpNVnwyTZQVpOO8BzFOf373G/ndGegPg8OjqO82F3gzXEYlUpBW+rOZWFzEU6jUSlotrs83whMJKEAZv34Ce2XZ2G+sxnkqwn3s8dmGiCiAG+Ow+yu+TkYI3VQTXlfLXis1Gotwn3kTZojCx9LFYn1KsdVSgXrqx5Mei3ZXJnbWG5gkr225OHgAX3lP5zEePE0xJsJxUuba56JkXSn1Ti1Yh5k4q5SKtj8Yo3L8xTZOb1uJxUsBfw2+fkY41/70MjxOGw/8ZNKFcmXaqRyJfZeLvJhPzyXyb7JrBu7X41Gm3a7g16vGZE0wPh0ej/sNgNGnYbvf/+Cve+tcvj9i4nfnbWuRr3F7U2GtZ3A3P3of5TIZDt8/2cXv5Z1K/2n8+mwfgz41mlEh3FRyqLUCxYsg5qaYY3otsuFwaDiqx4J1SlVnKTkiGKiVmElOF5QPgmNdofrbJ530Tjfvw1TbDdoStNnMi7T+B7l1VYbt3188cE8aqndkJdaq81ZL0JqNQ0WoJTrTY6iKb68jPAuHCdRqWC26NDqVBQbdQ6vx0f1gi4rzQnShK9OI7ycok8EOW09iYSCHHl8tjZZt/NiI3jfmnMSzsLpiTrJoMc6V0X8JCgVCtaDLha8drL1GqhkfVn1Mzry3EEzI2Lkc5rZn6BlnIS1kAutXkW50eTZZoDNJTca1fzFXNfJPGsr7pG/P1n3cThjUI/Hiyz4Zut9956F7kkowPFlArd1/PNwv8yan7enUQ6v4jgseiTk5gYHF3G+Og5zeBknniuh16tZW3DxYivIi80gq0EnWrWKYrUue2k+oLf7US9Fv+CzT6y+H4dIsnDfwx6Yq+NaP94d3PJiM8DuZmDs5G8cCuU6T5f9BN1Wjmc8J+opBPHLswhfTHiGTNrxqfbzcJoFr23k75PS4hsLLnL56ogN0yziMIx2p8vpdYo3R2GuE3ksVgO72wF2twPYLHoac9ol9ePdB7l95zBMRi2pQnXitbzzWp0Gh83A4oKTaLbEZTbPwpqT3Weh+6KgSQgnC6iGes77fbJ/a2FCMVep0sBiGbU7mwdOp4ntJ36OjmNkshWkrkSz2eHt/i0uv5WVNc/MdZhMk/XBiXiB5ZWH8yCP24xGoSAS7jX0+Bhh7elk3Wl3DnPlZqPNzU2Gtafz66R/VJCA7tf03zcZ3+qI6B3itRJWtY5Np5OTjEzGWr0bUqVQ8Cro5/uJMN2+BMymw8lB5BNJ+Sod5XtLQd5cP3yWZNCoieWKpMtVNr1OThLjrUem6afeJxK8GjLLB9lKZRJUCgUvlvwjBu2dWe04gEqjSbJQxmI3wAQLIIfZMHXG/+YsMla/CbKPaaE6u/r1OpEbm3K9q7KfB29Po2wsuEdS+C6XmZvCw9q8eWwmgm4rjU6Hy1SW4+SnAd4U0nB4HifgsuA0GTiYQrInIT3G4qUfTqtxpPvQJCx4bRiNWj5eJ6i2W9gN+ntdoUatZHPBjVGrIVescRPLTa1SVw55eq4uuri4TM1lmu+2Gqem5/f2Qrw+HbpHuxJLLhupwnhZRcBl4bSnXW62Oyws+8hOiFpV662RCYtAbkkZclswGTT3/rYSdx6ad563fb/3/n9nt/N8O4hCCJrtDpVKg3ShMrUI5s7Oye+y3KeeJ8Fm1mO3GjAaNKhVcjtWpVAgKQWbSx6USrnFoUJ88tW9OzJ53+V2phqlAp1OTS07/T5vjfEn7seXZxG+2AiOXCcxIdVQa7RotgZb78J4Yvlszc/xRWKsDvmh0fth5Es18qUqW6s+vF4LrXqbnS0/GpVS1s2nSzN9YiUJbsJZ/B4rsT6t7+Kic6o0IzHDmmhrVS4aPbtN43PKhVF3haF6rZrdjRClfI3rm9HxotXqEPLZuO0RMJ/XSq3ZnOko4HKZKRbnn0ApFILdZyFOTuNkjj9FVPsLkqKxPAKJ3RcL3FykKE1Yv35GodrHwwh7Lxbv24zeYdJbKRS0UynWyOc+Xb9uVyKWKeP0WcjER+/5eec1zUabm+s067tBzj5Tv/qIHx5+IogoQKFVp9Ft89zr4yCZoAsEzGYMejW/kBhNLerH9L4+KCUIWM1ECw/zuHzq8/DllXwz1zudienmWdWg1+UCZp1mwKap2hgffXObjdgMurFdglJjpATDeLEc4KszeWDfWfaMtcSZJfqXELy/ivN01TdiM7S75p9abHGHXKnGq83BNL9GraTT6c5tIt+VJLKl6sCgaNCqOQrP1orpNWpW/A60WhXRvNzlKlaZkOLq7U40XSSaLrIadKJWKu6LvebBbTKH1aQb2xpyc8k90kZxHDx2E163hf3zKN00PFv1s38Rw7P+KcLYbHU47tsvs0nLkteOWqkknikSTw/e4x9uEgTdFhKpIgGvlXS6PDEaPozklPT8872FAR1jPy5u02O7m2nVKpRCMdB+8uNNErNRO1CcMQ2bPQ1vrd4kNqc5NsiWOm8+htlZ9Y1tGGAwaHBajZiNWjRq+fXZbLYplutkChW2lj1UKk1MBi1OmwGTUXvvhVrvfS+bq/QI1CCpeLoTJJOsEC+UJnZ8G4bfbaGFxNaCm+MJWmqAwhzn7avzCK/Wg7zpmwBWpuiZE9kS20seTm6S99KY4RTuy40g747DEwnCrCK5aTAbtawtuoglixz35C5um4mL20FiZ7Pq8bos6HVq2u0uuXyFeKo44DlZrTWxWvQY9GqqtRZPtwPsz9AHJzMlHE4D2SGiq1AI9raDvDmJ3B93KldGpVTcE+9ao8XbHulfWLHjNhs5P08NmMpbbQZuw1m8HguNVotcfvbE3mCcz7UAYHnZRbvT4f0Y6U29PixTE+wfhDGbdTzdC3E4xuNTq51NJw7e37Ky6uby4tO9Om6UWV1xk4jmqY65b0ulOtYFB5p8jeZQBHyaRnQYzUab66s0G89Ccy/z9UOau+jsJwk/MUQUoN5p864Y46cCC3TaEof5OOH8+EhAJD86OFXbbbRWNaqSYqr9Uz+WHTbe3HyKCF5n83x3MXhPTPvRmrHOTLXGdwMBXl9+Wl9uTFTxadBLOFcYKVa6QyRXwKxVU5kg6l/3OXlz/ulFkmvW0KgVNFuD+zePn1+3K3F8m2J70cNRzzYm4JJJ0rw4vIzhtBjI9KKFuys+Xj9Qg5kuVNhd+USIN1Y9vL4Y3QchYNFjx2k1yv3m4xn2o/MVHA2/4i56BUVPlr3U6k2u5yjakSS59efh2SDhVIjxfq79sJp0rASd7F/GiBc/keVcz+LoMp6b6MBQqjY46CO5bqeRgMuK1JUIx/PkSjU8fiutVodWozNW6zUJ8XiBhRXHSPR871loIgkFObX8bCvA28vBAf/JomcgjQ+ynntnI8jbGdXGCgEvNkO8O47QlSRywHLAwfUc5vFajUq2zWq2Ob5OYjJoKQ8VgFRrzYnm5AAqhRKdRkW52hhZdhr8HguHF3JR3Msn089bP+wWAwc3CVKFMi83ghxdJ8b2j0/NGWV/cxHhxfonLe8s3eHRdXKgeOmuYl8g8WIjxNuj6ccxXOE/D5aCDqwmHccXiRFjeq1mdEjLF2sj7zKtRknAY8NillPZxVKdeLLA8oKLVK40V7MBgIDbOkBE7VYDDruJ18ejGQC/y0pkjOziNp7nNp5Ho1ay8yxIo9rk/DyFUAq8HgvNTmdubalCNVttZzRqWF33cngYntiitlIZf4+XSnX2P0RY2/RSLzeIRT8dj2oOOVC3K5HPlbFa9RTue9wP7sPWpo/r8ySNKW4G4dssO89CHP/gcnD9D5R6NBttLi+SvPylaw9a7hE/XHzrNaLD2HK4KCirJJolqu3xN3LIbCFaGv+CPSlkeLEyn9+YADQK5Ujk7iCWxG0e1b+VW7O1hV9Gomx6ZS2NUgiyfS0rlQrBd1dCHEYSFKqTiYIkMdE03qBRU6k3Bop7YrkSTzcGj1mtUnCbys/cX5BbgV4mc6z1dLZmg27uiA4gm9z39GbbS54Hk9A7HFzG79vjJYqfosI2k57nawGerfsxW/VcZHP84DLMUTQ194QDmJhD+niT5DqZ49m6H+8EP8p+jDN53tsMTuwWpdeqebkdotHt8PosMnBud1d9hHuDW75cY3lO0/xUvsK7syjvL2JkqzVCfisqg5qNFfeIwfQ8cFsHNc57u6GxBXDDKA8ZUj9fC4yQ0Dsch1NTbb9cViNrQRdvjsIDA5Ldqp+4TD+2lj33hTSVWpONpVHd7PTlvbz9GOYinJlLN9sPh8v8qQPScYQV/3zX8Y54SRK8OY1gNurYXBjd71qzjWOK//AdJODtRZS9VT8Wg24kajsOb47DPFuX3x+1ehO1SsHuqn8mCQWmVsD3Q61S8GwrwErQwXU4w/ujCI0xhHsuA3XkpgKX4QzvPkZ49zHCZThDvdVGq1WxsxVgfdnF5ooH84wIY7/2dmvFQxtposuHdYZ+s9nq8P4synE0jXvBis6ixWDWkp2zVz3IE7Zp2HkaRK1Rsb9/O5GEApRmyBnOL5IksnIxk6Z3D44zyh+HXLaK220e+/3dnSDnx/GpJPQOHz5E2P2p1YG/TTumcfCF7GzsBMlnH9ZC9uuCrBGVvpZ/32T8xBDRTbuTZ243R6UEH/NJfNbJnUeCRsvUdf1iKsK2b/Yg9GohwGlyNCpZa7Xw2UYJSaoye1YrCShLLdRKBU6j4X5AdZkMrHmc/OByvkjJpBZ320E38TG9ot/dxO4tRkAuVHqIfqvebJPIl/kVz5bJV2q4bEbsJj0mvQadRjVTlvD+LMrmgptk7uGtP/txeBXnu08XMOo0vNoMsRCwk23UeH0T5e11jNyE9oN/u5AQvL+IkypWeLkZHOhcNYxkfvD8G/UaLsf0vVerlLzYCqLWqfjqNEx1zKA9nKq2mj+vWCFTrJJJyr65qXwZs1XPxoaX588W2Nny43FPJ9jJPp3x7k6ANxfzTSYuIxlWfTLpCrmtHN9MllOUa002J3TEebrio9lqj/UavY7nZnLrvY0A74eiWHdR0Xmw6LMTjmTpdLpy1LTenNqtqR++XjT0Dp2uRLvRQT1Hd51hm7hkrsxpOMXLjeBIlx+XZb79kYCD6zh7y16Mes1cvpwn1ymW/Ha63S4rPsdctlcwuxe722Hi5U4QvVbN/lFkZuvP4Zaw8yLot7G94SORK/HzPzijWm9xcpWkVG3gcpjY2fDxcifEkzUvduun85gv1FAoBC92Fji+TVOYkknQquf3TrYa9bw7jVLvdlhYcfL8+QJez/RxCyZnsTweMxubXj58jJCfQTK1WhW12uwJQrvd5e3+LVaXkfUt34OikWenCZ7tDabEn++G+LB/O5djxB32P0RY7ys6mjc1v7zuZetpkPhNjg9fXdNpf7OJ2k86vvWp+VWrHbNOw/vs4IvvQzGGQa2+b+PZj9qM2VYXiYRUxqLTUqyPT69Z9br7KvVxeB+J8yzo5SAip30NGjW52nwk6LZQ4KcWg5QqddK5CjtBD9FckZM5etvfob+D0x12F328GZOuBjmqabRq7/ux2016rpmdajbqNaz6HSiVCq5TORpdiUy5Or7ISiFQKRWolQpUSiUqpQKVUoFSqUCpUOBxW2gqJXRmrTwz7BVldHuFJd1u/+/y/z991qUr9dwSDCoUokVHIVFttn5oc0FpjjV1uhKvz6LoNSpebYU4uk6MDLbhVAGHRX8/aGwuegaaBCiEYHfdTyxXmhpVfLriG9GUJvLTU6njoNOoWDRbuLhIUXWaUCigWK6P6FhNFh0BjxWDXrYBy2RKJNIlkCAek9PzZpue/ev4g6rGrVotOo0KIckTmmk4j2fRaJQ0m/L9rVIq2Fvz82aKWX22UGVr0T2xK1PAY+VkjJ9tpdbk5XaIt2O0ov1wWg1UK82B65zJV1j026nVW9RmkC2ny0wkPzgBiyQLc6Xoi2MyI3fRUZ/DjMWg46TnHDHLbN6gVbPscWDQqMiWatQbHaplOYuj16jQa9XotGo0GhUatRK1Stl7dgVCCAw6NVKrSziRn2rL1o/KWAcKia1VHwrg+CJBag7rrTuo5myNeQePy4zHbebwJEY4kef5kxDRZJFksoTDKus/07ky6aHJu82ix+syY9RrsLsW+PLjbL/NWU1W7vBqM8T7D7K0ZD3oZP8gzDWyVCC0aMdtN5FOl8f6cqYyJdRqJa2evlulUvB0N8jHo9h9Y4JZsFj0pMvzO4MkkkUMRg0us5ndZyEUSgVSV6LV6lCrNSkVa+Tz1ZFo5bu3N2xtB6g1mjzfDfH+7c3c27xDtysRSRdx+6yk4oWpVfNCCDZ2AjTrLa6OZ2vxf1z4ple4fx341hLRJYsNp0HHm3QUxkzwyu0W3/P4+X5kcIDSKVWcpGcTumStyquAn/0JnXvWnQ5e30zXQaYqFXQqJfV2B4/ZRKk0vy/hV/EYv9y/gHVFz5dzRkH7MVxwZTfqiaSnez4eRVO82PSzfxKbmIYWApa8dhxWI4VqjctYlvfX8jlSKgQHlzGerfonptfbnbsOJaOEw2TWotOquIxnJvqCzkLAaeFvnF6xt+jjq55ON+S24rOaKdcbXMQyD5INDOAB+1RrtvnqNILVqOPlooeDi/hAYUbIayNfrOFzmgeq73dWvBTrDd5OmDD0Y5yNVDhVIOA0T2zrOQyNWsmqw87ZqUzEUpkyT9f9Y023y5UGJ0Nm4SaTDr/XilGvwewwkKxV2F72gtQ7XX3V6P2/c/c3CRqNFq82g3y8SiLE9MrXfLnGF+sB3n6I4Hea0arVU0noHSb1rNZqVCiYTIBPrpMYhzpq9UOvU2PUarmNjT7bN7EcWyteTq+TE1OGw9HQfrw/jrAScHAZn6xXnOawEM+WSORKvNwI8uEqjnKoLESrVrLqc2LQqimU6lwlcnzss3LTuT+RunqzLZ+jCan65+sBYpk8VrOecCyPWqUk5LVgs+hRKBRU6k3i6eJIg4xOp4tRI3vCjis+eijm7dFutxlYCNo5PInd+9BaTDqOeu/7QqnG+rKbQqk2llDfFZvpNCoaosvLLfn+nSY1KNema4a1GiVbIe+ADvr4JnXv4gAQjuUJx/IA+IJyr/pcrspNr/K+05Xwuy3EonnW1txU6y3evX+AKT2ybdW8IQ+TScvKspvD/VvSyRKdTnegzecdFAqB1WbAYtHLPeg1KhQK2RHC6TZxeZZEq1XNlZIfRrncwBqyoy3UaI05/yqVks3dILlUiZMxRVbfJEhIE5vh/CTjW0dEgyYLPpORN5koNzVpqtFmvDlakDRs2zQNr9MxfmopyOshS6dNj3MmCQWIF8t8bynEDy7DWAxamIMbWPU6llw2NBolKrWSeq7Fi2U/sWyJRHH+aFe6VMFj0ZPpRd2CDguHN7OLcq6zeUx6zUCvdLNBy7LfgUIIblI5Lnv/hhFy27iJ5Xh/HmPBbeU2NafZeQ/RbJFCtc7LtcHK3YfA4zRzUymSLFVQKeSis3C2QDgr74tBo2bL60GtUHCbLpAufr3aoEKlzuuzKB6bCb/DzMF5jK4koewVFTh6dk1rIRco4GCOawTwZMk7QBr64XNZ5iKiKqWCLbeT46HoQH1MFmESytUGp5dJ/F4rqUqVq0wOaS7320/Y3fRTabTIVmsoVQKbUYfFoMOg06BVKVEoFHS7Eu12h1qjRbHeZG/Nz3k4TbU+H+E+C6dRqxQjkfrtJQ/vpmiSK7Umr7ZDYyvoFQrBktc+0lGpH8eXCZ5vf+ryNAyXezQaeodOV6LT6o51FgA5EpuaYZHWHx3VadVsh9yYdFoKlTpX8SxH1+P33aBVczlHS1WjXsOa38n+UYSdNR/vTyKsL7o4u0lzE8vddxjq32ePU96XdqdDrljFrtOhUirHFh89FLN0iiajlvUVNx/O4rwb8shdXXIPbP/sKiWb3U+JiFsseuKFMm+PIjhtBtYXXBxM8K1NjpFE3cFtM2FUqzkYajFbq7d4uRHg/ZgivXiySDwpj3Eur5mQz0apVMemVuN0Gqd2S5sGnXY+CcHTp0EiN1kOekS3XKrL9kxjIpvdrkQhX6UwVHS1ueVDoVKQLdepdbpYnSbZwN6gQaVSInW7NOotSsU62UyZ5oQJYyScY+dpgJPX1/d/0xs0rD8JEL5M8+Gr67HLPeKbgW8VETVptCQaRaKN/Fzfv6nm2XH5+JD+RDz1yvl1OgDvSwmCNst9lb1KobhPC86D17dRFuxWNKrxp9pjNhJ0WBBKQaJS5rZQIJuSB5c1m4NCrkahJkcR3C4DIYsVFQoyxQq3mcJUXY7PYSVTrPFqNcCbOavYc5UaX6wEKWdrfLEVIl+pcRHP8P5qtubLaTZwE8vR7nTRqFUTK7jHwWMzEe/ZJr05j/BqjKfhLFgMOg5iMqmK5Up8ZzXIV+eD66g2W+z3ebUueK14zSbKtSZnsczU9NlDzbf7kcyXSebLLHhsWPQaErkSW0seStU626tePkwglZMwrdq4PIfhvlIheBpw8/HD6HU9v06zHHJwHZ6vctio19BRQjiaY2PNzckMc/V+OKx6LpLZ++KeTlciW6qRnVIk82ItQLveYW3RhdSVOwzN0hpWak2ervgGulrtbQSmktA7TIqKPlsL8H4CwezHu6MIL3dGu/d43eax3Yn6EU7kJ6boXXbTTCJ6B4fFQKFUQ61QTm3peYdVn4Pj7PSo5HrQSblU5+BEfrdoNSokSdZ99lsV9eOuF/sd3HYjGouKcrnJk3UfrXaHRKpI+gEFOv0Y1zIUQKdVsb3h4/gyObaLklql5DoyKrV69yHM1qqH4wltQ40GDfTm25l8lUy+yvayh0KlTiw9GAgpVRrYzLqRRgmbi26SiRI3qfFENTnHZDmdLZPOltFp1Sw8W6SUr+P1WEgkH+ajDKCaUfDl81kxGbV82B89jxfnSQwGDdUZbYzl7Sgo5GtodBqWQg6OzxIUirWJhv0CCavLhN1qwHBPVCXqvfT/6VmCp99bIXwQZXHVzcXHKPvfvxy7rm8yvumFRV8HvlVEtNxq8D2HA5Nax1E2SWmOKnSNbjBVMyn6MAm1dhuVVYmqKEfXXoYCfHk1/6y93e1i1GvudR8huxWP1UhXSIRLRWLlMrHE6AsoYDZzkc3xPX+Q173Cj1SlOlDwZLZoWLLZMKg0lKp1rlI5mn3pX61Ghd9u5uOEAhCHSY/LYsSo1yAUgkanQ6FaQ2gEJoeeL2do40aOtW/gOY9mHkQmPY5PRBRkMvp81c+7B5jGr4ecfP/m0/ZO4xlMOs1UYnabLnDbkyyYdBpWvQ6UQnYMyJSGNB8PLya/h1qpwGrSo1IIJGAt4EQpwc/vJ+nOz9sAOYo3KZIFcBZJjRiN90MhBM8WfHyYYuRsmrfoSUBwycHH854W+gEFGQhwus0c3SQ5u02hVatm2vlsLbjZv4zxYsnP215KXqVUsLniwaBVE47nSefHD9yi71UwSRc6DuUxUdFX2yHezLCS6sfbj2Ge3cleenB7LEQLs7Mck1L0hhndeQDcNiMeu5mDqzg6jYpOt8vO0uyJj0ZMJiMKIXc92z+KDKSt74pMoj1967RI4h1CHjtvPoR5uRMaSEnbbQb8bitatZJytUk4npuptYVRwwe1SsHOVoDLcGZiG0+A7TUf+yejk3VJgkSfXnQY+jHRw+OrJCqlgldbIT5cxgdkHy67aYCIvtwIcnAcm1qgE0kU2Fx2cz5Hy9jNFQ+FcgMhIJEpsbrmQa/XcHY6XyU6TPaPVquV7DwJ8OEwQqLPtqkf06Kiw9h5KutCvQErx0cx9l4s8m4Mub2DhCBfqJEvTCaq5VaH5XUPsdscldL89mmP+PHiW0VEAT7m5YdRo1Dy0uOn25U4zCZoT9Bg7efiuA0mUtUKQZOF6Jx+ev04K2T5JcshbpJ5DiPjowQqhQKLTotJp8GgVqNVq1ApFSiEAgkJk1GD1a7jupbnupafuc2QxUqsUCbTmFzhWGo2OUh+IiRqrYI1vxO7Vket0aYldXCZjJi0Gkx6LQqloNXpUqjVSZTKpJo1UunBhzpgM/PuKk6j1eZ7Y6I40xAZsnv6eJ3AbTOSmkAM+jFsuyJJssn6Vsg9V5tOtVLBeWZwoC5U63xnNcRX5/MdQ7nR5P3Np+u77LPjMhsoVhpcxDMDGlEFYDbqsOi1GLQatBolKoUCIYQs1G93qDdaVOpNipU61XqLbKNMFrAadTRqLQw6DUteB2ajloPL2Ny62Fl9n7sSrAScvB9jgyQEvFj2czBDK3V0FsduM5Cb4V+4t7vAmz6bntPLFLqe5m8Wnm8Hed2LWDdbHZ4suSe2mwUIuaxE0gU6XWlAzt/udDm6/fQcLIfsOM1GMrkKN33eric3KTl62+lO1YWOw2lv2Uqtyd564EEkFOT7+egiyfqSm7PrFB7X7GjoHe5S9MNRxml3wV0R1+F1gmSve1W92cZm1HEWTg/4/o5DPDZeVuO2yY00xqXQ+yvGD05jBNxWolPkOTqNirMeuXrzIcyLJ8H7dHmuUCPXRzgEEPLZcdgNCCCbrxJN5CcWRCkUsLsVJJLMzyw2k/d9cmR5ml5UpR4/hLY7Xd4chXHbjKwtuDjsReKNetmFQaNSsrPk5d2H+Sbq2jkmHU82fOx/iPBiJ8jhSZRg0MH5pXx+DQYNu5t+SsUa19fTZ77jWpdubngp5KtzEcyLswQGo3asGf0dHE4Txx9jA9t7//aG3b2Fz5YUSAh0SgWJ2zTpRJ6t5yHqlSbXZ7Mbm3xTIDFfZ8SfNMxNRIUQSuBLICJJ0j809NlvAP4d5HdjG/iXJUn6G0KILeC/7vvqKvB7JUn6Q0KIfwf4Db1lksDPSJI0twt6s9uRC5UAm0bHps1NrlbjtDCYXunQZc1pJ1WtEDJZiM0waB6FhN9spqZs8WLBR75SpyNJNDsd6u02lUaTUrNBud4k3ayRbo6+0JYcNoo0yc5ZNQ9QbsgP8Xk2x4rTym1mtt6y1e1ykv50/D+1GOIynRnwIp0GAZg1WmItmax//yrMd5+GZpqIA3jtJpKZwXNba7ZZ9jvnIqKVMR2kWp0ukUxhLr3pzrKXryKjA/v7mxgeq4nkHJGnYVylclyncqy4HXx3LYQBFTWnlWKlTqnSoFSoUZowO58Et82IRqXiKprl1XbovurdYzcR9Fj5cJ2YSpBmddC5Q2cCTXm1EmD/3ezr2e50WQw5phLRJ1t+3h4PrqveaLG7GpgZyQ54rCOaZc2Ufuh2k55mu0O5lx7Plifv11U8x1WPgHpcJkIuK7Vai/NwmrUlFyDx/njuVw0gNwR4tR2iXGlwdP4wGcUdWu0O8VSRgNuKw2Mi9gDN97gU/Tg7L4CNkItas8VXY7IRDouBfCzLZTTLZsh9X1Hfj4DTQupm9Hl7tubj+jbLeXr8fif6dMmtdgfDBAu5O2yvDBKx/ZMoT9Z9fDwbnexLyOcg3Oe1q9OoWPHbMBl1tJptuVuSJPF0y0+mUOHdHEVsABvLnpktWSfpRRUzaqNS+QqpfIUnKx5y5RpKpQKHxYBNr+f90fz34IfLBHarYWK7UqtZTywqX7NOV6LV7tKWumg1KhrNNtVqk/3eezwYsuNymLi6SlMckwbvbwdrtxnw+218fAA5LJcbPH+xyLsppNXrtfIxI6+z0Xcfn3yMsrri5uJy/m51d3C7zZy8uWVtyUE8nOO4F11d2fahUik4PYw+qOD0ET86PCQi+juAj8A4M7O/Avz3kiRJQog94M8C25IkHQMv4J7IRoA/31vm/yRJ0u/pffYvAb8X+O2fcxD5Zp3vJ2XB9ILFStBg5bKQI1GTX5inlRRqhWJsx5F+OPV6fGYTRo2GjiRRaNSIFEvEKvK/vK6BogW3uTGkaEra1mUx8GUkSsBmJlqaHZG1aLWcpD4RSo/dNBcR7cd3F4J8/zLMdxdDZOfQhAF8sRzkq6EioR9chvnOTi9SMeUh9tktI0QU5Kjo3qqf91OIiRAQnnB85XoTnUY90HlpHDL18f59zXYHv8P8ICJq0mpY8zhQouAmkeM6ksW0qOarkxterAeIpqZrcych4LLQanXuo0T9qcZkrkwyV8Zs0PJ008dFLENujE5y3nr/82gGtUo5UKn/xXqQ/TfzV9Be3KTRqJVjW30GfFbOo5mxFe6NGR6ESqVAqVPSGOp6dhPNjtUVa9Uq7Gb9fScrkO8XjUo5IEUZhzttLshaVrtdT6nQ4MV28H7fhWDw3r4r3b/7ey9VqVYrcVqNGHXzt1EcB5NeTbnTZjXkJBzPzzyGO7w/ibLi/5SiTw1ZddlMOpZ8Dt5O0YObehG5RqvNbSLPesDJ2ZCHrd9mHiCieq2KrZB7Knl3242khnSdZzcpnm8FxxJCASSHerV3uhLnt2lWFpxc3k73CwU5wnvWF93bWPZgNOmIJfLEHqCNnKcjEIzXi86bxTi6TKJVK3my5MGm13E1ww91GJ2uxOKCcyIRDXhtHPVkH3dR82iiwPMnQfaH0t2RaJ5INI9KpWD7SQCp2+XkNHHvwVmvNRECnu0ucH6WeBAJvcPZ6eSo6PqGl499E5BKX1OLVqtDJlXE5TSRHjOeTEPAaSZ/nkY7NAG6PJEnNoElJzaHkeN34Qd5lf6o8agRnQAhRAj4B4E/APwrw59LktR/xxgZT1l+NXAuSdJ1b5niHMs8GLflArflAgJ44vBgVGs4yqR44fNz0Os9blSrCVksWHRahBCUmg1i5RKZenViKtylN3CbK+A3m7DpdeRr87VANGrUHCZTSMCC2ToXEd1wOHndF907y2VRiPlfei9Dfr66lh/0D/HETJ0kgMdimqgl/fIqwqsnAQ4+Rida60wrVr1O5LAYdSPWLXfwOcxEipPPS7pYYdFtk1PdY6JAWwtuDlOTZ9DvrmOseOxcJifbZy04rPgsJsrVJufRDAdD9jHNmkya3p5F2Vn2cnGbeVB7wmW/g3yxOpC+HC5mADny9voojEal5MV6gFS+cm+7tRFyTezaMoxqo8XOgoejK/maPpSEguwlurcdZH8ofWg0aGgJJmr2zq5TeDzmEeP+OzzbDo4tvsmVaqwsujiPfRqkFUKwEXRxcDV4PTpdiYDbxlVsvoIqgM0FNzexPHq1mqPz+IMnE3ubAXL5KrlCdaKd0yy47SY6nQ42p4mLcAaVUsFKwIHNrKfd6ZLKlSc6HnQ63fsUva7n9QkyT36+FuA8lplKQmHQ8L3WbBHLlFj1OwZIfqPy6bqu+B00662ZEWSnbZSIApzfprFb9OSGIm/bq16OTkcjy41mm3S+gs9tIZ6aj0yGfDaMRi1HFwna3Q7XsRzPd0K8m0NW5HNbOJrTKkqS5Er1fr1oa4xf88j+ea247CauIll+/stzgnYL60tuuZFFODPi1zsJ18kcCoUYsQLbexJkv48stvomju8+Rni67efj0WggoN3u8vFY/rvdbmQx5CARz2M0aFkMOdl/93BfzztUKo2xWlGlUlAZIqfDlfTFQo1gSIdOp6Y+hy74bv9PettSTLDwit5kiN5kcLrNBBacnB5GqM9h3P+jhMRok4q/EzCv++8fAv41pgRkhBD/sBDiCPiLwG8Z85V/HPjTQ8v8ASHELfCbkSOi49b7zwohvhRCfNkpzV9JKQEf80m+TIXpiA5Os45XAT8es4FKp8lxLs0PYhG+Hw3zMZ0iPyGidoeAWQ4Ex0plXHYjmjl6+gJsBzz3pvqn6SyqObqUDA+QmWqNJ8HxHWWG8cTr5jCcuCeMlWaLrUXPzOVcBgPVKe3hXl9F2dnyT+yQlJxS5Vqo1FnxTW5Z6LZN7oJ1h5tUngWPbfz21dPPqSSBZkjLpVUp2Q16+c5iEL/BRDRe4PVJhJNwaqRyfjPg4qLPyubDVYKgz4Z5zq47mwtuUtnSSNeVfLmG0zraChbkSO67kyixVIGnS142Qy6Us/KAQ9D2Cim+2Hg4Cb1DZkhWIRSCwIKD+BgSfQdJggWXdexnqwsu3p5PjrDYjINFUi/WAyMk9A7WKd2rhvFyI8jbkwjVRovDizjPtoKzFxpCpy2btQe9tgcbp4MckdVqlGSLNdnODTl6dRnN8uY4wv5ZjHimhMWoY3vFy6vtENvLnoHuTuFEnuerATxOudPVktfOst/Bm/MoxTl62w/f25V6k2SuzLJXdi3QqJVc3qYRSLzaCBKJ5ojNQQj1E8zyy9UGgTHthrutyYNtsSzLn2wzrq/TbuDZdoBIssDRRQKjXsNVJEunK/H2KMLOpn+mPMDrsjwoAlIs1XFajffvoUmTMbNRy4utIMsBB+FEgbdHEfKlGl3A7jBydp3i3VGESq3J1qqXva3g1Pa1IFflb637BvffbeF0SCoynMG4jeex28e/Z+6Qy1V4t39LvdnBZtFjNet49ixEMGj/nI6/AJydxjEOtUh9ursw0J8eZNKqHSr6ioRzrCw65972kt9Gu+dmM6uRQiZVYv/1FUqNkmffW8Zin6/j2CO+Psx8mwoh/iEgKUnSV9O+J0nSn5ckaRv4aWS9aP86NMCvB/7c0DL/piRJC8CfAv6FCev9zyRJ+o4kSd9RjunfPgvrFidBo5VEtcLrfIQlu22ulnXD0Cs+EZmTdIYnofmIYaKvEjxXq/HM65vybVArFANp+TsoNLMHvkW7lXCmMOI5eJJKo5tiyfFyMcDH8GxB99ubGBsbXtRDJNxq1BGdYZb/7jzKk6XxhFg5J6k/CqfYXfEP/C3ksvIhOnvfj6IpvrsW5DvLQZ75vShb8PEywZuzyMTI3R3U0uj+nUfSWMw6XBOI5B2ervi4jmYm2gv5ZvSmlyRZH2bW61AALrOBZY+d7QUPe6t+Xm0EebUZ4uVGkN1VH5sLbkJuKzaT3MDgi40g+68/j4QCROJ5NtY+3evPdkMcXczWSMYSBcTQEK/Xqii1GlMHilRfOu7V+gzXhTkf4zsSivSpk8/bkwgvn4RmLPkJOo2Ksxs5Gn1ynWRnffpzPAyVUkHAYyPca4UajU9+XoqVOkeXCV4fhTm6Sspkzm3l+UaAF5tB8sUqPqeVlxtBblK5gWjmLIzTH5drTbLFGgseG2s+J2adhq2Qh7cfw3O3+Z3W4/vwLMaTvntowWfn5Gr6M5vMlLBY9ei0o0k7g07Ni50QpWqT98fR+4n7csg5sB+HZ3HMZh2LAfvYbZiMWo7nuJeHcXaVYq83kemPjCsEPFnx8nTNR73R5u1xhKvo6LU5uIjhc8uBjU6ny/FFgvfHEdqdLjvrPnY3/GgmvK9b0qfroVAIjDoN9frgNa0P6e2L5ToOl3GuXvCLCw5KpQYKpYKDt7dEb7Lo1SrWVz3s7S2wve3HaptvAlitNFnf+HTd7XYDp6fjJ5W2MWTw6GOUvd3Zz6jZrOPs3ad33DztSQEqpTr7X15Rrzdx+2e3T/1Rofs1/fsmYx4G8MuBXy+EuAL+DPC/FEL8yUlfliTp54E1IYSr789/P/BakqRJT/1/BfzG+XZ5PphUGr7nXuCimCVRLXOYSlLrtPnFzC0rHjvLNtuD1jesL30TjfHdlekPybbPxU1+cMCZpQfbcrnGtiU9TCYxTWnR5zIaaDTalMcU/eRrdXaWxw+cTqOe8+j8/kH7t3GWV1xoNZ9elCG3ba5lM4Uqes3orL84o+NIP95dRPli41M0y+kwjo1oqBQKVr0OvlgNsrfkw2nS0+lICATn0TSNMbrHcVj22Dm6HH/bhlMFJAWEPOOjf8/XAxxdJWhOqXIf7gc+dj0bAV4fhwFBplDlOp7j+DrJ/lmMN8cR3hyFeXsc4fAszul1ikiiQKFYw6LRoOoIFkIOtjd87O0EefE0xO5WgPVlNx6XecStYBzuxq+dbf9cljwAiXSJ9aB74G8ba56pnYAAwsk8foeZnSXv1MgpQH5Me8thvNwMyjZPvZukXK3fR1leH0d4sT0fGV1bcA1Emt6fRHm5Mz+R3VnzcdpnuZXMlFj0jSdI4xBNFXh3GuXtSQSVSomQutQazQd3IMsPW5L1UKzKBXh+o5FOszuTKA6jPCMam85W0PdIpcM8XwTqOpJlKeS8J1BKheD5kyBKtZI3H8M0ht7J46LU8XSJaLrE3phJx8ay50HOCf14+yHM1oqHQrlG0GPl5XYQq9nAx8sEh+eDXdSG0ZXA5RrNAjVbHT6cxTk4jaFSKni2FWB71TuQBTq5lptHAOw9CXE5pgJ+HBE7vUyxOwepKxfrSALevb9l79XS/frOTxPsv7nh+DBKMVPF7TCx8yTA3t4Cy8suVOrxVOL0NI7JJEdFA0HH2K5LAGbTeLu4929v2N0JTN3ntUXngC69NMWDeBx8fhvZyPyTuUf88DFzFJQk6XcDvxtACPErgd8lSdI/1f8dIcQ6sv5TEkK8AjRAf1jvn2A0Lb8hSdJp79dfDxx95jGM4JUryE0pd1/AtG1z84PyJ43MaTGNSij4qYUQb6IxmnPofCK50fTUL0bCfLHo583N+EIczRiS8TGRmlq0ZFCNJ5vNTocXfh+vL0cHZ6NGjVmt4SqTn7j/1/k8SqWgM2TNEbBaObiZTyN1hw+RJJsLLpKRApV6a2q0tR/JfHnEW1QhBOEp+z0OX51FeLke4CKWZb9np2XUalhy2zBoNZTrDa6SOS4Sgy8Xo0pDOF0gYDdj0+sHLH8mwarVMS2emC5UsBi0rAWdnPcZYr/aDPLmZHqBF0xO7d1hd9XHfs+G6eg6QdBtJTJHxyqBhGjDWSRNp9nlekwLyjtYrHpsZj0mgxaNSoFCCNqdLvV6i1K5wcVtmt0nAY7n6LTTD2PfpOPJuo83Y+ykRvZbwLrfyZen4Zkk6zadR6lUTCw8eLUZ5M2Q4XxXkovR+iOjT9f9HE7ohnOHcbKINx/D7G0GeD/Gf7Ifkzw1XVbDgL3ULKhVCnY3Arw5DaPQKji5SfKdzRBvzqNz68pS+crkPvASVKtNFnx2qrUGlw8YnJMzJhipXJkX20Euw1k+PqB959FFgpdPgrTasn727ZQGAtHk+Oei1e7w7jjCs+0AZ5cp6g3ZcP/6geTDYtJhs+gxGrRo1Eo0GiVfuBb48sMtkQnbnoSDyzhel5nEhP7v1XqL/Z4u12LSsRJyUq03ObtK4XZb0KhV91Xww6hMmBTsH0dYWnRyfTO+UMrlNHF5mbonuu/e3/L85RLv34x2JUqnSqT7is1UaiVLC06sNgPtTpd0ukQyWaRaabL3YpFyqc7hweRJrHZM5PsOJ0cxlpdcXI0h3QaDhsshP+RctiLb6M3xTFiseirJAp3N+TKcXzckpEf7podACPHbASRJ+iPI0cx/WgjRAmrAPyb17gIhhAH4NcA/N7SKf79n79QFrvnMivl+BIxmnFojr1ODN2ZpzAyxLXX5W+kbFhxWzJKWoyn95z1GI+nM+FnW+1SCbZ+bo/hgEYnTqOcgMUp0ZhUtXeUmD0z51mgESCUESzYbH2PTi1iSpQpfLAcGihleLPh5dzm/YXw/TmJp1vwOFIkK+QfMQN+cRlj1O7noFaQEXJaRqPE8uEnl+WIrSLpeJ1OqcpPK8WGKvMCgURPNyJOJaK5ENFfi+aqfSCo/sYuP32Hmwxxej8Vqg0arzc6Klw+XCb7YCvH6aL7I4biCpTtsLXo4vk7eEzJJApfNOBcRfbEaZL/nybi3GWD/w2SyVCzXpxZMbCy5sNr1LHbtGLRqQFCrN0nnK2SmaIPPrmRPUZ1OTTibH/lcIQR+pwWnTdbclWsNoqki1XqL9QU3uWKV8JRjbXW6rLhs3CRGn5lXm6EBf9N+GPSfiKgEHN8k2VhyT7TwUSoVXE6ocj48j7G57JkYQdzbDEyMIk87d8NY8NmQFPC654CRKVSRJHh9HGY14KTUbJKY0kLyDh1Jku3MxshRVt12TsJp6oUGnU6X9UU3apWCjzPS11aTfqoP5x32T6L8suerpLNlVCoFSoU86ZGQdfGdTpdWu0Oz1abeaFOrN6nWWiAEpWpjImkD5P7qM7Ss+ycxgh4LAoHDahhoLmDQqbHbjJgNWjQaFUqFoN3tUmu0KVXqZPMVCpU6hb6Cy51NH2qpi1oheLIVJFuozj2x6HYlPG7L1GO6Q7Fcv28R67QZ0epUKMVo0dL9uiX5eIYnuZ2ORK3VRj/mM4Cg30YmUSIez2M2aSmXG7zbv2Xv5RL7Y8hoP9qtDjdXg2Oo1aLHF7ShFALVDPnVNOeCVqtDPlvG6TSRGaqk31zxcPi3zgf3pd3FbjeQz05/voRC4LbpufhM39JH/PDwICIqSdLPAT/X+/mP9P39PwD+gwnLVAHnmL//0FLxaqHglTvI23SMaHnwwfYbzBxlUkwSlN2WCwgJvrcQ4kM8RWVMWjxgskwkoq1Ol0i1SNA22DN6xeMgFR5/g98VLbWHZmyrDjuX6fzE4zzJZFi0W4j2RWf3An7ezNH3HmS96p0zjVWv42rMAD4XhEy0lUoFuzsBqtk6LquB9ARrkX5IyJWmd+bcTqthLiKq16hZ9tnR69QkixVuM3kSxQrxUpnEHNZMi04rJ0MRvXfXMUw6Da/Wg7w9j44UifktZpLR+Sp3jToNQsCverXG2xkRsn7kyzWcNiOZwuBLczXg5CaRHdH7frhM4LDoyU5ogwfyIHTbF+15fxJlc8XN6Wd4873cDnHwMYzRoEWnUY1EpPR6NV6nBbNRi0qpoNFskytUSWZK1OotdleDNJQdjm5SLHrt2M16FEJQrNaJpApE0oV7V4A7FGp1TuMZFEKwt+Ynna/cTyKGYbPoR4ioHAmdPBEYLgpptbuEUwUW/faR3ugAayEnpxO62nS6EpFknpDXNuBxCbC57Jkaab2N5uQ2jNOiiaJ3DS5i97IenUZFqu9dcxHNYNRr2Fv28X5CYVc/bCb9CBFddFk5OIvS6Uo8XXJzfJG818Qu+GzYLAYOz2JjyY/HaZpKRBf9dpwWI7fRHOVKfS6N8R12N/z3nZemRTC9LvNcRVWRZBGX3YjNZmBrzUu50iBXlF0QKkPXbxbUaiUHJ1EcNiNve/fbStCJxaTj5DpFbYLP6x0OLmO4HSZSc3pbG3Rqlnw2wuEcerVqorUayJHCcWQzniqy9yTIwZgORtmM/A6SEASCDk56FfXv92/Ze7nI/puHVdEXizWKxRqr6x4yiSLra17OJnjwSlNaK4NcWb+w4KCsVd13iNJqVdx8HP+utdiNM4no7tMAB3/rbI4j+RFCgjH9BH7i8fDSz28Ydmwe/AYLv5i4pdEZ1fssGe3MqmqQBPxiOozepGLPOxqi14rpfL1Qb9BVCSw9f0GlQnCZy0/8/qSiJbd+djGW3/lJVP29xdDcJBQgnC+yuyRvd9lppzBFY6dUCHw2EzshD1+sBvliPcizJR+LHhs6jYpMtUaqVOE8kaXQbpCoVbE5Dexs+Hj5JMjGgmui/vE2mWdvTdb9TLLaUCoEa34nX2yGWF900RAdDmNJvryMcJORU7LHkSRmjQbVHNXk5gnej+V6ky8vIyz57Sx5P2n2HGYDHyaQCIdZz9NlL682gjxd8uI0GcgVamiVapLZCsVynSfLXnbX/Gjm8CgcLlgKeayk8mVqY1rytdodlv0j87oB7AQ95IeIaqnWGLDumQWjXsPTVS/vDm/pdCUk4P3xqC6yVm9xFcmwfxLlzccwH87jxNJFFEpByGfDatBSa7ZQCLhJ5Hh3FuXNaYTzSGasPk8hBDc9qUZXknh3GSNeKPF8PYDPPlrYNXz/yJHQ6REO7Zj7slpvUaw28I4pHjNO0WaDXLDSaLVwWD9pH0M+G5EpnX/uEHBPLpJw2Y1sLLt5fRIe0JZ7neaR4oNKrcnBeYxXqwG0M6QyhjFtKc0azf2+anSD5+c2nmf/JIrTauTFdvBe63kH45jKdI/DzMvtECGXldtwjrcfwmTyFeJzRADvsLrgvPfsjCamT1bn1Xp63WZUWiXXiRy1ZotwIv/ZVlzpfIV2p4vH8UnveRnJyL6pksTzzQDLgcluIZ2uhN83Xl/eD6VC8HIriEYoeHsQxmLWcXmTZm3FPdE2TzelAv/9xwg7Q7pLv89K+PYT0dcZBpd/vx/m2cvFz6qg1+vUFAs1rk7j7D1bGPud1hya/dvbLKvLrvsiyO11L6X8+AmQwTTd0eTJN5GE/h2Mb12LzzvYNXrWLA6+TE0fdMKF+V98yXqFZL3Cq1CAm0zhvhPSuK4/w4gUi2y7XVTjLXb8Ht4mpkcmxhUtpaZ0i7nDZT6HEPBFKMAPLh/WZhCg2G7yLOTj/VUMrUqJx2bCatSjUynpAvVmi1ylRqpYIV4sE5/Q/cWs12LR67hO5fjuslw8lClVB/qzKxWCUNCG02yErkQmXyGSKiBJsH8eJeCykK98epEEnBZ8DjONdofLVJbTdAYmKCaW3HbOYxku4lm+WAvyg6vp98GkyMEdzhOyV+urjSAfb5Ksuu28SVVwmPX4nRa5D3qzTTxTIluoDrQfBLmz0/vjCCshB92uxMdegZNJr2FnxUup1uB8Qnq3n7B77CZqjdbEPvEgt6rUa1VjiWrAaeFgjOdjLF3k5XaIt1N0WndY9Nto1dt87KtwvRt/3n4Ms7vp5+BkumSh1bM6crlM2PV6Ljrz6fECbgvXhcHIVqcr8fYiikqp4MVGkEgqf9+tq1D9dB2mpeP7MWzldYdcqYbPacZm1g/ITW7nSLemchWWAw6q9RYGnZpGozUXwSlPkEQ82/BzEcuSuhmNxFqMOpgQ3H57GiHotiKUCm6GWu7eQTlE3ncWPAPdos5imZF2oiDrPFO5MiaDlpdPfFzcZgYioRajjtWQk1JJ1hWnUqPv3niqiMc52oVtGB6nmUy+el/0k8iUWAzYuYmOXgu1SsnVHAb4q0suUoUyxVwdm0kPQt5OcoJv6zRYzDoiyTwAB2cxloMOrvoitrVG697If9Fvx26VLZsqQ37OB5dxnHbjRJnG7rqfbKbMuz49qK43kfh4GufZk1GfXwDtmKLQflyGMwOm8R63hXg4f/95eUxR0fv9MM+eL3L47main/QwDEYNZ8fye6TbkTh4fc3T3RDn16kBj9DKhCKmYRx9iLL3YpEPRzFiU1p3qqYUgfqDNq7ef76TyNcJiW9+hfvXgW8fEZXgu54Qx/nUTBK6YXVxOsXEfBJeZ6JY1Vq+sAf4KhodW6g0DkepNF8sBKiPSe8PY7hoyWs0cjlFH3qHZKXCr95cJpwqsuFxolQoUCkVKBUChVDIM2Qh7i2qJKR7DVa3K//mUOlwWg1ky1VuswVusw/TaBq0ajxmI+e9YqBiYzxp6nQlrlN5rvsGRKNZw4LLikmrRa9SUWm3eG4OEM4WCBeLhIvznet+v8mvziM8X/HxbkrRVSI3e7DpSvDlRYTvrgXpVjo4TYaxpHMYi1471+EsXUkasWkq15r3qXqf00TAbSOSKgykY+9SaHdp6+QMiUO51uDlVpA3YzrWOHQ6kp3x13P/NErIbyMcy09c9/OtAMen8YnEXZLg5DLJ6sKgt+okVJttLq8zeO3mua6Bw2IcIaJ3aHe6vDmPoFYqeLkR5DqeJZwtohCCFxvT0/H9GCZi/YhnSiwHHDSabWqNFssBx9xFLZFknpfbCzSabfZP58tUXN5msFp09x6zJr2G5QUn76dok2d1AoqkCmjUSl6tBXg9xuC+v6JbKQTl4iAZLtWa7C57JrYyLVcbvPkYRqNW8nw7iFGn5cmyl9Or1Fy90/1u61QiatRrUKsUJIfkUE6bcSwRXQ45Jkon7vB008/JbfL+vi5XG7Q7XQIeKyaDdmbV/zAW/HYO7rrFSaCe0p72JpbjJpZDq1GytxmgXG1w0ZuUtjtdQgHbCBFdW3AiOvBhTBvQbt8EYf9jhBe7oxPMWW4YlWoT75KVbK5CtyuRiA2+M8KR8eb5+wdhdp8v8mFOMrq25uVgyNT+40EYf9BOxwrxXqS7NKWV8DBOjmL81PMlfvGvfpx7mTsYjFqkaoP6Z0bBv34IOvP60v0E4VtFRDVKJVs2Nz9Izjfg2FR64GFEVCUUOPUGbFodbXWXX7OxRrXUpt3t0kWSRfVSl3a3S6vbpdnt0Gi3aXY71NotvspE2XW4+d5CkONUmkJ9/AtuuGhpyWYnOcFaBUCrVPLU56HUalDoNGnQeTCBBHjm9/LXzq74IuinVGvM3V7wfj/UKkJ2KyexTyTkIplFq1HSaM5eV6Xe5CicQqVU8GojSLXd4iadG9sxaRqG9/sylsVnMxPPj5Idm0FPsjC7MMRjNeI3mHj7PsyK10F2SkvROzgseurV5r0ebFokM54pE8+UQcBayIVZr+X0NkUsXcSk12I26MYW3oxDOFEYGSieLno5muDTB/Kgp9Yq73XC/dColTxZ8Y6Nrsj49HJstjqkc+W5oknJXJF6s82iTkeS0sx60Hk8ZVudLq/PI2jVSnaXfRgkFb+wfzVzuTvM8hG+imbZWnJzeZvBYTGMEFGVUoHXbcFu1qNWKWm0OuSKVRKZIpVGk8PTGGqVkqDXjM1sQKVS0Gy2yRaqJNLFATeAbldi2e/g3WmUzSU3mXKV/RkFcvN09Gq2Orw9ibC36uMymaPUN/BW+zI8z1f894UwA8c4h61Ys9VBSJArVtBpVFhNuvuOQ9PQnvLOUSoVBH02Ti5Ho12xCZXpRv30NOyL3RBvj8P397xOo6LeyyZEkwXWF900bjO0ptisDWPYrujsOsXOmo8PF5Ofv0azw/ve5DHkteJ2mDm7TXNwGcdhM5DNV/G7LDgtBj5MyTiUSoMTh7eHYZ4/DQ1ETYe9nsfh4jrFi90QuWyF8NVgRLleb7EYtA+k6+9wcBBmd2+Bj/vhqf6xAMUJBDMWyWEwaNje8nN0HKNQrE11wAj6bbhtRmrFGtcXKfKRHHt7Ifb3w2MJ8TjLPAEs+K2cvJ1eePWIHz2+VURUIQRmjZpf4ltAkiTqnTalZoNMvUahOfhwqhVKjjOZkb+59HqsWj0GlRq1QoGEbI1UaTXI1mtk6zUS1TKJaplls43LbA633kgiV6HcnG8WVeu02U8mUSsUvAz5qDc7fEyOztjPMp+KliZ1NQpZLfgtZo6yKb5KRFEpFGg6CgwqDYt2Kzfj+t5PgaL3fH4VibHuc1As1AfS6dOgVipY8zhGqtNbnS6bPg9HE1qEDkOpEDxZktPVH2+TLLptGDQtUg/onDVc4FKuN3FbjaiVipECn5DDwocpxT1qpYLni36OTmJ8aMqRGotxvK9dP7RqJTa9/t60WiHEfJEVSW59CKBRKdhcdGHUazm8mr+II5Uv82zdz35Px6pSKijkZl/Hi3CGF0+CA5Ern8uMVqm8r7KfuNN9KJbrmAxaTAbN2DQegNWsI9M77yfXKV5sB3lzMT1iNmniNg4qpZJWp0u0VGJ90X1fXDMbs0M5x9cpnq37abY6PN3w3/e1zxWrxDMlwon8SHESyOlHkKOOt/E8t/HB72jUSnwuC1aTHpVKLu5SKwUvnwR5cxqZK8qUnUPCc4eDizhumwlfwMxpr6f83QTLqNNM7Hl+GktPLYYB2Fxys38cZXfDz9ujCGqVkhdPQlzcpqe6MFyGMxNJx+7GeGIMsifouPR8dsIkU6GAZ09GI+Umg/aeiAKc3aR4thGQJS1zppxTYxwKCqXaZGusIYQTBcKJAhqVku1VLxadjnq5wf+fvf8Olywx6zvxz6mcc666Ofe9nWemFUBIgCRAICSCkQEjQAuYBQQO4IDXGNt6vDZrg9demwXb2PwMtsUuYPBiY8wuxhKoe2Y63ZxThVs553B+f9QNdW/FHmk03TP1eZ56uu+pc6pO3VvnnO95w/dd3QgS7jHsQBAg3EGQL28EuDbnZu20wahb7f1VNnZPuDXvaxOi0JwA1UmIAqysBli87mOjhxj1jZjbOulbKRQqbK8GuHl7jOWVY0wmzXlXvEatYNxnQYbAyXGc8HaEs7OjRCpwvBummK8wfc3DSSRDNnv5vNFpxv3SDR8rf7Ldtvx5opm9fKv34svPCyVES/Uar8c6n6Q0chlWlRajQoVKJsciV5Mt1CnUKuQqFZLlpsgM5XOE8r3rkwB8OiOZUoVUuUSqXGLGYoUEA4lRjaJZvF9tNHh40jwxeM16fHoj29EEydPa00ShyC2vi614jK3oxQErk0hYcjkoN2qsR6Mc5y9OPOMmE3snSUrVIg2VyLjV1NM/tBWLRs164EIs7sQSWDVqplxWdk9611jJJBLmPQ6Wu6S/1ZreNUlnCAJcn3Dz6CDInclmbelRNIVVr+k7D/4Mp0nX0apmP5zk9pSX16/Ui6rl3fdtwecgnyzy5Epqq5/diADMeu2stngi6jTKng1gnVAqZGSyZSRISCULuK06nDYDCALhRJZQl25x4NLF/ua4e6DZ2gBbRxGsZg3xZIHFKReHx3EifVJVQod0UTCSZmbczt5RrOPF12kzkAhciMOdgwh2o5ZoF+EgCBAYMMo/6baQL1U4iiTJpEtIJQK3rvl4sh7o6x84iOemVCIgkQpIZRIeDfh71WuVl0zrO1Gp1k8785vf84VJJ4VSFZVGMZAIlUklnAxQ4tBKNJUjkcnz0oyXhzsBEtkiSrmMBY+9azlDvlTh+qizq+en224gFMnQaIhITpsFq7U6jzf8qFVybl/zsbUf6VgnWyhVmRq1sXt0WaR081tt5Wp63qRXd0zXqxQyxsetzWEGV9CoFXAlFb683WzEe9zFm7MVs0Hd0Tc0GElzc97b8T27UanVyWSKxCM5pA36TrKyW/TEIu3nhEZDZHs/wtS4nd2DKEKPqL9KJWdq3A4i7O1HqNbqjIxYOL4iOvsdJ6urARaXfGys+s9vwFqxWHQEDnuXtYgiLD88ZGbBjUqnZMRhJJ8qcLQXZSva+To9Mmrj6FRw76wFsTkNmEYtHB9dvFfqSiR2ZtbF2heGzUnPKy981/wZxXoNfz7NajJMolTgpJjnsJigVK+ym06QKA3udenR6ilXape22U7GcVm0l0y6u9GpUzqQzXI/6CdTK3LT62LJ5UAiCFRrDWZtdqqNBg6dlldGvRi0Sh5FQqzFoohXzicW1UVnbqpUIl4pMmEdbELLtNXaJhjihSL72SS3J7pPr5AIAosjzq4iFCA2YJTm9pSXRwfNuqfWjxbPFgjFsyyN9DcWdpu6dxo/2g1wa+zyGNBONio2g4ZbXhc7m2FCHU7s/dKfd2Z8l0QodO4e7oVJp8ai17IXiHMQakaJwvEcTzeDPN0IEI5ksGrUXJ9wcWfWy5jLfCmtfHiSZG7UgVWvZqtLPV8niuUqPq+ZO/Ne1rdCFAaql+p8Udo+iLI40/m7o77y+yiUqjh03Z0h3FYDhQFKNO5OezmKpAgnczhPO+nrDZHXdwJMTzr6ziiv9RlgoVHJmR6182QryKOtwMDjPKd8toFHYjosOhamXKwdRAhEMzxc93Nz2nNpik4nnFZ933RoJ+oNkYebfmY9Nqx6DdMea18T/25jhXUaJYIIuQ5RJ2jWPD9a9yORNm8OOrlnGK5M0lmccfF4gKldVy2aRtzt5z6zUY3DZejqf9rJNQHg0Yafm9e8HZ9rxeM2dX3uKJhA3cGVoBs3pt1EIllOYhm0hv5ZGKup+1SqarXOSTSDt8P+aTUKlha8LMy4EWsN1taCrK0HKZVq5PJlUukCXt/l32WkQ7PZVVbXAswtetvqrmVyCfs9momgeeM5Pmnn+s1RkpEstXSJwF6U/e1w1xQ90DZiNBbOEDmKs7h08bfLZkooTt0d7HY9J7snb+i4eSuon9aJfqkfzzNvGyF6hkWpJl+pka6UCOYz7ORi3PN6kQ0wZxfAqdFRr0O02C6stpJx3BZdXzHaqwatJoo8DodYjoWxGzTolHKsahU3PE6ipTz3g37iHd77jKuj49LlMtFKnilbd5uQM04SnaNr1XqD10LN0ZlXL4SCALfG3Dw56H3ROowlMfZJZ9+d8fJ6y2So0hWxV6rWWDuKcHei98Wg38zknUAMr/lCrLam8WVSCS9NeKkkyqz2qMNK9vBFvDXt6RhJuupP2QurUYNWJT83wE6ki8yPO9r3I1tkdeeEx+sBjgNJNDIZ10Yd3Jn1MTNiRyaTMGo1Ua3VsRg1jLnNzE84uTHr4fa8j9tzXm5Me5gbczDqMGPRqZGIAlu7ESLxLEtznr41k026r/N0M9Bx3GWtgzfgxn6EW5OdhavV1Nu+zKRVc23Uyes7gXPBp1NeFrsbxxFEhYSZMXunlwB6OyhYTRqsJi2bp5FNUYS9YAKv09Rz36C7MGtFIZdye8FHMl9i7dRZ4WwSztOtINNeW0+7KPOA4zG7sXUcxWnQ4tRq6JeH3g7G2maeS6USvA7jpZu3bhHobL7M43U/arWcWwveS/ZhqZb663GvhZ3D6EBZ8ZNohtFW8Xnla+l1mZAqpBx2mPF+hkLWPRG4vB1kvs+NR69sSTJTZGGi/820RIDbsz5WNkLno0q3DiIsLvQeZ6nqI3LzhTLFchWZTIJBr+L6NS9zUy4qxRqrqwE2NkNUrtTyh8JpsrkS2VwJj8d0vjwSzWIw9p8rv7YWZGbBc0mMzs66yWXbs0MSqcDUjJPrN0cxGTUcbEdYfnhIsVBhY8WPVCLgbNmHjp8x0/66lXKNtdcPuL7kRSptfinMNj0KpQyVALk+DadD3lpeqNR8P+QSKXalno1UDOtp5LAuityPHDNlsVKtNDjKdE/9OdRapKKEYL77neBWMs6cxUYwkSXfpa6zLg4WFQnnc4xaTOykk8TyeRoDnIr9HWpCM+UKophj2m5lJ9o5xT5rt7Eb6N3l/OA4wLURB6FI+nz++50JL6/3mfkNzQv2qMvctdHi7oyX167UB7ZaN53REEVe3w00Teb3Ax3rZeKZ3rWkhXIVu1GHQirBrNMQPa07mvfaKaUrbWn4ToQT2Y5do3MjdtZ2OkeG+1mmnOGy6BBFCF6J7tQGaJYolKpstDRy3JjxoJHJqFcbJBMFkonBItN1SYNAOE0gnMZtN2I3a1nbDnWvb+ujVR+v+1macbOyffH371Z7vH8Ux6JTk7gi9nt1g8/57ETTedaOLke5Ou1vIlsgnS92TdWXuhy3o24zuWKZ4yu1n8VylbpeRKdWkOsSPXZY9Oz5ex9fC5NOEpkCD6+kbusNEaWqaQ+2dRjF5zShUcnPLapakXeZ6d0LQWgOSDBq1ARiaQQgnS2hlspZmrARTeU47jDBqlCucmPMeen7fn3azZMrtcS95qpDU5wlMwHsFh0eu5GVrSAH/gQGnQqFXEomVxyo0fEMi1nLUahpY3fckpafnXTgj/b3BT0TKp2oN0T2g3HGvN3dEnoOIADWd08wGzQkuzQ76jVKvFZjx1IafySNRi1vTpTqtH8DRNzz+TIKpQyZIGFlpf+5O5sv47TriUazzWlnbhOhU2cNt8dEZgARt74RZGHBzc5GiFqtQa3F11UqlTA57UChlHO0F2V3o/386fKY2EsXiEUyGEwaRsZtHHeoL5UrpPj3ukdaV14/YHzGSSpXRm9UYzOoWHt17/x5pVqOzWVCZ1SjUMqp1+oUciVU6sGDCG8mIjz30cs3g7dVRPSmxcNGqvnlzVxpXtpNxwlXsrzi8dIpEmBValAIsrbJTJ3YTMbwWPRdI6PlAWbXy6USbnnd3A/62U8nGTEZe1qAALh1euIdxBtAtlIhUMww6+hsdq6XD5Y2XgtHUOnljFiNvDQ5mAg9QyLrfADdnfG1iVABOo4ZPOPhToAFrxP1lTSaTqXgqMf0qTMOI0mu+9y4jHqseg23fC52tyIEBpyeUqs32szN3VYDJ5FM1/TrIJ2qXruRaq1BpMM0lc3DCC5bu6F6Nya9Vja3T8jkSixNu9uiV71ovaCFommebgWxWnXcmPciG7DRoRVRbEZ0JnzN759CLuUk1vmmL1co4zW3G3nnOvj1SgWBu9NetgMxEh2EbbrLeNazVP3UpL0tVd9JqMxPOIilcl27vkOxDD6PpWvtnddh7Frj6bDoWJh2s3YQ4aTLFJ1Wk3l/OEWjJjLuak87VwZM/UslEuZGHdya8WLWqtn1x3m45SeZyZPINjuUs4UyjzcCBE7STLut3JrqYIbf8p2+Ne9tE6HApcafXkQTOZ5sBnDY9CzOupkataFSykk8Y7QqfDoW1+cyn/u93ljwsBuIDeTd2i+jUipXSRdK2FqM6s8wGzV9JziVKjXGOpQMAIw4zWjlio6uAADJTIHpHhHZdB9XAotZi8NpZHkzhEajRK/rn+4HsJ2ed1LpAqVKBeep0b7iGbI86xshJufcOF0GDg9izM67WbzuQ62Us70WYvXREdkuf2ut9sL5IJMqEAunmeww/31kzEalz/ftYDuMrNHA5TIgEWDp5QkmF9yY7XrKxSqBvQibjw5Z/sIOa6/tc7ARojSgj+mQN4e3jRB9xT7Kq5GLk2S10UAru3wQles1HkSPWXI6sGsuUlxmpRqdTIk/O5iHJTTFqNeqR9PBHLtfQ5NBqWTKajlvZAJYi0VZcjp63gt59L1FSr5S5SifZs5pu7Rcq5CzEezf0S6VCEw7rPisJsZ8Fqpig5vjbnR9JsucEUy1//7uTHt5ba/9zt9u1LV1t19l9SiM09AUkmeM2EwDN3Wk80XcWi0WiZLVzf4z46/SmgY1aJQIDbGnPVO/C9y4y0y+UO5pcdM6OasXToueZDxPtVpHpZazshXCYzdemu7Ti0aHtHk4luXJZgCTWcPNK6nUQfKmlWqdZLqAw6rH4zD2HFW3tnvCjYmLWl5BoM2OzG7UMum28vpOoG38KjS/r6EuYveMzeMookJgZvwiVZ8rXv4b3pzzsn0ca/OAvcr6QZhbC+0lCEBHGyuFXMrta6dp+B62PtCeck1kCoTjOa6NX74Yp7vciELTWm1xwsWNKTcahYzNwwiPt5rNSWcsTXoIJ7JtUeI9f5ynW0EUSLkz7T2fMrYVjKJSyJgbd7DcwdMSGLDG+IJQNEMomkajkmMyqLl9zce1aRduu6HrpKBL20cyjLhN2MzNUo7bSz6ebAcHrs/t1Hh3lWSmgEIpRae5fO7zuvtPQgJY3gzgdZguLbs+5SYey/W1PFveCjDibS+1kggCJx3q2c+YGLXSAI4CCTL5ErVaHZNRjb7PlCEAecsNfzJZoFqr4XDoyfZwP2hFrVE0o55qOVPzbhx2PVurQVYfH3dM0V+ldqVMq1iocLwfZW7xcpmWrsdnUShlzC35uHbdRz6RJ3QQp5Avs/Jgj721IMlIpt237jmkIQpvyuN55m2Rmr9ucfGgg7eoQaEiX2u/uKwkwhgUSu643OwkEpjkavbTz258v5GIMW+z44+lKbQcSKkejVEunQ6ZTMp6vD3t8PAkxCs+H6/6O6eOJQOcQAvVGgfZFAsuO+snzY7lBaeDR10imz6zEadRR7leZy+eYCseR5uVo5TLMMtVHESSSCUCsyN29AoFwUSGUJeu3ZNUDo/5oqP91qSHh/ud39fSYd51Jw4iSWwGLWM2M4exJNouNVIukx6XSYdMkJDOlvBHkxweJ1CXJKQTBcwqFT6XCblcSjJX5Cicot5nvrFS0RRiMqkEt9nA9sD2QO1MeW1Nn8k+F+1df/zcKqgbWrUCOQLRU4Fx9poHgQQWo4YJn5X9LrY8Z4gISASx43k5Gs8RjeewmrSMuM2sb4f6pubPSGWLeJ1GzGYtRHsfU/5As644nS/htOgJ5C6+D9fHXRyEk2ynu6e7XWYDoT6jHwES2SKpXInbp6n6Sq2BUt78Hd+Z9/FwQCN8gIebfq5fKUEYc7dbCp2n4fuMGz2jU0NPqVxl6yDC7ZmmtZNUIrTVeWvVCqY8VhoNkR1/jNUegtdjM7B8asJe61I+lC9Vzru+Jz0WjHo1aqmU9c3Oc+YBsvlnc4qYn3ASCqd5uOJHRLw0nlMul+K16TGeebRWaqQyRU5imUvvbzPrKJYqXL/meaa/H9DxpqYTgUiamTE7B4fxc5ErGWCccPM9wKhVEqAZ7bk96xvYfaHeEJEqJM1jrmVXHTY9kS7WTkvXvGzshi+NyrTZ9KyuBRgdaTapFnpE/YpXJj4lEnlsVh3FUg2ZTHKpbEijVeD2mNFoldRqDeKJHJFwmt29KAqFFJVKQalU4fpL46w/OaY2wPjOeIfGqGqlztZagMWbI6w+aU5Cyl4pV5ErpEzOupAIAgebJ2ydmudr9Sr2N0LIFTKmb4yy8/So7fWfR96pqfkXXoiO6kzspZIdL6jaHunoTKXMairMV7knSZfKaORyDtJJ8gNMRWplIxFlwWbnuEWMpkolZBKB2pUT97TFQrxcJJTtLsAeBP3c83l54G+/gMUG9Pss1mrsZhJcc9lZO4leGsNn02kYsZgQBZGjVJqjTLqtbvaa28GrRwGmRiwcRJLUGyIb4QsR5nMYcRt05Apldk7il+r03DYD4WSOGxMunhwFuwbS1APWUwLEMnkK5QqLI05ypQp6tZIRqxGNQkGpVCUYTRONZIlGLp/MXGYd28dRbky5Wd4OkW6pdVMpZIz6rGjVSvLlSnP29JWO7bML1tK4i6db/Sfl1LuEAOdGHRydJCkN0BGeyZcu+YNeRSaV4LMa2W5J7fnDqXOT+kS6QLZQ5vqsh+U++yyRdDeQBoin8sRTeWxmLSa9ituLPkROgwqiSIOmkG00GjQaInVRpF5vDntQKmXcmvM2p7YksoQ7RIHSuVLTNzIfwmbSEcjlkEslXJ9w83Cnv4Cz6jUDCVE4rT3eCTA3aScWyaKUSHFZ9c8sYgC2A3F8LhP+U49Qi/HCUshh1WMxac8bkQal2yScekPk8WaAO/M+QvE0gXQWk07FuKs5/WnbH+Npn+73M/QaJcHTtHZ5AHFw5o97c8qNxaTt6hebL1Y6jgS9ikQicHPWy5P1CxPypTk3yy1Ng9VqneNQiuMr079kUglupwGTQYNCLkUul1AVZQMdl1cZpBb7jO3DaPPGYzMEIpz0sFO7yvpemKVpN41qY2AResaeP87Na16WVy+OA4tJ0yZEBYnA9Wu+jvWm0tN64qPjOONjNsLh9PkUt6sEw+2fKxbPYbfpWboxSqPRoFprEI9niUQy7Ox2zrDNzrlZWW7uy+P1AO4RM3q5jN3N7jdIGq2CSKjzcSw2RFafHHP9zhjb6yGOd2PI5E3xKZNKONgMsfW4fVynb9zG5sMclVKVw90os7fGhkb2zzEvtBA1KlRU6yK5DlFPAFWP7kiAJYuTzXSUg3TzIJAgMGE2YVNrERsioVyOQK7/iWf9VIwexdIUqzVEwKzWEM1f3L3dcLnYTEQpDVA/+iAQ4K6nOV70DJ1CwVEy1XfbM0q1OlvpOO+ZGKGQr3J33MtJLsdxMk0k0F3QjpiNPDpuvm+hiyj3p9L4U83fmUGrZMpuQWzA/kmcGiKLY05W/OGexrz90thXKZSryKVSTHIF25kom+n+pQZek5FoKMvT3RDz4w42Dy62KVVqbLWMBZRIYMJlwWxUU6nXCUTTZApl7s4MNr8coNrhb3ttwsnuUeyZJlgVSt0jF0sTLp5eqdMrFCv4HEYCp6KsWq2zvBnk1oKPJxv+rjcDUolAv6/jxIiVaqNBIJZBIpP0TTGfYTZqeLx1sZ8mgxqv3YhCLiOTK3J8kqJSq7OyHeL6rAuZQorXakQmlQwkQqH3WMVOSCTNiN/UpB2tRE46U2R2zE6uUCGdLbbNAe9GqVyl0mig0yopFMocBRMo5FIWp92s7IY6etz2/Sx9xnY+2vDzFXcm0eqVbPtjPB5whOgZN6Y8PG0Z99nJ0qwT8+MOnm4FUStlLEw5We9iE6bXqUj2KDmxmjSYdRoeXxFMg4rCWv2iuU6lkOF1m4hn8sxPOpFJJWwfRs+7z/vRr7nqKsvbIW5f8+EPJjveUGlUcqwmHXqtEoVcBoiUKzWy+TKm09/LrQUv4Vi2b31pK3uBOAa9isxpaltxpQxMo5Yz4rN29Q9Ot6TVDw5jTI7bCYSSlDvUWGZzJRw2PbHY5c9XLFVIZYsE/YmO213l6vahcJoQsHRnlOB+rOPQDZfHzH6Xsg8ARJG1x0e8+31zpMJpDjZP2H7Se1Z8641dtVJjbyvM3O1xNh8d9P0MbyUiAvW3qGJSEIQR4FcBF82R978kiuI/Pn3ux4AfBWrA/yOK4k+dLv9rwKeAOvBpURR//3T5XeBfA2rg94AfF3sYPL+wQlQmSPBqTKwmugsSpbT7x3vFOcL9UPMAnjJa2U0naCCyl02yl71Is5m1akZ1RtRSOZlymYN0kmKt/YBcT0S5ZrNzeCpGTWrluRB92efltVCAQe/DRQEeh0MsOhysRpqfb8JkZjXXX3xpFXImzRbUchmJfJHjbAb/gFEjAL1KwXGq+X3ZjSeQyyQ9R99lymUe+ZsRDakgoNMpODhO9J0uMkhE5nyf1AomnVZSuSKrgVRzLOF+/yhQoaWeM5kropRLu75vowGHwQSHLefDGacVsdE0zU51aYpp5WrTxo0pN2v7vT3xOrHrjzPiNLV1b9+Z8/F4pfMJ2GrRnQvRMx6v+5mfdHIUSnSsf5RKJdDl96FRyZmZdPJkMwACqLUK6vUGYx5LT2ucbqSyxUu/Q7lMwqTPilGnQhAElBoFqeDgYhC6d79DsxnQ6zBi0qlBEEjniwRiGY7jaexmHclyieUrc9iVSilmvRqdRoVaIUcmkyAgUKvVKVVq5AplktkipXKVcDzL/LgDoS4iEQTkcmlbN/yzIOuT8r0x6+FzT/e4Oet75jI3nVrRNjo2O+DghdLp96ZYrrF+FObmQueGJb1G2VWIzk86CZ2k2wzsoelDa9Cpek5iakUukzLqtbB1EGFuysnGqVeoWiXn+qyHSqXGzlG05/mn3ON7042d4yh3r42QyhUREKjU6uTzZeLpPNl8mUKxvQxFLpOSTBfwuUw8Ov1u2K1N54B6vcFhINFzEls2X+bmrJflU5P9eouAdtr1SGRSNnr4Bx+Hk5fS6nsHUaYnHRz5420WTtD027wqJCcnHDx9csziNS9rfdxGZudcbHWJfK5shtCoFSzdGWPt8dGlMotudZ+CRGByxolKo+RwL0o6U6Taq/C8heiVUplatc7ORoj5uxNsvL4/0Gu8A6kBf0kUxYeCIOiB1wVB+APACXwzcEMUxbIgCA4AQRCuAZ8AFgEP8N8EQZgVRbEO/HPgB4Ev0BSiXwf8525v/MIK0ds2Lw/CvU/83cyhFy0OXju52Naq1rCb7nxxTZaLJMsXF1ApApMWMzaVhlpDJJTLEjrttF9LRLlmd3AQSaKWyxGAl0e83A8++wWqJorspRJMWSzsJhJoZJ1T2VeF50EiyUro8slpxGIg0MVDtJUbXhdPgxcnklK1xoLTxlYf26czbo66+dOdY3wWA9qinHyP5o/MgBfCBZ+DaCbPk4MQdye9HItJVg5OuD7hZrmHGNUq5ey11EmGE1nuzA4e3TTp1Owdxkhli8hlEm7OeEhkCm3isJXWGd63Zjwsb4cGrke7itWkvfReS1NuHq/2iAJ0CTBv7IXxOIwY9CInV6Ix0i7i59qMi5NE9rxW0GM3Eog3RW42V8Jm0hLrYC30LFRrDfYCzb/PrQUv2WyJcqmKy6jDpFOjUsqRnpa35EsVUrkCiWzx0u/zbMyiWiHDYzdi0KpoiCKJbIFgPMN+OAlXBJhJp2b7KEqpUsNq0hBvmcBSrtabXe1dOtvP0KjlmHRq6oh4nU1PzXCfbfrRK0Nwa87Lo50AIvBo08+dOS8Ptwc/p0z77Dy+sn66UDov5+jG4qSLtZZa2IYIj7abnrHL65cbyFQduqs7peKvUq83mPRZeTxALa1MKmFqzHYuPludBoql6nkpisWgZtRjJZkpdLxp6paePkOpkOFzmtBrVdTqDaKnpSXRRI5ypcbO8WDnw9lxB6s7oUs38tFk7vx7KwDjIxZMeg3ZXJnDQLytvOHpdoCpMVvzXHQq9GemnAQjaXJ9JgRWaw0mPWYOjy7Ogzt7EWannewfxi7VkwIortQpSyQCJ6clEqtrAW7cGGH5afdzULfSpDMKxQpPNoOMzTiQVOoc7Td/j5dqSAWBsSk7BoOG48M4u9sXwZd6tcHmegiX24jRrCXUZfyo2aYj3OG5eq3B1mqQhZcmWX9tr8OWzwdvVWORKIohIHT6/6wgCOuAF/gB4H8VRbF8+tzZH+WbgX9/unxfEIQd4BVBEA4AgyiKfwogCMKvAh/j7SZEX7aP9BWhQEerFbdGz3Eme2l82XY6hlwiodqneQWgjshuJsFu5uKLbtWqGdEZUUnlpMslZlxWNKKcmx73GxKhZxRqzelOHr2e3GmkaBDheRW3Sd9XiKpkMk461K7qNf07LgFeHvfx6ml3/EEsxTWPg92D7pGJfo1KSpmUxTEXj/Yu5m/XT0/o9YbI2kGY6+Mulg8634FPuaxtnfJPdgKMuc0chvo3pnkt+vPJLNVag6enF8q5cQcSmYSNg3DbxTV/5r061xzz98U0aG4eRFAr5RTLVSa9VrZ3wz0713t14gcjaXRaJbMTjku2MVfFj9mowe00tk2Mspq150I0mS4w4jKjUVX6dpkPws35pqi6OeOh3hAJJ3NdU9syqQSnSYdJp8KgU9OoNZDLpZwksuyEejdnnTFuN/NkpylYRjyWS0J0UArlKoVylVs2L//9yS5eowGzUcOo20wiXTgd4flsdLOFur3g4/WtyzdPT7aCLE26WNnvXyYx6bHwpEOpQ70hYtIoyXYx4ZcIAulM5yzAoy0/izMu9g9i541GV9PGNpMWo07dlorvxCDRUIkAc5POS9OgupUXJDJFEpnm+3ocRpxWPYFw6twyrdUL9syg32xouk0kMwX84RS7V8SmQadiYzeMQavCatQQ72OjBBdG/3vHMeYmHGxesWwSgf1AAmheS9QqOdMeO0q5jHAsy0k0gyhCRWwgl0sIhzPcXBxheSs4cJalkyH91k6YuRkXu3uRS8L3auBgZtrJZovn58pagKlpB7sdJiaNjFjY3RmsLvrQn2jaKr00zv56iEQ0i2/MitmmJxRIcrjXWehnTm9+T0JpVGo5czdH2XzS3oTk9llIXqkxPqNRb7C57Ofay5OX/EXfIdgEQXit5edfEkXxlzqtKAjCOHAbuA/8HPCVgiB8BigBf1kUxVdpitQvtGzmP11WPf3/1eVdeeGE6KLZyeuRweqjrpYkqKUylBI5wcrlC12yXOSm1c2T6GD1b1eJl4vET6OmUkHglt2NXqYgkUizYLcjCCAVJEgEAUE47X4//ffsAiQITVsRUWz+/+IzgFYuR1KBqrk+kPC8SqrS/0R/3efk1cP2C1ay2HtbAbgz5j0XoWesBSPcmfHwdLP9b2XRq0l0ucgBTDjNVGsNHl7p9G+tr6o3GqwfRVgac7Fy2P53kzbaL+z1hggSAYmkmYrvxu1pD0+6RGi2TutM3XYDDpuBjcMIpXIVqUQgV6hwZ27wqGsviuUqt2a9BGPpc5umXgQjKVQK2aUO5FZy+TK7B1FuzXvPo09nk1AEAW4s+Ng+iraJUGgXrMcnSeYnnGwdRfqWYPTixpyHx6d/46vm/p2o1RucJLKcJLLcnHYDAsFnaB6Z9lh50pKOXz+KoFUpnqkc4IwRp4nV/RPqDRGFRkYwmj6/GfA6jDgsevyRFNEBI6WdblpuzXvbRCg0G692jmJMui3shbqXSUiE5ne+2w2RXqPqKkSXptws9yg1WN07YcJjJZ0qkMoUL2WfFiZdBE9S7HVIxXdi/ziO06bvWH8Jze/nYofmu1CHee9XCUbSBE/XmxqxoteqaNRFJBIJmXwR/0mKo1Cy783DpM/Kk7UAqWyRca+FTL7cs9ZUr1WyfXhRg96rvOmMYql6aSyp3abDY2um8X23xilmywONQW2l25CUze0T5udcbO+EzyOZVxv/rhorNBoikVgOq1VHPH75e20wqqF32eYlZHIZxVqN2ZfHaOQrLD/Yx3/c/W8gkQqEg6nzn0vFKusbIW68Msnaa/uXHR36RAAaDZGNp34W702zev/5mj//JnfNx0RRfKnfSoIg6ID/G/gJURQzgiDIADPwLuBl4LOCIEzSOQ8n9ljelRdKiMolEo4ymUvRzF5cjXDOmx08jHRO5z5j70wbGpmcJauT40yalUgYVUPONaujY/f7s2BUKrEoNdhUGvQaJZ66gePU4DWfADuxBGaNmmShs/hzGXQ88Xf+vezFEuiUio5m4wqphHmX49LYzlYeHgZ5Zc7Hw83LJ0+bXttRiEoEuD3l48l+uyegzaAlFrucDq7VG2wcR1gcc7J6eHEClwoXHb9XOQgleqbovXYj6x3E2FWaXogZ9Bol1+a8JLNFTAZN2+tKJQJSqQSpRIJMKiARJEikAjKJBIlEQHL2ryBc+lcQBOQyCRqpjKNs/yEL9YaIb8TETodpJK3rPF4PcHPey+pOCIlEwOsyoVTJztPwnUh3GHe6sR/m5ry363b9DtGlGTdP90Ln60VTOVxOPScDNPqMO8082W9ue23UwfrRYB65tWrj0umwUK5yd9r7zBd3pVxKXRTPR4XuBOLcnvXy9PR3EYikCUTSCAJMj9jQaZTs+mNdRR9c9nUVhKa3aa/0e7laI5ku4jTrCXexU7s54+XRVvfX0HSZJiOTSggPcGOwH4zjMOvwOk2n3+X+qfhueB3GrkL0xry3441hOlvCbtOdp7r7EYpmEAQJKqWM5c1n28dMixfmQSDB9TkPT3s0jE36bM366lO6RUV7EU3kzm9kXrk2Sg2RqXE7uweD28h1ms51xsbmCdfm3WxsNeewZ3MlHFYdsXgOp9PI1nb7eTCTKTI2aiGbLVE5vek1m7VsbvSu2RcE8I1YMFt0FIoVDo5ibO1HmJyw4z9OMnNzpGcDkt1h7Jhuf/rkmJklH+GDGLnTa0rosP/vp9EQWXt0xNK7pln5wvMkRgXq4ltn7y4IgpymCP01URR/83SxH/jN02ajB4IgNADb6fKRls19QPB0ua/D8q68UIb2ComMfG3w6EWlcXHHes850lWEAqzEwxgVg6WhW7GqNNxz+ZAh4dWQn5N8lkWLk2ylwv2Qn1vu3nOLe2FQKLCqNOynkpwUsjwMBTnOpbk94sFjGHwCT0MUmXB2nvQB4NDruk5sqYsi4652c2W9Ssm41cLT496i7cGhnxvT7kvLNFfmgwO4LXomXVZe3/F3tIHxWjobvdfqDbb8Ua6NXhh/TzqtZHp4G64dnOCwtP/+5DIJcoSes8hbUcileB1GaIBBqUBKs15RJjl1fBWbdVOVSp1iqUo2XyGdK5FMF4km84TjOULRDIFwmuOTFIfBJPuBBLvHccSGSLVSRyoI2DtMeOmETjvYFJUnGwHGvVamx+2cJLLsHndPa8ukEvyRVNfXuT3XM+PSkcUZF6tH4bb6WbdpMDN/hVJ2LiJiucJAVmA3Jz0cnrRHXPYjyZ6zwzsxN+EkcGUk5nYo2jbBSRRh5zjG480ApXKNa5Ou5gSsDu93lmqVSgSuz3oGqgFN5YrIJAKGDuUzNqOGjcPeokfV5fe2NOUm0meM5RmRZI5koYBWq2DSa+Xx2rOLUICTWOf3u3XN1zU7AbRNP+uGXqvEYdGzcxRlZTvEjWf43jptevavHCPLm0Fuz3UebgDtQxNgsKhoJ27P+Xh1+Yh4Os+2P4ZvxMLSNe9Ak9ROoulLU4uusrYRYmHOfZ6Fs9ubx6DTbugawzo8SjAzd3FdGxm1dHQ/sFp1LF33sbDkRWfWcBRM8mTlmO0Wv1OdTkWlUmPjMMrCy+Nd99Ns0XZ9bnvzBKVRg2/ChstnJhkdNAshsvL6IUvvnhlo/bc7QjM9+y+BdVEU/1HLU78NfPXpOrOAAogBvwN8QhAEpSAIE8AM8OC01jQrCMK7Tl/ze4D/2Ou9Xyghmq9WUEmlLJod3HOOsGRxouvhFVo8tXW6YXVx/6R31KMqNpiz2Huu08qY3sRLDi/ZUokHQT/ZysWJR2zRMRuJGGOmwaZxtKKTK3BodOwlmxfP40yGJbeTBvB6KEiomOPOiAenvvsB2kqrKG9lyeO81KDUiasehw69FpNKxdbJYKm35VCY2ZGL3+3VDuHbkx5SuVLPOj+50P2rWq012AnEWBh1AGBU9xZkpUoNc4faqesT7r4puhGniTvzPubGHAgibO5HeLzup1yt8/rqMV6rEatR84brQwUBbs95OfDHkQgC+4EEpXKVhcn2cXdXKVcHs6+RSgTUSjm5YqWv96PXZep5AX2yGWBxavCbrYVJJ+tHkY41buIAHbHXxp1s+i8iHpFUjvkxR89tzhqUOpHIFLj2DPt/fdrNkw6RsFyxgtdj6rpdtVZnbe+ElZ0QcpmMm7MeZkft5zmsWr2BTCphftLJ453BrZmC0Qwusx75lbGsLquhr0VTJwGuVMg4fgZXBK1awfSkg9tLo+RyJWYnHNy65mNu0omuhwC6SiiSZvzKNKHb13x9o9X9bK+g2bxk1KkvZUmebAa43WVK1lU8ts7n7+WtILOj7dcMu0XHXoeGprOo6LMwP+E8t2tzWJui+yiU5OlWELlGzs3rIx1HkZ4hIuBxm3q+x+p6kMUFL4IAcqUMlUrOTp96z5XVANdvjKBUys5rRjUaBfMLbq7fHMHhNRFL51leD7C2ESTTpRTrrO6/0RB5uhli8d2THde72kh1lWgkQyRZYHLexdzN0Wd61GoNHKO2nq//5UIEGkjelMcAvBf4c8BXC4Lw+PTxDcC/AiYFQVgB/j3wSbHJKvBZYA34L8CPnHbMA/ww8C+AHWCXHo1K8IKl5gHytSqryYuDREBgXG/CrtbREEVChQzBfPPuOlct49MZuxreXyVV6V+Afs3iQCZIWI6ecJROtT1vVKhYi15EIoq1KhWxjl6hINtn9OcZWrkct07PdvyyMGtILj5EXRR5LRREJpHw0piXg1iSWL77/m/F4qjkUkot0T65VEKy2N+WKNzSxDRmNZEvVjhOD14eUK03OM6m8dqNBKJpKqf2V2atGo/VwKO9/hfeRKb336ZSq7MbjDM/4iDSJbrSysZhhBszTaN7gPlRB086pOuNOhWjLjMSQcAfTuE/SZ0bmbdyNhln1x9Do5Jzc8bTUbD0Qq9VMuIwnV98G6fCLJsvs74X5vaCj6ebga51mSex/ulUqVTCwpTzvN5uccZ9qQHkKiaDGnrcp4gi7B5FGfdaOAgkWpa37+PchIPtYKyr+PWHe98ESCUCqQ5uC492A0x5rOwGO9/ItDYodSKaLbRNsemE06JnN9D9ZunpXojFCQcbfdKv+VKFJ6e/f6tRy6jbDIjMTjhYHqAB6Srbx7HmEIS9ECKwMOZkZQC/1079UdcmnAM1GMllEhZnPGwHm4b6f//TH0WoivyTf/NHLW8ALrsBu1mHRCIhmSkQOEl1/f6a9RoOTht3bl/z8WiAkolcj3IHAIdFjyA0hz5c5dGGn9sL/d+nW5lCvd4gHMtiN18uD/A5TV1rg/vVerfithvwB5LnmYOrmZpsvsyjdT8SQWB+3k2tUmdnr/27p9b2H9G8shbg+qKPYqnKzLST5ae9fycyWbN84+5LE+TyZTLZIofHcdY7pPN7kUxcLh14vBrg5runWL+/h9jyPan08IjVG9SMzzgIHiVI5yrIVXJWHjxbI5J3YvAg1NsVURQ/R/cZet/dZZvPAJ/psPw1YGnQ937hhOhVREQOskkOWrw/rSoNIzoTWpmCel0k1afh5oytVJwRvYnj7GWRJRUEbtrdZEol1mO9LzJzRhuv5i5f9IK5LNftTlbDkb6CWCOT4dMZ2ewwAnQlEmHcbOIoebF/tUaDB4EACqmEl0a97EYTHcVlqVbjpsvFcksq/daIh1cP+5/sj1NpnHoNVq2GQCJz3sH/LGRLFTQKBWa9mkyhzPUxF0fRFKtH/RuvNAo5x31EitWg4d3XxnjP4ji//d+e4DTraIjNi348ne8oZA/DSfRaJYIIsXgWUWyKnUmfDb1GedoBnbg0zrEbraP/CqUqTzcDLE27OTxJ9pxPf8aUz0omW7xUn3rVl/HRup/pUTvxVJ5kh8+TSBewm7XEkp3rwmRSCXOTTlZaJtn4T1I9fRx7eBCfU67UyWSKbRfkVqbHbOydJHoa+yezRXxuI/4uDUg3ptw83G0XlCLN73cnz9urDUqd8EfTLE24WO8h3qQSAY1awUmXeswzYvkiSoVsYHN1QdL0DR51mzmIJDHoVBg0SjRqBSq5DKm0WeZRbzRN0gulKpl8iXS+eOlcsrwT4s6cj+WDEIkBJ7BdDUBrVHJ2+9TXCYLA0qybYCJ7Xj7w3psTGHVqvu3rb/Pb//UJx2dZBRFOIplL89FVShkTLjM6rYpKtUYwkiZ1Gi07DDa7qW/MDyZCofn9lQh0HJ7hcRgpV2rEe9RJPtrwc2uhe+R1wmvloEfpSiZXYtRgRiGXngvFXrPk9/zxgWpFtWoFQp1LI4EPg4nmEIorH7YhiqydTo3zek3YzTq2tk/OfY0HzZQsr/q5fWOUar7C5KQdpVrR9NIVBOqNBuVyjUKxTCZTIpsrEc8UkEVSVHJloh1GdPZDqZRx0sHj+smqn8WXxtl7dHRu7ZSOt59XRift6PQqtteDLL/enJrk9ZlZeXjIUqcmpheE4YjPtwnxUoGGKGJWqglkMpQbdTw6PQ6NDpVURqlW4ySf46TQ/uX26PTnQlQjk3Pd5uQwleLRyWDRrUyps+hYjoa55/Px4Lh7vZNaJmPUYGIj1j3lbdNrLwnRMyr1Bg+CAdQyGS+PedkKx0mXLosLmfxCLNl1Wlb6pOTP90su486El1A8y4jVdPkwaYkkCYKAePqD0OVgMrlUqBtSHu0GSQ/oJTpqN7G9f/kCKZUIXJ90855r47x3aZz5Ece5A8Ef39/hDx9sXVpfq5Rht+jR61TIZc1xhNliGatBg6whUKvWcVkNHPjj7AxQ7N5Gh4+7uhPCYtQwP+5g46DzhUcQ4NZpo0vrSVMhkxLoUJu5c9SsRZwds7PVYT+ddkNHISqXSZkZt7N6RVSns8WeUdFB/UKTmSJelwmtWkG+WLkkYCdHrBzH0gNdEJ1GfUchqlXK2TvpnjL2x9K8NO3l9ZbmnE4NSt0oi70jVTdmvW1Nd50IJ7PcnfH1jSrOjNmRy6VsHISJpvN89KuW+P6PvZvv+plfxR/tn22QSgQMWhV6jQqNSo5SLkMQ4Nu+6iaf/f8e990eoHZlrNb8mJNHa90bRuannGRLFZ7sXv6ufPhd8wDIZFJ+5M99FX/1H/x219colWttx5fNosNp0yOXSbmh9/DfXx+8eaRUruL1mNoinmNuM8lscSBrqCebfm7MXTSbtWLU96+7PgomWZptjuUddZv7lvf0i4oKwKjT3GZWny9WmBqx9XQjOJs+pVUruDHrJnySaqtnBjCbNFgtOjRqBYLQHFyQTOV5/PSI69c87G73L7taWPDweNWPx21Co1ZQKD5bgMLjNrO/1/lcu7oRZGbJQ3grTLVSJ3w62lQmlzJ7zUMuW+Koy7YAKw8Pmb81yu5KgOqAN4VD3jrelkLUqtKglSnZyyRxKLVEinlChSyhwuW7NoNSgVdnxKBQ0WiIJEtFArk0drWWKaOFtWiYB8HBO2rdGj2b8e53z/eDfu643TwKtQtApVTKhNHMWrS3CFqOnGBUqdpE5hnFWo37gQAauZxXxnysnUTOO973EolzE2uv2cDjLp3yapmMCbsFrVJOslhiP57kk195l//0aJ1fv/+k5/714/aom5fHJ/ij1b1mA4FBh16tQCqRUK3VSedLnKRyl0SL/rS5yW7U8p7Fcd67OM69hVH0ms4Xia+4PdkmRIvlWscLhH5Kyfd+/N38ym99YaBu+W7UukT6EukCyUyB23M+VvdCVFoidldT8a14HEYO/Z2FVypbJJMrcnvBx+ONy80hnWaWy+VSpkdt51GTq6xuh1icdbeJVI1KTnAAUXRG4CTF3LiDbX/sfJ/GvRZCyezAIyW7XTTmxhy83mf056O9IKMOE0enAv7mpOd8ok0/tv0xpr1W9juk3ufHHTzqYKPUjce7AUZcJo6vlHCoFDLmJp3EUnm2ji+Oc0GAe0tjWE1afvp7P8Rf+T9+t+971BsiyWyR5Om0Kq1awc/+T1/PV92e4ju+9ja/+Nt/wu/f3+g5UKHYMmFIr1Wy2SUiPOGzIpFLWevQ/KRUyHjfnanzn7/ylWleuj7Ka8vt/o7diCVyxBI57t0a5+Wb4zzdDjLiNlMq19g7jvUdyWkxaC4J0akRGyexzKVoYi9EEVa2gyzNuC9lP6RSCQddTNOvsrLVHAOKQF8h2i8qenvO13U2/SDCGJqi9fG6v1lzfm0E44ycVLJANlskGsuQTOZJdsmcbO9FsNv0RHuUOCmVsvMGrmAoxdy0k93Nk0vp9H7odb0/y/ZuhNFxG9q6SDKcwTNi4XAvylqP7vrWr/vGUz8Tsy4ix3Hy2cGCHm81ovjWds2/VbzthKhTrUMmkXKUSwGgkyuJFDsfcNlqhY3kZeF3x+5BJZFRrtUod2nw6caYzsxJnwjSeiLGuMnEQSp1vkwhkTBttp6P8+xFuV7nlsfa0fOzlUK1yhcCfgxKBa+4fKwEwySLJeadViRILolQpVTKlMOKViknVSqxF0uyGr7YF4dey02vi1s+N0teJz/7O39I+RnnNZ/xwcUZvuveLX7v9Q32wgmyHbpLoSk6rQYNGoWc9y6M81Pf9gFmfYPV8bz3xkTHFFYnPvzuee7dGOfejXEerh3zr37zT3m9R1SoG938O6F5cny84cfnNCFIBY5OUkx6reRyxa7i16hrb6ZqpSE2U/Xzk06C4fS5S8BVtwCFXMrkiLXrjPAzjoPJtlGmXqeJLf+zRYc3DyLcnPdSb4iMus1Es/ln8uk8OkkigUvjcO0mbUev2KvUGyJSWdOv16BVdW1Q6oZK015LZ9arCZ2WbQxKvSEiVUqRCAINUcRp0+O2G9g6ivK4g53S9Igdq6nZdPjVd2f4lvff4Df/6OnA7zfhsfJzP/pRxlxNZwyv3cjf+YGv55Nf/xL/x29+nv/xpHO9XOvfZcZnaxM/brsBs1nbs970K29NolFd/r19+ns/wPf95K8+k8fsuM/C3/4L30S1Xucf/ss/JHE6aECjkjM30cx27PvjHUdiSlqKXefGHRwGEz2Px040RJGN/XCzme7Uy3Nm1M5mn+MGmlPQFqZdLE67kMulJDOFS/XSnegWFb0x7ekqQmEw8/9Wxn1W/soPfZC/8Q9/l0K5jN2q5aSP/2qxWMXrNp+XK3Vibt7N45aRn5s7YW7eGGHl8eA3II0BBsgcH8d45dY4gb0oyw8P+64vXEl/7G+d4BmxoFDJSb6B8oEhXx7eVkLUo9VTb0Agf5Ha08j7W7ucccfu4Un0hBt2F48SQfRqJbdMLmK5Anup/tNSgpn+X/RirUpZrGFQKsmUy8glEmYtNlYGEKFn7KYSyE7HH/YjU67whYAfo1LFy24nMgRiqRzzLjt6lYJ0qcxePHFJeF7l/TMT52nvj91ZZMZp49O//ruE0s9+YH/w2jRymZS/8We+hu//J7/Rdb1oNk80m0cmlfB//PlvuTTOrx9GvZqlaQ9PengoQjO9+bXvmjv/+c61Ee5cG+HJZoBf+a0vcP/pwcDvme8iqFvxh1MYdSo+/v7r/O4fLfe8UA9aJbSxF8Zu1jJptrLnj+MPp5BIBRp1EaVCxpjXwkaHBoarZHIlFqfdl4Tos3Q9t7KyFeTr37/In6wfDlQf20q2UGbUZ+EgcnG8uW0GInuDlQjsnSS4O+2lURN7Nih1Yu0wjNumv7ASEpqdyv1skDqRK1X44HvnOAgm2TwMc9LDDuld18cu/fwXPvFVPN4OnI9A7cVX353hZz714TYxCM3Rnj//6Y/xZCfIP/2//gePrlhCZU7/NhaDhrWW0gyzQcOI18LyXohAn5rYD797vm3Z1Jidb/ya6/zHPxhMTBv1av7+X/2W8+/bzQXvuRgrlKrnNc1SicDsuAONWo7/JE3stB45lW5+Zxen3GwdRvpGULtRqzfHzk6P2tk5inbsyNeqFcxPuViYcnJtys3ClBOn7bLt2Hd+48ts7of5/c+t8wd/stGxvKVTVHTcY2Fzr7fw3ffHUavkfceUArz/3gw//SNfh0atQKtRsH0QIRBOozcpWfJ5CR7ESMQ7H1c7exFuLvl4utwuijUaBTv77Td5T1b9TTHaYwxoK4lE72NaKhW4NunitT/dZem6j7UH/WfEd8oABI8TWGw63KNWQkf9j6m3msawRvTFZVRnolirES1d/nIrpP3tPQDu2r08igZpiKCQNLfJVss8iDYPqim7BYtCw3okSq7afhKYNlrZjQ422i+Yy7Jkc7AdizNvsfM0/GyTkmKFAnc9Hh51Sa13Il0u8fpJkJ9+//v4jddWWI8MHi36wMxlS41Fr5Pf+J+/k7/073+P+/uDRw+veRx4zU0rlLtTPj76yjV+58Faz20WR5zPJELP+Mrbk32F6EvXRrGcjvZr5eacl1/4q9/K2u4Jv/Jbf8rnHvbvwGwVcJ0w6dV8+4du820fuoVSIeP+8sGlSVFXyfbwQb1KNJknkS6cN12Mu8yEo1lGPJZLIz37sboTYmnOfX7hL9cGbLgRYGrEzt3FEe5eG+X2gg+dRkmpUuX+6hF//GiHzz3d7+t8cIZNpzkXohNuC0/3B/uem7Qq3rUwxlcuTiAVBF6a9bETjLMbiBGMZXqmqaF5EXPYjedC9Pasj4d9UvIKmZRJr5WZETszI3ZmR+1M+2wYdWpKlSrf9zO/3jea+q7r45d+VinkfOaHPsL3/p1fo9wlciaVCPzwt7yXT37DK71fHLg57eGX/+p38Lmne/yz3/z8eVlAvlRBLZMy5jLzeN2PRiVndtLF+mG4bTZ9J/QaJe+5MdHxuR/4xHv5b5/fIF/oHQ2XySR85i9/FJ/LdL7s/fdmOkYF6w3x0vd51GPGatKSyha5OedjZbu7o8SglCs1gtEUs2N2Dv1xrk27WJhycW2q+e+Y19J1HGsrcxNO5iac/Oh3fRWvrR7x+59b549e3b5UR9kaFTUb1OSy5b4exvWGyLjX0jPDIREE/qdPvJfv+fgr5/uqVV/cqGTzZR5t+psOGrd9lFIlDvfba0LXt0K4nMa2hqLpGeelaGgrK1shpmec7Gz3vqYplTJOTrpHZpVKGZNuM2un3fsry34Wb4+y/qhPxLXLnz8Ry6HVqZiYc7G/+cZLsN5smpOVhqn5F5IJvYVUpUSy3C4GZJL+QvQlh5fXI8HzC0bt6mwzaM6XJ4FaLuOu002+WGWjpbPdqtCwS3chKpdIcWi1mFUqVDI5UkHgA+OT7MQG9+xrJV19thSNQankn3zzR3jv+Bgfmp3hu/7NZznu0PR0FZVMxnsmx9qWW7Qa/sX3fQv/23/5H/ybP3k40D588Npl4+C/+NH38cere6R6iK6XZ0a6PteLr7w9xT/9D/+j5zqdojmtXJty8XN/+eNsHoT51791n//+2nZHUaFUyLrOXXda9XznN7zEN3/gOqoWQf0X/twH+Kl/1NnjVyIIBDrYzfSiOTXJz+K0G41CjlwmY7tLg1QvDv0JLEYNiXSh66QbaHZ5v7Q4yt3FUe4s+DB1EPQqhZyvuj3FV92eotEQWd4L8cePdvjvj3Y7msufUWqpJ5XJpF2FnEQQWBxzNhvWFsdZHHO1jSM9o1iush+KsxOIsxOIsRuIsxuMtU2eWT08waRXYzFo2rrtrUYtMyM2Zk9F58yonTGXBZm084VDpZDzmR/9Rr7vZ36ta6pYrZRzc7bdXH3aZ+PHv+Or+Af/9v9te86oU/GZH/oI9xbbj8tefMWNSd57fYLff7DJL/725/FH0ox5LGzshrh5zcdeMN5XeLfy/pemu/p4mo1aPvkt7+Kf/ds/7vkaf/kHPsjtxcvH+PvvzfAL//r/6yvgj4JJQpEMf/47v4JPfOQuoti8mRBFkUaj+W+nZa0/N0QRrqzTEEUEAZxWw0A+pb2QSAReuT7GK9fH+MlPfQ2fe32X//K5de4/OTiPiu4dx7DotB29RzuhUHa/bOu1Sv7mp7+B99y5HDzQqNuzG/V647wmdmLegV4uZ3MtROPUXq1SqaNSy5FIhPNGSp1exdZu9/NKvd4gEM3gdBnPG4w64XabOOgyU16rUeA26dhav3wDun8Ux+YyEuvxur1cPvK5Ev5Klflbo2w8QwnBkDcfYRB7lucF5YRPdP/sj15aNmO0ES7myFQ6pwDvOUa4f9I9aveyw8erYT+tydBpk4WdTP8Q/ojOiEdtYDeWQFJrTtQxq1Ro5Ipmx269Qa5aJl4sEisWLt2s2dUaaDSLykcMRgwqFcvhMJX64GmleZONrWhzP7/j/p/y0cedBaFSJmPOZkMtvziBlWt11k8ilPu8n0mtYs7R2+w3niuwH0v2jThd97ku7QNALJNnP9JdlMx5bBi6NCX1Y3X3hFKXTm2JADdmvJdmZPejWK5yEsuQzBRpvfWWy2RUr0QPlQo5Lqsei1HTNYKyexzrOD5TIZf19M3riiBgNqhxWPSIoki11qBaq1Ot1pv/tvy/3qM+S6NSUKnWqbXUSCvkMvRaJXqNCp1WieKLvECXKjVSuSLpXJHclaYSiaRZW6lRKchfGS0rk0owalQYtCqMGlVXETgotXqDYqVKsVylVK5RrFSRnl545VIpapUcjVKOWqVoM40flFgq31V4G3Uqpn3dj6/dQIxUS12gRiln0mtFKf/iYgiiKBJL58kVKuQK5Z62Wt2YGbFh6DHNqyGKrO+cdLWyclj1lyKhrWzuR/qWuygVciZ8lo5lCc87tXqDZKZArlCmWq13rH3thlLe2R5MpZQzOWo79zRu5SiU5N9pZ/idyXf1fG2rScuY08T+VoTcaYPPraURniw3r6E3bo50jYa24nIYKKSL5HOdP9eNJR9PO3iVmoxqDHI5gS5NYuMTNvxbYRpdhmxcW/Sw0aeWVBBg8dYoK69epPq/5mN3+Mmf+8Trg8xifzOZua4R/9F/nH5TXvujU8tv+efrxgsdEZ0z2QnkM+Sq3dM/Yg/vllecIzw4OeZqRV4oN1jt43EuTbiQ46bFQzZfZSMWOzfT78eUycL9gJ977gtLJ7NKxS2Xm6N0ipNc/zFlKtXFn++jjx+yEAyw7rkcXdErlczYrMivTDNSyqTMu+ysn0R7il+zunfTDIBVp0GtkLMdjnVtYlIrZG0iFE5nyGcLHZuWJIKArsOd/KAY9SpKXYyljTr1M4lQaEavJrxW3PZaU5CmC4iIyKQCZ3pXo1LgtBkw6dV9K318LhPZvVKb151cJn0mISoIAmaDBpfd0PEi1Il6Q2wTp63/N+pVNEQRvVaFXqv8ooXPVVQKGS6LHpdFT7XeIH0qSjP5Mo2GiFolp1pvOuppVYqm8NSq0CgVX9IKKplUgl6tRP9FfM/6YTNpyRbKHUsTegk5gDGXhfxBmGqtjsWgYex0uMIXiyAI2E06rEaRWCpPOJ59JjEql0nQ99l3iSDgdZo6RvqMejXeLiIUmoMUeglRq1GLz21+5mP4eUEmlWA367CbdVRrDXKFEtl8mWy+1NeDtlytIZdJL9XCmgxqxrzWrr8Pp3+XD2pyfYVoPJUnnsqjVMi4dmeUZDjDykYAn9dMNlce2LD+JJJhZtLBwU7kPMLaSid/T4dNh7Ta6CpCAQ72Y9x8aZzlL3QulxoksCaKsPLoiOuvTLL8jMb3Q94cXlghumh2spdNno/x7Ea1S+TnnnPkdOxn+4Gbr1WxaTTESr1r2hxqLXqJmgcnAawqTXObQv86OK1Mfj596TCTOu/wTpZKPAj4EYAbTicisBIOd5XSy+EwLr2Ok9PJR+seL9/1Qz9y/vy3LF3j7374a5F3qZNVAYZonO/+N79BotC5xvGPf+IHwNB/1rkGGCuU+MnP/h6f32m/I/3h99/j+te+p+O2ipM4P/xzv0b1iiC+PenhX3/6O/q+dzfC68f8z3+vc0PUP/jxjzJ5943deaqAcUAWTvGr//E+h8EEcoWMT370FeaXBk+XKoHH//E+v/jZz11afnu+vw8lNO1lvu4rFvjkx+4xctoxPSjS08cbizV/aZEDttPHWV3pWiSJy27gXfPdbbpeJJylCj/1N3+NoyuR0d/4B98HPf52MqC26WfnOMp3fO3tL/l+SQAHYK7V+Z0/XuHf/KcHnPQoyTjjOz54mxvf/YG+65mAf/Uz/4FHqxdZqclRG7/4me9EUHePZNbCKX70x/5l23KtWsFP/sDXcucrFvq+94uCHDCfPqA5Ie31lSNeXznm9ZWjjlOabs55eLoRRCIIfOo73sMnv+Vez9rV5OId6NMt30q5UjuvsZ+dd2JRqbBUagNFQ8/Y3otwY8nH6pP2NHgyefk66XObKKWKxPs0MAE8fXrM9DUPu2vtzYjPYmC//PCQay9NsPm4fzf+l4uzEZ/vNF5IIXrD6mYzFaNc7x816rTOhQjtjkOt6ylE500Owtk8O6Xm3Vu8VGDWZCNdKnUVv2cs2Z08CDTf/ySf467Lw8PgRT2MCOcNTB6djhGTifVolEz5coSgLor4LMZzIXqGAPzF972XH35X/0aGKbuVX/lz38onf/X/aptAteh24BxAhJ5h0qj4P7/n4/zCf/s8/+KPX7303AcXZ7psBZMuK5/86rv8iz94cGn5y9NvrD70jJuzXvQaZVvntl6j5D03OzdZPAs+p4m//oMfplCqvOH04Hd95CX+8+fWOGyZg923wUMq4evfd41PfvM9vE7TG3rf55WzutK3GxqVgs/8yEf41N/+d+cNKR67kdEBbiDuzPm4MzfYXPQ3ilwm5Vu/+ibf/L4l/tPnVvmV331AqMfI2A+1uE3049OffD+f+qv/lkZDxGRQ8w/+6scvNc90wus0MTNmZ7vF/P7atIuf/fGPvO2+81dx2Qx85P1LfOT9zQmJR8HEuSh9uHZMKlOkIYJOo+RnPv0NvOdu5/nsrUi+iBKWSDKLYlRBoyFy7YYPoS4SCCRJpfoHXZ6u+bl1a5TllppMhUJKKJQ6/3li1EYikCI3oDWVKEIsVUBv0pC9sg/P4mMKsPb4iJkFL/IBM0lD3hxeOOl9y+ZhPRkdSIQCFK5ETAcRoQA6efcT5Su2EbZjCRKly1HErVSMm15nz9eVAEctHqIA8XKBbu1+wVyO+34/5VqNlzwepiyWS8+vxyJoWtKmarmMf/LN3ziQCD1j3mnnX3zXx9ErL6cn3z/z7GJNIhH4ix/6Cn7+Ex9Bo2g254xYjMy7e3uA/sAH7+GzGi8te6ONSmfIpBLefWO8bfkHXp75opsQWvliatTkMik/+b1fc2lZqEvkQi6T8rGvucFnf/5T/PUf/PDb/oL8dmN2zMGn/+xXnf981bbpeUAmk/Kx99/g//4H38/f+NSH8DmMbet47EauT3sGfs3ZSSff8P5FFHIpf++nPoa7w2t24v33mjevggDf/c0v84t/+xPvyO/8qMfCxz90k7/7F7+J/+eXf5hf/bnv4eved41f/nvfOZAIBd5QCYNMJuHmdR9F6jzZCtAAnu6GeHJwQqxaxj1h4cbNEWZnXCh7CLmn6wFm59znP3tc5vPI5dyUg/BhfGARekYymcc5YWt+OVp4IyM9q7UaBnN7s+VbRV0U3pTH88wLJUQ1Mjkr8TDVZzCaz1UvomHvGlCENmn/w8kFCXetI9wPBTp21gO8Ggnwsq/7SfqW081J/nIE8yCd4rqrt4At1+u8Fgyym0gwbbFw1+NBIZWSrVS45m5uK5dI+fVPfDtfN9c9+tiN6x4Xv/ydHzsXjwAfmB3sJNeJDy/N8u9+6BOMWU188Fr/FLhKIeOvf9tXn/+skEm5Oe7uscVgfOWd9uhav275LzcvLY7ywXc3I0x2s66tcUEhl/ItH7zJb/zC9/NX/qcP4rYbOr3MkBeAb//aW3zg5ebxedW26XlCJpXw0fct8dn/9fv4mz/wYUZaBOCH7g0eDT3jB//sV/LTP/L13JhvdwjoxvvfNYvNrOUXfvrb+J+/633IvoQ3jy8qgiAwPWbn4x+6yajH0n+DU6SSZ7vUL8y5MTt0PNwKnDuCXJ3adhxJ83AnyFowSkUtMLXg4sbNEUZ8lkv6sNEQOQwl8XhNABgMzb6DxTk3BxsnlAfwRO3E1kaIpZfHLy3rVI/aCalMwrVbI4yMWjhYDxEPd4/+fzkREagjeVMezzMvVDxaKki4aXMjk0hoNBoU6zXSlRKxYp5ilwhp+rSb/p5zhC8MLEKheMUr1KHSYpBqeO2kv7/eo3iQeZut48z4bJdZ9P1mXbeyk2imcU0qFbdcLorVKhq5nFm7DaXbNfDrXOX2iIf/8xMf4wd+/bfQq5QsuXuL437MOG189oe/k0xxsLvd9y6M8+Hbs/z+oy1ujLm/JA0y774+jlQqoX56grKbtdyZ/+IirW8GP/5d7+dPHu/jsOiIxZs3Kgq5jI99zXW++5tewW4ZvERiyPPN3/jUh9g5inL32vP3PbyKTCrhG79ika9/zwL/9U83+JXfffCGbuSsZi1f+xXPtt2Ez8q//Yffi6HPKMgh/ZFKB4uI+dwmlHolKwftTUmSHq9RrTXYbJlkZnRoGXOYkIgQDKRIJPNotUoMRjWiKHJjwcv646M3FMFsZW0jhG/Sjv907ny/aU1Gk4bRKTtH22HWXjv4ot57yJeOF0qIFmoVosUcR7n21KVRocKq0qCXK1FKpQgIVBp18tUKTpWOzwWfrSA51jIWdN5oJ5IrsJ0dbCpDtdEgUs1i12iItjQvLVjtbHSZJb8ZjzFns7EVG3zyQ6pU4kEgwC2Xi1GTEeWA5v29eGXcxz/7jo/y/27tDWTc3A+9SoleNXhH8k99/P38yfohL898aWri9FoVt2a9vL7ebJb42lfmunpNvpXYzDp+8Nvey39/dRuVUsbHvuYm3/1NL5+Pfhzy9kGnUfLP//qf+aIcIb7cSCUSvv691/jwuxe+rMfPUIR+aZD0iYga9CrGxm0s7wSpJzqLw14ONFdJ50o8zV2IWe+4BYdRi1ouQ1Fq8ODB9sCv1YtatU5ZFFGp5ZSK1a4RUd+4DYNRzdbTY5bvP9+d8o3hrPnnm7ooUmnUsSg1JMqXi5TTlRLpSnvkzaHWspWKIZdKcGr0mJQq1FI5EkFCtV4nWy0TLxXa6j1PijmUMhk3zG4ehUN9G5CuEi8VmTFZSZVLVE8PDkUfc32l4tmF5D2vjwcBP6lSCaPqS3PSfu/UGPcm3ppojc2g5ce+8b1Mu61fstf8ytuT50L0eUvLt/JtH7qFTCLwdz/9TViMz0/N0pAvPXbzixnhfh5v4ob0p1tqXioTWFrwsuWP8bjPJLragGnvTgSiacqVGl6LnkaxgVIhxWzRoTeoUKrkSCQS6o0GpWKVbKZIMpG/NHmqF+GTNItLPtZf3adRvxDLgkRgdtFLpVhhf2PwKYRDvvy8UEIU4KSYZdpgpViv9rVuAhjTm4kU8lTFBv58Gn++cyOIUibFodFhVKjQyBRIBQG9VMlxLotXZyBVLpGplPuatreynYrzssfLa8chfHoDy+HeHmzLkTBjJhOHqf42G3KJhBsuF/dPu++TpRJfytYH2TPWFH0p+fb33KDepQb3jfCVt6f4hV//74y6zCxMvvHShTcbqUTCt37oS2/RM2TIkHc2nVLz8zMuksUSD/sI0DO6TQcbhNszHnZ3ItR0Gp6uBpgcsbC/EyHcTR8KYDJqMJo0qLVK5AopIFCt1Cjky6RSBTLpi+DR6oqfxTujpP1JtDolk3MuggcxNh89P9ZMgzAc8fkCsZOJc9PqZiUept5HGA7aXV9u1DnOpYlJ89ywuSnX69TrZdbiF+PMJIBVpUYvV6JTKFBIZadG8QINsUG5XqNQq5GtlEmWi1TqdV6NBLg3MoJYhUC6d0G0SHPOdj8halGrsWk0vB688FEr1WoUazX6288//0gkAhK+dI0JPqeJcY+Fr31l9kv2mkOGDBnyotCamve4jGiNKlYPes+Dv0q+2NtWrhMOsxarRs3ycjNgolHIaIiQKVdRqRWUur2mCOlUgXQPiyiFXIrZqkNvUKNSyVGq5JimbDz5k/Rzn34fcpkXUogCPImHeMU+woNI9wYkhUTKdnKw+b1yQcJtu4eddIL7oWMmDFZqV9LxDZop93ips/n7VXQyOSalGqVMCiKMG00cpFM9t3kcOcGh1RLJdzb2nTCbKVSqbMXba0mTxeLbQoi+Gbzv9hQffs/bxwR7yJAhQwZFKhGQSSXcuOHj6U6IevLZu8SzhcEtlgREbs162d4MkwhdDEjIJJrCMhLNcv2al7U+4zh7Ua3WiZykiZykMZo0GHRKxFwFk8uI1aJje8VP5Q125L9ViDz/VktvBi90DPhB9Jh7zu61jLMmW9du+jME4K7di02l5UHYT6JU4K7Dy146wVE2xYTR9Ib3L1er4tYa+FP/MaFcjoNMiimzmVe8Psxd6jlrjQZjls4+ezddLk5yOcL59kkb0BSiQzrziQ/fGcg8fMiQIUPejuj0KpLZ4rmDyLOSK5QH6r53WfXMum0sP/VTKl8IQZVSjv/wIoCyvBZgZuGLt+izOw2oZBL8+zGkcgmh4yQrT45RaJVcvzeJxa7/ot9jyJvLCy1EAe6Hj7hj7+zbqZHJOy4/45bVzajOxOuRAKFC865NLkjwZy/uFh2aN9ZUICBwzzHCa6eeo2ed47upJA+CfnLVCjedLm653MiFy3+G5WgY0xWhes/n4+nJSZutVCu5SmUoRrsw7D4fMmTIOxmFTMpBKInPZeL2vA+L4dkaIkURjPruOTcJcHvGSzaaZ3e/3R1m1GumXrssgsPJPDr9G2+yHRm1Us2XiYSa5WytXrPZTImnD49IZkvM3x1nbPaLsyP8ctFA8qY8nmee770bBAGW4yHmTe2TewK5zumHRbODWaONx7EQh9nUpedu272cFC4ijke5y88Pgkoq45bVxYPQRdmA4sqItWqjwZPICY/DITRKOS97vMycTk0q1mrM2ptd43KJhLseD/f9/r7mGSLwR/v7z7y/Q4YMGTLk7Y3pVHj6w2kebQZI5YrMTzpZmvGgkA9Wk6/VdrYc89gNTDktLC8fU+7S1KRVtgeGkqkCvqneU/e6MT3rJB5Kkm6ZW99p6EGjLrL+1M/BfpyRWRcLd8ae2+EIogh1UfKmPJ5nXtga0VaqYoNQMYNPZ8R/6jHq0xrwXxGi0wYrKqmMlUTnIm2dTMHmlZrSUD7LrMnGVmowf0+rSoNFruZx5HKHfC8PtnS5zKuhZufiqNGIW6cnks/h1unQK5WXmpL68Yd7e3z82rWB1x8yZMiQIW9/tGoFNpOWWKrZf9AQYWO/2YyrUytYmHSRy5fZ9Xfvq9CoL4tJqQC3ZrysbwSJVHrbLeVSnWtMVzdCLF33sb48+MCZhSUvOysBalcsniSy3oLraL/52cw2HSNjNg63QmSS3Ruihnx5eL5l8jOQrpRoiA3MymbqwKO9GIM4qjNy2+ZmJx3vKkIBFi0uUuX2g8WsHix1MGEwIxcl7KQSbc+VBuzeP8qkuR/0o1EoWHDau44S7cYfHx5QrQ8+pWnIkCFDhrz9EYD33e08bjlXrPBkK8huII7bbuT2wgg2c3s5k1x+IUR9DhPjNjNPnh5T6SNCFQopxwfdBe5BKInZMlj51PWbI2w+OW4ToQBS6WCSJhnP8/ThIYVKnWsvTWAY8L3ffAQab9LjeeZtI0QBgoUMNrUGlVRGoVrFqdbxkt1LIJfhUbS3oa1DpeVxl3X2Mkn6DRm6YXURyeYJFzp3u3cSuJ2QSyS84vGxGouQqpTYyyS46XUyZurcwHSVXKXCF/yD31kOGTJkyJB3Bh94eabvOqFYhkcbfuKpArPjDm7MelApmslTqUxAKhG4M+slHkxzeDxYpnDUa+koHM/I5cpYPKa+r3Pj1igrrx0gdhkN+qwDF6qVOqIA5fIwePNW8rYSogDb6Rgv2T3oZAoSpSKvRQJ9vUYBRvXmrlHLaDHPvLl7Hcs9xwhr0QiFHgb70WJngdrKhMmMx2DgfqhZDyoVJIjA4/AJR/k0t31uvEZDv5fh/93b7bvOkCFDhgx5Z3F7wYdxwLGpIrB1GOXpdghBInBj1otOrWDUbOTp02OqtcHFm16l6LvO1k6YpdujHZ+TSAWWrvtYfrVPD8QzjKXWG9Us3PCx/uiIcunZPVLfDETemTWiz/feDYhRoeK2zcPL9hFcaj2ryShVsUFNHOxAGdOZeBjpXYepU7YfSJLTzvgHIX9fsVus1TCrOnccCgK84vVxnM1c8hltPaYaosjDkyChQoa7Pjduffdu/j/cG5r5DhkyZMiQy8ikEr7i9tQzb1cs18iXKpRKVbTa/qLyKvlMeaD1NvYiOFyXs38KpYyZaRerA3iODqpD55a8SCUCG0+OB9tgyJvKCylE5YKERbOTe45RpvRWMuUyj6IhXo34OSnkaIgir0cD3HV4B3o9o0LdV0hup2JIW77lWpmc6xbnpc74fti07XYZbp2eOaud+0E/1UZ/4VwXRV47CRIt53lpxIND217b4s9k2IwNZuQ/ZMiQIUPeObz/5c51or2YHbMTCCaoNUQ2QjHmZgYflSyXSfH3qA9tpVyuoTaqz1PsOp0Kr9vI1sqA19k+QlStVbB4e5StZT/pRP8s5VtBHcmb8nieeb737gpauYIlswupIGU1EeF++JjdTKKtH/1sHvxrkQAvO309X3PebOdJrPcMeGjWeF6zNtPzTrUWp0rP0+izjUjTKS7fSd51e0hXSqzH2z3XgJ5z7auNBq+GAiRrRV4e8Z6OGr1gGBUdMmTIkCFXuXd9DM0AqfIzFiadHBzFKZ82JFXrDTbDcWamB/PlHPGaqZQHn1O/dxjj2u1RLFYdBp2Cg+1I/41O6RVPmpp3odUov6hpTkPeHF4oIQoiK4lw3w50seXb+GrEzys9xOizNJgrZTKmjVbqddhPJwff8BT5aUefWaXipsvFaydB8j0M6qsDdMxX6vVmaQANDErF+cSmYZ3okCFDhgy5ikIu4z23JgZad2nazfZeuK0etFqrsxNNMD3p6PsaBs2zGdYLAtQEgak5J1KZrG+Us5VOOlShlHH97jj7GyfEI88+2vTLiYhAQ3xzHs8zL5SPaL5W5YPOEe6He9d1XI0kPoj4ueca4f7J5e1u2dw8ivSPhhoUSiYMZtRyGVqZAqtGzTRmEJtebLVGg2q9TqVep1irUqhWyVcrlK4cvCIiNxxOjnMZHof7v2/tGVRyQxTJVMoUqfHKiJetaJxYoYBN82zTM4YMGTJkyNub9780zX/7wmbPdW7MeFjdCtJo6VBvlTOVap39RIqpCXvHSUpnlHKD1YcKAswteMgUSogSKFbqHIVSmF0mvD4z9XKNo50TioXuwZur3fRjUw7KxQorr704g16e9zT6m8ELJUQBXo0dcdPq5km8u5BrdLgvuh8+viRGpQjECp3HYZ4JT5VMRrSY5yCb5GkihE9rpCY2qNYaxEp9THAFkCkk6BQKNDI5apkcrVpBgwrZymAHZmWAmtGrFGtVXgsHuOlysZdKDIXokCFDhgy5xHtuTaCUSyl3sVS6Neflybq/LcQoXgnylCo1DlNpJsZs7B+214FKpZK+9aGtAnR1t3ldV8vkhJN5JBKBZDJPMtms55TJJEwsedFqFMSCKU78lzOTZ6JZKpWweHuU1YeHNOrP5sU95MvPCydERUR2s1HG9Ka28ZxndKutbBWjdxw+Hpw0C6AvCc9SjoNMiqeJdk9RlUzGTjrOuN5MuVHvKyhrYoNUuXTuIaqUyFiLR7Ho1MwYbOxE4yRK3f1Fi9XB62oANHI5L4962E7FSdYKvOQerFlryJAhQ4a8c9CoFLxyfZz/8bC9hOv2nI/Ha52zjp2urMVyDX8my/iolYOjy76iox4zx+udeyk6CVAAh03P3m4YUYTZaSc7WxfP1WoNdncuakbto1ZcTgOVQoWDnTD1RgPPmAUJQn+rp+cQEWg851ZLbwYvnBAFyNerGKhhUqo6GsVfvWtr5X74mPe4Rqk34J7L11N4XkUhbc6nPcgmmTfb2UvVKA+YPrepNKwnmumLRKnI/dIxcomUuyNuEtki+6lU2zalevcUxBnTFgsWnQq5TEqhXuVBuCmuf/KVr0TyDJ5qQ4YMGTLkncP7X5puE6J35n08Wu1e+tbt0looVwlJ8oz6LBz5LyYLGnVqrr5aNwF6htdhJB5ojuqWqXpLlGgkQ/S07lOpkmNyGdBqlWRiORQqOZVS/2vokLeeF1KIAoQKGeaNDvLVCtXG5dB7r25zhUSKTCqlKlZ4HA21bdsLuUR6/v+NZJQbVjcrsfBAhvlTRiuxwmULimqjzmuR5oz5a24HclHKcjh8frDnK50PojGTCadBiz+fZjsXgzyXrJ9sag3fOrs48OcaMmTIkCHvLL7y7hRSqYT6aer6zpy3pwgFeral54oVBEFgxGvmONBMmZfzF0bx/QQogEQA/+FFVHVr+wSdXkUu238yoUQqYXM9hN2m48CfQJBL8E26MRo11Cs1ov4k8fDz3awEAvXnfBznm8ELK0QBNtIRXrKP8Go4cGl5pxpRaI7PXLA4yNfKvB4NsGC2c5LLkyx3rhW9iky4HDJ/Gg/xktPHqyeBLltckCj2fo+1RDPd4DUb8GmNrJyEKVSqSASBhiji1evxmQ2EilkOMgkOiu3z7M/4vqW7KKUv9J92yJAhQ4a8iRi0Ku4s+Hht9YhbM14erfX36uwV5AHIFspIBAGv20QonCZwGBtIgJ4xO+lke+0iO1mrNZiYc7D8+Kjvvs1MOVh+dEgqkWfpxgirjw452r9cn2r2mXG6jSikUrLJPIH9GLXKs5XADfnS88Krlddix9xzjnI/fHEQdTpUJILAktXFo1iQe6d2TuvJKC6NnnGlmYNMfzsmaYdU92sRP+9yjfKFk+53kl6tge3UYDN5A/kMgXwGvVLBe70jiHUIl3LspOL4w+m+2+vkCr772q2B3mvIkCFDhrxz+eqXZ6mUazxeH8wwfoDkH+l8CUEHS/MeGrnqQAL0DGmHaGA81d94fmTUwuqTC7G6suLnxkvjLL92cGm9ZDxHMp47/1mmkjEy68B8ZZrTW8U7tUb0bfGJX4sdc8N6edKDcOX/d+weHsWaYzxbU+knhSyRUpZbdnff9xG61Fzejxxxz9Xdq3REN/iXXCoI3LS7mDRbSNdKlMQaOwOKWIBPzN/AqHw237YhQ4YMGfLOI5nKITRgesQ+0PqNRn8latCpmPDZkGtkZMoVjkOpgV7baFBdakw6wx9IMjJm7bqdIIDQENv27emTY5Zuj/V8z1q1zuFulESLOH2rqZ+m57/Uj+eZt4UQbSCyn4sxpjedL2tt1HnZOcJr0Yv0ea56udu9UKvyJB7kXT3EZD8ehI95qctI0WAu23d7r87APbcPk0rFk3iIJ7EQYkPk9UiA247+IhmagvtT1196lt0eMmTIkCHvQJY3A/zKb3yBRr3B7mEUr83I7XkfBm33QEajS0+FIMDsuIPr025KuTJPVo4plGpE8gWmp/qb3gNMeG3Uap1f32huH2V9xtKSj+MuFlEra35mFz0Dvf+Qt463hRAFyNUqVKlhUjQPojMhes85woPI5bR5vIMHqAh8IXLMHYcHZUtTUis962MEeBIPcN16eezZhMHMUbZzSl0llXHX6WHBaiOQT3M/fEy83Ny3Ub2JlVjT9mIvncSq6u8HalVrcev0fdcbMmTIkCHvXAqlCn/7n/4X6g2RyqmXaDCS5vGan1KxyvVpN7NjjrY42tVroMWo4fa8D6dRx85OmNWN4CUxWShV2YskWVjoLwajPUrPdvejKBTtlYQmk4a9re6ON2IDDo7ijE4MFvF9qxFFgYYoeVMezzPP9949I6FCBo9Oj1wiQUDgnnOE+1dEqFyQECt2rzl5GAswYjRiV7cLv0afkZs1UWQ3E2PWZDtf5lDr2tabMlp4xeVDLhN4PRpgPRltG2PmVOs4W5iulPDqDT3fG8AzFKFDhgwZMqQP//u/+SMC4RQAWwcRnNaLa0e1VmdlK8T2fgSXxcDteR9GnRpopuYlgsDCpJPFCReZVIEnK8dEYh2yfsLZ6zVYOwxz/Xr3jOPkqI2TUHchmi+UmZ51tS33uI0UWjrzO1Eu1Uhmi9ifkzrQIe0MLEQFQZAKgvBIEIT/1OG5bxYE4akgCI8FQXhNEISvOF0+d7rs7JERBOEnTp/7OUEQNk63+y1BEExfig+0ng5zy+7mrsPbJkIBnBp9l576C3bScURBZMZ0uS5lkNnvxXqNSCnLqN6EABymUwDoFUpecfmYNJnYzcZ5EDkmW+18ABkVKpavjB59GjvhZVd3g3qTUo1GJu+7f0OGDBky5J3L51/f5Xf+cPligQgeR2eRdhLL8HjNTyFfZmnKjdtqwKpXs7l1wvp2iEa9x9W05amGCI93Qty4OdJxVb1a0Xe/y1dGZs/MOFlfHqzJKpMuIsgl6I3qgdZ/K6mLkjfl8TzzLHv348B6l+f+ELgpiuIt4PuBfwEgiuKmKIq3TpffBQrAb51u8wfAkiiKN4At4K89896fYlaoWbI4uecY4bbNTaiYoljvLPJMAzbyxEoFjvIp7jouUgrVAc3r05US5UaFuw4vFrWGO0435UaVB5Fj9gbozl8w2zsa5a/Ewvh0nSOjw2jokCFDhgzpRTJT4O/94n9tW34YiCOVdpcDtXqDfKHC2s4JMskbFzWPtoJcvzmCRHKRAlSr5exsdZ6+1MrO7gk2R/M6J5dLyST7d9O3Ej7JYHEaUShfeLOgtx0DfaMEQfABH+FUYF5FFMWceDHOSEtnB6WvAXZFUTw83ea/iqJ4ZuD1BWCgTiG7SssNq4t3OUe4aXXhVGtJVQusJk94ED3icTxIsJAhVSsg6dAo9ixRw3K9xuuxAPdcPgSBrlOU9HIFU0YLdxwe7rlGeNnlw6bRolPK0CvlrCUiA8+Nl0sk7KU6e4QW6zXUCnmbjdQdpweDQjnw5xoyZMiQIe88/v7/+Qck0u09Eol0kbmJ3k1FWpWcZLpAQwCLqX/PQrfBfo+3gswtepDLmr0Ys+MOSgNMQBIR8PjMACwsuImc9LczvMrBfpSJOdclIfw8IQINhDfl8Twz6K3BLwA/BXQNuwmC8HHg7wEOmqL1Kp8A/l2Xzb8f+A9dXvcHgR8E0DqtIIgsDzCO8yiX5K5jhFfDwSuv13fTNu5Hjrlj9yATpFjUamSChEqjTrZaJlLMk66UyGYTcKVM5iW7l9ciAcxKNbdMblaiJ+RqvQ+4G1YXD0+6f77tZJx7Lh/3QxcpiR+6+Qrwy8/+wYYMGTJkyDuCeCrPH7+60/X5XkMGvQ4j6zvNcrFIPIfHacRQb5DpMfGoVwncys4JszN2gvtxcqnBBsoAHAdTuD2mgVPyndhYD3H99hgrrx+84dcY8qWlrxAVBOEbgYgoiq8LgvD+buuJovhbwG8JgvA+4O8AX9vyGgrgo3RIvwuC8NNADfi1Lq/7S8AvAaimvWJByPGK00cwl8Of731HdJhPoJLJKNUuJieU6882RUEnU7BocRIu5JDWZOSEEuHiYJ5jZ+NDk+Ui98NH6OVK3mX3sR6Pka50PoCz5XLH5a28dhJg2mRlJxVn0mjhQ2PTg3+gIUOGDBnyjqJcreE/ScFs93W29k6wmrQdDeStJi3BlghkMJxmzGuhVqtTKL6xee5bB1Feuu6DfJ3rptFmkGiAklOTSoFJryKZyBENZwbyNr3K8tNjbtwdZ/m5E6PCc1/P+WYwSET0vcBHBUH4BkAFGARB+LeiKH53p5VFUfxjQRCmBEGwiaJ4Zu719cBDURQvFYIIgvBJ4BuBr2lJ7fekJtZ5nD5EEAXuOLxkSlV2Mp0N32OlPK/YRvlCywjOdKW/0INmCcCkwcJqMsz9yDHXTW6Wo1GsajUzRhvb6c6+ZZf29Uo6Plstcz98jFom511uH9vJOPHSxd3gvNnOZqz/69YRKdVrqKQyfvDmy12N9ocMGTJkyDubRkPkMJCg3ivkSbOhaNRjbhOiNpOW9e12o/nDQILpMTvH/vi5BdSzcG3GzZONIBM2E3u70YG2cdj0RGoNMuEMlXINuUKKx2XCYFIjk0opl6sk4jlikUzfKVDLT4+4dnOEtSfdpyJ+uWlOVnrnXc/7ClFRFP8ap5HM04joX74qQgVBmKZZ/ykKgnAHUACt6vDPciUtLwjC1wF/BfgqURTbi1b67ZcgspJphudvONzUqwKryUjbequpEyxKFYlyMwIZ7RPNHNebsak0PImHLnXdayTNrr54sUiuWuG2y8OjeLDbywBQ7lIXWqxVuR8+RiGRcs/l5TCT5qSQQy3tX78qQUArk1Ot1/mAb4KPz1zru82QIUOGDHln8u/+02ssFAYLwBwHk0gE4ZJf6IjLTDzRuTFo5zDK/JSTnb0w9Ssd9L3k1M0FL8sbARoNEZVh8P4Gj8PA8qMjbt4YYfnVfaqVOv6jOFwZRa9QynC6TegNaqRSgXKpRiKWJR7LngtUEYHNrROm5gYbGDPkzeMNt48JgvDnAURR/EXgW4HvEQShChSB7ziLcAqCoAE+CPzQlZf4p4AS+IPTiN4XRFH8829kXzYyzZrKeasdlaDmaTx0fiDlaxVetrm4fxLAIFeSqXZOiS+aHUgkEpbjJxxk2zvb08WLA7lcq/PIf8K7Rkf5QvSobd3z9fqUAVQadR5E/MgECV/tnaBagHdZRmk0RGqNBrV6g0qtTqlWo1irka9UKFSr5KmTp0heXUcpHXYADhkyZMiQdnYOo/zSv/88Pz/g+rFknvkpJxt7zeSlQatio8+c+I3dMEuzHta2gogtafJuAclb13w8Xr0I8mwdRFFr5BQLvVP8EgECh8341upaAPeIhdBx58beSrnWcdqSSi3H4TJiMKiRSCQUixXyuRJGS/fJTV9u6m8ve/eBeCYVI4riHwF/dPr/X2xZ/veBv99lmwLQNihWFMUveWHjXr4Z3h8zmrApTDyOhag26jyK+xnRGVFKZWTSF0JUAtyyeUhXyh2jqWcoJDJ2U1fFqcAXjgLc9fp4mmq+z1WKfRqTAGSChLtWHzvBFOqGnFilQKrUvQC8FYvm+fdEGzJkyJAhX34q1Ro/+09+j2rt2dLm0paO8qkRG4/X+jcGrWwFuTnv5WmPdSUCLM17L4lQgFK5ytysh9XHvd9nZsrJzmozC1mrNVDqlM2w6zOUiJaKVY72LwvU8Qn7c95T/vbnbSm9A6UUTzIH2PVy7jl9KKRSbBo1ennTQ1QtlfGKcwSHRs/DWJDdLjWmZ0zpLB2FJsDrgRDTatv5aNFW8n2EqE9rZEJh48F+kEZDZC+WxChRYtP0t8YAsHaY/jRkyJAhQ4b88n/4PLtH/XsOrrK+G8Zs0KBWydk5HKx2E+DJRoBbixeG9a3iTi6XMjft6ipUM8X+pQOyK4Jzby/K4u2xgffvKlqtkqUlH0fbJ6S6lB58uRERaIhvzuN55m0pRM+IlXM8Sh+gVotoFFLsajXvco4gl0p5ED7mpNBhLFkHjPLekcf1WAxNQ8WI7vJ0imKt2tUu6hX7CPFYiZ1YM7Vw1nB0nMqgqEsHmhlvHVCwDhkyZMiQdw6P1vz8u999/Q1t22iIjHstzE84yeUHqy09f991/7kYPTcW1ygY9ZhZ7zETfv84jttr6vq80aBiZ6u9RGD/KI7e9OyZwWuLXuQCrD467NvUNOTN5x1RYKiVKqnVIVWqEKikyQzYOX9GdgCz3WA2i76sYNHmZDV5YQ6glSrI1S6mPNlUGtwyI6/udT8oT7I5bFo1o0YjR+nuFlVW9TA1P2TIkCFDLvO5BzvcnPWcBjhE9A+aDUG355pjokVAFMXTf0EUGyBCQxQRRZCIUKnV8TiNFItV8sXywJ3xj9b93Lzmo1FvYDZp0KoU7B70j6zaXAZCgVTH5yZ8Npajh23Lc9kSi4te1h+2P9cJh9OAUadi/XH33o63msZbFB8UBGEE+FXABTSAXxJF8R8LgvC3gB8Azv6If10Uxd873eavAZ8C6sCnRVH8/dPld4F/DaiB3wN+vJcz0ttaiI5rbGglWp7EQtQ1WY5PCjg0WrxaA4F8ZqDXkCJhr60+tDPZSoWNkzgv+0Z4Ndqsg9HI5edC9LbVw95JmpVSh4PySuQ0li9irItMmS3sJjsXZA8jokOGDBky5Crf/2fezU/8rd84N6E/i2w+WR3MCF6llFGsXm62lcskaDVK1CoFKqUMhVyGXCZFKpMgnF7ARFGkVm9QqlRxWvVEwmn8ocGun3uBOFKZhHqt3WYqFu4ekFldDTAz72J3o3tTlVQqsLjkY/Opn6h/sP15B1ID/pIoig8FQdADrwuC8Aenz/28KIr/W+vKgiBcozmoaBHwAP9NEIRZURTrwD+nOYjoCzSF6NcB/7nbG78theiszoVYl7ESDwPNL7BXaeKYApFCHjsafFpjX0N8gEm9he1IauD3rjdEXj0K8srICK/F/ahkMvRyBbNaBw8PencfXiVdKlFvNJi32djo4C9qGUZEhwwZMmTIFbQaJf/wb34bP/Ezn2Vrv3sjbjc6jcCs1hqkMkVSmf6TkEY9ZvK5MgadGpNBw/YA+5DOFFmac7GxetkWcXLMxmGfWfTZYhWZQkqt0h61nZhyUM6VWX7toO8+vNWIItTfonpOURRDQOj0/1lBENYBb49Nvhn496IoloF9QRB2gFcEQTgADKIo/imAIAi/CnyMHkL07VMjKsKiwceYws1yNM5K4uKLK5dI2IpcRBWjhQKlvIhPa+z0SpewKN6YrcOD4yDXDW7GtCY0FTUPj3uL0G5fvVylwlE0xZKjfQ7wMCI6ZMiQIUM6YdCp+Pm/9e1MjtqeedsvZkjK1KiNRCJPoVhh9zDK9n6EqXE7031m2QPUOigSnUrRd7uTkzQLN0cvb6dTsbTo5XAzRMjfOav4PPI8NCsJgjAO3Abuny76UUEQngqC8K8EQTCfLvMCrRYI/tNl3tP/X13elRdeiMqQcNM4hlNm52E4zFaHiUeLJheJ4mVLpNipGL3aYHSVUoc7rH7IJVJeNnvR5pX4t3KMK01I+hhE9Hq2VK2zFYpzy+m6tHwoRIcMGTJkSDeMejX/+G99O0pF/2EprUgkb0wazE06CYZS5AsVavWLFPvuQZSdM0E6bu+6/dZ+GLPl4rqmVsvZ7dCk1Im19SDO04anxSUvUlFk9fHRsBnpApsgCK+1PH6w00qCIOiA/xv4CVEUMzTT7FPALZoR0394tmqHzcUey7vywqbm1RI583of++kUD056TziqdelNihUKWFEzqjNxlEu1ryDCQXrwehKPWs+40szOSZzH8ROu2x0E01mC6SwzNgtynZSVVLcURW+hWqs3WPGHeWnUw2uhIEqpFJ2i/53ikCFDhgx552I2adFN2AdKj5/xRuKhi9Nutvci576ltQ7+pWdNSzMTDhqi2NbE1GiI+CZsJBPNZqKZcQerAzYWNRoinnEbbruBJ6/uv4FP8NbTtG960+KDMVEUX+q1giAIcpoi9NdEUfxNgNbR7IIg/DLwn05/9AMjLZv7gODpcl+H5V154YSoQaZiSutmIxHjCyf9C69daj0r4e4de/FCEbqI0TGdmcNYb4snKQLXTS6EEqwGI0RpTiu95Xbx9OjiTm4/loQY3PG6iVPgcID61Ks0RHh4GOSVcS/H2cGarYYMGTJkyDsbuUzK9LgDt8NAKNL/2iHtUCPai5tzXlY3g9RbJiv16rI/E8UzEw7qjQZ7hxeZzFDsYv9y6d7Tv61WHW6PiVqtztFhjHKuwtqjIxxeC06ngVKxzOFuhOobyGy+0xCa9Rj/ElgXRfEftSx3n9aPAnwcWDn9/+8Avy4Iwj+i2aw0AzwQRbEuCEJWEIR30Uztfw/wT3q99wslRHVSJbmihC9kB+v8AxjTWAiJvSOm8UIRUVQxqr8sRp1KPYd0FqIWhZp5rZ2jSIrVK3eaWoWcYKLzwb4SCCMVBN49NsJGIUay0iz8HvywF3hyGOIjc3NkCyX0mnYj/SFDhgwZMqQVhVzK//63v4Mf+Rv/nkifAAvPIERvLfh4uuZvS4EPYvd0LkgnHdTrTUF6Es0wM+2gkqtweGUKklwuZWzchkatIBrNEAqmiLd+llMhHDlJEzlpBnuUKhmzc24UMinB4ziJWG7gz/ZWUH/r5jy9F/hzwLIgCI9Pl/114M8KgnCLZnr9gNNx7aIorgqC8FlgjWbH/Y+cdswD/DAX9k3/mR6NSvCCCdFsqcotLFhNao5LCUKl3nd2UkFgLzpY5LFZQ6pizGDm8HTWfK3eXtawaHSgqclZCUZ4NRzo+FqLdgevHXR+DqAuirx+EECrkPOekRFeTwU7FodLAI9Wj0OpRS3KqFfqJDMFQsksSVWOD/yFf86Ey8L1STc/nM6jUylQNsSOHY9DhgwZMuSdjdth5H//2T/Dj/4v/4FYorsgkwzYrHR7wcfjLpZQlSv2T73Y3msK0tlJJ9VaHZVagVEu5+QwjtNpwOE0Ui5VOTyIdjS2PyN41N6UVC7V2Fy78O32jdmx2LTkMkUO9yI0Olzn34mIovg5OsfEfq/HNp8BPtNh+WvA0qDv/UIJUYCdZIKd07LNKZMDu16Dv5wkUGwXnIsmF0+eYcTZWUPTuMHMQTbJcaYpdHUyBUt6J5FEnq2D3uNAx80mHh31jsCeka9UeW03gEOvZdJqxmZWoxVk1CsNMrkSoUSWRDhLokNUNhzOIIqwF0qwF0rwDeHmL+Uv/YV/zuK4k+uTbm5Murk+6cagHUZNhwwZMmQI+Nxm/vHf+nZ+7G/+BxKpzqnvfl3zAnBrvrsIBSiXBxeiZ2ztNcsRby+OoFKCw6EnfJImfNI/oORxmzjZ7319BvD7E/hPu+h1OjWj4zasDsMz7+ubgQjP/TjON4MXToi2sptKsntqNj9hdOAwaAiVUxwXU80VatJnfs1EsYQoity2ecil60wZLKwGIrwe7S8uBUCJ9FKdTDccOi0+gxFZHcKxLIRqGEQprx13j6SeMeW0crTb+YDLFcvcXz/i/nqzwFsQ4KW5Ef7O938ddpOu72sPGTJkyJC3N2M+K7/wM9/Op3/msx19QYUeWTWJAEuzHh53mRt/RrlSQyIREAe4HrZyc85LKpLjJFVE9gw2UnarbiAh2orBqKFeq5PoV6rwZeNNbVZ6bnmhhWgr++kk+6cd7mNGO2MGA5WCyLssIwjiWbxZaNaxiCINUaTRaP5bb5w9GtQaDWqlBpaIBpMEqpIGbr2ew1SKRh8fiLteDw8POgtWl16HV29AUoNQNEPEnyNF/vx5fUXOUTjFwoSd9ZPe49DMShWD9BFqVQq+58Mv8V1fewe18tnsO4YMGTJkyNuXyTE7P38qRrO5y/aG3XSoTCphbsLJ8vpgWT+lXEppwMio1azFrteyvOxnadZNYDeKyaTB4zUTDPR3rynlK33XOcNk1jAyYmFt+ZhQXWR0orul1JA3n7eNEG2lXm+wc5DCqdGyEn72qRLvtvm4v37MiNVIolgkV65gUikYdZtRqmVESwUOkpeFqUmlYufk4m7MY9Dj0euhKhKKZIge50jQuSbHZzKyf5oqCAXTeC0GAqnO9a9yqeRSh2EnpBIJ3/q+6/zgN70Ls37oNTpkyJAhQ9qZmXDwj/6Xb+UnfvY3yBcuhFyn1LxKKWPMbWFtK9T2XDdUSvlAQvT6rIeDvShb4eY1UiFtRgVTqQI1vYrRcRtHB92vezKZhOMez5/vj1rO7LyL7bUgK8/pvPnGW9es9JbxthOio3ojlUSdeK6IVfXsIzDv2Tw83GymHI7jaRa8DjbDUXKlCmv7F9OajCoFY66mMI1Xini0ekqlKmJFJBhJEzvKEuvScX8Vj05H+HQUaa5YQV9SYlQrSRfbDVDnPQ421rsXa3/17Wl+9Fu+gjGnues6Q4YMGTJkCMDCjJt/+L98G3/hZ3+DYqkKtDcr6TQKnBYDW3vPFthRKHpLDJNBjcdqZHXlcklaMX9x7ctlSzTqDSanHOztdn7/sREr+z2uixKJwOJ1H8cHUZZfP3yGTzDky8HbqhhhwmCmGKsRzzVrXjYiMWZs1oG3v2l1srx9+W5vPRDh1oi7bd18qcLaQZhH6wGOdhOIJ1XK0TLL2yHifbzPWpEAx6HUpWWheBaPSo+sw3QLSZebS51KwfyIg5/74W8aitAhQ4YMCbMolQABAABJREFUGTIwS3Mefu6nvwWVsikcW3WoyaDGYtCy9wyNv2fI5d37NJam3YjlBhub7RHW8MnljGChUMF/kmJ6rv1aDKDr0ZA7d82N02lg5dEh6eTg1+a3grNZ82/G43nmbSNEp4wWspEyqcLlWhe1bLDayBmjhcODRMdGo4f7QV4a6zkqlXyxwt5BnLtuN1bt4JHYOaedWDrftnzbH+OW6/JIT4NaydYVz9Ixp5mf+/PfyPyoA516OGlpyJAhQ4Y8O7cWR/hf/9rHUShkCEJTGtjMWtQKOcfBwScMtqLoIEQNWhXXp9ysrQXJZkttz1tNWjIdGqjK5RoHRzHmrnnanssk2q+hoxM2pqbsbK0EOBmgxnTIW8fbQojOmqwkToodU9lPQyeMmHrPk/dodWTDRYqVatd1Hu0Hue5zdX1eeZqCeLobopap8cqoF9kAfp5aobtQfrwd5OWRCwE847RRqzXn91r0Gv7Kd341n/1b38NX35np+z5DhgwZMmRIL166McZnfuqjyOVS3HYjQgNOBpjE1A2Z7LIQXZhyIWvAao9mJ4e1u7tLtVpnezfCtesXEyS1GiXHLX0TdqeBa0te/HsR9rbDnV7muaYhSt6Ux/PM8713AzBvthMO5MmVunfM2bXars+ZFCqUWQnJfPsdWCsNUWQnGGPC3jntLWu58yuUqzzaCOBV6Vl0Obq+plohY+uod4f8480AN71NAZxLl1ApZHzqI/f47c98H3/m/TeRSV/4P+GQIUOGDHlOuH1thA+9exaP3YBBr8Zm0b3h68yZENWqFdyY8bC5HiKV7n2tVfepK63XG6xvhli62RxzPjJiplEX0elU3Lg1QiqWZf3pcdukpyHPLy90s9KixcHxUZpinwkOTwMhHDotkdzl8L1KJsUjatlNDuY9VqrWyObL2PUaotnLtSZCh+M0GMtALMOtCRcnxRwnmctd8wsOB8uJ3jYYogi7BzHuTnmYslr4Zz/2LUM/0CFDhgwZ8iUjmczzp3+6w+c+v8Xjx0e4Rsw05AIHZ3WhAlj0agwGNRqNErlcikQiUKs3KFVq5PIlkukipfLlrKJEImFu3EEilmdltb9HNkCl1L/LvtEQWVkLcP32KJJqgxu3RtjbOmH54YvdiCQiDA3tXySuW53sHyQp1/rPs62JImMm0yUhKgUWlTZWjp4tdB/PFhi3m8nJK5cEcKPHNqv7JyjlMl6Z9PI4GKJSb65dzncuBZAIAi6LHptOg1KQUi5UsVUUfOjmzFCEDhkyZMiQL5rj4wSf//wWn/+TbdbXgzRO+yOWbvh4shlkfralFE2EVKbY0fy+Fb1GgdGoQadVolTIsBi1RE8yzRcYkFi0z+huqYDHY8FoVCOKoNWoKGSKjE06SKcKhEMpagPMuX9eGdo3vSDctLnY3otTrfeSf5dZDp1gVKlIl5rF0S+bvTzaGewO7SoH0SRLI05WQ2HOepuqjd5f/HK1xqPNAA6zDqtTy0k2x7Y/ikohw2s1YFKrEGqQTRcJh9IkEikSpM63r/qs/MXP/Caf+vZ3873f+q6+I9iGDBkyZMiQM0RgfS3A5z6/zZ/8yTZHR+2ZQJNJw85xMwq6sXWCb9SCPzR4o0++UDn3I71+zUs0kWP91HdUr1fhchjRaOTUqg2SqTyhcPpSCt2gUxGLXWQOBQFcLhMWixaJRCCTLhIKpjg+jHEMLMx7WN08hlqdXKZ5bZdIBNw+MyazDplcQrVSIxHLEb3yXkOeH144IXrb7mZjJ0rtGceGlWp1bnhcPDgO8B6bj9c3e48n68fKcZi7k15eOwycvv5g0yNiqTwWrZqXrC62E2HC4SyBcIxektikV3PgjyMCv/zZP2FlO8TP/NjXY9A9u0/qkCFDhgx5Z1Cp1Hj46BCvP0EmXeTHfuz/13N994iZlRbDepNOjZ9n7zgf8ZrZ2A2jkMuQSAQaDZFsttTWJa9UyvC4TOj//+z9d5xk+X7XB79P5ZyrukLnHCft3r1JCSQhCQkFMA9ZNgIUQAgRDAiM/fBgGQQ2xvjByLLBgBHCIghdo4CSJd17dcPuTuicY3VX6K6c4/Ef1blir+7sTs/83q9Xvabr1Ek102fO93zD52PWIcsyGklJ2V1CrVKSyxY5OUkQOm68WlEtlsmkC8w/GGDlvCxfr8uEjpOEjpM3j6VT0+ezYbboUSgkCvkSZ5EMyUTzxP1HhfCavwcYVGrWtk978nJvxXrklE96+nl/7bcXhF7w/u4xb58Ho7lK+4l7AJ/DTL/FwslRnNheimg5ztRIH+Fw94nEQb+dxY2rksgXnu3xx//Kv+RH/+K3Mz3a99v+HgKBQCB4Pchkinzxi9t8/vNbvPveHoVCmb8fa+3qd53JKe+NIBRgbf2Evj4zkTt4sZuMWoqVGuXz19iQi7291kO5pVKVvfOJd7VKwYDXTiVTInRLW7sVgYCd3Y1Ga93K0hHD4x72t9sL7peKVQ73mrVQ+/w23N7OyjqCl8u9CkTVNQXjWKlLMrLMuU98HVmWqdehLtcvveMvfOTr9Tq18/XKchmzUsGowozRoEWvU6NQK6ghU6xVSZWLnObyXYefrvN8/4S5gIfjeHNAadCqmfK7KSZL7O6eEj93T3o81c/z1SAv1o+ZHPE0aYPeptqiBSF0mub7/8ZP8cN//Hfynd/woOfzFQgEAsHrRTiS4rc+v8XnPr/J0lKQ2h3a1qCRmTzLNIu91+syXqel90BUgv6Ag7XtK5cji623yt3shI+l5SDD/c7LLGonHDYDF0eRZSjX6iiUCup3+O6Ts36iJ0lOw6met3nZvOpSSy+DexWIZgslnEYDS0fhO/WHXmd1L8xon5PFnZO2/SIuvRaHxYDRqGmI+6okKnKdbKVMslgilstRPd+4VpfZjyZwWY2UFSXqssyk341RUrG9FWY1cjP76rAaWD13b6rLMuHTNC6bkbNk6/KASqlgL9h6qr9cqfF3f+KXWd484a/JcpMtm0AgEAheX/7jzz3nZ3/2KTttrC97ZWrWz7PV1pXCtY0QdoueRJdBJYCHcwM8v7WfZKb7dvPTfpaWG9vtB2M8ejjA4rP2XvAmk5btlZuKM8dHcR48GujJwtNo1jI04mb1xVHXdQUvn3sViAI82z1hzOskWShylrlbb4dSIZHJlXixc8LjiQDPNlt3ZmYLJbItxPEv0EgSfRYDNrMOvU6DSqNEo1UyPGLiaD/O/kr7SfwBj53F+NVx09kiIwNOkplCy8zn6ICLzf3O/8n8/K+v8Pt2o4wOONF2XFMgEAgErwvf8s0PMBq0/Lt//x6rqx9s+HZgwMHievttK5UaQ34HiXTn/Y+Pelru5+A4jsmoJZtrfU/19VnZuxVIL2+G6B9wEDyKt9xmdMTDynv7Tcs3N8I43WZip+0zuJMzfqLh5KsZhMpvpnzTvcwB74Rj1Kp1pv3uO21n0esuVSSebR3zZKqzbWc76rJMLJVjJxhjeTvE89UgcqxKOVnhrEMvTp/TzMpWs6/u3lGMuYnWHrqGHm07C6Uy67sRfvPd7d6+hEAgEAjuNUqlgt/xO2b4///Pf4z/5R/953zD18+hUvV+W1coJNAous5dbG5FMBvbpzkcdgPReLZlOb1elxkccrbcTqNRokKiULw5Y1Gt1qkrpZZe9QqFRPiwdYBaLFZwtun3NJq0zD7oZ3P1mGQLS9BXAZmGfNPLeL3K3MtAFCCZK7B1csrbo/3dVz7HrLsZ1D3dPObJVO/bt+PBgJcXK0HUXdwn+uzmtr07L9aPWZhs9tANRXvvXanV6/zIf/+z/KN/+ZvU6h+sdUEgEAgE94/paR9/7a/9Hn7qX/1p/tgf/RR2m6HrNnML/ewHWwd11ykUK4wPtk78KJUSVquRVIfSvaJFQAkwPdrHcRsf+2Aoycx88/15ctJLrIPt6MbaCZPzN5NMkzN+NBrVq5kFFdzfQBSgXof3t4M8GPBi0Lb3bL/AoGnOLj7dDPJk8oNlRgF8djNHe40eztMO2dCBPhsrm83Z0Ots7UcJXHua83ksRGK9TytCo2n7Jz/zLn/ub/1b4m36TgUCgUDweuJ0mvjjf/xr+Kmf+tP8lb/8rYyPt1ZWcThNbHRp+7rOzt4pOm1zN9/8TD+7h83T6Nc5jiSbli3MBLq6LS2uBRkadt1YVuvBeekslkWrU2E0aZk7z4ImelAOeBWon5fnv9KvV5l7HYhesHQQxqE30O/sLMGgVbVuiX26dcyjieZsZDc0KgWGqpJcoSHgexJN4bC2fgq1GHTUu6jpFstV5DrodY2gus9pufM5XfB05Yj/4q/8y469PwKBQCB4PdFoVHzTNy3wE//rH2d8vA+b1dAoxZ/j9lqaSuKdyGSKTXKBs1P+puGkVsQSOfx+2+X7gM/G9la4/Qbn1GUo1mtozv3n/QE7uxvdt1MoJB5/cgyjScuKyIK+8rwWgSjAcTxFPJXj4WDrXksAtaL9132xfcKDsfbbtmLB5+XoVlmh32NrWm/E72B1u/vFA41gdnSg8QSYzbcfmGqFQpJwO0wMB5xMj/bh91j433768wTDyTvtRyAQCASvDyajluFhFz/5L7+fP/gHPs6jx4M935Ouc3SUQHXegubrs7J71DkTeh2X2wyATqeCap1SqTeZxFAkzdRco2rpatFuYDJpmZjy8uDxIJPTPiwWHafhFLlMiXyxysKTIQwd+ltfJS4E7d+0jOi9m5rvRKFcZXE/xNvj/TzbP25qwFZ0SEjKwPJ+mLkRLyt73S/QJ0N+lpZbZBtbHEPTJhPbjpWtEG/ND7B7eIbfY8Wg16DVKFEplSgUErLc6ActlasUSxVy+TIKSaIuy5zGs5xyVYL4C9/zO+n32u50fIFAIBC8fng8FlwuM2yEMBu02O1GTEbt5VBQqVwlmysRi2dbZkvjiRwL8/1s7keQlIo7ZVQL5UbgOTHsYaVLSf42S2tBpmf87G+EGRx2YbXpqVXrxM4yREIpttab295kuWGZvfj8CINRw8JbwxzsREknm/VSBR8tr1UgesH720Gm/C4imRyJ3FUDtdxlMrBel9k8ijI96GH9sH3vzJDLxtZma4mmk8jN4aLJIQ+bu7314SgUEuNDbnRaNUqFAp1WzUmPw0qtyv5/+o98Nf/ZNz/uaXuBQCAQvL5UKjX++l/9ad57bw+tVoVCr+Kow6CS2dg6UK3XZGanA+wcnGI26RqmMbU69bpMTa5Tr7e+1+4HYzyaG2Bp6RCDQYNer0GnVaPVqlCrlahUShRKqaGHLUMdqNfqVGt1KpUqVoeRkCRx2Mal6TbVa8Y0+VyZxWeHaLQq5p8McXIYI372avaMvurZy5fBaxmIAmycnOE0G5jwOtkKN4aJapXuk+SVWp39SJzxfhfbweayg0GrRs7WKJVblxViyRy+Pguhs/T5MWsdj6dSKhgfcqNRK9kLxtjci2IyakGW6ffaCZ12twBtxff8Z5/gj37HOx9oW4FAIBC8PiRTeYJHcd7T7QENa82FaR8v1tpnJrO5UpP2p0ajZHLSS0WuE88XW2+oAEkpoVAoUCgklOd/6jQqJI2ELEGuUL6cregFhQTZ0xxD015W3t3vaZtioTlbWy5VWXp+hFIpMftokFgkTaQHO1HBy+W16RFtRSyTZy8c562RRn9Ju+DxNsVylVAszbDP0fTZlNNJuEtw2Odo9MLMjPSxe9TsiqRWKZkZ87Iw6UerUbG+G2Fx44TM+UU/Pugmm2/ogs6M3d1L/g9921v8yf/Pp++8nUAgEAheH/L5Ej/2d3+O/f2zJsOUu2YE7XYDXp+NUCTF4tIRD6baD/jKMtRqdSqVGsVShXyhjMdpZuvgFOMH6NecmfBxdpZhaTnIyFRv98Rctk2gDNRqMiuLQSLRNNMPBrDau0tdfRjIvJz+0Fc9y/paB6LQsOB8unPMW8N+qNaRWjVxtiBXLBNP5+l3X03ivz0cYGWjswQTNMR4JSB37WlSp1ExN+FjfsKHSqVgbSfM0uZJ01Ohw2pgdfvqGIlUvqWobzu+63c95M9+99f1vL5AIBAIXj+WV4L8qe/9P/hP/2mp5efHxwlGBloLzd9maNAJComDoxgWc8M7fmPjhNEet4eGykw6W2R43NPzNhcUM417qSxDplhBo+tezE0muveCyjKcRtJUa73FBR8Gb6Kg/WtXmlcAPpsZl8GIVqGiUq4ST+WREnWssgZdUYHDasBs0qHXa1CpFNQlKNeqZIsVEtkCqXweGYl0vohKJdHnMGNWa1hdPel6fIDDkzjz4z52Ds6Yn/RRr8vsHJ61dFW6zYDPzotrkkvhswyPZ/vb+gBfx2kz8pf+xNf3dI4CgUAgeP2o1er883/xOf7Vv/pCS6ej65gN3bOTc7N+NncjlMuNNjOdviEvWKnUScayuOxGzhKdNauVComDg0Z1cGnzhIF+O8FgayH72wwPONjfuuoLjUTSPFjo71iiNxg05LPdS//uPgv1ukw20z57Knj53OtA1G7Q47OYManV1Ksy6WyR0Fma6FGGKFdC8DajnlAyiddpplqrE41nicbblyUMaiV2SyNY1enUmI1a6uU6zind5ToyINF4opIA+XJJ46LT69XUanWWu4jYX8fntrC02Rzsrm2HcdqMxDoI1NstBgb9DiTp1X7yEQgEAsHL4egozn/3t/9vNnqo3AFsbYYx6NXkW/RTIsHDhQGeL9/U4VSrrip0yVSBgX4HWa2KYgc5ptFBFztbjQHfel1GberNuhrArG1ed3nlmJGJPva3Wg8NW2yGroGox2ulWq29WkNLshhWeuUxaDS8EwiQz5eJxDMkIwW2Iu1txS4YslpY3QmTzhWxmHSkO/SOAJQrNSKxDJFYBqfVQEypQqmQOI50n2CXpIZt2fsrR4wNuSgWKz1tB+CwGVsOJxXLVcaHPW0D0a96e4zhiOMVT74LBAKB4GXxmf/7GT/+479G8Q6SSqVSlflpH4u3hpZ0OhXDw+6mIBQuki5XHAXjzE77Wd5pL3tovBVMbu+fMj8XYK2LjJPTbmRjrTmortdlsuUqGq2KcosA2GjqnOnt89ka1dJ74rb0unOvekTrtTo7RzE2Dk9JdgkmL3gy7Gf1/AKp12VG+nvvaXHZjKgVSsKnaaznfTHdeDTTz9pO4ylt5+CMyHlpXdOlz3Mo4OhYul/ePGF8qNnr952HQ/y3f/7bRCZUIBAI3lD+93/6G/zbf/tl5C7ufa1IxW8mOFwuM06XmbU21bzbQ08Aq+snPJ5pbZUtSRA8bh7aPYmn0Xbp9Rzw2qi1OB5AJJJi4sFAy8+0HSy/+/w2SqXKKxmEvqmC9vcqEC2Vq5g1arznU+nd8NpMbN/S8MwVe5OMcNuNqCQFkbNGiV+r6Z48npvwNvVyVmt1nq0GsVsMTI20b9LW9jCQVC5XUV6zaHs008/f+UvfgUZ9rxLbAoFAIPgK8olPjBGKZyjWqzj6zIxPe1l4OMDCgwEmJr0dB16PjuIM9TcUYkZH3JSrVYIn7fs3823uoS+Wjpgb9zYtHw44ibcYHIonckzNtJ+812pV7LbR675geSXI8ETzFL1K1fr7+gI2SoUKyXjnnlbBh8u9CkQBQmdpysUKoy2kla6jlMCm0lIo3SxTbB+d4rQZO27rtptQyFdBKND2qeyCQJ+N3cP2dmeRWIaNvSgLkz5slpvZ1ckRD5v73UV6D0MJ5s8lM+YmfPy9v/pd6Do8+QkEAoHg9Wd+tp8/+/3fgIzEWTzL5k6EF6tBXqwF2diLUKnWkJQS/kEH03N+HjwaZG4+wNCwC6NRi9WoY34+wOFxnFS6c7tbOtvGelqGvd0ogz77jcVWk671+sDydghPn6XlZ9OjfTeUZ1pRr8vkKo0S/c1zac4M+/rt5HNlkl0Gqz5qREb0npDMFAhFkswNt9cTezISYKeFD66MxIDf3mKLBo0gFKKxzI3lmQ4XhMmgpVavU+jBO3dpM0S1WufBdICLavrFNGIv7B6e8Wimn//hR34vRn3vDd8CgUAgeH359m99xO/5lodtP5frMsFQgtXNEM9XjljaOGHvOEamXEalVVCvy1Sqne9FkgSJdPtArliqUsyVsJqvgs9IuP2MRKVSw+Y2NR8HmdNQb7MV4XCKyVsl+mr1ZuIoMOAglymSEvaeryT3tqZbqtTY2IvweCLAs+2bDc8jfXaW19tLLSXaPPF5HGaoyS0n6k/bTNkrJIl+r4313c4lhOtk8yUW148ZG3DidBg5jeWYGulDrVKgVCqQJJAkiXpdpi7LVKs1ypWGm1OpXEWplHi2esTXvjPR8zEFAoFA8HrzQ3/6G9k7OGN5tXcvd7vNwOZWhFyuzKNHgyyuBtvKPlkt+vaOSuecxbKMjbjJ5cv4PFaOD5v7Q6+zth1mZsrL5sbVsNP0mI/NO/jRL60EGR73cLDdaMUrXRvYCgw6SCcLZLpkel8FLgTt3zTubSAKjbT8i40gb03383T7GFkGjVqJnK+1bKi+YD8Ux++23JhQ73OYqVfrbfXQsvkSNrOeZObmL/ODmQDPe9D4vEAhweigG5NBS+QsjaVaJ5HOk+zxIpkd9/L+8hHvLx8xN+HjB/7wV/NkrnXDtkAgEAjeHNRqJX/zv/pOvu+H/jlnPcoS9Xmsl3JPi88PmZzychRKkMs394JaLYaugSjAzt4pC3P9KJRS10AUIFEoolIrqJ7bcNd6dEG8oF6XyddqqLUqKqUq2fP2gYEhJ4l47l7phMpvYCB6L0vzt3m2HuTBiA+1SsGDQB/H0e4pfa/7qi/F6zJT6xCEXuC03ywhzE/4egpC9VoVs+NeFqb8mIw6tg9Oeb4WJBrPsrETwe0wo+hx6r147QJd2Qrxg3/zp/nhH/23bRvIBQKBQPDm4HSY+Ft/47t6cuSbmwk0aY5uboSxGnT4vbam9fX63mYSbBY9SkCvUfNofoDJsT7MHXpFw9E0s/P9AAz47Zeao3chHEox9bCRlEkn8wwMu+5dEPqm8loEogBLWyd8YnwQRR1mR70EPNaOkknh81K712WhWqoT66GB2WS46skc8NnZPmg/YOSwGXg4HWB6tI9qXWZ1O8zSxskNDdMhv4N8scLWfpSHbaQvrjM26Go5EPXlFwes70bYC8YIhntzqxAIBALB68nMlJ+/8Ge/qeM6Vquew6PW2cpwOEU6lmVm8uYUvKaDeoxapWBuysf0eB+ZXInnK0EK+TLPV4Js7kbJ5Eq4XWZmp/wtg9P1vQh2uwG7qTepxFYsLQcZm/bh7rMQP8vcyyBUWHzeY94aCbD44ohyuXrV3yKB22bAbjViMGhQKBVUqjXS+RJnySwPJv0cnySJp3prYL7Q6jQbtZTK1RvZSYBBnx2n3Ug8lefgOE68S2P09YbuZ6tBpkf7OvaadpOQSqTz/Lk//8/4Pb9jnu/5/Z/EZW9uAhcIBALB68+3/K4FNrfD/Mxnnrb8POC1sbbeXrs6X6iwsRbi0cMBXqwEGy6CLSp3o4MuTCYtu/tnrNzKrt5e/zSW5fSWfqfLacbjMqFRqzBq1MSDSUbH+1AoJSRJQqGQGnMTCgXS+T4lSQLp2v6v/WEyaKhmytjsndVxruNsMTAl+PC494GohMxbw/28WG6UyId8dg4uNNBkiCXyxFpomLlsRoxaDXarkYFzuYlCqcJpPEuiTWBaPNfx9HmsbO5FUSokxobc6HVqjiMpDkMJDkO9ZyRTt/pNj6PJtr69PreFte32zhUX1Gp1/sOvLPKLn13l93/LE/7od3wMs7F9SUQgEAgEryd/5vu+nt29U/jyzeWz0z7WWjgWNSHD4vMjZmb87B2dUa03ejjdDhMBn53waaqjbGG3KXyAs3iWs/MK5eOJAFv77ffXjfkZP7FYjnw8TyaZI5PqbfbC47d+4GN+JZHfUIvPe12aVysVPAz4eLFy1adpsxq6bmcyaNFq1ewFY+wcnvJi/ZgX68ds7kVJpPIY9RpGBpw8mA7waKafqVEPLruRZCrH49l+tGol8xM+tFo1m3tRXqwdX15IvWLUa9gP3iyLZLIlzEYdKmXzP4vHaaZXzwxJAp/byvLGCf/iZ750p/MSCAQCweuBSqngb/7170R9rZpmNuk4OelNGumCrc0Q44NuLEYt4yMezhJZnq8cEY42W1JfJ5fvrAN6nYcTfhaXjrDbu9/DW/FooZ/VxSAalZLjYByzzYDF+sHL/IIPj3ubEbXotfiNJlZu2ZB1szhTq5T0uczsnD/FDQUcHBzHb6yTK5TZa9E782Sun3odUtkihx2cJ3phKOBgtUWGcy8Y49FMP8/XroJrq1nXct3rKCQJnVbNg2k/h8cJ9s6D3G/6mpnf1nkKBAKB4P5isxnQDLnYOreeHhp0stJGGslk1OJ2mTAadSgVEqVSlWQyz9lZhr2dKHMzfsqFSiu9+JbEk72Jx3scRnbOpZdcLjOJFlXMdqhVSqbH+1h8egg0lGkAjoMJ/H47kiTdK/3QN3Fq/l4Gon02E7qKgp2D5hR+p8l3CZgccbOydRXU2S2GpkC0FXPjXl6sHTM12sfhSYLJEQ+SBBu3LER7pdNE4/O1IHMTvkvv+dEBV5N16MW5D/jtVMpV+I2G9driLf3UhanuQ1ACgUAgeH0x6DUM9juZnvSyunqM22XCYTei1aqR6zL5fImzsyzpdIFcmwGf0RE3mVSBVCjNxJCLrQ4l+QvSmSI6nZpiB7MXhQQ2nY5YoWEio7+DUYvZpKPPaWJl6er+WK1ctQOcnCTw+W1IkvTKOyo1EDqi94IRj4NsLM9JG93N0GkKk0FDtoUG2oPpAC/Wbz4JHkeSXY85PuRm8+CUWl2+nMTf3GsEoP1eGw6rgbWdSE/9MBd0K2nsHZ3hc1tIpPJsH15N5/d7bbgcJpLpPPvBOIl040mv3uIR1WzUMhzobIUqEAgEgtcfm9VAn8vM/s4pZ9EMZ9FM942uUa/WONg7paaQON4+Y37ay/Ju97kFl8NEMJRs+/nDycag8eVxeky39nksKOoyu9s3k0G5WxakoZMkXq8VuwQJ4TH/SnKvekT1GjVnJ+mO4u+yDP4+W9Pyx7P9TUEoNByThvvbB2uDPjsn0RSV86es01u/yMFwksWNE0xGLY9m+zEZtF2/R5/LTCTW+T+BfLGCWqVkbsKHz23l0UwAj9NMMJzk+WqQ/WAPWdwJX8spR4FAIBC8WaTSBT7/3i4eT2tv907odGp2tyKUSlUGB51UKjW2Vk54POHvum2nYdkBr421lZtVvEy2u+TS6LCbYqZIpIUNaLJFsBkOp1DrNTicr/50vCxLL+X1KnOvAlEFEOjrPt1224P9wXSgZWn7Apu5dXO0x2kmkyuRL1xlV48jSeyW5gboRCrP89UgtVqNRzP9uB3tf+G9rs7/Eeh1auYnfFjMOtRqJdlciedrx0S7BK+3mZ/s/p+EQCAQCF5/TmMZKtU6ZepotXcrho6OuCmXG8mYCz3tel1m+fkRb012bv/Salq3oamUChSVZn/7SDRNJ9nLuRk/wf1TMunmgFWnU5Nu0w8aCadQalQ4Xa9+MPqmca8C0Xyxws7BGS67iUcz/Qx47S3XK5avfGanx7yXvZbtCLYoz9vMeiSJy9L3dfpbOE5cUChVeb4WJJbIMjfpY6hFabzaooRvt+ivBPCrdZa3QixvhkhlipzGszya6W85Td+J+UnfndYXCAQCwetHvlAmm2uUrEORNOO3hOq7Ursql98e/Fl8dsiTcf/lkFCvLIz5CB43D/0WihVcTnPLbR7O97O2FLy0Ar2Nw9FZOzQaTSOplTjdrff/USPTkG96Ga9XmXsViF5wFs/yfDXIUShBf5+Nx7cykCfnFp8jA072j86odfCdv9jf6IDz8r1Bp8Zi1hE5a52BlBTd/9rqMqxshjg4jjM+5GJmrA9JAqVC4uCkUVb3eSw8mulndMBJMlPgxfox67vNvaaVao3na0H6XBZGB11djw2NKfq5HsomAoFAIHi9ObslIr+4fsLsbG+DrFqtit3tK6OVw4MYRuPNFrSlF0fMD/ahVjXfG0stfOPHB1wsL7evUjqdNwNKtUrJwkyApWeHdNIxNJu7a2afRjNISgnXB2hRELwc7t2w0m2C4STBcBJJgrEBFyaDlr1gjOlRDyfRdJP7UTss51ZjapWCgNfG1n57+87w6d002LbPp/v9HivDAQf5UoXIWZpQtPHqleNI43s+nA6wtR8lX6y0XXdkwNnUoiAQCASCN4tkKk+ihYzS7nEMl8vMWZuEywWjI27Wl67mK+S6zOCAo8mVaW31hLHxPg4TqRv3psyt4SG9Tk02UbhyQGyBVnflaW8yafG6zKwsHrVd/3K7Lu6DF5yeZnG5TLj7LJxGer8Hv3RkepbGep2494HoBbLMpTZon8uM02FGpVSiUjX6UyqVKvlihVSmQCpToHbrIjgKNYK8yZG+rqX8aCyLx2nuuWcz0GfF7TQTiqaIpXJISDf6Tu+CLMOL9WOcNiPDASerO62nFhdEf6hAIBC88fzfv/CC+RbBTS5fpm/QQjye7RgUSi0+Uitb933ubEcYGHAQV5dInstAxRI3s7GT/S6Wl1vrmF5wUcX0uM2oZNjd6k0m8S4F6LOzLA6XCY/31XBVepN5bQLRC5x2I7IMG9thkpkC1RZleYUEDpsBq0mPXqdGo1aBBHMT3paT9a3wuiwdA1G3w0Sgz0YsmeMolOA4kmJqxHOpO+qw6pkYdnfMvDZo/R9ELJkjlswxN+EjFE02fS4GlQQCgeDNplqr8x9+7hnzbT7fPTzj8cIAiy8OW36u1arY224OAiPh9lXBo6M4Ho8FrbOhDlMoVjCb9WSyRWZHvV2DUIBUpsjosItYJM1Zi6GkdpQ76JW2In6Wxe4wYrZ8MDenl0H9TuH068FrFYg6bUbUSgXh81LDg+kAiy0Cy7oM8WSe+LWm60cz/WRyJVKZIj63BbfTjCzLRGOZlr2irbTOrGY9I/0OMrkSu0dnnF6z/VRI0o1yRTxVIJEq8Himn8WN46YMba+sbIUwGbSYDFqy1+zUFqZEICoQCARvMr/xuY2m/tDbvFgLMj7mYWenOeC8XZa/IBpO4fJZ25b1o9E0NquBQZ+dw1ACp82AQoJQsL0jodGoxddnxajXIFfrKGsy1mE31WqNbK4huJ/LdbYMbSfGf4HeoMHlMmMy6VCrFdRrMvlMkWq5fZvbh4mMcFbqiCRJSuA94FiW5W+79dl3AH8LqANV4IdlWf6cJElTwP91bdVR4L+WZfkfSJL0+4H/LzADvCPL8nu/nS/isBrQqJWETq/6PaJnaZQKqWuQNzXqYXE9yPRYY5IwdJq+sR+71UDAY0WlUhBP5QmGkgRDjQvKoFMzPuSmVKmyvX/K87XWT3vzU/6moFgGnq0FGRtykUwXiH1A54dsvkQ2X0Kv1eBzWygUKwz4WisKCAQCgeDN4N/+7Ptd16nLEEvnMZt1ZG4Fcp3Gcn197QNRaPSmlitVJofcqPVqjEo16xuNtje7zUCf24xOo6ZSrBI7zXAaTbMXu0oODQ04ODy4abVtMetwuswYTVqUSgXVap1stsDpWZZ8vkz8LIPRpMXpNGMyaVGplNSqNfLZErHTDJlUgWCqOVgdu6uKgOAryl0yon8OWANajZr9KvAZWZZlSZIeAD8NTMuyvAE8gstA9hj4mfNtloHfC/yvH+zUr7BZ9Oi06stp+QvCZxnmJ30sb7bv+fS5LRyHk9Tl9i5LiVSeROrqAjHo1HjdZiZHPDxfC7K4cdJyuwt0WjXBUHsB+p2DM8xGLTNjXtba9Hz2QqFUplSu8i1fO/uB9yEQCASC+8/aRojV9c73pgtiyTyzE142Vq/WV6uVLcvyF9R6cBLM58sEt0/55FeNk4wVmB7xEA2lSIUzpMOdZyysNgPcCkQzmWJTsHzBW0+GUNRknn15l6NEe9ObV5uPTmpJkqQB4F8AXhpJxZ+QZfl/uvb5XwL+HuCWZfnsfNmPAH8CqAE/JMvyfzpf/hbwzwA98PPAn5Pl9mNYPck3SZLUD3wr8L+3+lyW5ey1gxhp3dj49cCOLMsH59usnQeqvy1sZj1GvaYpCL0gkc7TzlzowgXpwg40lSnS10a/7Dr5YgVZbsgqlSvdL8aZsT7iqc4XRiZXYm0nzKOZAGpVex/626hVSsaH3JgMWnRaNYlUXvSHCgQCwRvOv/tM92zodVa3wiwsDFy+Hxv1UCi0L1kfH8Xb3lsvUCgk5iZ8xPcS1PJlIsfJJh3SdtylXW1uLsCLL+9xfBRjdLIPu7OznqigJVXgL8qyPAN8AvgzkiTNwmWQ+o3AZTPx+Wd/EJgDvhn4X84TjgD/GPheYOL89c2dDtyrjug/AP4yjSi5JZIkfZckSevAzwHf02KVPwj8VI/Hu77f75Uk6T1Jkt6rlG6Wri0mHSaDluNI+8bp43CKmbHmtLtSIRHwWm+U4AHcPQSiAAqFouNxL3BYDaxud57Cv87ztWP8Hgted3uNs36vjUcz/UyP9qFUSGwfnJLNlyiWKjhsRr767bGejycQCASC14tYPMv/89n1O2+3shMmEGi0dSm7RJnpVIH+DvbYFrOOiYCT5S/vET5JsrZyjFSrMzPTW6Ik3qW39YK5uQDri0fIdRmL1cDOZkOLe3q+N53UVw1Zfjmv7seVQ7IsPz3/OUOjAn7xl/g/0ogBr+/pO4B/LctySZblPWAbeEeSJB9gkWX5C+cJyn8BfGenY3cNRCVJ+jYgKstyx8crWZZ/Rpbl6fMD/q1b+9AA3w78m27Ha7Hfn5Bl+W1Zlt9Wa6+eciwmHVazvqUr0m1aSSUtTAUuJ9ivo1J2T4u7HSY2diNEYxlGrgnht6LfZ6dU7p41vc7BSYJUpnA5cOSwGliY8rMw5cdh1Tf85teCrO9GmnRSf/fXzV1KVgkEAoHgzeNnf/451WpnI5dWVCo1aorG4NB+i+Gl29htrafNBwcc6Guws9ZIwiTjOdwuE+l0gfXlILPTPqzWZqvs64TDySbh/NvMzvobQei585NW29AfzWaKrK8eM/94AM0d7UxfY1wXSb3z1/e2W1GSpGHgMfAlSZK+ncZs0ItbqwWA6+KuwfNlgfOfby9vSy//Qp8Gvl2SpN8N6ACLJEn/UpblP9pqZVmWf1OSpDFJklwXfQTAtwBPZVmOtNrmrpiMWmxmPYeh9hN419k/jjM12sfGbuPwD6cDPF9r7eqQSHfvLQn02S4n4q2m9hfToM/OUo9yULdRq5SoVUpsZh1rOxHiqd7KGd/+9Qsf6HgCgUAguP9UKjU+8/PP77SNUiFhtegxG7XodRrGB1zsboTJ5zvrXRdyzZ/PzwTYeRGkcitJ4vFYOT1r3DfXVo4xW/TMzvpZXW3dxyoj4fPb2N5qHTbMzPrZXDq+DEIBpFs+o8svjvD6baiUSoK3+k1fVV7i1PyZLMtvd1tJkiQT8O+AH6ZRrv/rwO9qtWqLZXKH5W3pGojKsvwjwI+cn+DXAX/pdhAqSdI4jf5PWZKkJ4AGuP6v/of4AGX5VpgMWlw2I/vH7Yd/WnHh7z426OooWB8MJ9FqlG2zmCqlgv3g1Vc7PImhkKSWck46nbrz334LJkc8aFRKNvaiVKo1ImdFpsf6WN/pHsObjToCfbY7HlEgEAgErwu/+ptrJJJ5JGTMJj0Wkw6DTo1Ckng8HQAZatU65VKFfL5MNlMkkymQzmVI0xggMi70Ez2I0+c24+23U6rW2Ds4o3RLp/Ng9xSNRkW5XEWlUjA34WPl3f2W53W71J9JF1hbCjIzFyAUTpFs0TtqaJMRnZ7xs7V0TP2WTni1xQBV+CSJWqNk4fEgS887W4S+6UiSpKYRhP6kLMv/XpKkBWAEeCE1/v36gaeSJL1DI9M5cG3zfuDkfHl/i+Vt+cA5a0mSvh9AluUfB34f8N2SJFWAAvAHLoaXJEky0Ghy/b5b238X8D8DbuDnJEl6LsvyN3U6pkIh4bKb2D+++5PNzuEZD2cC7B3FWorcX1Cr1Rnpd7N90Fpofnqs78YUfjxVaClMPz3ax/pubwlgu0XPUL+TUDTF5l6jHPJgys/ixgljgy5OosmenJxcdtGgLRAIBG8yp8dJhpwWIuEU+dMc+dPcZeZy6Vlr4frb1M6HcM9OM5ydNu47ao2SqRE3OpOW6FmGUDhFpVJjfNzD6VkGl0HXNggFSLWRJ1xfOcZk0TE3G2Bl9WYFsVhqHpaanvaxs9IchALk2+iMVso1ll4cMjHjI3qS6nlg6sOm0c/5kU3NS8A/AdZkWf77jfORlwDPtXX2gbdlWT6TJOkzwL+SJOnvA34aQ0lflmW5JklSRpKkTwBfAr6bRqzXljsForIs/zrw6+c///i15T8G/FibbfJAUyOlLMs/w5WUU0/otWpMBg0PpvwoFI32Vkk6F4Gty9RlmXpdplavU63WqdZqVKt1ypUq5XINnUaNUa8hne0semvu0JdSaOHvrtfd9HRXKiQyuc7HkGjolyoUCjb2ojxfvWoV8HuslwFprV4nmy/hsDV0UttN6auVSmzmzj03AoFAIHi98XttlHIlhoZcLUXqeyGdaA7UKuUa2xtX8oJ9HgvegA2Tw0DiKMl+sHPi5TgYR2tQUyo2ux9l00VWl46YnvUTjqQvs6PhWw5OU1M+dtdC1Nr0vya7aHFvrYew2gxMzPjYWut9iPjD5KOSb6LRhvnHgCVJkp6fL/trsiz/fKuVZVlekSTpp4FVGiX8PyPL8kWA8gNcyTf9wvmrLfeqi7del1ndDvEBTYgoFMvkCmWGA46Opf3bA0AXDPjsl37219k7OkOlVFxmWucn/W2tQh02A0N+B8FwkvUWw1JqtRKVUnF5Dheeu4cnicssaev9GpG6aWkIBAKB4LXm4ZMhYmdZ4vEcDx8ONmUZu6FQSERCya7rxc7S+P028md5BvsdJGMZOrm912syQwFHx+B4Y/UEk0nL3FyAlZVjUqkCbreZs9MMk1Ne9jZCVDtIJqaSBTRaVUerz1QyTzqVZ+HJIGtLQaqVuw91vY7Isvw5Ov0DNtYZvvX+R4EfbbHee9DWWbaJXuWbXgkKpcpvSyOzWK6SzhYJn6aZGu1ru16ojSyTw9p6QjCTKzEx7AYaYvcHt4JchQQzo33MjHlJpQs8Ww3esP+8zuyY98YQVv1a1L24ccLD6ebhM0kSZXmBQCAQgMtlpn/AgVyXWXx2gK/PgvYOk+Mej4VqF6UXl9vM8JCbxfcPAFh8esDUtB+9Xt1xuwvt7k5ksyVWF4+YnuzDbjfidluYmPSyvxHuel4ADqep6zqyDEvPD+nz2/AFXi0Xwo9Kvumj5F4FotAIxh7N9HdfsQUXMk7FcpXt/WhbP/ZkpoDnlp6oQadmc7/9k5xS2ZBMmhrtI5lpTN677EYez/ZjtxpZ242wthPuKNI7N+FtyqTeluBY3Q4xHLip3fbW/CBazb1KbgsEAoHgJfHo8dDlz8HDOJVyFZOpexAI7SWZLpid7yefKV26Ll142WysnGC3m3B52mtxF1tIKbZjYy1EpVDG5TJytNVbEApg6SILdZ3jozixeAaPr71ut+Dlc+8CUYDna0Eezd49GE1lrqSZanWZpQ5B7W2HpYlhT8v+0At2DqL4PBbWd8LMjXuZHu0jnszzbDVILNndQ97lMHFw3CxHVbvVkF2pNnpGLSbd5bLv+PoHXfcvEAgEgjeDh4+Hb7yXZZlctsjURB+2LoGmRt06qaE3aJid62f1xdGNoaDrzo0nR3FK+Qqj460rjqFgAqnHsXWNRsn4iJtkJIPDYWJmPtDVyQlAo+2clb3O6EQf/QNOopF095U/JGRZeimvV5l7GYgCPF8N8vgOwahapSDTYqLu+VqQRzP9Tb/gylvC9mddmqC1GjWTQ250Wg0r22HWdyMtJZ1aoVQqsJh0ZPPN59dqwv8skcPrtqCQJOxWA1/7znhPxxEIBALB68+jJ0Mtl2+uh5ArNaanfW23rbWYkRgebdhIry4eNa9fu3mfy6QKHO5EWXgw0LRuNlOkz2vrcvYwOOjEZTGw9PSAaq3WcGZaCtLntTLbJSDtZVZidNzD2GQfu1sRdre/IvLmgt8G9zYQBXi2GuThTG82XjZL+6fA52tB5iZ8Nzzerwvbjw+5OG7j4OS0GXk0EyBfLLO0eUKlhY5ZNxam/Oy2GIICqNZa729zL8qDmQC/+2tnhZOSQCAQCC6x240Mj7hbfpZOF9hYOWZhvr9l72j6WtJFUsDCw0EOd085bZM1rLW451WrdZaeHbLwYADFLZF5V4ceToVC4uF8P6G9M8Inyca+rg0nhU+SrC4F8fpsbTOknYaZRsY8jE962d2OsrP56gWgMi8nGyoyoi+ZxfXjtr2e1+nWJL28GWJkwIlB10jrXwjbQyPbeRuP08TD6QDpbIHna8eUKzXiqQKjg647nf/kiIcXq61dnoCOge3WXoTH881PnQKBQCB4s3n4uHVW9ILlF4fYrXoGh67UFRUKici5ZJLLY2Zo0M3S0wPqtfbVvUqHwG/p2SEjox5M11rJpDa78nmtDPpsLD09uNGSVmnRGxo6TrC2FMTntzEz5+e6Sn2uhXTi8JiHsUkveztRtjfDTZ+/Ssgv6fUqc+8DUVmG1e0ws+PejutdBJid2NyL4nKYsFsM1Gp1BnwOHFb9pTUogM9tYWHKz1kix4v1Yyq3hokW148vJ+i7YTPrOY1lOv6S3N7/JVKjfPEffm2xp2MJBAKB4M3hUZdAFCASSnFyEOPBeebyYmJ+dr6ffLrYk998q0DxOjsbYQx6DT6/DYD42U3FGAmZB/P9JCJpDveaK4O33ZyucxJMsLZ8jD/gYHouAMgk4lcaqMOjbiamvOzvRNl5xQPQN5nXYtS6VquzdXDK5IjnUgj+Nr2Wrw9PEnicZnxuC2ajFrNRy7PVIP1eGzaLntWtEKHTzo3NmWwRrUZFqY0eKTQkl/pcFjb22pcHJOmmfNN1Hs3183QjiEKSCEaSfDAdAYFAIBC8jjx4NNgwfOmSDqvV6iw9O2BkzIPdYcRt1LH6orkXtB2lFu5Ht4mGUxiMGianfWxthDBa9OTyJRwOEy6rnuWnBx32333S/iQY5yQYJzDowGzRU+kzo1Ao2Fp/NUXr2/IROit9lNz7jOgFlUqNw5NE29L47T6VTkRjGXKFMlq1inKlyty4j2A4yfJmb2L64bMMM2OdM7QPp/s7BqHQPnieHPXwfLMh81SXZf6vX3za/aQEAoFA8MZgtRoYHfN0X5FG0sOo11Av1ojFskwvBHjw1hCzD/oJDDpQqduHCsUOajLXyefKbK+FWHg4SH+/nblZP+VM8YZbUysK+d4lnxKxHEqFApVKhUKh6GnKXvDR81pkRC8olipETtMM+u0cntyUQmqXWWyFWq1k0G+nXKlg0GsolWu47Mauk/PXWVwPMhRwNInbA4wMOFna6O52oVYqmvpvXE4TJ/H0jYn8n/vNZX64XkepeG2eKwQCgUDw2+Th42F2tjuX1ycmvBSyJVaeH+FwGkmcZS/7RC9QKCX6AjbsDiMajYpqpUYqmScSSlLIl1EqFegNGnR6NRqNGo1W1XAJVClQKhVIknSenZWpV2q4HUY210JtveGvUypWUSikrvfwyRk/p5EUK4tH2F1mErEs/QNOjGYdGyt3c5f6SHnVGzpfAq9VIAqQK5RRqRT4PVZOolcXU6nSvkx+wYDPjtNmZOfwlOXNEIE+G0qlRCiaolKt4++z4nGYyRfL7B3FOg4S1eXGRadUKm40Xhv1GnL5ckdh+wsaGdGrp021WonBpCF6crPHJl+scJbINWmfCgQCgeDN5dHjIf79v/lyy8/8fjsmg+aG53o8lsNmM5BK3vSar9dkIuFUU4A6OeOjVqiwuxkmV66QS3Y/J4VCgcmqJ58vs/BwgP29MzLXVGpaodNr2gatJrOOwRH3DWmpi0xo8KiRCOofdmE0aNhYbW2RLfhoeS1TaKlMkVKlittxJRORb+PoYNRreDgdYCjg4CiU4Pla8FJvVJIaPaNzEw3NtZNIiudrQTb3oigUEtOjfTya6cfnbu3KcOEPf53hfifRWKan76FS3vznmZ70sn/SnGEFOE1k38QHKYFAIBC04cHDwaa2NKtNz8J8P5HjBFvrzWVxj9fa0751ejXxkyRq9d3kA8emvKRTBaqVGstPD6mXazx4OIimgw1pO+vQqVk/KrWipb7pdYIHMTbWQgyOuJic+eA24R8GQr7pNSKWyKFQSDjO7b7S2ZuSDuNDbh5M+anWarxYP25ZQr/g+doxM7em8kvlKuu7EZ6vBQmdpi/lnGbHveivTegvb4YuA9WH0wFWtnpvnlaprv55HswGeLHZvrxQrlRJdnmqFAgEAsGbg8msY3yi4XIkSRIPHgxQyVVYfn7UVpJJp9f0tO+JiT5ipxk2V4/xDTi6b3CO+lbAmc+VWHp6gEmvYf7BAFKLqER7S/XGZNYxs9DPxuoJyXi+af12ovaH+zE210MMjrhf+YD0TeK1K81fJ3KWod9ro1aTSWeK2C0GhvsdhE/TbB+c3mlfwVACl83IWRu7zmgsSzTWKJmrlArGh9yYjFriyRwatZIBr421nbvJR1z0fA4POFjZ675tNJ7BfqcjCAQCgeB15tGTYYw/p6VUqrL09LDr+uUOai8XjIx5WH6/Mekuyw0B/dBR+2TOBRqNit2t1j2riViORCyHN2DH6jCwfq2MrtZchSrTc4FLHdF2tNMqveBwvyETNTTqRqNRIfHqZAx7NGR8rbhXgahRr2FiyI1CKaGQJBQKCQkJSdF4Dxe9IdJlj4gMDPrsZPMllrdCPOsgHn+b6w9VmVwJz6CZeCrXdXK+WqvfCHTdDhNT4x4cLhNyXaZYLJNKFzlLZJvs0a6jUimwmHWki6WeHJtyhRKrO2Fmu0zsCwQCgeDNYHjARb0uU+3R9e802lmeUK1RUkgXbkRM6ytBXH0Wzrp4to9N+1hb7jw4FD5OED5OMDLuAUlibzeKRq3EbNXTP+BkbbmXe3hv0dzB3hlanYqPfWKsp/VfNjJvpnzTvQpEC8UKlVqd/YPYnbbrc5qxmvUoe5i8u8GtVXcOz3g808+ztd6DWYCA18bhSYL9yM1JfqVKwuk0Ybfo0WvVKKXGlHwuXyKeyKNUKPD0Wdg86C4qfMG//oX3+f/94Lfe6fwEAoFA8HqSiGfpK5QxGrWoVAqq7UxSzomdZbFY9WRSrVu9pmf8LL+7d2NZvSbj9du6BqK9DOlesH8+7T89F8DuMhEOp3oMQqFX3aZAv51atU403Pm8BS+XexWI1mWZWCJLv9dGMJzseTu1SsnmfpS5CR9r271pgQItf5lfrB8zMexha7+34HBi2M3z88B1YtTN1uFVprRWlzlNZDlNZFtuOzbQx9FpmsExF1qNGo1SgVKhQJKhXqtTrdYpl6vkC+Xz6XyZX/vyJj8Y/xo8DjFBLxAIBG86uVwRZMhlS/h8Niq1+qWPezu8XlvLQLR/0MlqG/H5jZVj7A4jiXjr9jWTRcfuHd2NAoNOKpUaqVSB4TEPK88Pe0sm9RCHzj8cYHP5hHK5yvzDwTud10tDBkRG9NUnkyuhUirwui2EuzgcXXAhDL+yFeLhdIAX6x9cU+wiGLaYdE0DULcx6DUk0leN1Gpl79OFc7N+vrBxxMyAh/UeMqIVWUZSgtqhI1Mo4UEEogKBQPCmk8teyR4FD87QaFXMPxxguYN7kt7YPLCkVCqQqjXqtdYZ1Uq5Rv+wq20gOjTWx0qPjk1mq56hUTfLi0fIdZic87O6HGRgyIksywS7VEXbDSsBGIwahoZcLPfQLyv4cLiXU/OJdIFarY7Lbuxp/evT5y/Wj3k0+9szxIyn8vg93SUuxofcN0TwN7bD+FytpZ6uMzTgYCXUyJxq1b0/K8gyfGpumLFAa3cpgUAgELxZXA9EAcqlKivPDpie8WG26Fpu02pgaW4+QHC/2Qv+OltrJ5jM+paf9eKQpFIpWHgyRK0us/S8EYQCl1rcRwcxQsdJFh4P3biv98rQiAuDTsva0qsrcC/LL+f1KnMvA1GA03gWtUqJrc0v/XVuOw49Xw3yaKZ7MNopQb6+G+m4j7kJL4u33JNkGfq6lMytFj2JeoXyuaPS1skZmjZWn03nK8EPfOcne1pXIBAIBK8/uTaVu42VY1RKifHJ5uHW0+hNres+n5X1HrKZxUKFkYlmW1G7y8T+TheHpxkfjj4Li88Om4Lnev0qC1ur1Vl6fojba2NoxN1yX833bpkHDwc53o9x1mUYS/Dhc28DUYDQaRqLSYfJoO24nlLZqtcz2CQ2f5tuDxHLmyeM9Dfrp9kseo5CyZbbbG5HMLc5X5VKgc1r5ix1lUXNFctMDrS+2G7jtprod9t6WlcgEAgErz/tAlGAZCzHzsYJDx4OoLomTH92msFkbmRLJQmMOjWVHmSdAPa2IugNN0v7/UOutr2dXr+N8Rk/m+thIiepluvUWgxYhY4THB3GWHg8hEZzO1lzdc83W/VMTPpYfHrQdVDrlUB+Sa9XmHsdiAIchhK4HaYbIvK3UbTwYJflRs9oJ6mjboN31VqdXKGC8ZYAsM9tIZ1rffEXy1XG2wSW07N+tk6aSx+tBH5vo1RI+ITFp0AgEAiucTu72IQMS88O8Hkt+Py2y8Vef0OVem5hgL2N3oeMspki49O+G8ta9Y0aTVrmHw8RjabZWu9s9FJr05dar8ssPT/E5jAxdi7cf52xiT6USDdsTF9tXo6r0qsuCXXvA1GAvWCMfq+9rdXYbYuzC2p1me3DU8aHess4tiIayzDS77x8/3A6wNpupOM2R8fxJvvOhfl+nu629sHdODrF0CHQBvDYTah7LOELBAKB4M0g18aj/TbBgxjxaIqFhwMA6A0anC4Tu6t376c83DtFfZ6l9PXbbwwXKZQS848GkZRKlp4fdtTSvqDSJZMZjaTZ3Yky/2gQvV6NpIAHjwbZ24yQbDM8JXh1eC0CUYCt/Sjjgy6Uyuav1CYOBaBcqXESTTHo++CeRMvn0/h9LjOb+52DUIB4Ms/M6FUmdmzEzYuj9k+cpWqNif72wbLVqOvaeyoQCASCN49OpfnblMs1lp8dMDXtQ1JIuOzGnoaMbpNK5Jmaa8xQuPquBnvHJr34Ag6WXhyRuYMldavS/G1kGZZfHDEy3sfggIPF9w/uphv+qvAGlubvnXxTJ9Z2IsxP+lndClG/NibWScoBIF8ok1Yp8brMhM8yHddtRzyVY3TUzWk8SyqZJ5bIdbwILi5Cl8NIKJ+j2qb0cEG52r4/57/4lo+hev5/faDzFggEAsHriSzLHzCQzOKwe1CbdI3spdQwgymXKmSzJdLJfNcANxSMo1QqiIRSuPssON1m1lZaV/26Ual0708dm+hDkiTWV49RV+o8fDjI0tIR9XvQFvqm81oFotAYIGrSCu3haSCZKeDRmLBbDSRS+e4bnDM25EKjVbG+G+G0ViSTb5RBVCYFLqsRm0mPXqNGKTeeNjOZIvF4lsPjBNMTfaQVVU5uOS61YuPoFKtRR+pW72mf3cQf+J2P4G/3fMoCgUAgeAPI50p3ygoGBhxYLHo2Vo7xuMwc7p5iNGgJBZvvUVqdGqvNgMmiQ6fXoDyXU6pWaxTyZbLZIk8+OUqxVGN1KUg0+sGSPBf7bMfUrJ9iscLOVqMa6XKZiR/FWXp3j5HJPhKZIvHYPSnPy8Li87XhQiv0+YWvfI//rtFYw7WpUqmRzbfvq1EoJWbHvWQLZbaDjeEivU51GYRCY5ApHM8Qjre4+BTgH7Li7DdDvog6luraA1OTZUb9Tp5t3ezX+VO/5xN30hoVCAQCwZtB10Glc4ZH3WjVKjbXTjiRG3MVR3tnpJONpIyv394UjJaKFaLhFNFw60l3gMFBF5lEnolJL2qNikKhsU0q2XuyB5p1TRUKiZm5AIlEjo3Vm1lWm01P/Fxpam8zgsmiY3rGx/q9GVh683htI5jnq0Eez/bzbDV4JzHXYDjJ6ICLSrXaVNI36NRMjPVxHEmytH3zl9puM5JJ9aZPNuJ3kKxXiBWLPD06wWbXMedxchRMEOuQjc0Wb/6nMuS18+2fnuvxmwkEAoHgTaJb+Xx80otcr7O7cXO2YWjMw95G4x7XKRjtRiZTxGDQsLp00yPebjfi9lrRGjRUKzXisSzRcKrtvbpaqQESarWS6bkAoZMkK0utfef1upsqNtl0kc0XRzx4e5jV1ZNXX8LpFe/nfBm8toEowLNz4Xr5jrYCu0dnTI/2UT7vS3E5TAR8VjYPTnm+3vqX32TUQvsHw0seTgV4cRKmUqtjtxsASOaKvLd3jEqhYG7aRyFbZjfYbGG2dXyGy2q81Bn909/5qSaxfoFAIBAIoHVGVJJgcsZPKV9mp02W0GS6qXX9QYPRyEmSdDLP9MMB1pev7p3JRI5k4ma5XKdX4/XbMVn1yEAqWSB8kkCWQaNXMT7p42DvlKXnna05pTa3++X39hkYcVGo1YmGhaj9q8S9CkR1WjUzY14kqTGAJEmgaLy5rL5fZDEl6fzBQpaxWvQ8vm3rKV9/8JBvPInJsowMeFwmTGYdy1snnKayHc9Nq+0sr6RVq5gc6+O9w6syQiJ3M/tZrdd5cdj4j2F02IFVq2VtJ3L5BCcDg302zlI5Zof6+Ia3JjseUyAQCARvLrlrMwWSBLML/aTjOTY7WFxKEhy38HK/azDqdJuJnTZa0473zrDaDaQS7St+xUKlyX1JoVAw/3iQRLrA4rODrscEqJQqbT872jtDb9AwOxdgdeVVtfkUPaKvNMVShbWd3oV1AR7N9PPu4gFmo45o7G7N0vPTPtK5Ih6nmdBp5ycohar9L4/XaUZhVPH0WhCqVEicpts3UO9G4wDYHXrGXQ72g3ES6QKxTONC/sHf++m7fBWBQCAQvGFkMyVUaiVGk5ZKucra8+42nYMjbg62W8sQ3iUYdXutl4FoJl1gcj7QMRBthUIBp9E0Or2mkVzqobiZ6TJsXMiXWX92wMKTITa2IpRLvTlGfWi8gaX517qu+3i2n+drQQrFCmaTtpE97ZFBn53l7RAHoQTJTJ4Hk53tQKttJhNnR70k6mUOzpI3lrssRmo9XFWJbIF3949JyCXmZ3xIaolv/vg0H58d6vm7CAQCgeDNw+uzMT7WRy5T7Dngstj0HT9PJ/Pk8iV8/Z21t9W3bDc3l4+ZOxfL75WZh4OEggn2tiLML3TfVkIm1uN0/srTA9xWPYEu30Pw8nltA9GH036erV71pOwcnPFgOtDz9nqj5vLBpFCqsrh1wsKkH12bEnyhfLMcoFRIPJrpZzEcJltq1nGzmTpf7Lep1upshs8wO/W4hoR4vUAgEAg6M/dwgP/p//gTjE16sTtMaLXdi6DhHsruvQSj+Rb9qbsbYZzu3u5fgSEHqy+uMrhbqyd4PJaO29jsJkrF9qX524SCCWLHCdwuY8/bvHTeQEH71zIQnRv3srzZ3IS9vHnSk4PS+JCb9RYOSUtbJ9it+pb7uK7vaTXpGBl18+7BMXKbfo9ulp3XcVmMPJkKUDNKfCl0zH9c3+QXVjd73l4gEAgEbyaSJGEy6xgccfFTv/gX+aEf+Vam5lonZfoHnZx2kGO6TqdgVKGQOAnGm5YXcmVsNgPdipMKhYRCobzhMV86r2xKHaIq2/kAcK8olBLTYy4S+6d32k7wleW1C0Qnht1sHpxSa1Eqr9bq1OtyW0/6C+pSe3mH0Gma0FmKR9ezqxLE042+lNGAE8moZO2k8y+21Ml39Jxhj50HEz7OyPOl42Oy5TIqhYKTdJr/+ud/hVDqgwsECwQCgeDNwmjS8a2/923+4T/7k/yv//oH+H1/5JPYHFfZQLvLdKf9tQtG+/w2CrnWjk4762HmHw523O/c4yGO9s+alu9uRph/0H5bo17T9rPbeDxmBux6lj63Sb0Hv/sPBRmQpZfzeoV5rQLRQb+d40iKSqW9C0MwkmRu3Nf285mxPnZaSCddp1Kt83zjmNkxL2ajFpvFQKVa49F0PzupBKeZ7g3ZlVrrc5QkmB3sY2LEzVY+wfuhEJVrQbXfZqYmy6SKJf7yZ37xhpWpQCAQCAS9MDzm4Xt/+Hfxkz/35/lv/t4f4ONfPUHyA1hctwpGuwW0G8vH9PlsLT/zBuw3pJ5us712gtvTuryv7HEOZH7WR+bwlMPNuw0/C14O92pqvhNel5l0pki+0N1X9/lakIlhN1u30vEKSSJT7M2JAmB1N4zLZmR4wIFXWefdw97lILLFm+epUSmZHeojUszxIt56YhHAbtSzl2uUTr50EOR/+613+b5Pv9PzcQUCgUAguCBykmRz5ZiDzQgen5VsqojdaUJv1KBQSFQqNTLpArHTNMVC6/7L29P0ii761uVSFb1WjUIp3chGSpKETq+hUm6fTCoWKgQG9ZxF002tb5Vy54Ess1lHwGVg5XMbHdf7KHkTc0uvRSDqsOqpyw2/+F5JpPIY9JobgevcpI/FnZMOW13h99twus3kaxUqFiWhQpaJCQ9GlRq5IpNMFziJpajUWpf5TzMN6SarQcd4v5PNRJx3I92PrVbdbCv4h7/xBT41MshCT2ctEAgEgjedQr7Eb/7SCr/0mecsn+tz2p0mlp8eMjrlZbuN0L3NYcTuNGEwalEoG0FqNlMkdpq+EYyme7Dw3N+J8uDt4Rv6oPOPB1l61lmwHmBnI8z8kyGWFm/KUeUy7Z2kxsfdxHajbBxE264j+Gi494GoyaDBaNByFEreabuzRI6FKT9LG43gT6VUtPaFP8dq1dPf76CugqN4ir10mr1cGrVKgbqqZdTn4L2DmxlRlUUiYLXi1BrQSAoK+QqRRJZiuYJJr2V0wMViNMwXT3rPpJbrN58UK/U6f+k//CI/L8s9lyUEAoFA8GYhA0vv7fNLn3nGZ39lleKt6qHJrCMRyxI5TuJwm4mfNt8Pk/EcyXhr/WuLzYDDYaLPZ6NUKKPXq0nEcpxG2lt3rj4/JDDo5PgwhrvPwuYd/OB31kO4XCbOzq7MZuItpJtUaiUzYy5WvrB9Z5fFj4R7cIpfae51IKpRK+lzWdg5bG5q7oWljRPmJnysbIWYm/TxfOsqIFSrlQwNOdGZtJzl8hyeJogGmy+SmWEv756d8OIghNdiIpy+uiiqssxBMsXBde9PJTya8iEZFLy/dUz9jra38WJz1ncvnuAgnmTUKfTQBAKBQHBFNJREDiVJnGX5L//U/9F2Pb2hMeiTSRcYGvOQTuTu5Muez5UYHnPz7mc3GRhycrjbyDxqtCr6/HbMNgNKpYJiqUL8LEssmmnsvyaj1iix2I2c9qgBCg1h+sCg8zIQNZu15KI3HRD9ARtStsDyb231vN+PnFd8sOhlcG8DUYVCYmzQxdpO+37KXjgMxfG5LRxEEvQH7NhdRnLVKruROCunZ9BF1SFeb5QCqrU6Pov5RiDajroW3o0EGR2yoy4o2As3y1y0QqVQcJxq7fB0ms1h0+tw9LQngUAgELyulIoVPv9ra/ynn33G4nt7/J3jZNdt1JqrcOBgJ8rCkyGWnvZmqxkYdIJcZ+ndPQDM10Txy6UqR3vNN1KdXo3Hb8ds0TM64SEUSmF3GknE2jsO3mZ7PcT840GWl4I4HObLQFQC5ud8bHxpp2vfqOCj594GovMTPhY3euvnvI0kgdthxmkzotWqMDp0HKUzbB6fQrY3DTWAsYCT1fjVhP2LwxDDbhv7sWTbbYxaDUuJRvC8m0iglCTenvGzvhOl0OWC8VrNHOTbn99eLEE5ncVruZsEh0AgEAjuP2uLR/zSZ57xG/9phVy2fb9kKxTKm5m4pacHzDwYYG2xvS2oQikx/2iQtWcHN7KnUg9tYsVChcOdKN5+O5HjOMlkgWq1jsmsw+OzYjTpQJLI5EqchlPkcq0Hifc2IzicJoznGV273YDLqGb5s6/uQFInJFGavx88mu3n+Wp7eYfr2K0G3A4TBr2aWl0mnSsSPksTSWaIJDNYzDryCShXqjwZD7C8H6ZcbT+xdx2dWQ3XHt5kGUzqzjpmk34XX0xetQDUZJkvhY7xuI2MqZ0stxDSv8Bh0ncMRKv1On/lM7/IP/sjv6+n/wgEAoFA8Hrw4//9L/AzP/nFD76DFgHQ3lYYX8BO6LjZbanPb0OvU11mQa+TTfc2OKxSKxvzGZE0048GWV86Jpcpstdi6MjhMuHyWNAZNFRrdTLpAuFwinyuRGDQgVqlYHrKy8lakO2du3naCz5a7l0g+ni2/4Z15wVmoxaPy4Lp/KkoWygRiWWIZ/PEs+1/KQfH3Ly/2wgMn24e43OasZr0rB91nqxzWowsRpqDxpXjKNMBN+vh1jX9FK2f6qK5HFFyPJryEjlJE2uhAKDtIsQP8IX9I/7JF9/nT37y7a7rCgQCgeD14Pv+4jfT57fxT//hr/TsK3+daosETLFQAalRRr+QbpIkmH88xObSEdE2xwmfJJEkqetw0MyDAZbeawSy1S7nnDjLkji72fqmUEr4vDZUSNjUCt59vkepjcTUveAe2HG+DO6VoL1Bp2Z9N8Jwv4MH034ezfYzOerBbteTLpbYDp7yfPOY55vHbB+dkcl31gR1uUwsHt4cQArFMqwfRHkw4sPewQ9+IGCj2uYia3VBA/hsZtaSnQernkfCZPRVHk/6m2zQSvXeMrX/46//FqthIVEhEAgEbwqSJPFdf/iT/MP/83sZHvfceftSsXUgGAomGJnwAuB0mxmb7GP5vb2OwW4xX8bjs3Y83sSsn6X39y/f76yHcPd19pK/Tb0mEz5OoFFIJCMptEqYf3sYzR0stAUfPfcqEJUkCZVWwV4ozoutE55tBNk4iBLvsQxwG3fARqXNVODiTohyucbjsQCKWxGhRqVkM9HefWknEudBv7dpud/d20WWLZf5UvSYoVEHg27b5fJEobeen0qtxl/4mV+gULnHT4YCgUAguDMjE338zz/5fXznH/7EnVq08rn295e1xSM++bWTFLMFdnqUWLK7WrsfAVjsBqInyRvq7bIs4/Xbej3dS+YfDbL0+U3S6QLpWJblz2+gU8r3NCB9Sfaer/gk/r0KRHPFMqVKlUcz/bjsxu4bdKA/YGdxv/MFlSuWebZ1zLDHzrD3ShppZqSPRLFzUJjIFFBe85OXJNjNJ+90jpuxGPu1FE+mAxi0ao7TrSfmW7Ebi/O3f/k37nQ8gUAgENx/NBoVP/Bffgs/+o/+KI4OAeF1MqnWCR1JgoUnQyROM/T57fgGetNmuT6Ff3N/En1eK6lE83T80W60aWiqE5Ozfla/uA3ASTCJ6rx9LR3PXQakC28Po9Xfo4BUfkmvV5h7FYgClMo1nq8HSaTzPJjy43d3Tv+3Q2fX9ezTvhuKcxhO8GQsgFGn4azaPQMbjKd42H/laT/lcxPOd5d2uk2fyUhZWeethX4eTHl5a9LPg5E+Rr12rAZdx23/9dMlfmVj587HFAgEAsH9561PjvPjP/0DWG2Gjuup1Epy2eZWNo1WxfR8gOX39oicJNnbinAaSrLw1jAabecRk9uC+RfMPRlia7W14k0ynmNi2t9xvxcMjbo5WD5CPncvrFZq+IbdN9ZJx3MsfX4DreIeBqRvEPduWOmCWl1mcfMECZib8JLLldk/6U2Pc2zUzcrh3fRHbSYDVWQezPlJW6rMe7SEIxnOku01zw5PE+hUKorVKhqjCrrEryaNhkGbFZNWS6FW4SCd5KiYJlzO4nWa6NOZeDdyzYVJBwazGrfeiMGgRoHEk0k/lXKNbL7MWTrHX/+5X+aBvw+PWUg6CQQCwZuG1W7EOu4hdppBq1NTKja3bFlshiYnJavdgM1mYP1FQ74pGc9hcxhJxnMsvb+P22vF5jC2DSrPos0VvP5hF+vPO2uT1ntQrfF4rSSCMcq3BpMsLgtshZvWvwhILQ4jE28PsbVy8uoONb3i2cuXwb0NRC+QgZXtxi/e5LAbZNg86KxCX+rhoUivUTMScKAxqAgXshwkU4RieR70+aiq4L3MCRigz2Wk32hFU1UQj+cJhpOXbS+xbIG3x/pZOYmwnLw5PCQBAzYrbqMRFBDNZznKpJvWA3gS8POFs0PqsozEzd/TfKXCQSVJrtJ4+vzi2TXNN0NDTmonFROBqEAgELzBON1m/tE/+35+7K/9O7bWbgaPJrPuRiAaGHRQypc43Ll5P/L4bZcWn6fhFKfhFDMPBggF403Wn4mzLGar/rLkr9WpqZarXd2adtZPcHqsxFpYjAKYrXqkUoVMooUajrJzkbdRst/EbL8HAekbxL0PRK9zEYCODDjRa9Ss7YabPG6np328OGnOhiokiWGfA6tNT6paYjse41kqwnV3Tq1axVIxQi5bZcLhZCseI5LPEcmfX4ASmAY1jFpsmCUtuVSJvWic+SEvi5kIY04nBq2aTKXEQTrJfr7x6kS/2cL78UYW9CiX4pHHx4to8xNfO75tfIpP9g/1vL5AIBAIXk8Ghl38g3/+J/kX//jX+Df//PPU640bpO5ayXpy1k9wN0oh31xa12qbszhri0cYTFrmnwyx8uzgxj3X47NdBqITMz6We3Bqqtdl/AP2loGoRqvCadZxsNF6viOZ7G1wOZO4GZC262f9SBAZ0deDvWBjor2/z4rDYmRlJ0ytVkehkDgrXf2ieh1mvB4LJanGTjLOWjEGHWK86QE3v1VtaJjWpToKSWrqM81WyizFrp4iVVYFk24X9ZLMYqL3APICs0nDYfKqVFGmd324frOF/+rTv+POxxQIBALB64lKreR7fugbeftTE/zdv/HvOQ2nLgOxhSdDrDw9QK63zlq26/vMZ0ssPz1gaMxDtVrj+KBxDzaYtABMP+jvKQi9ILh3iqSQkOtX91eFQmJk2MXm0/2224WOE2h0asot2g9akUnkONkOMzXr676y4KVx74aV7kIwkmJx6wSHzcCj6QAPHw5gtxl4MBfAMWjigAxfih43tDtLrS+w62R1V7/c26k4b/m7N1VX63VWiieYXDBqt3dd/zpv+f2s3CrVryZPGbd3n1qUgP/+d34LJk1npyeBQCAQvHk8eHuYH//pH+BrftccSoWChceDLL+31zYIBQi3cFi6zsFOlHAwwcJbw2h1amrVOk63maPdzu1yt0mcZZmYvimBOLfQ3zEIhYauqH+kdw3V0bkApdME8ePe5kteOjIfmXyTJEkDkiT9P5IkrUmStCJJ0p87X/63JElalCTpuSRJvyRJkv/aNj8iSdK2JEkbkiR907Xlb0mStHT+2T+UuuiIvZYZ0dso1QpKBgmFRSKUzHESat170gm3xchy9mZQuJ44xabTkewg5WTRaomWG03bWk2et/v7eS/YXYfNptOxmW0tfm/R66Dz/wd8z8O3+ERgoOtxBAKBQPD6USyUyWeK5DJFnNkStVqd57+4eLkslymSz5XQKyTUDj2hcBqDUUu+jac7NCSenB4zsWj7e2itVmfp/X2cHjM6gwaL3UCsxeBSV64VGxceD7L8uc2eNjM5epuHmP/YCEu/8px6rXPP6htEFfiLsiw/lSTJDLwvSdIvA39PluW/ASBJ0g8B/zXw/ZIkzQJ/EJgD/MCvSJI0KctyDfjHwPcCXwR+Hvhm4BfaHfi1DkQHBxzonDqWDyPs72cx+HRUkZkNuFk9vtsT2oDfxn7+5sWULpf4mCfAeyetpwYB+i0W1mlsV6pXeVra552RYZ4dRKl0cEoac9t59+y45WfPz07oMxivelNvMW538F9+/Ku7fSWBQCAQvIZ8/peW+W9/8P+8fP9jwca95L/7oZ9sWnds1k/8LEsiW0SpkBif8aHTaTg+ijVZagK4+6wdA1Ffvx2Xx0K5XCUeTaNXKXHbDJhtBnRGLSq1ElmWKVdq5HIlkokc2XRzMmd77QS704zXb2P581s9f/canbN/BpOO/kE7L/7T0573+WEifUQ9orIsh4DQ+c8ZSZLWgIAsy6vXVjNy9YjwHcC/lmW5BOxJkrQNvCNJ0j5gkWX5CwCSJP0L4Dt50wLRsTEPdb3E2vEpnF9HNqOOyHnmcj16xlujgUuP+V7YrydbLn8vcsykw8VmvLXTklmvbpJtei+7z8SAh/hpldMWweSc29M2CAWoITPksLcMRFUKBX//6383OtVr+U8rEAgEgi48eGe0J693pUpBLlMkcZph4vEgm6snbF/IMUkSAyMubA4jsdMMJ4eN8vXtwR6Hy4yv344sy4SOYoSO4oSOGutOzvo53j9DpYC99faVQK1Ojd1lwmQ1oNVrUKoU1GUZi93Is9/cpGnquAOJWHtJRd+wi2oqzdrnVtuu85HzCgwrSZI0DDwGvnT+/keB76Yxvn0xeBKgkfG8IHi+rHL+8+3lbXl9ohUJpqe8ZKQaK+HmkrbHYSaSbQSitbrMewfHPBnxs3wYptIlNT/hc/K82Nq7XZagItVaDi4B1JSts55b+Sh2q55Zo5vV06vsrFapJF5vIUtxi5V4GJNaQ7Zys7f1Tz/5OA88zfaiAoFAIHgzMNsMjEz72F1rX60DmH0yzNK7e403t2WVZJmj3dPL/k63z4o34ECjVTK90I9KrSQaShE9SRA/bV1612rVZFIFxmZ8JGO5G8NH1ykXK0SCCSLBmz1n828NIdWqTD8IIEkK9rbCFPOdB5HCJ0kMJh357M0s6/STYba/sEqpQ+vBa45LkqT3rr3/CVmWf+L2SpIkmYB/B/ywLMtpAFmW/zrw1yVJ+hHgB4H/BlqmnuUOy9ty74eVFEoFs/MB3ON2nkei7IRbZyYNhuahnaeHJwx57DhM+o7H0Ns7D/zsphJtB5fitfZPZ4lqgU2O+fjQ1bYP/T6O8937abLVCrPum03ZRrWGP/vWJ7puKxAIBILXm0efGOv4ucNjZmv5qvK2s3KM092+v/I0lGLpvT1KhQq1ao3l9/eJnnQeVrgYfNpZCzH/sdE7nH2DYq5EIVdi/ekBa+/vUS9VmJzzM/t4EJOl/X3be81hSalSMPfWECu/8uxNDkIBzmRZfvvaq1UQqqYRhP6kLMv/vsU+/hXw+85/DgLXB1H6gZPz5f0tlrfl3gaiarWS+Yf9mAdNPD0OcXSW6ri+rGgdkG9FY0hKBaOe1pPoOrWKxUJ3F6a1eBS77qblpkapJFjsfKHWkXk3v8eTEQ+TTifvxYId17/Ofi6OStH4J5SQGLM7UCuVPW8vEAgEgteTh10CUbfffkOOqV6XCQQ6K7IMjXlYeXpA9CSB1dHZNhSgeE2LdO3FEYMTfV23uc5ZKHnjfblUZfPFIavv7lJI5xib6mP+rSGsDuON9Yy2xnub20x/wMLiLz+/03HfRM4n2/8JsCbL8t+/tnzi2mrfDqyf//wZ4A9KkqSVJGkEmAC+fN5rmpEk6RPn+/xu4Gc7HfveleYNBg1jU31sncZ577Bz2eE6yXL7J6GzbI5MscijIR/PD272sUxd0w7tRKZS5m1PgPevDS71Wyzsy93L7Ga1Fr1JxmxRoS1YMSi11GsSmWKZ43SGVBtpqUghx1ueAE/DJwxYrBhUwkdXIBAIBDD/sVGUKgW1Fk5G43MBNl4cNS0P7kSb9DsvUCglqpUqsiyTSuQZn/GTine+v6WuuS1VqzWKxSo6g7preR3AZNWRjDUPS11Qq9bZWWlkdBUKieEJL2a7gdBRkkpdZmTGz9n2Mbsbya7HepX4qIaVgE8DfwxYkiTp+fmyvwb8CUmSpoA6cAB8P4AsyyuSJP00sEpj4v7PnE/MA/wA8M8APY0hpbaDSnDPAlG9QUPJquDd/d6HjC4IZjqXu0vVGs+CId4eC/B09/iyNzqjq1wOPHXj/cgxU043G7FGj6rDqGO/QyXAZzAxZLGylgrxXnwfpSRhV5lZLVwTvteCx2zAqzdjVGqRawoyxTInmRyJYpFUtcA7vn58JnNvJykQCASC1x6DScvEfD/rzw9vLFeqFJduR7dJnGWZfDzExmrzPXbu0RBL7+1dvt9eO2Hh7WGW3m8tVK9SKZr866OhJLOPh1h9d7fr+bu9NrIdAtHr1Osy++duS0qVgrExJye7RyQjyZ62F4Asy5+jdX/nz3fY5keBH22x/D1gvtdj36vSfLFWZXzARWdp1GbcViP5Sm9OC+/tHzM70IdRo6bPamI5070sf4EsQZkayvMTVLRJUE5anbzd5yVRS/F+/IB8rZHxrMkyw5Zm0ftEOc9aKsJ78UPeT+2zWTohq0nhdilwOhT8wDtPughWCAQCgeBNo1V5fvbJMJEOwvRypdm9z+kxs7XSXBlce37E4Ki7aTmA021pqdG5+uyAmbeGO5x1A+O5K9Nd8A448LuNxPcjBDdDzH1q8s77+Mj5iATtP0p6DkQlSVJKkvRMkqT/2OKz77imvP+eJElfdb586nzZxSstSdIPn3/mkCTplyVJ2jr/s6vtUK1W5+nBCQMBOxMDrX/5W+G29yZwe8HycQSbxcDYmB2N+m49l7vXHJcy9aunToUEj1xe5lxO9goRXiSC1FpM2a+lQphUvbkh1eQ6WTnLTx18+U7nKBAIBILXn4efGL/x3tlnZXOpc6vZzuoJTvfNCpvTbaZYaE7mVKs1ivkS+hbDwBZb+x7Sg+0oLq+t43m0m7BvhUIhMf/WEGfrhxwuH6LWqKiUKix/do25T06g1t6r4u8bx13+df4csAZYWnz2q8BnZFmWJUl6APw0MC3L8gbwCBqBLHAM/Mz5Nn8V+FVZlv+OJEl/9fz9X+nlRPaijae5hXEvsXiOSLyzU5JWp2qoX/WAxahjdMhBqJIlay2AIotXY8CpNWJU6lDJSupViVypSjxXJJrJUbl1wazEozj1BoKlJDqlioeuPiKlJCvp7r2muWqZtx1DfDHa3L9zHZ1SxZDVxGY6wn4uRr5axtBjACsQCASC15+5t4Zu6H66vNauLkf1uow/YCd2XlafXuhnfbH9/SgaSjH7aJDVWz2nWl378CKfK+H22Yifpam36GEFyKVbtw/cxhOwo5fqLP3S88tlimsptuXPrTMwHaCQLxHrYlH6kSPzSuiIftj0FIhKktQPfCuNXoC/cPtzWZavN3JcV96/ztcDO7IsXzSUfAfwdec//3Pg1+kxEL1g6TCMWqng8VSAzf0ouVLr8nuFzjqhkgRTw24ko4KlWJRILMiYw8GXzo74mK+fZ/Eg8XKLpmwtKLUSfTojdrURg0KDUlZRrcrYVToKmgIb6QhPE617aNpxkI+hUkhU2zwRqhUS0w4Hq6mrwahQIcWYufcssUAgEAhebzRaNTOPB2EX9EYtGx0Cyusc70RRKCW0WjWRLhJNAKvPD5uC0W5DNwfbERbeHmXpi9stP4928X+XJIm5J4NsfG6VSP7mQG/1VnvB0foxJruRiScjbD3d45XmDQxEey3N/wPgL0P7iE6SpO+SJGkd+Dnge1qs8geBn7r2vu98zP/CWsrTYhskSfre83L/e9VCsyZnpVbnvb1jlAYVjyb9N56ELoiXWj9ZuW0mHs37MY8YeJaP8PQ0dGm76bQ0pJj2EikMyvaZxjoy0WKWjUyEZ6kj3kvvcVA7QbJtcybvMeOw8MTp77iP25wWszx0ttYlVUjwyO29EYQ2vmOeUq25t0cgEAgEby4PPj6GJElUK+0tpW+TOMsyMeVjfNrX0uazFbubYfr8tsv3pUJrtZfrrDzdZ2Sm+V7n9JjJZ9tP+rq8VoYHbSz90nPK+ebjlHLNlqHZRI7t93dY+Kqprucl+HDpGohKkvRtQFSW5fc7rSfL8s/IsjxNw1P0b93ah4aG/tS/uesJyrL8ExcCrCq9se16iVyB9/dP8HltTA1exbRKhcTJtYl5lVLB/LiXsVkXQV2GL5wGieRuXmgKSWKv1HBSOivmmbX6ej5fu1bDA0+Vo0KIAYOFrfwuB+UtLMYM7/S5edsVwKLWdd1PutJaFuMdT4AXieanWhmZcLG7EL5AIBAI3hwefmIMg0lLpdycqJAkCb1Rg91lwjfgYGjcw/isj+kH/ThseorZIvYe9EKhoRmq0apQKhthRSrRXbqwXpdJJfMYLTfviQ53qw7ABnNPhsgchNl92n7yPptoHTzX6zKLv7HKxONhTNbevteHjSS/nNerTC+l+U8D3y5J0u8GdIBFkqR/KcvyH221sizLvylJ0pgkSS5Zli+8Nr8FeCrL8vUR9IgkST5ZlkOSJPmA1h6ad+TwLAnA/FgfyWQBCdirpRnos+LwGFlPnfFuprP+6LTLxVr5qp/z/cgJfquVk3znRtOLIPSk2PiaZvXVX29FrrKT3wdAp1MyafejlA1spePES80X7F42xpzdx0ri6q/sk95+3o/vtz3+aTGDpZTDrm0fsAsEAoHgzWFiLsBRrY5er2ao30KpUKGULzZci7IlCkmZ2zXDoSkfh892cA66SR6cYbbqcfvtGKx6UCjI5cpEo2lyt7KWR7unLLw1wvLzA+KR3hIj8dMM0w8GWH+6f7lMp2+WnHF4zNhNapZ7EKdPhjvfqzff28E94MTmsRLcCnVcV/Dy6RqIyrL8I8CPAEiS9HXAX7odhEqSNE6j/1OWJOkJoAGue23+IW6W5aGhyv+fA3/n/M+Oyvt3Zfkogkal5NOPR6jUlWwmYhDtrVHZYFTCtfmnSr2OXWnipMPEk02j4aGnynHxKnCMl1v3uNSosVdoZDUVaoknVj8aTOymk0SLV09yqmsD+5/0DvB+vHNvS12W+cndL/ODM7+j43oCgUAgeDMoZEvkzwd/DlpIMN1meNpP5OiMQrZEQNPIbmZTBbIttEftLjNOnxW9SUcdyGRKbK0GWXgyxNIXdno+x/XFI+Y+NsLKue/97R7P2ceD7L27SayN/ul19CYd2fBZ1/VOj2Jo9RrmPvmKSTy94tnLl8EH1jSQJOlCXf/HaXiPfrckSRWgAPwBWW5oE0mSZAC+Efi+W7v4O8BPS5L0J4BD4Pd/0HNpxWTATV5TJazJUS703hujVijZzIeblr84C/Ooz8dysvnpyabR8KivdiMIBYiUYvRpPURK7af6ZUnmoHAuHqyGh2YvBsnKYTbDajLEoMmBz2DsGoRe8K/2vsyfmPg0ejFBLxAIBG882VT3EvkFwzN+IoeNIBRg69kBA3MDHO2etlw/eZYheXbz/qZQSGirFabGXWhMeqo1mWQyTzSUbOnydMH2WgjvoIPwYZx0ojEPYnOZcNv1rPzKi56/g9Vl6ikQhUYf68rn13n4O+Z63r/gK8+dAlFZln+dxnT7RQB6sfzHgB9rs00ecLZYHqMxSf8VxecwY3MZeH4agTxYLDr8JjMke9t+1uNisXLY8rNYrohKUlCVry4mm0bDI2+N40Jz8AowaLJ2DERvEyyGgTAoYd7lYdTg4NfCvU/5JcsF/u3BU/7Y2Cd63kYgEAgEryeZHgPRkdkAof1Tirmb5Xa9pnctbUmSmH00yHu/8ALvkIvwwdblZ0qNCv+wG2ufFZVOQ7FUI3aauXRfKhUrqLRqNDoV0WCCmUeDHD7dZnOjeUi5EyZL772f7n4HVq+D6FHnCf0PlTcwI3qvnJU6YdZreTQd4JhsIwgFBj1WTvM5XkTDjDscPe1HoWv/xHaUTfPYPnD53tolCG3Qm6PTdZSSxBP7AFpNlpKUxGNU8tjZ+8DUP9/+AtV671lggUAgELyeZJPdA9GR2QChvWhTEAqw+WyfgVFX130oFBKzD/tZ/uw6AG7/TY+aWrnKyWaItc+us/TLi2z95grxtUMM5SLDfjNzC35sVj1PPjXO6JiT1V99QTZxtyAUQKNrY2l4DUmSWPiaWbLZMjvP7yav+DJ5WYNKr8Ow0iuNSqngwZiP1fQZX4rc9Md1OYxsnTWedLQ9OCQZ1WrWcp2CSlg8i+LQGahR5Ym3RrBjEArBQhilpGjponQbBfDQPkC6Gmcz19BWM0gOTktpTktpPubpJ5gpECp0zrCeFFL8/PEy3z7wsOsxBQKBQPD6kknm6GSWOTrfz/F2pKPckl7TOVRQqhRMzvhZ+fzm5bJeWwLy6QL7i40qpCRJTC74SZzEmfv4GJvPD6iU7iZLqFB2trN0BZzYfQ6Wf2ur43qCD497nRGdH/Zi9xv5wukxqVLzk1yidtXYvHwWZcbd+alu2uOiVO/8S5+rlBkzuXjbK3cNQgEKtSJjps5C8xLw0B5gzGJiK7dNpHRVJjgtXj0RrqWDlKU0n+7rR91KMPUa/3Tr813PTSAQCASvN50yomMLAwS3wl01PztlRVVqJeNTXta+eDOwO9g4wWjV3+lc594ZYe3z62h0apY/u4Zeq2Thk+OY7rCferV9NXDha+bI58psP9+/03l9qAiv+fvBSJ+D0TEX76fCBLOts4MmnYatZOzGsnqX5ouyqrsA75M+J1VNmEztjHnrENPmIXSKzoNBTm3r51EJeGALMGGxsJPbJVS8eb4ahYpQ4aYERqle4UVqlxGrgTlbSw8AADbTUX4jvNn2c4FAIBC8/rTLTI4/GOBoI0S52Fv7WKusqEarYmTUzcaXmyfk6zWZwcneW8qGpnys/MYyAFZXw+s+dZZh8TdWKecKzH98DOc1wfx2VIrN93Gn38HE2xMs/9YmhWyz2L3go+VeBaIqpYKFKR8bpThr8c5TcSN+R1M5fD1+xoKnr+X6Dr2etWz7DKdeqeIbRp1E5F2OCzH0KiPbuR32CzuoFGWmLQHmrSNY1aambTPVZj21BZufKauV3fwuJ8XWE4luraOtldVJIc5BMcgn+nw4ta2bs/+JyIoKBALBG02rQHTiwQCH6yHKbWyxW3E7K6rTa+gfdHxFLDMNZh3ZSIzaufvT7V7VUr7M0mfXiB+dMf1kiIFJb9t95ZI3+0oXvmaWQr7yamdBryO/pNcrzL3qEVVplLwXDTVSid1o0xSTq5Vp/Kvc3Mm4y867+WTLbeZddjT6JKvZq6c+s9JOnEYAWaXKfr7R8CzJEuNmPwalkXAhSbQU57gQwaa2k6wUmLP6qFNgL9/94jUpjUBne7Xl1AFGtRaLRkumfPPifS92wIv4EQ8dA222FggEAsHrzO3S/OTDQfbWju/cewlXWVGDSYvHbWK3y6DP0WYYhVJBvdZ+CBhgYMTF2ufXrrbbOEGpUlK7VWav1+qXLQBjD4dQatRsvbipcpM6ayR+HH47roBL9ILeA+5VRjRfrfCx4UAPa8rsZlrLMewk4zzyNXvbpqTm6TyNQsE3jLhJKQ8Il26K4dfl1pN5siQTLByzmd0kXYsyaLDxwDbKWw4/czYHB4V9jgqRltveRkH36T+AXLVErlrEoFYxabmplPW/i6yoQCAQvLFkrgWiE48G2V39YEEoNLKi47N+XA4D+8vdxfGzqTxDU53L83MfG70RhEIjI9rfpay/8+KAzXe38Q86mPnYKEqVApVGRTaWYf6rZykVamw92+96jq8aYmr+HvDF8DFvD/tZPgpTafOUNeJ1sF5sX7qPFXNIElxU7n0mM5u5mw6jE3Yrdkue1Vzrp6lkuXk4qhXR8hl+g5lcNYxOaWLeOsx6+oiq3F1eqVC7mwRTsVYhXA7zqb5hluJnZColfi20zm7mlFFz54EpgUAgELx+XJTm9SYteyvHVFt4zrdCpVbi9NqwOoxodGrq1RqFdB6LXkG+pr5xD+1EJ093/4ibjS+stfzM6mxuc2vF8XaY4+0wDq+NkYdDZM4yrHxBZEHvE/cuEAV4L3zCtNfJaTxHstDceGy366F12yUAh+kUb/sCvH/S8JwfdJoJZxuBq1KCrxvysF3YIdjBkSmYj2HTKpCl9iUHpSTx0DrAdm4VgGHDDIupTdw6M17tEPu5UxKV9lJMp4XeHTEuqCOzmNrDpjMwbQvw7ukx/3Trt/hvn3zHnfclEAgEgvtNNpnHYNZSyJaoqm8GoZIk4eizYHOZ0Ru0yHKdUrZIIpoidpIgtJ7htpfg2INBdhYPCYx7MTnNbC12zoyehZMtl2v1Gmr5POU2E/v5zN2GisqlCqcHUapVGJwJcLh23H2jV5FXPHv5MriXgSjAeiyGz2RiUG/lMH7TA/6s0j2AO86lUSkkqnWZSC0JwKDZRL+zylq++7R5sV7BqXVzVm5dZjcotYyabGznNi6Xxcsn6BQaMtUMmeo6SpQ8sA6TqVbZy9283FWSsmli/i4kK3mSlT0eu3y8SBwSLaTx6C0feH8CgUAguH+4A3bK71XR6jXMfmwEhUKinCuROstwdhzjdCfE6U6zdXU7zo4bbWrH22HYDjMyP4BCrWZvvfU+QnunuPw2zk6SN5aPzfpY/vXltsc53DhBpVH1lMHVm3Q43BYOVoLYfU4yiRwPv3aWld/aoFq5R+Yu96CM/jK4t4EoQCibxaBWM+/vY/mkERBaDTp2Ut3tukLZDO/4+jnN5TgshPm6wT4Oy3vs53ufIjQpbZzRHIi6NFZsmjqH+f0by9PVFDOWGZ4lG8tr1NjNNwagxk1e9EoLG5kg5XoVj9bBaf7urhImlQ6jUodeqUGrVKOSVHgNSl4kDvlG/fyd9ycQCASC+4vDrkeq1ylkyiz/+spva19mh5FU7GYVb2/5CICJJyMUizWO95rLkd5B141AdOatYZZ/fanjscqFMsPzA+yf778dGr0G75CL3cXG4JS9z0ryNM3i5zbwj/WhUEgcrd/T7Ogbwr0ORAHylQpL8QgfGw7w3v4xwz4b0VRvAdxeOsGcx8GQ3cxm7u6am9V6s1vTsKGPshwj2sZfPljYxao2k6rcPMdwqeExb9cY8OtGkGUNp1oVepUWrUKNWlKhkBRISMhAtV6nUq9RrFXI18ooaLg3xYoVYrdsRb818JBv8M3d+fsJBAKB4H7zqW97i8qPVzFa9NhsFpKnH7zS5g44yMRb31+3nu4hSRIzHx8ndprl9FrgWcxfld/dATu772/3dDyL3djxc5VGxeCUj633dy+XGUy6y59PdiIoVUoefO0cq7+1fj+yoyIjej+pA18KH/OxYT91nYy7YsCk0aBXq9CqVKiVEkqlBJKMLNWpUKVMFUmSGfadUZYq9BkCxEplDnJJCrXesqLx8s0eljnLIOHiLhW5/faleokx4xDPkq0v5lwtz1ZugynTDC6tmWfx3komVbl1r+onXGP8zYffhSS92s4KAoFAIPjK8843P2TToCWXLlBQFXjwVVPsLB6SSxe6b3wLg6Wzw5Esy6x+cQuVWsnsxyc42Y+RjGXZXz9GZ9BQrdTQKmUKmd6O3ekcFUoF4w8GWfvSzcEkheqmGFCtWmPpc+sExvuQaEhDCV4tXotA9ALZVkM2lchIZ1zmI2Wgev66xdf5vVSkEjvXJuOdOgm31oVZZaUmq4mXyuy3CU6DhThunZIaNR7bhtnNrSP38Dizl9smoPdzXIi1XadQq7FfOOJTnjF+K9pdJqMVUxYvf//tP4Ra0Zy5FQgEAsGbgXvAyeH6CaV8mcXPrmOyGlj49BQb7+/27KwE9Jytq1ZqLH9uHa1Bw/zHxthbDxOY8KJRSSz+6mLPhztcP0atVTXJTUmSxPTHxlj5/Hrzscutv8/x9kV2dJbVV7l39A3MiN4rHdF2KBUSby24+XJuH4XcW9A1anZwUl4hWkreWC4jEy2dspPbZj+/Rrq2g1MX57FDy9d4PHyVO8CsxY1eqaZSr+LR+nhsG2Ant9ZTEApQp45D01kjNFkuUUdmJbPNp/p8Xb3lb+PX2/hH73w3RlUbZX+BQCAQvBHYXBa0uqt7TjaVZ+lz6xjMOuY/OYFC2dv9pZNvfStK+TKLv7mGVgVuj5nw9t2ykZVSlYHJZt3vuU9OtAxCodlZ6TqN7OgG3tE+Bqaa9yv4aLj3GVGTTs3guIF3kw13hVCuvRzSBRLgMxeIVuqEiwl8ejOpDjJKF8FptHTVhO3USXi0LuYsRrZyh223bcdBfo8J0xhb2dYX5vWJ+ZX0HgsOPzupPKlKd0kLm9rAP/74d+PWme98XgKBQCB4vZAkcPU74FZxLRlNk4ym8Qy6cPrtrH2pc+9mNNi+incbq9PMwKSXUqHM7uIh4Z0wp4dxXAEH3mE3pUKZg7XjtvJNF5hsN3VIF75qisXfWG27fuyk+7Dy9ezoyuc3uq7/YSKm5u8ZfrsJqa/CcurKI/4ol8JrNhIvt38qesftJ1p5cfnerXV3DERbISMzYDBgVB5hUmboswxzVsrdCFa7k0MBTX7yVrWZ01sX507uhD6jDWvFxmEu2XaPOoWaf/jOH2HYJATsBQKBQNDA0WfDXraSiKaaPosenhE9PKN/woverG/pSGTvs5KING97HVfAjm/YQyae5WA1yPL5saY+NsbGuzuMPRhk+9kep0eNgFajUzP+aBi9SUv0KE7koPn+eT0Lu/BV0yz+RufJ/2wyj9ll7Zq9vciOBsa92DxC2vCj5N4GotMDDo7VMVK55gxhv8HRNhA1qbSUFLu3or+7/zWMGgMUKl+iqu5n1GDlWXoNZIkZ8yTJSplQMdx1H5FSmDnLNEvpm369NrUNaH6qi5SSGJU6Fux9LCWaZaMkJP7Ok9/PQ/vgnb+PQCAQCF5fFAqJ7/ozv4t/+t/8m7brBLca962R+QEA9lauUqguv71lIOof9eDy24mHkgQ3Q5wdNmdNM/EsALprE+0A5WKFrad7l+/dA86mbOnhxgkanZqpt0e7BqEXOLy2roGoJEmMPRxCY9SRu4Nso+Arz70MRN+a6uN58ZBKpfWkuNShT/Rtj43jys36RKSYvNPxzSojVtUO5XqdmlwlWlphQD/FUSFEqNhI80+bJ8hU6xwXOvfEJKshNAoV5fpVM7ZGoWu7fq5WpFg/4pPuUb5wevN7DBqdeLwzd/ouAoFAIHgz+LY/9fX86//hP5LvMjF/oQ06+dYIuVSe450oOmNj3kCSJAan/VgcRqIHZ5xshTnZap94mX5nnPUvN0r+h+snKJRK6m3sq0+PYi2zpQargS/9x/d7/p7GDraiDq+N/ik/oaM4OxuN8w508bX/UHkDS/P3bljpYwse3s3vU6m3t9Y8zrbWSRsxOTgpN/eWRIoJrOreUvMSEnMWNeV6I2NZkyuAjEVZ4LpAUri4Ra66w6TJx6C+v+3+UpUUc5abn9e7DFzV5Dqr2W0+3RdAeS7L5Nfb8IieUIFAIBC0wWg18G1/8nf2vP7m+3uEdqM8/Jpp9CYd85+axOY0cbB8xNJvrhM5OOu4vSRB6ppuaSaeZfRBbxW7i2xpOpYlE89jsJmZeHucB183z+Tb45jt7b3oVWpl0/vpd8aZfGecZLrI0pd3OQslezoPwcvnXmVEDXoVX0oedF3vJJ+m32JuEpUPWIpE2mRRG32i3YV+H9sGyVS+cPm+KpcAiJcPmDU/YiWzd2P9aKkhtDthGqJa17OXbz7/48IeFrWJ9LnIfb7a3dIMYDm9w2NXP6OGYQKGz/a0jUAgEAjeXL7rz3wT/+F/+aUm2SZJknD67dg9FnRGLfW6TD5d4OwkQfI0jUanYeu93TZ7bc30O+NNA1B6c/uK323MdiPZVIGD9RC+UQ/bz2/eP/tGvbj8dhQKiWQ0xfF2mHq1Rr3ayLh6Rzy4B10cbkfYWPpgMogfKsLi89WnUKvyjY4hDvIxosVsx3X9eseNQPQdt5/ItQGlZronh4cNPsrVL3M99Vmply5/Llb30Sq0lK4tu+C01LiAxoz9gIXd3P6l3FOxXrwhcn9W6i6R0a934tFZSJXTTNtcXdcXCAQCgcDhtfF7vvfrWf3idsPLvVojE88SDcY4O0lwdpK4sb7BrCOXKnCwenyjzN4NSSERDyeblh+unyApFci19lVNaATGvnEvW0/3AbB7LIR2ozfWiR7GiF7rSdXodQTGPJicZh5/40Oef26DSPiDO0kJPhzuVWm+Lst8KRLkLFvikW2AUZOz/br1q2jRpNJQVuy1XRcgUuw8DWhUGnCqD5Glm70tVflqWCpfSzJj7qxNFisHiZVXGTZYmTCNIp1Htfv5bXw6B0pJSaTY+sLp1zt5Yh9h0GDltBxhJb2FSWXiV8OdPXsFAoFAILhg6u0x1t7dYenzG6x9aZvgVphyofXAztBMP2fHjVa00+M4Gl1nDewLZj4+3rJ0n45lGeuhPL/wNTOXQSjA2pd36BvqnHQpF8rsLQfJJvNEgjH6x/tY+OQExi6OUK8U8kt6vcLcq0D0gqpc5+npCduJJNMmH/O25kbjo2zy8ue3PQ5y9c5PRd36RBeseor1m9ISCklJTb5ZRj8rLuPWOLp+h0QlxGlphUGDiSnTGAAurQanxkZNvvqtaRV8RkpXT4CJcoml5D4V+RV1iRAIBALBK0V/j8M5c5+YuGGhGQslmHpnrOt2CqWCs2B7PU+9uXNgOPZwmJUv3LTulOsyrkD3e6vJZmDrxQFOr5XgVpil39qkUqow87FRxhYGum4v+PC5l4HodVYTURZPowzonDxxDKCWGk3KkUIWr87KsMlOqNKb5INH21p787FtiEylOeuokZpdi2pyFb9W0/P5pypRIqVl/DotBqWSAV1f1+DzAr+uj71clDoyqfLdHC8EAoFA8GbSP+5FoZA6ruMddrP9Yr9p+fq7O7j721cjAWY/Pk70qL34/UV5vhU2j4V4JEW9Rel+7UvbuPz2jsceWRikUqqyt3R4mb0tFyusfXmHncVD3AE7C5+axP6qaoeKjOj95SCT5L3ICWaFgY85hzCptPh0NvotJepNkvGtkVv8dQzo+6jU3m25vlrR2j4zWtpg3HC3J69MNUaosIxeWe4YfF7HrLq6kFKV9gL+AoFAIBBcoNVrcA+0DybVWhVKpYJSvtn1qFKqYvfZ2m6rVCkI73c2dmlXnpeUCpwBJ8nT1hXMeq2Od8TTcd9n4UabXS5VYPxh8zFOg3GWPr9B6izDxKMhpt8a6dni9GUj0RhWehmvV5lX42//K8hZMc+XwkGqFYk+vQ6dunzZh9mNcOFmn6hBqaNPE0Km9RS7WtE+86mUzlBKd/vrDRjmWckuMmTs/MQHoFNo2EhfabdlKoUbJX2BQCAQCNrRP9G+PD/99ijH2+21QTff32XirZHW2358omngqRWtyvMLXzXN7mJny+z1d3ew91lbfjayMHAjCO7kO1+v1dl6tk+5VMHiekWzo28Ir10gCqBTqnjkdbBfCnFUOMGmMTBnGWPU2N8xOIyWEtiu9Yk+sFoo1NtfjCqpfdN2uhJmzjzc8zkP6OdYzzR6YoaNrTOt1xk2DpKvXU3n15FJV0R5XiAQCATdGWjTJzr11ihLn+vuv56OZZv1OjUqwrvNrn+tuF2en3x7lOXPb3bdrlqutg2i9eabQvYHq8f0j/e1XNcz4GD6E5Ps7cZIJl6he6cozd9/+k0WxjxqVvI7nORTSLJEqpJlLbPNfv4Ig1LDrGWESdMQGkWzepX7vE/0oXWITOV5x2Mppc7qV6nyBhZVe9HdC7zaEdYz+5fvQ8U9jMrOk4nxUrMzhijPCwQCgaAXWgWi9j4rxzvd7akBIodnzH5y4say6Y+NEetRKD4dyzK60CidO/0OQntnyD1W9Tbe28HqumngYrIZ2V5s1um23VrPaNGz8DUzxDPl+6Et+gbwWgWib3m81HQxgqVGar5Ur2JV35yyy9UKrGd22c7to5Qkps3DTJuH0SsbWUgZBQGdh3q9u52YUursgFSu5xkzdJ7ys6o9HBdT1Lmaei/Vizywt++DCej62M819+CkK3mqdTE9LxAIBILO3M4qKhQSdo+FbKL3hMbm0/3LMrlaq+pYzm+FwaJHqVJidprIdiij36ZcrDA4E7ixbGRhgEqpuY1u58U+OqMWpUrB/KenUJgMLL9/QK2Nuc1HykvqDxU9oh8CKknBp/t9bFe3yd8Skzcq2/dbluplNrN7bGb3qNUrTJgG0KAhoItRp7lJ+zbdAlGAcHGZfp235Wc6hZFCTU2+1lwWqMjtm72Nytb9LFW5zrPE3ZwvBAKBQPDmMTB1MxCd/9Rk1/7M2xTzJbyjjaTJ1MfGSEQ663Hf5mgjxPxXTXGwenyn7QC2nu5hshkv37ez7CwWKjz8mmk84z5Wnh+RTTVXEwUfLffKWakVbr2RgF3Bcn6r5ecSvdmJVakRKoYZdoJDVSNUMlGodXZvUvQUx8vY1CWOizfbNBQo0asCHOZbX/inpQgzlinW0jedJHQKLeuZUNuj/ebpCh9zTrT9XCAQCAQCp9eGwaInny4wMtfP0ue794W2Yu1L20w8GeZo/QQApUqJxWnCZDWgM+nQ6NQoVEpAolarUSlVKeZKZFM5vMMelDoNIw+HMFkNyLJMNp4ltBdtObF/nWKuxMJXj7D02XVGHwyyt3Zy4/O+YTeeIRfBnSj5fAWT3YRPoSB00FmN5iPnFc9evgzudSD6/7L339GRfeldL/zZJ1QOyjmHltQtdfzFGY/HCRswFwdeY9+LTTDYGPwaEwzYCxZcLphkXoOJw1wbg8GA8WBjwzgN4zDxFzuplXPOqlLlqlPn7PePUipV1G+mp1vd57OWVqv22XufI3WVznOe8H1G65uIKDsspUq79FPVtW3Hozp4o95iL72CV6g06DpxtYXDTOlQgxDVVeMfpJcZ9t9i6lweaIt7hJlo+VZpjS6LqQsqFr3eLt4/LMyDOeFzu5P85aFvqfrabGxsbGxeTjoGW9ic3yFyEEVa1VlANY1+gk1BvAEPmkPDMi0cLp1YJI0lBLGjJOFQomIBUE2jn43FHRKRFJ3XWnhyTsBeCEFzXzN1zUF0p0Y6nmZ/45CDC9X4C49W8ATcuHw5h5Pb56TvVg/xaIrl6U12NsMAtPY1M/9oFUUVjL7ex8rMNtHwc1Sg9JJzJQ1RAbzZ3sZkYq5icvNBOlXxp8wZoZL9437wuhokZiziEFHa3YNsJBe+5GvOZFdxKA4yVoZO9yiTFYxQgPXkIvWOFg7OidXvlTG6AXbTR0xH1hkJ2h0kbGxsbGxK03mtFUUIpt89u8d5Am7qW2rw1nhxuHQkkE4axEJxDnbCHIWSHIXyw9sOl45lWmSN6msUGtrqmH+Uu+dGD+P4gh5iR7l7nZSS3bWDAlF8X0OA5q56PH43VtYkchClsaOOWDTF9Q8Ps/BkjYl3C9PTMpncdVmm5MlbC3gDLsbe6Gfq/jLZzHNWV2F7RJ9/gg4X15o8TCRmqUYedDNxRJtfIEtk63pUB2/WS/bSy6djishVumdlnKzxmD7vKyzGpwrWXsbnmDBDXPffZietMRWtzrA1pcn1YC2f3ct9ODvdrcxECnv3XuQzexO2IWpjY2NjUxLLsmgdaGFvM8zIG9eIR5Ic7hwRP0qwvrgHlBelP08mZdBzo4Plieqq0Mc+PJSXCnCwHWboXi8z75WvcYgfJVgcP3PMdAy2EA4nUTSVyXdL31fTyfwwfzySYvyL8zS111HbHOB5CiA+74VFT4MrVazkVDUaaw1mS+RVFqNY5fwJblUvMEIBBOd0PIVFJPMOA76BArkmWWXHJoB6RwcBReJVPPR5ewlo1Qnoho011ONPiUvxVpid4zO71bU0tbGxsbF5+Xj4mWl+8Gv/Ho8/N8v2yj5CVVib2yZ+9MHD1f7a6u5PHYMtTBUxGmfeX2L0w0NV7eFw64x91TCbq4csTWywOr3J4O3ukvOTsXTR8d2NQ5YmN6rqYW/z9LhShqjLIal1X96J61VrCsbcqs6H6ikwQgFMCqvhw+kHdLsb8ahnmmTlDFEFlRZXHwPeIbqcTjQ5gRApPOoR26kpTLlHi9PLkK+HId8gba5WlCLnjWSPuFXTgkd1MR0pXaR0nuX4Lmvxyp5TGxsbG5uXh83FXf7O9/wrfvTbf5KliXXMrMneRoipdxfpuNbKwK3SxlwlktFUxTkOt07WMMlmihdvTL+Xu45y9N/soqa5lvG35k/70ed6y68xdLd4t6dYtHilfMdgC3VdjeztFG8p+kx4CQXtr1RoPmmm2c+uMVxbS6OzgdVojJV4ZbkIQX4rsZwRKthLLxWdb5TQ4owYs9TpTbjUVg4zW0iZP8+huGlyduJSTJLGHFnzAdHjKarwsJVaxKe1nc6PZg+JZg9PXwc0J3XOFpyKn7SVZTe9Rywbw6XF6fZ08n6qdJHSRT6z94Q/5v2aqufb2NjY2LyYmKbFztoBf/ar/m+Mc0agkTJOv1+fyxXmDtzuIRVPnb6ulvW5bRRVOTUOizF4u4eJLxZXuIFc16RMysDtcxZ4Mb1BNz03uph4p3gIPmuYzD9cZviVPqbPhfgdTp100sifLASjH77G9ON1sobJjVeKG7A2XxmulEf0hN10iInIHFG5xc16Lx9ubqfVXbqDUSp7lgBSyQgFyFhGyWMpcxeddTrcA1gyi0etocczQr+nkzr1ECP7LtHMfbIymrfO57hBxkoQyiwSLNFtyZBpdlIrrCaesJOaRsoD2lwBgpoDt+KgRq8u9AF2eN7GxsbmZcc0LT75s7/H9PtL7G+E8oxQgFSyUCJp/vEqG4t7XH9jkIb20jrcF0kl0nQOFtfMBhh6pbesEXrC7toBPTfyaxyGX+1Hc7tKGqEnmFmLmfcWuf5a/+mYN5jviKppCtJ/t5cn769cqrjqK8LT8oY+5x7RK2mInmc9ucdUdI6M2ONeY5APNbVT68h/4x2mcyGDaoxQgKRZvjLdlAmkOUuD7sQnVkkabxEzniBLiOALdPbSOY0ziUWft77aH494NsJWSmKJONFsjF5fI3dqe+nyNJZdN3m0xkE6WnaOjY2Njc2LyYPPTPGDX/t3+Rd/9ecxSxhc8RLi7lJKJt9ZIHwQZ+yrhqrO/wzU+4uO1zYF2FzYLXqsGFPvLHDjzUFqm4IMvdbP9IMVjvaru59JS+bWvz4A5Fp6njD8ah9ZRWFhcrPUcptnwJUKzZdDIlmK53IoNV3h9Zp2kE6ehPbZTB7RF3TwZj0VjVCAWDaCq3yrdxqcLUAcUUWJW9B5k+XEWdW9wmGZ2Weo6GjiGvPxdfq8vSAkq4kdVtnJXYPLR4erkYxloiCwzj32WEg+tzfJt3S8XtW5bGxsbGyuPhsLO3z8b/0ib//m44pzo6HyTVuymSzjX5jD43cx9pFhZt5bIHMxzH2OVKJ4UVBdSw0Ll+ja1DXchubUGXy1n0QsxdhXDYGUZA0TI22QjKdJRFNEQ/Gi+abSkky8Nc/omwMk4xmcbgcDd3uZuF99etuz4mWsmn9hDNHzmNJiLrYGgN+lMeLvYSSgsJ6q3D8eciFyTfgLwusndLpH2Us9QBNuFBzl24FKhUMjX4Q3lFmiTu/j0CidIK2g4VBHTn+O7dQWqtAwz+mmhjIxQpnjPyRC4lUc3KrpYSN5yH46wmd2n9iGqI2Njc1LQDKW4uf+4a/yP3/md6oKObt9TpJVtrtMRFOMf36W2qYA1+40MfHWPNIqzAXdmN9GCDgv731RqqkUXcNtBBsDbC7vs7qwy9rSPi63g/aBZhYmSrUAFbhrffgCLjw+N06Xhu7QUdRcOp40LVoGmohbypUwQoHnPoz+NHghDdHzjARakTwmmY3Q7x1iNbmMYRV/ajuPQ6klaxYaos2uQfZSDwHIyiRNruscpJ+U3CfoHGUleVG8XtLrreUwXNwQFVLFo99gOnr2BJkwU/R5e5iLFdd2k1KSMNM8ieSStDs9DZjSxLRMVKWwGt/GxsbG5sXB7XNx+yPDTL23mFesUwp/jbdqQ/SE0G6E0G6Elp4GgnW+At3PRDRFx2DLaaFT57UWpt4p3byla6iNYKOfrdUDVhd24Vz4XloWqUSGtdltBsY6mR9fK7pHKp4mFU8DhYXLQhF0ZEUuPL8RKlxs81xw5XNESxHUPXy4oYGUfJ+0jGHKOLupR9TpOu3uvorrVaWwoMivNZI0Vjn/yCIrPL7EzOJhDGkVNyiFVPDrY3lG6AmNLlfZc51nM7VPoytgG6E2NjY2Lwmvf9NN/tlv/Cj/4Jf+Ejc/fK3sXLev+vvJRbaX95m5v0zPaCc9NzryjtU2BQFwehxk0tkC72zntVbGvmqYhu4GVhd3GX97gf2tcNHzCCHIpAxWpja4dqvr0td5/UNDrC3scrgXIVDrufT6Z4GQT+er4nmF6BRC/I4QYkoIMSGE+OHj8Z8QQkwLIR4LIX5ZCFFzbs2PCSHmhRAzQohvOjd+Twgxfnzsn4sKPcdfSEP0Zk0HPb4D9o1JABQUTHJe0ER2n0hmkn7vIG61dAK2IvILnjThwK2oZKz8nJqD9DyaKL6P3zHEQaZ4OCBsrNDoqMkflIKA4xaT0eJr0rJ8Pk/+9ar8qb5vrHq+jY2Njc2LwZ2vHuEf/8qP8JO/9td59RtGi85xuR1f8nmWJzdYntpk6NV+WntzBbSZVC5VbeBWNzsrOT3rjsEWxj4yTGNPI2tLe4y/Pc/+cR/4cpyE2I10lsUn6wzdqV7n1Btws7aSaxEa3o/R1Fa9AsBLShb4K1LKEeAN4AeFENeBTwGjUsqbwCzwYwDHx74LuAH8fuBfCyFOPF//Bvh+YPD46/eXO/ELZYgGdA8fbmwkLe+Tss7C6k7FWTB3NzWOTzHp8gwW3UteyFpodfUTMQpDA5Y0qHX2F4wDZGT5J84uT/DcCQW1zttMRJZLzt9MbuFSqsum+Oa2V2lz290ibGxsbF5Wrr/Wz9/9r3+BgVtdBOp9nHdMaY4vX2bezPtL7KyHuPGha0TDCYZe6eNoP8rYR4Zp6mlifXmf8bfm2btkeFwoZyZKNpNl/uEKw3d7qlrbe6ePSOisU9T8xAZjr1WOhj5znpF8k5RyS0p5//j7KDAFtEspf0tKeVIR9hZw4gL/FuC/SinTUsolYB54TQjRCgSklF+UUkrg54BvLXfuFyZHdCzYgaLMs59ZLjjmUAsNUYCUFSaVDtPrHWEvHSKWDZ8eM85lW3ccFyeVwrAKi5W8WhcbqfKaaZZ1Jhhc57zD46PyFf1ZaTLgb+DJUXmhYYei8cd7vqHsHBsbGxublwOPz0XPcBsf+7d/m//6T3+d3/vld1GU6hqsC0Xg9rpw+104PU4cLh3dpaPrGoqmoqgKCIGUEsuSNPW34vLqSFVl+sEKRrp0lX0lLl6jmbWYvb/MyCu9TL1X+n7Z0tPI1KPC9LaJ95fpHW5labq6LoUvGA1CiPfOvf64lPLjxSYKIXqAO8DbFw59L/ALx9+3kzNMT1g/HjOOv784XpIrb4j6NTc3a/zsG/cp1XHToZTXYtpPTeEQHnq9wyzHZ5BIDCv3AFDv6OEwNV52/WF6AbdaQ9oKnw0qTUD5NptHxjotziGysoeHFYzQEwKOyjmf39r+Jo2uYMV5NjY2NjYvD91Dbfz1j/1pvuev/x/80sf+N0LXAIFlSSzTwjBMDMMkkzJIJdKkEhlSiQxJS5I8SsNR+UJfIQR9Y50kMyZzE5u4PG767/QikKxOrhOPXK44qpixbJkWM+8ucv3VfiZLFGX5mmvY3i/UCrVMi/BBDF/QQ+woUWTlM+bpis/vSylfqTRJCOED/jvwF6WUkXPjf4Nc+P7nT4aKLJdlxktypQ3R0WAHmrLAvlFelsEhKoiCAoZMsJ96SLd7kFA2SdJM4leCWNYBFsX74p4gMQk4ek+9pk61ia1kZbmKGkcnQfr49Z3qjFAgz2tbDLfq5Lt7vq7q/WxsbGxsXi7aepuobaphfnyDrfVDIoflm7hUy403+nny3jJCCFp6GnJFTQ9y92dVUxi424fLo7Mxt01op3J7bkUpnj1onYjWv9HPxDv5xui1V/qZnSgtWB/aizI42sHc82iIPmOEEDo5I/TnpZS/dG78TwB/CPj643A75Dyd51tgdQCbx+MdRcZLciVzRH2amw83NGNwn6RV+c2sV5lXCXCQmUNYe9Tr9dQ7Gkma1YnPp8wzKSan1oNFcR23oN5Gi/s2DrWDzdQOs/EEba4GWpzVdVvaTu1Ro7tLHv//dH4VNY7S7U5tbGxsbGyC9T5m7i8hjSxDty9fkX6Rtp4GZh7n6iiklNS15hcHmVmLhYkNJt5dJhxO0XWji7GvHqG1r6nknkItnT4gpWTyrQVGz7Xz1Jwa4Uiq4rXOPVl/LvNFxVP8qnjuXALxzwBTUsqfPDf++4G/DvxhKeV56/1Xge8SQjiFEL3kipLekVJuAVEhxBvHe/5x4FfKnfvKGaI3gu0M+CPsG+XD5efRRPUSRgoqw742WvRF9tOz+PUumly3aHKN4dWaS64LZ5bwqE3oIsBmMj831K810+q+hVvrYiu9z2J8krCxC1JhI7HPZmqbSDbMjUB/xTeMRNLnK16EpAqV7+r6aNU/q42NjY3Ny0mwPuewiIbiuf7sd3vw+IrXU1RCc6gIh46ROXPAzD5eo6YpUHLN2vwOT95eZHvjiOb+VsY+MkLPjQ7EuXC8Ul71ByklT744x+hxO8+RN66xW0U1PsDk/WV6hlqqmvsV5dn1mv8w8D3A1wkhHh5//UHgXwJ+4FPHYx8DkFJOAP8NmAR+A/hBKeXJG+DPAT9NroBpAfj1cie+UqF5v6aT5QHZErmgpVCFUip99BQFhSFfN6q1SMr4Im7nbSQWR8YaR+eq5V1KLX69FU1xkDGjRIw1TJkrVvLpHaSlxl7iCV6tgYDeTsSIsJPZYCdTWC3o1rpJHYvrZyyDmegcA74u9tIRwmW6Lrm04u+qJlcQfxlvqY2NjY2NDZwZoidMvjNPfUsNrd0NZToZFWf4Xi9P3lvOG8saJp2DLYR3S9/LTthdP2R3PRd9DDTX0tHXhJFMk4gmcXicCAEoAgUBioJy8loIUCC8H+Xe199gYytCQWunEphZi0goji9o3zMBpJSfo7jz9NfKrPlx4MeLjL8HFNcNK8KVMkQNmaLNPYAuFLaSy2Rkmdaa51BFroyrGALBNV8PDrlC0vji6TxJcY21k0r7ExQ0Ao4e3EoQgQtTKvj0fnbTa+xlKn0Am7mYOrEUX8Wjuhn29TAdWy666iBTKIavKSqNTrtAycbGxsamMsF6f8HYwXaYg50jRt8cZPbRKpl0+foIgN7r7Uy8v1z02MLUJh6/i0S0crj8hMhhnKOaOA6XTl13EzvrIXarkH3aDSXB5UD3uqhr9BMIunG6dITI6ZDGjhKE9iLEz4XuD3ejXBvrpILj9SuK3Wv+OUdKyVJ8GQCH4qDL0wvSYCO5UjInE0At8S4b9PbgZp2E8UUu1vKlikgyFcMiSzizgu4aI24aZKTKfrq6p8lotvivP2EmmY8vMuLvYyW+TcLK/xAfZsK0uVvZTJ4Zus2uGlRx5TItbGxsbGyeARc9oqdIyZMvzNLS3YDucbI2t1NyD4/PRSSSLOmATMTSjL3ay/jnZ6u6Jl/ATc9IO5PvL2GZFiOv9hEJxbh+r4fJEsbuCZlkhqGxLmbG19nZCLFTwnj11Pmoa/DjDbhw6CrSkjR32Jrbz5Ira7lkrAzzsQXm46sI4aXbM0KbqwtkodGpXHjEGPB2c8vnQmbfIpFdL5gPEDGqK1LyaS349RGWE7MIobOZnKLNNYBK5bzU7VR5j+lcbBGPptPn7Sg41uE5y71pdAZpcNjeUBsbGxub6vDXestqiW6v7LMxt8XY6/2oWnFToed6Owc75e9ja0t7FcXzhRCMvt4PiuDJOwtYZi6ZTtMVUvEMk+8tMXK3B7e3fA6rWkUyZCKWZn15n5nH64y/v4KJYO/wOaqgf3Y5os+MK2uInidhJpiNzbGU2MSt1dHrHaHR0Xp6XBxniPZ5urjl80D2beLGcsn9dMVPvEK1vCJ0mlx32TeibKdz8hFpM5fvuZWaocXVh1rG4ayLOvYz4Yo/W9g4Yi2xxmigH12c7aeIs2SDP97z9RWTum1sbGxsbE5QVQVfTfn+61bWYvzzM7R31dPSma/sMnyvh8kH5aUTIddec+heT8njvdfbaO9v4sk7i8SO8mOT6cTZfW7q/SV8ATddg6WLhlemN9C06oqTFUUw+lovk0/WMbOlI6o2T58XwhA9T9g4Yjo6x3pqj4DeSp/3OrWawm2fH8V8h7hRXAD3PC6trezxOscgqtLKUmICU57l0BxmzjoebadmaXZ1o5bINdXV6uUyJJLp6BxNziDt7ubj/bdRgFZXHd/c9lrVe9nY2NjY2ECZ8PwFVme3ONw6YPS1PoQQ1DYFWF8+qPo8+zvRvGp4gJrGACOv9LI0tcX6wm7RdeH9aN7rvc0QG4u7jL3en9eu9IR4JEX3YGk5qBO8fhd9N9oZf1DYfemZY3tEXyxCmRCayKLKEJrixat1Vl4EqKK45IRTCVDnvM1aapWwkZ83E9BbSFmxvLGd1DxNznY0CsMJabMwUbwSO+k99tO7jAUGSJoJen0N/Mm+34emVC9PZWNjY2NjA8ULlkqRSWWZeGuOm28O0H+zk2C9j0Bd+fD+CTvrh1y70w2AqquMvTlAKpFmqkLe5/5WGE3Pv7+ZWYvxt+bpG2mlpqHQkHY5y6cBtHTU4a31MPdytvl8LrlSxUqXodHZSK2eYTf9iE5nC3upJwDUO8eQMkHUWCi5Nlvw9CBodN1kO7XOYXKq6BqP2gAUPiHuphdpdPZykNnGkGdFRweZ6oqhLmJKk6noLD3edpqdLXxjy90PtI+NjY2NzctNJY9ofUsNjR11aE6NeCTF1so+m8t71Hc2srEeBkDoOsEaD76AG49HR3doqKqClJKsYZJOZkhEU1gIrt3qInwYZ/yt0vff81imRUt7DZtFvK8LExv4ajxcu9nJ7OMzicX12S0UJde29CKDYx2srR2QjH+w++9TR9pV8y8MI/5+jjJTHBm5nM3zz2sH6ZwhWesYQRWSo8x0wfq4eebZ9OvtWPhYThTOy6e0c3kvvUS9o5sj44C0jCPQ2EiW70Ofv7NCraMerxpEEQ4ypsleKgGmJJxJUO+0OynZ2NjY2FyO84aor8ZDS3cjbp+TVNJgZ/2Qg/0YB/v5kb7BW92Mv7/C0N1uZh6vIy3J0WGcowptQqWu0dgU4HDmcp7IQI2PzSJOHoBYOMFseJXR1/uZebiKkclydBCj52Y3yxeq/Udf6+XJw9VqJEafLc/79T0FXihD1K26GfA2sJt+eOFI4f9sKJPrfhTUB3CqLkLpCUAiUAkbO6jCQZ1zlNXENBaVjcZIhR7wB5kV6hydRLMCIVoxZLpgzpnBGUAVTtKmyaERZzcVZj8dA87+IPg0N5P7qxym/hsff/NPVlGjb2NjY2Njc0ZrbxMjrw9wsH3E7kaI+SqE7CORXEHR1vI+voCbWOSi+GFxmttqGX93ic6hduK7Rxxuh6tap+uV725P3l6gvbcR07TYXjvEf65DlMOl03e97fnMB7UBXiBDtNPdji722U1PFjlauq/SkbEMBvj0TrxqHWnzEGgkbMRZTkxUdW6H4iV8rlCpFIeZNWod7aSsZuocSfxqAEU4SZkmYSPBTipUYHCWotPdwUJom3cPlvmX05/mh6u6UhsbGxsbmxwT95eRiKoE4wFqGvyszOUKiyKHcUbu9TD1aK3CqhyRcE4iaW1hj0CNh76xThbHK6/NpEu1o8lnY2kPh0vnxiu9bC3nrrGuyY8n4GFqvLhM4/PIyxiar7pYSQihCiEeCCH+V5Fj3yKEeHzch/Q9IcRXnTtWI4T4hBBiWggxJYR483j8lhDii0KIcSHE/xSiRIVQxR9AYSwwgGHOEjdLeC6r8MXHjE32UlO49V404aJGr8ev1VdcBxDU25Bl/OlCatTo/dQ775GwashaLraTJg/Cm7wfWmIisspGcp+srE5CQkEwFz4Lg/y7+c8RzjxHOmg2NjY2Ns89s4/WWJjapPd6e1XzOwbypZOm3l/m2lihzvVFgvVe1s5VxkfCCVZWQ4x9ZLji2qMLlfPlyKQMJt5dpKEpwO03+jGkZG2l+jQ4m2fDZarmfxgoXqkDnwZuSSlvA99Lrtn9CT8F/IaUchi4dW6PnwZ+VEo5Bvwy8FcvcS0A1Og1DPvr2U0/QIoy3eSreMRwKgHqXV0cJn+PqLFCKP0QrA2adC+9nkG6PSPUntMmPY8mLmixSYWg3kuD8y5ubYwjK8h8YoeZ2AwbyRUMEnS43XjU8uK8pejzdrKROPtwSiRLsX3SVuV2bDY2NjY2NvvbYQ53IxiZLLvbR7T2NFRck0gUFvnsrh3g9bvKruvobSwoHjKzFuP3Vxn58BAOd3GZQ8hJNpUS1C+GqinoTh1FWngrCOA/l9jyTcURQnQA30y+gXmKlDIm5anb0cvxj33s5fxq4GeO52WklOHjeUPAZ46//xTwRy5z4YO+XvxaiINMZV3QcqF5AJ/ejlvViGZmEUJS6zh7OkyaB+ynxjlMPSCbXaJe0+hx99LruU6TsxtVaKTNNH69i3rnXTz6TaJWPQuJPaZjs6wll8hY+fmgUgq205v0eP24lNIfwFIkDL1gLCstFqK7ZEzbGLWxsbGxKc/cuUrzeCRJxrCobSwt5+Sv8RQUAEFOsL67r7Hsucr1rJ96uEZjXwsNHbVFj5tZi8a2mrL7n9De00hrdwPjby+QThocbUcYul5eF9zm2VPtY8Y/A/4aZSw6IcS3CSGmgU+S84oC9AF7wM8eh/V/WgjhPT72BPjDx99/B1CVyKcudMYCvUSMx2SsyrmUQNmngQbnMFi7pMyzD5hOquT8jBXjID3Ffuo+SWOGDlcHhvSxlDhkJjbLamKRtFU+eduUuV/jZmqdAX8NDqX6VN0mZy0PD4qL/8azGf7RxK9VvZeNjY2NzcvJ3IX8zIOdIzw1Xty+4l7ErmutWGbxm+nk+8sM3ige3nd5HCzNlK+h2FjeJ2kKBm53Fz1eU1deGUYogrE3BtjZDLG+uJcbE5CMp5l7sMrYrU6uSu9BIZ/O1/NMRUNUCPGHgF0p5fvl5kkpf/k4/P6twN89HtaAu8C/kVLeAeLAjx4f+17gB4UQ7wN+oKiwlxDi+4/zTt8zjgx6PE5204+r+NHOb1Lcfm513yZmTJCV+fmVCWMWRRR6HS9S4+hjPbWLKdfQRPXG5PkIxXpyleFAI5qoru69Vmsq62X/xZX3+J9rD6u+FhsbGxubl4+5IgU8G0t7tPU3oxapVM8Y5SOL+5shPEWM2J5rLWSNyvUP8UiKxYV9xr56pOBYucr5lq56OgeaGX97Ie88J4anlJInby8yPNKK01X5vv5MeVph+atuiAIfBv6wEGIZ+K/A1wkh/lOpyVLKzwD9QogGYB1Yl1K+fXz4E+QMU6SU01LKb5RS3gP+C1BU4VZK+XEp5StSylf8dX404UXISzaEulCspKDR6h4llH6XYk5eSYI6R0/ZLYN6D9vpIwwrRSy7x3V/9S07rQvvitXEEqPBVpQK/x0ORefhQeW2an93/H8yFykModjY2NjY2ADMPylesb4wscG1Oz05l+Ixbq+TpdnyXs3QXpTeIn3gi7XiLIVlScbfX2H4zWu4zuV3GkVC+0IIRl/v53A3wmqRlIGLTD9YpbHWQ32Z9AObZ0NFi05K+WNSyg4pZQ/wXcBvSym/+/wcIcSAOH63CSHuAg7gQEq5DawJIYaOp349MHk8r+n4XwX4m8DHKl1L0kwzHtknZLQS0O7S4Bgp2cs97/rOGX5OpYZ6Zzuh9IOya9xq6X0Dehc7mXheCD6UniKoVfcGt4pU8S8n5rlV244oE0Do83QRMQr1Ry+SMg3+ynu/QDxbea6NjY2NzcvF7kaI8H7p1Lap+8uMvTlw+rpnpK0qr+bEu0sMnMvJVDWFlSqMxItMP16ntrORpq5cAdXRYf61NrXX0j3UypN3Fkvmn8oinZU2lvYxoin6quhH/8ywPaLVI4T4ASHEDxy//CPAEyHEQ+BfAd95rnjph4CfF0I8Bm4Df/94/P8UQswC08Am8LPVnjtuxpmKLvLoaIuddA1e7TaNzlH0i9Xrx8hjr2dA78StCqLGfMVzZLPFnxb9egf7Rpq0ld9FIitT9Hhqqrp+s4Sc1FJ8jju1pT2rG7Hq9NQAluP7/N+PfqXq+TY2NjY2LwcX80OLMf7OIqPHxqi8RIZlaOcIlyfnyOkdaiER/2AOka21Q2Jpk2v3etnbDKGoAoRg9LV+jkJxlit0aLKs4qkE0XCC1aktRm9VVZZi8xXgUoL2UsrfBX73+PuPnRv/R8A/KrHmIfBKkfGfIift9CWRtjLMRpcBUIWbHs8Afl0QM1ZIWuGTs9Houk7CmCUjq+sCkbE28WuDRLNnb3af1sahkSVpFtc1201N0OkeZi25WXbvrCyda7MYn+Fe7TDvh5bzxrs9rbyzU53o8Am/ufmE27Vd/LG+Ny61zsbGxsbmxeV8xXw5Jt9f5sbr/cxPV27YcsLBToTR1/p4cn8Fp/tLk09KxNLMzewy+sY1kpEEEnjybjVKOblq+3LHJt5eZPTVXqYmy9+vv5IInv/CoqfBC9NZCcCUJgvxXBsvgaDTc5063UWNFiFu/A5Wkbaa5QjoDaeGqFdrIZyFhBkps0LiVxMIynvCzTKGKMBCfJq7tSPcDy2djgnpo5qOSxf5/03+JqO17dyqtZ/+bGxsbGxgdrzKdpeKwFPjJVDvx+Nz4vI40DQVRRFIS2JksiQTaRKRFEeHMYxMLnw/8e4SfTfa2SwiJi8UgdfvwuVx4vY4cLh1NF1D01WEKhAILGlhmhLDyJJJZxFuB7VunYkqjVAA06wulaB3qOXUg2vzbHihDNHzSCT76QManPWEMp9HYOHROnCptejCicQgY4VJZrewZNGCfRR5BIBHayKaVYmblT2SocwKw77bTMWWSs4pFZo/z2J8iju1IzwILRHUfdzfLy7ZdB5dUbkWaMarOVGFgmFlSZoZDLP6kL6NjY2NzYvNfBUtL51una6hdlJJg72tcFX7egJu/LUevH4Xrb0N6H4XtW01pNNZUokMiUSaZDxDNGUQTRlwWHnPkVudTNxfpqO1Bl+Nl5o6X1ED9yLZTHWdCnfWQ7zyPFXT2x7RF4d2dwMeNUbWioGac+nHs1vEs/l5JQLl1EDVhBNODdRtEsYsfn2ASFYQNStXq5+QNpdxKk7SVnEPbNaq7gOyFJ/ids0IqazOrLWFQ1FpcgUI6m5cqo4QucKko0wCBTCsLHPR/BDK37n1bbzS0Ff1tdvY2NjYvLhsre4TDZdvCe2r8VDXUsvck3UGq2jheUIinqapo5Z0VrKzfUToIM7+brkoYnnG7vUw/v4ySIllWexuhnG6dYbvdDP9YKXsWiNTublLbaMfd9DN4cHlo402Xz5eSEN0LNjNfnqOkJGhy91b9glDYpU0UFvdr5C2ghwa1YcDAJJmmGHfHR5Fiq/LVuERPSFqHIDZRZPTx346xkbykI0iaa4XJaEAvm/go3xr592qz2VjY2Nj82JTKT+0oaUG1aWzOr+DEILNleqcMP4aD13XWph8uEZbdz1zk5vcuNv9gQxRRRFcv9PF+HtnkUXLzKW0pZMG04/XGXujn4l3l07HL5JJl48EtnXXkzBMNtYOGbldvfzi00Zcwj54UfjAVfPPI7rQuFfbyVZqAuM43O4R4UvtIVBoco5RozcAGQTbaBzR672OQ3FXvc9B+gn1juIty6r1iLa4OllLSDIyw14mirxEFvMfaBvjB4e+vur5NjY2NjYvPsWE7E9o720iSy5cDdDSWUc8WrrTIORyPkdf78dSFCYerCKlJFCbU7ApJqFUCd2hcu1GO0/eW84bv9jVafzdZXqvt+OvKa6Wk06VNkT7RtoIRVOEnjdPqC1of7VpcAYZ9HtZSUydjgkEijVb1XqBSpPrJjV6HZHMfSyZ4TA1ScyYRgA7yQd4FYsez3XUKroomdKg3eUqeiwrKxuiHe5+po9iRLNJnOrl/pvu1HXz/9z69ksJCdvY2NjYvPiUkm7qu95OKJTI0xetawqU3atrsJmOwRae3F85NVibWmuYepIzdjdWK+dynsfrd9HZ3cB0Ea+tWcTzuTC5icPjpLO/UBc0nSxe+zFyt5uV1f0PLCtl8+XnhTBEh/wduNUQu+mNvPFGZyOScNm1ChrNrlsEtSCR9Pskj0P0bq0NixSWTNPmzrnt01aE3dQD6nQvne6hctsCsJeaptdTWK1uVPCIdruHeRDaI20dP9GVaFFajC5vPf/slf8Lh/pCZl3Y2NjY2HxApJQsPCn0iA7f7WFt+YBELN/7WcqR5g24GH29n/XVQ9aOe7uf0Nhec+oJPTpM0NZZV9W11Tf6CQTdLJbo4GRmi983D3YibG+Guf5Kb954JpXloi9m7PU+piY2yJaRdnrW2L3mrxgKgrs1PRxmZkiahcnXTQ5f6bVCp9l1C7/m4yj9HinzrPtDwDHCYXr89LVT5D9ZxbO7HKQf0+pqpsVVvhDIKQ4LWncaZeSbuj03eOdwHevcnFJFTxfRFZV/9dr3UOMoHqqwsbGxsXl52VzeJxbJLzIYfWOA2ScbRYt7Di/mdwrB9Vd7UZ0OntxfwboQeq+p8zJ9wdCt5FUFaO+uxzItttZKl9EX84ieYGRMJh+sMvpaP9pxX3op5WlveUVVGH2tj8cPV5/3KPVLyZU1RAOah9FgA6vJJ8gSby2/Wig8rwoHLa5b+FQ3R+n3SJv5T3MCjYyVnzcSM2bQRaEw71FmlUhmik53N/WO9qLXcGRsMuLvyRszi4XmpaDDdYN3DgorAcNG5TwWRQj6/U10eesrzrWxsbGxefm4WKg09uYgT95bLjAoAbwBN9vnDMP23kZ6RtqYfLhGpETVfWd/U0Er0EyZXE2A/uFWDvciFfM1ywnUn/Dk/WU6Bluoqc85oZxuB06XzsDNDsYfVamd+qyxc0SvBr2eFuqdGTZTpbU6ARTrrJWnKly0uG/jVRyE0++RKSHHVOu6TSKbH+LPhee7S57nID1LMrtEj+cafq3QEIwbc3hVz/F1qAXvCQ2NJucw74eKy1EcZqJoovR/lUDQ62vErxXPSbWxsbGxsTnJDxWqwo3XBxh/t/Q9tLUrdy9ze52MvjHA1tYRy2X6xnv9LuamC7sUrS/voZSocxi51cnK3DbJePF8zvOUCs1fZHlmG6Gp9Ay1UFPno7mngZnnqHuSTSFXzhC9XdND3Fwimg2XnVfnqEfKXTThocV1G4+iEE69S8YqLUrvVBs5TE0VPyYqhcclu6lxpNyj1zuCW/GfHklbMQa8uWRqVeQL5zoVF16tl/Gj0pIalrRodpVOM/ih4a+nzuGtcH02NjY2Ni8zs4/XcDg1Bm91MfH+ctm5bq+TkXs9OH0unry/XFIm6YS+kVaSiUKDMhFL09nTUDA+dq+HqUdrVedrXiavMxZJ4a0PUNdew8rSXuUFzxEvY47olapo8WlODCtEvbMZS5pY0sIi968ps6f/mjJLuzNIi/s2scw04fS7Ve3v0tpImuNFj8WMGXSlBsMqL2VhSYOd5EMciodm13XWk/NkZYa91Dgtzn6OsvHTuX41QMaqYza6VWbHHHUuNxvJQj22b++8x58e+GjF9TY2NjY2Ly8S2F47oK2/hdnH+XmcHp+TmgY/3oAbh1NHURW8QTdv/c50VXs7XDpLC6W7/wVrz+oWimmEVsPFkH8xGlpraO1pYGlul8mHa2heB2Ov9DB+QQrqueY5NxqfBlfKEE2ZCbZSlV3sDsVBq0MSSU1gUb6DxAkBxwihdHEjFI7D864uVhLVyUEZVoLd1AOCWh1evZ+1xDSNDknMzP3K6/QGDtJOdtPVyVt4tcL/qjcbB/gbY/9HVettbGxsbF5e0imDruvtGOksN17rJ5M2iEVSHB3ESMTTJNZCwFnEsKWvgaFbncw8Ki+AD3BttJ3xMp2O4sfV+LpDpX+otUAjtBICSnpkhSIYGO0AVWVhapP94zqLmnofoUiS8fdXuHGnm+nxtaryTG2+8lwpQ7RaRv1NmMTQ9VEyxjsV5xcrUCqGU5T3hhYjaR6SNA9pcrahCehyt7KTcrIaNzgyjqreR1PydSgG/c38k7vfiaaol74mGxsbG5uXi0QsxcFulJUyeZ7nOdiPsrcToXeohaWZ4pJKAKqmsLlRvmn86sIuNfVe6up8RTVCK6FqChf9ob4aN70j7WxvhpmbLry+mnovoWOFgImHqwxeb2NtaY9UkfSB54YrEEZ/Gly5HNFKjAV62Ek9ASnZTT3B63i94ppa162CAqVixDIz6MoHKwiKZXZImlmQPnxaDbUO16V++SedogAanX7+5Wvfg0+3i5NsbGxsbCoTj6YQenWOi0Cth0wqS9Yw2d4O09ZdWo1l6GYnB7uFCjUnCEXQN9LO8O1uvHU+Rl/vZ+RuN73DrTS11+JyOypej6qdXXfXYAvXX+8nY8L4+yvsbRV36Li9+Uo3c5ObNDQHTyvqbZ4fXiiPaLuriaPMZN7YVnKaZuc1ktniIXWn2sBhqro8GIsMba5uVhIzFedKKXBpPUillSMDNtPbpJNROtwm09Hc+Vo9blpdTajCyWEmzVJsn2wJjdFYNvdk51Yd/IvXvpsWd7Cqa7axsbGxsYnHUizN7zBcRbg9WOfj6LjzUCKWxunUqW8KcHBBV1QIwWEJ2SXNoTF0s4O9/RjTU5tcd3Yx+bh4e1FXrY9A0I3P58Tp0tE0FYHEzFpkkhmMTBbfQBOxWIbVhV1YKa56k3f+Ikb3+vI+9U1+Wjtq2VovXbj8THkJPaIvjCHqUpwEtCMiRs5zKI792xYG4WwKr6ghK8MF69xaB0nzcdXncYpkyWMOpQ2hdhHNamyld4knY8By3pydc5pqCTPJQvwsr6bepdPmasapeIgYBouxfVJWTmT4MBNBFSr/8O53MBJsq/p6bWxsbGxebgzDJJPK3UtCR4lcqLtMvqTHnx9tCx3EaGmvxR90Ez06uwcOjrYzM5kfTfT4nPRdb2dt9YAn5wzPxZktnC69aA/4VDJDKpmhWLmTpin0j7ShWJLwavkUgPOYJfrcH+xG8fpd9A21sFgm5cDmK8cLE5q/7q8nYpzlvkh59iZMmvtItQcp83/cgGOYw3T1RijkwvMOxQ2ALupwaa9iqR9h07jBwxg8OFplPr5I3Cx8SvSqfhZipaUkMpbBcmKdmdgsW+klfI44YzU1vNnQSb+vnh8Z/ia+pnn4UtdrY2NjY/Nyc9IHHmBnM8zwndK62AAOZ6GPansjRG1z4LRbEUAqfWZU1jb4GH29D0tTGX+4Svgwnrc+lTToH2y+1HVrmkLfcCvTkxtkpQRNZeBG8eYxF0mUyQWNR1OsLu0zcquwBfezRGDLN11ZbgZ62Uk9uDCa/5s/SM/S7n6deOaLwEmBUnUV9QAqHtx6K7oSQFjdPIyG2EvvApVzS0+oc3RgFX3mK44pLdaTW7S5TJAB/un0p/jt3Rk+2jzE1zYP0+GtroevjY2Njc3LS/xCD/m1lX1cHkfJwp1SdsvKwi7XrrezOLVJ90AzC3PbtHbWUdscZGZqk8MH5bsXVSPBdIKmK/QOtTIzlVPKEZrCUThBJJxg9LVeph+slt0vEo6XPHZyLVOP1xm710tBU3qbryhX3hDtcDcTzpSWXTrPRvIx7a4x4sY4ta5b7BcYr6DgxK214VCDgIopUySze6TMfTKZRQB2rDQtrt5jQ7R6otnL/bo9qot2dzfvHqwz6KsjbZm8s7/EO/tL/MTEb9Dva+SjLUN8tHmI2+SepmxsbGxsbM5z0RA9Cie4eaeb8bcXi87PpEu35Zyd3ODG7S5cPieDXgdzU5ts7hRqXBdjfnqrILxfjBMjdHbqTK5xczsM5Izk8QerdHY3YCQz7GwU5npqmsrhfmUlHIDF2S3GXu2pau5XBPmcuy+fAlc6NO9R3fiUQ0yZLXK02H+mZC+zi1e7Rji1gEfrosZxi1rnPQKOMRxqK4bMEjGW2U89Yj91n1B6kpS5d7qfU20kbITZSz3gVrCv6mvVhM5MpHrD9Zqvn7jh4639NUwpUSisLFyI7fHv5j/Hn/j8z/DwcJWl2D6f2pwgka3UBcrGxsbG5mUgEU8X9XzOTG2WrCCPxcrfQxSHRjiRweHScboqV72fYFkWPb2NZedoukLPtZY8IxTg8CBOc3vN6eu1lX1CkSQ37vUU7FHX6C9rzwlVYeBGO8N3uklLyU6VhvRXAjs0f8UY8gXZLVnxXjwR27ASOLQ+0maYqLEGXE7TzKG2A7lc1J3UA24Fb/PoqHKHiCZnF/OxcMV5ra4mspaHL+7nd1tajZb/oGSlxX46xl95/xdwKBqv1PfwNc1DfE3LsF1hb2NjY/OSMvlwFUcRQySdMhgcaiVcpOq92NgJY6/18fjRGp39TczNbON264xe72F/+4jtIt7Ji0QjpVPidIdK92Azc9PFuw02ttawsxHO+xmePF5j5E43q3PbJI4N6ECth539Qkmplo5aGtpqWF89YG7WLlR6XriyHtFbgd4yRiiUynLpcI8QT38WjwYetfyTWTEyePJe76QecifYW3GdJctrl7lVF4PeIaaO4kxf8Jw2OWvYLNLes+Q1Wlm+sDfP33/ySf72o18mmX2OBXxtbGxsbJ4aE/eXSx8bX6O1M7/WwON1Eo8X94ieGKEAbk+uaCmZNBh/vMbWboS+660MjXagqKUTxZbnd2lsDhSMOxwqXQNNJY1QgEyJ7kpTT9ZxBd30XGsBwOk589J6fE5uvNJD11ALWzsRxh+sEjoonz/6zJBP8es55koaol2e1iqq3Qt/8y2uUdLGFwBIZTdxKmm82uWkkA4yhbktW6mH3An2lM3RLOcNvebrJ2n4eOsgF4a/SJPz8kVJNQ4Pt+pauBasx61VHzqxsbGxsXlxmCjTelNaEt+F8HxNo79gnhCC0VfPjFAAXS8MqC7M7TI9s0WwMcDYvR4CNZ6COQCt7bV5rx0Olc7+JuYryCmtrR2iqMXNloPdKMsr+4y91ouiKvRfb2P4bjeGhCeP1lhZLK1YY/NsuXKGqE914xK7WAUNv/KRF0LztY5eZPa9vLGMuYdOmIDeVdW5VeFiq0SB0lbqEbeDXUWN0UZnG/uZwlBHi6uRRkcvX9zf4iBTOlyRyl7uceZ6sBWXZjEX3eCPdn3oUmttbGxsbF4MsobJzHhxEfkTZic36BtuPX3tC+RriAohuP5KD+MXWnMqZTwvhwcxHj9eI54xGLndRXd/U97x3a3w6fcOp5YzQqsIlcfjaTp6Gkoel5bk8cM1PLUeXD4n66sHZDLFakieX4T1dL6eZ66cITrg9RPPVu6qwLkORW61HhfrSApD1IYVQljb1OiVC4/cWjdWidxTgK3UOLeCHSgXzFGnkv/BcatOBn1DTB8lmI6U7/urCoX5SHUivgJ4tb6Lxfg6YSPGhxqH6PSWbs1mY2NjY/PiMje5UVRA/iKGtBDHEkYO55lOqKIqjNztzhOmP0GWEIw/T9awmJzYYHn1gM6BZm7c7sLh0NjeCNHZ04DDqdHR11CVEXpCsM5b9vjwrU6mJ7eYeLRGMp5m6EY7QzfaUMpZzjbPlCtliLpVJ3vp4q06LyKPQ/OqcFCvaZhWaeM1K6NY1jJ1zsHyeyq1ZY8DbKcmuBlsQxVnv9rN5Jl0xqCvj2Q2cFoNX4lOTyMRo3IVvFPRcKka45HF0xK57+q2vaE2NjY2LytP7pcOy59ndWmfodvH4u7HBpuqKQzd6mLiSXGt7HT6cp7G1ZV9nkxs4PA5GXulh6aWAB29DSzMlnfGXCSWKH0/VDWV/YMYoYMYA0MtZLMWMxMbzExs4g+4GbvTTXvXc66/beeIPt/owqTf249PLcxhKSTnuWx39ZIx5yrONmUSw5ilwTlSck6kyhD5dmqS0UATmtDwa0GW4gc0uxpodvTx1v42B+nqE6X9Vfys9+q7MMmSts6efPt8TbzWMFD1eWxsbGxsXizKFSpdZH8/hqarZA0TTVMZGO1kcqJ0w5ZkiYKmSkSjKULRFBldwel3Ud9Qzf38jJW1g7zuTucZudPF3rEUk6rl95o/CicYf7DCxuohnd0NjN7pwnehlanNs+FKGaKmjJM23qVGXWHI42bU30efpxePWuiql1i0u2+SMt6ten+LDCnjCU2u0aLHt9JVpAQcs5OaYcRfS72ji0HfELNHKSYjl5eLCKVKf9gDuos79W1MRBaxLnhXv9P2htrY2Ni8tEgpmXxYvtPRefZ2jhi+00U6Y9B7o53pCzqeF6kkSl8MVVMYfa2Xtd0IR5Ek49ObHGYyjN7rwR90V7VH1rDo7CtUvHF7HKws75++np/Zxh8ovufayj5PHqySShkMjbZTd0lj+GnyMuqIXilD9Dzx7Abh9Htksu9Tp64z7PUz6u+j19OLS3Hj1+rJZL5w6X0lWeKZB7S4b+aNu7V24mZ1nkynUket4w5RsxYpPRhV5NIUw606mI0UN36HAy34HIKpSOEfmoDu5g+03f5A57SxsbGxufqsLu4RCVfZxloIahv8GELgqfMyW0ZC6YTIUeJSeZetnXW09DXxaHwd07SwzNx9MZu1eDS1QVoVjL3Sg8dbWeXF5XMWjA2MdRA5ZxxnDZPugaaCeeepb/QjNJWDCu1Av2JIcp2VnsbXc8yVFrQ/QxIzVoBcPky/u5taEcdwjqAoLiwkWStBxjwgbe5TOWHCIpp+l1b362wlHwKgqa2U6iuvCTc+rY8sXvYzR6wl9k6vpds9ylJinR5/kAa9nUfhbZJm5eRxgC5PMzuxfMkJTSjcre9kPLyILPGY8y0dr+JSbckmGxsbm5eVJ+8vF4z5gm7qm4N4gm5UTcXImkSiKfb3ohwkM6iRJK2tNYze7Wbi4WrZgiQpoabGQ+iwvBEnFMGNe91MzmxjnBOZz17QBE2mDB5ObuD3ORkdbmV2fKNkxXsolG9gB2uLG8+hEsL8tfU+2robmJjcYGs/Rnu3XdT7LHlBDNEzPGojjcoKlqUTz4aQ5L+RHcKBU21BU2oRihMJZK04GfOQ9LlWngCR9Nu0ul9jK/mIpHWWkyKkit/RgxD1hI0UK8ktLEo8QR7rJoQyR4QyRzS5PbS5Opg42idipIqvOUYj/6mv1R0k6FB5fLRQsrG8KhS+o+uNsvva2NjY2LzY7O9HGX1zgKxl4dxxYhgmkaxFZCMEJTogNTUHCB3GWV3ap6eviUwqw9Z66W5J/oC7rCHa2FqDu9bDoyIFT1YJcfpoLM2jqU3qG31cawoy9XgN88Lc9fUDAud61ncMNPHkUWGXxI3VQzp7Glg7Dtn7A256rjUzObXFwZPyslbPiuc9jP40eKEMUYfip02LI61dskDQ+Trh9IO8OZIMKXMVzMKQtkM4cGotaKIGobiR0sKUUTo8rzKbdFDjuEfchM3kFqvpEFC5nZmU+YZwLJtgNjaLT3cwVtPDbCTMXrr4U9t6/Ozp8U5dJ8vxdUKJ8t7UjzZdp8VdU/G6bGxsbGxeXN78uhH+y3/6ApYlSVUh4QRgZiWrS/u0d9WxvLiHpquMvdLD1MNVstlCw9HtLhF5EzB6r4fp+R22S4S9zQopawehOAehOC2dtTQE3EyPr59GmCWC9p4Gph+t0dRWw1SJyn7IeUv3diIM3mhjdn6XR0WkqGyeLVc2R/QiqnDQ5XQjreWzQXMDgVpyzUUkGVLZVWLGY6Lpt4ll3sWSJrHsEXHLy0J8l8X4EimrvCfzPGYR7VKAtJVhOjqLohzwZkMrnReMx3qHn7X4ET7Nyb36dqaiSyStyn9MvqvHLlKysbGxedm5NtzGH/zWe5das7mW06yuq8t1W8oaJo/vr9LQWktPkXxLh154f61r9NE32sGjiY2yEk8XvZyl2N6N8GR+h9aBJgZHzjohKsednepagkX38te4GRrrwOFzMHirk0fj6yQTV6Dd9TOSbxJCdAohfkcIMSWEmBBC/PDx+Hccv7aEEK9cWPNjQoh5IcSMEOKbzo3fE0KMHx/75+JEpLYEL4RHVKDQ42pDZt/JGzfM9aJe0WpwaIMY+NlJ5/rZhzMqDbqHrN7GZqp8NWHeNVjl3/hZaTIbW0AgeK2+m8O0xXxsn1ZXA7q0SJhRJiLVacF5NAcjtT1VX5uNjY2NzYvLn/qBr+WzvzNZ1dzW9lq21nJRvqWFHRwO7TRHc2sjhBAwereHhekNkseRuYv2xfW73SyuHrA3X1kbNJst3x3xImvH6QR9I60ohsnO7hGd/U1MH0tMNbYEaWytAVWwvx9jeyvM0ew2vf1NLC3s0tFdj9vtYG6qciHWS0oW+CtSyvtCCD/wvhDiU8AT4NuBf3t+shDiOvBdwA2gDfjfQohrUkoT+DfA9wNvAb8G/H7g10ud+IUwRHs8Q2D8XvGD5iY5x291T18OtY+sqGM3nf/hVRBEzAMUjhjyjTITq6xNCpC2qpO4kEgW4ssAvFLfiVu6eZicL9vJ6SJNzmDVc21sbGxsXmz8ATff94PfAJ//VxXnNjT6Tw3RWDTN9ZsdTJ4LY0sJ4w9XqWvw0dnbxOzExmmeZ7DWQ1N3A+MVJJ/OYxYJ9VfD4kou3/PGcCu1PjeeRj9bW2F2DuPshArTADyeXPrA+mrO29s32Iy0LJYWnr/e84JnlyMqpdyCXLGLlDIqhJgC2qWUn4LChw7gW4D/KqVMA0tCiHngNSHEMhCQUn7xeN3PAd9KGUP0yofmO92jKKWMUMAw16hx3ix5/ARd7ULTX2M3s8NhuvAJUhx3SrLIsp9+yIi/G5dSWQw3aVYpn3FMg6MGU5pYapRXGtoqLzhGV1RqneVbn9nY2NjYvFz8vm++hbeI3NFFjEy+h7JUa9DD/RgzU1sM3+pEKIKhW51kHRrTM5fzNFYbmi9AwPWxDjZDMXYiCaanNssWTKlqvpmzuLDL0tI+16630d75nHVZelrSTZeUbxJC9AB3gLfLTGsHzleIrR+PtR9/f3G8JFfaEG113cCR/e2K86S1Q6kfVVfb0fQ32Mscsp96QqlkiovPArupSVqcKs3OlrLnzlhpdFFdnuqwv5d4NslqYhPDyjATm+PNxjY0Ufm/qcHpL+hxb2NjY2PzciOEoL2zjnJZeooiWF/J16xemN2hqaV0lG1qfAOhqegeR0mZpXIYxuVC8wBd3fV09zfxZGoTt8vB7MION251ll1TyuCdnd5iczPE9ZudL0uHpQYhxHvnvr6/2CQhhA/478BflFJGyuxX7B0ly4yX5Moaog3Oa3iyn6tqbja7QtA5ljemKS3o+pvsZyLspx5TKXSvFDEGo9ldpLXGNV/5HvV+vfyb3K26GPL3Mh1dImnlOikdZnJhhMnoAqN1QWocpbtO6EKl0Rkoew4bGxsbm5cTt9tBfWPp7kHtnXXEooVFuM1tNWX33Q/HCR/GcDg1bt7sxOGoPtvvMjmigaCbG7c6Wd0Ks3QsxVRT4wHgyfwWbR21JdeWK1CSEg72o0jH82MKPcXOSvtSylfOfX284NxC6OSM0J+XUv5ShUtdB84/BXQAm8fjHUXGS/L8/PYvQVDvJmg9AFGdJAWAMPcBgarU49A/xKGRZC/1CEl1H4ZSvyiTDAfph1z39+JQiktZ+LTS4vLdnjY8qouZ6FLeeMg4IqDlPmhL8U3qXCZ9vuKiu9/QOoauVK8OYGNjY2PzctHSWkNdg6/osdq64uNry3sFoe0T+odaWN8IUVPjJXKU5PHjNbxeJ2NjHehFqukvIiUVOzMpqsLY7S4MYHxiA+uc5JNy7OLNZi1wqmha8esMFckbPaGnr5GYlSUaK91K+2XhuLL9Z4ApKeVPVrHkV4HvEkI4hRC9wCDwznGuaVQI8cbxnn8c+JVyG105Q9SjNdEoloDqWnJpSg1efQCvVkOj+xs4ygp2Uw+xqN6IhaKJunnspJ7Q4XTR4CjSA7dIlyMFhdHAAKuJLQ4y4aJ7trjO8lcOMkdErR3u1RWmWth95W1sbGxsyqGqCt//Q7+v6LFUsrjXMHyYYGCoePqZ6sx5P/d2z6K3oVCc8fF1gkEPo2MdJY3Y89dUioHBFprba3j0ZJ14vNBQjEbPCoHXNkOM3CwM0eu6WjJ/dPhGO6v7R0SKeIKfKc9Ivgn4MPA9wNcJIR4ef/1BIcS3CSHWgTeBTwohfhNASjkB/DdgEvgN4AePK+YB/hzw08A8sECZQiW4YlXzApU2NYq09s+NKjiVRhxaHbriyVnWMoMlw5jmDpbcBXMXp3oX01qnUVdQ1DG2UtNY8hIe1SryL4+yW2jCxYB3iPn4/Om4S81/Omxw1ODR3DyJzF/cIg/PBU9qxjKYT8zzoaZB3tpdxwJu1nRxPdhRfAMbGxsbG5tjvu6bxvj1X33Ao3PtP1VVOe08VAxZpNCluTXIzNwWINjaDNPaVsPW9tHp8f39KPv7UZqbA9Q3+Jme2szzZp6gaWpBrmh9g5+GlgBTZfrdCwFbW+G8scfT6/T2NbK8eFYNX9/gY3vriIuM3e3i8fQGFTT1XyqklJ+jZM9GfrnEmh8HfrzI+HvAaLXnvlIeUZfipM7RSIPrLg3OEer0JvyKiYM1yD7CyHyRdOaLpI33MbILWDLXsUhTmjCzc1jSImPukMq8RZOu0+EeQxWVqwnhLAxQiaxMEco84rq/H03k7Hz9XH7psL/vuCCpcoWhWcJQnojMcbehAZ/mtL2hNjY2NjZV8//9kT+QF8bu6Ko/1QUtxtzMFrX1+YosjW01yHM2S1NT8RqFnZ0IkxMbtLQEGRlpKyiYOn8dDofKzTtdRBLpskYoQGtLsEAs35IQy2Zxuc7acfsD+bUViiIYvdvNw6nn1wh9ijmizy1XyhCFDIYxRTrzFmnjEYa5DhVD7AKn1oAlI5jn5hrmHsnMWzRqHBuk5QuKqvGInmcn9Zged4BavR5NEXhUF8P+Xqaji6cFSZU4zIRKHpuLrTFS4+erGocudV02NjY2Ni8uyVSGf/3//g6Pn6wX9WZ29zbybd/5+unrYLB0ISyAtKCzq+H0tc/vYmYxX7A+HCovU7i5GWZqapOOjjqGhltPxzUtFy0cvt6Or9bLw/F10lVU4NfVFpcq3NmL0H/9bP/zRqnTqTE42sajKbvF5/PGlTJELZkihQ9NHah6jc/5Ohlj4nh9YWGSYR2SzLxFg2bS6R5DE8U/lB9EGClkrBFQY9RrDtyqk+kLBUmV14fwaaX/SLhUwduHjz/AldnY2NjYvIi4XQ78Phd/4a/+Z/6v7/04P/NznyV1wXv43X/mozQcezHjVbS93NoMnXoze4daSKfy91td2ae+vnjB03nW1g6Zmd6ip6eBgcFmmlsC9A+1MDm7xf5BrMqfEFSltOnyeGqDwWNj96S2IxBw09xTx+TcdtXneCZIcq7dp/H1HHOlDFGAjLnDUXYPTX+14lyn1kc68/7pa0uWftLKWmESmbeo1ww6PWPoiifvuKhCy9OpuGl3dTPgG2LA10erqwaLbXQ1QqfHSZurtMREKVpdxQV3Oz1NzEaX+I2tL1x6TxsbGxubF5c/+kdepbkpwNb2Ef/xv3yR6ZktZud3+O+/8j7hcAK328EP/MVvRNNV1hYrdxja24nQN9iSyyfdLB6pa2+r/v62vLyPy+tEdWqsHPe3vwyxIsVL59kJx/D5XRhGluaWII4aF0urB2XXPDc8u2KlZ8aVM0QBLJkklH6E6vgqpCzuqxTCiYoJnD3tWVR+8staRyTSb1GrJOl0j+FQctprF8/iVFy0ubuOjc5+Wl01qOKIkDHLZvIxm8kpjowdQBLK7ODVshhs8WpdF54iVfSl8GrFc1i9qgZCMhGZZy3xnD/l2djY2Nh8xXA6NP7Mn/hI3lgikeFffOzT/JHv/tf86N/6BIYi+LpvHCWTqU7C0OHUGLrRzmEJOaR4vLrqc6GIXLHQ5DrjExu0tgaprfFUXniyHsn2drjsnNBRgo6+BpwuBzEry85eOV12m2fNlaqav0g49Q4+xyuI7CTygpyTz3GbVOatvLGsVdkQPcGUMRKZt6hRvLhcY2RStbi89SCyxLOHHBk7hDNHhCvsowsPh5kdmlweTGmyEJ+iweWnTu/icXi1Yif5YgVLg752lhMrp69/c/sL/JmqfzIbGxsbmxedb/ja6/zSr95n6kLrTdO0eOvdRd56d5G7NzoIdNTgduk4HBq6ntPj1FQFIY4rIyRIywJLYlil71jLi3v4/S6iZeSQXC6droFGHj05y9NcWT2gttZDd1c9K1V4LZuaguzuFFbC5yFA8ehkBc+fPFMFnvfCoqfBlTZEAWKZR7i0bpwiiWXm3txu/WaBEQpgyeoN0bM1aaKmA1WBzfjl8zGDegchY5Wd1CJtzj420wfEslFi2SmGg22ksy4W4jsl14eNcN5rgcAkPyzx2ztv871Iu8WnjY2NjQ2Qy4/889/3tfzQj/znknOsrEUoFKd0WWwOl0uns7OOw1Ccm3e6mRxfywnJn9/LknR31fNkYqPoHvWNPpw+J9OzhRG8UChBPJ7mxvV2JiaLrz/dp95X1hBtaPTjr/OycxBla/uIsZudzExuYGY/YG97m6fOlQzNXySVXSFmptG0MVRRi7SKV8WZlzRENSVIRLzKVGyN9cQjuj0jl742VTmr7mv35Ff6bac2CWeXeKWunTpH8UTvg8xhXsHS9UA3m8n8D3I0myBiVJ/obWNjY2Pz4jN2o4OPflVpZZV0qrKWdjDooakpwNzcDqFQnEePV6lvDjBYROg+W6J/fHdPA4aA9Y3SJm8mYzIxtcGtm50FMk/n0Ut0UAK4cbOTSNpgfnGX+trcPXV8aoPu/iY87upT4p4pUj6dr+eYF8IQBTCtI6LGBj7nbUyrmHtfRVJZFuIEp9rJqtHDcnINr9YISA5ScwT1ws5J5UiZZ97LvdQcbjU/51MiWYzP4lTDvFLXjS4KW6OdFCxpQiWUKS48fJiuEKqwsbGxsXnp+IE//VFK1dpGjpLFDxzT3BzA6dRYXT3A6dRORem3t4+Ynd9h+EY7Ded62C8u7OJ263l7jIy2s7kfIRwuL/F0wqPxNYaGWnG79KLHi/WOr6n1MDDSyuOpDZLHXaJU9cyanVvcJdjkp66+uOyTzbPlhTFEXWoT7c4ahPEARRSK64oKOqF5e+ljTCRdHBg5g9ap5vbLyhRexYFS5a9NSsFB+sx7mbFSDPtai85NW2kW45N0+3RuBPLbeJ4ULN0IdnN4IVR/QtxMkrpEDqyNjY2NzYtPa0sNjfX+gnFFwEEZyaSu7nqSSYPd4xae7iIexanpTSLxFDfvdKHpCoZh0ttz5qy5ebeLybmtqrRBzzM9s0V9g4/GhsLr3r4Qlr8+2kFaSmbm81PcorH83ND1zRCmqtDRUVyJ5nnBFrS/ogT1AZrUJFZ2AWQIj6MwhC6q7KDkdLzJ+9EjktbZk6KmnBmxh5kVeqoM0Qf1FlJW/lNg2twqm8l5mDlgKz3L7ZpG2o49oaY08Kgu1hPlhXhtr6iNjY2NzUWamwJ5XYwAaoLegvaaJ1wbamF3J0IkcnYfdLmLeyjT6SyPHq9R1+jn2nArAtB0heu3O3n4ZP0DR4XXN0KkMgb9fU2nYw31vtNiqEDQzdBoO+MzmwVyTooi2LzQAhTgMBRnN5Jg4FphWoHNs+PKG6JNrtsE5Fxe/3kr/Q4ObTBvnqC8ISrQQPtq3ousYV2oZb/4QdpKjtPk7Kp4bW6toWAsbOxyzVe5N/xqchmDTV6t6yJlxrnmbyVulg9thI0oGatyzo+NjY2NzcuDqiq0NAfzxupKdFQaHe1gYX6X1IX8UaejfG3zzk6EmbltdJfG3Tf6yRgmPd0NNDcHCPhdKMrli2mj0RTLq3uMjebumSce0uGRNixNYXKmeCvQ1uZggYj/CclkhvnVfW7c7Lz09Tx1npaG6HPuEb3SVfMd7nsIo1DQXQiJA0EGwcn/gBClE5VVJcCRvMFSbLHocUPmP21JLCwrikO4yMjS0hCWLMz3BPCppUPoDkWnRg/g09y4FAeakmE4oHOQMen3tbIc38Ys8YhpSpPP7z/ka5sqi/3b2NjY2Lw81Nf56OmqZ/lYIsntKrwn3rrVxaNHq0XXOyoYogCD11qYX9+ntbWWlY0DUuc6MAkkbq8Dj9uJx63jdGpomoauKShCgMhV3pumhWGYpNIGqaRBIpHmyeQ6N8c60FWFkZsdPJnaLHsddbVeNop4RE8wTYvHUxvcvt3F+MPiP++zQADiOS8sehpcSUNUFW46XH1YRYzQE6Q5i8fxGonMO7kBUTys4FA7WDHq2c+sldwraRaK4caye7S7b7CUmCm5LlIin3MntcjNwG1OHlVMmSZlJYlnIyTMKCkzSupcxKTLc53p6DIANQ4Xba5WhNBYjx9waETz9v7Nrc/bhqiNjY2NTR5CwA/86a/hR//2fwdAO+ehFAJGxzpLGqEAml7csQI5j+v1sQ4eTa4hEbg9STo76lla2iNr5iKMEkEiaZBIXj5qJxTB6maI/oFmnrxf+l59fn41PJxYZ+xmJ0qZlqE2T58rZ4i61CaadQeWcb/iXCU7gyJqsGQYQaEh6tZHGY9nSBatsj9GKsSyxY9vJSfodF9nLTlbcEwXbg4zuwXjmtDpcHeTtvaZj+8gq/CZ76TOPKhJM8VC/KxnfZ+viaBeg1t1kjIzTEQWWEts0+mxc2BsbGxsbM5447V+Xr3bw7v3l0+llnRdZWCgmfHH5Q08VS1urDU2+nEHXDycXOekB6HbpTM3v8P14TamZja/ZPUgKaGzp54Hk2vU1XpLdnc64TIi9k+mN7h16zkK07+EcqdX6jFAFc6zoqQqkPIIj34t90Lk29xOx5u8F42QtMrnXXq0urI96iOZVXxqTcF40NGBvPCOcioeWlytbKWmOcwsMOgbLFh3kQZHCyuJ0r2At1O7zERnSVspNAXGgh2MH01W3NfGxsbG5uXjz33f16Iogngsjc/npLOzjqkKoW6gaI7nyPU2IobB0lq+s8bpzN1vJ6c3Gb3eXrDusnR11jE+vYlhmHR0lO9pr6oKm1uVJPqPr9OhMTTSxm7I1uF+llwpQ1QXOi7tGk79DqraSTWXb2XexaFd48z5q4L2kaJFScVwa+Xf9GkrRq1eUzCuiXyBep8WpNbhYy99locazkxRq9eX3d+lVq9bqgkNjxplNNhd9RobGxsbm5eHvp5GvvmbbiKlJBBws7hY2tFxnvNmqNOpMXqrkyfz2ySK6Hpq2lkYf3xig1tjH9zjqKgCU83ldQI8md2kqYis0wmtLUEymeJqAOepCbpp6axlcqGw09OzREj5VL6eZ66UISpkCmkuQvYRmrWBUzhwa314HK/gdr6JU7+HpnZzPuMgV7hkIdFRhZ+YeI3x2FLpk1xAE8UrC8+zl56nx3M9b+y8kH2towmnAqFM/lOnKVM0OHRECUEnBZW5WHEB+/M0OGrxaU4kSRqcPro8/RXX2NjY2Ni8nHzXd7xGc3MQr89JXX3xrn4XOTFl2tpqqG0J8GiqdCtO9YL39NH42gc2RkfHOlk715HJNCVNzYVa4SfUBj0V92xrrUHzaCytV+5tb/P0uWI5olmcSg0pGQOZADJY5jKYy6czVEAVGorag1DqkTiRZMjSzIbpYK9MUVIxRJFOR8XYS01Rr7dxYGzmhOwzOXHdJmcnaXOfhBUtui4Xor/DbKwwz7TN3ct7odJPqz7Nw6CviZ3UBBkrlzPzTS3fXtX12tjY2Ni8nCyv7JMws8ws5e4v7oCTpoYAAZ8TVVHIpA1CoQR7u5HTbkqWJRkd62B6abeyQH2RHp2PxtcYu9HOeIle9MVoba1hYrYwbWBidpPWliBb24Xa2aJcf1BgcKCZ9f0j4snnsAHMFZBaehpcMUMUFHMJlzZGynhI6azeLJa5CuZZBWBKeZM2Z4ADI1w257Ngpyp1OU1poIssmtBxa/VspcJ0uPsJpZfIUv4Nf5SepM7RwuGF9p1Js7jklEPRGfF3EDZm2Uqd6ah5VC/tvmtVXa+NjY2NzcvJg8erPJ5cp7+vkcXFPZJJg5W1Qu+g5lRpbQwQDLgJ1Ht4/+FKVV2SpFX83jwxtcnIUCtTJfQ/zyMUgcOjY+wXhtktCbW13qKG6HkR/ouMjXYwvrB1alw/fzz/feGfBlcqNH+Ckh3H6Xi96vlCqWMlOU0q8wVuenQaHdXnXaas8tV55wkbm3S6B/GojfR4htlPzVc0QgGypKnT1bwQvVf1Mx3N/7AKBDcCvXS6TXbSD0lfKLSqdRQK6NvY2NjY2Jzn/qNVJIJ42kAvI8uUzVpsbIVZWN7j7QcroCrcvNlJbU358PeJZNNFLEsyv7DLYH9T0ePnGRvrYGm1dGra5NwmnRfadWqawsZ2uGCuEHDrVieP5jafYyP05aVqQ1QIoQohHggh/leRY98ihHgshHgohHhPCPFV547VCCE+IYSYFkJMCSHePB6/LYR469ya1y5z4arxHg7HG1XNTSkjSHJPccnsIg3KLNd91eVRxktIN5ViPz1HrR4kY+2CqF6HIZRZ5Nq5KvoGZxemPFs/4OtkyO/hIPOQuFlYEehWPXhU76Wu1cbGxsbm5SJ8lGBxOReS39o54vr1topr+vubSGeyxBMZHj1ZJ5rIMDraQWtLsOj8csVCRtZkfSNET1fpQt2mxgBTFYqIJAKvL79jYmtLTUHbUodDZXikjQfT1acEPEvsXvPl+WFgqsSxTwO3pJS3ge8FfvrcsZ8CfkNKOQzcOrfHPwb+zvGav3X8+lKomQdo+s0KsxRW0/meRUumMI3PccfXgE8tXX3nUAJkKsg7neDXmmhx3yJlOclYu2StZWp1g25PPdd8/Qz6huhw9+DTin9wAULpCeqOvZobyVx4ocPdwliggVj2CWGjtMRGrW57Q21sbGxsyvNofC0v+js+vUlbW03ZNdaFtEsjazI+ucHWXoSh4VZ6e/KjjOl0+ZS2ZMrg4DBOW2vx+6G/1k26RIvO80zNb9PbfXbvq7nQtjQYcNPWWcfEc1YZb5NPVTmiQogO4JuBHwf+8sXjUsrzIlxejtNthRAB4KuBP3k8LwOnsWoJnJS+BYHKQmYF12WhZ1eRai+mWbwSXmo3iaaL644mjHG6HTUkxXUWE4XrPVp9xf7ujc5BTKmxkVpEZsK5cx5nG5syQzizBpwVSKlAk8OPX29GU3yYFsSycQ6NAzJWijpdQRcdbCQtbgfb2U5NsZcp/zjT6enDq1XOubGxsbGxebm5f6F7Uta0cLp1hCienuh0aiwsFS+alRKmZ3NGXl9vI06HxvTsFolEuuj880RjKXRdpaHex/7BmQkxNtbBo0t4L1XHmT/tfHpbW2sNGWGxeNUq4+0c0ZL8M+CvUUbzXwjxbUKIaeCT5LyiAH3AHvCzx2H9nxZCnMSP/yLwE0KINeCfAD92+csHQRwHGYRS3CO4bxZv7XlC1gqjm1/gjr8Tx4V+9A6leKhbEy5a3WO4tE5WkiuspxYudEgq/0ZKW1H20/NsJx+yl35I0pzDrYRod/lodihc89bhVDbYTk9W5VP/xuZvrTjHxsbGxsbmwePCNp4LK/uMjnYUnd93HJavxOLKPlNz27S01tDRWUdtjadY8Xweh6E4mqYQDOQ8mbW1HuZWqtM1PWFuae805/ToKOc4GhxoJpRMsXtgC9VfBSoaokKIPwTsSinfLzdPSvnLx+H3bwX+7vGwBtwF/o2U8g4QB370+NifA/6SlLIT+EvAz5Q4//cf55C+t39QPO9EWLs4lQbAlT+utLCWKt0L/jyJzDsMu7O0Oc/yZZQL/en9WhMtrlukpYuF+AyHxxJNF/mgzzO1egOYU8SMd3m9tgaXUrxq/jytrk7Ggq98wDPa2NjY2LwsHBzGilbHA8wt71JbW8T5UmXfdoCO9loamwKgKQQbvCgulcbWAAPXmhkda+fmzU5Gr7fT19tIfZ0PRRFs70QIBNx4PA4aW4IkPoCskmFZ6JrKxlaYsdEO5jf3n095pkrIXGnJ0/h6nqkmNP9h4A8LIf4gOUsvIIT4T1LK7y42WUr5GSFEvxCiAVgH1qWUbx8f/gRnhuifIJd3CvCL5OeVnt/v48DHAe7ecpa08RRzAZfjJqnMfU5MwYQyADyq4kfMkTY3CLBDg/91xqNLmNIEBI3OAUw0NpJn4ffyXM4UrXN04lcNEsbbePVB9lMbJMwQo/52VlO17KZLtyv7xpZvq6ibZmNjY2NjU8wbekIiadBzrZ7QuT7uTofG/NJu2T1dTo3BwWYi8TTLawds7kdoqPPS1BjAyFrs7EfZ2S+uo606BA01Phxujbt3uwmn0ty81XmsYiSxTAvTlGSzJhnDxDBM0mmDdMogmTJOK+CX1g547WY36azJw5mrUZRkc0ZFQ1RK+WMch82FEF8D/MhFI1QIMQAsSCmlEOIu4AAOjl+vCSGGpJQzwNcDJ43QN4GPAr8LfB0w96X+MIrxGKfjDdKZLwIaK6mVD7CLhTCn+VDwGuuGD6fazkrysvtUZ4g6FR9trg5i6fdJHOuuCVEL5D5IUWODZj1MvT7MVKzww9XsbON2TfUyVjY2NjY2Ly8X80MvMjm7zY3hVqamczUHfQNNTMwWrz/o6qyjptbD3NIuj6fPSjxuDLXyeGqDaDyF06GVDeubpmT3IIbT5eAL48v0dNUzs1je8D1FA6dDx+XUcDl1VJ+GTEga633sXeWQ/EuYI/qBBe2FED8AIKX8GPBHgD8uhDCAJPCdUp7+Nn8I+HkhhANYBP7U8fj3AT8lhNCAFPD9H/RazqMa76E7XidtZUmk87sVqcKNW63BofhwqE40VBRh5VqHyhimFcK0DoEIumjFr+zS4VLxah2sJ9ervgZZ4Y0kUOjwDJM1pohl3s1r4hsy8qv7MlYcwQNeq7nHu+G1PBP397V8K4q4klKwNjY2NjZfYR6W8YiesLUfweNx5HrIXwjLu106AwPNhGNJVtYPWdnKj9bpunqq45lIGtwYamNiunwdst/nJJk1yBhmVT3iz5POZElnsgT9br7waIXmOj+7kTgDA024HTrzCzukqqi+f654+ezQyxmiUsrfJefBPDFAT8b/EfCPSqx5CBQkMUopPwfcu8z5q7pGpRVVSpI00eXREDKJZR1hWodYchfYzZVcWVD87SlwON7gIPU+TnWIUDrXueG6t48MtSzEly8UJhW5htI1XTQ4u/GKBInM2wXHPFo/m+nCp0+JxVHmXd6ovcGDoxgpK029o4l7tR8uex02NjY2NjYAGcNkYytccd5hOMGt6x3MTG+ycKw32t1Vjz/oZm5xl8dlKtqvD7XyaOLMaWMY5Y1ARRG0tNUwcxz+X147YGSgpaKG6MU9UASmadHc6Gdr94i54+t2OXVu9LeTThm5FIOX0Mi7Cly5Fp/nkUorUmnCEjqWjGJmV5HHrT117R5HmbL1VUUQ6I7XOUjl1klzBq92k3h2l4ixCMA1TwtC6WI+vkpWlkqGLny3u9QArc4Woun7JEpUwqtqPVBahukwPcGov431VB1f0/QttjfUxsbGxqYqYrFUTiixCsan1nntXi+JtMHhUYLlzcOKAosup87yan4h1NzSLg11PvYPi4fKx2508GA6P9oYT6RLSkkV4+ZIOw+mcsbxysYhisi1AAVIpQ3Gj3vVNzT66WyuYXv7iJ29SHWbPwOEHZp/zhFusvorBUZnMXTjMapSi2mVLvTJR0HXX+MwdT9vtMHRRDx7lrMSz24D23Q7g7j1aywltomb+W1Az3tMBQqdnhEyxgSxzEZZOYtwpnJuTMaMci9QT5er4lQbGxsbGxsgZ5SNXG/DtCwsU5I1LUzTwsiaZLMm2ayVC48bWVqaAuwdxdncPqq6in14sJmHE/lGpZTQ3lZb1BAdudbKw+k18nLTgLXNENevtTIxV1kbu7nBz+TCmXrN4VGC4d5mZhYLFW32D2On19HX10jA7WRhcfdqVte/YFwpQ9SQGZLSQMlMIiroEQhh4NeGCKffqmJnBU1/lcP0/YIjTlk8DJG2jkin36VBc9HvucFa6oiQcZg7ePxE0+jsxS2OSGYqX4Nb62YrXdoQDeqtNDu8SOM9HFaI93Y/S9T4swzV/Fm7at7GxsbGpiyxRJrJEoVH5xnsa2JjO5TL8bzWysRM5TVej4P55eL6n9u74YKxluYgS9sHSIrfu8JHCRQhsMp5BwX4/W62Lxi5qlY5Urh43MPeoatcH2mjrs5Xcc1XjJfQI3q1Yrsyy1H6HWJKO6Z2u+J0l7XKxaetQhR0/VVC6QfFT2lO4dEaix4DMGWKw/T7+MQSN/0dtLpa0RUXvZ5BMB+TzFZXca+pzUVGBS2uAYY8LTSJB0jjc0AKTfgByUzoY7yz85cwrCtcIWhjY2Nj89RJpSoX7YwOt7G0uk8imWvROTG7xa3rxYXuzzPY10wsXryb0s5elL5zbTjdLh2hidNzFGNz54gb11rLnvPmcHtR8fvZpV38F3rQlyLgcyFUhYNovPJkm6fG1TJEjzHMFY4y94mr17C04ZLzFGsTjz5aZicVTX+FwxJG6AkNjmJGYj4Sk8P0Y5r0JH36IfVqklbXKD6tjcrGMBwZZ7k1mnDR7RlhyO3Ab30OK/swb66ieE6/3078Lp/Z+B6yMlXxHDY2NjY2Lx9G1sS0ykcRb4128GRmk6yZP29yfovO9tqS6wJ+FzMViou8njPDsKe3kY3do4rXvHcQQ1WLmyi1QQ8LJYT5jaxJX2fxTosn+L1Obl9vJxxP8Xh24/lxQkpOi6m/7F/PMVcqNH+RtDFNGnA7buOSRwiz0PvoVTSKd4tX0fR7hNIPK57HJStkaR/T5BykTr6LKruwsvNoQC1Qp9egaH2YBEhYaY4y62Tl2VW5tU620lt4tXpanQ0o2YfI7HLJ944i8p/2YsYSR+kl/HovlXsx2djY2Ni8TJSTMBICbl7vyKt2P49xLCTvdukkU4VezN7uhpJrT1hY2cXp1BgebOFBlYLzO3sRxkbai1bptzYHmZgvbfweHhW/6zt0leuDrcyt7vLgEv3sv1II5EtZrHQlPaIXSWYeEjJWSWuvIEVT3jHNeIxW0IdeQ63SCAWwslN41PJPWC2uYeqst8jJqOYjZRjTuA/G7+Ixv0iLskGPM0iPe4RW1yg1ejdD3m7axAzC+D2krPS0WPj8IDGJGPNMhz5WUcfUxsbGxublIZUuHgbXdZXr11p5NFnekNzei9DfU5iiVlvjYaqKvNNE0uDerW4ezVXn1Dlha+cIXVPzxkYGW8saoQCrWyG62s68uKoiuDncjs/v5MH0OrGEXaD0PPFCGKI5TOKZdwhbYTLa60j8AAhh4tMHzs3T0PQ7hKs0QnN7SBqcpcPz7e7r1JifBVHdm1sIC9NcxDQ+R5ANGpUNatUYXkd3tVdU8oidN2pjY2Njc550EU+m1+Ogu6OuZOekizyZ2eTm9fa8sc72OjJGcRF6VVUY7Gvi5mgHDc1+ooaBL+Dm+nAbN2900NFaWzFrbf8wxvXBlrNrdjvY3q9Oeqm2JpfCNjLQQnNTgEezGxyEi3tKnyukfDpfzzFXOjRfDClTxDJfRBEBfI7XUDMPcVlLgIJARdFvEUpX33/+BBeFchAAne4beLKfhhLaoOVwKM1IuQciQOq4Yr/OMUoWnUhmsuQ6U5bvPnGSN/pa8z/F7+i59HXZ2NjY2Lw4XPSI1tV6cbv1kpXupZie36ajrZb1zRCN9X4mLoTZfV4n3V31SGBp/YCZ1bP9m5uDhKNJwtGzqKHP76KrtRaHpnJ0lGBtM3TaP/6Etc0QDl0lY5j09zbxqEJI3e910lTvR9dVbgy18qQKGSibZ8sLZ4ieYMkIkfRbqEozPqUTr95OSiqE048/2H7GBG71OknzLEG623MDd/Z/V1OLVIAqvDhVB+nsJk76T8fT2ScA1Op9oDQSTo8jyTc8TVm62vCEmLHEZza+m3tNP06L96OXv0AbGxsbmxeC8zmi7a01pNJGVV2WLpIxckVPLqee0xo9jNLSFKC5KUA0mWZx7YDxEoafaRU6a2LxNJPnwuwet05nay1el4NIJMnqxiGhcIJbNzqIJdI8Pmf41gY8NNb7cLt0EBBPZdg9jHEUSxLZTDPsaiZrmOiaipG9XOvQZ8pz7r18GrywhugJWXOXQ6UTIdoJik387rsY0iJlxUmaB6TNw6r2EULS6GxlNZEzRPs813Fk//cHvCoFv6ObRGY897LIGy9jLoK5SEBrRdV6CacnsI4r488XOpXDlEkeH/xDhFBp9nzVB7xWGxsbG5urSjyRPjXE+nsb2dmLlJRaqoSuKUjgzq0ukqkMza01bO4dsXkYrbi2GmMwkTJO230COB0a/W0NOF0abo8Dt9dBLJlh5zDKYSLBYaL0vdDl0HiwtMOtwTbGpy6Xm2rzleWFNUSldJHVX+HQOCSZnKPZmUVRfbiMz6IDOuAXIHQvitqKFEEsnBhSkrbiJIoYqS6Ze3Lr9wyjZz/9ga+t1nWHePqdquZmrS2ymS28Si0O/R5HmXkyZi7/U1cCuLUW3FoLLjWCIhzca/oHp2NutQkh1ApnsLGxsbF5UVlZz93HvG4Hq+sHGNnyWj41QQ+1NR48HieapmBaFvGkQegoQegoztZhBJfPgaoqxJLVG7SlcknLYVkSr8/J8k4YRVOIRVMcxQoLgotxcFw5/2huk7vXO3hYoSDrueBEvukl48UzREUtafUW++kljGTO46gIFyljnqSRpcV5B8U80w2VMo6ZnT99fWKk+gQI3YOitIBSi4mTjCVQPTeQH9gTCrXOV4in3770OkuGyGTeo8n5Ck3eP0Kt95vQzumJoudSDjy+P/CBr83GxsbG5sViZe2AAY+TWCKNkbVwOTXq6n34vS6cTh2QpDJZovE0B6EYh7Ekh2WMvVvXO3g4lTPqGut81NXUnRq75cgYlQX1z3P9Wgt7R3EeTK9zraeJmdU92puCKIogFCkfFQz6XKztnLX3fjC7zo3BFibnylfb2zwbXhhDVCrdJEQvB+kprEy+QH3Q0YNpPARg39iiUW1GyOLFR3l7ygSmuQgmKEozTlFLg1gkoraTNksnTJ/vNX+egGOUeObd6n+oc/gddzDMDYQ85Cj2T6j3/v4PtI+NjY2NzctDIpVBAi6Xjr/Ww1EkSWLnCKgsKn+R5gY/04tnxtzeYYwjXWVspJ3xqfJFRMU0SIvR3lKDx+dg4tx53C4dgI3dI1obAtQrnrIV8J2ttYTnz3JVJTC3sUd3ex0rG9Wl4z0rbB3RK4iljnKkfJiVdIS91IPTPMrzOIX79PusFSZCK1JWH7LW9ZsYVppMdhqsLQIijEvrvdR1evQeMtk5Lut39+jX8OoDJDL3McwdHIqXTHaZ3aN/cKl9bD4YX9hdIG1W9wfU5uUjaRi8s3IFQn42Ly274RiIXOX8UaS6sHZRBPgCrgJx/Ixh8nh6g5sj7WglOiFBLv+zHD6Pk1s3Otg6PGJ2eTf/oDirCN7aj6DqGg21pfvDK0rhdaQzJkfJFHVBT5EVzxEvoXzTlTREpVQwtdc54B6rqTVC6SeUM/AsK1+iIm5Mk9E/VMWZVHTHmyQy41gyfO4CDvDLDTz6UFXX61AaEDKKVarIqIj0k0NtJeC4RdqYIWXMnTt37in2MPazJKrMM7X54PzL6U/z6a3pZ30ZH4hfezLD+KYdinqa/LPf+QL//q37z/oybF4SjKzJp9+audQaRQhiiTQetwNd/+A1AzdHOsrKPT2a3qCjvZa6mkJDT1FESVF9RYGb19sRuuDhzHrR6vrkhbU7B1FQBM31/qJ7ltIaPYwk8PqduBwvTDD4heBKGaISBUP7anbkNdaS00SN+YprNMVPKrtYMH6Qeh9Lu1VynaLUo2jDJNJfhKKh9gheawafo1wve1CEG5fqwzB3S845v7sq/ASdr2GZe8QzD/PmCXSM05/ZYvPwL2FZX8ITrk1Z3t1fYjy8wf9Ye1B58jkOUwmimQ9Wlfrl4rem5vhrv/wb/Ie3LnftLzIH0fiXdb/HG9v83DsP+OzCMrG03anlWbKwf8jPvv3iPxD8vZ/5LX7xUw/5u//mN6qWJBLH3sR4MkNXRx0+j7PCikIa633MLldOZ1taO8CUkoELXZg87uLNpwd7G2lrq+XR7AaReGE084SDcOFndy8Uw7AkrY2BvPGmOj87Zar4V7ZD9PY0nHeyPkc8JW+o7RH98mHgZyP5iJRZvUBtQO+iuLfUYj+zhxSFrTs17QZZC9LGRIXdU7iyjwk4b5c4Lgg6+kllF8ruIqREoBJ0vooqFGLpt5EU6YSh9yI5M3ByIfp/WOEabT4o/27+8wC8vbfIdrK6fKq4keFP/d4v8Cd/6xMsHT2bXKTfnlngr3zi18haFr85MctOxO6yBfA3/8tvMb7y5fEQG6bJ3/hfn8KSkoxp8umZ8p9xm6eDaVn8v198l2/9mf/EP/70Z1jYf77z/74UPv7LX+DXvzDFYSzJr31mgr/w47/IUbSyI+K8wTW/skewxk19jfdS566p8VSd4xmOJFlcP+DWjY7TsZMczxMa6nzcGG5ldm2Pte3QxS3ycDk0Do6KP0QeHMVJGiZtTcHTsYuGaTEmFre5NdJRcZ7NV4YrZYgmrAxp7RuQsvpHGYeilzyWtQ6Jii6kPPk1CHTHmySNKUx5UHLdeYTI4DDeocZ5r+BYnese8Uz5Lk6K8KGKWtxaK7H0O5hWuORcp1r4ATuM/Ts7RH8JDKu6ys3ZyA6f282lRFhIfmXtYcU1GdPkBz77CcYPt8jILH/4f/5HPrOx9KVc7qX5zNwSP/yLn8Swcg9fhmXx8+8+/Ipew/NKJJHiB/7tL/Fk9Us3Rj/++XeZ3d0/ff3rk5cLl34l+a25eX7ydz/PJydnWNg/xPoye0ciqRQPN7b4748m+Inf/ix/7r/9Ct/7C7/EX/zkJ9mIVNeO8YOwsH/Id/2HX+AnfvtzpLMmppT809/9/Je8r2VJIskU66EjprZ2eWd5nU9PL/DLDyf4xP0nLO+VN5yeBr/2+Ul++n+8BcDabgiXQ+Ph9AZ/+m/+PMsb5e9VygXX3/p2GNRcUVA1jF1vZ3apdESvGKZp8XBynRtDbTgdKk5H7j7sdKjcGe3gKJnkyXx1DqWmBn9Zh14okiCeNug4/nnMKt/f92fXuTncVtXcrxiSl9IjeuUSJaZjs3S4v4Z67p/mS5bDNMsL2cYyk7hcH8ZljoPafRyKvxxCWOjZz1Pr+gihVK4qvsZ5j9gFmSZNqUVXOxCKj6zMEjf2SJo7RI0IPiqHcoUs5tmy2Dz8y/SjIK7Wc8VXjLSZ4ff2HvDJzS/Q6WniR4b/WMU1Pzv/ubzXv7r2kD97rXSHKiklP/LWr/L5nWUAPLpGJJPmT/7WJ/ixV7+G7xt99Uv6GarhC4sr/NB/+58YZn7I7r+9P86f/+o3cOlX7uP+ZUUC0VSaP/uxX+Lf/sC3M9rVUnFNMRb2D/nY5/If/j63uEo0lcbvunzY82nyn8cf84uPnzCxchZWdWkag431DDc3MtzUyHBTA8NNjWWvXUrJZiTK4v4hiweHLB6EWDj+fj9emPt+s7eF35tZ5jfn5/mTd+7w519/Hb/zy/O7MS2Ln337Pj/1mS+QvhCe/q2ZeR5tbHGrvbWqvbYiUf7Zb3+Bqc1dYuk0kVSaeDpTQvcE7nS28u8/9R5d9TV8z1ff4c1r3V/iT1OZ+9Nr/Pi/+9Tpa9OSdLbWMreyx8buEd/3t/4LP/7Df4jXbvYUXS+KxKD3Q3F8Xif93Q0srOwXWZWjvtbL/Mrl2oCe58nsJp2ttdTXegnUutk6jHB/+nLFfQGvq+KccDSJZUm6Wmsqeljzrm9pm4HuxsoTbZ4qV/LOtJ5cIKoP0quHkFbpkJhDqSOdXa2wm0LSkmjam0AIVX8ThDju2nmiLmuBNEEaSLIgDSCNZaVAprBkEiGyaMZnqXd9hLR0k8nO43HcBuEmY6WJGztEsgeQncs7u0sbZC8zh6l3ESSJpFRui4JRIsSfyS5hZHUcWk+Fn/X5JZ5N8oX9ByTNCDdrRujxful/4Ffj23xy6wv87513iWVzIayF2Abf1/8tBPXSFZdbiTC/sfHkwl6HvH+wwr364tf1/9z/FP9rder0dfrY82pKyd9753eYPtzj73/4G3GqT+cj987yOj/4X3+14MYMEE6m+B+PJvmuV24+lXNfGY69AtFUmj/7b3+Jj//At3Oj83LGqJSSv/m/PkXmgrFvmCb/e2aeb7t148t2uV8qP3P/fX78s7/Hq43teeOpbJbxrR3Gt/Jz/jqCAYaaGxlubGCouYH5vWOjcz/E8mGIhFFdaLYl6OPxTs7rnDFNPv7ee3xiYoK/8Oab/J83b6IVqWiuloX9Q37sf/0WDzdKe9P+ye98jv/43d9RcS/DNPmLv/RJUkY2z7tditaAn8fr29xraeOz00t8dnqJgZZ6vucjd/nmu8M4n8KD3srWIX/tn/9qQT6o13tm1McSaf7yP/5l/vKf+Fq+/ffdLtijmCEKufaaK5ks18voa9bX+9hfrJwbehGXU6O9uQa/z0XWknj8DmIp4wM55qotsFJUQVNLDa5oks62WhRFQRG5j71lSbJZk4xhksoYJFMG8USaVCbLdijC3Rudl7+wp4UtaH91ODJ2mci6GPZ+CCX7haJzAnoHGaOUR1TgddwmYR5xkH6E0Hw4tWYyxgfrRY90ogg3IrvIkbxH3DgEo3K+klAagDWixiqa4zoe8z6IYvmhPVhm6eptw9xCVeqptiYyZcaJZUPEsmHi2XDueyNEPBsiaVrspzvRFQ893ma6vE10eZrwaF9eb49hGbx3OMnv7b3Le4dPMGSWW8EefnH9E7S4mnmt7hXeqH+VTk/1uTwZK8vn9h7xya3P8+SosEjNkFl+Y+stvrPrG0ru8XOLXyQrC/8a/I/VB0UN0X818Xn+w+x7eWNbqXxv/Sfmn7BwdMi//fpvpdlT2gj+INxf3eAH/sv/IFlGMPo/vv2A77w3VvKmVA1boQiffjxPMp6hIeClu7mWnuY66gLPuRzKMefvgdFkmu//2OWN0f/83iPurxX/m/Jrk7Mf2BC1pCwIoX4p/Mt33uInv5j7u6hVue/6UYRwKsVBKsG7WxtE42mmti/vDWurD7Cxlf9AfZhM8n//9m/zHx8+5K995CN8Q3//pfYs5wW9yNsr63xmYZmv7u8pO+8nfvtzPDg2aEdaGpjZLm+MttX42YpEmT7cx6GpZLIm89sH/O1f/BQ/9Wuf4zvevMl3fegWDYHL5V+WIhxN8pd+8peJFGnHmbrwWTdNi5/4d59meeOQH/7jX4N6ztgv999vGCZTi9vcut7Oo8l8HdCxkfa83u6l0FSF9pYaaoIeLCkJRZJs7ISYP04ZaG0MMLW+g65ppDIGY0PthI7iuRSBKqjYCSrgpqejnomlbVa2D9ner9xu9ATdpaK5NRye0il8Nk8fIZ/z3IHzdI4G5Q//4hsF44PeITzZ3wGR/+FscY2RKCIg73XcJmnGSGRXTsfqVIHExKMNkMmOf+BrzGhvMpdYotV1i2SmcpjfVHpJZM+e7ptcY2jG5xAXJJ3qXa+QyRQ3uAGud+VujsZH3sDExOKLGlsAAMo+SURBVJJZTCuLKU++jHPfZ0uK7gMIESBpZjEsgWmd/RHQFQ2X6sCp6rgUBy5Vx6U60C7RRlSS834eGVGOjCjmBYPPq7lJm/mJ6U7ViV/zE9D9OJXi1Zdpy+AgfUTIiJK1yt+oHIrGcKCHYn+fs9Li0eEaVpHfj4Lgdl0X6rm/7LvJGIvR4g8cqlQLDFqHojJU24BPL/5zXJZYOsPMzl5RyZOLXGtuoMZdOcx1HsM0jzutJIilMnidDizTIp3Jnno3VFXBpWu4HCdfOs7j118u48owLYysiUNTy2oVlmNifYfEBRkYVVEYamvA66z8/5HOmoxvbpfMQVOAO51tl/L4pU2T7ViUaCZDZyBA0Hm5/59irB4dsRk9uxkHHE6iqcqpPx5dx5AWGdMk4HQSz2RwKmrZB5yLaKqCKWTFPNSA00l3MIjXUfn3njSyLB4cXkqZwOPQGW1tLvoZBzhMJJnbO8ut9Dr0gvfGeTQ11+ry5Mfy6Q7iqcLrEUJQ53PTEvTjcX5w48aSkrnVPWLJ4j+zpiqYJVpmBnxuejvqTo3R7b0I3rkp5oJt/NBH/1zJc94Z6eDhRC5sXlvjIZM1iSXy3zeKELQ2B6mv8SIUOIqlWN8JlzUWBweamFneZai3mZlz+qDDPU1I02K2Qui/s62O1SLh9qDfTW9nPZPL26Qyufdoe2OQjd3qhfo1VeFaTxM9rXX8ne//A+9LKV+pevFTIOhulR/q/VNPZe/fmPoHz/znK8WV9YieZy4+Q4vrw7SIJ8hzRUaGuZY3z+O4RdpKcpAurIa3ZAbIksgu4NFukMlWqpgvTsjM/WHdSj2i1f0GyfRbJec6tV72M/khpt3UOK3ur0YYv5c3LmS56sizP3gRY5Vo9oNLBylCI5rNIKXEo7qIWmd/CA0ri2FliV74e60qKi5FPzZSHaff64p2eiNImWnCRpSwES1bMGTKwj+uaTNN2kyzn97HqToJaAECuh9d0Tgy4hykI8SziTKmdT4ZK0vEiBPUCz0Xu8lIUSMUckVLoUycBmfOo3mYTrBUwggFcKoq2Qt/oDOWycTBLn3BWhrdX5rnJJ7JMLOzX5URCrATiVVliGYti9Cx8RlNpvN+GwqCRCaLz+08vUmZpkXczBTemAU4NBWXQ88zVJ0OHYemIsg9mBhZk0zWxDCO/80W/iulxOtygACXQ6epxnf5G32RX5NpWcxs7ldljC4fhsoWQlhAKJGk0Vf5/zWWybAVi3KYTCKROFSV2dABNxqa8GgfzICRwEo4zHbsQi55BaNQAD6Xk2g6///akhJDWjg1jXS2OmPU7dCJVCFdFkmnebK7S4PHQ0cwiFMtfJiVwHYkyno4cukCq0TG4CCeoMFb6K1PZbMsHuQbNvGMgcehk8wUN0bdup5nzJf6GyGl5CCa4CCawO920hz0UeN1lzSIi+4BLG8dljRCAbKmhdOhkckU/r9EYklmlnfp72zIpQsImAu28anOO2XP+2BqnVsj7UzMbNLcGGBqYZvmhgCN9T40TSEST7O5G2Z974j1veqMvRtDrYwv5O5xHlf+52v62Cjt6ajH73YytbBV+LdMUCDFFPS76O1sYHJ5m/uz+fmmilL9b1rXFAa6GplY2qanta7qdU+dZ+QcFEJ0Aj8HtJD7c/ZxKeVPCSHqgF8AeoBl4I9KKUPHa34M+NOACfwFKeVvHo/fA/494AZ+DfhhWcbr+UIYogDbqSViWicDzmakOYlbbcEwlwHw6GOkLYPD9GSJ1QqQ+0BLmSKZXcGtXydjlJpfHEu0sp8+ywHdSo7T5nq1qFcWQFVagMJcp63kIzrcH0Eanz0dM8zC6mtFBFH1Gxxk1vi9JQdOx4dYSUygam8wGVspmF8NqvJh3gud5dUOeod456BSnm1xXKqD1+pG8KiCL4ZKG+R5axQnDiVSVOT//8/efwdJ1u9pfeDnuPQ+s9KX7apq77vffu+4C0JoCQlpgJVgWZlBICHY3ViIRbEaROxGECskJIW0qxAhFnYGZgaQMDOYmUHDcGe4Zq552/vq6vImvfc+8+wfWSar8qSpF925971zn4iO7s48J/PkMb/f8/ua5xmESTKxaLpOttVkv5ai2L6YRNE952X+q1tnowONbps/+pX/N7nWaL3J++55fu5H/zhPUgf81Nf+Ls3u6An6oWOBz+KjC/P/k5uf8NMPvvy5oobriTQ/9Qu/SLE+WnvvPATgV/9P/wGXZtxD79WaLf7Fu21+7eVHvv1xn05XO8Kx4LBzeDQJ3Z4L8HZneim1k+MQ4OHqLM1Gh/d7iamI9N2VEC+2olyd87IW7U9gtxYD/JEv3+b33ltFkSdH5f/if/e3WY9qR19sRj1//U//77kW9mm+/ytv1/lP//GvTfyOH1ua52f/3T+k+V5PVfnn21v87KtnPIufTe+bFJmq1CJksfGPfvLfxXvB8o2eqvIXfvMr/L3374beu2P38y6mXecXtttQDBJbhbMLqkfBME8O+2lZr8WM0IZ0ZbwOq1GRkcwixebFFsIGWeaP37/Pn3r48CRCupPN8dO/Mr4WdBJmHXb+2Z/6KZQBktvqdPijP//3eJ8Y7gK/4fexdjh8nmwGPe1uj/pAjaygQlixkihMTgPPuu38H3/sDn/w4Y3+YmoC/uo/+CY/96uTlVDuLAZ4+3F0M67TZuK//nM/yev3h/zVv/NbmtsoioTTZsJq1mMwKAiSwI8+ukQyV8FsNZDIl0nkp091D8JoUIhmTglrta59X+zF+vee12UhNGNnffs0wulxWEgfSTfZLAaW5jx82E8OEdBjSFNmI3SyyNLcDGtTaKP+DkIH+HOqqr4QBMEKPBcE4SvAHwN+U1XVvywIwk8DPw38Z4IgXAP+D8B1IAj8hiAIq6qqdoG/CvxJ4DP6RPT3ASMH0B+oNutKJ8fbWoOu/GUsih+jch1ZvkautU51jJanKJwdHHpqjXr7AEW+cqHvr0nXOVtprBJvrGPUaa9EK53RNUmR+ntE5RMAjPIcvQFZJ1maRVR+hHRXJlZ/TbObQxIsxOr9mkih+4YZ3TDZmARFcPC2eLZofbe2xaLl4p8lCSKXzPP8ysEGH4pVFoxXpkrhN3pNHLrJq9MZfYBXxbfkW1lq7QqXrSGu2xYxSNOlvF/mNzisnR2E/vHBy7EkFOB5dp+vxjb5j7/xD8aSUIA249//a2+f8B9+5ZemiiANYjOV4Y//rV+6EAmFfqRlUOC+2e7wldeb/N9+/lf58v/zr/Hn/84/4xtruyNJqMNkPCGhAJvJDEHPZM2+QYTcNpYDHp6sH1Ko1qciofdWw7zY6pOi9cMUgSNrvze7cf7Cz/0zft9f+Bn+yj/5FokxItbQb1gYhVK9yZ/8q7/EWmR4YsrV6vylf/61iccJ8NneIfna2exFpdXib756we/+hZ/lT//aLw+RUIBau4NBkolWSvyJX/+H1NrTp6E7vR5/7td/TZOEAiOjfPfngqQ61SESeh6pShWdQcY+IZp+Ley9MAmFfoTyf3r8mH/lb/wN/v7bt/z8kxf85M/87X8pEgpwWCjyd1+cLbP6S1/5uiYJBXiXSLI0Mzz2XPZ5zpBQAFWA4Ix9aFvN48gW+a//ydf5vf/Fz/Df/PLXieZGRxN/+RvvpiKhAMKEEpV8qcb/5b/4+yRzZW5fC3Pn+iw3r4RYveQjFHRisRpo9XokCxW2olnebSd4+TFKplJH1kkjieO0WL3kI1c8VVQ4jOeRxkQsU7kKLz9GkfUyd6+GcViNuB19knznWpim2uXFRmTIZWkQ00REdYrE4qyHD9+PJFQFeup358+kr1bVuKqqL47+XQY+ACHgJ4GfP9rs54E/cPTvnwT+rqqqTVVVd4Et4BNBEAKATVXV7xxFQX9hYB9N/MBERI/RVTtEml1gCZv6Vdq9yd2QojCcCuupNRqdGAb5Mu3OZI1AVRVJNYcHOJUuyeYuPt0N6u3TiUInzZJtHw5tP3AERBv7hPXXMUoG2r0tdMoN6qqRdHMNODt56JWbtI8iuB21xqy+TKGt0Fan90lXhes0e2ejnx21iyLVMEo66t3pJkefwUm3Y+abyf6qVRYkvpk64JpjAYQkpc746KVNdlJoj9bGW7Ws8qbYjxC79AbijTzblf651AkK123zdNQe25UYHY1UP4CKyq/GvsWfXu5Hr7pqj5/fHl2DiyqwYvVikg387e0n/bq79viBOtWYHEn4WmSHP/Arf4uf+Vf/EEv2yQR8J5PjP/yFXyJX+3yOWv/8wya/e2mBr7ze4qvvtqlo1LmNwrzbwbvi6ffWmm08NjN6RaI5ol7tGLIkcnspyJvtGO0jojtNBurOcpDnm6fRD1WFoNNOPH96D+XKNX7215/wc195yk/cXOIPf/k2jy7PDTVmTfq6YzJ6PjL6X/7614bI5Sh0ej2+sr7FH753k2i5xM+9fsHfe/9uKqctu95Ao1bhbSbJ//Vf/Cp//V/7gxOj5a1ulz/za/+UX98e7TJ3vrbSYTQQ9th5kpzciHKMw2KRZZeLdqdDTaNmVBIFDirT1+YNwms2M+dw0Op1+aWN9yAISHaJeZMNm06PXpTodaHRalOqNUiXqhMblo7xP33rMX/o9jXMOh2/+n6d/+XF+GZUk/HsXGBSFD4mteeQ7WIWSRSmLo0pN5r8rW+84H/+5kt+9/VL/Ps/cY97i6eKBk/eH/CXf+43pvosYKTI+yD8Hhu/9XKHcqlOvTm5vEIQYD+ao1Rt9GtG1y4mtXSMkN/Bm62zC656s81c0MVBfLy8Urna5MXHKIoscttvJ16qjIyAnsckIqpXJOZDbtb3L6aL+gMCjyAIg121f11V1b+utaEgCAvAXeAx4FNVNQ59sioIgvdosxD9iOcxIkevtY/+ff71kfiBIqImyQnCMt/OR5kzNvAoHu5ar9JtfabpVHQMEe2arJ5aodFJYJBWaHc3Nbc5Rke5R72m/bD01BbpVhy3bpVmewMARQpDe3yRdk9tku3IGCU3TfEa6Ya2OLqATLJ1NpJZbe9zx/aQp8XpHmBFsPO6qC3hkW7muOW8xOPMeE1WgGu2JV5mMtS6p0SycRQ5XCtk8BlsLNgsROujRcUlYXR3vt/g40PplCzvVg+4ZltirdQnoi21zcdy/zxZJBOz5nkqnTp71cRQg9ZXEk/4Y4v/BkZJz1dia0RqwwOk32AnaHRyWC3wodi/XlbZTFvt8sAb4llq9GQeqxexKCYqE6Jb28UcP/krf4v/8Xf9m/yu8NLI7fZzBf7YL/yipm7jKIQcNrxWC6IokKlV8RhN/OzXn1Ms1S9EQgEUjbTXQbrA3cUgrzdH3xuLfhfdbo/n5yaTSY2SNxb9vN4Z/tytaAadLNI6V3/b7al89fU2X329zYLPyb/zE7f5Nz+9htWon+r74JSM/v/+9L/N1bCXr2/u8ivvRqtVHEMWBFxmEza9nmeHEX4rtc+vbW1MLa4NYNXpSdb6BPs3Drb5i9/+Tf7ij45Wd2h2OvypX/1lvr6/N/Zzi43TyPmNgJdIvczr1ARRf435fCuX45p3hu1E9mQxcYybYT/P05PHBwBZFFl2u7Dq+793v1gkmahiVGRMJoVSs0HAYGM7rx2pFQzgMprwGI1YFD2KINLrqtSabQrVOuly9YQcZqs1/ubjF/zr11b5f/yvk0nem3iSJY+TvUx/LLge9PJ0X/sZz9Tq3An7eH9wschat6fyG2+3+I23W1wP+/j3fuIuqx43P/1XfmVkNkILkXQBs1FHbUQtqcNqpN5ok85XuHtlOlK5GPawHe0T75frEe5e+xxkVAC9UaabGf4tLptpIhEFMOplFuc9ZIo19AaZRauL3dhkFZpxCzeDTmY24OTjwfczCf2uis9npmlWEgTBAvwS8GdVVS2NUVrRekMd8/pI/EAQUVnQY1Nu8rSQptHrDxr79RxBg5vvFCN4dbe4bOjQaGu7HEmCMvI09dQyza6AXrpEuzs6vV/sjU9RdtQ6uXYRl7RAs7tHtTv8MMqiBYM8Tw87xY5KollE6lpQRJC6o2s+TbpbxGvDx1ZqPuWq5VM+TFMvKlyn2Rsdod2obHPPtcKLnPagZJYN+HUhvpUcnozSA5HBZKNKoSXxI75lNivaUZx6T3vRoBf11Doq7XNRzmI7i0FUaJzbr9Kt8aHU/w6vzo7f6CXVLBBv9ElytdvgN5PP+P3BH+VvDAjYm2U9K1Y/pVaTjVKKSPX0+D16M8l6Pzr2qnDAQ3+YtUyGakfjmAWYtdr5kJssgVNqNfnjX/kl/rMHX+Y/ufnJ0PuRfJE/9vO/SGqMX7pZpzDncmAx6Kl12uwXChxWShxW+u42yy4X7w+SLNmdRMsl7lwK8mp7OvIAw00Dx3i5G+PeSpBX58ioQSdzbd7Hq82oZmZoXAPKStjDx0hKc79Srcnt5SCvdkcf+14yz3/7D77GX/nlb/GvP7zCH/nynamb2Ur1Jn/y//tL/A9/4t/iL/7ab+I2G3EYjJh0CnpZRjw69ma7S6XVolCrU6z3I3VpqtjMBlTj9A4vxzCe05j9+bWXzNoc/Ec3h+eOWrvNf/zL/5jvRMZlVcAgSTTaHfSyxM2wjyexKFMZ04049LVUmjshP+8OE2euTa4zPmLsNplYcDjo0mMzl+NDbjjKeNPv47NE//dIOgFZFOho3AAqkK3XyNa1F2SSWWDGZMZpMGJWFF6m42z+VganyUi93ZnY+GQ98mLXSeJEy1D1X1L1J5Yv8UvfeYe+KbAyP8PGbkqzG18LPSDsd2i6HimyiMthZuewf543D9JYTDoqtfGfbbOeLb94uR7h9pUQb9anj57fvBLi9ab29t0piLbPbUXWS7zbSXBtyU88W0aSxD6Z/hgZy9NGRUSNepmQ38nG4ecX5/+dAEEQFPok9O+oqvoPj15OCoIQOIqGBoDjGy4CDAqwhoHY0ethjddH4gtORAVm9Dd5W2qQLQ//TkkIAjFSrRypFqyafpwZcZdW9yyZEgR5LF/vqiWaPRGdtESnO6xNqQpu0o3xEVOAdq9MQVBwyTfItA8xKysguKh2ZZKtMul6Higd/ekjYHCz3cixOmbAy3dGDy5i9w0e3QKZ1uhVqCxYeVuavEqMNw4IGpzEzmlkLpmDRCptnmlcA+inqC2KckIwm70uX42n+QnfFfZqG/TOKfjmmtq2gCHjPGul4ahwvl3kmn2VF3ntiDFAtl0k2+4f95zRi0Nn57Ce4ldi38St+NkoJrlmDyEisVaI8yyjPcH7jfYTIgrwMhchaLETUG1sFYfLCWxTyAIdo6uq/JdPv8Z6Ls1f/rH/3Yn4faxY4qd+4ReJl06JoACEnXZmrGYQIFOrcZAv8D6jPdC6jUbKpSbNThdJEml2urw4iHFvOciH/eTE1LrHYiSWG23X+P4wyZzPyUGyf59dmfVSKNd5sTF6Ahs1ocx5HcRypaGI5yDK1enqY+vNNr/0zbe830/gthrJWYyn333ctg8n0XL15P/w137jMZ1Oj1y5Tm4KT28An9XCy2Scjqry6VKYzxLTR5O0zA7+y8dfI2yx8fsWV09eKzWb/Il/8o94rlFreh4OvRGrS0db6vI4HtWOVVwQr+IJHswHebHX//5rwRne5s+OH6IgsOxy4TQZSder7OTyZJKjI/k+i4WXAxHV7UKOT0OzJw1TF0FXVUlUKySqFcI2GzFKBExW9htFDCaJRZsTu96A2BMo1htEC6UzYv1v4gnm3Q68ZhPPDsaf4/epFG6LkVzlYqUyAYeVgN3K2kGSF1sRXKqBUrWByaBwdzHMQSw/VerdZNQeX64u+XmzcXrslVpzqqhopjD8nW83o1xb9rO2Ndka12LSs58YTd7jmfGWr6sLM8TyZUrF/ljXPlJr6HZ7vNiIsDI3Q6FY0zxO0I6ImvQKAZ+dzS8KCf3edc0LwM8CH1RV/e8H3vpl4KeAv3z09z8ZeP1/FgThv6ffrLQCPFFVtSsIQlkQhE/pp/b/A+B/HPfdX1gi6tItEWta+Fp2dA3oZrWCZ4DAbdQi7AhG7lq/jNh5Sk/tD4zCFDLw3V6BFgJ6aeGkG/8YdfE2PSZ32CvSLF1xgYOuwk69Q09tMG6hEDKukmj004I3jUs0O8Mk2KhcIVEfHRXpqDXm9TXybZmuql0jJIo3qXfHR1ag30gUNKikmyJttYckiFyxXuLbychYMwgVFZ/RyV717GT1jWSc284lmsSodE4nqWyriEdvoNk7JRsrlhXeFkcTza3KDn6Di0Rjcton1kgRa6QQVIEZnZV/evgKk2TiTW5yc4RRoxkqVisiCyKf+md5nDhEHZjtz5PsafAPt9+zW8rx137PH4QO/LGf/0VK9QbXA16MeoVaux/t3C8X2S9PrsuTRZEZnYnNfPbk/8d4sR9j0eOk2WiTyI+u3Z11OcjnR0+2zU6XptrB67AQdNmmirRqRaa8DgvlZnOsdA3ATjzHYtDFbnJyuu7K7Aw7qRzzgmtqwmA16nl5GCPosZET63R6013HkMdONN4/j093YjxaCvN4SjIqCcOlDz1V5c9+9Z/yd81W7ngD5Ot1fuof/xLvUsMLR0EAj8mEy2zErNchyQJmUWE7nidyYc/38Yz1WTTGJ4shnu1G6cr96+gwGFhyOVHpE8mPhSwUpvo4Ag4L8eTZY3ySjHDZM8PHzOQ6fy1cm5nhsFyk1GriNfcb3BrdLhv5swtGQYSAx4rPZEEvSjRaHayKjr3U5LGko6os+F3ktqYjzJe8Lsw6He8PkiSyfbI173IQOygAUGu0ebYdRRIFbl4OUShUOUwWRn5eTaMR7e7VMC8/DN9zH/eS2CwGShXtRZzHada0x+ypsHGQZnl+ZqLd59Kih1djRPAz+Qouh/lME9Mx7lwN8XonfiZq2jq3QN48TGMx6rmxHND0qj+fRjYZFPwzNrYin+8e+p7ge6ft/qPAvw+8FQTh1dFr/zl9Avr3BUH4E8AB8O8AqKr6XhCEvw+s0e+4/z8fdcwD/GlO5Zt+jTEd8/AFJKIWeYaWOs9v5WLA+KhIsllixbxIvnVKYDpqh6elA+zyMjfNBpqtp4jCdKeh28vTQkSRZukMELd0uzByH528SocA6VaBfDMB9GtEPbpFUs3R5E8WdFQHuuqbwiwwTESbqhUtCahBVNp73BtRLyoJFt4Wp18pxhpJ7rtX2SlXUHuWk4akSbDJ2u47r/NpQkYnQYuFeKM/uaqouHQzxBv98zOjn2FjRLT1GB21g1tvIHGRRnIBuj0LG6UiS5YZnucmlzA0RnTKd9Qez3L73JwJEC2VyTb7hCfTupis1DEy9Rr/+Td/HXvVQFeCUqfF2/Tnq2266/WfRK9gOH21m8lj0eu4Me/n3b521EOcwCQcZiNBd1+QPZGdjvScr9m0mw3IskgyO905c5gma6JenfOynczS7HTZiKaZ9dk5HNO1fIzV0AxPDyJsxrLcXwnxJDKZaLjMRl6lzj6Lz3aiPFgK8SwxBVEZMf80uh3+o3/+D/mZ3/uH+Evf+DqNXoe7YT+yLNITVGqdNvlWnVStSqJXJlEtw1HA6JEvTFVpMe9wsF8oTD6GSQczgCeRKF9eXaBGm+UZF1u5HM+TF+90v+zx8EKjpKenqhQ6NcyKQnVKe9FjPAgGeZmM0Tm6x9azafSypNnkpAoQq5SJVfrEUBDgYTiMpJd4uBgiWaxwMOaeiVQn3+/XQl56XZWPGvJhXrOZ2Alj76PbU09KT65d8qF2tIXfD9IFBOGUu1xd8vF6RBq91mhz94pvZFQ05HecSCWdR7vTJZYpMhtwcjiixnM+5DoThR2F4Iz9DBGVZZFrKwFeaKTzGxpEu1Jv8nYnzp3VIBv7qTNNWIMRUbNRh9dtZTs6uvH1hziFqqrfZPSS8feM2OcvAX9J4/VnwI1pv/sLJd8kCWZeFA28LE5f19ZRPZqvFztlvllMk+ZTJGl6i79OL0u710KW+k1gHekWlc7A8agSOvkGyF8m0b3KWrXIRnWdfPvsBG+Ux0+iIdMK5QEiuqshpaGXQsSnKAmA43rR+aHXJfEWte507M0sGVmxLNHp6rF2llA6dlyKdap9hTFEJlqv8C7XY9l82qhjEPsRDEVQ6PYUmr3JdVP9xqW5qY4H4JLpMt9OxZElkc+SEe4655E1olKDSNbHk6S1YhxR6XLL3b+nIrUChgn+8oooserw8Mg3y21XAKdkJFIokShXeFyIUmo1p6vr08DDYOgMCQXt9FWl2eJtPMG9lRBaUnzxEeQy7LFzZzlIpd3k2U6U3XSOrViWq/NeZr2Oscc2SESNOgWX3UR0ShIL8GE/hc00urHt6vwpCT2GzzpZn9Nq1LOWOG1Aeb4V5VZw8hix6HXRGqqBE3i9G+eONzBx/3Hd15l6jf/2xTd4XorwsZ7mWT7KZ+lDnqQivMsliVZKtM85iomCwFY+R6ZZIytUWfFcXIZtHGYsJmpqG1TYzOWmrsEdhCBASxjdzR2vVrjs0x7DNT8PeBQK8TQRPSGhAPVOh8ve6T7nfijE42iEeq/NZ7Eou9UiwRk7DxdDzLscQ9tHy2VWg8OfLQkCt+cCLLicfDhIaZJQgE5rfFnM2mGKD/EMc7Mubq4EzkggVestQkfPWdjnYC+WG1sDu7aTwGk3ar7XnOCgVa23KNcbeN3DY74ggCqNr/s+xqAzmtNqZDbk5NWImtLGmE7/V1sxbDYji6FTtZHjiKjVpGPGbWEn9gUjod9D+abvJb5QRLTYljCK05NGgPVyHmHMz9yrJ1hvzJAR/jXS6lUq4gM68o8hKD+OrPsRdMp9dPIqkjgDRyn8Ti9Nu9dFEkOUVC+gRy/foyv9BJHuAmvVNFvVdSqd0WnDZGMTk6hN4iyyk0R948xr0WYOnTR7dkNpbqxV53mI3bd4dM7T3QUT74qjUxYCAiGDn1XLZVzyAodViW+nkyTLekqdJt+OJNhN9nB3wlw3rnLJGEQaca5rE6Sf6t02X0tkWTZfQUSge8S85k1LxBrTR2yLnSx6cXIHwWXLZb5+FL05tux8koqwYPZiV7QHaousJ1GfHE3Lt+p8KEf51B9GEgXmbGf1Bq06Pbfcfh55Z7lqn0HqCmxmsjyJRniTSlBo9hcGZlFPrFJmxmf+XLaWVzwe3uxNTl8dQ1Xh2V6U5fAMTsvpOfDZLSQLZwn4lVkvV+e8RPJFXu72JZnsRgO7yTxX5318OEgRzRS5sxzEPcKL/ljXU5ZE5gNOduKT0+yDaLY7rAS0ycXVeS/biexQBGwjksagjF8YXA7NUB2MxKh9SRu/bTSJtRsNvElrd0/3VFg/THPd49V8/xitMe5F9/1Bvhnf54FvrArKGVx2esgd1TMX200OOnmu+8YfwwkmLHyseh16k0yp1eDJYYRH/tAkDwpN3AsF2J6gY/osGeV2YPK4b5Blbgf8I00kZHnyM/QwHOJprE+K3NZTh6zDUpHPYlF2qoUjUho+Q0oNA17lBlni/kIIj9nMm904++nxKf7ImNT7IHaTeV7tJ3B6LNy5EsKg69/HLqcZu8VAs92h3hgfOW62OswNELdj6BSJnchk0pYv1RGkvr/7IG5eDZ0I009C8ajeeiHkAp04NmJZnVCik8iW2U8VuHsljCD0CbHFpMfltEzVZf9DfH/gC0VEm90Oj1MSTuke04aICp0aLv3K2G1KnTSvKlGQ5kg299ivr7NV+8DH6gYfavt8qOfYaKrstN3EeysUhXtUxWVq4jWy3TlinXneV6Ps1j7S6E6XVuyqHXzGWc33XDovHXU4AtoWF0/+LYt2IvXRXfxa6KhV5vV1pKNSBFm8TbV7tmbuOOq5YFql03XzKl/mW+kIH8tpuqqKW3HyLBXnXT52YlG5U8rz7WiUF9EirbKdS/IlrpsunYmWJurTRbq+logzoyzT6HW4ZL7Eu9JwOcI45FsFrtvDY7dZtazwL+IDEeqBGfRDPo2Cnlmzc2i/kMlxpv5zHFTgWW6fRYeNoMXK/Zkgn8yEWTQ7qdZbvE0meRKLsJ7N0OwOR0QkQWAr0x+gP2TTXF+akkAcwWc2k85VNGsbJxk5rcfToAishPokL+ToK0IoksidpSBzPgcfYinWoqkzy6CAq3+9j4X+e6rKq+0Y1WaL+6vhIUtO9ehYri30ievnQTxTGroio0goQLXR4npw9Lm0GvWsJYePpdJoYRF06DSsKAFW/B7qY4hku9vjIFFg1TU6KlkbkX62Kjp2Sv1J9VUmRtgynYmAVTkbLa51OnyopbgzRXR33PpWL0v43VYOisWTCPCTSJT7/uCFJhSzorBdnI4s7JZzuE3aC0QAl9FI2G7j5ZjSgM18dqyg+sPZEE9ip5E58wgL2T4pjRyRUhsPFsMUOk2CTisPFkMYJIUX21FSxclzwZzTTmFEzeYoJAsVnu/EkIx94XdFJ+NxWkjnppt73m8l8LjOLqqW5mZoatiFaiGRKWO1Gk4apWxWA9sXqME8TOS5czVEJFec2JDV6fZQJiwgjhuZLs16MBoUXA4Texdc1H7/QAW19935832MLxQRhb5X99cSSdrtu5jE6VJNte7ogdulm6PYjqOi8qp8iE3/cOS2Kj1q3TyZ1gGR+ga7tddsVJ7T6VYJGVYJG6+iF7WjP1ootCNDKWuvfp5o/YPm9geN04lVJ1+nq0FWJ6HS3uWezY8oGHhfyp+Lei6eRD2fZqPkWsONHSbVR1vt0VZ7LGukqSrtFi9SiaFoqUuy49Pb8eitBI1O5k0zLFv8XLaEuGad5YZtnpu2RW7Zlmi3rbQafmotO05l5sK/cbuyg88wTCQBls0LfCNxNsJ6Pqocr5VJVhtcdwTPvG5VJtckArh0Zm7bZ7ljW6BcU2n02uRqDZ7Go+wVC1PVol92zZAf0H98loxxfyU4Zo9T6CUJq6CjUBs1wU0m09lKje1MjnsrIXSixP3lEFaLnpf7MfYzBc19jr3aP0bTBNynz1yj1eH5ZgSdTubecugkAq2qKndX+g0KnxfxXJkr4VNieXXey9YIEnqMfGl0w9JqyDMkAH+M3USO2/5hEmfW63ifnUyka60O6UyNBbtD8/3yiO+9MjND7qjmuNnrYtXrJl5BURA0dTjbao9XpTgPZqe7l4Y/F1YDHj4eNYkOlgM8j8a45fFr6s1q4XpghlxjuuaxQrOB32FBiyEvOBzIsnjSjDcKxWaT1RntCPons2GeRM+mh8foJ57gsFTicSwCeoHFkJtGu0Nx5HM3DK/lYlaup8cGHqeFngQ6k4RikLm5GsRkmJwNane6BL1nszQ63eSG3UEcxPMEfXYURWIu7KJcO52LFFnC57ayOu/l9mqIu1fC3L4cYnXei99jw2YxksiVub7oP4nqjsN5j3ot2M0GrGYD9XYHs0nP7ZUglhGKAj/E9x++cM1Kx1grJrFU7Tz0BMl1347d9n0pzapZR0cdHuhNkv2MR9Gr8j63rY8oNx9PdRyKINNS2yQaffclEYmgYRlR0JFpHtDojV6lVjo5QqarRGrHdZ4C6hhbyP1GmiWbn043S7x5cVkT6Dcntbo5QvpH5JoKxWaOV/kyMNkFyKeb4XnilDRslJPoJUkzoneMnVKenVKe264AVmw8KR7QN14Yn0J65J1FlMzstNs4dSHmzU5Mco9aN0u2lRrrRd9WO4T1BpLn5oMFU5jPUqUhfceehvtStd3ibSbJQ+/8SRNTZwSDtCkG5k1uZBQS1QoHpQLJUv886USJXK2BQVSYtznYLxXG/u5jWDS68x8nI9ydC/B2goD2DbeXVwejyd205RydXo96s40kyTwfo9l5jONuVxUIuK1DdaWFSp0XlSghjx2H2YBFr+Px+mS1hkk47jY/JqGtCa47+6k8K2E3m8mzxMVq0PEhOb4M5MVWlLvLAV4O2E9eDXpHpoPPo9RoopREghbrSXPMMYqNxtCIvOxwDZkmfMin+cQf5smYBqjLTg/rae0oVReVx/kIX5qb5cnBxcaRu/NBnsZP9zlvc/s6keCad4a9cmFsg1HQar1wY9PbdJJHs2GeHp7eize8XnaLOSpTNjNpeb1/MhvmcXT4+jV700UIVz1u4rkyaaGCUFaZDzqxKvqRjX+D6LWnj1RJosClkAezQcdhKs9OLEvYY+N9poJFUShWGuhkkaurfiQEtg8yI1P177bj+GdsJNL9ZzSaKkx9HNAnwrVmm0/vLVKuNbixEqBab1Es18mVaiRzFZIjIrS3roR4tRkllilhsxi4tuhnO5qhOCIybNQpFEc0JgfcNnxuK+/3EzzfjKBXZNROj3a3hyyJXFnwYtDJ7By5RX0h8L3rmv+e4QtLRAEqnSZfTTS573qIKH+gpWrf+PVeC4duhUzz/ZnXRWQyzWFJoNflXW5ZP6XS/GzovfOQBBkGbDR7dEkeNRAJiPgNl1BEA5nmIfXucHpaHYhqzpmuEK2/H9pmED1xBZM0S7y2ob2BKqJIHmTJgyBY6KoKbbVLvVuj0snT7FWAHFalgCr4yLamd+kROy56Ax36xVaD+945Hk/QM5yzONhOFdBLCnqdPHGAF1CJVAvEayXuhYIcNmLkBzzg7UqAebMTiwK1bo5sKzFETPuNS5dYO3JhChl9vM42aPaGSUp7hKxVV4XPkhEeeud5Vzgk2+gfg0lSWDTPoBd0pOs19sp5smVtcrhi9/AunaZOB0EHczY7B6XxdaaiIGgKaavAh0qaJa+TnRHSMo+CIZ7tjCcX045z92YDvN9L4ndYz2hujkKudHovbSay6GRJkxRGM0Wa7Q6K24bHbkIURfSKjE6RUCQJWRKRJKFPMIV+rbKqqvRUlW6vR7fbo9Xp0u70aLbbJLIl7q+EeHOQmEhCj2HRDROS1fAMT6cgZpsHaWbddg4LRQyKzHr+YtIw2Wodv2zBYzSRGRBlb3a6mAwKtSNzBEEARjSAvM8l8ZksJ05M52FTRjdxHeM7uUM+nZ8d6Rx0Hg8XQ/3o3wAaGuUIa6k0y24XqUZ1pPe8x2Ykkrq4JejrdIJZu43DYomHoRDP4lF6F6iT3yvmGTR/GUVCgTMZiVE4JqHVVj/I8elciOdHjTeLQSdW3REhHXGI0Qn1obIkshKeQa9I7MZzQ4LsZkVHrNMlFJqhWEnQ6vR4v9sfi3SyyLXVACIC2wfpM6S02+3hcVlIpEuE/Q4OJxBRnSIxF3RhMRtotNocpgocZou43RYkQeDdGY3R8ZHk+kD9danS4MV6BJ0icXc1RCxTGjLO0GtETZfDHnQ6mbW9BLH86bzabHe4HJ5h4yBNp9s7sfKURIHV+RlMeh0HiRy5MVmRH+K3H19oInqM57kYbn2IWy7IjfCFL7SH06pew/KJTud5vCnvcMPyJWqt74z9bnmM9JNKj3Tj2D1IwKdfQCeZyTWjVLsFAFLNHVy6MJVOkVxrcnQo0gKX2EYvzyOKTsBIRxVp9VrUumUq3RzdTptJkk6S0GK9vMkn7ks8z0UnusCE9AGex4c/M90aH0m1Knp6DYFKq02FNo88IZ4UxsskXXP6WCv0B9NsSUbUiWf0OIvtGm8KpxO4VfazYHFhUQQavRyZZhwElVIni16UsSk2tgpQ0XI/ApojnJyO8TQV4YF7FgUdgl7PTinHq+p0NY3mgchmrlVH0AvMWu0cjtH/vOKc4UNcm9zUOx1yujoeq4lM+ewi4obXy4tpIpdT1At9MhfmxXbfxSSSLXI97GPtcHQkVieLxAYmkGKtwZ25AG9GpN3nvQ6eb0a5FHSTLdZIFaarbzsPWRK5tRRAAK6GvfRUlY1oeqIX+Yf9JA6L4aR8YZpo6DHqrQ4zbTAoMjdCPj6bRprpHBLFCnMuO2199wxZc+gNJ0T0gT/Ek5Q2Sap22lyyuzWJ6Ki0vBY+yx7yyXyYlwfxsR3PD+aDQyQUoD4iErmVzTFnt6OXJFK1s/fpdZ+XV5MsRkeg0e1gN+tZsM/xNHExEgqQqlVZ9bjZyuTGklCARKXMaMdCWHGfJaEA77JprEY95XqT3aMmpYWAE7tOz9tzhDTksJGKDAcn9IrMStiDJApsx7J82Nd+7u4sBU7kkvQaqfVWp8e73f551inSESmFrf0MjWab91txQn4HHpdliIg6rEZCPjuKTqZQbXCQyLMRPTsmiYLAfixHoVwfqet5HjaLgS0NYflWu8vLj1FEAW4sBag2mifNRvqj5kJRELi26KPWarMZG734M2soaXR7KhsH6ZPPWZ71YDXpiSQLpEeI439PcNw1/zsMPxBEFCDbrPDVOHxp5hNawquhNPz7copbVjPN3uBNN/6Cv6tsc93yJepjyKgkSjBVEEY9ib6qCPh08+hkK/lWDLviwCq7idT7JQYylqOIpp2eaqLVk6l3VcqdFrWenhldG7X7TRAuKlJ9CoE6IPChvM0NR5idcolyZ3TNaatp4USccAAH1Tw3PUHeZoaJmSgILBjcvB1o/tjKFCZGRZWBhpC9cp4fD63wsaG9wAAod+q8LQw0GcheFs1uTKLIDZvC80ye3Bg9z0nSUJdMXrZjVRyGHslemc4FCr8j5bNEPdusIeghbLURKWtfP4s8vrYpXatxyenC0GjSOBJ8DtmsRFKFqeRTxskECcDDuRDPt85O0JPIa8hlZ++cvmBtTPPOsXj+dizLjN3MnNfBwQXTg3NeB4Ig8GIzyr3V0AnpNekVriyMJ6Xtbo9bXjdP9vr3zbTR0GMcZIo8WA6xN4WG5MjPyBVZnnHR7vVOGpUsSv/aO/VG1gvjifGbbIL7vhDPz2lwjkvLa+FJNsL92SDvo2nax2U2A9zrdsjHMw2dT4BWr4ckCJr33UGxiN9iIWS1Ej16DkQBSp3pUqQmRSZoteEwGhFFqHRaxKtlXhcTfBII0dX1MOoknHojVkWPUVZQRKmvutFTaXY61Nptis0GhUbjpHHPaTbyiXE8CQVodrsErBZNW90Vt5tE/iwJhX6N/KfhMM83Tz9775iQ+p3Y9KcR0oDVQurIRc9kUFgOeeipKluRzAmBHAWbUc9+9HSxUZiQdm61u8OkVAVJFClVG4R8DjxOMz0gmS+TyJbJ7Y3/zEuznhOB+62DNLN+p6Yg/iAWw25ejpBqgj4He7fdf45X5zxIkoSik7h7OUQ0U+Lt3uQFTL48Pst3fI5PjinkwueaTobwtwU/TM1/8fGddJSwaYVL9gqFzmnkraN2sSorNJuvADBIVpIn0crReF/Z5qrlSzRbj0HDJUecoDupBQGVTGsPWmASndQ6PmJ1gUz7Pvl2mXq3SZ8kF+Cc0PFdxwLPC3ssmR/hkdfpqJPdP7TQVWvAUdd7NYLP6MLSMRKvF4a2nTOEeRIbHQ2TR9xFD92zPD5nkZet13jkCfOksKe5j9tg4n3u7GDzLJFiYcZBdoxxwCCqnSa7lSyXLGFKTXDqnDS6kB1BRqtjJsY71jnexvqd7el6jRWnG+TCWNJ+jLDZzmFxmKhkmjVmDBCy2IhWzr4/Ki1/HtuFHHfmA7zfSmBSdCgdkfKUHtWjSKUkCNwJBXiu4RKzHk2z6HWOdJtxmIzA2fc2YmlmPXaimbPR30W/i90BG8B0sYpRJ3Njwc+7KSYaSRS4fSnIm504naO61M6AHWit2R4ipV21x0Y0cyZ1f5gqINKvG5wUDbWbDAQdNsx6hXanS7JU5e1+krq+y6zNisdiRq/0F1iZWo1YqTTV+nQrneNqwMNGJUur28Uo95tNllzOodpQzf2LWVwG45mmH5s8OS1/Hs9zMW4GfewmCv0o59FceMXn4X0+PXaBY5DlkR3/iUoFl9HIot3JbjHPvVCQJ+dMMGRRIGS14zIZ0ckS9W6bVL1Kolpms5IFjcc2Xi1xye1kL1cgWp1c4y5I/Wvo0BtQdCKNVhdFEmlP8D53W0xDRHQUCT3G62wCu8kw1LS0l+k/H/N+Bw69Abkrcmc5SKvTZfMwzZvt6WtmLwVcvB4Qjz9I5keWwpzHICm9tRrE6jSyuRbhMHuxUonBettGq0Oj1cZuMYys9QSojWjI00IkVeTygg/FIJEuVEnmJ/cxAOwn8ljNesrV6Zp5HWYj6ex0n/1DfHfwheuanwaRWoFvJnrYxQeIA/adyebpMt+jW0CdLpTJh8o2ivKJphWoLFys27C/jw6P/iYdHvDNvI3PMnoOqjpijcwRCdWGJAjEG/1BfKca5WMthEG6fOHvB2j3zhKgZDMHQonLNt/QtqXa+IntXSHGrPWsMsE9d2iIhB5jM53DMELrc9nmHoo41rsddJ3pxKj1oswt+xKdnsyz3B4q8CYfodpuc9e5oOkQVO00h14VEHhgWeLZYfJMM9ZmPotXtGOdYrIPmkarNaQbNdpSm6Dl7Eq8r/04XcToVSrO/ZUQq3b3VG5Bx9CSdDIoMte8Xl7tjE7t282jVQO0RPIBfK7hrmCHZViGp97q8H4/wf2V8dJbQbeNBZ+LF5vRExIKfbcVLRyT0ve7SRRB5PZCgBvzfnSyRKpY5XrYx2p45kynvNti5HrIx4PFEDfDfmasZoq1Bh9iKZ7tRnl9mCBRLNNsd7AoCrFimTfRBE/3Irw5SBDLlND3JFZsTh76gjwKhrkx48UzQn7oQzzDdYcXSRBQRIkrLg/PpyCh0K/THuzCFwVhoi7nKLzNJwnOWLDp+/f2gsvBYa1Ia0wzIoB+1Er0CLl6nUy5ym2vj1y7xi2fj0fhMHdDAebcdtDBXj3Pi2yMz5KHvM4kiFfLY/NVBllhLZ9i1mnTrPc9D1WAQqvBXrlArdvhaTKKzaLn4Vxo7P7nJccmkVCAervDpfBoRZf9TIHX0QQoAh8P06ztJScS4kEsB9282Tz7nLa7PWYD2koho3BjOcC73QRvN2LcXJlsuDCI47T8INK5Cl6XBWmE5rHdapjKatNi1HH3SghBEnmxEWEn3jfJuLkcxGOfrErTU1Xm/cNaqechCHBvNczrD9HvryCkqn53/nwf4weSiEI/6vONZJxK4yYWsU+uPlaSmKT+DVo7qtGcFh+rOwjyA4RzQWRpCp/6Y7h0SxjlT3hXnuPXUyVeF9P4dJd4V4j1yZxhPKlctoSpdE5X58V2iceFJor0Ixf6LQCNbmno4lc6dVLNKPddp/qmi4aFiSlCFQgNiH0vWV2sjahxBMg16tyyDcvHiALsVbQn0deZJMvGRc33AGQkbtoXkQUTz3L7lI+inMe/sdZt8Ty7z6zJw6L5rCSUKqhYBpo7TKKOa7pZPhth67iVz01FRqsa9nSDSDWqdKUuAfMpGbVOcNxSRJErTg+f+me57fKzkc5SbjV4uBhmwe0Yu+8x2ueIhd1oYM5qH1sDCvDuIIlnhDh9qaZNBDfiGXTK6TMiSyLbcW2ZHRV4vhXhzqUAOvnscyUIcG85RLZY1dx/mjqvU1KaQCeI3FkI4DaZ6AkqDxbDXA/5cJmNZCt13keTPNuN8jaSIK2Rmj2G0zjCpabTZSeT58VhjGd7ET5EU+QLdVySgeuuGR4FQjwMBll1uTEpMm8Ok9zzBFEEkYbauVDl44t0jDszfSJx2ekhW//8jRgbpSx2px6jTqGkNimPIVzHMEwgonaDgWs+L3aTAY/FzMdShs9Sh7xIx9gvF2hrLIwmQX/kVvaxkMFvN2PTTR8Flo8WTel6jceJCB2lx8O5kKbrljCgO7ridk0kocd4lUrg0lhwHUMnSzzbOsQ9Y8FtN4/c7jxEUaDd7GjyCtuYheJ53FwJsLaXoNvt0e71WNtNcuPS9GYxl2Y9FMrD99nmQWYkqV0IuceWBVlMeu5eCdMT4MVGlEq9iSyLJ8/2m+04lUaHe5fD6CZoi0rS+IYpWRK5tRgcaXf6Q/z24geWiB5js5zmecaIS7qLChjlBRxKcKrGoPPYqu2iyvcQhdMVtDRBa84ie3DqHpJo3uAr6S7fzCapdvsERURifyAj8D5fxCKNrlUxaFytrtrjcT5CXf1xRGH0wHceKj1cGoN3R+2yUdnikWcOEYHklBmL94U4Vp0Oh85ArdqlMSFFtJnOD0VFb7j8pMZYaG5kahjFs8csInLDtoBFsfE8d3Cmux6Giyl2Kxl2y1nuOBYwS6efdUxEAwY7zo6T16nxpGwSGTXKCh+n6KZONiqoSg+/2aKZlrfr9dye8fOpL8wVmwepLbKRzPLkIMLbRJJCowGiwJPDCLvFAkG37YiUjo6ODEZffDYLdknHdmKyq0qn12PeOxxpEIDYiLReqd7k6txplP3yrHeijMqrnThzPsdJ5NTrsLASnuHFVnRkE1K53sR6Ad3AarPNVixLulCmWmmRyJd5H02Sq16MxE0TjRtEsd5gPZHm2X6UF3sxthNZWtUOIYMFsQEzookZnZk7rgCrNg9+owVlivKfw0oBq04/Vbe8IkoEzBYuuzzc8wV4FAzxSTDMPb+fKx43TbFDQ99i1m3jTsB/Ui4wCqNE/hecTu7PBqnSIt+u8/WDPZqtDi7ZyC3PxRzyhr5TPP3OrWIWl9WAyzAdETtPhmrtNo8TEVKtCndmAyy5Tu/xxpE8VZ+EVqYiodCvL10Ijo7KBexWej3Yz+Tp6lTmfdNFM+8uBTkc0WnfmGDReYxbq0He7yZOz4Pa76L/sJ/i+pRkVEsG6xiv1qPcvjzsADYqLW+zGLh7JUyXvjB9daDEyOeynSkLqbfaPN+IYreZubE0OoobG2MVbNQrrAQ9vN2Y3Nj524/vUjT0+zwi+gNXI6qFRrfNVxMpbjnuk2ikWTS7KbQ/3024U9tj3ngLXe8dXbWhWSOqCAbsustEGzIvshlUtDusfbprfGugyabUrrPILBXWhrY1iDoO6wcjj+tDeR+f/iqLxgyt3ujtBuHW6ci0tCNZa6VNPnHcJVqUcLut9FDpql06vR7NXodmt0O926LWaVPrtKh323ziCVEodlgrTCZguUadRzOhkbWiWsg0aqw6F9lqrYMqcM0+S7pR40V+9KJCKw3dQ+VFbh+Xzswth5c3hUNMssJVS4CDdJViszDV8Wzlcyw7XCAXh2pGV20eXk0gs8dI1MsEjFYe+EJEM2Xue/tWqalyhcNikbcjpKGO4TAb4aj+LFosET2qSw26rITtdjLlKruZ0/rN41KDeZeDerVFtDx9x/p6NIVJp1AbiPb6HVYSY2qsKgP32HS+VLAVy7Lgd3Fl1subndhUXfUem4Vyfbq0tNmgw+e0sB7J4PL0U++fLIR5HomOjdqch1GaLCA+CTpJYtZpZyuVJdepU5ZbxOtnz6dDb8RhMGJVdBgUGUkUQVBp9bo0uh3KrQYrDgeJUoUFmwOrXo9elpGEfgNIo9em0mqRb9UpNOrEmm1izdGTtc9k4VW2X7OoN0jccniRexKbmRzlc2PGIBGVBIEbfh8NtcOHXJqdKsiieHLPtVpd4tUK8WqFu74AsXp5pATVOMjnxt29cp5Zix1JFEnXxjerjKpn7aoqL46asq4FZpCRyFVrFyahx3iRjDNjNWtG1J0mI9Gj+v9suUZN1+Lqgo8Pe6Of9Rm7mfXd0e9PkmCCPgl9u32qkCAKwomucLfb4+N+imtLPtZ2Rn+PJArsRcc/Z++34lya9bB92J8L7FbjUFreYTWyGHLzYT/Jiw3tyKTDatAsO0rlK6TyFS7Peak3WkO/PZWvEHAPj0tOqwm7Uc/H3c/n5PZDfHfwO4KIyoKET++k3dWxU1jCJOSQRTuS0EEQWqDW6Kk1emqJTq8EwvhU0X79gLDhKiY+0j2ZWgXcumUqXSevCjlqvcLYzzBJVl7nhgnb63yUL3lXOGxsnnl92RJgb5R26BGSzQyFto57jgc0O8/GbgtgH+O57dcH+a30AYaWm/3S+LCoKMiYZB1KW8HV1vPIaSDWLHNYG1+3uJHOYTQo1LttfAYL7/OTG1VeppL82Oxl0u0Cr/KT6+ha3dFRglyrSi5X5Zo9iKPj4Zv7MSrti002WwVtMqqI0z1adsXAstGD2JXQtyT8BgsvIxcT+hZHpKFipTKxo2vXJ6U2MuUa+WqdKz4P8XSJypQNTseoNFrcXwrxYvv03M/YzGOJ6GY8y9yMnWKlwfrh6AnA77Lic/Y1S1OFCulSlVK5zlLAPVUTk9U4XXr2mIRuHzVMzVjNpEtVnm1FmPM4kPUiW+npCO2kjMg4KKLI7XCA3UyOp/tRVrxuPhQy3A0Fhohosdkcqcl5jLDRybzdwVYpw5tx8k1THHJp4LuavS6vcv17UlZErnlmMAk6dnJ5cvU6siRi0+u57PWwVy7wMnv2/r3vP5V+WkunmXX15cteJRMYZZlPfWGepWIXUqPQcj06rBQJmq34RTOJyuhyivwUpQtr2TQC8OXZBXqlHpELNvIAtHs9wn6HJhE97z5Vb3X4kExydzXEyw3tcc1vt/A+O5q0l2oNwjM2YmntBcbtyyFeb52thxRFgW739IVOt8fmYYariz4+jCC9l8IeNvfHl2t1uj0y+Soeh5lMocp8yMWro255p83IfNDF2u5oAnoM3Zg5CuDjYRpJFLi7GmYrkj7j8OT32M6MS0GPjV5L5SD2+Rp8f1ugAp+jVOWLjh8oImqW9Hj1DkyyCRGRWrtDplkjWS9RrJeAErecAX7xMM+P+PQc1AcHTAGwI+DAJBmxyEaMkg6DJKMXRRQBZLGLSBuBJpl2FafyCL0qYdcFWCvVeF6sANNFwYwsUeloR/I+5Ct4zRZqA65MKtN1ADZ7Lb6TS3HH/hOIvW+DMJqI2WTtGcki2zgo9SPJV1zGiUS0p/YjQ883k1yyu/gQS6MCQbOVWbednqxyUC+QbJwdkPMDUdFFm5NUevh79JLMksWNVTJQrLbYyuSJW8BptWOUitS74+sw6yO0Q48xZ3JTrkq0qy3q5Q4hi50ZsxmDTqatdsm1akQqxbF1bFpk9GCEg5KEyKrFg0M0kS3X2Unlean275kZk4lMtcYtv49kpUqyMl2kqNyZTCYHSemPh+fQNQVUu8p2M3vhrM1htogonMrdjUrNDmLGaWHGbuHlUUe+JAjM+Zw4rEbanS6RTJF4vkx8oDP2/nKIFx+jFCoN7q+cCoWPgjLFcZgNOvxOK1sDpQgm3WlU8yBTQBQEHi6FeJtITkx3fh4LZ1kUuRMOsJ8r8GxAMspi0kMZXkXjrARcbJambzq66w3wWeSQG14f6XKdR/451vIJyhdcWB0jW9cmch21x7sjjV9RELgV9uNRTGyXszxODpMKn9nCm3OaoUGz9URHt97p8DgaZcHuwKCX+ZCbTst1FJeOVcv4jJaR8mgiAun6+IgpwFX3DO1ul/VMhky6hsNk4JYrwE4qS7Y2ffnGy2QMn91C8pzvfLs9XGLSVeHZQZQHV0K8+niWMN6Y9/F+e/JibMZp1SSidy6HeLU13JQjCsJQy26702U7kuHygpePe8MLR9OUJTDFSp2FYN/+s9Zs4XaYmPU5eb+XGEm2z2OSvjX0Sy1ebEaxmfTcXQ3zejNKT1VpD5TxXAq5yWQqU3fS/xC/vfjiEVFVwK234NLZMIh6ej2BcrtJslEhVa2RquY5LyMzCL3Spdns8O2kyo/4Fjio7539eFSq3RrV7uTBasG0TLRsotFtMWPU4VXK5DqHdCZ4wHuUEM/So1eChXaNRXGeWq/vsmSXzRzWLlbT+qq4x5zpPgHdDu2e9uBulIZnURkZtT1Dptnf52Mlgl1noTghLTUvuXjZTvIuk+LRfJin+1HS1Rrp6ul5nLc7CDittIUu27UchVaDj6ksFpOO7XKfGGgRz/fZs9czUavwJlshYHFybUbPWnn0uRkls2SW9VwyhvgsGqer1nhotqIC8UqZ+DnrRUkQmLM68JhM6BSJVq9LplkjWinRPapCHSSjbqOJ3fxpBCVgsDKrd9Ju9tjO5PmY075H07UaAYuFN8kkRlnmk3CI59HYxME4OqWWpQQ89IZ4vh5hUbCSLJfxmQzMzrqpdNtsJjJnOtFHIVWscHs+wJu9/kKu3ppcm7adyHIt5OPeSohKo8VBqsBOMjdy3SaJwkktXE9Veb4R5c6lIO/3EyM7jLsTurtNegWfy8rWuWYn9VwqvqeqPN+O4rNbcHlMvI+PjuK2p3RygiN5rHCASKF0hoACmHU63mb6REMF9N3pU/6XHC4+pNOAwLtUimu+GZ7EIjgNRj7xenmWupjwu0mWKY4o2RnEDY+PSKWIZBRpjDj3PouZZPUsCfuQzGCQ5JP6S4C9YgFQeRgIsVnKUmiOryMe90gk6xXcBhPzdjv7xbORzBmTiWRp9NgettrwGEy8TvavxZLDSQYoNBp8FosgiyJ354PkK3X2spMja21VJeCzDRHR/Bhnn2d7UW4t+9nay9BsdzDoZNJjIqGDUDWsj+9cGR1lFUVtSt/qdNmL57g87+Xj/un9L4kCe5HpF0h7sRyf3pijLarsJHJkJiwmz6N6gYxNqdbkxWaUWa8Ds15hN5FDFOHqvJ/tvTQtDfL/fYnv83rO7wa+UETULBlRO2YOmk0OmG7lPAi33sRWpU8Am70u30rW+TH/Ivu13Qt9jiLIuOSr/K8HKSDHbccs30z2yZAsOFi0uPEZdUhShXw7Qks9O6gWGlZ6jF9Vv8xF+NS7TKSxxYLZy3b14pIsB7U4uZaHWzYvjc6wdahOHH4wvcoqz7KnJLnebXPb7+IbB6NX41fsM7zcPGUUzxNRlj0uts413sSKZWLFPskTgBWXG4/BjNOukKOGW7VpEs9BGGWZ9FFDU7xSI16pcd+/SE3OkWwMp8/K7eEJ7ZZ9jo+pCt8aSCFKIwZk6K/KI6USkdJZwqeIEvM2B06jEUWWaHTbOGQfRr2EzWbG0FOIFSpEYyWSE5yujhG0WUlUKtQ7HZ5Eoyw6nSiCyEZ2dDNRodnAZzKRGxOpcRgMzClWXhxNBIe5ArdXgrzcjZEr9q+31aRjcc5HR1LZTGTPWPGdR7lxSlTG6fv5nVZCThu70RztTpf1SHqqyeX6vJ+355xaXm3HWA65yRRrFDSaiqr10Z9r0iv43TbNjvtR+yWLFZLFCvcWg2xls5Qaw+Ss3pzscS4Cd2YDJIoVnh9q16ZfCXh4PCDZ9CGV5lbYx5v8+AyLx2ii1GieIYLHmqr5Rp2nsToLdhdmvcy73HTZmhmDhYPW6FS0RdFxxTnDs2T/eJfM2lJFd3x+XiWHx41yq8mDcJCnyfOkROBZPIZNp+cTX5inychI+jwpjZ9t1Ojqeyw5nezkT8cTp95EkmEiatfruezy8DIeO6mxBjCda9Tq9Ho8O7I0vhr0oBdk3seSY3VWXybjhJxWYkfPiSyJJHLjF49vDhNcCrooZOtc8rt4uT5dd3cqf5aw3r0S4sWY6KNWicMxmq0O+4kcK3MzbB65El2a9bC5N3ruFYC5gBOX3USr3eUgkafR6bIVy7IS8qAoEtvRDJUxz+og0sWL1w8f14veXQlhUWQev977YmW7fwcS0S9U13yp3uKyMfS5GwRW7e4zVpGtXpffildZMC1N/Rl2xUa3vcxXB6Ike9UMTl1f1qaj9tgsp/lmKsrX40XWsna6rau4pTv4lBXC+utslqcj0RuFGkbRpOlRPy0qnSrfyVWQxB9DVc8OOpJwdmJdNFw9Q0KPEW2lTiRPzkMUBDrFs+91VJVKr4VZN/o6qcBersCzvSjFTId0usmHZHainl7AZh2anJ4n0uzG4Zb10pluWoOonHFwmjW5mVfCfOsgTaZxjshoRBImod3rslco8DIe58lhhFKxiSEjY4jr0Jdknh7EiJYudu3ON7/t5vNs5XM8DI/XO/TZR6stXHI4sTRk1iOn950sibzeiHFn6VRGq1pr8W49xvr7OFK5y22/j3vzQeym4W7knWSOlaAHu8lA9pyTiSSK3Jz3cy3oJZUu8/JjlEKlTr5cw2e3YNP4vPOo1rQnqq1oFkUWmZtxDL2XGRHpMukVAh5tEgqTpZ9e7caQu/1o5nmUxmi+CsDdcICgw8aLw/hJaYQWsq1hYl2ptJHGFHTqJQmnzjjUnLORzXJ75rT7ea+Y530qzR1nkLB5tLbtMez60dfnhtuHWdadkFDQ1pA1KQqxEc5hwIm1qhZKrSZPo1FWbB6W7Nqd5+clyDS/o9kg3aqw4jolyuZzxFIRJR4FwqhdeBqN0jkXHddJo2M1HzIZXqUTeF0WHsyHMCra411HVfF4TqWh/HbrmbrMUUgWK1xd9aIoEjdWAsz6HMgTZIti2RJ2S//63b06noTC6IjoMRqtDoepApdm+zrOJv3ZMUgUBRZDLu5eCXN1yYfJqGM/nuflepT32wkcViOvN6KEvHY+7CZ5sxGj1exybd7H7eUgljFpfotRR2GMOP4gFFlkMeDi7kqQ25cCBN1WXm1GqJQbzPoma4r+EN9bfKEiogCf7SWYtTsJOlW2KxeLimbaw81BbbXH1+MVvhy4xF5te+z+IUOY1xmJVONsxK7YrnPTESbfGp4I+8Q0w+bRHLRiXCBXNGORdVh0ChZFwShL6GQRnSQhCSCKINCjR48ZJUy9u4MiGGir0z2U56Gi8rRwwKrlR7ALb+lyPEHU4UgHddawwGdp7ahdplnmfmCJxxruSvedYV6sD78eq5S57w/y8mByJDBdrtLrqpgV5UTaahQcRj1ocJRGt8vXdpPM27wsugU+lmNYFQOVdhWTpGPFFOazaIKOqk1Wuhf0rD6GiMBtuw/KKutbaZKUeLAY5t1egpuBGerGLlvl6aPZqepwBKCnqjyNRvGYTCy73byKD59Tk0F7ErzvC7Cxm6Z5rtZRJ0t0Oj0+7qY07TVbrS4fNvvRLFEUuD7vwWjRs58rkC71iZtOkQk6rJTK/fvSa7cw53GwG8vyfms4EqZXZD4cpAjP2JElgZyGDiHApYCbncjoCHC6UMWoV4acmAqVOiaTQm0gSmnUKwTdNjZjYyLKlTo2u57SCFF86FsoFnbi3Jz1kaxVTtx28tU6gr4vmD6I20E/+Xp9qsazRbeTTQ0R+v1CgXvzQZ5mtMnEdbePFwntzy/W+yYNg3f163QCRRR55JtlrZAcWT9q0CBfJlnmutvH08R0qdWbMz5Nb/pjbOVyLM+42Bojvr+ZyyIK8EkgzFo+daaRsDkFEQUot5v01CJXPB7WMxnkgSahu74AqUqFJ2OsPs9352shWi4TLZex6nU8CIU4zBZInmtQepmIM++2E8kWcZmNJBgdcV4KuLBaDKxFU2RqdYSmyl4kR6vTRZIE/B47LqsRvSzT7vQoVeokMqWT1HPI62BpVubFx8lR1FFGFINoNNvE0kWWZz0cxvNcmnVjMxupN1vsx/LsRnOA9nU0GnT9HgLd6T3V7nRPGqEUWeLavA9FltiKZs5kSzxOCyUNJzdBgKDbjsduQhQFCuU6kVSBPY1nvFCsk81XuLLgZV2j3vX7D+oPvea/KDgsllHKAp8sLfKisDdV/dNVu5dYU1vWqKP2+Fq8xO8OLLNb07b9XDRd4Z9HirR72kTpbSHCLWeYN/nxD3+yVqWnQqndojShkeCGI8DLQoF5n51ku4Vd8eLRW7Dp9BhFEMU2Xeo0ugWqnTzqhG7/jcohbt0Cq+YKze4OXbUC2HHJbtZytbF+4i1xmCBZFT27h6MH1OeJGA/CQV6MmYxNisJBPk9PhTtzAZ6Ux58/RRk/MeyXyuyX4FFoCb2hjUdxs5mu8M3ceELQmdJl6xhmSeG21U8iXmJ9RA3hZjyDIMCXFkNstPJkm5Prjg8KRax6PWWNDulMrUamVuOG30e2WiM+4GPfOaeYelwPOioiIh1FVpqtDt1mD5P+LIEbRK+nsrl7uuhbCblwuMwkKxXmnHZuzPlROz3WD1JkMqNTacqRSH0kXcTvsuJ1WDRlmcZF0o9Rb7ZZ20tyf+Wsr/eM3cL+0eRl1CuE3DY2R0RCB+FzWMcS0WO8P0xi0ik8mAvx4iBKu9vDZjRQbPTJ+M2gj0qzxevY5MaSY7hsRjSyxQAcZkoYJGmoBvPTwCyfjSFQe4UC90PBIR/6dq/Hk3gUh97AJ14fz1KRofHzPDm56pqh0GiMJKHquf0vOZ08HUNCj+HUTdY97qnwNBbFYzSxOuPhRbr/e5pj1DDOo9ppsV/NccPrpdtTWXG6kRA0F3TncRFNhHKrxeNYFEkQuD0XoFZvsZnu33s9wOk0EckW0YvDTXUGRebKgpd8rc5WKgcZuD7r4/1BkjmbnSuLXt5sxun2VGLZ0pBOpigIeL02XDYTMw4rX3u2OfQdWpgUET1GvdnGZTMRTRTIjamxHcTVJT9rR1aiuaL2olOTlCoSm5E01iOBfrfNRMBtRS/LVOpNoukisXSBWLow8RhqjRb1ZoetvRS3V4K83vx+1A79Ib6QRBSg3VP51laC674QRblAujm+lsSml4iNCbZ1VZWvxov87sAKu7XTh1gWZDzyFf7pweTo634li0MxUWhrP6gGSSFWKDNxeFPhE/c8T5L97r/VdgBIU2zXKba1HmgRWeiTVJfehFmW0IkqgtCk3StT7eZoHkUCs60CT9syD5yPaHXXMIg+ig0L5c74wvudaoprnlnWBuo+r5v9PI2OH8zXcilCdtuZuqtBLDgdfEj0z+2rgzifXgrzWW70JNZWpyOMG5ky9w1hqvU2erENE2pyW73pPjdktLEg2Vk/SPFyhPNSb4DQqyq83Ilh1in8yEKYZ8UYrTEFS6oACw4Hb5Oj6/neJZMYZJlPwmGeR6N0VZX8QGrXYTAwO1APqgVlIMUXz5S4sRzgzf50daz70Rz7RzqCC0Yb6zvja+SOIQ9Y/yVyZWbsZoJu25lJ1euw8H4KqSY4bmKKcPtSkLWjJibbkYSTUa8Q8oyPhA7COkag+zxqrTYvtqIs+9006KAaRMJOG412h7caWYNxMMgy78d0iqerVR7Oh/gsc9qQd9cb4LPoIZPGkXixgiKKmooPhWaDp7Eo8zYnVoPC24H60ePyGIMkc2vGz9P46FpN4MwCVhQEBMQhIwktvEsm+4uuKRqjMvUamXqNmzM+8u061RFaoIMwyQougxGrTo9RUjDIMhZBx6t4jKkdNT9HcKqrqieR6hW/C5us510syctEnEszDjoDTTOzM3bcTgsfY2le7J2SJFkUyVf6z7TVrOfVbpz7Y6SdeqpKIl8mkS9j1MncXA7wYSc5sflQmJJq37sc5um7AwIeG/HM5HIjWRLJDUSFDxM5zEbd2DruQVKqUyQ8NjNLASe7sRy54mTnNC1Ujrrku12VN+tR7l6b5eUUkeLvGVRQP48UxxccX6gaUS28T2YpZSRuO2ZHbmNV9OxUJ3ed98logSXTKgA22QqdZf5FfLoSgGK7zpx5jJuGwYE64cG3yDpu2kN8loicTO7Pkwk8yvg6l47aJdEoslaM8zQb4VvpKN9MZXicafIubyZemaXTvopJuINDuslexUOt92U8wjKHtel01ZyW02OfMzt4qZF+PY9ap4OiF1FG+A9b9We1H9f20yyZR7uMFDWaj87jhsOPPqmjXuryfDtOarPB3c4cN42BkaWgjRGR7mPctHl5oAQo7FZ5sRkdGT0ENAf/aqvNi40ooaaFe87x7iWjas3OHG+nw5NohFmHnVW3m4NyEUkQTupBP0bG37PiOamjd1tx7l0adkMZh1sLAZ6+2ufeQJ3pRZAuVmnU28x5HSevzXocF24seL0dY87rxGE2opMljHqFsMc+NQkFxtZijkKj1SFosrJqd7GZzAy5Yk2Dq0EvlQmKFB/iaZy6fnRosEN+EmKV8on15yjslwq8S6W55Qwwa7ED/Waiy04PHoOJJxNIKJyV2HkQCLKVn+68NzpdrrlmJm84gHfpFKlylSsODzfcPh54Qzzyz/KJP8xdb4CrbjchqwWjTqSmNonUC3woJnlfTFDq1PksFcHrNnMvHGAaCdhpVCTGYTOX43kqjt1m5MFiGKfLRKXW5NalAJfmPOwXirzYjVI95zp0eyFI7KihyXCU1n65G+XqvG/oO86j2+vxZrsvKG/Sjx9LJkVERUHgzmqIlx/65G3GNWyDqoUbKwESmdOMTa/HVP7vJ/svBXj8dpdKucnd5dDneDr7ZPZ8p/yrtUPuroamKkn4IX778IWNiA6i1GzxZCvDJ/MLbDZi1LpnH+prDi/r1elSFV1V5dvJCl/23eNJpkh0SpJ2jDeFCLccs7wpDBNfm2wCRkdu581OWi14nTlL8LqqiqXjJzOiDmcaVDoNKp0GVMGlszBr8pKpymxlaxi7XkIWKwZFoNqrEm2kaanDqa8PpQgBs4d4tYqjYybamy5Fs1PI8yjcl3Q6j/NuJY1OB6EiYJRl6hrpt3ht9GpcEUUeWGd5/i4OCFw64rMq8C7aT58vOn3M+Iy8aUapD5DPWm+YDBhEiTs2P/l0na2Pk92ijtEaI+kTL5SJF8rcCXkp6lrsVgpD2xQnSNcMYq9QQADuB4PY7TpefowO1YNqQavE4f1WgqWAi53E5PtMlkSyR5Iyr99FuHHFz7v9CdFADUaTr9TpdLtcCriJ5UpnpGIugu1YlhmHGaOuT0I3YtNfL4B6Y3KEzWLQsTTjQpFEIukisaM/IZ+dEBYMbh0fshf73nJ3cjSw0mrx0B9is5alfK5DfhJ284UhqSQtvE0nkQWRT/2zmHQKXz/cmyrKDadZCo/RxFr6YtcvXrpYV7TbaGLZ6WK/nOewNd3YbJBklu1ukvUKxVaDYqtBtFpizutgRjbzMtofL7Qw7lmeFmZFwW0x0hNVLBYd6XiF7TG183aTgY/R0/MoHNW19lTYy+YJemzExkQlu0eqCesHKRYCLorFOoWKdkZoXNe8JIlcX/Txev103J6GvtkthpMu+0EYdJN1fgFurwZPhO5XF3y82oiyOjdDsVonkZ/+frEa9RRLw/f9qw8Rri372Yxkvj8lnX5YI/rFxpP9JGGbnaALtgYamSrdwsh9RARCRjd22UanIxEr1TnIVvhmWUaneLhl9VFSS+xVp2+M2q9msCsmiudS9II6+nTfdYVZS6c1yRfA82SSlaCDXGf0b5mEOdMMZsnCm3yMdDWBTrXi1lt5m02RHPB4V0QDC1YnbqMBxA6Zdp5Uq0BX7bE6Y2FGZ+P9x4s1ij2JRbgZ8PMufkpWBOAgN/x7DgtF7s4FeHyuXnTGbCLd0R6AQyYb1rKR5+8THA+Xjc7wuTzMFznMF7HojdyZnWVPyBBvlc7IPPn0Jpb1brYPsryeUHqghfoUacP1aN8R5EcWw3xoZMi3Tr9/J5dDkaSpOoOvWNx4ukYi7wuoRiNXgjO8niLFLonDRLTd6VKrtLAZxzfuANxeCPDqw9EEpcLhXrY/QY7xeO6OCHWW6y066SKPrs6RKVSRRBFREBDF48ThkQ2hqtLtqfR6Kp1uj3a3S6fTo9Xu9AlDF5QO0IEbQR8GvUxPVSk3miSLlbG/KatR9yYCS14XTrORYrXBbjKn6fBUqjcp1hqQg08uBflYyU50QQKYddhZ13BX00KhXOeG08s3YvsXKlzM1Go8Cod4nJicjuyoPRAFSp0mTouBOasDHRLpWpXdYn6kqsyxe9mszc7L5MWel8NikWt+L2vZ8QQ2ZLEStFp5lYnzOHnIstOl2bR4HgZJ5pLNxbtcklsuP6kB/c6DcoEDCiz5ndgFI6/jwwupaTRyB2FSZObsDmwGPZ1ej3SlSrRYYj2ZYdHhZDNfxSWMdwC75HPxYuc0Td8ZKBuqNlrYTQYsRt1ICaRBsfy9eA6fy4rfYD0ToTzGqMigIkuszs7wduPs9UznJ6fIF0JuXmmUEGQLkwMXl+e9vNs+/c7jlPzGQRq9InN/JczLrchUXM1k0FFE+3jXthJcmvWQLH4fitz/DpRv+oEiogCRUoVEWeDR0iIvinssWF1EGqcPhVtnxad3IvR05GodtnJlnqdbwOmE8MnMLI+jUVadHr51kKSHypIjyKzTwEE9Sa41/mEstuvccoR5c+7Bq2hEqiRE7rlmJ04U7V4Phxokd+RPPC1EBK7YwlTbPT4UUnC0/x37It9JHjJrGk6XtHs9NotZNgf6kBw6F/NWO0JXwVHTY1HKF7LDVAU4rBZxm4wnziRhh52Iho8wwMuDOJ9cCvEkd3rtvBYzaQ3x9gfOMFsbBdLnPOKLY6R1Ks0Wz7ZiiILA/fA8TWML1SZibSqsHaR40buY8PIgxqXtB9HtqbzYjmI16PjSfJhn+ShtVaXV63HZ5R6pHbpqduFTTURjRSJ7OSL0J5RSsU6n2+PGvJdMo06iMFouSBohA5PKV7i25OP9YXJkStZi0LFzcPbYavU2jraAUa+M1NYcJ82lkyTW1uPMBpy83L54Q4FJrzBrtVIqNTAJEm80orMOkwGv04LFpEMUBBqdDtlKjWShTLpQQW+SsegV5j1Oel2VvWSOnfj46LAkCmcknF5tx7CbDDwIB3mWGv87vE4Lu4nCyPcVUeT2jJ9qtcVmLEusXGbJ3NdofJmJ0ZlywvqQymBRdBOf1ytuD0+TEZYdLrKNGtnG6fhlNepYsLkwSQrFRoPtQu7keja7XW56fRcmocfQC6OnoUsOFzaDntfpONH66bNv1ikjG7yOYZRklmwu3uf7JNcoa9cB75T6BhPLATcmVeFd4nSRfT5lPgiDLDHncOAwGOj2eqQrNaKlEh/Tw4uLkNVKpdSg3GwRtIxOb8/POHm1e/Y81s7p+cZyJa7NetncT9PVYGTnyXMyV8ZuMbAQdLEXO3s/a/FQg05mIeBiTcPJKZYuYjXrR5K3sM/BmxG16QeJPFbLmH29DiKpwpnfdJgosDTrZieapdnu8OJjhKWgm1a3w2F6vO2qQTee3mwfZgh47RimaI78Ib67+IEjotDXbfvWdoJrvhCLZgNB1UilqbJXqPIhXePDGDJnVfR8zPQn2Y18hkeBWZ5kDtgpFNkpFJEEuOVbwGTosVmJndGpHEQ/RR/mTeGUYCaqZ0dOl87EjGKbKloB8CyeZClgozCFrqhR0rFqDXFQKfHsXKrfpVh4dfTalE2TFFoNCtkGjxzztBtt2vkOSw4HMzYzqgzpRpWDUnGsDFK+Uee6x0uuVkcFvGbzSCIKsH6QYd7nYL9aAPpkY3CBa5IVrusCvH6rnRLW8ng+j56q8uYwycNAkEqliWKUmHM72JnSa1wL4yYvLZQbLV5+jDLvsmN263ldSOIwnu0oXjE78WMmHisR28sTO+fM5LaZyOb6v/fDfgq9IvHgUohXB3HNOjdRIyJ6jLWdJPeuhnm+pX1fXgl5T2rGBhFLFLh2OcDrQ+3a4XElA8vefhQlV6px73KIV7uxqTNUZoOOoNnCdiSL392P/Ny5Hhya0Eu1BiUN/UpFFvE5rYT9Dr61uU9+RIevFuxmA5lz3uXFWoM3GzFuh71khDrR8vCCQJFEPua1o6FBs5U5i52tZJZXR+5VRkWh0m6xXyiwXyjgNZuZm3HwNp+kOsHGttRq8mk4zGeJ0XXyVp2eXKtOV1X5mM+y6HSyVzq9x8rtFm+zp9dVr0hcdXuw6wyoXahVOuhEaeqmv0G8TSbwWExkBqw3r3m8iAJ9EX6N9ZReHp/mNUoyiwMkFCa7YG0V++P+5ZAHuSPxIZmhdKSGoJNE5hx984qeqpKtVIkUSydd8ePgMZlQm+qJ4YR+DEEyyPJQSURew7xh7TDF/ZUQLz8Ok766hmFEsdKg1e4O2XaerxE1G3QE3DY+7o6OUId9Dj7saI+5JqNu9HOrwrzPybud4fHBZTPRbLc1zS6sxrMR5J1YFlkSub8S5vVObGQdr16eTG/iqSJOmwmnbbKCw28LVPWHXvM/KNBLErdm/CSqFTJFeJyZvm7pqt3L49jpw/0yGWfe7mD/qJavq8LLoxWzVbFwy++mIVTZqgw/XAfVHHbFSLFdxyTpSJRPO+ZXbTNkK00+XEALtdXr4iZMgbWR28zobQQMHt4VUnwnpU0kggYv0aO0d2MEkdbCvMXJi60knZ7KlxbCPN+NcjhgZWnRKcy5HViMOuq9DofV0pmoCsD7TIpP58M82Y9OzDA22h2UqngiXzPInZatbjopeJ3VHhCdRiP5KT2hL3s8rL9NEJpz8PTIejHgsjLrsJEt19hNX6xOuNZqI4nCVD7Jg4jkipCD+7N+dKrIkslBSLCSTJSI7RWIj1lAOc3GEyIK0Gx3ebkeZdZrRzHKbCbOTpiTmhTefIyyOudhI3qWLHntFt5vjo58rX2M8+BmmGfbGhPkiEjpJb+L1wNRlFcfo1xZ8HKQK050YLEadPhMZnajWaxm/Un6cX830yfnU0jNtDs9yrUma5sJvFbziUboNLAah4noMT5EUuhliS9dCvMs1Y92H+NawMvzAWcvEYGbMz6EDqzFU6TOyWA5TQYqAwucVLVKqlrFqtdzy+9jo5wbetYG8SaRwGkwkj9v5HCEJZeTVwM6wjMG8xkieh7NbpcP+TRWRUfQZCffbNKki9Wgw2kwYtHpMMpyX4dTEOh0ezQ7HSqtJoVG40zpQrencsnuIluvcdvrp9ppsTbBUWpcbaNRklmwuVjLnx33U7XpruvxAuFHFueQyhLJUoVIsfS5mtHsej0WVeGwdDpOKiNI9M05P2/3h+eRXKXWH0/OMbzn21HuLgd5vXU28l6taUcc6802W9EMt1aCvDmSMRrsmreZDbitJrYPx5eLjIogXl3ysbY7/rpp/XajXsFmMbA3IvuwvpPAatJTHvhdnW6PFx8jhL0OFJ3ITmx4X3lEg+wggm4bAYeVVuliwYMf4n9b/EARUafeyKrLw0Yuc6J5p+W9OwpzFseJfdsxWr0usqogIZ74ih+j3G7zraPoz6zVz5LbTKyZJtXsRywL7dpJ45Lf6CB5lCp94JrjZSquKasyCc8TKeb8FkrdsxPVotmHXjTyJhdjf4z3+pxxhufp00m/oCHCrwVREDDU9HSOGpSeF2IsepzsZk4nq1qrzfo5hYGQ1ULAYUPWieRbdXZKeZ4moqx43KQrkyeGg3yRe/NBPisdUuu1EIBHzjnevE8NuaAMwmM2TUVEvRYzxYMqnW4Pi3KauouXysSPnHCCLgshh53cBUip1agf6x6jBbvRwKLLga4lYoqBp6Xn5RityEGY9dppx8NUEQS4vxJiI5mmfBRxkKTxRLTbU8nnazjMxjN2mkGHjbfp8Q0Db95Fubrq5cPhWSJQ04h2iAAtdagsan0vRXDGhtWoJ57TLjGwGfV4DMaTdGNoxs56pf+dlVqLK0HnVEQUIOCy8XE/xbLLSlaoMoXxDQDGEUYCx2h2ujz/GGHe40CySXzM9RcELaEfnXPoDVxxeohki7w/GD2JWwx60OAX5WaTp/tRdJLEp8Ew0WaJw8pwxqTW6XDT4dPMvjwMhHhybtG6lk5hlBXqY6KtTr0Rh2JkPZfhkXeWVLVKudWiPEEFAPqExGUwYNPrMSk6bLKeOz4/LzPTpffPj8XHMMoKC1YHH86RUIMkE9U4L6PgN1moqy2MOj17+cLU+w3CpCj4dGa2z2VXJA2CpEjiSDvLbk/Fa7cM2XcCvDtMsBR0s3OkECFLIvXm6OBCp9vjzU6Mu1dCvFyPnqTmnTYTFr0ylLrXQrk6PK7JkjiyIWoQmXO/QRT6zkzjCGyr0+Na2KMpXRVJFRAFgXurId7vJWgO1MdKIxYrsihwdd5Hp95lczdFKlIk4JnsOPbbht+BNaJfePkmgDmrnYf+ENV2i8fxQ/LN0wciUiqxYB0tBzQIm2TUjGJtFbI8mAmP3fewXObrewm24h3mpDlu2RcwSTreFA656QhjlU3oRYl7jjmeJKKfi4QCNLodvMIcAJIgct0+R9gQ4H0+x4tsdGLdmKjqzwhYJ+vlqdLzD5yzbCROSVir16Oq72CaUF+TKld5fRjn+XaUncMcSkVgRe9iwWgjKJt5MBPgttvHFaebWYsdp8GIcm4AebEf46EzRKvb5bYc4sXb5FgSCmAZQcwGYZBlXA0dxSOHH52G0DRArFTh6UGU7Xwev8vCg6UQizPj7ynzGDvOY+hliWt+L4+CIa7oHHQOGmy8jPPubZRKoUF0I8OKX9vH+zykcRdRhVcbUfRdidvzfTkfYYqLni3WCNitJ4PEos/Fu63J9ZuqqpI4LOBznK2FK2tEN+8shkZGQmLpErVykyvhYYkfu9mAR2/kIH56T5rOaYGubyW5O6W0lPlo361Ihnuz08tY6ZXp1vIHmQJ7u1keeUIsOh10ej0eeoI0y22e7UZJTOgenyTp1ep2eXYYJZmucN8RYNU+fN+8iMfxmc5ek0WHg1fZYfJX6bS54fKO/D6v0YxZ0rNT7J//6hTd/4No97oka1U28zn0ksS3I4esZzI89I4fZ4/R0CDIJllhweLgQ344yxS22Kcu9ZgxmpFkEFSRF5kYPpt5uh0HoJNEFs2OIRIKIGgsAm/PB0homDscw27RTh23uz1y9Rpue/8YLcbxjVDQ5zkvNqLcvRJGFAVmnBb0skQkOb7m8hgH8dxQZPPGSoBYejLRj6SKJxak0O+QnxRFBUhmyiPltnqqysuPUZxmE5dnR8uBzTgs3F8O45D0fFiLszmm/OCH+O3FFzoies3tRRZF3qQTHJRHP0Q+vZW98vhI1k2XnzeJ0Q/E80SMRbuL3cr4FaOKwNt0FtJgko3c9oeR1C4GwUBA5+JZqr+qkxCRRRFZEJBFEQkRURCRBAHpzN8iIgLi8d8I1CoCd92X2W1keDrCllML16yzPE+f/Y2tXpcZg/1M1/x5eA0W1naGf3ekUuLhbJDX29MfQ7vbY6Zn4OV3DgjMOthMDddYiYBDJ2Mx6DEZdBh0MraSQqussJaZrstYGUEqB3HTOsO79YFjn2JtECtViB2RhqDLSthhI1OqsZc5e38ZNQi6KAgsuJ3MGIzUi00ODrLsaQigO61GNvdS9HqQ3S+xEHayNyES2+lMPvh8pU5+o871eS92QY/LYqRUa4wl9R/3U9y7GubZVgS9IE29WK/Umsw6TOgV+aQ2tNvrYdTJJ80UDrOR7f3xpSnlWpPaQYZ7KyFeHKX7nRYjdknHQeLsOalpEN2d7RQzDjPpCYLYg/WDrz/GuLI0MxTd18LYBcA5qCqsHyR5dGmWRLvGy9T0z40ywWP8GD1VPXF1uj4zg6yXeJNNoAr9Z2/WYidZ69+/BkmiQ4/WCHWG7IiIfthio91WOaydjrkf8xksOt1ETdRBiMADf4in0f51NcsyT2NRbnsD7FfzFMbImJU7Z7/HJCvMWRx8KGhfM4fOCEzOZrgMRox6icNKkTmDi2a3i89rIVmavlxDEgSuOb28jWjXSp93onJZjKwdjidFRsPoqTpXrrPoc1GuNTAbdJQmdXHRLxCLpotcmZshlSqzMeE5HESr02MpfGrDazMb2Dqccn8V5nxO3lbi3L08WqD/POKZEisLM2yMMZZJ5sokc2XurgTZiGZQuyoicGXeh9hR2dhJ8To+uoHz+wXqD2tEv/8hCyK3vX4KzcZEyY9jxEekPAY/M6+RbhhEu9eDnoAsiH2ZkylQ63T4TiTJfdss7Y5CPFZD6enoqv2hqH30p8+ApvtMp8GAz2IhjZ6dnMiifQGXWU9XapJqZ8l1tB80WZCIaxS9Q1//bxwRDeDgTUt7AHiaifFoPsTL/cmRMrOscEPv4e3b/rYunWHktvVWp09YjiaAB4sh1EIXgyLRmKIhYpRU0DE+DYR5/epsOrLdulijRaxUJnacvndbCdvtZEpV9jL5k2aKgN1KyGqlV+8RPciRSGaZZAOw6HPx+shfvFZrIcdrhLw2ornREQettLcW3CYDlhL0mk3qe2UUwGHWY7UYMJl06AwysiIhyiJdVNq9HvVig5+4vMC33+5yEe2gw1ieG1eCvBzQTLQY9SdEdMnj4PXG5Pum2+3xaj3CvdW+j7dRlYkkC0PbRVLDi9FavU044JxIRLPF08m7p6rk01XsRsNY5QVAu+14BOxGAzMmE8lchbVsmgcLATbLuamknj6P/vZx9/aS04nTauRVNs6LeIxZh53DcpEbXh9PU6OJwHYxx4rLfdLEA7Boc1KsN8meqzVt93rc8rh5EZuOXFt1OhasDp4O1OPb9QYq7TavUwk8RhM3XL5+s5IGcgP1sGZZR9hiZ30ECYV+De4k2HUG7Eb9SdCifbS4e5GKcdk7w3ZqctpaUPvOVy8PRt/X5y1V5z1OXu6Ofw5kafzCejeZ4/ZCgLrGYsxmMhBwW/sZAxVK1QbxTIlUtkzIZUNUIey24fVYyZXqIzMUgxiM0C6GteWaRv8WketL/gvtA31ljWnwajOG22bCbTAStFjZWJ/ebveH+N5gaiIqCIIEPAOiqqr+/nPv/STw/6LPpjrAn1VV9ZtH7zmAnwFu0Je0/uOqqn5HEIS/B1w++ggHUFBV9c64YzArOlwG45B/8iQclIrMzTg40BAPB7jvCfFZdPJDsVPM82kgzOOMtmf9edhlPcuyj5dHfrt3/H5eJT7/Q7HodFJrt1nPZLihm6HZ7bKeyzKoc+81+Zm1WTHooUqFSDNNW+1w3TrPZyOal8Z5e991hng1QTP0TSVJ2Gknkh8dlb5kdyKkOrwbICW5/HT1eyadwsZBmmqjxd3VIN8pT77+54XyB3HL5+PN6+FzUZnCa3wUYsUysWKflN4MeFkQLVR6VdKbJYpMX5sGkMudPS+lcgOXLPbrxEYsqnLl8edSQOVBMMj+xzRrtTh3lk4dd6rVJtUxWnoelwVdtEGorcfrtyOaZJLVKpFccaJT2Lv1GPdvhnl+FM00GRQowkrAfdIwMQlOq4k5rwOxpbLidvHkw3ANdNBjG5ka3NhJce9G6Iw24yAMOpl49uy9my3VuLbo480EItqdskvcazOjR2InkWPe2y/reLUXx2Uxctvn53Vy/Lgw7eJXC/v5Avv5o057j4OeojJjNo8locdwDPjBrzo8xMsVSiMsOVVxunB5yGJFQuTdOfF7q6LnuEU+U6+Rrdf4JDjLy8zZUiaDLFNu94+hT0JtfBxDQgFKE8i+VdExYzGxXTol3cWjjnkVwDTdb/skEOLZ3vjzOvhblrwuXu1NsRib4vq/3ovz5WuLWGUdkihSb7RI5ivkSzXKFe37uN3q0Gx1iaaKRI8WcjNOM2G/k2qjxVYkQ08jY9I6ynKEvHbeTFGuA32r0oDbhkmnUK41Luyeur6bxGk1kZ8w1gEsuJ0UCjUa9RZ3roaJpgqksxczT/jeQP0dWSN6kYjonwE+AFpVvb8J/LKqqqogCLeAvw9cOXrvfwD+maqq/7YgCDrABKCq6h853lkQhP8OmFig0mx0WZE9qDpIT9DyPI+AwaZJRB06A2saum+j8CwRY9nlZqs0XrbjljVAIlXnZe10gtkvFnEYDBQaF2tiAbjrD/AhnTpxVVlPZLA6h32aU7Xqme5QRbRwz+enOUZDcFRRt03RcxCZ/PDWOx1UK+jLEk0NiZRP3SE+fkgMuZTsJ/PM+E2kK+MHlmsh70kK5/VGjE9uBHiiUdc2iNyIRqU5h53Ix5zms56v1P+lcgR2Rcdt2cPH78RwhVUCHT1YehN/35nj8zk5PBhOIebyNbyKFZfFSO5cU4BeloZeG0TYbsXZVnj/8pR8j+s6PvPZehlbF/Z3k1z/dIlXa6ef4bMZCYadE4npu7UoK0seNqMZDIqCJAi0652R463ZqGPR70IvSGTSFeLxAh/i/XvaYTchSSLdc5ItM07L2Bq1ra0kPreFpEbDR8hjP0kzDmJtN8nDqyFNR7BjtKYoiZhz22nUOkRL/eMblKjJVerkKnXuLwTYGhMdneSMNA26qkqn1cPYlbA6dDzy9esx690OxVaDdK1K7Vzt5dt0EquiY87qZDuXG2m4AbBRyIz0tj/GNfcMsVJJ83ca5LMLYpW+Ecai3UlP7LFfLgDgNhqJtppYFB1Bs42Phcnjd6Q0+t4wyQpBm5WN4tnPiVdOs0vruQz35oK8HdNQ9igQ4tnuZHI/WAohicJUvKM+hVvagtfJZjRDJVcb27B0DFkS2TvMUm+0uXbJf6IbmslXyRwJ11vNehbDbjq9HpuHp05Ex/WkFrOeXvrsDxAAn8uC22lBL8s0Wm1S2QrZYpXNSppup8dOJMO1RR8ttcdWdLr5t9tTWQy4JhLRq2Ev799HsZoNVCoNXr8/RBDg8pIPSRJZ3058/5oXqfyOdFaaqvBIEIQw8G/Qj2wOQVXViqqePE5mjhaRgiDYgJ8AfvZou5aqqoVzny0Afxj4XyYdR1ft8WwrSi3a5lPDLCvm6Ro5AJJlbUK1YpsZucLXQkft0W6rKIL2qTNKCo/MC7zby5KpnX1g8vU6S87pGqeOIQCPwmFeJuJnrP06PZXLds/E/R16A/v5Iq/2c1y3a/tOt0ZIOF02+MlNKFk4xm65wPX5sx7qFkXHJyY/b99GR1rlzTvGnw9ZEjk8l4bd2kgzf+SLrbmPKJKuDi9UbHo9Uq43UkaoWG1M1CfUgk4U+XFrEPt2j3cvDmm3u3R7KlvbKYRkizvByf7Qx5ixjm6MSKXKuLq6IV29GbtF0z5TkUQ+DQQp75bZ3j0XMZqChwoCrPpdRHf7JG1vLYbZfPrdpVKd9bUYa88OyH7I4qsr3HPP8GA2wKzLhnB0UL2uSj5ZwWMzocgSdxeDZ66pTpG4PDfDg+UQKy4X3WyLjbdx3r6JEI8XBg+JQrHGlbnhJppJxLre6ODSGTRT3DbT6BKRd5txFj2j79HahJrIFZ+bYrFBZqDGUCvy/novjr4hcsfnH3oPuFDt5TF8Fgv3gkEeBEOEzTbyxTpvDhLUOh2+uX1AvdXmSTzC21SCg0KBequNQzawbHNx1+PnkS/M7Rk/X/LNTSShAJV2i1XP6DH5oT/EVna069SoZsHdYp5EqcInR41MVp2+T0JNNjamIKF+k5XyiIW4QZJZcDiGSKhbb6Z6ziEt0SmPlAT6ZEoSCqeOb7fnA2zGJ+uQQl+bdhxWgx4y+SrxXJmVpenGm8Wg+8TatlSta7oslatN3nyMsbaZQOrBjUUft1YC9HpdHlybZSeSYSHo4vZKkLurIZbDfX/7ZLbC2laCl+sRPuwkyQ6UxuiU/nVe302ys5dmNeDRfKa1EEnmx/rEh9x24vt5uj2VQrnOwlz/flRV2NhO8mEjjstm4u61MC67aarv/CG++5g2/vP/Af7vgHXUBoIg/EHgvwK89EkrwBKQBv6mIAi3gefAn1FVdZAl/DiQVFV1OjN4oNPr8fLIxvCW349sFXlVig/V3gxir1Ak7LETqZ4GXhesTp7FL+6gs1cq8GlglseZ/TOvX7Z4qeW7PB3jqPIiHp86RW9WFJbdbh5HtFPqneb4aIxV0WGRFfaKBQDeHxa4MRvgXfFsNLHYHo6mXbP7eLZ5sTKCzzIRHs72Bc1X7C66yRbvc+M/o9scn9q8GfYPpX4arQ6eApj0MjWNydFrMZ+kyY8hCQKLso2N9PgUnsdo0hQg14KAyif2AIXNIu+zZ9PFx+msSrXJxqsYD2+EeJ/PUBsT2ZBEgb3D8RNTJFZgYd7NQbd34rhiMxmInUsoXPa46WVbvHmlLeUlTMFE71wOsfbtnZP/V0sNrl8J8Gpd+5kpleqU1k7vpfMRU1mRsRp0fNjsS844TUbq5Sb7B1l216bvYBU6w895fgqZpq3dNPcGygSmQbvTo1vrnmmyGsQ429AbIR/bR44wg2i0O+j0Iq1zUd1ctU5uu879+QBb1fxJahggP0UWJWSzEbBa6XVVYvkSqXxV05JR0om0uz22Enmu+728H6i1P/ZiH8QngTAmvcxtu594tcJ+qTDyGEx6jSY94KE/zJPYeCmycfdks9vlSSzKzRk/VqNCV+oOkcdR8BktxDVqhHWixLLLxXsNzVKvwUKWs+chVinzpYVZnp1z/nrgD/BiShIKfZk7vSKNrfk+j2y52l88akxx1+d8bEdO77NpdXBtAwvaSLLY1xcdU7PdaHV4v9UfzyVJxKDICAjsRy+mryqfW+xvHTUgLYVcmMx63u/GR5b8pPPVvl7p3vA1sxn1iLUe1YE6WauGUH02XyWbryJJIteX/bS7vYu45n738S9RhvNFxcSIqCAIvx9Iqar6fNx2qqr+I1VVrwB/gH69KPSJ7j3gr6qqepe+L85Pn9v1jzImGioIwp8UBOGZIAjPuhpRro+JDO83U8w1HHzJNodJGs2tQ8azUTSzoP/cUfCniQirtn5EUhZEPrUusnNQJFqaTGKOU/TjELRa8ZhMvB5DWNcTGcwD2peD0EsSYYv9hIRCv2v23WGBm46zkjapRvncvjKl9OdLBR52yvyEb5b0ZoFkbnJafyeaRTdGeDg/oskkki5y26i9inaahgefh94gGzuTOzvt+vHX5Rg3bB7uVBxsfhbVrD063/n4/l0UX0vP8sywpeoxVsNeCqXRKfZj7O1nWTTbT6K3xgEJIbNO4ZE3QGQtRXSMfeSkkff6ip+17+wMvf7x1QEznpHr0TM4HzG1FwXcVYHrVieZ3QJvXx2ytZ064409DTa2kzhtp9EMnSJpNipp4ePHOEH32eqiY/muUYhlSlyb0bjXhNGRqnvzAT4epEe6SdnGPP+v9+MoNU6io7Ionjj8DHw18w4HD0Mh7voCeBQj8WyZF3sxXh3GSY3Q6JVEgc18f7HT7HTZSxa54hwteQN9qaVcq8bj9AEHtRyrLhcP/aEzurvH2C3nGWRLFkXHdY9vIgmF4W5yLewWchhVHfoL1NAYpGFyrIgi1zwzmiQUwCJpj6vviinsAwTuts/P24PRdrhaqLRa3Jz1n4mST0Kz08WpIeF0ezHAx/2z91kkXWR5Yfw1BcifW6Qkc6Mjvufhspn41ssdloKuft33BSCPcHXbi+ZY24gTdjm4vRQYbbqhcbIlUSBssZI4V54zbg7qdnusbcRpN9u4zBeX6Poh/rfDNHfdjwL/liAIe8DfBf4VQRD+9qiNVVX9BnBJEAQPEAEiqqo+Pnr7F+kTUwAEQZCBPwT8vTGf99dVVX2gquoDaczNEi+WebEZw5jV8aOWefz6YT/fwVq92+4A7y7guHQeXVWl1uqybPaw0JvhyV50aiedfL3O4piU9PUZL5VWi/3i+Mm13e1xxTGcnj+WD1nPDhOvdrfH2/08txynWom1ThuX/nSQu2MNER2jaXfmuxC4YnPzI84wNyUPC00r3VKXWwuBqaRt6q02q17tEoPrYd9YP+HXmzEeuYd1Io3nrN0eBIK8fjNdxMI0Qa9xwWTjS70ZYo+T7B+OjgR0NRTRk+kSyfUsj0JBtPTkR5V7aGF7J81VlwdJFE/S0nf8PpxlkbdvIxPrzsZdmdmgk8M3Mc0Bv9Pq4rNfbNAOBhxcW/az/TZCNVZBKLXRZ1vc8Xm4Neeb6Al9Hr2uyqL/9PmZ9TmHakZHodnqYhWUk/SeJApE04WJ+73ejHF39mxpi9Wg17QXfLgQ5vV2fKxywygDgmMUag3ebSe45/Yz77QjigKXXC4+CYW57fVjlwwcpos834vxOpIgN6V5worPcyY1Xm93iGbKrDhGp9TP1yduljI8yxzSEdrc9we47vae3E/pepVlV3+xFTRbceuNvEtN1okERlo1HsMsK4TMDtLVGu8TGR65FpCmmMKanbPHLwl9F6vXudF15mJP+wkpt5pcCvd/3zXPDBuRNJ0x19lq0DHrtnM17OXOYoAHyyHuLAWQdCLLAfeF5L+c1rNE9N6lEG9H3GeKfvwzZTcbOIidrUVPZstcX9Eu3zqPkK8f1Pm425dHc9mmT3NPGuaiyQJvP8bwWszcXQ6hnCPH63tJvM6z8/vdcIDN8+VHQCxVxO/VFqv3eazcXAoQ2cxQ+D5pZFIBtad+V/58P2PiDKCq6p8H/jyAIAi/C/hPVVX99wa3EQRhGdg+ala6B+iA7NH/DwVBuKyq6kfg98AZf8p/FVhXVXU6+5gpUGm2eLYdRRIEPpkNU1KarB/ZaO7k8wTdNtKNKukpOu+OYRAVgnorDsWAQVWg2685Eyrgkg3kOg0+9YVp0SNdrxAtl4f8gs/jZSLO3UCAl/Gzg+EnoRDPY7GpSW1Po/Tp/kzwxFlKC+1ejzf7WW7Ph3hd6G/nNZnJNessWlw83xo/cfiMZhaNDrqNHnvJPHvpHHuAx2ykWFRZ8bp59S7CfNBFT4K95Hj9PpOoTf66U0TKNj6mWFxwsDvQiDZYL7jqcbPxbvoSA1nVnhjcegPXVScfXkb5OMVDPYqEdLs93r485OrCDGm5eaJPaDbo2Ny72MJo/WOC29cDSCrcd3j58PoCahIj5j+7zUg3XaNZH+2o8/HVAfPXA+wfjC8j8HltzDjMrL+NkBw4Z3trMVwBO+vv+veeXi9zZdmHapDYSOZG1vAOIpU4jXzYzPoxWw5j5yDD3aMUfdBtm1rIe3s/Q9BpPSn7sJkMFItnU/MP50M835w8nE1a8EA/0i11BRYMduwOA8+TcXan0MIc+71mHedFHKqtNslcjUtOF9vF4cVVZUR9ZbPX5cWRzJjfamXO4mS/WMBtMaET5L472Rgt0PMY5+JklGRmrQ7WsxlWXG5U4HE0whWXl3yvQrI5mkikq6djvSgI3PUFeJ4ZvzCtd0ZnhF6kYzwIh8gXaix4nRh1fckzVeiXjdU6LUrNJrl6nXynSb7R5DjLbzcYMKPgkY2sl7JYHTouuVwoqkgkXSQ9JkpqNp4uXh4sh3iu4TN/jLWDJB6HmWxB+/Pm/U7e54fHi8NEHp0inTQljUJpwG7zIJbH47QQ8tpPOu/HYzryncqW+f+3954xjq1pft/vHOacMyun7q7OffveubIky1pbyWEtSILWkiFZCxgQbBi2BdiCoA+GP65t+IOhDwsDtiADgiRYToIha7Uzuzs7szNz+3aqnDNDMZPFUMzHH8jqYjgM1Tuannsvf0Ch2SQPw8Nz3vf/Pu8T4qk8doue6YCd7bMY5WoryTHosn7oNPViLsDaxuBrzu21cBnvGC9MWub9DnY2wqTOx7v2J/yr5aNzhAVB+JsAkiT9JvAXgL8mCEINuAb+ckfy0n8G/MN2xvwx8Dc6XubXGCNJ6WNoSBJr5+3Czm43OouK91dRpvQWpgyWvnJNNpUWt9qIWaFFLSlo1iQK11VShRKp0jVh8oS53cIWBYF7JjtvYyEsNj07F7cDoUmtJOCwYDJqaIqQrlxznstR6yn1cprJYNNqyZTLqEQFT7weXo1RRqqTvcskepPqQ7br97xBvhpjG6zWlHh/muLZXJD3mRAmtQZREFAW1TSa3YOXTqFkxexA31QRT+cJnV/xvqdosgj4FUb2iglutNxZJI2oEHixEmDzLDZwmzIqM3gteBwchEbHgFVqdZTpJnq9klJ78rjJSnUbDBQuSh/qAY5Ds8eTqVco+Uzr5nDjks3K+OulUR6649MEep2a5/d8vA1HWQo42diWF5IqhYjDoMOq1aBTKlELItQkauUa5d08bq+Fs6u7V2LoRakU8Wq1nJ6OEO4SqGuDxbjDbsTvNrO7HiJ51i1sJKBcqmGrNtFoVFQqNSqVOrtbrfNerVayvOhG0CvZv0xTGiBKL2NXLC65OAwlR06acuzuRgj6LNjNhrGFaKlcw4MJpShQb0otYdA+VCEIPAn6eHM43vU7qCaiVqngvteN1JA4CCfZOIryeNbHZiTKl0sBvk5GRnZPG4zEaU5eyBYqVZQ5kRmztS8GNFe+HqkdLq/zXF7nUSLyVOWjoZAGCthBFKvyv7VWoWDWYmcnmWg/7/Z1d9NJLBoNT+x+1rL9149OqSJcbIkQAfjM4+fr5OjrODWkPfCsxYZCLXAYzbRmuzFRiSIBvYndyyQzQSsA+UqV99Hb623Kb8FnNFK+rnN02R1frFQpEIDn88NFKLQyzIN+20AhKg5YcKdzJZ7eC/J+Z7CN7BY9xz396JOZAka9hsUpJ4cjetU371iwPZ0rkc6VsBi1rC552AslOAmlUCpElnxOtraG2+JGNGs1Su7PeznaibL5bnAb7E+KJH0nY0TvJEQlSfo94Pfat3+z4/7fAH5jwDHvgc8GPPYf3eX9P5bDeBri4DOZsJX15Bs1/jXjDLVqk/x1hXi+SKFS5ZQcY1SRAuCl38/bdtKGV2/satF3Xa1z2JMNqRJbXXVsZh2CUuSqVub8KseSw4GYu8Kh1/E6crf6qNCKHXpi9fA2GeELz3gi9Ia6JPH2JMHz2SBKUeCldYpXezEECRbMNtwqA8V8leNYit3L4d66z/0B3u207FHryO5vNiTeb4fwOEyYvXp2ZTqIxDIFpqYsXHTUITWO4TG6IZy64rHNx8/qLe9yvlxBo1TgqGo4vbpbIP2NN04hwPfMPi530mzm7j5ojbNVXLqusvsuxMvVAJq6yHO/BxUCQkOidl2jVKxylSlydVWiIJWQ8/nMz7nY+8khVZWSF0tuos0qkQG92UfxcNbDzqvTsZ57unfJ/c+m2dm/nUStVj0zPhu7myG2w1nZ426mv+hFmvvPp9nc7T7nq9U6e21BrlIpeLzoQTQqObjMdJU9AjC226jGUnf/vtVaE11TgfIOW6MAJ9E0z+4F+fo8hKad/atRKlhxO3k/oE6pHJ2dvzRKBfc8LhRNgf1wgo2eTmUqpYgkwZv9MCs+JwmhRPx6/B2dG+bdDvaLg73Y2esyIjBlahW8vyFfq6LSiNRGTJD3rR5K13UOs2lO4hmcOj3zdjvH2TSJ0ujPK1fWTqNQsGBxstURRtVbEzRXqbAWjfO5f4Z32RA16Xb8mTJY2LtujQGf+4K8Soy+llWCgsuC/Dm1YncSLmXvFEZzw1OPjzftxh+DKrVc5HJctEOy1DqRlaALo1JDoh0q9WTWz9uD8RY7R5cpVEpRdiEeig72rB9fJNFrVZTK8guDaZ+NtExyYKFUoRJO8XDRx+bh4LAHubqk45ArlHm3HUKvU7MQsKPWKjg9SKLTqBEVAkpRQBRFRLHVrVAUBURRoFlv8vzhFBeHCTbejFcD/FPyy76N/q+Cb1xnpY9BBB66PUh1ietEDVENX32E6Lth1mZl/eD2Qts4u2R1xs3WELFWb0qcJbKcdcWjSVQVNV4avGTLZf6IOYgggiRAkyY1JKrNBuVmnVK9RrFepVCv9nlEhLrAc5ePry/HE6ECoFIo0IgKVAoFF/FrnnndXKUafGHwc57IEkpmCZEd9VIALDnsrO/d2qNY6feExFJ5Yqk8T1f8HMfSXVs7AH6j8YMQ9dtMbI3yyvWwfhjle6sBfpYOkywUeWx2s7kzfgvFG/LFCi8sbiqnJXa2Pz5iZJyWmwqFyOqCh/JZDpVezcFR7M61jE1qFRfZax79kUXW1i5QKERePp3iqJAfWlu0922e3Auw85P+5KRhXEXzKBQier2a+Skn+5shNqMjMoE7dN/O23MevZxlY0vezrVag/2dTlHqRmFUc3CZoVCucHgYw++xEBmxHagQBexGPRa9BoNG3fIoN1uhH+a6ks+CPgSVSJ0mxWqNXLFM8qo0MLzi/V6I1QU3SoUCo1ZNwGRm82y8OMgblKLAY78XJQKH4SRbx4PP984wnYNoEotey+OAh/Xk3d7Tbta10kWHkL4u4xL1+A0mIsVbMWbXDu6+5tAYmNHbeHvZut5mzVagVZQ+GS6hEASeur1Umw22k4MTBvPVCirVreBViwqWrM6+wveFWhWlqr/D3atImEWbg5JQJnLdOg8t7YL8X/imeJUYT4T4dCbOZYTofYeLs2KaUr3OQSGFWqEY2B61l88DAV53dE86yWRQKATZWPIbqo0mW/GWvZSiyJTXSrVWQ6kUxxpfssUyz+Z9bPRkwk95rEQuBgvRq2KZZ/eCvBvgFS2UBnu6a/UmWweR1vEDvLb1MW0mh06jZNHnoF6qo64KZC5HL0KDPiuHR2GWl7yUClUqMtUvJnxavtVC1KxWc8/lIpzIsXUWw6RVI9UlitUan90P8PqO2+DQ2iZVlPsD6wv5CkpRHBq43o+Aqa7m6/UzvH4LxyP6iQOoALNahUGjRqdWoVWrcBS0NPQST1Q+ms0mjYZEo9mkXm9Sb7T+avUG1Xrr35vPXqNJjSYlalwXmhRKZQ4S49W1u8GgUlHJVLsm7WHtUjf2IliMWh7P+1g/vhWKhcKtMPVZTMTid/dy7e1f8nDZhVGtZu397W+rFAUsOi1mtQa9UoVWoUQlCIjN1mq5XmtQLtcolaosVIzEz3L4XUaMQRVHkRSNj1ihDvOI3gjQ9GGK/d8/5sHDADvvznn85QJrm+OLX4VC5KLtUTxcu8Bk1pK/KrP95gyNVsXnT4JsJVIUZba3OwXv0pyb/a9Ox35fAKNejUWjZHFphndr52y+Ge/4XqF9sB4iOGMnFBruuW6J0tb5olSKPFr0oDSq0XoN1Ct1rHoterWq5alqStSqDa5LVa6ursllr8mnr+g9ox7e87P+01O0dh3JnkL3OlHAatdjsRrQGtSIGpEGrdjBq1KZTLLE3KITl1ZPNH2F12pCr1GhVSlRiS1Pq4gAEjQbrXOsWm1QrtQolqqoihKxXI7UgLa7nfTGK+ZKZa4Oy3y5GODr1Phb9eHieNdUoljCIxjw6I0f+tKbVdo+IapA5IUzyHY8wdur22u5VyA2JOlD56gZswWPycR2Ii67dW/Vaklcl1CJIis2JxsJ+cW9WaMhXe633WEmjVGl5rk7yNt0CCRapfbGFKEAdrWe856zZdXp5iif+tBYoNZssOxwshcfHT700O3mbU/3pHKtzrLTznFs9I6NRqlgyeHkxwdnOCUtVouOoN3STlQa/tvLeV5dFsNQIQqwdxrDZNCQ7+m4ZjXrOBrVV16C9zshnt0PsrYf6cuXuGsojUatYDnohobE0VmSrd0oT1cCvN045/6yj9394Q4Hm17HZSnF2toFNpue5UUPmzvhX94GRpOt+W8Hs1YrLq2e7VC8K2brntfF6+PW/zf3IqwuuNmK3S1B5LnHx1uZlV4oneP5YoCvL8YXt58F/Gxstgao61wVq15Ldozs1w992Nto6iLR/Sv0Xi2n6ezY73+DShQ5uEigViqx6rRkR/XX7uCBxcl6z1ZiplBCO2TVniuUye1GWJ33kCiUiGcLHIfTGG1qVEoF23f0hjoNejx6PQaFGnNBRfaqzCONnevrKvlChUKpQpki5RHuoM9nfLz76hhRLX4QRma9mulZF6JGwXkyR2qMepUANZkC/r0C9IYbJ+H2V8esPJtmb3+877847+b4q9brXBcrPHwUZL0dtF8p19j66gSTWceDVS9rkXh3F6D2m7qdJtKHCZpDhLNSKRLwWbEYNDSrdVLRHIlwBr3DQHY3ihNwzzk5ORk9KffWoq5V6jQKFfR6NaUhnpZO6vUmB7tR9Do1Txo+HFUFJ2d3u45VSgWJaI5yucas2dknRJtNiXSySDo5oAySQkClNVFMFamVqmSojJ1GtDTt4s1OiIDbQkMnjbze5PrdSxK8OQiz4nOQEMtd3dTkCNosnA6p/9lLrFDEL5pw6Qwkrovoe0og3bO4qVSasjHtw8TR+VWO86sceqWSl74AiVKxq8ScSa0hWy5z3+5mfUi2vUktL0Sh5TF9G77kpX8GvULBDy9PRnzbbjRi97T4yOVhP5eg0hPjb9aPTpILWsycJ3KyZQKtJj2MEKJalZI5m42tcMsWMwE7a7thErkiXocJr9XExlGEQf6Po2iahYC9q9ZnqTj6OiuVa7Je0Rm/nbUR8ak3vN8JsbroY/8i0SU+x/FIqlUKloMuREng6CzB9u7tHGMz6zg6aV3vxVJlYH1VAJfDyN7m7SIgkymRyZTw+62YLXp2RojYCb8YvjVCVCEIPPZ4qJTr7EWTXPRsK+tUKvajtxNloykRvsgy47Zwlh0vLvSey/mh1aQcexdx7HrdwPaSnfgtJg4PbifPRLbI0pSTQrl6J6/qqt/N7mH7dS5h1mu9sxh95PawcRAFKtwLuMiXywzZMfrAZz4/67v9IQ6SBDaLgcSI2L3d4xhatZIXiwHeHUVYcjpQqkXeythYoxTxGU3YtFo0KGhWGhSuysSTea6jeU7bHoxnSwGUTYnjs/HbtkJLhG68aTUoMJm0ZLOt37BUqrLbkUQ0H7Bhd5u4qlY5jqaoDzBUpwhvCVAvmaNklwCFVlH8cPuzSk2J6P4lbreZeHzEFjeg7lnS7707w+6xkO4oRZK/umb7pyd4XSYcCy7WQjGa7XbGOp0aXaXJZe5W6AhIeNxmHDYDCkkinyoSOU0Siue5mZIEUeD+Qz+bPztk+r6fyFECDuI8+qNLnCXyXA2phSrnhYhHctx7OsXWHSYFhSgwbTdRyJZJnyZZvudhf4zkthseLPvYeN/yku3uRrn/wMfOyfhb3Y9WArxbv2BmykFYC4Xy+Ik5N7sH4XiOGa+NuqZJQSacBVrCPX4lvyUOcBBNjbVV77UbOR1WV1aGyFWeKYsZu7b5IbnKrtYxb3TyJhoZWDtznL7opXqd15HWdX7P6USvUrERj2FWaXjg8LAWH74Y0yuHx5CLgoDYEMgWK7ywBalSZzsTp8Hoz9a5Xf7E7WU7G5NtW1qUhv/mZo0GocbA37bcHF4dwqBWETCb2Y3ceiBL0q2Iu8zkuczkCbjMOI0GNo6jsteX2ayD9pCqUSk5lWlnK8f2cRS7RU86d7v4vh4QNzqIrcMoC9NOYpnCB+/qoKoYKqXI8pQbJQJHZ0l29uTPgSm39UNs+Xkkw4NlHzt78mNHwGEmc9Y/v0ciWSKRLAvzrjHOiF8ceTK/9X3pn45umfhx3G1S/AUiSL+0/ul+tIEpaeZv/q2u+2w6Hcs2B6fxDMkhHSVezgZ5fdy/7em2GilpGmSuh4tHvUqFvakhNqK+5tN5P2/Cw+NPlaLIotbKiUxHimcr43tVFaJAUGcm3FFr02LQ3tkzumpysh+5PUdfLAZ5dTF8izhoNlOIXXM9INP1nsvB0en45/1c0IHbY+Y0kcaoUGNUqVDUBSqlKtlsiWSqMLIklkqpwFgXsFoNHA/pLd3Ly1kfm69vu2T5gjYiPa0l5dDp1MzMOlHolFykciQ6MlQ1zVYP6RsBmgjLL3amZhyEjru9ef4ZJ/FSmfKQQV+jUaLOlSn3eBFXP59nY0gWaWDajtprRKlXIWXKxI/T+DwmtAoF5fw10fMUxSEZ+AqlyNKSm923pwBYfVayqdvvrbfomHk5z+ZuRDYp4cnjKTYGJEStfjHH+sZ4iWFPFr1svTljaTXA/uElarWS6ccBtsbwjOq0KrSCSC53e827nCZS1fJY24Zel5lMpvjhudNTDqKNEvnr0WL0/lx/V5j5oIOz8pVsP3G7SU+iPNoLLwi0dmQGbNXPBm0cZu6WuHfDjM2C32GkJjXZSSTJj2iJbNfqyObuXsXhvt3FjM3Kb58f91UY6eWZz8u7hLz40CmVrFhcrEUveTHl43W8dT1YNVqW7U6uGtfsZhMDKwGsaD3spZI88/jYSEcHhj4YFSqqGUl2XFKKIvdsTrajg7exrTothUxZ1ptn1mpw6Q0cx7t/M5VCxFhWUJQZG6ZcFqx6HZvHl12vqVYpMEgK8sUK92c97I+54wLwZCXAWjsp12zUUriufFSykc9tod5sEk8XWh3x2p9fIQqsTHtQiyLH50mKI3ZFlmdcHB51X+NBn5VwJNNnR4tJRy19TXVE9z671cC//Wcf8ev/8b/xRpIk2cTqCf9quXvq3y8Ji3Y7L9x+rnMVXh+FhopQtVLBcUx+FRjPFvCIOrTK4c7hVYdrpAgFeH8SYcE5uHsOwAufT1aEArzbC/Nsqr9IuxxPg74uEQqtfumlWJlZu3Ws1wiazV0iFODtUYjHvsH9ilWiiKGqGChCAXTa4QW7bxCQWHTbcUkacttpZhp6zjdibL8NsbF+wf5hjHhydF1WgKUZF4VChVAozYMxexf3itDWZx8vY//6usruToStt+dcneWYM5r4bN7PvSknq/Ne/CjZ//2jgSIUwGbrLwQdOUuyODW4wDjAwpy7T4QC7Lw9xeO1yBzRInye5uTVOY6KRH4nRvEsyeGrEzZ/esjhZnioCFVrlMzPOT6IUIVSJJfuvu5KuWt2vr/FjEnL9HT/dxj2K+69PWdmZrQz4Ok9P1tt73XtpmRXtc7Juwsez43us70y7+kSoQCJZJ6Hc6OLeQuAUa/pEqznFyl8og6TbsQ5L8h7To9DKRYMVtTK/uHYLtNNR46brfpljR2PvrvhgMtkuLMINavUrNpcfM8VxIMBU0NDpdIYKUKBO8bJw7TJwgunn/TVNceXGfxqI6vO4dfvoO48Tp2eoNbCWrskkqIjuz1bKfMqGmI3nsKjNPOFY5o5Y/9YHSsUeO71s54aLEIBCo0aszar7GPPvb6hIhRaVQoC9v5r1abTYdfq+kQotBqSzE3LXyMXiRwbZ5fM+GysdlwH1VqD+ZlWp6XOLmzjsHkQwW1vFY+fC9g/OuM9Gs9RrzaY9dupVOvcn3HzbCGAUaFmb/+Sjd3ISBGqUooU8v3jUyiaZXWlf86cDziGilCvy8yTRS+lyysSoeydv9OEnx/fKCEqIPDC52fZZOcknOb9WYTaGGVyHge9pIckBRxF0zywOgeWynvs9fD+YMwsewkUjcFl95ZdDta3h3s8949jzDkHd16C1rbN2YCA81yhJUZnBgySnQT0/e0aJQnOLzP4zPKtHF+4fSOL1CtlJtVOFl02Pg/4CTZ1hLfibLw/5+w8RSFR5NGMB4N+PCHbiaJjS61ZGr2FJCdCoVXL8mPIJPOoMteYQ3n0iSL59OgQjXxO3tu1+/aMJw+DA48TBmxvNetNHNbhXU7UGiX7P9zFYh6vnSmAVqcm4DdzsH7rsbTYjQMD/kM7US5fHfN4yYPReBtLN6xYUr3W4DpdxGga/LlWl31svbqN+auWb72IjUaT/a9PeTbvHXi82aTlcMA23s5WGP+ALiw3PL4f5Oi0X2Cch9IjxejDBR/nl/LXzf5ZgvsWZ185KcOYC7obDqMpGuk6T5y3QmTaZR16jFun54nDy5fOIM8tPgKYKKVr7J0neX0cRmrCaSrHWuyS+1YXi9bhC+1xhehMW4BGUnnehaPM2WwcJtPoFCp2wwk+c/mxa+WFuNgbbAzMWWwo6iKH6VsBV5WJ1QaIlQp8FQlxksoyo7HzhWMav86MRaVl0W7nfTJCY4zGnQ5T/7X2MhDg9el484W7p0uZw6DDqFJzlswOPKahGP65TuMZNi9izAXt3J9tCfqLVA5BEEgm79ZBqNGU8Lpa10T5DtnmAhJ2k455v4NH8z6eLQeYddvwGvR8uTxNIVdhfSdMoTh6YXPDw0VfV2H6TtK5EkLHtaPTqjjelff8zgRtPJx1kT5NsfXunPpH1CGe8PPlGyVEjQoVucw1RzIrxUEoRZFQanQM6MbxJZ/7+yd+q05LdFRJmh6OLtM8C/av0AxqFeVkdWBg+Q2VWoNKvoZVP2RC9rrJDhHXuUKZ6/hwMaoSRY7C8p7ifLmKHmVfH/hHbjfvh8TJ3iDXIW/RbePzgI+pppbwdoKN9+cke1qrWax69jYiWCUVM/7hE14nRr2Gw73bLc/j4wSL/sFexc/m5EUogFIpX2x8EHazjudTTrSRPFs/3EclNall8riUEk7X4L7sRqOGc5m2dDdsvzphabHfw2cwaDjeGPwb7L49Y0rGG3nDyqKbXCJPvTzeJGA0a3E79Jz0FNw3yXhzO5GaEjs/3EOdLPDogb8vUUmOVCxP0GWRfe78tIPjtYsu8Vvp2aKUJNj+6oQXA8To3JSD0oCuUbV6A7NysPCzW/Ucngze+r8Vo/1JLKIAqdzwhKKd4xiPHZ6u9q+KMXt/d3J1XWH3MMaXzgBKQSDfaP3OIgJTRjMvnD6+dAZ5bPTgrOtIx6/ZOo3x9UmY9dAlsfztNek06DnMpIikrxAFgZ1UgqNUmucuP159fxtl6M+a72XGbOW5w08oecW7cJSmJKEQBE5TWQAs6pb93oWiNMpNPvcG+oRn7wLosdNDIlskXuy2sVyiVy9nV1m+ioSIZAs8tQZQqAR8Rvnv1ktF6BZnD9wu3p+NH+vc6Ph53SYjGkFJKD18vtqPp1CrRp8Xx5dptkNxFqedWE06nj0IEo5lx/5sN2weRFiYcnJ4fjtWKRUiHoeJ5SkXTxb9PF8O8nTBz0rAhc9sRC0pyKZKnJ4m2dqNsLYZYm07RK1Yo3pdJxbKsOCz82TFP9YOlNdpYnvAAhIgEsvxYOV2R2Nl1k2x0D2+Lc+6WPHbCe/E2N0If7R3d8LPn29UslKxXCV6nGHOYcLrthCrFDnODPfMPZ7y8u5kvNXp290Qn93zdxWWnzNY2RwROC/HeSyDQaPuqql53+piY2+8zxLPFFiZdpEvV/qyUN1mA5tHowe7XKE1CM+4rZxlsn2PP3R72DwY/DqniQzP5v28bse82vU64tH8WGUvbvo7L7ptOFRaIqEM4a0EoyTsTWB8InaFMq3g6ZPAWMJ3ccrJVry7RItOkh+sP5v1sfW1vAgFEMcscj7lMuNQKDh4c8ZWh+clcZbEGbAR2b/E5DAydz/IyVG/4JyedbCzNjgmUmo0SRwlcDpNJJO3iV/zM052h5VfkST0A8S0UqUg2o7DPNu7ZPnFHPvbg88Bi02PQaPg/KD/GtAZxvOo5tNFdr+/zcLDAFqliCggm0V8w8FmmMdfzLHWES/qcZnJnGWoVbu9F71C9IbNr0548fkcb05uP7fTbmRnRBeWw6M4jx4H2sl73XidZnZk7NDJeSjNdNAOOshf306Ej5b8Y+2qbB5Gebbs500sgoQwVkhKLwItAXl9VeVXnLNkqHJf5ySUuSKazxPtK2Q1GK/VxEastcDzG02E8ldIwNvLCGqFgi88QbbTcfIdpZgGeUTnLDZsSi1rkUsuehqHrHo8rEda77MZjWPWariqVChUqrw5i7DstFNVNDnOts77znJxn3uCvAmFZc+pWKEwtrvFqFKznYhjMqoJla+YsVnx6U2kSqWBoQ2nxdvrMGA2E0nm71TuLdqOZfdZTDRrTaJDEtNuuK7WeDLtYedovOS648sUywEXJoOGJ3M+JKmjeoUg0HHzA4IgdD3PbNJiUKkoXVfJXpXI5q5JRK9I9PaLHYLdomdv7xKNVolWo+K0naSp1Sh5suSnUKlydC6fV2A16Lra+sqRzBQRRQGFKBI+aTlYRAHuLXq5zpSGLt4nfFq+UUL0hmgqT7SdkT1rN+HzmIlXShz1iFJREIjn7rYVsXkQ5cGci+14ghd+P+tjCsdeMoXrrqSfp34vG1t3e6298wTPZZKXgkYz65cjKlO3uRGj024L55nuwb9WGr3V8u44wosFP29DEaZUJnYL/R4hvUaFw6THpNGgVSpRIqBB5I9NBTk6jhPOjqg718F5KI3DpieTKVGvNdh+fc7jJwEOoqmhGZulbL/nY38/ytS8g4uOONoXc8NFKDA8kBFYCdpRXFU4en1GrzW8fiuXO+co1S0hmE8VKL064OEfX2WzRwTJbS/2Uri6Jug0cqVWUm1vjdWGZKXfcLBxwfzjKY57AvvvLXnY+e2N29dPFRAE+Wx2h8uEstkgMsBrqxwzhMHpNuH1mMhEUlSlBrpUFt+sC4PDSF2hIJ2vEIvnu4TE1utTFu77ODqOYzZqUBSr5GW+d7lUHSg0Nl+d8PzFDO8v4jQl8LnMpEdMZgDRswwGnZpiR/LR6rKf7THHgvNQmqmAHUHX8k4qFSKR5PgT9vp+hJf3AryKRijVBp/zRrUaj9mIRaNBLYjUqk2uimXimQK5yxI5SqhnRRp1gYPU3eoDAzyf8vMmevudXVoDofzt96g2GnwVCWHRaPjcE+RdPEJNan7wcN6cU/NmGxaVlvXIJYOuvE7vVKXe4LHTy6vwbcLkQTKNKMAXU0E20zEqjQaiIPDSHeDVkOTOUq2O3aIbWOqpkwd2N68iYeYcNo5Ic5bPcpbPAuA2GZg12ShVq+ymkh+aDKSr18xYbOSuyyjqIldj7jLcEM0XeOxzE88USBXG75al1A7ftVEqRJYDLtRKBYeRJDvncVQ+MKqUXQu8cXk470WlUnA8QCiOw6zbxvplgVqhwePHU6y1G4aUK3U2200tAh4zbq+V03CaTLtU3sNFH9sy1Vl6uYxf8XjFj9CE/bUQj+/5SYUy7L/95e+m9F3nG5U1r3dPSff+wt8a+LjXbsLnsZCoFjlMZ3gy5WP9DtskNxi1aoLTNi7O07LFwMdFoRDwOM2U63WkVJ186W6D1A0PV3y8v2h9jwW3g7Oz1Eix1IvFqEPrVn8QowGTiXhkPM+Iy2zgsddD/qqMQhKg3qR6XaeQr5DLlGTrPyoUIprrJrVag7kZJyazjkg0QyI1emHw+H6AzfXurH2Pz4JkUhKSKUHjdhjJnOdkbbK6GuDdRctz8HzWy+6b85Ee3YePgmz0xPEqRIHVKSfFUIbQ8WBh/eixn40f7SIqRFRGHZWObeDVP/mQzf1Lmg0JAQmrRUc2Pd6C4v5ns2zsRbFa9ZTO0khjxEbP3vNxfHHryVEoRJzNJsme8i0Pvlhku8febp+FRqlM6nLwNuGjLxc/lLzqxeE04vOZyUYzXHQIuIUX8xzLeCW1Bk1bnJpoiCLpfIVSowk6FTalktODwd4fpUnd5ynt5P6TKVI0iJynx26f9+hxkHdtD6bRoEGlEMnmRouZTqYCNmJShfnp4WXfBvHsQZCLeh6pKeDQ6dAoFEgNiWKpSjJXJDukcxbA4wUfaydR7s24eVO9W51Vl9FAqVmj0NHX/bNFPz+NDxYxfqMJj9HIu0QUbV3JlNGMSaFlPTrci+wzmYjm8nRGEAesZsLFnOww5zLoWfE5yVbKrF+O9goue+3sZYYLqBWbk/1UCkkCr9FAtDZ4bDSrNSxZHDSbsJdK8MTgp1KqsxW5tbFWpcCs1WLQqNGqlaiVCpQKRWvRR6vEVbXRQELCKxq4KlRQi63ay1fXFS6zeUpDkkEtOi2VZLkrzEutFFkKuFGKAoeRVFdLXI1KiarQpF5tcM/r5OB4/PNBqRDRCgpqtQbeoJXTyN2rL+i0KtQV6UNCkstpInlVHLg9LipElhY8KJQizXqzXS/01nuL0PLa3npzW7dMBg2mGhxtRMYeWwH+zT/3mL/93/75Sdb8J+Ib6REdxGU6z2W7z/aq34FH1PKZy0dTkmg2JSQJms3Wir3RlGg2mjQkiUaj2epE1Gi2OuKUBGwpJZWyjqakQa1SolYpUCkVKBQiCoWAIIoIIiAISEg0kWjQpN6UqDUb1JoNyvUGHq2RRrXBZunu2/s3HBzHmfPZOElmUNa4swgFyLUnrRvP6JTBTFxmi85p0uMzm9CJSmqlGvFYnsxRgWRcgcGkZfNovO/RaDTx+a2cn6Y46SjjNDNlx2YzcJm44jImL3LkEtBi0RzqtILHj/ys97SsCzqtsrXioFUj0h0wEbCaxhKhQFfwuk6j5J7XxuXuJXu/vz/y2Gw7BqvZaBKYdXLc0WZ063c2WXo5z0WmjMNhIDQkPrSXndenPPlyAUmS2Dkezytxuhtl+cUs++1i0PdWvOx2eENvSFykUChFGu3ap/4pG6VUnuyIRUOt1v07We0GggELV/Es5zshknv9xh4kbMvFCic9rT5tLjPLL+e5qklodSrKA2I7dTo1taq8KDMatSibEstmPa6gAlElUmk2yZUqxNOFgeWatjbDzM45OI2kmZ929i1MhqHXqbCYdGhUSp7bLJQVIi+WgiBJrdrbEkiSRLPZGo8a9da402i0u6HVGtTqdRqZGj6LgffnUeIMXhDIYTXqOGknFO6dxwksGAkXx98dcpsNbMa7xUqlMnwHJVLIEynkeeTyYG5o+GpECbgbpiwWoj07V+HsFQ/8brZkOisliiWC+Rr6IfG8nZhUwwvPq0SRcrX+YWy4LBRZ8jg4yMp7ka+qFd4kWmOQRqHAalYTrlSZ9lop1KpclcsUG3WKtQKM8GO89AV4fRlBURW6vakiOO06XAYjRrUaQWolC6ULJWK5ArnrMqtTLs7DaZaDLgQEDiLJga2Rl3wO9rdaj0ULRSxmHbkxdlYAFqacHLQXgpVCtW+3YBzuTbvZ6AhDSiTzPFgNsDVgl6HZaLK3H+XJih8Bgf2j8cY8o16DX6OZJCB9w/hWCdEbXBYD5VKVk7M0odzVneOsXswHeLcXZnXWw/bZ3ft/dzIrmhDrCoyZVkkjva61QtZolCiVCpQqsRWTKAo0gSYS9WaDarNJpVHnulajVK1TL9Z5OTO4/+843IjRea+N40gar8WIx2REIyioFKrELvNcJYoc9XQg8tqMnJ+2VsHPH07xfj88VhFgk1UPdA/m5xdpztteuqDf2op/TBcIRW7DKk7Pk61e0j1Cp1ppsPv6gqdPg+yGE5TbE2M8nJV9/1ZHIBuzPitXqRIPVnzUG1Kr3Wm1TqVS57pc4/q62tWSs1KtYzfrmLUYOHl/wfb+eILR4TJy0SGSDcb+GMrDr4/xzLvx+Sw0qnWUytbvr1C0/m39iYiCgCBICAgf4rQUpQpahcTSvJN0tkQqPXorr5wpIrS9B5lD+UkqEcmw+uUSW+8vmJpzko2kyWfHeO3rChabnmDQSjF5xelWiMzB4PPTaNWTG8MjDuCZdiCVyrz9f79GYTQgiiIPP1vgqtzgvKc+rUargg5vpagQWFz0opQkjtYuuCiUiSBx1RS6JihBAK/DiNVpQmvUIKhEKo0G2WKFRKaAWJNYnnd/EKEmoxaLSYteq0ajUrYy3BsS9WqDynWV0lWZXLZEJVMkRZEUYHoyTbOkYP30bjszKqUCjeaafLKCxawlN6RtrhxTHivrJ633lCSYU1vHFqIvpvy8jvYLhPiIZKsb1I3xe7CrFQr24vKCTyUMDu5UCQq+Pg3z5ezUUC8tgHLI6wC8cAf4Wbj7vLWr+8cuOaaMVv5l6JAX5iDbifEXlgAPXC7enLfs/IUvwOuT7sVOsnRNUqY5ikonEjSb8VvMhCJZNk5GOwc0HfErmcI196dcXOWvx5rb9JrbZKJ4Ms+DFd9Y73mDQhSIhvpj2uVKMfVSzFc4OU3w8EGAzTEWg3aLjtOtGB6fFZ1eTSJ2t0TjCZ+Gb50QDTjM1Mp1otnWCfjkXoB3x+PHZj6d9/Ou3cJs6zTG8+Ugb/c/Tvw9nfezthlCFATuz3vYOrqk8JHb8w6XClWtiqemoVZvIAhCq3uIKLS2KAQQBfGD6Gjdz4fn3TxHqAsEyyYuawLHpyn6O3D3E7CYybQ9MmubF6wserhIXFG4HvFdFMNjIMORLOFIFgCvx4zXYyGTK3F2kWJl1v1hFd7L9vsQ/qCNqkVArVIQ3mtNAHabAZ/bjEoQKKZLRM5SRJMRtIkiqWSBwgAPgAhotSq0BjVavRqvKKKuNtn68cHw79eDz28hdXh7rpUHiIfEWRKvXUvs62PZx+UQBIGVR37218+w+eykThLojFrcUw6MDiOiRk25LpHOXZPqKDAfOk5w//N5aDbZ+/7mwNcPH1yydN/H5XHL5i6/FY1WhbpzwfQhplVCKYqolCJnr/bZPBzPW+gMOCgejd4SXH4yzdnaCdf51u+1+nKJnTenbP/eFgBT9/xYp10cHycpFipo2hOlP2jDaTMQ2oly9OrWtjOPAmz+7Ih7Xyyw3ZGYJUmQThZIy5S0USgE9CYjVouevErDVaZEJXNF/A7JGYsrPjY3W2PHvZdBdk/H3w59uOzj7V7r2AfTft4Vx5/4H856P4jQG07OU6jMArURysNjMrCdlBdUsasiJqeafHWwN+ylJ8jbdnLofZeL3RHi7KHHw9uQvEjfjMZxmvQkS/2LokShdY6/Og3z5cwUP00MFqODSjgBBE0W3lz2zw+nqeywzpFAy5PaqDdpSrBfSmLT6UY2RrlBq1Ry1VG66G0sisdsJDZGslKt2cSi0fL9nSNezI3OYxAEuLjIdt23c5Hgs4dTY8WLRnp2Mbb3ojx7GBw73OTBnJedzf7nnp+nWFx0cyhTDg1aIVfH7V2jvf1LFhfcfcXsezFqW97vWDSLxaZnetbZt3Cd8MvHt0qIznps5LKlDwk6AJHLLGqlYuhgdMOM28bucbf4ebcf4t60m93zu8VYLQed7LXLTTQliaNQimmfjfPouB2pb3HZjDSKdbZDlywtuDmKp8f6PnI8Xw7y6tUpDqsBj81ILDN64KuXu7fk9g9jeFxmrCYdoXh24HGjYtg6icWuiLVXrz6XCb9Fj2nJh8RN/I/ETQzZzeQgKkDv0GObE0hcZMicpDk46Y5fWlr2cvz1CY++t8D6m9OB718t16iWa9hMWtZ+sImoULD8aJr9jfEXIaV0t6iPDCj1s/I4yPsfbBJ8NEN4SLxpJ6svZlj/nda2ukZXaLXyjOU425GPt3RPOzDaTSi0asRqFaHZZOXJFEqFiIAEzSb1ao1qqUKlWKZRu0ZXLZI7br3esI1gQYCFR9McvT/j0Z9YZeOn4wl2o80w9HFBEFh9Ocvm7252xY7VegR9eDdCeDeCWqti9fNFTF4Liusqoa0IckuXZHuxUxlzKxLAbNFTTBc42Qix+seXWYuPn2kOoDeoSWVuFwRXp9mxtzQDHgvrHQua7a0IDx552b4YPQYZtWrCmX6xnC1c82TWx+vUYM+sADiMei4Tgz2fQaOFnbT8OTtrtrJ1cfsLXNdrKEVxaF3R4oD2l9CqYblgs/cJUbNG01UF5NXZcDE6KIFIAExKNSGZUKB4qciK18VuZvD1+dwZ4FWkNT7kamWeu/xkzsc7x564vXx9dnvt1ppNfHbTWELUptMRbdfT3IrHCbgthOODr9g5j53QQb93991JhMUZ59B2yEGPlYiMN3NnN8ps0D5WvGghO9gmgxoTAARcFpKR1ves1RuEI1mmgjYuZD7PDZqOaiG5TIlKucbyfR/7O3fPFZnwi+MbVUd0GMsBJ8lkvkuEAiSzRR7NDC5wfYNRp6Z6Xe+LGZOAcCqH2zpeXTloJU0lI1dd/cbLlRrFUhW7ZbxOKTfYzHpUjVZpCoCDozgrfieKMUsMdfJsOcB6O04nlS0iViScluG1IJWiwJnMQBVLXJFJ5Hm4MNi2kXgO8Y51EBcDNrTJa1798w3yiTybX5+y8eqEjVc3/56w2f6LnaQ5/dERp9tRMgMKNQvtTPOLgxhK1fBMU4tVRz6Uol5tUL2ucvDmmIcvZsb63EazjtOdbs9EMXeNd6q/Fmq+Ld5NQwq3d/Lw5dwHEQqQieVQqwQMAwrSl4sVzncibP/BHhs/2KAaTlCLJtn57bds/IvXrP+LN6z/y3ds/94mh68OuNi6wOEysf/V4cDX7Po8Xy5z+O4USZJY/91NHrycH2lbAGGIh1yrV7O86mP9Bxt9CQyH704wyYjYarnGdTxLZj9K6FBepM0te7k8b03CJzsRvL7BXaduMFl06NTKDyEfW7+/P7S5gOz7LnpId4QhZBIFlt2j6+KKgoBGq6LeI45ykTy6ji3SQSwEnaTz8mEVzavhMZ7PpwNsjfBgmgfEW+qUSoSKQKVjgXyazfLMP7hb1azNyl5i+Pb3STKDoqe6xJzF1uepfHUW5nuuKdnXiBXkhfULT4Cd5GARZlEOvhbmzDbeXnYvAt9mIjz1j55rFux23pz3LyDfRqPMj2hkAjCjN5Np15Au1+o0dQKaIdefXSc/5zSaEulqBaNhcAyta8DisVZvUClUMY7oJrYy4+YiNFis7h1cEvBaZR+7jHaL6+vrKvlCBadzcG1moee6KV/XONqP8fDJ9NDPOeHT8q0QoqszHs7DqQ/9a3s5Ok8M7VAiCDDjsBFLy3s98sUKeq0K9RiTrVGnRl1rHdNLKlfEZNChUY9XMN2k12BWqogluj/Xzt4lj2a9YxUIv+Hpkp+NnszoRKqArqnAOqSN4ILXMbBsUrlSY2cnwvOVgOyJVK01xpr4AQw6Fc8DDsJfn3MZStNsSjSuq0NrejrMWhLhLPdW5Cc7f9DGUVt4Z1MFVlYDA19LoRBx6JRkOmwtNZps/niPR2OI0ZlZG00Zz4rD3T1oLqwGuGiXLdl7dYjDZx36uvdfzLLxO/0JRtHjOC6vBZVm+KaGVq8mvHPB8Xt5MQdgdZnZfXVIIVtk7v5gGwEsP5tl88d7Xfdt/WiHqQU3xhEdncoDul25/DZsZg07P5VPBmvWG8zIFPYXBIFmvcnB6yOWHsi3xdVqu+3jtg//jEaTFqtR+0G83rD1w30eDTl/Olm+72dTZity9/U5D0a0IH10z89RqF8cJVNFVr2uocfem3bzfkgY0v5FgqBBfhL3mY1sJ8aoSzlAyz6yefrKw0HLY+fUy9vcpR/uIQdIFEo8dHfbTKuQP+e/HiBGC9UqVk23qLRrdewnh4vgo1RatsSaUhBRNEXqMhnfJ9U0Fs1gYacURaSaJFvzVBJArR1+Pb/0B9i86P6dzlNZVpYHC2C50JMbErkiwZnBC6T8kJa/8WSeWe/wxZWiPiIIVQKHtf88mAvaicl0UcpmSygVIkaZ+HuAukxLz0ajyebaOY+fj+dUmPCL5xsvRJ/M+9k7iVGtDd7+yRcr3A8M7l38fD7AzsnwQfj0MsODmeGTiEIUmbZaPmybyHEWSbM4NXxCAdBpVLhNBkLRrOzjm1sRni6MNzE+XvCxtRGRDXiKxq+wKtWY9fKDp1k9OjN1beOCe9Mu2dWxzT56snk048KULrP96oTOcmLhsxSPHsp/x/lFN3tvW6WDjt6dY5ERQXZTt8DOJgZvrz5Ydvd1Drph48d7rD4JohjStrR3+/iGvnJBHVuRzXoDX8A68DUXVoPs/cEOg0qsnWxeMH/PN3RBsvjATyaWo5AtMT1AZAYWPVTaZVX2vz7E4pD3/jsDdiKHl7Kf5/j9KXqNEs+Qjk5pmSoJCw+DFONpwkMaKwBcybQ8vPd8lvN2fcF8ONH3+xjNOg57QivOdiIDvbc6vRqHTT+wmsHOjw55+GD4NWc0aognBl//maM0xgHXmtNmYG9ICNDmepgFn7x9dWrlyDqUkgSzqv4WpgJgMWgp1UbXFc7JLLCfu/28GVAmr1irMW3rX4zqVSq2LscLS2n0iJlkcfD3/PoszPec/WLU09MFasZk46o6PMY9dX3NPWv/WP3CHeAoK+/lS1eumfcO9mq+8Pk5TWcHPr6VTPDQLz/PBEymgSFib87CPFzqX5B7rEZCkcHvB7BxGpP1+JuNWk4vhov1nb0oz1bkr4lpj5X9w9GLm53dCLaenTnLkK6Cl7EcLocRjUwd42JhsHBef3vG6pOpsRuWTPjF8Y0Woi8WAmzsh2k2Rqy6gO2jSJ8wAXgw7eH93nhB1+8PIzxdlPe8ADyd8Y5Vn23r6JJn9wZv9alVCqYdFk7Phw8CGxshni8NnxhX573s7kQHihmAUDSLS6uX9RoP2vLuZe8whlmtJuDpmXSGtKJzWnQ8cpg5+MnRwJpve2vnuHq8ioIAzY6kr3KxwrS/e/C32vTs98SERk6TLN7vH6xXH/jY/MnwOMetnx0yN+9Cq++3kVan6is9dEOqIyY4uODm8M1R1+P7r48wyoRHBBfchDZPqI/o77z79RGrL+dlH3P6LGz/we7td/jxLv6F7knOGbB1eSLLxQpTC/2LNpVGiU6npjAkmz52lqCQyDEvM6npjBrSPQu0h5/Pc/Rqn0JmdDb26fo5Lr/1w//VWhXxjuLal0dx7vcsWmaXPNR67JfPXbO81P/9NFoVPq+F8wFb/ABIEns/OeLB/cFjwPS8m0xmsI2yqSKLTqvsY06HaWjTBkmSkLI1lDLhLvdmPMSzo6/V4/MU6p64vBfTAXYS4yV0hDO5Li9hwGjmMDJ8nHoTiXLP1S3oVt3uocX6O9m6jBEwtQS0QaXibIiQA/j6PMwXziBCx5Bn7AgpeOzy8u5yvJhBY0+JqGmThXcyyU2dvE6HeeTrF5MBs5m1AYlZnWQb5T5PrFIQMKLmekht0f10Cm/PIjIoswiQY+38kulAt3dz1m8fqw3mzk6UuUC/Z9SmHy8MrV5vMhO8PV6pEDk5GX4+npwlmZt19S3CR9UO3Vq7YGHFi1Y3Osxlwi+Ob6wQfbEY4N1uaOyampVqgzlX98XisRkJRTJ3Ks+0dXLJvK//onuxEGD9DrUG3+2GeLLcP6EpFSJLPieHY9aYXF8P8XxZXtTen/VwtBcbS6ifhdMETCa0HatMu1HHRXj85KpY4opcotAVN1qQSc4QBXg+66Z+muFgfXgyULVSx2bs9iDdXw1wsd+90t75+gR/4FaMzgQdNGRqyQk9A+vUtJ3D1+Nlrx+uneG067E6ur28c/NOagNqLMYv0hjbccFGXf8KvlKsMLfSva3m9Fm5Cie4HqO8CcDGj3d59L2Fvvvtdj21joYMzUYTXY83zuW399Xc2/7pfl/IwPLT2a7C9IMoZIqcrp2y+kX353FNOT/cVmtU3H86xfoP1mXDGQbh7ZisVp7OkOrZLTh9e4ShI+42NSAxsJrvTp5Qa5RMBW2c7I4WCVKjydHPTmTDQe498LM1ooUowN6bCx7Od//mD5f97IxREicczfJ0uvu9lwJO3h2PN/bkimWe2G5Fkt9iYuMOLYzLtQYBY0sUqkQRQ1NFcYg4uqFUr3YlpiTu0EUIBIJtITpvtX/oajSM1+cRPu8QozclnPRK1VgJQTccJdMfYlRFQUAnqGTrHPcSrucwduwmCYBFqaFaH33sWS7H06nu3/iFL8BRbLjgL1aqqMxqlB07A+XiePU+a/UmJbHR1fe9OcZnbR3boJzvjhd1Wgzs7Y+fIHR0GP/w3suzbvJDPJs37O5HebR6O/dp1EryYzSdONiJ4vJYsNqGh+lM+MXxjROigtASfR9TT3P9IIzP3vKuaVRK9KJKVigNo9Zoki9VsHT02V6d8bAxxgTUy9bRJYvTt54CURB4MONmd0Q/617W1y541uMZXZ52cXaU6EqYGsXxeZI5uw11eyCbGeC5GcZ1ucbu7m3caCSR62yYwrTbwqJGy/YfHLbaM47B4XaEB6st0a5WK0nKrJalRhOTqiX0NFoVJwPKkhxuhgm0t49NZh3XsSzVEYW6OwkdXKJsNvAGOzyw9cHHS5KEb9qOy2dl92fyMZAn66eo24OwyapHrFXJDgnvkGP993d40OEZnbvnk425PHh7zMpnref55t3syHymerWOp8P7uPq9JbZ+MrqY/w2NWoPNH27z6MvF244n7fhUu8eC22Vg60c7Y7/eDfHT1uLD6jRx8Pak7/FCusj8fEvwzi55iJ7JT9wnO1E8npawUSpFZuecHA0Iy5CjUW9w+vqMpaVbQWcy6/rK3Az9LvsJzO04N7NRy3ls/G41Oxthgs6Wp0utFClUq3daTNeyLeEoCgImnZryHStwuLStCfyFM8BRcryF6lk29yFxacXp5LQj630c9mJJNAoFeuX4nqzXFxFeOoOICB+Svx46PMRK43fcSZfL3LO1POgv3UH20+O1Sk2Ui6x0hFF85g+wGxu/jNBJIYu2PZ4tOeysjVmC8DiRZrW9SDJo1RwPKI0kRzSVZ26x9V2VCnHkjlwnvfGi027rneaeQrHCynzreup1FgxjfTPEk0etUAzHiBj1Ti5OkyhVyq5xbsKn4xslRAUEnsz6Wp7Qj6DZkHAbW1sX9wMuzi7vXkoJWgHeXocJhSgw47FxcZocuvU9iHqjSSx1hdfREsePF3xsfWSZiY2NEI/bYQMLAQeRszTVIW0PB3FwEmfZ7Wxt/1XHH0g6kaR23OiMGwFwuc1oVApeTLtIbYQ5H6OWZC+R4zhGo4b7932kBnRkOly/YGnZy/KSh+KQlbHVpkcQBdwm9dAWloNIRrIUEjlml1ot6M5GeMK1GhUer3lgW858qsDy4ynUWhU2i+ZDLc+7svvVAUuPpxAEKA/Zpk1FMijVSkxW/cCtt+2f7uOdcTK15OXgzfj1TjtZ/90tlp9Mo9aqEFVK5u77qWavOP/IpgzRoxjBBTeBWefARcz2j3Zw+63oZUIobpAkCY/L2Cp8v+wd6ZWXo16tE34fYqEdxhCccZC7QwvQfOaaeWtLTM4E7X3VPoa+d72JsdFqF/lw3kckdbdFy0EoyYzRwotpP7sjEnbk0AhKHrs8fH16N7vdJC4Zxog77yVXrvDQ7SEjU+B9GG8uIryw+8mXKyxZHXwdvbvDwCCqCRjMrI25nX/Dq3SIVY8bp17PXvRutSyTpRIPgx50SiWVQn1oCaxeXp+FebDgYcHjoDHGblgna8dRHt0PsDDlpHRHJ81NvKheq+JwSEveQYTDGSwmHYfDwmNkWNu44NHDIGbd8A5avSTjVxTz5Q/ie8Kn4xvVa943uyT9yq//N3+o1xAEmJ9ycXjxhy9yO++3c5Uqkb1DfUI5nFYjJp2a8wEenHERFSL+oJVkrEC5fLdBpJfpKTuZWP5Db+CPxWEzYNNrKBynyY4ZbzrwMy26iZ+nuvq39+L0W2nUG2SGdNRQKhX4p2ycb398lyoAlVpFcNHDyVq/d64T77ST5Hmia5u8F6vHgtFq5GJ7dIHpYWh0avxzbo7fDxeP809nOV47Y5grLbAS4LpQITOkRuE4eGZdmN1WTtZO/tCt9+afznG2F0UaMi8HHwSIxfIDwyUADGYd1oCN0NHduuH0otapcC97OLtIf1QHtulHXg6iKaSP6Ns7u+TmMJEaK46vl7kZJ4e1DJUxOyB1Mu20kLwuURhSA3QQizY755ncWNvbvQSsJmJXxTuJsg/v67aTF8tE8ncfg4waNQ6DjrNc9s7HOtQ67JKeE5lku1HolSqmNWaOo3efFwwaNQGFkfM7eDVv0CoVzFgtXa2Zx0WpFJmZcnB8RzF5w9KC+6NErCiKLAbtHG/e3ZGjVin4Y7/ygL/4V7+c9Jr/RHyjhKggCAng7FN/jp8jTmDS9mEwE/sMZ2Kf4UzsM5yJfYYzsc9wvm32mZEkaXRJmwk/d75RQvTbhiAIrycrsMFM7DOciX2GM7HPcCb2Gc7EPsOZ2GfCz4tvVIzohAkTJkyYMGHChG8PEyE6YcKECRMmTJgw4ZMwEaKflv/5U3+AX3Im9hnOxD7DmdhnOBP7DGdin+FM7DPh58IkRnTChAkTJkyYMGHCJ2HiEZ0wYcKECRMmTJjwSZgI0Y9AEIQpQRB+VxCEHUEQtgRB+M/b9/+l9v+bgiB81vH8WUEQrgVBeN/++82Ox14IgrAhCMKhIAj/k9BuRSMIgkYQhH/Svv8rQRBmO47564IgHLT//vov8KuPxV3t037ssSAIP20/viEIgrZ9/3fePoIg/NWOc+d9+/Gn7ccm9hEElSAI/6Bthx1BEP5Ox2MT+wiCWhCEv9+2w5ogCH+i47Hvkn3+e0EQdgVBWBcE4f8SBMHacczfaX/XPUEQ/nTH/d8q+9zVNoIgONrPLwiC8Pd6XutbZZsJnxBJkiZ/d/wDfMDz9m0TsA88AO4DK8DvAZ91PH8W2BzwWq+AL2k1wvz/gD/bvv8/AX6zffvXgH/Svm0Hjtv/2tq3bZ/aJn9I+yiBdeBJ+/8OQDGxj+yxj4DjyfnTdf78FeAft2/rgVNgdmKfD8//T4G/377tBt4A4nfQPn8KULbv/w3gN9q3HwBrgAaYA474lo4/H2EbA/BHgb8J/L2e1/pW2Wby9+n+Jh7Rj0CSpKgkSW/bt/PADhCQJGlHkqS9cV9HEAQfYJYk6aeSJEnA/wb8++2HfxX4B+3b/xT4lfaK808Dvy1JUlqSpAzw28Cf+Xl8r58XH2GfPwWsS5K01j4mJUlSY2IfWf4D4B/B5PzpPAQwCIKgBHRAFbia2OcDD4AftJ8fB7LAZ99B+/xLSZJu2m39DAi2b/8qrYVMRZKkE+AQ+PzbaJ+72kaSpKIkST8GunrQfhttM+HTMRGif0ja2w7PgK9GPHVOEIR3giD8UBCEP9a+LwB09pkMte+7eewCoD1A5Gh5Cj/cL3PMLx1j2mcZkARB+C1BEN4KgvBft++f2Kefv0xbiDKxzw3/FCgCUeAc+B8kSUozsc8Na8CvCoKgFARhDngBTPHdts+v0/LiweDv9K22z5i2GcS32jYTfrEoP/UH+CYjCIIR+D+A/0KSpMHNzVsT5LQkSSlBEF4A/7cgCKu0tjR6uSljMOixYcf8UnEH+yhpbf+8BErADwRBeAPIHfNdtM/N878ASpIkbd7cJfO076J9PgcagJ/Wlt+PBEH4PhP73PC/0tq2f02rRfJPgDrfUfsIgvB3aX3/f3hzl8zho77rN9o+d7DNwJeQue9bYZsJv3gmHtGPRBAEFa0L+R9KkvR/Dntue8sn1b79hlYM0jKtFWGw46lBINK+HaLltaC95WgB0p33yxzzS8Nd7EPrO/1QkqSkJEkl4J8Dz5nYp5df49YbChP73PBXgH8hSVKtvfX8B8BnTOwDtLxSkiT9l5IkPZUk6VcBK3DAd9A+7QSZfwf4q+0tZRj8nb6V9rmjbQbxrbTNhE/DRIh+BO14l/8F2JEk6X8c4/kuQRAU7dvzwBKthJMokBcE4Xvt1/xrwP/TPuyfATdZhX8R+J324PBbwJ8SBMEmCIKNVnzlb/0cv94fmrvah9bnfywIgr49cP3rwPbEPl3HiMBfAv7xzX0T+3zgHPiTQgsD8D1gd2KfD8/Xt+2CIAj/FlCXJOk7d30JgvBngL8N/HvtBe8N/wz4NaGV7T1Ha3x+9W20z0fYRpZvo20mfEKkX4KMqW/aH61tZIlWpvf79t+fA/48rVVfBYgBv9V+/l8AtmjFar0F/t2O1/oM2KTlJf173DYZ0AL/O63A+VfAfMcxv96+/xD4G5/aHn9Y+7SP+Q/bNtoE/ruJffrs8yeAn8m81nfePoCx/V23gG3gv5rYp8s+s8AercSU7wMz31H7HNKKUby57zc7jvm7bRvs0c7+/jba5yNtc0rLo1lon18Pvo22mfx9ur9JZ6UJEyZMmDBhwoQJn4TJ1vyECRMmTJgwYcKET8JEiE6YMGHChAkTJkz4JEyE6IQJEyZMmDBhwoRPwkSITpgwYcKECRMmTPgkTITohAkTJkyYMGHChE/CRIhOmDBhwoQJEyZM+CRMhOiECRMmTJgwYcKET8JEiE6YMGHChAkTJkz4JPz/+FeolYbgthYAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] @@ -994,10 +1013,16 @@ "source": [ "# now to visualize using flopy and matplotlib\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=mg_unstruct, ax=ax)\n", - "ax = pmv.plot_array(dem_data, masked_values=rio.nodatavals, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + "ax = pmv.plot_array(\n", + " dem_data,\n", + " masked_values=rio.nodatavals,\n", + " cmap=\"viridis\",\n", + " vmin=vmin,\n", + " vmax=vmax,\n", + ")\n", "plt.plot(shape.T[0], shape.T[1], \"r-\")\n", "plt.title(\"Resample time, nearest neighbor: {:.3f} sec\".format(resample_time))\n", "plt.colorbar(ax, shrink=0.7);" @@ -1010,9 +1035,9 @@ "outputs": [], "source": [ "t0 = time.time()\n", - "dem_data = rio.resample_to_grid(mg_unstruct,\n", - " band=rio.bands[0],\n", - " method=\"linear\")\n", + "dem_data = rio.resample_to_grid(\n", + " mg_unstruct, band=rio.bands[0], method=\"linear\"\n", + ")\n", "\n", "resample_time = time.time() - t0" ] @@ -1024,7 +1049,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1038,10 +1063,16 @@ "source": [ "# now to visualize using flopy and matplotlib\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=mg_unstruct, ax=ax)\n", - "ax = pmv.plot_array(dem_data, masked_values=rio.nodatavals, cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + "ax = pmv.plot_array(\n", + " dem_data,\n", + " masked_values=rio.nodatavals,\n", + " cmap=\"viridis\",\n", + " vmin=vmin,\n", + " vmax=vmax,\n", + ")\n", "plt.plot(shape.T[0], shape.T[1], \"r-\")\n", "plt.title(\"Resample time, bi-linear: {:.3f} sec\".format(resample_time))\n", "plt.colorbar(ax, shrink=0.7);" @@ -1093,7 +1124,7 @@ ], "source": [ "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "ax = rio.plot(ax=ax, vmin=vmin, vmax=vmax)\n", "\n", @@ -1131,7 +1162,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -1144,7 +1175,7 @@ ], "source": [ "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "ax = rio.plot(ax=ax, vmin=vmin, vmax=vmax)\n", "\n", @@ -1167,13 +1198,11 @@ "metadata": {}, "outputs": [], "source": [ - "top = rio.resample_to_grid(mg_unstruct,\n", - " band=rio.bands[0],\n", - " method=\"linear\")\n", + "top = rio.resample_to_grid(mg_unstruct, band=rio.bands[0], method=\"linear\")\n", "\n", "# apply a \"realistic\" nodataval to top cells outside the model domain\n", "for val in rio.nodatavals:\n", - " top[top == val] = 3500 \n", + " top[top == val] = 3500\n", "\n", "# create an ibound array\n", "ibound = np.ones(top.shape, dtype=int)\n", @@ -1201,14 +1230,24 @@ "source": [ "# now to visualize using flopy and matplotlib\n", "fig = plt.figure(figsize=(12, 12))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "\n", "pmv = flopy.plot.PlotMapView(modelgrid=mg_unstruct, ax=ax)\n", - "ax = pmv.plot_array(top, masked_values=[3500,], cmap=\"viridis\", vmin=vmin, vmax=vmax)\n", + "ax = pmv.plot_array(\n", + " top,\n", + " masked_values=[\n", + " 3500,\n", + " ],\n", + " cmap=\"viridis\",\n", + " vmin=vmin,\n", + " vmax=vmax,\n", + ")\n", "ib = pmv.plot_ibound(ibound)\n", "pmv.plot_grid(linewidth=0.3)\n", "plt.plot(shape[0], shape[1], \"r-\")\n", - "plt.title(\"Model top and ibound arrays created using bi-linear raster resampling\")\n", + "plt.title(\n", + " \"Model top and ibound arrays created using bi-linear raster resampling\"\n", + ")\n", "plt.colorbar(ax, shrink=0.7);" ] }, @@ -1256,7 +1295,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_save_binary_data_file.ipynb b/examples/Notebooks/flopy3_save_binary_data_file.ipynb index dd50bb911a..f1daaf8d89 100644 --- a/examples/Notebooks/flopy3_save_binary_data_file.ipynb +++ b/examples/Notebooks/flopy3_save_binary_data_file.ipynb @@ -18,16 +18,16 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], "source": [ - "import os \n", + "import os\n", "import sys\n", "import shutil\n", "import numpy as np\n", @@ -38,14 +38,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", - " \n", + "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -54,17 +54,19 @@ "metadata": {}, "outputs": [], "source": [ - "nlay,nrow,ncol = 1,20,10\n", - "model_ws = os.path.join(\"data\",\"binary_data\")\n", + "nlay, nrow, ncol = 1, 20, 10\n", + "model_ws = os.path.join(\"data\", \"binary_data\")\n", "\n", "if os.path.exists(model_ws):\n", " shutil.rmtree(model_ws)\n", - " \n", - "precision = 'single' # or 'double'\n", - "dtype = np.float32 # or np.float64\n", + "\n", + "precision = \"single\" # or 'double'\n", + "dtype = np.float32 # or np.float64\n", "\n", "mf = flopy.modflow.Modflow(model_ws=model_ws)\n", - "dis = flopy.modflow.ModflowDis(mf, nlay=nlay, nrow=nrow, ncol=ncol, delr=20, delc=10)" + "dis = flopy.modflow.ModflowDis(\n", + " mf, nlay=nlay, nrow=nrow, ncol=ncol, delr=20, delc=10\n", + ")" ] }, { @@ -143,15 +145,23 @@ "metadata": {}, "outputs": [], "source": [ - "text = 'head'\n", + "text = \"head\"\n", "\n", "# write a binary data file\n", "pertim = dtype(1.0)\n", - "header = flopy.utils.BinaryHeader.create(bintype=text, precision=precision,\n", - " text=text, nrow=nrow, ncol=ncol,\n", - " ilay=1, pertim=pertim,\n", - " totim=pertim, kstp=1, kper=1)\n", - "pth = os.path.join(model_ws, 'bottom.bin')\n", + "header = flopy.utils.BinaryHeader.create(\n", + " bintype=text,\n", + " precision=precision,\n", + " text=text,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " ilay=1,\n", + " pertim=pertim,\n", + " totim=pertim,\n", + " kstp=1,\n", + " kper=1,\n", + ")\n", + "pth = os.path.join(model_ws, \"bottom.bin\")\n", "flopy.utils.Util2d.write_bin(b.shape, pth, b, header_data=header)" ] }, @@ -198,7 +208,7 @@ } ], "source": [ - "pmv= flopy.plot.PlotMapView(model=mf)\n", + "pmv = flopy.plot.PlotMapView(model=mf)\n", "v = pmv.plot_array(br)\n", "pmv.plot_grid()\n", "plt.colorbar(v, shrink=0.5);" @@ -231,7 +241,7 @@ ], "source": [ "pmv = flopy.plot.PlotMapView(model=mf)\n", - "v = pmv.plot_array(b-br)\n", + "v = pmv.plot_array(b - br)\n", "pmv.plot_grid()\n", "plt.colorbar(v, shrink=0.5);" ] @@ -261,9 +271,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_sfrpackage_example.ipynb b/examples/Notebooks/flopy3_sfrpackage_example.ipynb index d3910f40c2..490ea83c09 100644 --- a/examples/Notebooks/flopy3_sfrpackage_example.ipynb +++ b/examples/Notebooks/flopy3_sfrpackage_example.ipynb @@ -27,12 +27,12 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "pandas version: 1.0.5\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -51,20 +51,20 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", - " \n", + "\n", "import flopy.utils.binaryfile as bf\n", "from flopy.utils.sfroutputfile import SfrFile\n", "\n", - "mpl.rcParams['figure.figsize'] = (11, 8.5)\n", + "mpl.rcParams[\"figure.figsize\"] = (11, 8.5)\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('pandas version: {}'.format(pd.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"pandas version: {}\".format(pd.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -73,11 +73,11 @@ "metadata": {}, "outputs": [], "source": [ - "#Set name of MODFLOW exe\n", + "# Set name of MODFLOW exe\n", "# assumes executable is in users path statement\n", - "exe_name = 'mf2005'\n", - "if platform.system() == 'Windows':\n", - " exe_name += '.exe'" + "exe_name = \"mf2005\"\n", + "if platform.system() == \"Windows\":\n", + " exe_name += \".exe\"" ] }, { @@ -93,16 +93,14 @@ "metadata": {}, "outputs": [], "source": [ - "path = 'data'\n", - "if os.path.isfile(path):\n", - " os.remove(path)\n", - "elif os.path.isdir(path):\n", - " shutil.rmtree(path)\n", - "os.mkdir(path)\n", - "gpth = os.path.join('..', 'data', 'mf2005_test', 'test1ss.*')\n", + "path = \"data\"\n", + "if not os.path.isdir(path):\n", + " os.makedirs(path, exist_ok=True)\n", + "\n", + "gpth = os.path.join(\"..\", \"data\", \"mf2005_test\", \"test1ss.*\")\n", "for f in glob.glob(gpth):\n", " shutil.copy(f, path)\n", - "gpth = os.path.join('..', 'data', 'mf2005_test', 'test1tr.*')\n", + "gpth = os.path.join(\"..\", \"data\", \"mf2005_test\", \"test1tr.*\")\n", "for f in glob.glob(gpth):\n", " shutil.copy(f, path)" ] @@ -120,8 +118,13 @@ "metadata": {}, "outputs": [], "source": [ - "m = flopy.modflow.Modflow.load('test1ss.nam', version='mf2005', exe_name=exe_name, \n", - " model_ws=path, load_only=['ghb', 'evt', 'rch', 'dis', 'bas6', 'oc', 'sip', 'lpf'])" + "m = flopy.modflow.Modflow.load(\n", + " \"test1ss.nam\",\n", + " version=\"mf2005\",\n", + " exe_name=exe_name,\n", + " model_ws=path,\n", + " load_only=[\"ghb\", \"evt\", \"rch\", \"dis\", \"bas6\", \"oc\", \"sip\", \"lpf\"],\n", + ")" ] }, { @@ -194,8 +197,8 @@ } ], "source": [ - "rpth = os.path.join('..', 'data', 'sfr_examples', 'test1ss_reach_data.csv')\n", - "reach_data = np.genfromtxt(rpth, delimiter=',', names=True)\n", + "rpth = os.path.join(\"..\", \"data\", \"sfr_examples\", \"test1ss_reach_data.csv\")\n", + "reach_data = np.genfromtxt(rpth, delimiter=\",\", names=True)\n", "reach_data" ] }, @@ -224,10 +227,10 @@ } ], "source": [ - "spth = os.path.join('..', 'data', 'sfr_examples', 'test1ss_segment_data.csv')\n", - "ss_segment_data = np.genfromtxt(spth, delimiter=',', names=True)\n", + "spth = os.path.join(\"..\", \"data\", \"sfr_examples\", \"test1ss_segment_data.csv\")\n", + "ss_segment_data = np.genfromtxt(spth, delimiter=\",\", names=True)\n", "segment_data = {0: ss_segment_data}\n", - "segment_data[0][0:1]['width1']" + "segment_data[0][0:1][\"width1\"]" ] }, { @@ -248,9 +251,15 @@ "metadata": {}, "outputs": [], "source": [ - "channel_flow_data = {0: {1: [[0.5, 1.0, 2.0, 4.0, 7.0, 10.0, 20.0, 30.0, 50.0, 75.0, 100.0],\n", - " [0.25, 0.4, 0.55, 0.7, 0.8, 0.9, 1.1, 1.25, 1.4, 1.7, 2.6],\n", - " [3.0, 3.5, 4.2, 5.3, 7.0, 8.5, 12.0, 14.0, 17.0, 20.0, 22.0]]}}" + "channel_flow_data = {\n", + " 0: {\n", + " 1: [\n", + " [0.5, 1.0, 2.0, 4.0, 7.0, 10.0, 20.0, 30.0, 50.0, 75.0, 100.0],\n", + " [0.25, 0.4, 0.55, 0.7, 0.8, 0.9, 1.1, 1.25, 1.4, 1.7, 2.6],\n", + " [3.0, 3.5, 4.2, 5.3, 7.0, 8.5, 12.0, 14.0, 17.0, 20.0, 22.0],\n", + " ]\n", + " }\n", + "}" ] }, { @@ -271,10 +280,18 @@ "metadata": {}, "outputs": [], "source": [ - "channel_geometry_data = {0: {7: [[0.0, 10.0, 80.0, 100.0, 150.0, 170.0, 240.0, 250.0],\n", - " [20.0, 13.0, 10.0, 2.0, 0.0, 10.0, 13.0, 20.0]],\n", - " 8: [[0.0, 10.0, 80.0, 100.0, 150.0, 170.0, 240.0, 250.0],\n", - " [25.0, 17.0, 13.0, 4.0, 0.0, 10.0, 16.0, 20.0]]}}" + "channel_geometry_data = {\n", + " 0: {\n", + " 7: [\n", + " [0.0, 10.0, 80.0, 100.0, 150.0, 170.0, 240.0, 250.0],\n", + " [20.0, 13.0, 10.0, 2.0, 0.0, 10.0, 13.0, 20.0],\n", + " ],\n", + " 8: [\n", + " [0.0, 10.0, 80.0, 100.0, 150.0, 170.0, 240.0, 250.0],\n", + " [25.0, 17.0, 13.0, 4.0, 0.0, 10.0, 16.0, 20.0],\n", + " ],\n", + " }\n", + "}" ] }, { @@ -290,15 +307,15 @@ "metadata": {}, "outputs": [], "source": [ - "nstrm = len(reach_data) # number of reaches\n", - "nss = len(segment_data[0]) # number of segments\n", - "nsfrpar = 0 # number of parameters (not supported)\n", + "nstrm = len(reach_data) # number of reaches\n", + "nss = len(segment_data[0]) # number of segments\n", + "nsfrpar = 0 # number of parameters (not supported)\n", "nparseg = 0\n", - "const = 1.486 # constant for manning's equation, units of cfs\n", - "dleak = 0.0001 # closure tolerance for stream stage computation\n", - "ipakcb = 53 # flag for writing SFR output to cell-by-cell budget (on unit 53)\n", - "istcb2 = 81 # flag for writing SFR output to text file\n", - "dataset_5 = {0: [nss, 0, 0]} # dataset 5 (see online guide)" + "const = 1.486 # constant for manning's equation, units of cfs\n", + "dleak = 0.0001 # closure tolerance for stream stage computation\n", + "ipakcb = 53 # flag for writing SFR output to cell-by-cell budget (on unit 53)\n", + "istcb2 = 81 # flag for writing SFR output to text file\n", + "dataset_5 = {0: [nss, 0, 0]} # dataset 5 (see online guide)" ] }, { @@ -315,12 +332,21 @@ "metadata": {}, "outputs": [], "source": [ - "sfr = flopy.modflow.ModflowSfr2(m, nstrm=nstrm, nss=nss, const=const, dleak=dleak, ipakcb=ipakcb, istcb2=istcb2, \n", - " reach_data=reach_data,\n", - " segment_data=segment_data,\n", - " channel_geometry_data=channel_geometry_data,\n", - " channel_flow_data=channel_flow_data,\n", - " dataset_5=dataset_5, unit_number=15)" + "sfr = flopy.modflow.ModflowSfr2(\n", + " m,\n", + " nstrm=nstrm,\n", + " nss=nss,\n", + " const=const,\n", + " dleak=dleak,\n", + " ipakcb=ipakcb,\n", + " istcb2=istcb2,\n", + " reach_data=reach_data,\n", + " segment_data=segment_data,\n", + " channel_geometry_data=channel_geometry_data,\n", + " channel_flow_data=channel_flow_data,\n", + " dataset_5=dataset_5,\n", + " unit_number=15,\n", + ")" ] }, { @@ -371,7 +397,7 @@ } ], "source": [ - "sfr.plot(key='iseg');" + "sfr.plot(key=\"iseg\");" ] }, { @@ -515,11 +541,11 @@ " Version 1.12.00 2/3/2017 \n", "\n", " Using NAME file: test1ss.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:39:49\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:39:38\n", "\n", " Solving: Stress period: 1 Time step: 1 Ground-Water Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:39:49\n", - " Elapsed run time: 0.029 Seconds\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:39:38\n", + " Elapsed run time: 0.039 Seconds\n", "\n", " Normal termination of simulation\n" ] @@ -737,7 +763,7 @@ } ], "source": [ - "sfr_outfile = os.path.join('..', 'data', 'sfr_examples', 'test1ss.flw')\n", + "sfr_outfile = os.path.join(\"..\", \"data\", \"sfr_examples\", \"test1ss.flw\")\n", "sfrout = SfrFile(sfr_outfile)\n", "df = sfrout.get_dataframe()\n", "df.head()" @@ -784,10 +810,10 @@ "source": [ "inds = df.segment == 3\n", "print(df.reach[inds].astype(str))\n", - "#ax = df.ix[inds, ['Qin', 'Qaquifer', 'Qout']].plot(x=df.reach[inds])\n", - "ax = df.loc[inds, ['reach', 'Qin', 'Qaquifer', 'Qout']].plot(x='reach')\n", - "ax.set_ylabel('Flow, in cubic feet per second')\n", - "ax.set_xlabel('SFR reach');" + "# ax = df.ix[inds, ['Qin', 'Qaquifer', 'Qout']].plot(x=df.reach[inds])\n", + "ax = df.loc[inds, [\"reach\", \"Qin\", \"Qaquifer\", \"Qout\"]].plot(x=\"reach\")\n", + "ax.set_ylabel(\"Flow, in cubic feet per second\")\n", + "ax.set_xlabel(\"SFR reach\");" ] }, { @@ -814,7 +840,9 @@ } ], "source": [ - "streambed_top = m.sfr.segment_data[0][m.sfr.segment_data[0].nseg == 3][['elevup', 'elevdn']][0]\n", + "streambed_top = m.sfr.segment_data[0][m.sfr.segment_data[0].nseg == 3][\n", + " [\"elevup\", \"elevdn\"]\n", + "][0]\n", "streambed_top" ] }, @@ -837,12 +865,12 @@ } ], "source": [ - "df['model_top'] = m.dis.top.array[df.row.values - 1, df.column.values -1]\n", + "df[\"model_top\"] = m.dis.top.array[df.row.values - 1, df.column.values - 1]\n", "fig, ax = plt.subplots()\n", - "plt.plot([1, 6], list(streambed_top), label='streambed top')\n", - "#ax = df.loc[inds, ['stage', 'model_top']].plot(ax=ax, x=df.reach[inds])\n", - "ax = df.loc[inds, ['reach', 'stage', 'model_top']].plot(ax=ax, x='reach')\n", - "ax.set_ylabel('Elevation, in feet')\n", + "plt.plot([1, 6], list(streambed_top), label=\"streambed top\")\n", + "# ax = df.loc[inds, ['stage', 'model_top']].plot(ax=ax, x=df.reach[inds])\n", + "ax = df.loc[inds, [\"reach\", \"stage\", \"model_top\"]].plot(ax=ax, x=\"reach\")\n", + "ax.set_ylabel(\"Elevation, in feet\")\n", "plt.legend();" ] }, @@ -867,7 +895,7 @@ } ], "source": [ - "bpth = os.path.join('data', 'test1ss.cbc')\n", + "bpth = os.path.join(\"data\", \"test1ss.cbc\")\n", "cbbobj = bf.CellBudgetFile(bpth)\n", "cbbobj.list_records()" ] @@ -878,8 +906,8 @@ "metadata": {}, "outputs": [], "source": [ - "sfrleak = cbbobj.get_data(text=' STREAM LEAKAGE')[0]\n", - "sfrleak[sfrleak == 0] = np.nan # remove zero values" + "sfrleak = cbbobj.get_data(text=\" STREAM LEAKAGE\")[0]\n", + "sfrleak[sfrleak == 0] = np.nan # remove zero values" ] }, { @@ -908,8 +936,10 @@ } ], "source": [ - "im = plt.imshow(sfrleak[0], interpolation='none', cmap='coolwarm', vmin = -3, vmax=3)\n", - "cb = plt.colorbar(im, label='SFR Leakage, in cubic feet per second');" + "im = plt.imshow(\n", + " sfrleak[0], interpolation=\"none\", cmap=\"coolwarm\", vmin=-3, vmax=3\n", + ")\n", + "cb = plt.colorbar(im, label=\"SFR Leakage, in cubic feet per second\");" ] }, { @@ -940,9 +970,11 @@ "source": [ "sfrQ = sfrleak[0].copy()\n", "sfrQ[sfrQ == 0] = np.nan\n", - "sfrQ[df.row.values-1, df.column.values-1] = df[['Qin', 'Qout']].mean(axis=1).values\n", - "im = plt.imshow(sfrQ, interpolation='none')\n", - "plt.colorbar(im, label='Streamflow, in cubic feet per second');" + "sfrQ[df.row.values - 1, df.column.values - 1] = (\n", + " df[[\"Qin\", \"Qout\"]].mean(axis=1).values\n", + ")\n", + "im = plt.imshow(sfrQ, interpolation=\"none\")\n", + "plt.colorbar(im, label=\"Streamflow, in cubic feet per second\");" ] }, { @@ -976,7 +1008,7 @@ } ], "source": [ - "flopy.run_model(exe_name, 'test1tr.nam', model_ws=path, silent=True)" + "flopy.run_model(exe_name, \"test1tr.nam\", model_ws=path, silent=True)" ] }, { @@ -1169,7 +1201,7 @@ } ], "source": [ - "sfrout_tr = SfrFile(os.path.join('data', 'test1tr.flw'))\n", + "sfrout_tr = SfrFile(os.path.join(\"data\", \"test1tr.flw\"))\n", "dftr = sfrout_tr.get_dataframe()\n", "dftr.head()" ] @@ -1204,9 +1236,9 @@ "fig, axes = plt.subplots(2, 1, sharex=True)\n", "dftr8 = dftr.loc[(dftr.segment == 8) & (dftr.reach == 5)]\n", "dftr8.Qout.plot(ax=axes[0])\n", - "axes[0].set_ylabel('Simulated streamflow, cfs')\n", + "axes[0].set_ylabel(\"Simulated streamflow, cfs\")\n", "dftr8.Qaquifer.plot(ax=axes[1])\n", - "axes[1].set_ylabel('Leakage to aquifer, cfs');" + "axes[1].set_ylabel(\"Leakage to aquifer, cfs\");" ] }, { @@ -1234,9 +1266,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_shapefile_export.ipynb b/examples/Notebooks/flopy3_shapefile_export.ipynb index 122fbd7ad0..61c232ee09 100644 --- a/examples/Notebooks/flopy3_shapefile_export.ipynb +++ b/examples/Notebooks/flopy3_shapefile_export.ipynb @@ -41,14 +41,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", - " \n", + "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -58,14 +58,19 @@ "outputs": [], "source": [ "# set the output directory\n", - "outdir = os.path.join('temp', 'shapefile_export')\n", + "outdir = os.path.join(\"temp\", \"shapefile_export\")\n", "if not os.path.isdir(outdir):\n", - " os.makedirs(outdir)\n", + " os.makedirs(outdir, exist_ok=True)\n", "\n", "# load an existing model\n", "model_ws = \"../data/freyberg\"\n", - "m = flopy.modflow.Modflow.load(\"freyberg.nam\", model_ws=model_ws, verbose=False,\n", - " check=False, exe_name=\"mfnwt\")" + "m = flopy.modflow.Modflow.load(\n", + " \"freyberg.nam\",\n", + " model_ws=model_ws,\n", + " verbose=False,\n", + " check=False,\n", + " exe_name=\"mfnwt\",\n", + ")" ] }, { @@ -141,16 +146,6 @@ "scrolled": true }, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/modflow/mfwel.py:280: DeprecationWarning: phiramp_unit will be replaced with iunitramp for consistency\n", - " warnings.warn(\n", - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/modflow/mfwel.py:280: DeprecationWarning: phiramp_unit will be replaced with iunitramp for consistency\n", - " warnings.warn(\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -170,7 +165,7 @@ } ], "source": [ - "fname = '{}/model.shp'.format(outdir)\n", + "fname = \"{}/model.shp\".format(outdir)\n", "m.export(fname)" ] }, @@ -193,9 +188,9 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "extents = grid.extent\n", - "pc = flopy.plot.plot_shapefile(fname, ax=ax, edgecolor='k', facecolor='none')\n", + "pc = flopy.plot.plot_shapefile(fname, ax=ax, edgecolor=\"k\", facecolor=\"none\")\n", "ax.set_xlim(extents[0], extents[1])\n", "ax.set_ylim(extents[2], extents[3])\n", "ax.set_title(fname);" @@ -206,16 +201,6 @@ "execution_count": 8, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/modflow/mfwel.py:280: DeprecationWarning: phiramp_unit will be replaced with iunitramp for consistency\n", - " warnings.warn(\n", - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/modflow/mfwel.py:280: DeprecationWarning: phiramp_unit will be replaced with iunitramp for consistency\n", - " warnings.warn(\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -225,7 +210,7 @@ } ], "source": [ - "fname = '{}/wel.shp'.format(outdir)\n", + "fname = \"{}/wel.shp\".format(outdir)\n", "m.wel.export(fname)" ] }, @@ -251,7 +236,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 9, @@ -277,8 +262,8 @@ } ], "source": [ - "fname = '{}/hk.shp'.format(outdir)\n", - "m.lpf.hk.export('{}/hk.shp'.format(outdir))" + "fname = \"{}/hk.shp\".format(outdir)\n", + "m.lpf.hk.export(\"{}/hk.shp\".format(outdir))" ] }, { @@ -300,7 +285,7 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "extents = grid.extent\n", "a = m.lpf.hk.array.ravel()\n", "pc = flopy.plot.plot_shapefile(fname, ax=ax, a=a)\n", @@ -317,7 +302,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 12, @@ -343,7 +328,7 @@ } ], "source": [ - "m.riv.stress_period_data.export('{}/riv_spd.shp'.format(outdir))" + "m.riv.stress_period_data.export(\"{}/riv_spd.shp\".format(outdir))" ] }, { @@ -368,7 +353,7 @@ } ], "source": [ - "m.riv.stress_period_data.export('{}/riv_spd.shp'.format(outdir), sparse=True)" + "m.riv.stress_period_data.export(\"{}/riv_spd.shp\".format(outdir), sparse=True)" ] }, { @@ -385,7 +370,7 @@ } ], "source": [ - "m.wel.stress_period_data.export('{}/wel_spd.shp'.format(outdir), sparse=True)" + "m.wel.stress_period_data.export(\"{}/wel_spd.shp\".format(outdir), sparse=True)" ] }, { @@ -547,52 +532,52 @@ { "data": { "text/plain": [ - "[,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ,\n", - " ]" + "[,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ,\n", + " ]" ] }, "execution_count": 18, @@ -631,10 +616,8 @@ } ], "source": [ - "fname = '{}/bcs.shp'.format(outdir)\n", - "recarray2shp(spd.to_records(), geoms=polygons,\n", - " shpname=fname,\n", - " epsg=grid.epsg)" + "fname = \"{}/bcs.shp\".format(outdir)\n", + "recarray2shp(spd.to_records(), geoms=polygons, shpname=fname, epsg=grid.epsg)" ] }, { @@ -656,7 +639,7 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "extents = grid.extent\n", "pc = flopy.plot.plot_shapefile(fname, ax=ax)\n", "ax.set_xlim(extents[0], extents[1])\n", @@ -708,49 +691,49 @@ " \n", " 0\n", " 0\n", - " -923.150882\n", - " 274071.891678\n", - " 5.091823e+06\n", + " -1135.092603\n", + " 274940.769573\n", + " 5.091430e+06\n", " \n", " \n", " 1\n", " 1\n", - " -962.082825\n", - " 277320.002989\n", - " 5.089461e+06\n", + " -963.240949\n", + " 274856.099749\n", + " 5.096854e+06\n", " \n", " \n", " 2\n", " 2\n", - " -981.479964\n", - " 276032.262286\n", - " 5.098156e+06\n", + " -959.677896\n", + " 277769.520709\n", + " 5.098073e+06\n", " \n", " \n", " 3\n", " 3\n", - " -843.991158\n", - " 277428.015559\n", - " 5.088979e+06\n", + " -1030.903519\n", + " 274669.605790\n", + " 5.095884e+06\n", " \n", " \n", " 4\n", " 4\n", - " -898.895335\n", - " 277774.557126\n", - " 5.095573e+06\n", + " -957.709411\n", + " 276402.042000\n", + " 5.097170e+06\n", " \n", " \n", "\n", "" ], "text/plain": [ - " wellID q x_utm y_utm\n", - "0 0 -923.150882 274071.891678 5.091823e+06\n", - "1 1 -962.082825 277320.002989 5.089461e+06\n", - "2 2 -981.479964 276032.262286 5.098156e+06\n", - "3 3 -843.991158 277428.015559 5.088979e+06\n", - "4 4 -898.895335 277774.557126 5.095573e+06" + " wellID q x_utm y_utm\n", + "0 0 -1135.092603 274940.769573 5.091430e+06\n", + "1 1 -963.240949 274856.099749 5.096854e+06\n", + "2 2 -959.677896 277769.520709 5.098073e+06\n", + "3 3 -1030.903519 274669.605790 5.095884e+06\n", + "4 4 -957.709411 276402.042000 5.097170e+06" ] }, "execution_count": 21, @@ -759,10 +742,14 @@ } ], "source": [ - "welldata = pd.DataFrame({'wellID': np.arange(0, 10),\n", - " 'q': np.random.randn(10)*100 - 1000,\n", - " 'x_utm': np.random.rand(10)*5000 + grid.xoffset,\n", - " 'y_utm': grid.yoffset + np.random.rand(10)*10000})\n", + "welldata = pd.DataFrame(\n", + " {\n", + " \"wellID\": np.arange(0, 10),\n", + " \"q\": np.random.randn(10) * 100 - 1000,\n", + " \"x_utm\": np.random.rand(10) * 5000 + grid.xoffset,\n", + " \"y_utm\": grid.yoffset + np.random.rand(10) * 10000,\n", + " }\n", + ")\n", "welldata.head()" ] }, @@ -788,12 +775,11 @@ ], "source": [ "from flopy.utils.geometry import Point\n", + "\n", "geoms = [Point(x, y) for x, y in zip(welldata.x_utm, welldata.y_utm)]\n", "\n", - "fname = '{}/wel_data.shp'.format(outdir)\n", - "recarray2shp(welldata.to_records(), geoms=geoms,\n", - " shpname=fname,\n", - " epsg=grid.epsg)" + "fname = \"{}/wel_data.shp\".format(outdir)\n", + "recarray2shp(welldata.to_records(), geoms=geoms, shpname=fname, epsg=grid.epsg)" ] }, { @@ -803,7 +789,7 @@ "outputs": [ { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -815,7 +801,7 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "extents = grid.extent\n", "pc = flopy.plot.plot_shapefile(fname, ax=ax, radius=100)\n", "ax.set_xlim(extents[0], extents[1])\n", @@ -845,7 +831,7 @@ } ], "source": [ - "from flopy.utils.geometry import LineString \n", + "from flopy.utils.geometry import LineString\n", "\n", "### make up a linestring shapefile of the river reaches\n", "i, j = m.riv.stress_period_data[0].i, m.riv.stress_period_data[0].j\n", @@ -853,17 +839,20 @@ "x1 = grid.xyzcellcenters[0][i[-1], j[-1]]\n", "y0 = grid.xyzcellcenters[1][i[0], j[0]]\n", "y1 = grid.xyzcellcenters[1][i[-1], j[-1]]\n", - "x = np.linspace(x0, x1, m.nrow+1)\n", - "y = np.linspace(y0, y1, m.nrow+1)\n", + "x = np.linspace(x0, x1, m.nrow + 1)\n", + "y = np.linspace(y0, y1, m.nrow + 1)\n", "l0 = zip(list(zip(x[:-1], y[:-1])), list(zip(x[1:], y[1:])))\n", "lines = [LineString(l) for l in l0]\n", "\n", "rivdata = pd.DataFrame(m.riv.stress_period_data[0])\n", - "rivdata['reach'] = np.arange(len(lines))\n", - "lines_shapefile = '{}/riv_reaches.shp'.format(outdir)\n", - "recarray2shp(rivdata.to_records(index=False), geoms=lines,\n", - " shpname=lines_shapefile,\n", - " epsg=grid.epsg)" + "rivdata[\"reach\"] = np.arange(len(lines))\n", + "lines_shapefile = \"{}/riv_reaches.shp\".format(outdir)\n", + "recarray2shp(\n", + " rivdata.to_records(index=False),\n", + " geoms=lines,\n", + " shpname=lines_shapefile,\n", + " epsg=grid.epsg,\n", + ")" ] }, { @@ -885,7 +874,7 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "extents = grid.extent\n", "pc = flopy.plot.plot_shapefile(lines_shapefile, ax=ax, radius=25)\n", "ax.set_xlim(extents[0], extents[1])\n", @@ -1054,14 +1043,14 @@ { "data": { "text/plain": [ - "array([ 3.05828465, -0.28932373, 0.4753333 , -0.64006398, 1.33554241,\n", - " 0.67785004, 1.64601032, -2.06629308, 2.33285487, 2.17162016,\n", - " 0.72198926, 0.23620621, -0.94067248, 0.94042514, -0.17516254,\n", - " -0.07060064, -1.84321572, 0.77205522, 2.04546285, 0.32892863,\n", - " 1.63786462, 0.37460045, 0.72719062, 1.971905 , 1.88292559,\n", - " 2.34865765, 1.99634041, 0.46903137, 1.75419429, 1.52706647,\n", - " 1.20447388, 0.87579679, 0.42315797, 1.48726631, 0.49144473,\n", - " 0.04416208, 2.91365807, 2.27138945, 2.75618211, 3.451797 ])" + "array([-0.23270761, 2.32007091, 0.21207612, 1.6564877 , 0.18454509,\n", + " 1.92830694, 1.25555032, 1.61831545, 1.83540378, 0.28314645,\n", + " 2.48010461, 0.93954954, -0.02420648, 0.11233847, 1.2248961 ,\n", + " -0.34026271, 2.62333346, 0.68299947, 0.18722961, 1.99928784,\n", + " -1.11032446, 0.44962635, -0.77249128, 0.58009568, 2.5312534 ,\n", + " 1.39732814, -0.9277105 , -0.27444385, 2.39232401, 0.93758201,\n", + " 1.24919841, 1.04802736, 0.46375717, -1.30804251, -0.08179367,\n", + " 1.23314442, 0.50847263, -0.56384274, 1.97300874, 2.81932772])" ] }, "execution_count": 28, @@ -1071,7 +1060,7 @@ ], "source": [ "# make up some fluxes between the river and aquifer at each reach\n", - "q = np.random.randn(len(linesdata))+1\n", + "q = np.random.randn(len(linesdata)) + 1\n", "q" ] }, @@ -1088,8 +1077,8 @@ "metadata": {}, "outputs": [], "source": [ - "linesdata['qreach'] = q\n", - "linesdata['qstream'] = np.cumsum(q)" + "linesdata[\"qreach\"] = q\n", + "linesdata[\"qstream\"] = np.cumsum(q)" ] }, { @@ -1106,10 +1095,12 @@ } ], "source": [ - "recarray2shp(linesdata.drop('geometry', axis=1).to_records(), \n", - " geoms=linesdata.geometry.values,\n", - " shpname=lines_shapefile,\n", - " epsg=grid.epsg)" + "recarray2shp(\n", + " linesdata.drop(\"geometry\", axis=1).to_records(),\n", + " geoms=linesdata.geometry.values,\n", + " shpname=lines_shapefile,\n", + " epsg=grid.epsg,\n", + ")" ] }, { @@ -1131,7 +1122,7 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "extents = grid.extent\n", "pc = flopy.plot.plot_shapefile(lines_shapefile, ax=ax, radius=25)\n", "ax.set_xlim(extents[0], extents[1])\n", @@ -1153,16 +1144,6 @@ "execution_count": 32, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/modflow/mfwel.py:280: DeprecationWarning: phiramp_unit will be replaced with iunitramp for consistency\n", - " warnings.warn(\n", - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/modflow/mfwel.py:280: DeprecationWarning: phiramp_unit will be replaced with iunitramp for consistency\n", - " warnings.warn(\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -1185,12 +1166,18 @@ "mg0 = m.modelgrid\n", "\n", "# build a new modelgrid instance with discretization in meters\n", - "modelgrid = flopy.discretization.StructuredGrid(delc=mg0.delc * 0.3048, delr=mg0.delr * 0.3048,\n", - " top= mg0.top, botm=mg0.botm, idomain=mg0.idomain,\n", - " xoff=mg0.xoffset * 0.3048, yoff=mg0.yoffset * 0.3048)\n", + "modelgrid = flopy.discretization.StructuredGrid(\n", + " delc=mg0.delc * 0.3048,\n", + " delr=mg0.delr * 0.3048,\n", + " top=mg0.top,\n", + " botm=mg0.botm,\n", + " idomain=mg0.idomain,\n", + " xoff=mg0.xoffset * 0.3048,\n", + " yoff=mg0.yoffset * 0.3048,\n", + ")\n", "\n", "# exporting an entire model\n", - "m.export('{}/freyberg.shp'.format(outdir), modelgrid=modelgrid)" + "m.export(\"{}/freyberg.shp\".format(outdir), modelgrid=modelgrid)" ] }, { @@ -1214,7 +1201,7 @@ } ], "source": [ - "fname = '{}/hk.shp'.format(outdir)\n", + "fname = \"{}/hk.shp\".format(outdir)\n", "m.lpf.hk.export(fname, modelgrid=modelgrid)" ] }, @@ -1237,7 +1224,7 @@ } ], "source": [ - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "extents = modelgrid.extent\n", "a = m.lpf.hk.array.ravel()\n", "pc = flopy.plot.plot_shapefile(fname, ax=ax, a=a)\n", diff --git a/examples/Notebooks/flopy3_shapefile_features.ipynb b/examples/Notebooks/flopy3_shapefile_features.ipynb index 0113dd13b1..8c144e3940 100644 --- a/examples/Notebooks/flopy3_shapefile_features.ipynb +++ b/examples/Notebooks/flopy3_shapefile_features.ipynb @@ -23,11 +23,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -43,19 +43,19 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", - " \n", + "\n", "from flopy.utils.geometry import Polygon, LineString, Point\n", "from flopy.export.shapefile_utils import recarray2shp, shp2recarray\n", "from flopy.utils.modpathfile import PathlineFile, EndpointFile\n", "from flopy.utils import geometry\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -73,18 +73,18 @@ "metadata": {}, "outputs": [], "source": [ - "m = flopy.modflow.Modflow('toy_model', model_ws='data')\n", + "m = flopy.modflow.Modflow(\"toy_model\", model_ws=\"data\")\n", "botm = np.zeros((2, 10, 10))\n", "botm[0, :, :] = 1.5\n", - "botm[1, 5, 5] = 4 # negative layer thickness!\n", + "botm[1, 5, 5] = 4 # negative layer thickness!\n", "botm[1, 6, 6] = 4\n", - "dis = flopy.modflow.ModflowDis(nrow=10, ncol=10, \n", - " nlay=2, delr=100, delc=100,\n", - " top=3, botm=botm, model=m)" + "dis = flopy.modflow.ModflowDis(\n", + " nrow=10, ncol=10, nlay=2, delr=100, delc=100, top=3, botm=botm, model=m\n", + ")" ] }, { - "cell_type": "raw", + "cell_type": "markdown", "metadata": {}, "source": [ "### set coordinate information" @@ -97,7 +97,7 @@ "outputs": [], "source": [ "grid = m.modelgrid\n", - "grid.set_coord_info(xoff=600000, yoff=5170000, proj4='EPSG:26715', angrot=45)" + "grid.set_coord_info(xoff=600000, yoff=5170000, proj4=\"EPSG:26715\", angrot=45)" ] }, { @@ -153,8 +153,10 @@ "metadata": {}, "outputs": [], "source": [ - "get_vertices = m.modelgrid.get_cell_vertices # function to get the referenced vertices for a model cell\n", - "geoms = [Polygon(get_vertices(i, j)) for i, j in chk.summary_array[['i', 'j']]]" + "get_vertices = (\n", + " m.modelgrid.get_cell_vertices\n", + ") # function to get the referenced vertices for a model cell\n", + "geoms = [Polygon(get_vertices(i, j)) for i, j in chk.summary_array[[\"i\", \"j\"]]]" ] }, { @@ -249,7 +251,7 @@ } ], "source": [ - "geoms[0].plot() # this feature requires descartes" + "geoms[0].plot() # this feature requires descartes" ] }, { @@ -275,7 +277,7 @@ } ], "source": [ - "recarray2shp(chk.summary_array, geoms, 'data/test.shp', epsg=26715)" + "recarray2shp(chk.summary_array, geoms, \"data/test.shp\", epsg=26715)" ] }, { @@ -292,8 +294,8 @@ } ], "source": [ - "shutil.copy('data/test.prj', 'data/26715.prj')\n", - "recarray2shp(chk.summary_array, geoms, 'data/test.shp', prj='data/26715.prj')" + "shutil.copy(\"data/test.prj\", \"data/26715.prj\")\n", + "recarray2shp(chk.summary_array, geoms, \"data/test.shp\", prj=\"data/26715.prj\")" ] }, { @@ -312,8 +314,8 @@ { "data": { "text/plain": [ - "rec.array([('Error', 'DIS', 1, 5, 5, -2.5, 'zero or negative thickness', ),\n", - " ('Error', 'DIS', 1, 6, 6, -2.5, 'zero or negative thickness', )],\n", + "rec.array([('Error', 'DIS', 1, 5, 5, -2.5, 'zero or negative thickness', ),\n", + " ('Error', 'DIS', 1, 6, 6, -2.5, 'zero or negative thickness', )],\n", " dtype=[('type', 'O'), ('package', 'O'), ('k', '" + "" ] }, "execution_count": 27, @@ -761,7 +746,7 @@ "metadata": {}, "outputs": [], "source": [ - "eptfile = EndpointFile('../data/mp6/EXAMPLE-3.endpoint')\n", + "eptfile = EndpointFile(\"../data/mp6/EXAMPLE-3.endpoint\")\n", "eptdata = eptfile.get_alldata()" ] }, @@ -771,12 +756,14 @@ "metadata": {}, "outputs": [], "source": [ - "x, y = geometry.rotate(eptdata['x0'] * length_mult,\n", - " eptdata['y0'] * length_mult,\n", - " grid.xoffset,\n", - " grid.yoffset,\n", - " rot)\n", - "z = eptdata['z0']\n", + "x, y = geometry.rotate(\n", + " eptdata[\"x0\"] * length_mult,\n", + " eptdata[\"y0\"] * length_mult,\n", + " grid.xoffset,\n", + " grid.yoffset,\n", + " rot,\n", + ")\n", + "z = eptdata[\"z0\"]\n", "\n", "geoms = [Point(x[i], y[i], z[i]) for i in range(len(eptdata))]" ] @@ -825,9 +812,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_swi2package_ex1.ipynb b/examples/Notebooks/flopy3_swi2package_ex1.ipynb index 18aa003a55..fcce54a127 100644 --- a/examples/Notebooks/flopy3_swi2package_ex1.ipynb +++ b/examples/Notebooks/flopy3_swi2package_ex1.ipynb @@ -32,11 +32,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -52,14 +52,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -75,20 +75,22 @@ "metadata": {}, "outputs": [], "source": [ - "modelname = 'swiex1'\n", + "modelname = \"swiex1\"\n", "\n", - "#Set name of MODFLOW exe\n", + "# Set name of MODFLOW exe\n", "# assumes executable is in users path statement\n", - "exe_name = 'mf2005'\n", - "if platform.system() == 'Windows':\n", - " exe_name = 'mf2005.exe'\n", + "exe_name = \"mf2005\"\n", + "if platform.system() == \"Windows\":\n", + " exe_name = \"mf2005.exe\"\n", "\n", - "workspace = os.path.join('data')\n", - "#make sure workspace directory exists\n", - "if not os.path.exists(workspace):\n", - " os.makedirs(workspace)\n", + "workspace = os.path.join(\"data\")\n", + "# make sure workspace directory exists\n", + "if not os.path.isdir(workspace):\n", + " os.makedirs(workspace, exist_ok=True)\n", "\n", - "ml = flopy.modflow.Modflow(modelname, version='mf2005', exe_name=exe_name, model_ws=workspace)" + "ml = flopy.modflow.Modflow(\n", + " modelname, version=\"mf2005\", exe_name=exe_name, model_ws=workspace\n", + ")" ] }, { @@ -107,13 +109,23 @@ "nlay = 1\n", "nrow = 1\n", "ncol = 50\n", - "delr = 5.\n", - "delc = 1.\n", - "nper, perlen, nstp = 1, 400., 200 \n", - "discret = flopy.modflow.ModflowDis(ml, nlay=nlay, nrow=nrow, ncol=ncol,\n", - " delr=delr, delc=delc,\n", - " top=0, botm=-40.0,\n", - " steady=True, nper=nper, perlen=perlen, nstp=nstp)" + "delr = 5.0\n", + "delc = 1.0\n", + "nper, perlen, nstp = 1, 400.0, 200\n", + "discret = flopy.modflow.ModflowDis(\n", + " ml,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=0,\n", + " botm=-40.0,\n", + " steady=True,\n", + " nper=nper,\n", + " perlen=perlen,\n", + " nstp=nstp,\n", + ")" ] }, { @@ -147,7 +159,7 @@ "metadata": {}, "outputs": [], "source": [ - "lpf = flopy.modflow.ModflowLpf(ml, hk=2., laytyp=0, layavg=0)" + "lpf = flopy.modflow.ModflowLpf(ml, hk=2.0, laytyp=0, layavg=0)" ] }, { @@ -163,7 +175,7 @@ "metadata": {}, "outputs": [], "source": [ - "wel = flopy.modflow.ModflowWel(ml, stress_period_data = {0:[[0, 0, 0, 1]]} )" + "wel = flopy.modflow.ModflowWel(ml, stress_period_data={0: [[0, 0, 0, 1]]})" ] }, { @@ -180,9 +192,9 @@ "outputs": [], "source": [ "spd = {}\n", - "for istp in range(49, nstp+1, 50):\n", - " spd[(0, istp)] = ['save head', 'print budget']\n", - " spd[(0, istp+1)] = []\n", + "for istp in range(49, nstp + 1, 50):\n", + " spd[(0, istp)] = [\"save head\", \"print budget\"]\n", + " spd[(0, istp + 1)] = []\n", "\n", "oc = flopy.modflow.ModflowOc(ml, stress_period_data=spd)\n", "pcg = flopy.modflow.ModflowPcg(ml)" @@ -204,14 +216,23 @@ "z = np.zeros((nrow, ncol), float)\n", "z[0, 16:24] = np.arange(-2.5, -40, -5)\n", "z[0, 24:] = -40\n", - "z = [z] # zeta needs to be \n", + "z = [z] # zeta needs to be\n", "isource = np.ones((nrow, ncol), int)\n", "isource[0, 0] = 2\n", "#\n", - "swi = flopy.modflow.ModflowSwi2(ml, nsrf=1, istrat=1, \n", - " toeslope=0.2, tipslope=0.2, nu=[0, 0.025],\n", - " zeta=z, ssz=0.2, isource=isource, \n", - " nsolver=1, iswizt=55)" + "swi = flopy.modflow.ModflowSwi2(\n", + " ml,\n", + " nsrf=1,\n", + " istrat=1,\n", + " toeslope=0.2,\n", + " tipslope=0.2,\n", + " nu=[0, 0.025],\n", + " zeta=z,\n", + " ssz=0.2,\n", + " isource=isource,\n", + " nsolver=1,\n", + " iswizt=55,\n", + ")" ] }, { @@ -256,14 +277,16 @@ "outputs": [], "source": [ "# read model heads\n", - "hfile = flopy.utils.HeadFile(os.path.join(ml.model_ws, modelname+'.hds'))\n", + "hfile = flopy.utils.HeadFile(os.path.join(ml.model_ws, modelname + \".hds\"))\n", "head = hfile.get_alldata()\n", "# read model zeta\n", - "zfile = flopy.utils.CellBudgetFile(os.path.join(ml.model_ws, modelname+'.zta'))\n", + "zfile = flopy.utils.CellBudgetFile(\n", + " os.path.join(ml.model_ws, modelname + \".zta\")\n", + ")\n", "kstpkper = zfile.get_kstpkper()\n", "zeta = []\n", "for kk in kstpkper:\n", - " zeta.append(zfile.get_data(kstpkper=kk, text='ZETASRF 1')[0])\n", + " zeta.append(zfile.get_data(kstpkper=kk, text=\"ZETASRF 1\")[0])\n", "zeta = np.array(zeta)" ] }, @@ -293,14 +316,18 @@ } ], "source": [ - "plt.figure(figsize=(16,6))\n", + "plt.figure(figsize=(16, 6))\n", "# define x-values of xcells and plot interface\n", - "x = np.arange(0, ncol*delr, delr) + delr/2.\n", - "label = ['SWI2','_','_','_'] # labels with an underscore are not added to legend\n", + "x = np.arange(0, ncol * delr, delr) + delr / 2.0\n", + "label = [\n", + " \"SWI2\",\n", + " \"_\",\n", + " \"_\",\n", + " \"_\",\n", + "] # labels with an underscore are not added to legend\n", "for i in range(4):\n", - " zt = np.ma.masked_outside(zeta[i,0,0,:], -39.99999, -0.00001)\n", - " plt.plot(x, zt, 'r-', lw=1, \n", - " zorder=10, label=label[i])\n", + " zt = np.ma.masked_outside(zeta[i, 0, 0, :], -39.99999, -0.00001)\n", + " plt.plot(x, zt, \"r-\", lw=1, zorder=10, label=label[i])\n", "# Data for the Wilson - Sa da Costa solution\n", "k = 2.0\n", "n = 0.2\n", @@ -310,16 +337,27 @@ "Ltoe = np.zeros(4)\n", "v = 0.125\n", "t = np.arange(100, 500, 100)\n", - "label = ['Wilson and Sa Da Costa (1982)','_','_','_'] # labels with an underscore are not added to legend\n", + "label = [\n", + " \"Wilson and Sa Da Costa (1982)\",\n", + " \"_\",\n", + " \"_\",\n", + " \"_\",\n", + "] # labels with an underscore are not added to legend\n", "for i in range(4):\n", " Ltoe[i] = H * np.sqrt(k * nu * (t[i] + tzero) / n / H)\n", - " plt.plot([100 - Ltoe[i] + v * t[i], 100 + Ltoe[i] + v * t[i]], [0, -40], '0.75', \n", - " lw=8, zorder=0, label=label[i])\n", + " plt.plot(\n", + " [100 - Ltoe[i] + v * t[i], 100 + Ltoe[i] + v * t[i]],\n", + " [0, -40],\n", + " \"0.75\",\n", + " lw=8,\n", + " zorder=0,\n", + " label=label[i],\n", + " )\n", "# Scale figure and add legend\n", - "plt.axis('scaled')\n", + "plt.axis(\"scaled\")\n", "plt.xlim(0, 250)\n", "plt.ylim(-40, 0)\n", - "plt.legend(loc='best');" + "plt.legend(loc=\"best\");" ] }, { @@ -350,13 +388,18 @@ "source": [ "fig = plt.figure(figsize=(16, 3))\n", "ax = fig.add_subplot(1, 1, 1)\n", - "modelxsect = flopy.plot.PlotCrossSection(model=ml, line={'Row': 0})\n", - "label = ['SWI2','_','_','_']\n", + "modelxsect = flopy.plot.PlotCrossSection(model=ml, line={\"Row\": 0})\n", + "label = [\"SWI2\", \"_\", \"_\", \"_\"]\n", "for k in range(zeta.shape[0]):\n", - " modelxsect.plot_surface(zeta[k, :, :, :], masked_values=[0, -40.], \n", - " color='red', lw=1, label=label[k])\n", + " modelxsect.plot_surface(\n", + " zeta[k, :, :, :],\n", + " masked_values=[0, -40.0],\n", + " color=\"red\",\n", + " lw=1,\n", + " label=label[k],\n", + " )\n", "linecollection = modelxsect.plot_grid()\n", - "ax.set_title('ModelCrossSection.plot_surface()')\n", + "ax.set_title(\"ModelCrossSection.plot_surface()\")\n", "# Data for the Wilson - Sa da Costa solution\n", "k = 2.0\n", "n = 0.2\n", @@ -366,16 +409,27 @@ "Ltoe = np.zeros(4)\n", "v = 0.125\n", "t = np.arange(100, 500, 100)\n", - "label = ['Wilson and Sa Da Costa (1982)','_','_','_'] # labels with an underscore are not added to legend\n", + "label = [\n", + " \"Wilson and Sa Da Costa (1982)\",\n", + " \"_\",\n", + " \"_\",\n", + " \"_\",\n", + "] # labels with an underscore are not added to legend\n", "for i in range(4):\n", " Ltoe[i] = H * np.sqrt(k * nu * (t[i] + tzero) / n / H)\n", - " ax.plot([100 - Ltoe[i] + v * t[i], 100 + Ltoe[i] + v * t[i]], [0, -40], 'blue',\n", - " lw=1, zorder=0, label=label[i])\n", + " ax.plot(\n", + " [100 - Ltoe[i] + v * t[i], 100 + Ltoe[i] + v * t[i]],\n", + " [0, -40],\n", + " \"blue\",\n", + " lw=1,\n", + " zorder=0,\n", + " label=label[i],\n", + " )\n", "# Scale figure and add legend\n", - "ax.axis('scaled')\n", + "ax.axis(\"scaled\")\n", "ax.set_xlim(0, 250)\n", "ax.set_ylim(-40, 0)\n", - "ax.legend(loc='best');" + "ax.legend(loc=\"best\");" ] }, { @@ -406,10 +460,10 @@ "source": [ "fig = plt.figure(figsize=(16, 3))\n", "ax = fig.add_subplot(1, 1, 1)\n", - "modelxsect = flopy.plot.PlotCrossSection(model=ml, line={'Row': 0})\n", + "modelxsect = flopy.plot.PlotCrossSection(model=ml, line={\"Row\": 0})\n", "modelxsect.plot_fill_between(zeta[3, :, :, :])\n", "linecollection = modelxsect.plot_grid()\n", - "ax.set_title('ModelCrossSection.plot_fill_between()');" + "ax.set_title(\"ModelCrossSection.plot_fill_between()\");" ] }, { @@ -455,13 +509,13 @@ "source": [ "X, Y = np.meshgrid(x, [0, -40])\n", "zc = flopy.plot.SwiConcentration(model=ml)\n", - "conc = zc.calc_conc(zeta={0:zeta[3,:,:,:]}) / 0.025\n", + "conc = zc.calc_conc(zeta={0: zeta[3, :, :, :]}) / 0.025\n", "print(conc[0, 0, :])\n", "v = np.vstack((conc[0, 0, :], conc[0, 0, :]))\n", - "plt.imshow(v, extent=[0, 250, -40, 0], cmap='Reds')\n", - "cb = plt.colorbar(orientation='horizontal')\n", - "cb.set_label('percent seawater');\n", - "plt.contour(X, Y, v, [0.25, 0.5, 0.75], linewidths=[2, 1.5, 1], colors='black');" + "plt.imshow(v, extent=[0, 250, -40, 0], cmap=\"Reds\")\n", + "cb = plt.colorbar(orientation=\"horizontal\")\n", + "cb.set_label(\"percent seawater\")\n", + "plt.contour(X, Y, v, [0.25, 0.5, 0.75], linewidths=[2, 1.5, 1], colors=\"black\");" ] }, { @@ -489,9 +543,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_swi2package_ex4.ipynb b/examples/Notebooks/flopy3_swi2package_ex4.ipynb index 90a140d6b7..6a4e524e5b 100644 --- a/examples/Notebooks/flopy3_swi2package_ex4.ipynb +++ b/examples/Notebooks/flopy3_swi2package_ex4.ipynb @@ -37,11 +37,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -57,14 +57,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -80,16 +80,16 @@ "metadata": {}, "outputs": [], "source": [ - "#Set name of MODFLOW exe\n", + "# Set name of MODFLOW exe\n", "# assumes executable is in users path statement\n", - "exe_name = 'mf2005'\n", - "if platform.system() == 'Windows':\n", - " exe_name = 'mf2005.exe'\n", + "exe_name = \"mf2005\"\n", + "if platform.system() == \"Windows\":\n", + " exe_name = \"mf2005.exe\"\n", "\n", - "workspace = os.path.join('data')\n", - "#make sure workspace directory exists\n", - "if not os.path.exists(workspace):\n", - " os.makedirs(workspace)" + "workspace = os.path.join(\"data\")\n", + "# make sure workspace directory exists\n", + "if not os.path.isdir(workspace):\n", + " os.makedirs(workspace, exist_ok=True)" ] }, { @@ -110,7 +110,7 @@ "nlay = 2\n", "\n", "nper = 3\n", - "perlen = [365.25 * 200., 365.25 * 12., 365.25 * 18.]\n", + "perlen = [365.25 * 200.0, 365.25 * 12.0, 365.25 * 18.0]\n", "nstp = [1000, 120, 180]\n", "save_head = [200, 60, 60]\n", "steady = True" @@ -131,7 +131,7 @@ "source": [ "# dis data\n", "delr, delc = 50.0, 50.0\n", - "botm = np.array([-10., -30., -50.])" + "botm = np.array([-10.0, -30.0, -50.0])" ] }, { @@ -149,7 +149,7 @@ "source": [ "# bas data\n", "# ibound - active except for the corners\n", - "ibound = np.ones((nlay, nrow, ncol), dtype= int)\n", + "ibound = np.ones((nlay, nrow, ncol), dtype=int)\n", "ibound[:, 0, 0] = 0\n", "ibound[:, 0, -1] = 0\n", "ibound[:, -1, 0] = 0\n", @@ -173,7 +173,7 @@ "source": [ "# lpf data\n", "laytyp = 0\n", - "hk = 10.\n", + "hk = 10.0\n", "vka = 0.2" ] }, @@ -203,10 +203,10 @@ "lrchc[:, 0] = 0\n", "lrchc[:, 1] = rowcell[index == 1]\n", "lrchc[:, 2] = colcell[index == 1]\n", - "lrchc[:, 3] = 0.\n", + "lrchc[:, 3] = 0.0\n", "lrchc[:, 4] = 50.0 * 50.0 / 40.0\n", "# create ghb dictionary\n", - "ghb_data = {0:lrchc}\n", + "ghb_data = {0: lrchc}\n", "\n", "# recharge data\n", "rch = np.zeros((nrow, ncol), dtype=float)\n", @@ -222,11 +222,11 @@ "lrcqw = lrcq.copy()\n", "lrcqw[0, 3] = -250\n", "lrcqsw = lrcq.copy()\n", - "lrcqsw[0, 3] = -250.\n", - "lrcqsw[1, 3] = -25.\n", + "lrcqsw[0, 3] = -250.0\n", + "lrcqsw[1, 3] = -25.0\n", "# create well dictionary\n", - "base_well_data = {0:lrcq, 1:lrcqw}\n", - "swwells_well_data = {0:lrcq, 1:lrcqw, 2:lrcqsw}" + "base_well_data = {0: lrcq, 1: lrcqw}\n", + "swwells_well_data = {0: lrcq, 1: lrcqw, 2: lrcqsw}" ] }, { @@ -240,8 +240,8 @@ "nadptmn = 1\n", "nu = [0, 0.025]\n", "numult = 5.0\n", - "toeslope = nu[1] / numult #0.005\n", - "tipslope = nu[1] / numult #0.005\n", + "toeslope = nu[1] / numult # 0.005\n", + "tipslope = nu[1] / numult # 0.005\n", "z1 = -10.0 * np.ones((nrow, ncol))\n", "z1[index == 0] = -11.0\n", "z = np.array([[z1, z1]])\n", @@ -249,10 +249,10 @@ "iso[0, :, :][index == 0] = 1\n", "iso[0, :, :][index == 1] = -2\n", "iso[1, 30, 35] = 2\n", - "ssz=0.2\n", + "ssz = 0.2\n", "# swi2 observations\n", - "obsnam = ['layer1_', 'layer2_']\n", - "obslrc=[[0, 30, 35], [1, 30, 35]]\n", + "obsnam = [\"layer1_\", \"layer2_\"]\n", + "obslrc = [[0, 30, 35], [1, 30, 35]]\n", "nobs = len(obsnam)\n", "iswiobs = 1051" ] @@ -271,26 +271,28 @@ "outputs": [], "source": [ "# oc data\n", - "spd = {(0,199): ['print budget', 'save head'],\n", - " (0,200): [],\n", - " (0,399): ['print budget', 'save head'],\n", - " (0,400): [],\n", - " (0,599): ['print budget', 'save head'],\n", - " (0,600): [],\n", - " (0,799): ['print budget', 'save head'],\n", - " (0,800): [],\n", - " (0,999): ['print budget', 'save head'],\n", - " (1,0): [],\n", - " (1,59): ['print budget', 'save head'],\n", - " (1,60): [],\n", - " (1,119): ['print budget', 'save head'],\n", - " (1,120): [],\n", - " (2,0): [],\n", - " (2,59): ['print budget', 'save head'],\n", - " (2,60): [],\n", - " (2,119): ['print budget', 'save head'],\n", - " (2,120): [],\n", - " (2,179): ['print budget', 'save head']}" + "spd = {\n", + " (0, 199): [\"print budget\", \"save head\"],\n", + " (0, 200): [],\n", + " (0, 399): [\"print budget\", \"save head\"],\n", + " (0, 400): [],\n", + " (0, 599): [\"print budget\", \"save head\"],\n", + " (0, 600): [],\n", + " (0, 799): [\"print budget\", \"save head\"],\n", + " (0, 800): [],\n", + " (0, 999): [\"print budget\", \"save head\"],\n", + " (1, 0): [],\n", + " (1, 59): [\"print budget\", \"save head\"],\n", + " (1, 60): [],\n", + " (1, 119): [\"print budget\", \"save head\"],\n", + " (1, 120): [],\n", + " (2, 0): [],\n", + " (2, 59): [\"print budget\", \"save head\"],\n", + " (2, 60): [],\n", + " (2, 119): [\"print budget\", \"save head\"],\n", + " (2, 120): [],\n", + " (2, 179): [\"print budget\", \"save head\"],\n", + "}" ] }, { @@ -314,23 +316,53 @@ } ], "source": [ - "modelname = 'swiex4_s1'\n", - "ml = flopy.modflow.Modflow(modelname, version='mf2005', exe_name=exe_name, model_ws=workspace)\n", + "modelname = \"swiex4_s1\"\n", + "ml = flopy.modflow.Modflow(\n", + " modelname, version=\"mf2005\", exe_name=exe_name, model_ws=workspace\n", + ")\n", "\n", - "discret = flopy.modflow.ModflowDis(ml, nlay=nlay, nrow=nrow, ncol=ncol, laycbd=0,\n", - " delr=delr, delc=delc, top=botm[0], botm=botm[1:],\n", - " nper=nper, perlen=perlen, nstp=nstp)\n", + "discret = flopy.modflow.ModflowDis(\n", + " ml,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " laycbd=0,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=botm[0],\n", + " botm=botm[1:],\n", + " nper=nper,\n", + " perlen=perlen,\n", + " nstp=nstp,\n", + ")\n", "bas = flopy.modflow.ModflowBas(ml, ibound=ibound, strt=ihead)\n", "lpf = flopy.modflow.ModflowLpf(ml, laytyp=laytyp, hk=hk, vka=vka)\n", "wel = flopy.modflow.ModflowWel(ml, stress_period_data=base_well_data)\n", "ghb = flopy.modflow.ModflowGhb(ml, stress_period_data=ghb_data)\n", "rch = flopy.modflow.ModflowRch(ml, rech=rch_data)\n", - "swi = flopy.modflow.ModflowSwi2(ml, nsrf=1, istrat=1, toeslope=toeslope, tipslope=tipslope, nu=nu,\n", - " zeta=z, ssz=ssz, isource=iso, nsolver=1,\n", - " nadptmx=nadptmx, nadptmn=nadptmn, \n", - " nobs=nobs, iswiobs=iswiobs, obsnam=obsnam, obslrc=obslrc, iswizt=55)\n", + "swi = flopy.modflow.ModflowSwi2(\n", + " ml,\n", + " nsrf=1,\n", + " istrat=1,\n", + " toeslope=toeslope,\n", + " tipslope=tipslope,\n", + " nu=nu,\n", + " zeta=z,\n", + " ssz=ssz,\n", + " isource=iso,\n", + " nsolver=1,\n", + " nadptmx=nadptmx,\n", + " nadptmn=nadptmn,\n", + " nobs=nobs,\n", + " iswiobs=iswiobs,\n", + " obsnam=obsnam,\n", + " obslrc=obslrc,\n", + " iswizt=55,\n", + ")\n", "oc = flopy.modflow.ModflowOc(ml, stress_period_data=spd)\n", - "pcg = flopy.modflow.ModflowPcg(ml, hclose=1.0e-6, rclose=3.0e-3, mxiter=100, iter1=50)" + "pcg = flopy.modflow.ModflowPcg(\n", + " ml, hclose=1.0e-6, rclose=3.0e-3, mxiter=100, iter1=50\n", + ")" ] }, { @@ -382,24 +414,53 @@ } ], "source": [ - "modelname2 = 'swiex4_s2'\n", - "ml2 = flopy.modflow.Modflow(modelname2, version='mf2005', exe_name=exe_name, model_ws=workspace)\n", + "modelname2 = \"swiex4_s2\"\n", + "ml2 = flopy.modflow.Modflow(\n", + " modelname2, version=\"mf2005\", exe_name=exe_name, model_ws=workspace\n", + ")\n", "\n", - "discret = flopy.modflow.ModflowDis(ml2, nlay=nlay, nrow=nrow, ncol=ncol, laycbd=0,\n", - " delr=delr, delc=delc, top=botm[0], botm=botm[1:],\n", - " nper=nper, perlen=perlen, nstp=nstp)\n", + "discret = flopy.modflow.ModflowDis(\n", + " ml2,\n", + " nlay=nlay,\n", + " nrow=nrow,\n", + " ncol=ncol,\n", + " laycbd=0,\n", + " delr=delr,\n", + " delc=delc,\n", + " top=botm[0],\n", + " botm=botm[1:],\n", + " nper=nper,\n", + " perlen=perlen,\n", + " nstp=nstp,\n", + ")\n", "bas = flopy.modflow.ModflowBas(ml2, ibound=ibound, strt=ihead)\n", "lpf = flopy.modflow.ModflowLpf(ml2, laytyp=laytyp, hk=hk, vka=vka)\n", "wel = flopy.modflow.ModflowWel(ml2, stress_period_data=swwells_well_data)\n", "ghb = flopy.modflow.ModflowGhb(ml2, stress_period_data=ghb_data)\n", "rch = flopy.modflow.ModflowRch(ml2, rech=rch_data)\n", - "swi = flopy.modflow.ModflowSwi2(ml2, nsrf=1, istrat=1, \n", - " toeslope=toeslope, tipslope=tipslope, nu=nu,\n", - " zeta=z, ssz=ssz, isource=iso, nsolver=1,\n", - " nadptmx=nadptmx, nadptmn=nadptmn,\n", - " nobs=nobs, iswiobs=iswiobs, obsnam=obsnam, obslrc=obslrc, iswizt=55)\n", + "swi = flopy.modflow.ModflowSwi2(\n", + " ml2,\n", + " nsrf=1,\n", + " istrat=1,\n", + " toeslope=toeslope,\n", + " tipslope=tipslope,\n", + " nu=nu,\n", + " zeta=z,\n", + " ssz=ssz,\n", + " isource=iso,\n", + " nsolver=1,\n", + " nadptmx=nadptmx,\n", + " nadptmn=nadptmn,\n", + " nobs=nobs,\n", + " iswiobs=iswiobs,\n", + " obsnam=obsnam,\n", + " obslrc=obslrc,\n", + " iswizt=55,\n", + ")\n", "oc = flopy.modflow.ModflowOc(ml2, stress_period_data=spd)\n", - "pcg = flopy.modflow.ModflowPcg(ml2, hclose=1.0e-6, rclose=3.0e-3, mxiter=100, iter1=50)" + "pcg = flopy.modflow.ModflowPcg(\n", + " ml2, hclose=1.0e-6, rclose=3.0e-3, mxiter=100, iter1=50\n", + ")" ] }, { @@ -444,14 +505,18 @@ "outputs": [], "source": [ "# read base model zeta\n", - "zfile = flopy.utils.CellBudgetFile(os.path.join(ml.model_ws, modelname+'.zta'))\n", + "zfile = flopy.utils.CellBudgetFile(\n", + " os.path.join(ml.model_ws, modelname + \".zta\")\n", + ")\n", "kstpkper = zfile.get_kstpkper()\n", "zeta = []\n", "for kk in kstpkper:\n", - " zeta.append(zfile.get_data(kstpkper=kk, text='ZETASRF 1')[0])\n", + " zeta.append(zfile.get_data(kstpkper=kk, text=\"ZETASRF 1\")[0])\n", "zeta = np.array(zeta)\n", "# read swi obs\n", - "zobs = np.genfromtxt(os.path.join(ml.model_ws, modelname+'.zobs.out'), names=True)" + "zobs = np.genfromtxt(\n", + " os.path.join(ml.model_ws, modelname + \".zobs.out\"), names=True\n", + ")" ] }, { @@ -468,14 +533,18 @@ "outputs": [], "source": [ "# read saltwater well model zeta\n", - "zfile2 = flopy.utils.CellBudgetFile(os.path.join(ml2.model_ws, modelname2+'.zta'))\n", + "zfile2 = flopy.utils.CellBudgetFile(\n", + " os.path.join(ml2.model_ws, modelname2 + \".zta\")\n", + ")\n", "kstpkper = zfile2.get_kstpkper()\n", "zeta2 = []\n", "for kk in kstpkper:\n", - " zeta2.append(zfile2.get_data(kstpkper=kk, text='ZETASRF 1')[0])\n", + " zeta2.append(zfile2.get_data(kstpkper=kk, text=\"ZETASRF 1\")[0])\n", "zeta2 = np.array(zeta2)\n", "# read swi obs\n", - "zobs2 = np.genfromtxt(os.path.join(ml2.model_ws, modelname2+'.zobs.out'), names=True)" + "zobs2 = np.genfromtxt(\n", + " os.path.join(ml2.model_ws, modelname2 + \".zobs.out\"), names=True\n", + ")" ] }, { @@ -492,7 +561,7 @@ "outputs": [], "source": [ "x = np.linspace(-1500, 1500, 61)\n", - "xcell = np.linspace(-1500, 1500, 61) + delr / 2.\n", + "xcell = np.linspace(-1500, 1500, 61) + delr / 2.0\n", "xedge = np.linspace(-1525, 1525, 62)\n", "years = [40, 80, 120, 160, 200, 6, 12, 18, 24, 30]" ] @@ -516,7 +585,7 @@ "\n", "# line color definition\n", "icolor = 5\n", - "colormap = plt.cm.jet #winter\n", + "colormap = plt.cm.jet # winter\n", "cc = []\n", "cr = np.linspace(0.9, 0.0, icolor)\n", "for idx in cr:\n", @@ -547,9 +616,11 @@ } ], "source": [ - "plt.rcParams.update({'legend.fontsize': 6, 'legend.frameon' : False})\n", - "fig = plt.figure(figsize=(fwid, fhgt), facecolor='w')\n", - "fig.subplots_adjust(wspace=0.25, hspace=0.25, left=flft, right=frgt, bottom=fbot, top=ftop)\n", + "plt.rcParams.update({\"legend.fontsize\": 6, \"legend.frameon\": False})\n", + "fig = plt.figure(figsize=(fwid, fhgt), facecolor=\"w\")\n", + "fig.subplots_adjust(\n", + " wspace=0.25, hspace=0.25, left=flft, right=frgt, bottom=fbot, top=ftop\n", + ")\n", "# first plot\n", "ax = fig.add_subplot(2, 2, 1)\n", "# axes limits\n", @@ -557,20 +628,56 @@ "ax.set_ylim(-50, -10)\n", "for idx in range(5):\n", " # layer 1\n", - " ax.plot(xcell, zeta[idx, 0, 30, :], drawstyle='steps-mid', \n", - " linewidth=0.5, color=cc[idx], label='{:2d} years'.format(years[idx]))\n", + " ax.plot(\n", + " xcell,\n", + " zeta[idx, 0, 30, :],\n", + " drawstyle=\"steps-mid\",\n", + " linewidth=0.5,\n", + " color=cc[idx],\n", + " label=\"{:2d} years\".format(years[idx]),\n", + " )\n", " # layer 2\n", - " ax.plot(xcell, zeta[idx, 1, 30, :], drawstyle='steps-mid',\n", - " linewidth=0.5, color=cc[idx], label='_None')\n", - "ax.plot([-1500, 1500], [-30, -30], color='k', linewidth=1.0)\n", + " ax.plot(\n", + " xcell,\n", + " zeta[idx, 1, 30, :],\n", + " drawstyle=\"steps-mid\",\n", + " linewidth=0.5,\n", + " color=cc[idx],\n", + " label=\"_None\",\n", + " )\n", + "ax.plot([-1500, 1500], [-30, -30], color=\"k\", linewidth=1.0)\n", "# legend\n", - "plt.legend(loc='lower left')\n", + "plt.legend(loc=\"lower left\")\n", "# axes labels and text\n", - "ax.set_xlabel('Horizontal distance, in meters')\n", - "ax.set_ylabel('Elevation, in meters')\n", - "ax.text(0.025, .55, 'Layer 1', transform=ax.transAxes, va='center', ha='left', size='7')\n", - "ax.text(0.025, .45, 'Layer 2', transform=ax.transAxes, va='center', ha='left', size='7')\n", - "ax.text(0.975, .1, 'Recharge conditions', transform=ax.transAxes, va='center', ha='right', size='8')\n", + "ax.set_xlabel(\"Horizontal distance, in meters\")\n", + "ax.set_ylabel(\"Elevation, in meters\")\n", + "ax.text(\n", + " 0.025,\n", + " 0.55,\n", + " \"Layer 1\",\n", + " transform=ax.transAxes,\n", + " va=\"center\",\n", + " ha=\"left\",\n", + " size=\"7\",\n", + ")\n", + "ax.text(\n", + " 0.025,\n", + " 0.45,\n", + " \"Layer 2\",\n", + " transform=ax.transAxes,\n", + " va=\"center\",\n", + " ha=\"left\",\n", + " size=\"7\",\n", + ")\n", + "ax.text(\n", + " 0.975,\n", + " 0.1,\n", + " \"Recharge conditions\",\n", + " transform=ax.transAxes,\n", + " va=\"center\",\n", + " ha=\"right\",\n", + " size=\"8\",\n", + ")\n", "\n", "# second plot\n", "ax = fig.add_subplot(2, 2, 2)\n", @@ -579,20 +686,56 @@ "ax.set_ylim(-50, -10)\n", "for idx in range(5, len(years)):\n", " # layer 1\n", - " ax.plot(xcell, zeta[idx, 0, 30, :], drawstyle='steps-mid', \n", - " linewidth=0.5, color=cc[idx-5], label='{:2d} years'.format(years[idx]))\n", + " ax.plot(\n", + " xcell,\n", + " zeta[idx, 0, 30, :],\n", + " drawstyle=\"steps-mid\",\n", + " linewidth=0.5,\n", + " color=cc[idx - 5],\n", + " label=\"{:2d} years\".format(years[idx]),\n", + " )\n", " # layer 2\n", - " ax.plot(xcell, zeta[idx, 1, 30, :], drawstyle='steps-mid',\n", - " linewidth=0.5, color=cc[idx-5], label='_None')\n", - "ax.plot([-1500, 1500], [-30, -30], color='k', linewidth=1.0)\n", + " ax.plot(\n", + " xcell,\n", + " zeta[idx, 1, 30, :],\n", + " drawstyle=\"steps-mid\",\n", + " linewidth=0.5,\n", + " color=cc[idx - 5],\n", + " label=\"_None\",\n", + " )\n", + "ax.plot([-1500, 1500], [-30, -30], color=\"k\", linewidth=1.0)\n", "# legend\n", - "plt.legend(loc='lower left')\n", + "plt.legend(loc=\"lower left\")\n", "# axes labels and text\n", - "ax.set_xlabel('Horizontal distance, in meters')\n", - "ax.set_ylabel('Elevation, in meters')\n", - "ax.text(0.025, .55, 'Layer 1', transform=ax.transAxes, va='center', ha='left', size='7')\n", - "ax.text(0.025, .45, 'Layer 2', transform=ax.transAxes, va='center', ha='left', size='7')\n", - "ax.text(0.975, .1, 'Freshwater well withdrawal', transform=ax.transAxes, va='center', ha='right', size='8')\n", + "ax.set_xlabel(\"Horizontal distance, in meters\")\n", + "ax.set_ylabel(\"Elevation, in meters\")\n", + "ax.text(\n", + " 0.025,\n", + " 0.55,\n", + " \"Layer 1\",\n", + " transform=ax.transAxes,\n", + " va=\"center\",\n", + " ha=\"left\",\n", + " size=\"7\",\n", + ")\n", + "ax.text(\n", + " 0.025,\n", + " 0.45,\n", + " \"Layer 2\",\n", + " transform=ax.transAxes,\n", + " va=\"center\",\n", + " ha=\"left\",\n", + " size=\"7\",\n", + ")\n", + "ax.text(\n", + " 0.975,\n", + " 0.1,\n", + " \"Freshwater well withdrawal\",\n", + " transform=ax.transAxes,\n", + " va=\"center\",\n", + " ha=\"right\",\n", + " size=\"8\",\n", + ")\n", "\n", "# third plot\n", "ax = fig.add_subplot(2, 2, 3)\n", @@ -601,45 +744,110 @@ "ax.set_ylim(-50, -10)\n", "for idx in range(5, len(years)):\n", " # layer 1\n", - " ax.plot(xcell, zeta2[idx, 0, 30, :], drawstyle='steps-mid', \n", - " linewidth=0.5, color=cc[idx-5], label='{:2d} years'.format(years[idx]))\n", + " ax.plot(\n", + " xcell,\n", + " zeta2[idx, 0, 30, :],\n", + " drawstyle=\"steps-mid\",\n", + " linewidth=0.5,\n", + " color=cc[idx - 5],\n", + " label=\"{:2d} years\".format(years[idx]),\n", + " )\n", " # layer 2\n", - " ax.plot(xcell, zeta2[idx, 1, 30, :], drawstyle='steps-mid',\n", - " linewidth=0.5, color=cc[idx-5], label='_None')\n", - "ax.plot([-1500, 1500], [-30, -30], color='k', linewidth=1.0)\n", + " ax.plot(\n", + " xcell,\n", + " zeta2[idx, 1, 30, :],\n", + " drawstyle=\"steps-mid\",\n", + " linewidth=0.5,\n", + " color=cc[idx - 5],\n", + " label=\"_None\",\n", + " )\n", + "ax.plot([-1500, 1500], [-30, -30], color=\"k\", linewidth=1.0)\n", "# legend\n", - "plt.legend(loc='lower left')\n", + "plt.legend(loc=\"lower left\")\n", "# axes labels and text\n", - "ax.set_xlabel('Horizontal distance, in meters')\n", - "ax.set_ylabel('Elevation, in meters')\n", - "ax.text(0.025, .55, 'Layer 1', transform=ax.transAxes, va='center', ha='left', size='7')\n", - "ax.text(0.025, .45, 'Layer 2', transform=ax.transAxes, va='center', ha='left', size='7')\n", - "ax.text(0.975, .1, 'Freshwater and saltwater\\nwell withdrawals', transform=ax.transAxes,\n", - " va='center', ha='right', size='8')\n", + "ax.set_xlabel(\"Horizontal distance, in meters\")\n", + "ax.set_ylabel(\"Elevation, in meters\")\n", + "ax.text(\n", + " 0.025,\n", + " 0.55,\n", + " \"Layer 1\",\n", + " transform=ax.transAxes,\n", + " va=\"center\",\n", + " ha=\"left\",\n", + " size=\"7\",\n", + ")\n", + "ax.text(\n", + " 0.025,\n", + " 0.45,\n", + " \"Layer 2\",\n", + " transform=ax.transAxes,\n", + " va=\"center\",\n", + " ha=\"left\",\n", + " size=\"7\",\n", + ")\n", + "ax.text(\n", + " 0.975,\n", + " 0.1,\n", + " \"Freshwater and saltwater\\nwell withdrawals\",\n", + " transform=ax.transAxes,\n", + " va=\"center\",\n", + " ha=\"right\",\n", + " size=\"8\",\n", + ")\n", "\n", "# fourth plot\n", "ax = fig.add_subplot(2, 2, 4)\n", "# axes limits\n", "ax.set_xlim(0, 30)\n", "ax.set_ylim(-50, -10)\n", - "t = zobs['TOTIM'][999:] / 365 - 200.\n", - "tz2 = zobs['layer1_001'][999:]\n", - "tz3 = zobs2['layer1_001'][999:]\n", + "t = zobs[\"TOTIM\"][999:] / 365 - 200.0\n", + "tz2 = zobs[\"layer1_001\"][999:]\n", + "tz3 = zobs2[\"layer1_001\"][999:]\n", "for i in range(len(t)):\n", - " if zobs['layer2_001'][i+999] < -30. - 0.1:\n", - " tz2[i] = zobs['layer2_001'][i+999]\n", - " if zobs2['layer2_001'][i+999] < 20. - 0.1:\n", - " tz3[i] = zobs2['layer2_001'][i+999]\n", - "ax.plot(t, tz2, linestyle='solid', color='r', linewidth=0.75, label='Freshwater well')\n", - "ax.plot(t, tz3, linestyle='dotted', color='r', linewidth=0.75, label='Freshwater and saltwater well')\n", - "ax.plot([0, 30], [-30, -30], 'k', linewidth=1.0, label='_None')\n", + " if zobs[\"layer2_001\"][i + 999] < -30.0 - 0.1:\n", + " tz2[i] = zobs[\"layer2_001\"][i + 999]\n", + " if zobs2[\"layer2_001\"][i + 999] < 20.0 - 0.1:\n", + " tz3[i] = zobs2[\"layer2_001\"][i + 999]\n", + "ax.plot(\n", + " t,\n", + " tz2,\n", + " linestyle=\"solid\",\n", + " color=\"r\",\n", + " linewidth=0.75,\n", + " label=\"Freshwater well\",\n", + ")\n", + "ax.plot(\n", + " t,\n", + " tz3,\n", + " linestyle=\"dotted\",\n", + " color=\"r\",\n", + " linewidth=0.75,\n", + " label=\"Freshwater and saltwater well\",\n", + ")\n", + "ax.plot([0, 30], [-30, -30], \"k\", linewidth=1.0, label=\"_None\")\n", "# legend\n", - "leg = plt.legend(loc='lower right', numpoints=1)\n", + "leg = plt.legend(loc=\"lower right\", numpoints=1)\n", "# axes labels and text\n", - "ax.set_xlabel('Time, in years')\n", - "ax.set_ylabel('Elevation, in meters')\n", - "ax.text(0.025, .55, 'Layer 1', transform=ax.transAxes, va='center', ha='left', size='7')\n", - "ax.text(0.025, .45, 'Layer 2', transform=ax.transAxes, va='center', ha='left', size='7');" + "ax.set_xlabel(\"Time, in years\")\n", + "ax.set_ylabel(\"Elevation, in meters\")\n", + "ax.text(\n", + " 0.025,\n", + " 0.55,\n", + " \"Layer 1\",\n", + " transform=ax.transAxes,\n", + " va=\"center\",\n", + " ha=\"left\",\n", + " size=\"7\",\n", + ")\n", + "ax.text(\n", + " 0.025,\n", + " 0.45,\n", + " \"Layer 2\",\n", + " transform=ax.transAxes,\n", + " va=\"center\",\n", + " ha=\"left\",\n", + " size=\"7\",\n", + ");" ] }, { @@ -668,25 +876,29 @@ } ], "source": [ - "fig = plt.figure(figsize=(fwid, fhgt/2))\n", - "fig.subplots_adjust(wspace=0.25, hspace=0.25, left=flft, right=frgt, bottom=fbot, top=ftop)\n", + "fig = plt.figure(figsize=(fwid, fhgt / 2))\n", + "fig.subplots_adjust(\n", + " wspace=0.25, hspace=0.25, left=flft, right=frgt, bottom=fbot, top=ftop\n", + ")\n", "\n", - "colors = ['#40d3f7', '#F76541']\n", + "colors = [\"#40d3f7\", \"#F76541\"]\n", "\n", "ax = fig.add_subplot(1, 2, 1)\n", - "modelxsect = flopy.plot.PlotCrossSection(model=ml, line={'Row': 30}, \n", - " extent=(0, 3050, -50, -10))\n", - "modelxsect.plot_fill_between(zeta[4, :, :, :], colors=colors, ax=ax,\n", - " edgecolors='none')\n", + "modelxsect = flopy.plot.PlotCrossSection(\n", + " model=ml, line={\"Row\": 30}, extent=(0, 3050, -50, -10)\n", + ")\n", + "modelxsect.plot_fill_between(\n", + " zeta[4, :, :, :], colors=colors, ax=ax, edgecolors=\"none\"\n", + ")\n", "linecollection = modelxsect.plot_grid(ax=ax)\n", - "ax.set_title('Recharge year {}'.format(years[4]));\n", + "ax.set_title(\"Recharge year {}\".format(years[4]))\n", "\n", "ax = fig.add_subplot(1, 2, 2)\n", "ax.set_xlim(0, 3050)\n", "ax.set_ylim(-50, -10)\n", "modelxsect.plot_fill_between(zeta[-1, :, :, :], colors=colors, ax=ax)\n", "linecollection = modelxsect.plot_grid(ax=ax)\n", - "ax.set_title('Scenario year {}'.format(years[-1]));" + "ax.set_title(\"Scenario year {}\".format(years[-1]));" ] }, { @@ -714,9 +926,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_triangle.ipynb b/examples/Notebooks/flopy3_triangle.ipynb index 819abe67d0..da6131fe76 100644 --- a/examples/Notebooks/flopy3_triangle.ipynb +++ b/examples/Notebooks/flopy3_triangle.ipynb @@ -20,11 +20,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -39,20 +39,20 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "from flopy.utils.triangle import Triangle as Triangle\n", "\n", - "workspace = os.path.join('data', 'triangle')\n", + "workspace = os.path.join(\"data\", \"triangle\")\n", "# make sure workspace directory exists\n", - "if not os.path.exists(workspace):\n", - " os.makedirs(workspace)\n", + "if not os.path.isdir(workspace):\n", + " os.makedirs(workspace, exist_ok=True)\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -87,14 +87,14 @@ "source": [ "# we start by creating a polygon (circle_poly), which is a list of\n", "# (x,y) points that define the circle\n", - "theta = np.arange(0., 2*np.pi, 0.2)\n", - "radius = 100.\n", + "theta = np.arange(0.0, 2 * np.pi, 0.2)\n", + "radius = 100.0\n", "x = radius * np.cos(theta)\n", "y = radius * np.sin(theta)\n", "circle_poly = [(x, y) for x, y in zip(x, y)]\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "ax.plot(x, y, 'bo-');" + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "ax.plot(x, y, \"bo-\");" ] }, { @@ -122,7 +122,7 @@ "tri.add_polygon(circle_poly)\n", "tri.build(verbose=False)\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "pc = tri.plot(ax=ax)" ] }, @@ -178,12 +178,12 @@ "# We can also plot the cells and vertices and label them,\n", "# but this really only works for coarse meshes\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "tri.plot(ax=ax, edgecolor='gray')\n", - "tri.plot_vertices(ax=ax, marker='o', color='blue')\n", - "tri.label_vertices(ax=ax, fontsize=10, color='blue')\n", - "tri.plot_centroids(ax=ax, marker='o', color='red')\n", - "tri.label_cells(ax=ax, fontsize=10, color='red')" + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "tri.plot(ax=ax, edgecolor=\"gray\")\n", + "tri.plot_vertices(ax=ax, marker=\"o\", color=\"blue\")\n", + "tri.label_vertices(ax=ax, fontsize=10, color=\"blue\")\n", + "tri.plot_centroids(ax=ax, marker=\"o\", color=\"red\")\n", + "tri.label_cells(ax=ax, fontsize=10, color=\"red\")" ] }, { @@ -206,10 +206,10 @@ ], "source": [ "# What about a hole?\n", - "theta = np.arange(0., 2*np.pi, .2)\n", - "radius = 30.\n", - "x = radius * np.cos(theta) + 25.\n", - "y = radius * np.sin(theta) + 25.\n", + "theta = np.arange(0.0, 2 * np.pi, 0.2)\n", + "radius = 30.0\n", + "x = radius * np.cos(theta) + 25.0\n", + "y = radius * np.sin(theta) + 25.0\n", "inner_circle_poly = [(x, y) for x, y in zip(x, y)]\n", "\n", "# The hole is created by passing in another polygon and\n", @@ -221,7 +221,7 @@ "tri.add_hole((25, 25))\n", "tri.build(verbose=False)\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "tri.plot(ax=ax);" ] }, @@ -260,12 +260,12 @@ "tri.add_polygon(active_domain)\n", "tri.add_polygon(area1)\n", "tri.add_polygon(area2)\n", - "tri.add_region((1, 1), 0, maximum_area=100) # point inside active domain\n", - "tri.add_region((11, 11), 1, maximum_area=10) # point inside area1\n", - "tri.add_region((61, 61), 2, maximum_area=3) # point inside area2\n", + "tri.add_region((1, 1), 0, maximum_area=100) # point inside active domain\n", + "tri.add_region((11, 11), 1, maximum_area=10) # point inside area1\n", + "tri.add_region((61, 61), 2, maximum_area=3) # point inside area2\n", "tri.build(verbose=False)\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "tri.plot(ax=ax);" ] }, @@ -303,8 +303,8 @@ "ibd = tri.get_boundary_marker_array()\n", "ibd = np.ma.masked_equal(ibd, 0)\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "pc = tri.plot(a=ibd, cmap='jet')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "pc = tri.plot(a=ibd, cmap=\"jet\")\n", "plt.colorbar(pc, shrink=0.5);" ] }, @@ -332,8 +332,8 @@ "ibd = tri.get_boundary_marker_array()\n", "ibd = np.ma.masked_not_equal(ibd, 4)\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "pc = tri.plot(a=ibd, cmap='jet', edgecolor='gray')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "pc = tri.plot(a=ibd, cmap=\"jet\", edgecolor=\"gray\")\n", "cb = plt.colorbar(pc, shrink=0.5);" ] }, @@ -358,11 +358,11 @@ "source": [ "# we can also plot the lines that comprise the boundaries\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "tri.plot(ax=ax, edgecolor='gray')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "tri.plot(ax=ax, edgecolor=\"gray\")\n", "for ibm in [1, 2, 3, 4]:\n", - " colors = ['blue', 'green', 'red', 'yellow']\n", - " tri.plot_boundary(ibm, ax, marker='o', color=colors[ibm - 1]);" + " colors = [\"blue\", \"green\", \"red\", \"yellow\"]\n", + " tri.plot_boundary(ibm, ax, marker=\"o\", color=colors[ibm - 1]);" ] }, { @@ -395,8 +395,8 @@ "source": [ "attribute_array = tri.get_attribute_array()\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "pc = tri.plot(a=attribute_array, cmap='jet', edgecolor='gray')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "pc = tri.plot(a=attribute_array, cmap=\"jet\", edgecolor=\"gray\")\n", "cb = plt.colorbar(pc, shrink=0.5);" ] }, @@ -433,11 +433,11 @@ "tri.add_polygon(active_domain)\n", "tri.build()\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "tri.plot(edgecolor='gray')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "tri.plot(edgecolor=\"gray\")\n", "for ibm in [1, 2, 3, 4]:\n", - " colors = ['blue', 'green', 'red', 'yellow']\n", - " tri.plot_boundary(ibm, ax, marker='o', color=colors[ibm - 1]);" + " colors = [\"blue\", \"green\", \"red\", \"yellow\"]\n", + " tri.plot_boundary(ibm, ax, marker=\"o\", color=colors[ibm - 1]);" ] }, { @@ -460,20 +460,18 @@ ], "source": [ "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "tri.plot(ax=ax, edgecolor='gray')\n", - "tri.plot_vertices(ax=ax, marker='o', color='blue')\n", - "tri.label_vertices(ax=ax, fontsize=10, color='blue')\n", - "tri.plot_centroids(ax=ax, marker='o', color='red')\n", - "tri.label_cells(ax=ax, fontsize=10, color='red');" + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "tri.plot(ax=ax, edgecolor=\"gray\")\n", + "tri.plot_vertices(ax=ax, marker=\"o\", color=\"blue\")\n", + "tri.label_vertices(ax=ax, fontsize=10, color=\"blue\")\n", + "tri.plot_centroids(ax=ax, marker=\"o\", color=\"red\")\n", + "tri.label_cells(ax=ax, fontsize=10, color=\"red\");" ] }, { "cell_type": "code", "execution_count": 14, - "metadata": { - "scrolled": false - }, + "metadata": {}, "outputs": [ { "name": "stdout", @@ -487,7 +485,13 @@ " writing model mf...\n", " writing model name file...\n", " writing package disv...\n", - " writing package npf...\n", + " writing package npf...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " writing package ic...\n", " writing package chd_0...\n", "INFORMATION: maxbound in ('gwf6', 'chd', 'dimensions') changed to 16 based on size of stress_period_data\n", @@ -496,8 +500,9 @@ " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Aug 01 2021 12:51:08 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -512,23 +517,17 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:40:37\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:38:24\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n", - " Solving: Stress period: 1 Time step: 1\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:40:37\n", - " Elapsed run time: 0.075 Seconds\n", - " \n", + "\n", + " Solving: Stress period: 1 Time step: 1\n", + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:38:24\n", + " Elapsed run time: 0.020 Seconds\n", + "\n", "\n", "WARNING REPORT:\n", "\n", @@ -541,32 +540,49 @@ } ], "source": [ - "name = 'mf'\n", - "sim = flopy.mf6.MFSimulation(sim_name=name, version='mf6',\n", - " exe_name='mf6',\n", - " sim_ws=workspace)\n", - "tdis = flopy.mf6.ModflowTdis(sim, time_units='DAYS',\n", - " perioddata=[[1.0, 1, 1.]])\n", + "name = \"mf\"\n", + "sim = flopy.mf6.MFSimulation(\n", + " sim_name=name, version=\"mf6\", exe_name=\"mf6\", sim_ws=workspace\n", + ")\n", + "tdis = flopy.mf6.ModflowTdis(\n", + " sim, time_units=\"DAYS\", perioddata=[[1.0, 1, 1.0]]\n", + ")\n", "gwf = flopy.mf6.ModflowGwf(sim, modelname=name, save_flows=True)\n", - "ims = flopy.mf6.ModflowIms(sim, print_option='SUMMARY', complexity='complex', \n", - " outer_hclose=1.e-8, inner_hclose=1.e-8)\n", + "ims = flopy.mf6.ModflowIms(\n", + " sim,\n", + " print_option=\"SUMMARY\",\n", + " complexity=\"complex\",\n", + " outer_hclose=1.0e-8,\n", + " inner_hclose=1.0e-8,\n", + ")\n", "cell2d = tri.get_cell2d()\n", "vertices = tri.get_vertices()\n", "xcyc = tri.get_xcyc()\n", "nlay = 1\n", "ncpl = tri.ncpl\n", "nvert = tri.nvert\n", - "top = 1.\n", - "botm = [0.]\n", - "dis = flopy.mf6.ModflowGwfdisv(gwf, nlay=nlay, ncpl=ncpl, nvert=nvert,\n", - " top=top, botm=botm, \n", - " vertices=vertices, cell2d=cell2d)\n", - "npf = flopy.mf6.ModflowGwfnpf(gwf, xt3doptions=[(True)], \n", - " save_specific_discharge=None)\n", + "top = 1.0\n", + "botm = [0.0]\n", + "dis = flopy.mf6.ModflowGwfdisv(\n", + " gwf,\n", + " nlay=nlay,\n", + " ncpl=ncpl,\n", + " nvert=nvert,\n", + " top=top,\n", + " botm=botm,\n", + " vertices=vertices,\n", + " cell2d=cell2d,\n", + ")\n", + "npf = flopy.mf6.ModflowGwfnpf(\n", + " gwf, xt3doptions=[(True)], save_specific_discharge=None\n", + ")\n", "ic = flopy.mf6.ModflowGwfic(gwf)\n", "\n", + "\n", "def chdhead(x):\n", - " return x * 10. / 100.\n", + " return x * 10.0 / 100.0\n", + "\n", + "\n", "chdlist = []\n", "leftcells = tri.get_edge_cells(4)\n", "rightcells = tri.get_edge_cells(2)\n", @@ -574,13 +590,13 @@ " h = chdhead(xcyc[icpl, 0])\n", " chdlist.append([(0, icpl), h])\n", "chd = flopy.mf6.ModflowGwfchd(gwf, stress_period_data=chdlist)\n", - "oc = flopy.mf6.ModflowGwfoc(gwf,\n", - " budget_filerecord='{}.cbc'.format(name),\n", - " head_filerecord='{}.hds'.format(name),\n", - " saverecord=[('HEAD', 'LAST'),\n", - " ('BUDGET', 'LAST')],\n", - " printrecord=[('HEAD', 'LAST'),\n", - " ('BUDGET', 'LAST')])\n", + "oc = flopy.mf6.ModflowGwfoc(\n", + " gwf,\n", + " budget_filerecord=\"{}.cbc\".format(name),\n", + " head_filerecord=\"{}.hds\".format(name),\n", + " saverecord=[(\"HEAD\", \"LAST\"), (\"BUDGET\", \"LAST\")],\n", + " printrecord=[(\"HEAD\", \"LAST\"), (\"BUDGET\", \"LAST\")],\n", + ")\n", "sim.write_simulation()\n", "success, buff = sim.run_simulation(report=True)" ] @@ -588,9 +604,7 @@ { "cell_type": "code", "execution_count": 15, - "metadata": { - "scrolled": false - }, + "metadata": {}, "outputs": [ { "data": { @@ -606,16 +620,16 @@ } ], "source": [ - "fname = os.path.join(workspace, name + '.hds')\n", - "hdobj = flopy.utils.HeadFile(fname, precision='double')\n", + "fname = os.path.join(workspace, name + \".hds\")\n", + "hdobj = flopy.utils.HeadFile(fname, precision=\"double\")\n", "head = hdobj.get_data()\n", - "fname = os.path.join(workspace, name + '.cbc')\n", - "bdobj = flopy.utils.CellBudgetFile(fname, precision='double', verbose=False)\n", - "#qxqy = bdobj.get_data(text='DATA-SPDIS')[0]\n", + "fname = os.path.join(workspace, name + \".cbc\")\n", + "bdobj = flopy.utils.CellBudgetFile(fname, precision=\"double\", verbose=False)\n", + "# qxqy = bdobj.get_data(text='DATA-SPDIS')[0]\n", "\n", "fig = plt.figure(figsize=(15, 15))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "tri.plot(ax=ax, a=head[0, 0, :], cmap='jet');" + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "tri.plot(ax=ax, a=head[0, 0, :], cmap=\"jet\");" ] }, { @@ -642,9 +656,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_uzf_example.ipynb b/examples/Notebooks/flopy3_uzf_example.ipynb index 6b87d8f3e5..8f08a0aaf0 100644 --- a/examples/Notebooks/flopy3_uzf_example.ipynb +++ b/examples/Notebooks/flopy3_uzf_example.ipynb @@ -30,12 +30,12 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", "pandas version: 1.0.5\n", - "flopy version: 3.3.4\n" + "flopy version: 3.3.5\n" ] } ], @@ -54,15 +54,15 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('pandas version: {}'.format(pd.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"pandas version: {}\".format(pd.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -71,11 +71,11 @@ "metadata": {}, "outputs": [], "source": [ - "#Set name of MODFLOW exe\n", + "# Set name of MODFLOW exe\n", "# assumes executable is in users path statement\n", - "exe_name = 'mf2005'\n", - "if platform.system() == 'Windows':\n", - " exe_name += '.exe'" + "exe_name = \"mf2005\"\n", + "if platform.system() == \"Windows\":\n", + " exe_name += \".exe\"" ] }, { @@ -84,10 +84,10 @@ "metadata": {}, "outputs": [], "source": [ - "path = 'temp'\n", + "path = \"temp\"\n", "if not os.path.isdir(path):\n", - " os.mkdir(path)\n", - "gpth = os.path.join('..', 'data', 'mf2005_test', 'UZFtest2.*')\n", + " os.makedirs(path, exist_ok=True)\n", + "gpth = os.path.join(\"..\", \"data\", \"mf2005_test\", \"UZFtest2.*\")\n", "for f in glob.glob(gpth):\n", " shutil.copy(f, path)" ] @@ -105,8 +105,13 @@ "metadata": {}, "outputs": [], "source": [ - "m = flopy.modflow.Modflow.load('UZFtest2.nam', version='mf2005', exe_name=exe_name, \n", - " model_ws=path, load_only=['ghb', 'dis', 'bas6', 'oc', 'sip', 'lpf', 'sfr'])" + "m = flopy.modflow.Modflow.load(\n", + " \"UZFtest2.nam\",\n", + " version=\"mf2005\",\n", + " exe_name=exe_name,\n", + " model_ws=path,\n", + " load_only=[\"ghb\", \"dis\", \"bas6\", \"oc\", \"sip\", \"lpf\", \"sfr\"],\n", + ")" ] }, { @@ -156,7 +161,7 @@ "metadata": {}, "outputs": [], "source": [ - "rm = [True if '.uz' in f else False for f in m.external_fnames]" + "rm = [True if \".uz\" in f else False for f in m.external_fnames]" ] }, { @@ -227,7 +232,7 @@ ], "source": [ "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=m)\n", "quadmesh = mapview.plot_ibound()\n", "linecollection = mapview.plot_grid()" @@ -260,14 +265,14 @@ } ], "source": [ - "irnbndpth = os.path.join('..', 'data', 'uzf_examples', 'irunbnd.dat')\n", + "irnbndpth = os.path.join(\"..\", \"data\", \"uzf_examples\", \"irunbnd.dat\")\n", "irunbnd = np.loadtxt(irnbndpth)\n", "\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=m)\n", "irunbndplt = mapview.plot_array(irunbnd)\n", - "plt.colorbar(irunbndplt, ax=ax, label='SFR segment')\n", + "plt.colorbar(irunbndplt, ax=ax, label=\"SFR segment\")\n", "linecollection = mapview.plot_grid()" ] }, @@ -297,14 +302,14 @@ } ], "source": [ - "vksbndpth = os.path.join('..', 'data', 'uzf_examples', 'vks.dat')\n", + "vksbndpth = os.path.join(\"..\", \"data\", \"uzf_examples\", \"vks.dat\")\n", "vks = np.loadtxt(vksbndpth)\n", "\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=m)\n", "vksplt = mapview.plot_array(vks)\n", - "plt.colorbar(vksplt, ax=ax, label='Layer 1 Kv')\n", + "plt.colorbar(vksplt, ax=ax, label=\"Layer 1 Kv\")\n", "linecollection = mapview.plot_grid()" ] }, @@ -356,13 +361,13 @@ } ], "source": [ - "finf = np.loadtxt(os.path.join('..', 'data', 'uzf_examples', 'finf.dat'))\n", + "finf = np.loadtxt(os.path.join(\"..\", \"data\", \"uzf_examples\", \"finf.dat\"))\n", "finf = np.reshape(finf, (m.nper, m.nrow, m.ncol))\n", "finf = {i: finf[i] for i in range(finf.shape[0])}\n", "\n", "# plot using PlotMapView\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=m)\n", "quadmesh = mapview.plot_array(finf[0])\n", "plt.colorbar(quadmesh)\n", @@ -388,10 +393,13 @@ } ], "source": [ - "plt.plot(m.dis.perlen.array.cumsum()/864600, \n", - " [a.mean() * 86400 * 365 * 12 for a in finf.values()], marker='o')\n", - "plt.xlabel('Time, in days')\n", - "plt.ylabel('Average infiltration rate, inches per year');" + "plt.plot(\n", + " m.dis.perlen.array.cumsum() / 864600,\n", + " [a.mean() * 86400 * 365 * 12 for a in finf.values()],\n", + " marker=\"o\",\n", + ")\n", + "plt.xlabel(\"Time, in days\")\n", + "plt.ylabel(\"Average infiltration rate, inches per year\");" ] }, { @@ -420,10 +428,10 @@ } ], "source": [ - "extwc = np.loadtxt(os.path.join('..', 'data', 'uzf_examples', 'extwc.dat'))\n", + "extwc = np.loadtxt(os.path.join(\"..\", \"data\", \"uzf_examples\", \"extwc.dat\"))\n", "\n", "fig = plt.figure(figsize=(8, 8))\n", - "ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + "ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", "mapview = flopy.plot.PlotMapView(model=m)\n", "quadmesh = mapview.plot_array(extwc)\n", "plt.colorbar(quadmesh)\n", @@ -447,10 +455,22 @@ "metadata": {}, "outputs": [], "source": [ - "uzgag = {-68: [-68],\n", - " 65: [2, 5, 65, 1], #Print time, head, uz thickness and cum. vols of infiltration, recharge, storage, change in storage and ground-water discharge to land surface.\n", - " 66: [5, 2, 66, 2], #Same as option 1 except rates of infiltration, recharge, change in storage, and ground-water discharge also are printed.\n", - " 67: [9, 4, 67, 3]} #Prints time, ground-water head, thickness of unsaturated zone, followed by a series of depths and water contents in the unsaturated zone. " + "uzgag = {\n", + " -68: [-68],\n", + " 65: [\n", + " 2,\n", + " 5,\n", + " 65,\n", + " 1,\n", + " ], # Print time, head, uz thickness and cum. vols of infiltration, recharge, storage, change in storage and ground-water discharge to land surface.\n", + " 66: [\n", + " 5,\n", + " 2,\n", + " 66,\n", + " 2,\n", + " ], # Same as option 1 except rates of infiltration, recharge, change in storage, and ground-water discharge also are printed.\n", + " 67: [9, 4, 67, 3],\n", + "} # Prints time, ground-water head, thickness of unsaturated zone, followed by a series of depths and water contents in the unsaturated zone." ] }, { @@ -466,22 +486,29 @@ "metadata": {}, "outputs": [], "source": [ - "uzf = flopy.modflow.ModflowUzf1(m,\n", - " nuztop=1, iuzfopt=1, irunflg=1, ietflg=1,\n", - " ipakcb=0, \n", - " iuzfcb2=61,# binary output of recharge and groundwater discharge\n", - " ntrail2=25, nsets=20,\n", - " surfdep=1.0, uzgag=uzgag,\n", - " iuzfbnd=m.bas6.ibound.array, \n", - " irunbnd=irunbnd, \n", - " vks=vks, # saturated vertical hydraulic conductivity of the uz\n", - " finf=finf, #infiltration rates\n", - " eps=3.5, # Brooks-Corey relation of water content to hydraulic conductivity (epsilon)\n", - " thts = 0.35, # saturated water content of the uz in units of volume of water to total volume\n", - " pet=5.000000E-08, # potential ET\n", - " extdp=15., # ET extinction depth(s)\n", - " extwc=extwc, #extinction water content below which ET cannot be removed from the unsaturated zone\n", - " unitnumber=19)" + "uzf = flopy.modflow.ModflowUzf1(\n", + " m,\n", + " nuztop=1,\n", + " iuzfopt=1,\n", + " irunflg=1,\n", + " ietflg=1,\n", + " ipakcb=0,\n", + " iuzfcb2=61, # binary output of recharge and groundwater discharge\n", + " ntrail2=25,\n", + " nsets=20,\n", + " surfdep=1.0,\n", + " uzgag=uzgag,\n", + " iuzfbnd=m.bas6.ibound.array,\n", + " irunbnd=irunbnd,\n", + " vks=vks, # saturated vertical hydraulic conductivity of the uz\n", + " finf=finf, # infiltration rates\n", + " eps=3.5, # Brooks-Corey relation of water content to hydraulic conductivity (epsilon)\n", + " thts=0.35, # saturated water content of the uz in units of volume of water to total volume\n", + " pet=5.000000e-08, # potential ET\n", + " extdp=15.0, # ET extinction depth(s)\n", + " extwc=extwc, # extinction water content below which ET cannot be removed from the unsaturated zone\n", + " unitnumber=19,\n", + ")" ] }, { @@ -516,7 +543,7 @@ " Version 1.12.00 2/3/2017 \n", "\n", " Using NAME file: UZFtest2.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:40:42\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:41:49\n", "\n", " Solving: Stress period: 1 Time step: 1 Ground-Water Flow Eqn.\n", " Solving: Stress period: 2 Time step: 1 Ground-Water Flow Eqn.\n", @@ -540,7 +567,13 @@ " Solving: Stress period: 3 Time step: 4 Ground-Water Flow Eqn.\n", " Solving: Stress period: 3 Time step: 5 Ground-Water Flow Eqn.\n", " Solving: Stress period: 3 Time step: 6 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 3 Time step: 7 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 3 Time step: 7 Ground-Water Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 3 Time step: 8 Ground-Water Flow Eqn.\n", " Solving: Stress period: 3 Time step: 9 Ground-Water Flow Eqn.\n", " Solving: Stress period: 3 Time step: 10 Ground-Water Flow Eqn.\n", @@ -548,19 +581,19 @@ " Solving: Stress period: 3 Time step: 12 Ground-Water Flow Eqn.\n", " Solving: Stress period: 3 Time step: 13 Ground-Water Flow Eqn.\n", " Solving: Stress period: 3 Time step: 14 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 3 Time step: 15 Ground-Water Flow Eqn.\n" + " Solving: Stress period: 3 Time step: 15 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 4 Time step: 1 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 4 Time step: 2 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 4 Time step: 3 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 4 Time step: 4 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 4 Time step: 5 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 4 Time step: 6 Ground-Water Flow Eqn.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " Solving: Stress period: 4 Time step: 1 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 4 Time step: 2 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 4 Time step: 3 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 4 Time step: 4 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 4 Time step: 5 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 4 Time step: 6 Ground-Water Flow Eqn.\n", " Solving: Stress period: 4 Time step: 7 Ground-Water Flow Eqn.\n", " Solving: Stress period: 4 Time step: 8 Ground-Water Flow Eqn.\n", " Solving: Stress period: 4 Time step: 9 Ground-Water Flow Eqn.\n", @@ -569,23 +602,29 @@ " Solving: Stress period: 4 Time step: 12 Ground-Water Flow Eqn.\n", " Solving: Stress period: 4 Time step: 13 Ground-Water Flow Eqn.\n", " Solving: Stress period: 4 Time step: 14 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 4 Time step: 15 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 4 Time step: 15 Ground-Water Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 5 Time step: 1 Ground-Water Flow Eqn.\n", " Solving: Stress period: 5 Time step: 2 Ground-Water Flow Eqn.\n", " Solving: Stress period: 5 Time step: 3 Ground-Water Flow Eqn.\n", " Solving: Stress period: 5 Time step: 4 Ground-Water Flow Eqn.\n", " Solving: Stress period: 5 Time step: 5 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 5 Time step: 6 Ground-Water Flow Eqn.\n" + " Solving: Stress period: 5 Time step: 6 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 5 Time step: 7 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 5 Time step: 8 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 5 Time step: 9 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 5 Time step: 10 Ground-Water Flow Eqn.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " Solving: Stress period: 5 Time step: 7 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 5 Time step: 8 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 5 Time step: 9 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 5 Time step: 10 Ground-Water Flow Eqn.\n", " Solving: Stress period: 5 Time step: 11 Ground-Water Flow Eqn.\n", " Solving: Stress period: 5 Time step: 12 Ground-Water Flow Eqn.\n", " Solving: Stress period: 5 Time step: 13 Ground-Water Flow Eqn.\n", @@ -593,7 +632,13 @@ " Solving: Stress period: 5 Time step: 15 Ground-Water Flow Eqn.\n", " Solving: Stress period: 6 Time step: 1 Ground-Water Flow Eqn.\n", " Solving: Stress period: 6 Time step: 2 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 6 Time step: 3 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 6 Time step: 3 Ground-Water Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 6 Time step: 4 Ground-Water Flow Eqn.\n", " Solving: Stress period: 6 Time step: 5 Ground-Water Flow Eqn.\n", " Solving: Stress period: 6 Time step: 6 Ground-Water Flow Eqn.\n", @@ -601,15 +646,15 @@ " Solving: Stress period: 6 Time step: 8 Ground-Water Flow Eqn.\n", " Solving: Stress period: 6 Time step: 9 Ground-Water Flow Eqn.\n", " Solving: Stress period: 6 Time step: 10 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 6 Time step: 11 Ground-Water Flow Eqn.\n" + " Solving: Stress period: 6 Time step: 11 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 6 Time step: 12 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 6 Time step: 13 Ground-Water Flow Eqn.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " Solving: Stress period: 6 Time step: 12 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 6 Time step: 13 Ground-Water Flow Eqn.\n", " Solving: Stress period: 6 Time step: 14 Ground-Water Flow Eqn.\n", " Solving: Stress period: 6 Time step: 15 Ground-Water Flow Eqn.\n", " Solving: Stress period: 7 Time step: 1 Ground-Water Flow Eqn.\n", @@ -617,19 +662,25 @@ " Solving: Stress period: 7 Time step: 3 Ground-Water Flow Eqn.\n", " Solving: Stress period: 7 Time step: 4 Ground-Water Flow Eqn.\n", " Solving: Stress period: 7 Time step: 5 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 7 Time step: 6 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 7 Time step: 6 Ground-Water Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 7 Time step: 7 Ground-Water Flow Eqn.\n", " Solving: Stress period: 7 Time step: 8 Ground-Water Flow Eqn.\n", " Solving: Stress period: 7 Time step: 9 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 7 Time step: 10 Ground-Water Flow Eqn.\n" + " Solving: Stress period: 7 Time step: 10 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 7 Time step: 11 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 7 Time step: 12 Ground-Water Flow Eqn.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " Solving: Stress period: 7 Time step: 11 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 7 Time step: 12 Ground-Water Flow Eqn.\n", " Solving: Stress period: 7 Time step: 13 Ground-Water Flow Eqn.\n", " Solving: Stress period: 7 Time step: 14 Ground-Water Flow Eqn.\n", " Solving: Stress period: 7 Time step: 15 Ground-Water Flow Eqn.\n", @@ -637,21 +688,27 @@ " Solving: Stress period: 8 Time step: 2 Ground-Water Flow Eqn.\n", " Solving: Stress period: 8 Time step: 3 Ground-Water Flow Eqn.\n", " Solving: Stress period: 8 Time step: 4 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 8 Time step: 5 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 8 Time step: 6 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 8 Time step: 7 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 8 Time step: 8 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 8 Time step: 9 Ground-Water Flow Eqn.\n" + " Solving: Stress period: 8 Time step: 5 Ground-Water Flow Eqn.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + " Solving: Stress period: 8 Time step: 6 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 8 Time step: 7 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 8 Time step: 8 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 8 Time step: 9 Ground-Water Flow Eqn.\n", " Solving: Stress period: 8 Time step: 10 Ground-Water Flow Eqn.\n", " Solving: Stress period: 8 Time step: 11 Ground-Water Flow Eqn.\n", " Solving: Stress period: 8 Time step: 12 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 8 Time step: 13 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 8 Time step: 13 Ground-Water Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 8 Time step: 14 Ground-Water Flow Eqn.\n", " Solving: Stress period: 8 Time step: 15 Ground-Water Flow Eqn.\n", " Solving: Stress period: 9 Time step: 1 Ground-Water Flow Eqn.\n", @@ -670,17 +727,23 @@ " Solving: Stress period: 9 Time step: 8 Ground-Water Flow Eqn.\n", " Solving: Stress period: 9 Time step: 9 Ground-Water Flow Eqn.\n", " Solving: Stress period: 9 Time step: 10 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 9 Time step: 11 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 9 Time step: 11 Ground-Water Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 9 Time step: 12 Ground-Water Flow Eqn.\n", " Solving: Stress period: 9 Time step: 13 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 9 Time step: 14 Ground-Water Flow Eqn.\n" + " Solving: Stress period: 9 Time step: 14 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 9 Time step: 15 Ground-Water Flow Eqn.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " Solving: Stress period: 9 Time step: 15 Ground-Water Flow Eqn.\n", " Solving: Stress period: 10 Time step: 1 Ground-Water Flow Eqn.\n", " Solving: Stress period: 10 Time step: 2 Ground-Water Flow Eqn.\n", " Solving: Stress period: 10 Time step: 3 Ground-Water Flow Eqn.\n", @@ -688,35 +751,47 @@ " Solving: Stress period: 10 Time step: 5 Ground-Water Flow Eqn.\n", " Solving: Stress period: 10 Time step: 6 Ground-Water Flow Eqn.\n", " Solving: Stress period: 10 Time step: 7 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 10 Time step: 8 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 10 Time step: 8 Ground-Water Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 10 Time step: 9 Ground-Water Flow Eqn.\n", " Solving: Stress period: 10 Time step: 10 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 10 Time step: 11 Ground-Water Flow Eqn.\n" + " Solving: Stress period: 10 Time step: 11 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 10 Time step: 12 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 10 Time step: 13 Ground-Water Flow Eqn.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " Solving: Stress period: 10 Time step: 12 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 10 Time step: 13 Ground-Water Flow Eqn.\n", " Solving: Stress period: 10 Time step: 14 Ground-Water Flow Eqn.\n", " Solving: Stress period: 10 Time step: 15 Ground-Water Flow Eqn.\n", " Solving: Stress period: 11 Time step: 1 Ground-Water Flow Eqn.\n", " Solving: Stress period: 11 Time step: 2 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 11 Time step: 3 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 11 Time step: 4 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 11 Time step: 5 Ground-Water Flow Eqn.\n" + " Solving: Stress period: 11 Time step: 3 Ground-Water Flow Eqn.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + " Solving: Stress period: 11 Time step: 4 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 11 Time step: 5 Ground-Water Flow Eqn.\n", " Solving: Stress period: 11 Time step: 6 Ground-Water Flow Eqn.\n", " Solving: Stress period: 11 Time step: 7 Ground-Water Flow Eqn.\n", " Solving: Stress period: 11 Time step: 8 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 11 Time step: 9 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 11 Time step: 9 Ground-Water Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 11 Time step: 10 Ground-Water Flow Eqn.\n", " Solving: Stress period: 11 Time step: 11 Ground-Water Flow Eqn.\n", " Solving: Stress period: 11 Time step: 12 Ground-Water Flow Eqn.\n", @@ -730,34 +805,40 @@ " Solving: Stress period: 11 Time step: 14 Ground-Water Flow Eqn.\n", " Solving: Stress period: 11 Time step: 15 Ground-Water Flow Eqn.\n", " Solving: Stress period: 12 Time step: 1 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 12 Time step: 2 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 12 Time step: 2 Ground-Water Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 12 Time step: 3 Ground-Water Flow Eqn.\n", " Solving: Stress period: 12 Time step: 4 Ground-Water Flow Eqn.\n", " Solving: Stress period: 12 Time step: 5 Ground-Water Flow Eqn.\n", " Solving: Stress period: 12 Time step: 6 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 12 Time step: 7 Ground-Water Flow Eqn.\n" + " Solving: Stress period: 12 Time step: 7 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 12 Time step: 8 Ground-Water Flow Eqn.\n", + " Solving: Stress period: 12 Time step: 9 Ground-Water Flow Eqn.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - " Solving: Stress period: 12 Time step: 8 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 12 Time step: 9 Ground-Water Flow Eqn.\n", " Solving: Stress period: 12 Time step: 10 Ground-Water Flow Eqn.\n", " Solving: Stress period: 12 Time step: 11 Ground-Water Flow Eqn.\n", " Solving: Stress period: 12 Time step: 12 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 12 Time step: 13 Ground-Water Flow Eqn.\n", - " Solving: Stress period: 12 Time step: 14 Ground-Water Flow Eqn.\n" + " Solving: Stress period: 12 Time step: 13 Ground-Water Flow Eqn.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ + " Solving: Stress period: 12 Time step: 14 Ground-Water Flow Eqn.\n", " Solving: Stress period: 12 Time step: 15 Ground-Water Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/06 16:40:44\n", - " Elapsed run time: 2.573 Seconds\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:41:53\n", + " Elapsed run time: 4.731 Seconds\n", "\n", " Normal termination of simulation\n" ] @@ -971,7 +1052,7 @@ } ], "source": [ - "fpth = os.path.join(path,'UZFtest2.uzfcb2.bin')\n", + "fpth = os.path.join(path, \"UZFtest2.uzfcb2.bin\")\n", "avail = os.path.isfile(fpth)\n", "if avail:\n", " uzfbdobjct = flopy.utils.CellBudgetFile(fpth)\n", @@ -1000,11 +1081,11 @@ ], "source": [ "if success and avail:\n", - " r = uzfbdobjct.get_data(text='UZF RECHARGE')\n", - " et = uzfbdobjct.get_data(text='GW ET')\n", - " \n", + " r = uzfbdobjct.get_data(text=\"UZF RECHARGE\")\n", + " et = uzfbdobjct.get_data(text=\"GW ET\")\n", + "\n", " fig = plt.figure(figsize=(8, 8))\n", - " ax = fig.add_subplot(1, 1, 1, aspect='equal')\n", + " ax = fig.add_subplot(1, 1, 1, aspect=\"equal\")\n", " mapview = flopy.plot.PlotMapView(model=m)\n", " quadmesh = mapview.plot_array(r[6])\n", " plt.colorbar(quadmesh)\n", @@ -1033,13 +1114,13 @@ "if avail:\n", " rtot = [rp.sum() for rp in r]\n", " ettot = [etp.sum() for etp in et]\n", - " sltot = [sl.sum() for sl in uzfbdobjct.get_data(text='SURFACE LEAKAGE')]\n", + " sltot = [sl.sum() for sl in uzfbdobjct.get_data(text=\"SURFACE LEAKAGE\")]\n", "\n", - " plt.plot(rtot, label='simulated recharge')\n", - " plt.plot(np.abs(ettot), label='simulated actual et')\n", - " plt.plot(np.abs(sltot), label='simulated surface leakage')\n", - " plt.xlabel('Timestep')\n", - " plt.ylabel('Volume, in cubic feet')\n", + " plt.plot(rtot, label=\"simulated recharge\")\n", + " plt.plot(np.abs(ettot), label=\"simulated actual et\")\n", + " plt.plot(np.abs(sltot), label=\"simulated surface leakage\")\n", + " plt.xlabel(\"Timestep\")\n", + " plt.ylabel(\"Volume, in cubic feet\")\n", " plt.legend()" ] }, @@ -1069,24 +1150,31 @@ } ], "source": [ - "fpth = os.path.join(path, 'UZFtest2.uzf68.out')\n", + "fpth = os.path.join(path, \"UZFtest2.uzf68.out\")\n", "avail = os.path.isfile(fpth)\n", "if avail:\n", - " dtype = [('TIME', float), ('APPLIED-INFIL', float), ('RUNOFF', float), \n", - " ('ACTUAL-INFIL', float), ('SURFACE-LEAK', float), \n", - " ('UZ-ET', float), ('GW-ET', float), ('UZSTOR-CHANGE', float), \n", - " ('RECHARGE', float)]\n", + " dtype = [\n", + " (\"TIME\", float),\n", + " (\"APPLIED-INFIL\", float),\n", + " (\"RUNOFF\", float),\n", + " (\"ACTUAL-INFIL\", float),\n", + " (\"SURFACE-LEAK\", float),\n", + " (\"UZ-ET\", float),\n", + " (\"GW-ET\", float),\n", + " (\"UZSTOR-CHANGE\", float),\n", + " (\"RECHARGE\", float),\n", + " ]\n", " # read data from file\n", " df = np.genfromtxt(fpth, skip_header=3, dtype=dtype)\n", " # convert numpy recarray to pandas dataframe\n", " df = pd.DataFrame(data=df)\n", " # set index to the time column\n", - " df.set_index(['TIME'], inplace=True)\n", + " df.set_index([\"TIME\"], inplace=True)\n", " # plot the data\n", " ax = df.plot(legend=False, figsize=(15, 10))\n", " patches, labels = ax.get_legend_handles_labels()\n", " ax.legend(patches, labels, loc=1)\n", - " ax.set_ylabel('Volume for whole model, in cubic feet')" + " ax.set_ylabel(\"Volume for whole model, in cubic feet\")" ] }, { @@ -1102,7 +1190,7 @@ "metadata": {}, "outputs": [], "source": [ - "fpth = os.path.join(path, 'UZFtest2.uzf67.out')\n", + "fpth = os.path.join(path, \"UZFtest2.uzf67.out\")\n", "avail = os.path.isfile(fpth)\n", "if avail:\n", " data = []\n", @@ -1128,7 +1216,10 @@ "outputs": [], "source": [ "if avail:\n", - " df3 = pd.DataFrame(data, columns=['layer', 'time', 'head', 'uzthick', 'depth', 'watercontent'])\n", + " df3 = pd.DataFrame(\n", + " data,\n", + " columns=[\"layer\", \"time\", \"head\", \"uzthick\", \"depth\", \"watercontent\"],\n", + " )\n", " df3.head(41)" ] }, @@ -1165,20 +1256,20 @@ "source": [ "if avail:\n", " fig, ax = plt.subplots(figsize=(15, 10))\n", - " plt.imshow(wc, interpolation='None')\n", + " plt.imshow(wc, interpolation=\"None\")\n", " ax.set_aspect(3)\n", " r, c = wc.shape\n", - " xcol_locs = np.linspace(0, c-1, 8, dtype=int)\n", - " ycol_locs = np.linspace(0, r-1, 5, dtype=int)\n", + " xcol_locs = np.linspace(0, c - 1, 8, dtype=int)\n", + " ycol_locs = np.linspace(0, r - 1, 5, dtype=int)\n", " ax.set_xticks(xcol_locs)\n", "\n", " xlabels = wc.columns\n", " ax.set_xticklabels(xlabels[xcol_locs])\n", - " ax.set_ylabel('Depth, in feet')\n", + " ax.set_ylabel(\"Depth, in feet\")\n", " ax.set_yticks(ycol_locs)\n", " ax.set_yticklabels(wc.index[ycol_locs])\n", - " ax.set_xlabel('Time, in seconds')\n", - " plt.colorbar(label='Water content')" + " ax.set_xlabel(\"Time, in seconds\")\n", + " plt.colorbar(label=\"Water content\")" ] }, { @@ -1206,9 +1297,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 1 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_voronoi.ipynb b/examples/Notebooks/flopy3_voronoi.ipynb index 771e0b98aa..18e696dde5 100644 --- a/examples/Notebooks/flopy3_voronoi.ipynb +++ b/examples/Notebooks/flopy3_voronoi.ipynb @@ -20,9 +20,9 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.8.10 (default, May 19 2021, 11:01:55) \n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", "[Clang 10.0.0 ]\n", - "numpy version: 1.20.3\n", + "numpy version: 1.19.2\n", "matplotlib version: 3.4.2\n", "flopy version: 3.3.5\n" ] @@ -40,22 +40,22 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "from flopy.utils.triangle import Triangle as Triangle\n", "from flopy.utils.voronoi import VoronoiGrid\n", "from flopy.discretization import VertexGrid\n", "\n", - "workspace = os.path.join('data', 'voronoi')\n", + "workspace = os.path.join(\"data\", \"voronoi\")\n", "# make sure workspace directory exists\n", - "if not os.path.exists(workspace):\n", - " os.makedirs(workspace)\n", + "if not os.path.isdir(workspace):\n", + " os.makedirs(workspace, exist_ok=True)\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -80,24 +80,24 @@ } ], "source": [ - "#set domain extents\n", - "xmin = 0.\n", - "xmax = 2000.\n", - "ymin = 0.\n", - "ymax = 1000.\n", + "# set domain extents\n", + "xmin = 0.0\n", + "xmax = 2000.0\n", + "ymin = 0.0\n", + "ymax = 1000.0\n", "\n", - "#set minimum angle\n", + "# set minimum angle\n", "angle_min = 30\n", "\n", - "#set maximum area\n", - "area_max = 1000.\n", + "# set maximum area\n", + "area_max = 1000.0\n", "\n", "delr = area_max ** 0.5\n", "ncol = xmax / delr\n", "nrow = ymax / delr\n", "nodes = ncol * nrow\n", - "print('equivalent delr: ', delr)\n", - "print('equivalent nodes, ncol, nrow: ', int(nodes), ncol, nrow)" + "print(\"equivalent delr: \", delr)\n", + "print(\"equivalent nodes, ncol, nrow: \", int(nodes), ncol, nrow)" ] }, { @@ -119,14 +119,13 @@ } ], "source": [ - "tri = Triangle(maximum_area=area_max, angle=angle_min, \n", - " model_ws=workspace)\n", + "tri = Triangle(maximum_area=area_max, angle=angle_min, model_ws=workspace)\n", "poly = np.array(((xmin, ymin), (xmax, ymin), (xmax, ymax), (xmin, ymax)))\n", "tri.add_polygon(poly)\n", "tri.build(verbose=False)\n", "\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "pc = tri.plot(ax=ax);" ] }, @@ -159,9 +158,9 @@ ], "source": [ "voronoi_grid = VoronoiGrid(tri)\n", - "fig = plt.figure(figsize=(10,10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", - "voronoi_grid.plot(ax=ax, facecolor='none');" + "fig = plt.figure(figsize=(10, 10))\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", + "voronoi_grid.plot(ax=ax, facecolor=\"none\");" ] }, { @@ -197,25 +196,25 @@ "\n", "# identify cells on left edge\n", "line = LineString([(xmin, ymin), (xmin, ymax)])\n", - "cells0 = gi.intersect(line)['cellids']\n", + "cells0 = gi.intersect(line)[\"cellids\"]\n", "cells0 = np.array(list(cells0))\n", "ibd[cells0] = 1\n", "\n", "# identify cells on right edge\n", "line = LineString([(xmax, ymin), (xmax, ymax)])\n", - "cells1 = gi.intersect(line)['cellids']\n", + "cells1 = gi.intersect(line)[\"cellids\"]\n", "cells1 = np.array(list(cells1))\n", "ibd[cells1] = 2\n", "\n", "# identify cell for a constant concentration condition\n", "point = Point((500, 500))\n", - "cells2 = gi.intersect(point)['cellids']\n", + "cells2 = gi.intersect(point)[\"cellids\"]\n", "cells2 = np.array(list(cells2))\n", "ibd[cells2] = 3\n", "\n", "if True:\n", - " fig = plt.figure(figsize=(10,10))\n", - " ax = plt.subplot(1, 1, 1, aspect='equal')\n", + " fig = plt.figure(figsize=(10, 10))\n", + " ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", " pmv = flopy.plot.PlotMapView(modelgrid=vgrid)\n", " pmv.plot_array(ibd)" ] @@ -243,7 +242,13 @@ " writing ims package ims_-1...\n", " writing model mf...\n", " writing model name file...\n", - " writing package disv...\n", + " writing package disv...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " writing package npf...\n", " writing package ic...\n", " writing package chd_0...\n", @@ -265,57 +270,63 @@ } ], "source": [ - "name = 'mf'\n", - "sim_ws = os.path.join(workspace, 'flow')\n", - "sim = flopy.mf6.MFSimulation(sim_name=name, version='mf6',\n", - " exe_name='mf6',\n", - " sim_ws=sim_ws)\n", - "tdis = flopy.mf6.ModflowTdis(sim, time_units='DAYS',\n", - " perioddata=[[1.0, 1, 1.]])\n", - "gwf = flopy.mf6.ModflowGwf(sim, modelname=name, \n", - " save_flows=True)\n", - "ims = flopy.mf6.ModflowIms(sim, print_option='SUMMARY', \n", - " complexity='complex', \n", - " outer_dvclose=1.e-8, \n", - " inner_dvclose=1.e-8)\n", + "name = \"mf\"\n", + "sim_ws = os.path.join(workspace, \"flow\")\n", + "sim = flopy.mf6.MFSimulation(\n", + " sim_name=name, version=\"mf6\", exe_name=\"mf6\", sim_ws=sim_ws\n", + ")\n", + "tdis = flopy.mf6.ModflowTdis(\n", + " sim, time_units=\"DAYS\", perioddata=[[1.0, 1, 1.0]]\n", + ")\n", + "gwf = flopy.mf6.ModflowGwf(sim, modelname=name, save_flows=True)\n", + "ims = flopy.mf6.ModflowIms(\n", + " sim,\n", + " print_option=\"SUMMARY\",\n", + " complexity=\"complex\",\n", + " outer_dvclose=1.0e-8,\n", + " inner_dvclose=1.0e-8,\n", + ")\n", "disv_gridprops = voronoi_grid.get_disv_gridprops()\n", "nlay = 1\n", - "top = 1.\n", - "botm = [0.]\n", - "disv = flopy.mf6.ModflowGwfdisv(gwf, nlay=nlay, \n", - " **disv_gridprops,\n", - " top=top, botm=botm)\n", - "npf = flopy.mf6.ModflowGwfnpf(gwf, xt3doptions=[(True)],\n", - " k=10.,\n", - " save_saturation=True,\n", - " save_specific_discharge=True)\n", + "top = 1.0\n", + "botm = [0.0]\n", + "disv = flopy.mf6.ModflowGwfdisv(\n", + " gwf, nlay=nlay, **disv_gridprops, top=top, botm=botm\n", + ")\n", + "npf = flopy.mf6.ModflowGwfnpf(\n", + " gwf,\n", + " xt3doptions=[(True)],\n", + " k=10.0,\n", + " save_saturation=True,\n", + " save_specific_discharge=True,\n", + ")\n", "ic = flopy.mf6.ModflowGwfic(gwf)\n", "\n", "chdlist = []\n", "for icpl in cells0:\n", - " chdlist.append([(0, icpl), 1.])\n", + " chdlist.append([(0, icpl), 1.0])\n", "for icpl in cells1:\n", - " chdlist.append([(0, icpl), 0.])\n", + " chdlist.append([(0, icpl), 0.0])\n", "chd = flopy.mf6.ModflowGwfchd(gwf, stress_period_data=chdlist)\n", - "oc = flopy.mf6.ModflowGwfoc(gwf,\n", - " budget_filerecord='{}.bud'.format(name),\n", - " head_filerecord='{}.hds'.format(name),\n", - " saverecord=[('HEAD', 'ALL'),\n", - " ('BUDGET', 'ALL')],\n", - " printrecord=[('HEAD', 'LAST'),\n", - " ('BUDGET', 'LAST')])\n", + "oc = flopy.mf6.ModflowGwfoc(\n", + " gwf,\n", + " budget_filerecord=\"{}.bud\".format(name),\n", + " head_filerecord=\"{}.hds\".format(name),\n", + " saverecord=[(\"HEAD\", \"ALL\"), (\"BUDGET\", \"ALL\")],\n", + " printrecord=[(\"HEAD\", \"LAST\"), (\"BUDGET\", \"LAST\")],\n", + ")\n", "sim.write_simulation()\n", "success, buff = sim.run_simulation(report=True, silent=True)\n", "\n", "head = gwf.output.head().get_data()\n", "bdobj = gwf.output.budget()\n", - "spdis = bdobj.get_data(text='DATA-SPDIS')[0]\n", + "spdis = bdobj.get_data(text=\"DATA-SPDIS\")[0]\n", "\n", "fig = plt.figure(figsize=(15, 15))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "pmv = flopy.plot.PlotMapView(gwf)\n", - "pmv.plot_array(head, cmap='jet', alpha=0.5)\n", - "pmv.plot_vector(spdis[\"qx\"], spdis[\"qy\"], alpha=.25);" + "pmv.plot_array(head, cmap=\"jet\", alpha=0.5)\n", + "pmv.plot_vector(spdis[\"qx\"], spdis[\"qy\"], alpha=0.25);" ] }, { @@ -341,7 +352,13 @@ " writing ims package ims_-1...\n", " writing model mf...\n", " writing model name file...\n", - " writing package disv...\n", + " writing package disv...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " writing package ic...\n", " writing package mst...\n", " writing package adv...\n", @@ -366,45 +383,53 @@ } ], "source": [ - "name = 'mf'\n", - "sim_ws = os.path.join(workspace, 'transport')\n", - "sim = flopy.mf6.MFSimulation(sim_name=name, version='mf6',\n", - " exe_name='mf6',\n", - " sim_ws=sim_ws)\n", - "tdis = flopy.mf6.ModflowTdis(sim, time_units='DAYS',\n", - " perioddata=[[100*365., 100, 1.]])\n", + "name = \"mf\"\n", + "sim_ws = os.path.join(workspace, \"transport\")\n", + "sim = flopy.mf6.MFSimulation(\n", + " sim_name=name, version=\"mf6\", exe_name=\"mf6\", sim_ws=sim_ws\n", + ")\n", + "tdis = flopy.mf6.ModflowTdis(\n", + " sim, time_units=\"DAYS\", perioddata=[[100 * 365.0, 100, 1.0]]\n", + ")\n", "gwt = flopy.mf6.ModflowGwt(sim, modelname=name, save_flows=True)\n", - "ims = flopy.mf6.ModflowIms(sim, print_option='SUMMARY', \n", - " complexity='simple',\n", - " linear_acceleration='bicgstab',\n", - " outer_dvclose=1.e-6, \n", - " inner_dvclose=1.e-6)\n", + "ims = flopy.mf6.ModflowIms(\n", + " sim,\n", + " print_option=\"SUMMARY\",\n", + " complexity=\"simple\",\n", + " linear_acceleration=\"bicgstab\",\n", + " outer_dvclose=1.0e-6,\n", + " inner_dvclose=1.0e-6,\n", + ")\n", "disv_gridprops = voronoi_grid.get_disv_gridprops()\n", "nlay = 1\n", - "top = 1.\n", - "botm = [0.]\n", - "disv = flopy.mf6.ModflowGwtdisv(gwt, nlay=nlay, \n", - " **disv_gridprops,\n", - " top=top, botm=botm)\n", - "ic = flopy.mf6.ModflowGwtic(gwt, strt=0.)\n", + "top = 1.0\n", + "botm = [0.0]\n", + "disv = flopy.mf6.ModflowGwtdisv(\n", + " gwt, nlay=nlay, **disv_gridprops, top=top, botm=botm\n", + ")\n", + "ic = flopy.mf6.ModflowGwtic(gwt, strt=0.0)\n", "sto = flopy.mf6.ModflowGwtmst(gwt, porosity=0.2)\n", - "adv = flopy.mf6.ModflowGwtadv(gwt, scheme='TVD')\n", - "dsp = flopy.mf6.ModflowGwtdsp(gwt, alh=5., ath1=0.5)\n", + "adv = flopy.mf6.ModflowGwtadv(gwt, scheme=\"TVD\")\n", + "dsp = flopy.mf6.ModflowGwtdsp(gwt, alh=5.0, ath1=0.5)\n", "sourcerecarray = [()]\n", "ssm = flopy.mf6.ModflowGwtssm(gwt, sources=sourcerecarray)\n", - "cnclist = [[(0, cells2[0]), 1.],]\n", - "cnc = flopy.mf6.ModflowGwtcnc(gwt, maxbound=len(cnclist),\n", - " stress_period_data=cnclist,\n", - " pname='CNC-1')\n", - "pd = [('GWFHEAD', '../flow/mf.hds'),\n", - " ('GWFBUDGET', '../flow/mf.bud'),]\n", + "cnclist = [\n", + " [(0, cells2[0]), 1.0],\n", + "]\n", + "cnc = flopy.mf6.ModflowGwtcnc(\n", + " gwt, maxbound=len(cnclist), stress_period_data=cnclist, pname=\"CNC-1\"\n", + ")\n", + "pd = [\n", + " (\"GWFHEAD\", \"../flow/mf.hds\"),\n", + " (\"GWFBUDGET\", \"../flow/mf.bud\"),\n", + "]\n", "fmi = flopy.mf6.ModflowGwtfmi(gwt, packagedata=pd)\n", - "oc = flopy.mf6.ModflowGwtoc(gwt,\n", - " budget_filerecord='{}.cbc'.format(name),\n", - " concentration_filerecord='{}.ucn'.format(\n", - " name),\n", - " saverecord=[('CONCENTRATION', 'ALL'),\n", - " ('BUDGET', 'ALL')])\n", + "oc = flopy.mf6.ModflowGwtoc(\n", + " gwt,\n", + " budget_filerecord=\"{}.cbc\".format(name),\n", + " concentration_filerecord=\"{}.ucn\".format(name),\n", + " saverecord=[(\"CONCENTRATION\", \"ALL\"), (\"BUDGET\", \"ALL\")],\n", + ")\n", "\n", "sim.write_simulation()\n", "success, buff = sim.run_simulation(report=True, silent=True)\n", @@ -412,10 +437,10 @@ "conc = gwt.output.concentration().get_data()\n", "\n", "fig = plt.figure(figsize=(10, 10))\n", - "ax = plt.subplot(1, 1, 1, aspect='equal')\n", + "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "pmv = flopy.plot.PlotMapView(gwf)\n", - "c = pmv.plot_array(conc, cmap='jet')\n", - "pmv.contour_array(conc, levels=(.0001, .001, .01, .1), colors='y')\n", + "c = pmv.plot_array(conc, cmap=\"jet\")\n", + "pmv.contour_array(conc, levels=(0.0001, 0.001, 0.01, 0.1), colors=\"y\")\n", "plt.colorbar(c, shrink=0.5);" ] }, @@ -441,7 +466,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 8, @@ -463,26 +488,26 @@ ], "source": [ "domain = [\n", - " [1831.381546,6335.543757],\n", - " [4337.733475,6851.136153],\n", - " [6428.747084,6707.916043],\n", - " [8662.980804,6493.085878],\n", - " [9350.437333,5891.561415],\n", - " [9235.861245,4717.156511],\n", - " [8963.743036,3685.971717],\n", - " [8691.624826,2783.685023],\n", - " [8047.13433,2038.94045 ],\n", - " [7416.965845,578.0953252],\n", - " [6414.425073,105.4689614],\n", - " [5354.596258,205.7230386],\n", - " [4624.173696,363.2651598],\n", - " [3363.836725,563.7733141],\n", - " [1330.11116,1809.788273 ],\n", - " [399.1804436,2998.515188],\n", - " [914.7728404,5132.494831],\n", - " [1831.381546,6335.543757],\n", + " [1831.381546, 6335.543757],\n", + " [4337.733475, 6851.136153],\n", + " [6428.747084, 6707.916043],\n", + " [8662.980804, 6493.085878],\n", + " [9350.437333, 5891.561415],\n", + " [9235.861245, 4717.156511],\n", + " [8963.743036, 3685.971717],\n", + " [8691.624826, 2783.685023],\n", + " [8047.13433, 2038.94045],\n", + " [7416.965845, 578.0953252],\n", + " [6414.425073, 105.4689614],\n", + " [5354.596258, 205.7230386],\n", + " [4624.173696, 363.2651598],\n", + " [3363.836725, 563.7733141],\n", + " [1330.11116, 1809.788273],\n", + " [399.1804436, 2998.515188],\n", + " [914.7728404, 5132.494831],\n", + " [1831.381546, 6335.543757],\n", "]\n", - "area_max = 100. ** 2\n", + "area_max = 100.0 ** 2\n", "tri = Triangle(maximum_area=area_max, angle=30, model_ws=workspace)\n", "poly = np.array(domain)\n", "tri.add_polygon(poly)\n", @@ -494,7 +519,7 @@ "\n", "fig = plt.figure(figsize=(10, 10))\n", "ax = fig.add_subplot()\n", - "ax.set_aspect('equal')\n", + "ax.set_aspect(\"equal\")\n", "voronoi_grid.plot(ax=ax)" ] }, @@ -513,7 +538,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 9, @@ -550,7 +575,7 @@ "\n", "fig = plt.figure(figsize=(10, 10))\n", "ax = fig.add_subplot()\n", - "ax.set_aspect('equal')\n", + "ax.set_aspect(\"equal\")\n", "voronoi_grid.plot(ax=ax)" ] }, @@ -569,7 +594,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 10, @@ -590,8 +615,8 @@ } ], "source": [ - "theta = np.arange(0., 2*np.pi, 0.2)\n", - "radius = 100.\n", + "theta = np.arange(0.0, 2 * np.pi, 0.2)\n", + "radius = 100.0\n", "x = radius * np.cos(theta)\n", "y = radius * np.sin(theta)\n", "circle_poly = [(x, y) for x, y in zip(x, y)]\n", @@ -605,7 +630,7 @@ "\n", "fig = plt.figure(figsize=(10, 10))\n", "ax = fig.add_subplot()\n", - "ax.set_aspect('equal')\n", + "ax.set_aspect(\"equal\")\n", "voronoi_grid.plot(ax=ax)" ] }, @@ -624,7 +649,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 11, @@ -645,10 +670,10 @@ } ], "source": [ - "theta = np.arange(0., 2*np.pi, .2)\n", - "radius = 30.\n", - "x = radius * np.cos(theta) + 25.\n", - "y = radius * np.sin(theta) + 25.\n", + "theta = np.arange(0.0, 2 * np.pi, 0.2)\n", + "radius = 30.0\n", + "x = radius * np.cos(theta) + 25.0\n", + "y = radius * np.sin(theta) + 25.0\n", "inner_circle_poly = [(x, y) for x, y in zip(x, y)]\n", "\n", "tri = Triangle(maximum_area=10, angle=30, model_ws=workspace)\n", @@ -663,7 +688,7 @@ "\n", "fig = plt.figure(figsize=(10, 10))\n", "ax = fig.add_subplot()\n", - "ax.set_aspect('equal')\n", + "ax.set_aspect(\"equal\")\n", "voronoi_grid.plot(ax=ax)" ] }, @@ -682,7 +707,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 12, @@ -710,9 +735,9 @@ "tri.add_polygon(active_domain)\n", "tri.add_polygon(area1)\n", "tri.add_polygon(area2)\n", - "tri.add_region((1, 1), 0, maximum_area=100) # point inside active domain\n", - "tri.add_region((11, 11), 1, maximum_area=10) # point inside area1\n", - "tri.add_region((61, 61), 2, maximum_area=3) # point inside area2\n", + "tri.add_region((1, 1), 0, maximum_area=100) # point inside active domain\n", + "tri.add_region((11, 11), 1, maximum_area=10) # point inside area1\n", + "tri.add_region((61, 61), 2, maximum_area=3) # point inside area2\n", "tri.build(verbose=False)\n", "\n", "vor = VoronoiGrid(tri)\n", @@ -721,7 +746,7 @@ "\n", "fig = plt.figure(figsize=(10, 10))\n", "ax = fig.add_subplot()\n", - "ax.set_aspect('equal')\n", + "ax.set_aspect(\"equal\")\n", "voronoi_grid.plot(ax=ax)" ] }, @@ -740,7 +765,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 13, @@ -771,22 +796,22 @@ "tri.add_polygon(active_domain)\n", "\n", "# requirement that any holes be added next\n", - "theta = np.arange(0., 2*np.pi, .2)\n", - "radius = 10.\n", - "x = radius * np.cos(theta) + 50.\n", - "y = radius * np.sin(theta) + 70.\n", + "theta = np.arange(0.0, 2 * np.pi, 0.2)\n", + "radius = 10.0\n", + "x = radius * np.cos(theta) + 50.0\n", + "y = radius * np.sin(theta) + 70.0\n", "circle_poly0 = [(x, y) for x, y in zip(x, y)]\n", "tri.add_polygon(circle_poly0)\n", "tri.add_hole((50, 70))\n", "\n", "# Add a polygon to force cells to conform to it\n", - "theta = np.arange(0., 2*np.pi, .2)\n", - "radius = 10.\n", - "x = radius * np.cos(theta) + 70.\n", - "y = radius * np.sin(theta) + 20.\n", + "theta = np.arange(0.0, 2 * np.pi, 0.2)\n", + "radius = 10.0\n", + "x = radius * np.cos(theta) + 70.0\n", + "y = radius * np.sin(theta) + 20.0\n", "circle_poly1 = [(x, y) for x, y in zip(x, y)]\n", "tri.add_polygon(circle_poly1)\n", - "#tri.add_hole((70, 20))\n", + "# tri.add_hole((70, 20))\n", "\n", "# add line through domain to force conforming cells\n", "line = [(x, x) for x in np.linspace(10, 90, 100)]\n", @@ -796,9 +821,9 @@ "# then regions and other polygons should follow\n", "tri.add_polygon(area1)\n", "tri.add_polygon(area2)\n", - "tri.add_region((1, 1), 0, maximum_area=100) # point inside active domain\n", - "tri.add_region((11, 11), 1, maximum_area=10) # point inside area1\n", - "tri.add_region((70, 70), 2, maximum_area=3) # point inside area2\n", + "tri.add_region((1, 1), 0, maximum_area=100) # point inside active domain\n", + "tri.add_region((11, 11), 1, maximum_area=10) # point inside area1\n", + "tri.add_region((70, 70), 2, maximum_area=3) # point inside area2\n", "\n", "tri.build(verbose=False)\n", "\n", @@ -808,14 +833,14 @@ "\n", "fig = plt.figure(figsize=(10, 10))\n", "ax = fig.add_subplot()\n", - "ax.set_aspect('equal')\n", + "ax.set_aspect(\"equal\")\n", "voronoi_grid.plot(ax=ax)" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "Python 3", "language": "python", "name": "python3" }, @@ -829,7 +854,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.10" + "version": "3.8.11" } }, "nbformat": 4, diff --git a/examples/Notebooks/flopy3_vtk_export.ipynb b/examples/Notebooks/flopy3_vtk_export.ipynb index 880049bd89..6fa8232800 100644 --- a/examples/Notebooks/flopy3_vtk_export.ipynb +++ b/examples/Notebooks/flopy3_vtk_export.ipynb @@ -23,7 +23,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "3.7.4 (default, Aug 9 2019, 18:34:13) [MSC v.1915 64 bit (AMD64)]\n", + "3.8.11 (default, Aug 6 2021, 08:56:27) \n", + "[Clang 10.0.0 ]\n", "flopy version: 3.3.5\n" ] } @@ -39,14 +40,14 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", - " \n", + "\n", "from flopy.export import vtk\n", - " \n", + "\n", "print(sys.version)\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -69,8 +70,8 @@ "source": [ "# output folder to store the outputs from the notebook\n", "workspace = os.path.join(\".\", \"temp\", \"VTK_EXAMPLE_OUTPUTS\")\n", - "if not os.path.exists(workspace):\n", - " os.makedirs(workspace)" + "if not os.path.isdir(workspace):\n", + " os.makedirs(workspace, exist_ok=True)" ] }, { @@ -116,13 +117,13 @@ "outputs": [], "source": [ "# create output folder\n", - "output_dir = os.path.join(workspace, 'arrays_test')\n", - "if not os.path.exists(output_dir):\n", - " os.mkdir(output_dir)\n", - " \n", + "output_dir = os.path.join(workspace, \"arrays_test\")\n", + "if not os.path.isdir(output_dir):\n", + " os.makedirs(output_dir, exist_ok=True)\n", + "\n", "# export model top\n", - "model_top_dir = os.path.join(output_dir, 'TOP')\n", - "ml.dis.top.export(model_top_dir, fmt='vtk') " + "model_top_dir = os.path.join(output_dir, \"TOP\")\n", + "ml.dis.top.export(model_top_dir, fmt=\"vtk\")" ] }, { @@ -140,8 +141,8 @@ "source": [ "# 3D Array export\n", "# export model bottoms\n", - "model_bottom_dir = os.path.join(output_dir, 'BOTM')\n", - "ml.dis.botm.export(model_bottom_dir, fmt='vtk')" + "model_bottom_dir = os.path.join(output_dir, \"BOTM\")\n", + "ml.dis.botm.export(model_bottom_dir, fmt=\"vtk\")" ] }, { @@ -167,8 +168,8 @@ "source": [ "# transient 2d array\n", "# export recharge\n", - "model_recharge_dir = os.path.join(output_dir, 'RECH')\n", - "ml.rch.rech.export(model_recharge_dir, fmt='vtk', pvd=True)" + "model_recharge_dir = os.path.join(output_dir, \"RECH\")\n", + "ml.rch.rech.export(model_recharge_dir, fmt=\"vtk\", pvd=True)" ] }, { @@ -186,8 +187,10 @@ "source": [ "# 3D Array export\n", "# hk export, with points\n", - "model_hk_dir = os.path.join(output_dir, 'HK')\n", - "ml.upw.hk.export(model_hk_dir, smooth=True, fmt='vtk', name='HK', point_scalars=True)" + "model_hk_dir = os.path.join(output_dir, \"HK\")\n", + "ml.upw.hk.export(\n", + " model_hk_dir, smooth=True, fmt=\"vtk\", name=\"HK\", point_scalars=True\n", + ")" ] }, { @@ -223,17 +226,17 @@ "source": [ "# package export\n", "# set up package export folder\n", - "output_dir = os.path.join(workspace, 'package_output_test')\n", - "if not os.path.exists(output_dir):\n", - " os.mkdir(output_dir)\n", - " \n", + "output_dir = os.path.join(workspace, \"package_output_test\")\n", + "if not os.path.isdir(output_dir):\n", + " os.makedirs(output_dir, exist_ok=True)\n", + "\n", "# export dis\n", - "dis_output_dir = os.path.join(output_dir, 'DIS')\n", - "ml.dis.export(dis_output_dir, fmt='vtk')\n", + "dis_output_dir = os.path.join(output_dir, \"DIS\")\n", + "ml.dis.export(dis_output_dir, fmt=\"vtk\")\n", "\n", - "#export upw with point scalars as a binary xml based vtk file\n", - "upw_output_dir = os.path.join(output_dir, 'UPW')\n", - "ml.upw.export(upw_output_dir, fmt='vtk', point_scalars=True, xml=True)" + "# export upw with point scalars as a binary xml based vtk file\n", + "upw_output_dir = os.path.join(output_dir, \"UPW\")\n", + "ml.upw.export(upw_output_dir, fmt=\"vtk\", point_scalars=True, xml=True)" ] }, { @@ -273,7 +276,7 @@ { "data": { "text/plain": [ - "'.\\\\temp\\\\VTK_EXAMPLE_OUTPUTS\\\\model_output_test'" + "'./temp/VTK_EXAMPLE_OUTPUTS/model_output_test'" ] }, "execution_count": 9, @@ -282,8 +285,8 @@ } ], "source": [ - "model_output_dir = os.path.join(workspace, 'model_output_test')\n", - "ml.export(model_output_dir, fmt='vtk')" + "model_output_dir = os.path.join(workspace, \"model_output_test\")\n", + "ml.export(model_output_dir, fmt=\"vtk\")" ] }, { @@ -313,7 +316,7 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 10, @@ -388,7 +391,13 @@ "\n", "## add recharge to the VTK object\n", "recharge = ml.rch.rech.transient_2ds\n", - "vtkobj.add_transient_array(recharge, \"recharge\", masked_values=[0,])\n", + "vtkobj.add_transient_array(\n", + " recharge,\n", + " \"recharge\",\n", + " masked_values=[\n", + " 0,\n", + " ],\n", + ")\n", "\n", "## write vtk files\n", "vtkobj.write(os.path.join(output_dir, \"tr_array_example\", \"recharge.vtu\"))" @@ -418,7 +427,12 @@ "\n", "## add well fluxes to the VTK object\n", "spd = ml.wel.stress_period_data\n", - "vtkobj.add_transient_list(spd, masked_values=[0,])\n", + "vtkobj.add_transient_list(\n", + " spd,\n", + " masked_values=[\n", + " 0,\n", + " ],\n", + ")\n", "\n", "## write vtk files\n", "vtkobj.write(os.path.join(output_dir, \"tr_list_example\", \"wel_flux.vtu\"))" @@ -455,7 +469,7 @@ " for i in range(20):\n", " rec = [k, i, 6, i, 7, 1e-06]\n", " hfb_data.append(rec)\n", - " \n", + "\n", "hfb = flopy.modflow.ModflowHfb(ml, hfb_data=hfb_data)" ] }, @@ -495,14 +509,14 @@ "# import the HeadFile reader and read in the head file\n", "from flopy.utils import HeadFile\n", "\n", - "head_file = os.path.join(model_ws, 'freyberg.hds')\n", + "head_file = os.path.join(model_ws, \"freyberg.hds\")\n", "hds = HeadFile(head_file)\n", "\n", "\n", "# create the vtk object and export heads\n", "vtkobj = vtk.Vtk(ml, xml=True, pvd=True, vertical_exageration=10)\n", "vtkobj.add_heads(hds)\n", - "vtkobj.write(os.path.join(workspace, 'heads_output_test', 'freyberg_head.vtu'))" + "vtkobj.write(os.path.join(workspace, \"heads_output_test\", \"freyberg_head.vtu\"))" ] }, { @@ -519,11 +533,17 @@ "outputs": [], "source": [ "# export heads as point scalars\n", - "vtkobj = vtk.Vtk(ml, xml=True, pvd=True, point_scalars=True, vertical_exageration=10)\n", + "vtkobj = vtk.Vtk(\n", + " ml, xml=True, pvd=True, point_scalars=True, vertical_exageration=10\n", + ")\n", "\n", "# export heads for time step 1, stress periods 1, 50, 100, 1000\n", - "vtkobj.add_heads(hds, kstpkper=[(0,0), (0, 49), (0, 99), (0, 999)])\n", - "vtkobj.write(os.path.join(workspace, 'heads_output_test_parameters', 'freyberg_head.vtu'))" + "vtkobj.add_heads(hds, kstpkper=[(0, 0), (0, 49), (0, 99), (0, 999)])\n", + "vtkobj.write(\n", + " os.path.join(\n", + " workspace, \"heads_output_test_parameters\", \"freyberg_head.vtu\"\n", + " )\n", + ")" ] }, { @@ -548,13 +568,15 @@ "# import the CellBudgetFile reader and read the CBC file\n", "from flopy.utils import CellBudgetFile\n", "\n", - "cbc_file = os.path.join(model_ws, 'freyberg.cbc')\n", + "cbc_file = os.path.join(model_ws, \"freyberg.cbc\")\n", "cbc = CellBudgetFile(cbc_file)\n", "\n", "# export the cbc file to a series of Vtu files with a PVD file for animation\n", "vtkobj = vtk.Vtk(ml, xml=True, pvd=True, vertical_exageration=10)\n", "vtkobj.add_cell_budget(cbc, kstpkper=[(0, 0), (0, 9), (0, 10), (0, 11)])\n", - "vtkobj.write(os.path.join(workspace, 'cbc_output_test_parameters', 'freyberg_cbc.vtu'))" + "vtkobj.write(\n", + " os.path.join(workspace, \"cbc_output_test_parameters\", \"freyberg_cbc.vtu\")\n", + ")" ] }, { @@ -590,7 +612,7 @@ "vtkobj = vtk.Vtk(ml, vertical_exageration=10)\n", "\n", "# add the vector\n", - "vtkobj.add_vector(spdis, name='spdis')\n", + "vtkobj.add_vector(spdis, name=\"spdis\")\n", "\n", "# write to file\n", "vtkobj.write(os.path.join(output_dir, \"vector_example\", \"spdis_vector.vtu\"))" @@ -621,7 +643,13 @@ " writing ims package ims...\n", " writing model mp7p2...\n", " writing model name file...\n", - " writing package disv...\n", + " writing package disv...\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " writing package ic...\n", " writing package npf...\n", " writing package wel_0...\n", @@ -630,12 +658,13 @@ " writing package riv_0...\n", "INFORMATION: maxbound in ('gwf6', 'riv', 'dimensions') changed to 21 based on size of stress_period_data\n", " writing package oc...\n", - "FloPy is using the following executable to run the model: .\\mf6.EXE\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mf6\n", " MODFLOW 6\n", " U.S. GEOLOGICAL SURVEY MODULAR HYDROLOGIC MODEL\n", - " VERSION 6.2.1 02/18/2021\n", + " VERSION 6.2.2 07/30/2021\n", + " ***DEVELOP MODE***\n", "\n", - " MODFLOW 6 compiled Feb 18 2021 21:14:51 with IFORT compiler (ver. 19.10.3)\n", + " MODFLOW 6 compiled Aug 31 2021 16:00:07 with GFORTRAN compiler (ver. 10.3.0)\n", "\n", "This software has been approved for release by the U.S. Geological \n", "Survey (USGS). Although the software has been subjected to rigorous \n", @@ -650,17 +679,23 @@ "Resources Software User Rights Notice for complete use, copyright, \n", "and distribution information.\n", "\n", - " \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/09/27 18:11:17\n", - " \n", + "\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:46:10\n", + "\n", " Writing simulation list file: mfsim.lst\n", " Using Simulation name file: mfsim.nam\n", - " \n", - " Solving: Stress period: 1 Time step: 1\n", - " \n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/09/27 18:11:17\n", - " Elapsed run time: 0.180 Seconds\n", - " \n", + "\n", + " Solving: Stress period: 1 Time step: 1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:46:10\n", + " Elapsed run time: 0.276 Seconds\n", + "\n", "\n", "WARNING REPORT:\n", "\n", @@ -669,10 +704,10 @@ " 2. LINEAR BLOCK VARIABLE 'INNER_HCLOSE' IN FILE 'mp7p2.ims' WAS DEPRECATED\n", " IN VERSION 6.1.1. SETTING INNER_DVCLOSE TO INNER_HCLOSE VALUE.\n", " Normal termination of simulation.\n", - "FloPy is using the following executable to run the model: .\\mp7.EXE\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mp7\n", "\n", "MODPATH Version 7.2.001 \n", - "Program compiled Feb 18 2021 21:19:24 with IFORT compiler (ver. 19.10.3) \n", + "Program compiled Aug 01 2021 12:57:00 with IFORT compiler (ver. 19.10.3) \n", " \n", " \n", "Run particle tracking simulation ...\n", @@ -691,10 +726,10 @@ " 0 particles have an unknown status.\n", " \n", "Normal termination. \n", - "FloPy is using the following executable to run the model: .\\mp7.EXE\n", + "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mp7\n", "\n", "MODPATH Version 7.2.001 \n", - "Program compiled Feb 18 2021 21:19:24 with IFORT compiler (ver. 19.10.3) \n", + "Program compiled Aug 01 2021 12:57:00 with IFORT compiler (ver. 19.10.3) \n", " \n", " \n", "Run particle tracking simulation ...\n", @@ -712,7 +747,13 @@ " 0 particles were unreleased.\n", " 0 particles have an unknown status.\n", " \n", - "Normal termination. \n", + "Normal termination. \n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Output file located: mp7p2.hds\n", "Output file located: mp7p2.cbb\n" ] @@ -722,18 +763,19 @@ "# load and run the vertex grid model and modpath7\n", "sys.path.append(os.path.join(\"..\", \"common\"))\n", "import setup_pmv_demo\n", + "\n", "setup_pmv_demo.run()\n", "\n", "# check if model ran properly\n", "modelpth = os.path.join(\"data\", \"mp7_ex2\", \"mf6\")\n", - "files = ['mp7p2.hds', 'mp7p2.cbb']\n", + "files = [\"mp7p2.hds\", \"mp7p2.cbb\"]\n", "for f in files:\n", " if os.path.isfile(os.path.join(modelpth, f)):\n", - " msg = 'Output file located: {}'.format(f)\n", - " print (msg)\n", + " msg = \"Output file located: {}\".format(f)\n", + " print(msg)\n", " else:\n", - " errmsg = 'Error. Output file cannot be found: {}'.format(f)\n", - " print (errmsg)" + " errmsg = \"Error. Output file cannot be found: {}\".format(f)\n", + " print(errmsg)" ] }, { @@ -757,20 +799,20 @@ " loading package rch...\n", " loading package riv...\n", " loading package oc...\n", - " loading ims package mp7p2...\n", - "[[0, 0, 1, 2, 3, 0, None], [1, 1, 4, 5, 2, 1, None], [2, 4, 6, 7, 5, 4, None], [3, 6, 8, 9, 7, 6, None], [4, 8, 10, 11, 9, 8, None], [5, 10, 12, 13, 11, 10, None], [6, 12, 14, 15, 13, 12, None], [7, 14, 16, 17, 15, 14, None], [8, 16, 18, 19, 17, 16, None], [9, 18, 20, 21, 19, 18, None], [10, 20, 22, 23, 21, 20, None], [11, 22, 24, 25, 23, 22, None], [12, 24, 26, 27, 25, 24, None], [13, 26, 28, 29, 27, 26, None], [14, 28, 30, 31, 29, 28, None], [15, 30, 32, 33, 31, 30, None], [16, 32, 34, 35, 33, 32, None], [17, 34, 36, 37, 35, 34, None], [18, 36, 38, 39, 37, 36, None], [19, 38, 40, 41, 39, 38, None], [20, 3, 2, 42, 43, 3, None], [21, 2, 5, 44, 42, 2, None], [22, 5, 7, 45, 44, 5, None], [23, 7, 9, 46, 45, 7, None], [24, 9, 11, 47, 46, 9, None], [25, 11, 13, 48, 47, 11, None], [26, 13, 15, 49, 48, 13, None], [27, 15, 17, 50, 49, 15, None], [28, 17, 19, 51, 50, 17, None], [29, 19, 21, 52, 51, 19, None], [30, 21, 23, 53, 52, 21, None], [31, 23, 25, 54, 53, 23, None], [32, 25, 27, 55, 54, 25, None], [33, 27, 29, 56, 55, 27, None], [34, 29, 31, 57, 56, 29, None], [35, 31, 33, 58, 57, 31, None], [36, 33, 35, 59, 58, 33, None], [37, 35, 37, 60, 59, 35, None], [38, 37, 39, 61, 60, 37, None], [39, 39, 41, 62, 61, 39, None], [40, 43, 42, 63, 64, 43, None], [41, 42, 44, 65, 63, 42, None], [42, 44, 45, 66, 65, 44, None], [43, 45, 46, 67, 66, 45, None], [44, 46, 47, 68, 67, 46, None], [45, 47, 48, 69, 68, 47, None], [46, 48, 49, 70, 69, 48, None], [47, 49, 50, 71, 70, 49, None], [48, 50, 51, 72, 71, 50, None], [49, 51, 52, 73, 72, 51, None], [50, 52, 53, 74, 73, 52, None], [51, 53, 54, 75, 74, 53, None], [52, 54, 55, 76, 75, 54, None], [53, 55, 56, 77, 76, 55, None], [54, 56, 57, 78, 77, 56, None], [55, 57, 58, 79, 78, 57, None], [56, 58, 59, 80, 79, 58, None], [57, 59, 60, 81, 80, 59, None], [58, 60, 61, 82, 81, 60, None], [59, 61, 62, 83, 82, 61, None], [60, 64, 63, 84, 85, 64, None], [61, 63, 65, 86, 84, 63, None], [62, 65, 66, 87, 86, 65, None], [63, 66, 67, 88, 87, 66, None], [64, 67, 68, 89, 88, 67, None], [65, 68, 69, 90, 89, 68, None], [66, 69, 70, 91, 90, 69, None], [67, 70, 71, 92, 91, 70, None], [68, 71, 72, 93, 92, 71, None], [69, 72, 73, 94, 93, 72, None], [70, 73, 74, 95, 94, 73, None], [71, 74, 75, 96, 95, 74, None], [72, 75, 76, 97, 96, 75, None], [73, 76, 77, 98, 97, 76, None], [74, 77, 78, 99, 98, 77, None], [75, 78, 79, 100, 99, 78, None], [76, 79, 80, 101, 100, 79, None], [77, 80, 81, 102, 101, 80, None], [78, 81, 82, 103, 102, 81, None], [79, 82, 83, 104, 103, 82, None], [80, 85, 84, 105, 106, 85, None], [81, 84, 86, 107, 105, 84, None], [82, 86, 87, 108, 107, 86, None], [83, 87, 88, 109, 108, 87, None], [84, 88, 89, 110, 109, 88, None], [85, 89, 90, 111, 110, 89, None], [86, 90, 91, 112, 111, 90, None], [87, 91, 92, 113, 112, 91, None], [88, 92, 93, 114, 113, 92, None], [89, 93, 94, 115, 114, 93, None], [90, 94, 95, 116, 115, 94, None], [91, 95, 96, 117, 116, 95, None], [92, 96, 97, 118, 117, 96, None], [93, 97, 98, 119, 118, 97, None], [94, 98, 99, 120, 119, 98, None], [95, 99, 100, 121, 120, 99, None], [96, 100, 101, 122, 121, 100, None], [97, 101, 102, 123, 122, 101, None], [98, 102, 103, 124, 123, 102, None], [99, 103, 104, 125, 124, 103, None], [100, 106, 105, 126, 127, 106, None], [101, 105, 107, 128, 126, 105, None], [102, 107, 108, 129, 128, 107, None], [103, 108, 109, 130, 129, 108, None], [104, 109, 110, 131, 130, 109, None], [105, 110, 111, 132, 131, 110, None], [106, 111, 112, 133, 132, 111, None], [107, 112, 113, 134, 133, 112, None], [108, 113, 114, 135, 134, 113, None], [109, 114, 115, 136, 135, 114, None], [110, 115, 116, 137, 136, 115, None], [111, 116, 117, 138, 137, 116, None], [112, 117, 118, 139, 138, 117, None], [113, 118, 119, 140, 139, 118, None], [114, 119, 120, 141, 140, 119, None], [115, 120, 121, 142, 141, 120, None], [116, 121, 122, 143, 142, 121, None], [117, 122, 123, 144, 143, 122, None], [118, 123, 124, 145, 144, 123, None], [119, 124, 125, 146, 145, 124, None], [120, 127, 126, 147, 148, 127, None], [121, 126, 128, 149, 147, 126, None], [122, 128, 129, 150, 149, 128, None], [123, 129, 130, 151, 150, 129, None], [124, 130, 131, 152, 151, 130, None], [125, 131, 132, 153, 152, 131, None], [126, 132, 133, 154, 153, 132, None], [127, 133, 134, 155, 154, 133, None], [128, 134, 135, 156, 155, 134, None], [129, 135, 136, 157, 156, 135, None], [130, 136, 137, 158, 157, 136, None], [131, 137, 138, 159, 158, 137, None], [132, 138, 139, 160, 159, 138, None], [133, 139, 140, 161, 160, 139, None], [134, 140, 141, 162, 161, 140, None], [135, 141, 142, 163, 162, 141, None], [136, 142, 143, 164, 163, 142, None], [137, 143, 144, 165, 164, 143, None], [138, 144, 145, 166, 165, 144, None], [139, 145, 146, 167, 166, 145, None], [140, 148, 147, 168, 169, 148, None], [141, 147, 149, 170, 168, 147, None], [142, 149, 150, 171, 170, 149, None], [143, 150, 151, 172, 171, 150, None], [144, 151, 152, 173, 172, 151, None], [145, 152, 153, 174, 173, 152, None], [146, 153, 154, 175, 174, 153, None], [147, 154, 155, 176, 197, 175, 154], [148, 155, 156, 177, 203, 176, 155], [149, 156, 157, 178, 208, 177, 156], [150, 157, 158, 179, 213, 178, 157], [151, 158, 159, 180, 218, 179, 158], [152, 159, 160, 181, 180, 159, None], [153, 160, 161, 182, 181, 160, None], [154, 161, 162, 183, 182, 161, None], [155, 162, 163, 184, 183, 162, None], [156, 163, 164, 185, 184, 163, None], [157, 164, 165, 186, 185, 164, None], [158, 165, 166, 187, 186, 165, None], [159, 166, 167, 188, 187, 166, None], [160, 169, 168, 189, 190, 169, None], [161, 168, 170, 191, 189, 168, None], [162, 170, 171, 192, 191, 170, None], [163, 171, 172, 193, 192, 171, None], [164, 172, 173, 194, 193, 172, None], [165, 173, 174, 195, 194, 173, None], [166, 174, 175, 199, 196, 195, 174], [167, 175, 197, 198, 199, 175, None], [168, 197, 176, 200, 198, 197, None], [169, 199, 198, 201, 196, 199, None], [170, 198, 200, 202, 201, 198, None], [171, 176, 203, 204, 200, 176, None], [172, 203, 177, 205, 204, 203, None], [173, 200, 204, 206, 244, 202, 200], [174, 204, 205, 207, 250, 206, 204], [175, 177, 208, 209, 205, 177, None], [176, 208, 178, 210, 209, 208, None], [177, 205, 209, 211, 264, 207, 205], [178, 209, 210, 212, 269, 211, 209], [179, 178, 213, 214, 210, 178, None], [180, 213, 179, 215, 214, 213, None], [181, 210, 214, 216, 282, 212, 210], [182, 214, 215, 217, 287, 216, 214], [183, 179, 218, 219, 215, 179, None], [184, 218, 180, 220, 219, 218, None], [185, 215, 219, 221, 217, 215, None], [186, 219, 220, 222, 221, 219, None], [187, 180, 181, 223, 222, 220, 180], [188, 181, 182, 224, 223, 181, None], [189, 182, 183, 225, 224, 182, None], [190, 183, 184, 226, 225, 183, None], [191, 184, 185, 227, 226, 184, None], [192, 185, 186, 228, 227, 185, None], [193, 186, 187, 229, 228, 186, None], [194, 187, 188, 230, 229, 187, None], [195, 190, 189, 231, 232, 190, None], [196, 189, 191, 233, 231, 189, None], [197, 191, 192, 234, 233, 191, None], [198, 192, 193, 235, 234, 192, None], [199, 193, 194, 236, 235, 193, None], [200, 194, 195, 237, 236, 194, None], [201, 195, 196, 240, 238, 237, 195], [202, 196, 201, 239, 240, 196, None], [203, 201, 202, 246, 241, 239, 201], [204, 240, 239, 242, 238, 240, None], [205, 239, 241, 256, 243, 242, 239], [206, 202, 244, 245, 246, 202, None], [207, 244, 206, 247, 245, 244, None], [208, 246, 245, 248, 241, 246, None], [209, 245, 247, 249, 248, 245, None], [210, 206, 250, 251, 247, 206, None], [211, 250, 207, 252, 251, 250, None], [212, 247, 251, 253, 249, 247, None], [213, 251, 252, 254, 253, 251, None], [214, 241, 248, 255, 256, 241, None], [215, 248, 249, 257, 255, 248, None], [216, 256, 255, 258, 243, 256, None], [217, 255, 257, 259, 258, 255, None], [218, 249, 253, 260, 257, 249, None], [219, 253, 254, 261, 260, 253, None], [220, 257, 260, 262, 259, 257, None], [221, 260, 261, 263, 262, 260, None], [222, 207, 264, 265, 252, 207, None], [223, 264, 211, 266, 265, 264, None], [224, 252, 265, 267, 254, 252, None], [225, 265, 266, 268, 267, 265, None], [226, 211, 269, 270, 266, 211, None], [227, 269, 212, 271, 270, 269, None], [228, 266, 270, 272, 268, 266, None], [229, 270, 271, 273, 272, 270, None], [230, 254, 267, 274, 261, 254, None], [231, 267, 268, 275, 274, 267, None], [232, 261, 274, 276, 343, 263, 261], [233, 274, 275, 277, 349, 276, 274], [234, 268, 272, 278, 275, 268, None], [235, 272, 273, 279, 278, 272, None], [236, 275, 278, 280, 363, 277, 275], [237, 278, 279, 281, 368, 280, 278], [238, 212, 282, 283, 271, 212, None], [239, 282, 216, 284, 283, 282, None], [240, 271, 283, 285, 273, 271, None], [241, 283, 284, 286, 285, 283, None], [242, 216, 287, 288, 284, 216, None], [243, 287, 217, 289, 288, 287, None], [244, 284, 288, 290, 286, 284, None], [245, 288, 289, 291, 290, 288, None], [246, 273, 285, 292, 279, 273, None], [247, 285, 286, 293, 292, 285, None], [248, 279, 292, 294, 281, 279, None], [249, 292, 293, 295, 294, 292, None], [250, 286, 290, 296, 293, 286, None], [251, 290, 291, 297, 296, 290, None], [252, 293, 296, 298, 295, 293, None], [253, 296, 297, 299, 298, 296, None], [254, 217, 221, 300, 291, 289, 217], [255, 221, 222, 301, 300, 221, None], [256, 291, 300, 302, 299, 297, 291], [257, 300, 301, 303, 302, 300, None], [258, 222, 223, 304, 303, 301, 222], [259, 223, 224, 305, 304, 223, None], [260, 224, 225, 306, 305, 224, None], [261, 225, 226, 307, 306, 225, None], [262, 226, 227, 308, 307, 226, None], [263, 227, 228, 309, 308, 227, None], [264, 228, 229, 310, 309, 228, None], [265, 229, 230, 311, 310, 229, None], [266, 232, 231, 312, 313, 232, None], [267, 231, 233, 314, 312, 231, None], [268, 233, 234, 315, 314, 233, None], [269, 234, 235, 316, 315, 234, None], [270, 235, 236, 317, 316, 235, None], [271, 236, 237, 318, 317, 236, None], [272, 237, 238, 321, 319, 318, 237], [273, 238, 242, 320, 321, 238, None], [274, 242, 243, 326, 322, 320, 242], [275, 321, 320, 323, 319, 321, None], [276, 320, 322, 335, 324, 323, 320], [277, 243, 258, 325, 326, 243, None], [278, 258, 259, 327, 325, 258, None], [279, 326, 325, 328, 322, 326, None], [280, 325, 327, 329, 328, 325, None], [281, 259, 262, 330, 327, 259, None], [282, 262, 263, 345, 331, 330, 262], [283, 327, 330, 332, 329, 327, None], [284, 330, 331, 355, 333, 332, 330], [285, 322, 328, 334, 335, 322, None], [286, 328, 329, 336, 334, 328, None], [287, 335, 334, 337, 324, 335, None], [288, 334, 336, 338, 337, 334, None], [289, 329, 332, 339, 336, 329, None], [290, 332, 333, 382, 340, 339, 332], [291, 336, 339, 341, 338, 336, None], [292, 339, 340, 391, 342, 341, 339], [293, 263, 343, 344, 345, 263, None], [294, 343, 276, 346, 344, 343, None], [295, 345, 344, 347, 331, 345, None], [296, 344, 346, 348, 347, 344, None], [297, 276, 349, 350, 346, 276, None], [298, 349, 277, 351, 350, 349, None], [299, 346, 350, 352, 348, 346, None], [300, 350, 351, 353, 352, 350, None], [301, 331, 347, 354, 355, 331, None], [302, 347, 348, 356, 354, 347, None], [303, 355, 354, 357, 333, 355, None], [304, 354, 356, 358, 357, 354, None], [305, 348, 352, 359, 356, 348, None], [306, 352, 353, 360, 359, 352, None], [307, 356, 359, 361, 358, 356, None], [308, 359, 360, 362, 361, 359, None], [309, 277, 363, 364, 351, 277, None], [310, 363, 280, 365, 364, 363, None], [311, 351, 364, 366, 353, 351, None], [312, 364, 365, 367, 366, 364, None], [313, 280, 368, 369, 365, 280, None], [314, 368, 281, 370, 369, 368, None], [315, 365, 369, 371, 367, 365, None], [316, 369, 370, 372, 371, 369, None], [317, 353, 366, 373, 360, 353, None], [318, 366, 367, 374, 373, 366, None], [319, 360, 373, 375, 362, 360, None], [320, 373, 374, 376, 375, 373, None], [321, 367, 371, 377, 374, 367, None], [322, 371, 372, 378, 377, 371, None], [323, 374, 377, 379, 376, 374, None], [324, 377, 378, 380, 379, 377, None], [325, 333, 357, 381, 382, 333, None], [326, 357, 358, 383, 381, 357, None], [327, 382, 381, 384, 340, 382, None], [328, 381, 383, 385, 384, 381, None], [329, 358, 361, 386, 383, 358, None], [330, 361, 362, 387, 386, 361, None], [331, 383, 386, 388, 385, 383, None], [332, 386, 387, 389, 388, 386, None], [333, 340, 384, 390, 391, 340, None], [334, 384, 385, 392, 390, 384, None], [335, 391, 390, 393, 342, 391, None], [336, 390, 392, 394, 393, 390, None], [337, 385, 388, 395, 392, 385, None], [338, 388, 389, 396, 395, 388, None], [339, 392, 395, 397, 394, 392, None], [340, 395, 396, 398, 397, 395, None], [341, 362, 375, 399, 387, 362, None], [342, 375, 376, 400, 399, 375, None], [343, 387, 399, 401, 389, 387, None], [344, 399, 400, 402, 401, 399, None], [345, 376, 379, 403, 400, 376, None], [346, 379, 380, 404, 403, 379, None], [347, 400, 403, 405, 402, 400, None], [348, 403, 404, 406, 405, 403, None], [349, 389, 401, 407, 396, 389, None], [350, 401, 402, 408, 407, 401, None], [351, 396, 407, 409, 398, 396, None], [352, 407, 408, 410, 409, 407, None], [353, 402, 405, 411, 408, 402, None], [354, 405, 406, 412, 411, 405, None], [355, 408, 411, 413, 410, 408, None], [356, 411, 412, 414, 413, 411, None], [357, 281, 294, 415, 372, 370, 281], [358, 294, 295, 416, 415, 294, None], [359, 372, 415, 417, 380, 378, 372], [360, 415, 416, 418, 417, 415, None], [361, 295, 298, 419, 416, 295, None], [362, 298, 299, 420, 419, 298, None], [363, 416, 419, 421, 418, 416, None], [364, 419, 420, 422, 421, 419, None], [365, 380, 417, 423, 406, 404, 380], [366, 417, 418, 424, 423, 417, None], [367, 406, 423, 425, 414, 412, 406], [368, 423, 424, 426, 425, 423, None], [369, 418, 421, 427, 424, 418, None], [370, 421, 422, 428, 427, 421, None], [371, 424, 427, 429, 426, 424, None], [372, 427, 428, 430, 429, 427, None], [373, 299, 302, 431, 422, 420, 299], [374, 302, 303, 432, 431, 302, None], [375, 422, 431, 433, 430, 428, 422], [376, 431, 432, 434, 433, 431, None], [377, 303, 304, 435, 434, 432, 303], [378, 304, 305, 436, 435, 304, None], [379, 305, 306, 437, 436, 305, None], [380, 306, 307, 438, 437, 306, None], [381, 307, 308, 439, 438, 307, None], [382, 308, 309, 440, 439, 308, None], [383, 309, 310, 441, 440, 309, None], [384, 310, 311, 442, 441, 310, None], [385, 313, 312, 443, 444, 313, None], [386, 312, 314, 445, 443, 312, None], [387, 314, 315, 446, 445, 314, None], [388, 315, 316, 447, 446, 315, None], [389, 316, 317, 448, 447, 316, None], [390, 317, 318, 449, 448, 317, None], [391, 318, 319, 452, 450, 449, 318], [392, 319, 323, 451, 452, 319, None], [393, 323, 324, 457, 453, 451, 323], [394, 452, 451, 454, 450, 452, None], [395, 451, 453, 466, 455, 454, 451], [396, 324, 337, 456, 457, 324, None], [397, 337, 338, 458, 456, 337, None], [398, 457, 456, 459, 453, 457, None], [399, 456, 458, 460, 459, 456, None], [400, 338, 341, 461, 458, 338, None], [401, 341, 342, 462, 461, 341, None], [402, 458, 461, 463, 460, 458, None], [403, 461, 462, 464, 463, 461, None], [404, 453, 459, 465, 466, 453, None], [405, 459, 460, 467, 465, 459, None], [406, 466, 465, 468, 455, 466, None], [407, 465, 467, 469, 468, 465, None], [408, 460, 463, 470, 467, 460, None], [409, 463, 464, 471, 470, 463, None], [410, 467, 470, 472, 469, 467, None], [411, 470, 471, 473, 472, 470, None], [412, 342, 393, 394, 474, 462, 342], [413, 394, 397, 398, 475, 474, 394], [414, 462, 474, 476, 464, 462, None], [415, 474, 475, 477, 476, 474, None], [416, 398, 409, 410, 478, 475, 398], [417, 410, 413, 414, 479, 478, 410], [418, 475, 478, 480, 477, 475, None], [419, 478, 479, 481, 480, 478, None], [420, 464, 476, 482, 471, 464, None], [421, 476, 477, 483, 482, 476, None], [422, 471, 482, 484, 473, 471, None], [423, 482, 483, 485, 484, 482, None], [424, 477, 480, 486, 483, 477, None], [425, 480, 481, 487, 486, 480, None], [426, 483, 486, 488, 485, 483, None], [427, 486, 487, 489, 488, 486, None], [428, 414, 425, 490, 479, 414, None], [429, 425, 426, 491, 490, 425, None], [430, 479, 490, 492, 481, 479, None], [431, 490, 491, 493, 492, 490, None], [432, 426, 429, 494, 491, 426, None], [433, 429, 430, 495, 494, 429, None], [434, 491, 494, 496, 493, 491, None], [435, 494, 495, 497, 496, 494, None], [436, 481, 492, 498, 487, 481, None], [437, 492, 493, 499, 498, 492, None], [438, 487, 498, 500, 489, 487, None], [439, 498, 499, 501, 500, 498, None], [440, 493, 496, 502, 499, 493, None], [441, 496, 497, 503, 502, 496, None], [442, 499, 502, 504, 501, 499, None], [443, 502, 503, 505, 504, 502, None], [444, 430, 433, 506, 497, 495, 430], [445, 433, 434, 507, 506, 433, None], [446, 497, 506, 508, 505, 503, 497], [447, 506, 507, 509, 508, 506, None], [448, 434, 435, 510, 509, 507, 434], [449, 435, 436, 511, 510, 435, None], [450, 436, 437, 512, 511, 436, None], [451, 437, 438, 513, 512, 437, None], [452, 438, 439, 514, 513, 438, None], [453, 439, 440, 515, 514, 439, None], [454, 440, 441, 516, 515, 440, None], [455, 441, 442, 517, 516, 441, None], [456, 444, 443, 518, 519, 444, None], [457, 443, 445, 520, 518, 443, None], [458, 445, 446, 521, 520, 445, None], [459, 446, 447, 522, 521, 446, None], [460, 447, 448, 523, 522, 447, None], [461, 448, 449, 524, 523, 448, None], [462, 449, 450, 527, 525, 524, 449], [463, 450, 454, 526, 527, 450, None], [464, 454, 455, 528, 526, 454, None], [465, 527, 526, 529, 525, 527, None], [466, 526, 528, 530, 529, 526, None], [467, 455, 468, 469, 531, 528, 455], [468, 469, 472, 473, 532, 531, 469], [469, 528, 531, 533, 530, 528, None], [470, 531, 532, 534, 533, 531, None], [471, 473, 484, 485, 535, 532, 473], [472, 485, 488, 489, 536, 535, 485], [473, 532, 535, 537, 534, 532, None], [474, 535, 536, 538, 537, 535, None], [475, 489, 500, 501, 539, 536, 489], [476, 501, 504, 505, 540, 539, 501], [477, 536, 539, 541, 538, 536, None], [478, 539, 540, 542, 541, 539, None], [479, 505, 508, 543, 540, 505, None], [480, 508, 509, 544, 543, 508, None], [481, 540, 543, 545, 542, 540, None], [482, 543, 544, 546, 545, 543, None], [483, 509, 510, 547, 546, 544, 509], [484, 510, 511, 548, 547, 510, None], [485, 511, 512, 549, 548, 511, None], [486, 512, 513, 550, 549, 512, None], [487, 513, 514, 551, 550, 513, None], [488, 514, 515, 552, 551, 514, None], [489, 515, 516, 553, 552, 515, None], [490, 516, 517, 554, 553, 516, None], [491, 519, 518, 555, 556, 519, None], [492, 518, 520, 557, 555, 518, None], [493, 520, 521, 558, 557, 520, None], [494, 521, 522, 559, 558, 521, None], [495, 522, 523, 560, 559, 522, None], [496, 523, 524, 561, 560, 523, None], [497, 524, 525, 562, 561, 524, None], [498, 525, 529, 530, 563, 562, 525], [499, 530, 533, 534, 564, 563, 530], [500, 534, 537, 538, 565, 564, 534], [501, 538, 541, 542, 566, 565, 538], [502, 542, 545, 546, 567, 566, 542], [503, 546, 547, 568, 567, 546, None], [504, 547, 548, 569, 568, 547, None], [505, 548, 549, 570, 569, 548, None], [506, 549, 550, 571, 570, 549, None], [507, 550, 551, 572, 571, 550, None], [508, 551, 552, 573, 572, 551, None], [509, 552, 553, 574, 573, 552, None], [510, 553, 554, 575, 574, 553, None], [511, 556, 555, 576, 577, 556, None], [512, 555, 557, 578, 576, 555, None], [513, 557, 558, 579, 578, 557, None], [514, 558, 559, 580, 579, 558, None], [515, 559, 560, 581, 580, 559, None], [516, 560, 561, 582, 581, 560, None], [517, 561, 562, 583, 582, 561, None], [518, 562, 563, 584, 583, 562, None], [519, 563, 564, 585, 584, 563, None], [520, 564, 565, 586, 585, 564, None], [521, 565, 566, 587, 586, 565, None], [522, 566, 567, 588, 587, 566, None], [523, 567, 568, 589, 588, 567, None], [524, 568, 569, 590, 589, 568, None], [525, 569, 570, 591, 590, 569, None], [526, 570, 571, 592, 591, 570, None], [527, 571, 572, 593, 592, 571, None], [528, 572, 573, 594, 593, 572, None], [529, 573, 574, 595, 594, 573, None], [530, 574, 575, 596, 595, 574, None], [531, 577, 576, 597, 598, 577, None], [532, 576, 578, 599, 597, 576, None], [533, 578, 579, 600, 599, 578, None], [534, 579, 580, 601, 600, 579, None], [535, 580, 581, 602, 601, 580, None], [536, 581, 582, 603, 602, 581, None], [537, 582, 583, 604, 603, 582, None], [538, 583, 584, 605, 604, 583, None], [539, 584, 585, 606, 605, 584, None], [540, 585, 586, 607, 606, 585, None], [541, 586, 587, 608, 607, 586, None], [542, 587, 588, 609, 608, 587, None], [543, 588, 589, 610, 609, 588, None], [544, 589, 590, 611, 610, 589, None], [545, 590, 591, 612, 611, 590, None], [546, 591, 592, 613, 612, 591, None], [547, 592, 593, 614, 613, 592, None], [548, 593, 594, 615, 614, 593, None], [549, 594, 595, 616, 615, 594, None], [550, 595, 596, 617, 616, 595, None], [551, 598, 597, 618, 619, 598, None], [552, 597, 599, 620, 618, 597, None], [553, 599, 600, 621, 620, 599, None], [554, 600, 601, 622, 621, 600, None], [555, 601, 602, 623, 622, 601, None], [556, 602, 603, 624, 623, 602, None], [557, 603, 604, 625, 624, 603, None], [558, 604, 605, 626, 625, 604, None], [559, 605, 606, 627, 626, 605, None], [560, 606, 607, 628, 627, 606, None], [561, 607, 608, 629, 628, 607, None], [562, 608, 609, 630, 629, 608, None], [563, 609, 610, 631, 630, 609, None], [564, 610, 611, 632, 631, 610, None], [565, 611, 612, 633, 632, 611, None], [566, 612, 613, 634, 633, 612, None], [567, 613, 614, 635, 634, 613, None], [568, 614, 615, 636, 635, 614, None], [569, 615, 616, 637, 636, 615, None], [570, 616, 617, 638, 637, 616, None], [571, 619, 618, 639, 640, 619, None], [572, 618, 620, 641, 639, 618, None], [573, 620, 621, 642, 641, 620, None], [574, 621, 622, 643, 642, 621, None], [575, 622, 623, 644, 643, 622, None], [576, 623, 624, 645, 644, 623, None], [577, 624, 625, 646, 645, 624, None], [578, 625, 626, 647, 646, 625, None], [579, 626, 627, 648, 647, 626, None], [580, 627, 628, 649, 648, 627, None], [581, 628, 629, 650, 649, 628, None], [582, 629, 630, 651, 650, 629, None], [583, 630, 631, 652, 651, 630, None], [584, 631, 632, 653, 652, 631, None], [585, 632, 633, 654, 653, 632, None], [586, 633, 634, 655, 654, 633, None], [587, 634, 635, 656, 655, 634, None], [588, 635, 636, 657, 656, 635, None], [589, 636, 637, 658, 657, 636, None], [590, 637, 638, 659, 658, 637, None], [591, 640, 639, 660, 661, 640, None], [592, 639, 641, 662, 660, 639, None], [593, 641, 642, 663, 662, 641, None], [594, 642, 643, 664, 663, 642, None], [595, 643, 644, 665, 664, 643, None], [596, 644, 645, 666, 665, 644, None], [597, 645, 646, 667, 666, 645, None], [598, 646, 647, 668, 667, 646, None], [599, 647, 648, 669, 668, 647, None], [600, 648, 649, 670, 669, 648, None], [601, 649, 650, 671, 670, 649, None], [602, 650, 651, 672, 671, 650, None], [603, 651, 652, 673, 672, 651, None], [604, 652, 653, 674, 673, 652, None], [605, 653, 654, 675, 674, 653, None], [606, 654, 655, 676, 675, 654, None], [607, 655, 656, 677, 676, 655, None], [608, 656, 657, 678, 677, 656, None], [609, 657, 658, 679, 678, 657, None], [610, 658, 659, 680, 679, 658, None], [611, 661, 660, 681, 682, 661, None], [612, 660, 662, 683, 681, 660, None], [613, 662, 663, 684, 683, 662, None], [614, 663, 664, 685, 684, 663, None], [615, 664, 665, 686, 685, 664, None], [616, 665, 666, 687, 686, 665, None], [617, 666, 667, 688, 687, 666, None], [618, 667, 668, 689, 688, 667, None], [619, 668, 669, 690, 689, 668, None], [620, 669, 670, 691, 690, 669, None], [621, 670, 671, 692, 691, 670, None], [622, 671, 672, 693, 692, 671, None], [623, 672, 673, 694, 693, 672, None], [624, 673, 674, 695, 694, 673, None], [625, 674, 675, 696, 695, 674, None], [626, 675, 676, 697, 696, 675, None], [627, 676, 677, 698, 697, 676, None], [628, 677, 678, 699, 698, 677, None], [629, 678, 679, 700, 699, 678, None], [630, 679, 680, 701, 700, 679, None], [631, 682, 681, 702, 703, 682, None], [632, 681, 683, 704, 702, 681, None], [633, 683, 684, 705, 704, 683, None], [634, 684, 685, 706, 705, 684, None], [635, 685, 686, 707, 706, 685, None], [636, 686, 687, 708, 707, 686, None], [637, 687, 688, 709, 708, 687, None], [638, 688, 689, 710, 709, 688, None], [639, 689, 690, 711, 710, 689, None], [640, 690, 691, 712, 711, 690, None], [641, 691, 692, 713, 712, 691, None], [642, 692, 693, 714, 713, 692, None], [643, 693, 694, 715, 714, 693, None], [644, 694, 695, 716, 715, 694, None], [645, 695, 696, 717, 716, 695, None], [646, 696, 697, 718, 717, 696, None], [647, 697, 698, 719, 718, 697, None], [648, 698, 699, 720, 719, 698, None], [649, 699, 700, 721, 720, 699, None], [650, 700, 701, 722, 721, 700, None]]\n" + " loading ims package mp7p2...\n" ] } ], "source": [ "# load the simulation and get the model\n", "vertex_sim_name = \"mfsim.nam\"\n", - "vertex_sim = flopy.mf6.MFSimulation.load(sim_name=vertex_sim_name, exe_name=\"mf6\", \n", - " sim_ws=modelpth)\n", + "vertex_sim = flopy.mf6.MFSimulation.load(\n", + " sim_name=vertex_sim_name, exe_name=\"mf6\", sim_ws=modelpth\n", + ")\n", "vertex_ml6 = vertex_sim.get_model(\"mp7p2\")\n", "\n", "# load the MODPATH-7 results\n", - "mp_namea = 'mp7p2a_mp'\n", + "mp_namea = \"mp7p2a_mp\"\n", "fpth = os.path.join(modelpth, mp_namea + \".mppth\")\n", "p = flopy.utils.PathlineFile(fpth)\n", "p0 = p.get_alldata()" @@ -836,9 +878,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.4" + "version": "3.8.11" } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 } diff --git a/examples/Notebooks/flopy3_working_stack_demo.ipynb b/examples/Notebooks/flopy3_working_stack_demo.ipynb index 38ef50a088..33fc854b9b 100644 --- a/examples/Notebooks/flopy3_working_stack_demo.ipynb +++ b/examples/Notebooks/flopy3_working_stack_demo.ipynb @@ -44,15 +44,15 @@ "try:\n", " import flopy\n", "except:\n", - " fpth = os.path.abspath(os.path.join('..', '..'))\n", + " fpth = os.path.abspath(os.path.join(\"..\", \"..\"))\n", " sys.path.append(fpth)\n", " import flopy\n", "\n", "print(sys.version)\n", - "print('numpy version: {}'.format(np.__version__))\n", - "print('matplotlib version: {}'.format(mpl.__version__))\n", - "print('pandas version: {}'.format(pd.__version__))\n", - "print('flopy version: {}'.format(flopy.__version__))" + "print(\"numpy version: {}\".format(np.__version__))\n", + "print(\"matplotlib version: {}\".format(mpl.__version__))\n", + "print(\"pandas version: {}\".format(pd.__version__))\n", + "print(\"flopy version: {}\".format(flopy.__version__))" ] }, { @@ -66,21 +66,17 @@ "cell_type": "code", "execution_count": 2, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/mbase.py:352: DeprecationWarning: xul/yul have been deprecated. Use xll/yll instead.\n", - " warnings.warn(\n" - ] - } - ], + "outputs": [], "source": [ "# first lets load an existing model\n", "model_ws = os.path.join(\"..\", \"data\", \"freyberg_multilayer_transient\")\n", - "ml = flopy.modflow.Modflow.load(\"freyberg.nam\", model_ws=model_ws, verbose=False,\n", - " check=False, exe_name=\"mfnwt\")" + "ml = flopy.modflow.Modflow.load(\n", + " \"freyberg.nam\",\n", + " model_ws=model_ws,\n", + " verbose=False,\n", + " check=False,\n", + " exe_name=\"mfnwt\",\n", + ")" ] }, { @@ -498,7 +494,7 @@ } ], "source": [ - "ml.dis.export(os.path.join('data',\"freyberg_dis.shp\"))" + "ml.dis.export(os.path.join(\"data\", \"freyberg_dis.shp\"))" ] }, { @@ -518,25 +514,21 @@ "output_type": "stream", "text": [ "initialize_geometry::proj4_str = +proj=utm +zone=14 +ellps=WGS84 +datum=WGS84 +units=m +no_defs\n", - "initialize_geometry::self.grid_crs = +proj=utm +zone=14 +ellps=WGS84 +datum=WGS84 +units=m +no_defs +type=crs\n", - "initialize_geometry::nc_crs = epsg:4326\n", - "transforming coordinates using = proj=pipeline step inv proj=utm zone=14 ellps=WGS84 step proj=unitconvert xy_in=rad xy_out=deg\n" + "initialize_geometry::self.grid_crs = +proj=utm +zone=14 +ellps=WGS84 +datum=WGS84 +units=m +no_defs +type=crs\n" ] }, { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/utils/reference.py:2074: DeprecationWarning: crs has been deprecated and will be removed in version 3.3.5. Use CRS in shapefile_utils instead.\n", - " warnings.warn(\n", - "/Users/jdhughes/Documents/Development/flopy_git/flopy_fork/flopy/modflow/mfwel.py:280: DeprecationWarning: phiramp_unit will be replaced with iunitramp for consistency\n", - " warnings.warn(\n" + "initialize_geometry::nc_crs = epsg:4326\n", + "transforming coordinates using = proj=pipeline step inv proj=utm zone=14 ellps=WGS84 step proj=unitconvert xy_in=rad xy_out=deg\n" ] }, { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 8, @@ -545,7 +537,7 @@ } ], "source": [ - "ml.export(os.path.join('data', \"freyberg.nc\"))" + "ml.export(os.path.join(\"data\", \"freyberg.nc\"))" ] }, { @@ -559,17 +551,7 @@ "cell_type": "code", "execution_count": 9, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "changing model workspace...\n", - " data\n" - ] - } - ], + "outputs": [], "source": [ "ml.external_path = \"ref\"\n", "ml.model_ws = \"data\"" @@ -658,7 +640,13 @@ "Util2d:rech_53: resetting 'how' to external\n", "Util2d:rech_54: resetting 'how' to external\n", "Util2d:rech_55: resetting 'how' to external\n", - "Util2d:rech_56: resetting 'how' to external\n", + "Util2d:rech_56: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:rech_57: resetting 'how' to external\n", "Util2d:rech_58: resetting 'how' to external\n", "Util2d:rech_59: resetting 'how' to external\n", @@ -767,7 +755,13 @@ "Util2d:rech_162: resetting 'how' to external\n", "Util2d:rech_163: resetting 'how' to external\n", "Util2d:rech_164: resetting 'how' to external\n", - "Util2d:rech_165: resetting 'how' to external\n", + "Util2d:rech_165: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:rech_166: resetting 'how' to external\n", "Util2d:rech_167: resetting 'how' to external\n", "Util2d:rech_168: resetting 'how' to external\n", @@ -884,7 +878,13 @@ "Util2d:rech_279: resetting 'how' to external\n", "Util2d:rech_280: resetting 'how' to external\n", "Util2d:rech_281: resetting 'how' to external\n", - "Util2d:rech_282: resetting 'how' to external\n", + "Util2d:rech_282: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:rech_283: resetting 'how' to external\n", "Util2d:rech_284: resetting 'how' to external\n", "Util2d:rech_285: resetting 'how' to external\n", @@ -988,7 +988,13 @@ "Util2d:rech_383: resetting 'how' to external\n", "Util2d:rech_384: resetting 'how' to external\n", "Util2d:rech_385: resetting 'how' to external\n", - "Util2d:rech_386: resetting 'how' to external\n", + "Util2d:rech_386: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:rech_387: resetting 'how' to external\n", "Util2d:rech_388: resetting 'how' to external\n", "Util2d:rech_389: resetting 'how' to external\n", @@ -1093,7 +1099,13 @@ "Util2d:rech_488: resetting 'how' to external\n", "Util2d:rech_489: resetting 'how' to external\n", "Util2d:rech_490: resetting 'how' to external\n", - "Util2d:rech_491: resetting 'how' to external\n", + "Util2d:rech_491: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:rech_492: resetting 'how' to external\n", "Util2d:rech_493: resetting 'how' to external\n", "Util2d:rech_494: resetting 'how' to external\n", @@ -1196,7 +1208,13 @@ "Util2d:rech_591: resetting 'how' to external\n", "Util2d:rech_592: resetting 'how' to external\n", "Util2d:rech_593: resetting 'how' to external\n", - "Util2d:rech_594: resetting 'how' to external\n", + "Util2d:rech_594: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:rech_595: resetting 'how' to external\n", "Util2d:rech_596: resetting 'how' to external\n", "Util2d:rech_597: resetting 'how' to external\n", @@ -1301,7 +1319,13 @@ "Util2d:rech_696: resetting 'how' to external\n", "Util2d:rech_697: resetting 'how' to external\n", "Util2d:rech_698: resetting 'how' to external\n", - "Util2d:rech_699: resetting 'how' to external\n", + "Util2d:rech_699: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:rech_700: resetting 'how' to external\n", "Util2d:rech_701: resetting 'how' to external\n", "Util2d:rech_702: resetting 'how' to external\n", @@ -1410,7 +1434,13 @@ "Util2d:rech_805: resetting 'how' to external\n", "Util2d:rech_806: resetting 'how' to external\n", "Util2d:rech_807: resetting 'how' to external\n", - "Util2d:rech_808: resetting 'how' to external\n", + "Util2d:rech_808: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:rech_809: resetting 'how' to external\n", "Util2d:rech_810: resetting 'how' to external\n", "Util2d:rech_811: resetting 'how' to external\n", @@ -1534,7 +1564,13 @@ "Util2d:rech_929: resetting 'how' to external\n", "Util2d:rech_930: resetting 'how' to external\n", "Util2d:rech_931: resetting 'how' to external\n", - "Util2d:rech_932: resetting 'how' to external\n", + "Util2d:rech_932: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:rech_933: resetting 'how' to external\n", "Util2d:rech_934: resetting 'how' to external\n", "Util2d:rech_935: resetting 'how' to external\n", @@ -1644,7 +1680,13 @@ "Util2d:rech_1039: resetting 'how' to external\n", "Util2d:rech_1040: resetting 'how' to external\n", "Util2d:rech_1041: resetting 'how' to external\n", - "Util2d:rech_1042: resetting 'how' to external\n", + "Util2d:rech_1042: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:rech_1043: resetting 'how' to external\n", "Util2d:rech_1044: resetting 'how' to external\n", "Util2d:rech_1045: resetting 'how' to external\n", @@ -1699,7 +1741,13 @@ "Util2d:rech_1094: resetting 'how' to external\n", "Util2d:rech_1095: resetting 'how' to external\n", "Util2d:rech_1096: resetting 'how' to external\n", - "Util2d:rech_1097: resetting 'how' to external\n", + "Util2d:rech_1097: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "Util2d:hk: resetting 'how' to external\n", "Util2d:vk: resetting 'how' to external\n", "Util2d:ss: resetting 'how' to external\n", @@ -1711,7 +1759,13 @@ "Util2d:hk: resetting 'how' to external\n", "Util2d:vk: resetting 'how' to external\n", "Util2d:ss: resetting 'how' to external\n", - "Util2d:sy: resetting 'how' to external\n", + "Util2d:sy: resetting 'how' to external\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ "FloPy is using the following executable to run the model: /Users/jdhughes/.local/bin/mfnwt\n", "\n", " MODFLOW-NWT-SWR1 \n", @@ -1723,13 +1777,19 @@ " SWR1 Version 1.04.0 09/15/2016 \n", "\n", " Using NAME file: freyberg.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/17 13:28:12\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:42:35\n", "\n", " Solving: Stress period: 1 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 2 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 3 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 4 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 5 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 5 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 6 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 7 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 8 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1740,7 +1800,13 @@ " Solving: Stress period: 13 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 14 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 15 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 16 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 16 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 17 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 18 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 19 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1751,7 +1817,13 @@ " Solving: Stress period: 24 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 25 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 26 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 27 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 27 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 28 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 29 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 30 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1765,7 +1837,13 @@ " Solving: Stress period: 38 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 39 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 40 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 41 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 41 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 42 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 43 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 44 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1780,7 +1858,13 @@ " Solving: Stress period: 53 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 54 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 55 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 56 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 56 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 57 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 58 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 59 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1796,7 +1880,13 @@ " Solving: Stress period: 69 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 70 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 71 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 72 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 72 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 73 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 74 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 75 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1812,7 +1902,13 @@ " Solving: Stress period: 85 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 86 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 87 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 88 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 88 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 89 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 90 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 91 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1824,7 +1920,13 @@ " Solving: Stress period: 97 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 98 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 99 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 100 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 100 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 101 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 102 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 103 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1841,7 +1943,13 @@ " Solving: Stress period: 114 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 115 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 116 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 117 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 117 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 118 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 119 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 120 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1858,7 +1966,13 @@ " Solving: Stress period: 131 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 132 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 133 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 134 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 134 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 135 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 136 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 137 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1873,7 +1987,13 @@ " Solving: Stress period: 146 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 147 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 148 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 149 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 149 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 150 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 151 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 152 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1889,7 +2009,13 @@ " Solving: Stress period: 162 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 163 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 164 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 165 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 165 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 166 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 167 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 168 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1905,7 +2031,13 @@ " Solving: Stress period: 178 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 179 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 180 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 181 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 181 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 182 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 183 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 184 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1922,7 +2054,13 @@ " Solving: Stress period: 195 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 196 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 197 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 198 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 198 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 199 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 200 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 201 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1937,7 +2075,13 @@ " Solving: Stress period: 210 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 211 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 212 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 213 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 213 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 214 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 215 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 216 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1952,7 +2096,13 @@ " Solving: Stress period: 225 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 226 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 227 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 228 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 228 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 229 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 230 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 231 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1965,7 +2115,13 @@ " Solving: Stress period: 238 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 239 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 240 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 241 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 241 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 242 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 243 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 244 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1980,7 +2136,13 @@ " Solving: Stress period: 253 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 254 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 255 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 256 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 256 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 257 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 258 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 259 Time step: 1 Groundwater-Flow Eqn.\n", @@ -1995,7 +2157,13 @@ " Solving: Stress period: 268 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 269 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 270 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 271 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 271 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 272 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 273 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 274 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2006,7 +2174,13 @@ " Solving: Stress period: 279 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 280 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 281 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 282 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 282 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 283 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 284 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 285 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2017,7 +2191,13 @@ " Solving: Stress period: 290 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 291 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 292 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 293 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 293 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 294 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 295 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 296 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2028,7 +2208,13 @@ " Solving: Stress period: 301 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 302 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 303 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 304 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 304 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 305 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 306 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 307 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2040,7 +2226,13 @@ " Solving: Stress period: 313 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 314 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 315 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 316 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 316 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 317 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 318 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 319 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2051,7 +2243,13 @@ " Solving: Stress period: 324 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 325 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 326 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 327 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 327 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 328 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 329 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 330 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2060,7 +2258,13 @@ " Solving: Stress period: 333 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 334 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 335 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 336 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 336 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 337 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 338 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 339 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2071,16 +2275,34 @@ " Solving: Stress period: 344 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 345 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 346 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 347 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 347 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 348 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 349 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 350 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 351 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 352 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 353 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 354 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 355 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 356 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 351 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 352 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 353 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 354 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 355 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 356 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 357 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 358 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 359 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2088,7 +2310,13 @@ " Solving: Stress period: 361 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 362 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 363 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 364 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 364 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 365 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 366 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 367 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2099,7 +2327,13 @@ " Solving: Stress period: 372 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 373 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 374 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 375 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 375 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 376 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 377 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 378 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2109,7 +2343,13 @@ " Solving: Stress period: 382 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 383 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 384 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 385 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 385 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 386 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 387 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 388 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2120,7 +2360,13 @@ " Solving: Stress period: 393 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 394 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 395 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 396 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 396 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 397 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 398 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 399 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2131,7 +2377,13 @@ " Solving: Stress period: 404 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 405 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 406 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 407 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 407 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 408 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 409 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 410 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2142,7 +2394,13 @@ " Solving: Stress period: 415 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 416 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 417 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 418 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 418 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 419 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 420 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 421 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2153,7 +2411,13 @@ " Solving: Stress period: 426 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 427 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 428 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 429 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 429 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 430 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 431 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 432 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2163,7 +2427,13 @@ " Solving: Stress period: 436 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 437 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 438 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 439 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 439 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 440 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 441 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 442 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2174,7 +2444,13 @@ " Solving: Stress period: 447 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 448 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 449 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 450 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 450 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 451 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 452 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 453 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2186,7 +2462,13 @@ " Solving: Stress period: 459 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 460 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 461 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 462 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 462 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 463 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 464 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 465 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2196,7 +2478,13 @@ " Solving: Stress period: 469 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 470 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 471 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 472 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 472 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 473 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 474 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 475 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2207,7 +2495,13 @@ " Solving: Stress period: 480 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 481 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 482 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 483 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 483 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 484 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 485 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 486 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2218,7 +2512,13 @@ " Solving: Stress period: 491 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 492 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 493 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 494 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 494 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 495 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 496 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 497 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2230,7 +2530,13 @@ " Solving: Stress period: 503 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 504 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 505 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 506 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 506 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 507 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 508 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 509 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2242,7 +2548,13 @@ " Solving: Stress period: 515 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 516 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 517 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 518 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 518 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 519 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 520 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 521 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2254,7 +2566,13 @@ " Solving: Stress period: 527 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 528 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 529 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 530 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 530 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 531 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 532 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 533 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2266,7 +2584,13 @@ " Solving: Stress period: 539 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 540 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 541 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 542 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 542 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 543 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 544 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 545 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2277,14 +2601,26 @@ " Solving: Stress period: 550 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 551 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 552 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 553 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 553 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 554 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 555 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 556 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 557 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 558 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 559 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 560 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 560 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 561 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 562 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 563 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2295,16 +2631,34 @@ " Solving: Stress period: 568 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 569 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 570 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 571 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 571 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 572 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 573 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 574 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 574 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 575 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 576 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 577 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 578 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 579 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 580 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 580 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 581 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 582 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 583 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2315,7 +2669,13 @@ " Solving: Stress period: 588 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 589 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 590 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 591 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 591 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 592 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 593 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 594 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2327,7 +2687,13 @@ " Solving: Stress period: 600 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 601 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 602 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 603 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 603 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 604 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 605 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 606 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2339,7 +2705,13 @@ " Solving: Stress period: 612 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 613 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 614 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 615 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 615 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 616 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 617 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 618 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2351,7 +2723,13 @@ " Solving: Stress period: 624 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 625 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 626 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 627 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 627 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 628 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 629 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 630 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2362,7 +2740,13 @@ " Solving: Stress period: 635 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 636 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 637 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 638 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 638 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 639 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 640 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 641 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2374,7 +2758,13 @@ " Solving: Stress period: 647 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 648 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 649 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 650 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 650 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 651 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 652 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 653 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2386,7 +2776,13 @@ " Solving: Stress period: 659 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 660 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 661 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 662 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 662 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 663 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 664 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 665 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2397,7 +2793,13 @@ " Solving: Stress period: 670 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 671 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 672 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 673 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 673 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 674 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 675 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 676 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2409,7 +2811,13 @@ " Solving: Stress period: 682 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 683 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 684 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 685 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 685 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 686 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 687 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 688 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2420,7 +2828,13 @@ " Solving: Stress period: 693 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 694 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 695 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 696 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 696 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 697 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 698 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 699 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2428,8 +2842,20 @@ " Solving: Stress period: 701 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 702 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 703 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 704 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 705 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 704 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Solving: Stress period: 705 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 706 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 707 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 708 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2437,7 +2863,13 @@ " Solving: Stress period: 710 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 711 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 712 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 713 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 713 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 714 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 715 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 716 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2446,7 +2878,13 @@ " Solving: Stress period: 719 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 720 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 721 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 722 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 722 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 723 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 724 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 725 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2455,12 +2893,24 @@ " Solving: Stress period: 728 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 729 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 730 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 731 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 731 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 732 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 733 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 734 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 735 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 736 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 736 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 737 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 738 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 739 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2468,7 +2918,13 @@ " Solving: Stress period: 741 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 742 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 743 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 744 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 744 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 745 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 746 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 747 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2478,7 +2934,13 @@ " Solving: Stress period: 751 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 752 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 753 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 754 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 754 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 755 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 756 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 757 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2489,7 +2951,13 @@ " Solving: Stress period: 762 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 763 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 764 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 765 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 765 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 766 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 767 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 768 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2501,7 +2969,13 @@ " Solving: Stress period: 774 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 775 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 776 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 777 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 777 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 778 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 779 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 780 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2515,7 +2989,13 @@ " Solving: Stress period: 788 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 789 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 790 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 791 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 791 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 792 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 793 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 794 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2529,7 +3009,13 @@ " Solving: Stress period: 802 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 803 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 804 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 805 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 805 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 806 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 807 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 808 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2541,7 +3027,13 @@ " Solving: Stress period: 814 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 815 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 816 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 817 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 817 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 818 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 819 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 820 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2554,7 +3046,13 @@ " Solving: Stress period: 827 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 828 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 829 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 830 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 830 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 831 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 832 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 833 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2566,7 +3064,13 @@ " Solving: Stress period: 839 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 840 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 841 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 842 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 842 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 843 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 844 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 845 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2578,7 +3082,13 @@ " Solving: Stress period: 851 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 852 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 853 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 854 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 854 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 855 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 856 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 857 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2590,7 +3100,13 @@ " Solving: Stress period: 863 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 864 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 865 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 866 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 866 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 867 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 868 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 869 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2602,7 +3118,13 @@ " Solving: Stress period: 875 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 876 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 877 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 878 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 878 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 879 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 880 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 881 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2613,7 +3135,13 @@ " Solving: Stress period: 886 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 887 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 888 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 889 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 889 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 890 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 891 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 892 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2623,7 +3151,13 @@ " Solving: Stress period: 896 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 897 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 898 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 899 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 899 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 900 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 901 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 902 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2634,7 +3168,13 @@ " Solving: Stress period: 907 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 908 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 909 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 910 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 910 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 911 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 912 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 913 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2646,7 +3186,13 @@ " Solving: Stress period: 919 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 920 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 921 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 922 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 922 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 923 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 924 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 925 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2656,7 +3202,13 @@ " Solving: Stress period: 929 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 930 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 931 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 932 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 932 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 933 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 934 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 935 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2667,7 +3219,13 @@ " Solving: Stress period: 940 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 941 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 942 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 943 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 943 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 944 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 945 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 946 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2679,7 +3237,13 @@ " Solving: Stress period: 952 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 953 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 954 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 955 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 955 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 956 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 957 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 958 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2687,7 +3251,13 @@ " Solving: Stress period: 960 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 961 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 962 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 963 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 963 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 964 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 965 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 966 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2699,7 +3269,13 @@ " Solving: Stress period: 972 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 973 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 974 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 975 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 975 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 976 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 977 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 978 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2711,7 +3287,13 @@ " Solving: Stress period: 984 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 985 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 986 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 987 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 987 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 988 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 989 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 990 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2723,7 +3305,13 @@ " Solving: Stress period: 996 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 997 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 998 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 999 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 999 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1000 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1001 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1002 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2735,7 +3323,13 @@ " Solving: Stress period: 1008 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1009 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1010 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 1011 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 1011 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1012 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1013 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1014 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2747,7 +3341,13 @@ " Solving: Stress period: 1020 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1021 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1022 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 1023 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 1023 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1024 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1025 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1026 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2759,7 +3359,13 @@ " Solving: Stress period: 1032 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1033 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1034 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 1035 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 1035 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1036 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1037 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1038 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2771,7 +3377,13 @@ " Solving: Stress period: 1044 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1045 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1046 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 1047 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 1047 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1048 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1049 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1050 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2783,7 +3395,13 @@ " Solving: Stress period: 1056 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1057 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1058 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 1059 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 1059 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1060 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1061 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1062 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2795,7 +3413,13 @@ " Solving: Stress period: 1068 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1069 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1070 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 1071 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 1071 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1072 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1073 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1074 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2806,7 +3430,13 @@ " Solving: Stress period: 1079 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1080 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1081 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 1082 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 1082 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1083 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1084 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1085 Time step: 1 Groundwater-Flow Eqn.\n", @@ -2818,12 +3448,18 @@ " Solving: Stress period: 1091 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1092 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1093 Time step: 1 Groundwater-Flow Eqn.\n", - " Solving: Stress period: 1094 Time step: 1 Groundwater-Flow Eqn.\n", + " Solving: Stress period: 1094 Time step: 1 Groundwater-Flow Eqn.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ " Solving: Stress period: 1095 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1096 Time step: 1 Groundwater-Flow Eqn.\n", " Solving: Stress period: 1097 Time step: 1 Groundwater-Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/17 13:28:26\n", - " Elapsed run time: 14.047 Seconds\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:42:57\n", + " Elapsed run time: 22.019 Seconds\n", "\n", " Normal termination of simulation\n" ] @@ -3151,7 +3787,7 @@ } ], "source": [ - "mfl = flopy.utils.MfListBudget(os.path.join(model_ws,\"freyberg.list\"))\n", + "mfl = flopy.utils.MfListBudget(os.path.join(model_ws, \"freyberg.list\"))\n", "df_flux, df_vol = mfl.get_dataframes(start_datetime=\"10-21-2015\")\n", "df_flux" ] @@ -3175,16 +3811,16 @@ } ], "source": [ - "groups = df_flux.groupby(lambda x:x.split('_')[-1],axis=1).groups\n", - "df_flux_in = df_flux.loc[:,groups[\"IN\"]]\n", - "df_flux_in.columns = df_flux_in.columns.map(lambda x:x.split('_')[0])\n", + "groups = df_flux.groupby(lambda x: x.split(\"_\")[-1], axis=1).groups\n", + "df_flux_in = df_flux.loc[:, groups[\"IN\"]]\n", + "df_flux_in.columns = df_flux_in.columns.map(lambda x: x.split(\"_\")[0])\n", "\n", - "df_flux_out = df_flux.loc[:,groups[\"OUT\"]]\n", - "df_flux_out.columns = df_flux_out.columns.map(lambda x:x.split('_')[0])\n", + "df_flux_out = df_flux.loc[:, groups[\"OUT\"]]\n", + "df_flux_out.columns = df_flux_out.columns.map(lambda x: x.split(\"_\")[0])\n", "\n", "\n", "df_flux_delta = df_flux_in - df_flux_out\n", - "df_flux_delta.iloc[-1,:].plot(kind=\"bar\",figsize=(10,10),grid=True);" + "df_flux_delta.iloc[-1, :].plot(kind=\"bar\", figsize=(10, 10), grid=True);" ] }, { @@ -4212,7 +4848,7 @@ ], "source": [ "# if you pass the model instance, then the plots will be offset and rotated\n", - "h = flopy.utils.HeadFile(os.path.join(model_ws,\"freyberg.hds\"),model=ml)\n", + "h = flopy.utils.HeadFile(os.path.join(model_ws, \"freyberg.hds\"), model=ml)\n", "h.times" ] }, @@ -4259,7 +4895,7 @@ } ], "source": [ - "h.plot(totim=900, contour=True, grid=True, colorbar=True, figsize=(10,10));" + "h.plot(totim=900, contour=True, grid=True, colorbar=True, figsize=(10, 10));" ] }, { @@ -4283,8 +4919,8 @@ } ], "source": [ - "#let's write these heads to shapefile\n", - "h.to_shapefile(os.path.join(ml.model_ws,\"freyburg_head.shp\"))" + "# let's write these heads to shapefile\n", + "h.to_shapefile(os.path.join(ml.model_ws, \"freyburg_head.shp\"))" ] }, { @@ -4327,9 +4963,16 @@ "ax = plt.subplot(1, 1, 1, aspect=\"equal\")\n", "for i, t in enumerate(h.times[0:-1:10]):\n", " ax.set_title(\"totim:{0}\".format(t))\n", - " h.plot(totim=t, mflay=0, contour=True,\n", - " grid=True, figsize=(10,10),\n", - " vmin=0, vmax=20, axes=[ax])\n", + " h.plot(\n", + " totim=t,\n", + " mflay=0,\n", + " contour=True,\n", + " grid=True,\n", + " figsize=(10, 10),\n", + " vmin=0,\n", + " vmax=20,\n", + " axes=[ax],\n", + " )\n", " time.sleep(0.001)\n", " clear_output(True)\n", " display(f)\n", diff --git a/examples/groundwater_paper/Notebooks/example_1.ipynb b/examples/groundwater_paper/Notebooks/example_1.ipynb index c3e8311fec..77438b9546 100644 --- a/examples/groundwater_paper/Notebooks/example_1.ipynb +++ b/examples/groundwater_paper/Notebooks/example_1.ipynb @@ -187,27 +187,26 @@ " _totim = None ('NoneType)\n", " acceptable_dtypes (list, items = 3)\n", " allowDuplicates = False ('bool)\n", - " botm = ('flopy.utils.util_array.Util3d)\n", - " delc = ('flopy.utils.util_array.Util2d)\n", - " delr = ('flopy.utils.util_array.Util2d)\n", - " extra = \n", + " botm = ('flopy.utils.util_array.Util3d)\n", + " delc = ('flopy.utils.util_array.Util2d)\n", + " delr = ('flopy.utils.util_array.Util2d)\n", " file_name = gwexample.dis\n", " fn_path = temp/gwexample.dis ('str)\n", " itmuni = 4 ('int)\n", " itmuni_dict = {0: 'undefined', 1: 'seconds', 2: 'minutes', 3: 'hours', 4: 'days', 5: 'years'} ('dict)\n", - " laycbd = ('flopy.utils.util_array.Util2d)\n", + " laycbd = ('flopy.utils.util_array.Util2d)\n", " lenuni = 2 ('int)\n", " ncol = 201 ('int)\n", " nlay = 1 ('int)\n", " nper = 1 ('int)\n", " nrow = 1 ('int)\n", - " nstp = ('flopy.utils.util_array.Util2d)\n", - " perlen = ('flopy.utils.util_array.Util2d)\n", + " nstp = ('flopy.utils.util_array.Util2d)\n", + " perlen = ('flopy.utils.util_array.Util2d)\n", " start_datetime = 1-1-1970 ('str)\n", - " steady = ('flopy.utils.util_array.Util2d)\n", - " top = ('flopy.utils.util_array.Util2d)\n", - " tr = ('flopy.utils.reference.TemporalReference)\n", - " tsmult = ('flopy.utils.util_array.Util2d)\n", + " steady = ('flopy.utils.util_array.Util2d)\n", + " top = ('flopy.utils.util_array.Util2d)\n", + " tr = ('flopy.utils.reference.TemporalReference)\n", + " tsmult = ('flopy.utils.util_array.Util2d)\n", " unit_number = 11" ] }, @@ -303,16 +302,15 @@ " _parent = MODFLOW 1 layer(s) 1 row(s) 201 column(s) 1 stress period(s) ('flopy.modflow.mf.Modflow)\n", " acceptable_dtypes (list, items = 3)\n", " allowDuplicates = False ('bool)\n", - " extra = \n", " file_name = gwexample.bas\n", " fn_path = temp/gwexample.bas ('str)\n", " hnoflo = -999.99 ('float)\n", - " ibound = ('flopy.utils.util_array.Util3d)\n", + " ibound = ('flopy.utils.util_array.Util3d)\n", " ichflg = False ('bool)\n", " ixsec = False ('bool)\n", " options = ('str)\n", " stoper = None ('NoneType)\n", - " strt = ('flopy.utils.util_array.Util3d)\n", + " strt = ('flopy.utils.util_array.Util3d)\n", " unit_number = 13" ] }, @@ -481,7 +479,9 @@ " number greater than zero. To define the names for all package files\n", " (input and output) the length of the list of strings should be 2.\n", " Default is None.\n", - "\n", + " add_package : bool\n", + " Flag to add the initialised package object to the parent model object.\n", + " Default is True.\n", "\n", " Attributes\n", " ----------\n", @@ -506,29 +506,28 @@ " _parent = MODFLOW 1 layer(s) 1 row(s) 201 column(s) 1 stress period(s) ('flopy.modflow.mf.Modflow)\n", " acceptable_dtypes (list, items = 3)\n", " allowDuplicates = False ('bool)\n", - " chani = ('flopy.utils.util_array.Util2d)\n", - " extra = \n", + " chani = ('flopy.utils.util_array.Util2d)\n", " file_name = gwexample.lpf\n", " fn_path = temp/gwexample.lpf ('str)\n", - " hani = ('flopy.utils.util_array.Util3d)\n", + " hani = ('flopy.utils.util_array.Util3d)\n", " hdry = -1e+30 ('float)\n", - " hk = ('flopy.utils.util_array.Util3d)\n", + " hk = ('flopy.utils.util_array.Util3d)\n", " ihdwet = 0 ('int)\n", " ikcflag = 0 ('int)\n", " ipakcb = 0 ('int)\n", " iwetit = 1 ('int)\n", - " layavg = ('flopy.utils.util_array.Util2d)\n", - " laytyp = ('flopy.utils.util_array.Util2d)\n", - " layvka = ('flopy.utils.util_array.Util2d)\n", - " laywet = ('flopy.utils.util_array.Util2d)\n", + " layavg = ('flopy.utils.util_array.Util2d)\n", + " laytyp = ('flopy.utils.util_array.Util2d)\n", + " layvka = ('flopy.utils.util_array.Util2d)\n", + " laywet = ('flopy.utils.util_array.Util2d)\n", " nplpf = 0 ('int)\n", " options = ('str)\n", - " ss = ('flopy.utils.util_array.Util3d)\n", - " sy = ('flopy.utils.util_array.Util3d)\n", + " ss = ('flopy.utils.util_array.Util3d)\n", + " sy = ('flopy.utils.util_array.Util3d)\n", " unit_number = 15\n", - " vka = ('flopy.utils.util_array.Util3d)\n", - " vkcb = ('flopy.utils.util_array.Util3d)\n", - " wetdry = ('flopy.utils.util_array.Util3d)\n", + " vka = ('flopy.utils.util_array.Util3d)\n", + " vkcb = ('flopy.utils.util_array.Util3d)\n", + " wetdry = ('flopy.utils.util_array.Util3d)\n", " wetfct = 0.1 ('float)" ] }, @@ -620,6 +619,9 @@ " number greater than zero. To define the names for all package files\n", " (input and output) the length of the list of strings should be 2.\n", " Default is None.\n", + " add_package : bool\n", + " Flag to add the initialised package object to the parent model object.\n", + " Default is True.\n", "\n", " Attributes\n", " ----------\n", @@ -651,7 +653,6 @@ " acceptable_dtypes (list, items = 3)\n", " allowDuplicates = False ('bool)\n", " dtype = [('k', ' ('flopy.utils.util_list.MfList)\n", + " stress_period_data = ('flopy.utils.util_list.MfList)\n", " unit_number = 20" ] }, @@ -773,7 +774,6 @@ " allowDuplicates = False ('bool)\n", " damp = 1.0 ('float)\n", " dampt = 1.0 ('float)\n", - " extra = \n", " file_name = gwexample.pcg\n", " fn_path = temp/gwexample.pcg ('str)\n", " hclose = 1e-05 ('float)\n", @@ -946,7 +946,6 @@ " cddnfm = None ('NoneType)\n", " chedfm = None ('NoneType)\n", " compact = True ('bool)\n", - " extra = \n", " file_name = gwexample.oc\n", " fn_path = temp/gwexample.oc ('str)\n", " ibouun = 0 ('int)\n", @@ -997,11 +996,11 @@ " Version 1.12.00 2/3/2017 \n", "\n", " Using NAME file: gwexample.nam \n", - " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/08/18 17:44:47\n", + " Run start date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:43:33\n", "\n", " Solving: Stress period: 1 Time step: 1 Ground-Water Flow Eqn.\n", - " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/08/18 17:44:47\n", - " Elapsed run time: 0.006 Seconds\n", + " Run end date and time (yyyy/mm/dd hh:mm:ss): 2021/10/25 16:43:34\n", + " Elapsed run time: 0.011 Seconds\n", "\n", " Normal termination of simulation\n" ] diff --git a/examples/groundwater_paper/Notebooks/uspb.ipynb b/examples/groundwater_paper/Notebooks/uspb.ipynb index d9c5ae0e95..76fe3b1256 100644 --- a/examples/groundwater_paper/Notebooks/uspb.ipynb +++ b/examples/groundwater_paper/Notebooks/uspb.ipynb @@ -182,15 +182,6 @@ "execution_count": 9, "metadata": {}, "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "changing model workspace...\n", - " temp\n" - ] - }, { "data": { "text/plain": [