From a47e05e96386a64da585e6f2cb0b725c16a697fc Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Wed, 13 Nov 2024 10:44:02 -0500 Subject: [PATCH 001/138] test: add initial GUI test just test for launching each page and ensuring there is not an exception. Currenly having trouble with quickstart. Also add documentation specific tests --- .github/workflows/workflow-tests.yml | 3 ++ test_gui.py | 43 ++++++++++++++++++++++++++++ 2 files changed, 46 insertions(+) create mode 100644 test_gui.py diff --git a/.github/workflows/workflow-tests.yml b/.github/workflows/workflow-tests.yml index 7b71c53a..92b0b99c 100644 --- a/.github/workflows/workflow-tests.yml +++ b/.github/workflows/workflow-tests.yml @@ -23,3 +23,6 @@ jobs: - name: Running test cases run: | pytest test.py + - name: Running GUI tests + run: | + pytest test_gui.py diff --git a/test_gui.py b/test_gui.py new file mode 100644 index 00000000..29e73fbe --- /dev/null +++ b/test_gui.py @@ -0,0 +1,43 @@ +from streamlit.testing.v1 import AppTest +import pytest + + +@pytest.fixture +def launch(request): + test = AppTest.from_file(request.param) + # disable online mode for testing + test.session_state['settings'] = {'online_deployment':False, 'google_analytics':{'enabled':False}} + return test + + + +@pytest.mark.parametrize('launch', ( + #"content/quickstart.py", # NOTE: this page does not work due to streamlit.errors.StreamlitPageNotFoundError error + "content/documentation.py", + "content/topp_workflow_file_upload.py", + "content/topp_workflow_parameter.py", + "content/topp_workflow_execution.py", + "content/topp_workflow_results.py", + "content/file_upload.py", + "content/raw_data_viewer.py", + "content/run_example_workflow.py", + "content/download_section.py", + "content/simple_workflow.py", + "content/run_subprocess.py"), indirect=True) +def test_launch(launch): + launch.run() + assert not launch.exception + + + +########### PAGE SPECIFIC TESTS ############ +@pytest.mark.parametrize('launch,selection', [("content/documentation.py", 'User Guide'), + ("content/documentation.py", 'Installation'), + ("content/documentation.py", 'Developers Guide: How to build app based on this template'), + ("content/documentation.py", 'Developers Guide: TOPP Workflow Framework'), + ("content/documentation.py", 'Developer Guide: Windows Executables'), + ("content/documentation.py", 'Developers Guide: Deployment')], indirect=['launch']) +def test_documentation(launch, selection): + launch.run() + launch.selectbox[0].select(selection).run() + assert not launch.exception \ No newline at end of file From 97a4126f4af8b5e904333bb33434fdf782895d87 Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Thu, 5 Dec 2024 20:35:24 -0500 Subject: [PATCH 002/138] add test_file_upload --- test_gui.py | 32 +++++++++++++++++++++++++++++++- 1 file changed, 31 insertions(+), 1 deletion(-) diff --git a/test_gui.py b/test_gui.py index 29e73fbe..1cc0d429 100644 --- a/test_gui.py +++ b/test_gui.py @@ -11,6 +11,7 @@ def launch(request): +# Test launching of all pages @pytest.mark.parametrize('launch', ( #"content/quickstart.py", # NOTE: this page does not work due to streamlit.errors.StreamlitPageNotFoundError error "content/documentation.py", @@ -40,4 +41,33 @@ def test_launch(launch): def test_documentation(launch, selection): launch.run() launch.selectbox[0].select(selection).run() - assert not launch.exception \ No newline at end of file + assert not launch.exception + + +@pytest.mark.parametrize('launch,tab', [("content/file_upload.py", "File Upload"), + ("content/file_upload.py", "Example Data"), + ("content/file_upload.py", "Files from local folder")], indirect=['launch']) +def test_file_upload(launch, tab): + launch.run() + print(launch.tabs) + for i in launch.tabs: + print(i.label) + if i.label == tab: + if i.label == "Files from local folder": + pass # This is a tkinter button so pass + else: + i.button[0].click().run() + assert not launch.exception + + +##### IN PROGRESS +@pytest.mark.parametrize('launch,tab', [("content/raw_data_viewer.py", "Peak map (MS1)"), + ("content/raw_data_viewer.py", "Spectra (MS1 + MS2)"), + ("content/raw_data_viewer.py", "Chromatograms (MS1)")], indirect=['launch']) +def view_raw_ms_data(launch, tab): + launch.run() + for i in launch.tabs: + if i.label == tab: + i.button[0].click().run() + assert not launch.exception + From a1889043ef0d91f02b98325e41d1cceb6ff7512e Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Fri, 6 Dec 2024 08:20:39 -0500 Subject: [PATCH 003/138] add vim tmp files to .gitignore --- .gitignore | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/.gitignore b/.gitignore index 973b73d7..9adbbc8a 100644 --- a/.gitignore +++ b/.gitignore @@ -9,4 +9,5 @@ get-pip.py run_app.bat python* **/__pycache__/ -gdpr_consent/node_modules/ \ No newline at end of file +gdpr_consent/node_modules/ +*~ From 87e82c50f27029eff20cf3a1f9180bc4519c21dc Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Fri, 6 Dec 2024 09:57:58 -0500 Subject: [PATCH 004/138] progress add view tests --- test_gui.py | 6 +++++- 1 file changed, 5 insertions(+), 1 deletion(-) diff --git a/test_gui.py b/test_gui.py index 1cc0d429..2dce09df 100644 --- a/test_gui.py +++ b/test_gui.py @@ -1,5 +1,6 @@ from streamlit.testing.v1 import AppTest import pytest +from src import fileupload @pytest.fixture @@ -64,8 +65,11 @@ def test_file_upload(launch, tab): @pytest.mark.parametrize('launch,tab', [("content/raw_data_viewer.py", "Peak map (MS1)"), ("content/raw_data_viewer.py", "Spectra (MS1 + MS2)"), ("content/raw_data_viewer.py", "Chromatograms (MS1)")], indirect=['launch']) -def view_raw_ms_data(launch, tab): +def test_view_raw_ms_data(launch, tab): + ## Load Example file ## launch.run() + fileupload.load_example_mzML_files() + for i in launch.tabs: if i.label == tab: i.button[0].click().run() From 99c30a63c0507d5bd4b83fc142c00e5ac0b33afc Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Fri, 6 Dec 2024 13:12:52 -0500 Subject: [PATCH 005/138] add more specific tests for run_workflow fix tests for view_ms_raw_data and file_upload --- test_gui.py | 76 +++++++++++++++++++++++++++++++++-------------------- 1 file changed, 48 insertions(+), 28 deletions(-) diff --git a/test_gui.py b/test_gui.py index 2dce09df..fb4901f6 100644 --- a/test_gui.py +++ b/test_gui.py @@ -1,13 +1,18 @@ from streamlit.testing.v1 import AppTest import pytest from src import fileupload - +import json +from pathlib import Path +import shutil @pytest.fixture def launch(request): test = AppTest.from_file(request.param) - # disable online mode for testing - test.session_state['settings'] = {'online_deployment':False, 'google_analytics':{'enabled':False}} + + ## Initialize session state ## + with open("settings.json", "r") as f: + test.session_state.settings = json.load(f) + test.secrets['workspace'] = 'test' return test @@ -45,33 +50,48 @@ def test_documentation(launch, selection): assert not launch.exception -@pytest.mark.parametrize('launch,tab', [("content/file_upload.py", "File Upload"), - ("content/file_upload.py", "Example Data"), - ("content/file_upload.py", "Files from local folder")], indirect=['launch']) -def test_file_upload(launch, tab): - launch.run() - print(launch.tabs) - for i in launch.tabs: - print(i.label) - if i.label == tab: - if i.label == "Files from local folder": - pass # This is a tkinter button so pass - else: - i.button[0].click().run() - assert not launch.exception - - -##### IN PROGRESS -@pytest.mark.parametrize('launch,tab', [("content/raw_data_viewer.py", "Peak map (MS1)"), - ("content/raw_data_viewer.py", "Spectra (MS1 + MS2)"), - ("content/raw_data_viewer.py", "Chromatograms (MS1)")], indirect=['launch']) -def test_view_raw_ms_data(launch, tab): - ## Load Example file ## +@pytest.mark.parametrize('launch', ["content/file_upload.py"], indirect=True) +def test_file_upload_load_example(launch): launch.run() - fileupload.load_example_mzML_files() - for i in launch.tabs: - if i.label == tab: + if i.label == "Example Data": i.button[0].click().run() assert not launch.exception + +# NOTE: All tabs are automatically checked +@pytest.mark.parametrize('launch,example', [("content/raw_data_viewer.py", 'Blank.mzML'), + ("content/raw_data_viewer.py", 'Treatment.mzML'), + ("content/raw_data_viewer.py", 'Pool.mzML'), + ("content/raw_data_viewer.py", 'Control.mzML')], indirect=['launch']) +def test_view_raw_ms_data(launch, example): + launch.run() + ## Load Example file, based on implementation of fileupload.load_example_mzML_files() ### + mzML_dir = Path(launch.session_state.workspace, "mzML-files") + # Copy files from example-data/mzML to workspace mzML directory, add to selected files + for f in Path("example-data", "mzML").glob("*.mzML"): + shutil.copy(f, mzML_dir) + launch.run() + + ## Select file and check if it is displayed + launch.selectbox[0].select(example).run() + assert not launch.exception + + +@pytest.mark.parametrize('launch,example', [("content/run_example_workflow.py", 'Blank'), + ("content/run_example_workflow.py", 'Treatment'), + ("content/run_example_workflow.py", 'Pool'), + ("content/run_example_workflow.py", 'Control')], indirect=['launch']) +def test_run_workflow(launch, example): + launch.run() + ## Load Example file, based on implementation of fileupload.load_example_mzML_files() ### + mzML_dir = Path(launch.session_state.workspace, "mzML-files") + # Copy files from example-data/mzML to workspace mzML directory, add to selected files + for f in Path("example-data", "mzML").glob("*.mzML"): + shutil.copy(f, mzML_dir) + launch.run() + + ## Select file and check if it is displayed + launch.multiselect[0].select(example) + launch.button[0].click().run() + assert not launch.exception \ No newline at end of file From e1cc1dbd4188f5488c0bdd8c8d680ac9090fe3b8 Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Fri, 6 Dec 2024 13:15:29 -0500 Subject: [PATCH 006/138] add ci test with gh actions --- .github/workflows/ci.yml | 27 +++++++++++++++++++++++++++ 1 file changed, 27 insertions(+) create mode 100644 .github/workflows/ci.yml diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml new file mode 100644 index 00000000..426b6c72 --- /dev/null +++ b/.github/workflows/ci.yml @@ -0,0 +1,27 @@ +name: continuous-integration + +on: [push] + +jobs: + test: + runs-on: ${{ matrix.os }} + strategy: + matrix: + os: [ubuntu-latest] + # Requirements file generated with python=3.11 + python-version: ["3.11"] + steps: + - uses: actions/checkout@v4 + + - name: Set up Python ${{ matrix.python-version }} + uses: actions/setup-python@v5 + with: + python-version: ${{ matrix.python-version }} + - name: Install dependencies + run: | + python -m pip install --upgrade pip + pip install -r requirements.txt # test with requirements file so can easily bump with dependabot + pip install . + - name: Test + run: | + python -m pytest test_gui.py From 31f9a55521c642740c0f66b092af205d8342d114 Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Wed, 11 Dec 2024 08:28:05 -0500 Subject: [PATCH 007/138] fix ci file --- .github/workflows/ci.yml | 1 - 1 file changed, 1 deletion(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 426b6c72..392f9061 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -21,7 +21,6 @@ jobs: run: | python -m pip install --upgrade pip pip install -r requirements.txt # test with requirements file so can easily bump with dependabot - pip install . - name: Test run: | python -m pytest test_gui.py From bfaa0d4e3ad7dd71f0601eac75b4b136486e9397 Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Wed, 11 Dec 2024 08:29:38 -0500 Subject: [PATCH 008/138] add pytest to ci file --- .github/workflows/ci.yml | 1 + 1 file changed, 1 insertion(+) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 392f9061..373f57eb 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -21,6 +21,7 @@ jobs: run: | python -m pip install --upgrade pip pip install -r requirements.txt # test with requirements file so can easily bump with dependabot + pip install pytest - name: Test run: | python -m pytest test_gui.py From c320944cc904cb82cfaea3c51ed47c4f9e6350e2 Mon Sep 17 00:00:00 2001 From: Tom David Mueller Date: Thu, 2 Jan 2025 15:58:50 +0100 Subject: [PATCH 009/138] add docker compose to template --- docker-compose.yml | 19 +++++++++++++++++++ 1 file changed, 19 insertions(+) create mode 100644 docker-compose.yml diff --git a/docker-compose.yml b/docker-compose.yml new file mode 100644 index 00000000..450b16e1 --- /dev/null +++ b/docker-compose.yml @@ -0,0 +1,19 @@ +version: '3.8' + +services: + openms-streamlit-template: + build: + context: . + dockerfile: Dockerfile + args: + GITHUB_TOKEN: $GITHUB_TOKEN + image: openms_streamlit_template + container_name: openms-streamlit-template + restart: always + ports: + - 8501:8501 + volumes: + - workspaces-streamlit-template:/workspaces-streamlit-template + command: streamlit run openms-streamlit-template/app.py +volumes: + workspaces-streamlit-template: From f32dbd26ecb79fabcebb4d4f05c3fa7b96667b4e Mon Sep 17 00:00:00 2001 From: Arslan Date: Thu, 2 Jan 2025 16:56:55 +0100 Subject: [PATCH 010/138] newGUID build full app --- .github/workflows/build-windows-executable-app.yaml | 4 +++- 1 file changed, 3 insertions(+), 1 deletion(-) diff --git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index d456c4e0..cebe29c2 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -11,6 +11,8 @@ env: PYTHON_VERSION: 3.11.0 # Name of the installer APP_NAME: OpenMS-StreamlitTemplateApp + # Define unique GUID for UpgradeCode + APP_UpgradeCode: "8d28e8c7-45dc-446c-b889-99a6aea2f1a5" # Define needed TOPP tools here TOPP_TOOLS: "FeatureFinderMetabo FeatureLinkerUnlabeledKD SiriusExport" @@ -317,7 +319,7 @@ jobs: cat < streamlit_exe.wxs - + From 45b6e1b95e29c009bcfb975e67dbe56bafd5a84a Mon Sep 17 00:00:00 2001 From: Arslan Date: Thu, 2 Jan 2025 17:00:12 +0100 Subject: [PATCH 011/138] newGUID build with embeddable pyth --- .github/workflows/test-win-exe-w-embed-py.yaml | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/.github/workflows/test-win-exe-w-embed-py.yaml b/.github/workflows/test-win-exe-w-embed-py.yaml index 30fd3eb5..3af5f523 100644 --- a/.github/workflows/test-win-exe-w-embed-py.yaml +++ b/.github/workflows/test-win-exe-w-embed-py.yaml @@ -10,6 +10,7 @@ jobs: env: PYTHON_VERSION: 3.11.9 + APP_UpgradeCode: 4abc2e23-3ba5-40e4-95c9-09e6cb8ecaeb APP_NAME: OpenMS-StreamlitTemplateApp-Test steps: @@ -115,7 +116,7 @@ jobs: cat < streamlit_exe.wxs - + From 749584a6eee3ade98ff4c0b3a5320207f074ffe1 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Sun, 5 Jan 2025 11:53:19 +0100 Subject: [PATCH 012/138] Add info for processor architectures. --- docs/deployment.md | 7 ++++++- 1 file changed, 6 insertions(+), 1 deletion(-) diff --git a/docs/deployment.md b/docs/deployment.md index f8353252..e7f59372 100644 --- a/docs/deployment.md +++ b/docs/deployment.md @@ -81,4 +81,9 @@ Run docker-compose to launch all services. - make sure all apps are accessible via their port from localhost - test functionality of your app -**7. Make a pull request with your changes to OpenMS/streamlit-deployment main branch.** \ No newline at end of file +**7. Make a pull request with your changes to OpenMS/streamlit-deployment main branch.** + + + +# Other Architectures +In principle OpenMS runs on most processor architectures. The images are provided and tested for x86 but OpenMS can also be compiled on architectures like arm64. Please not that you might have to adjust the miniforge download according to the processor architecture. From 3b26eaf33238c27a36192140ec5f65e503ff45d3 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Sun, 5 Jan 2025 11:53:47 +0100 Subject: [PATCH 013/138] Fix typo --- docs/deployment.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/docs/deployment.md b/docs/deployment.md index e7f59372..8924dcd2 100644 --- a/docs/deployment.md +++ b/docs/deployment.md @@ -86,4 +86,4 @@ Run docker-compose to launch all services. # Other Architectures -In principle OpenMS runs on most processor architectures. The images are provided and tested for x86 but OpenMS can also be compiled on architectures like arm64. Please not that you might have to adjust the miniforge download according to the processor architecture. +In principle OpenMS runs on most processor architectures. The images are provided and tested for x86 but OpenMS can also be compiled on architectures like arm64. Please note that you might have to adjust the miniforge version according to the processor architecture. From dfdd384e9f7f30b6ca26febc40595ad1e0cd064a Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Wed, 22 Jan 2025 17:05:26 -0500 Subject: [PATCH 014/138] test: update run workflow test --- test_gui.py | 16 ++++++++++------ 1 file changed, 10 insertions(+), 6 deletions(-) diff --git a/test_gui.py b/test_gui.py index fb4901f6..21fd2ba2 100644 --- a/test_gui.py +++ b/test_gui.py @@ -78,20 +78,24 @@ def test_view_raw_ms_data(launch, example): assert not launch.exception -@pytest.mark.parametrize('launch,example', [("content/run_example_workflow.py", 'Blank'), - ("content/run_example_workflow.py", 'Treatment'), - ("content/run_example_workflow.py", 'Pool'), - ("content/run_example_workflow.py", 'Control')], indirect=['launch']) +@pytest.mark.parametrize('launch,example', [("content/run_example_workflow.py", ['Blank']), + ("content/run_example_workflow.py", ['Treatment']), + ("content/run_example_workflow.py", ['Pool']), + ("content/run_example_workflow.py", ['Control']), + ("content/run_example_workflow.py", ['Control', 'Blank'])], indirect=['launch']) def test_run_workflow(launch, example): launch.run() ## Load Example file, based on implementation of fileupload.load_example_mzML_files() ### mzML_dir = Path(launch.session_state.workspace, "mzML-files") + # Copy files from example-data/mzML to workspace mzML directory, add to selected files for f in Path("example-data", "mzML").glob("*.mzML"): shutil.copy(f, mzML_dir) launch.run() - ## Select file and check if it is displayed + ## Select experiments to process launch.multiselect[0].select(example) - launch.button[0].click().run() + + # Press the "Run Workflow" button + launch.button[1].click().run(timeout=60) assert not launch.exception \ No newline at end of file From db3be5b90a75cfde5c1109ab04108b1bca89f4e4 Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Wed, 22 Jan 2025 17:41:47 -0500 Subject: [PATCH 015/138] test: add comment to spectrum visualization note currently spectrum visualization is not tested because cannot find a way to select a spectrum to be displayed. --- test_gui.py | 4 +++- 1 file changed, 3 insertions(+), 1 deletion(-) diff --git a/test_gui.py b/test_gui.py index 21fd2ba2..40818088 100644 --- a/test_gui.py +++ b/test_gui.py @@ -66,14 +66,16 @@ def test_file_upload_load_example(launch): ("content/raw_data_viewer.py", 'Control.mzML')], indirect=['launch']) def test_view_raw_ms_data(launch, example): launch.run() + ## Load Example file, based on implementation of fileupload.load_example_mzML_files() ### mzML_dir = Path(launch.session_state.workspace, "mzML-files") + # Copy files from example-data/mzML to workspace mzML directory, add to selected files for f in Path("example-data", "mzML").glob("*.mzML"): shutil.copy(f, mzML_dir) launch.run() - ## Select file and check if it is displayed + ## TODO: Figure out a way to select a spectrum to be displayed launch.selectbox[0].select(example).run() assert not launch.exception From 86f01dfdb7ea7e4eef213d79baf32604e17f6b42 Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Wed, 22 Jan 2025 18:09:42 -0500 Subject: [PATCH 016/138] test: try to add spectrum plot test --- settings.json | 3 ++- src/common/common.py | 15 ++++++++++----- test_gui.py | 1 + 3 files changed, 13 insertions(+), 6 deletions(-) diff --git a/settings.json b/settings.json index a4748fca..60defd31 100644 --- a/settings.json +++ b/settings.json @@ -12,5 +12,6 @@ "tag": "57690c44-d635-43b0-ab43-f8bd3064ca06" } }, - "online_deployment": false + "online_deployment": false, + "test": true } \ No newline at end of file diff --git a/src/common/common.py b/src/common/common.py index c4dcc3a1..317dc15c 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -230,7 +230,7 @@ def page_setup(page: str = "") -> dict[str, Any]: # captcha_control() # If run in hosted mode, show captcha as long as it has not been solved - if 'controllo' not in st.session_state or params["controllo"] == False: + if 'controllo' not in st.session_state or ("controllo" in params.keys() and params["controllo"] == False): # Apply captcha by calling the captcha_control function captcha_control() @@ -385,11 +385,16 @@ def get_current_chunk(df, chunk_size, chunk_index): ) rows = event["selection"]["rows"] - if not rows: + + if st.session_state.settings['test']: # is a test App, return first row as selected + return 1 + elif not rows: return None - # Calculate the index based on the current page and chunk size - base_index = (page - 1) * chunk_size - return base_index + rows[0] + else: + # Calculate the index based on the current page and chunk size + base_index = (page - 1) * chunk_size + print(base_index) + return base_index + rows[0] diff --git a/test_gui.py b/test_gui.py index 40818088..566be449 100644 --- a/test_gui.py +++ b/test_gui.py @@ -12,6 +12,7 @@ def launch(request): ## Initialize session state ## with open("settings.json", "r") as f: test.session_state.settings = json.load(f) + test.session_state.settings['test'] = True test.secrets['workspace'] = 'test' return test From fc80ccdd7eddeafc524eb2da234b1d6051f1ddfb Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Wed, 22 Jan 2025 18:20:03 -0500 Subject: [PATCH 017/138] test: fix bugs bugs in testing framework caused tests to fail, fix this --- test_gui.py | 6 +++++- 1 file changed, 5 insertions(+), 1 deletion(-) diff --git a/test_gui.py b/test_gui.py index 566be449..e856e9b8 100644 --- a/test_gui.py +++ b/test_gui.py @@ -97,7 +97,11 @@ def test_run_workflow(launch, example): launch.run() ## Select experiments to process - launch.multiselect[0].select(example) + for e in example: + launch.multiselect[0].select(e) + + launch.run() + assert not launch.exception # Press the "Run Workflow" button launch.button[1].click().run(timeout=60) From 548feaaa0f961d68ac883a926c663b6f4fc49525 Mon Sep 17 00:00:00 2001 From: Tom David Mueller Date: Thu, 30 Jan 2025 14:17:49 +0100 Subject: [PATCH 018/138] add citation section in readme --- README.md | 5 +++++ 1 file changed, 5 insertions(+) diff --git a/README.md b/README.md index 06f324d2..cd2fe243 100644 --- a/README.md +++ b/README.md @@ -18,6 +18,11 @@ This repository contains a template app for OpenMS workflows in a web applicatio Documentation for **users** and **developers** is included as pages in [this template app](https://abi-services.cs.uni-tuebingen.de/streamlit-template/), indicated by the 📖 icon. +## Citation + +Please cite: +Müller, T. D., Siraj, A., et al. OpenMS WebApps: Building User-Friendly Solutions for MS Analysis. Journal of Proteome Research (2025). [https://doi.org/10.1021/acs.jproteome.4c00872](https://doi.org/10.1021/acs.jproteome.4c00872) + ## References - Pfeuffer, J., Bielow, C., Wein, S. et al. OpenMS 3 enables reproducible analysis of large-scale mass spectrometry data. Nat Methods 21, 365–367 (2024). [https://doi.org/10.1038/s41592-024-02197-7](https://doi.org/10.1038/s41592-024-02197-7) From ca1771fd6c36891926e24403321fc499c0064abd Mon Sep 17 00:00:00 2001 From: Tom David Mueller Date: Thu, 30 Jan 2025 14:17:59 +0100 Subject: [PATCH 019/138] update citations in parameter summary --- src/workflow/StreamlitUI.py | 8 +++++--- 1 file changed, 5 insertions(+), 3 deletions(-) diff --git a/src/workflow/StreamlitUI.py b/src/workflow/StreamlitUI.py index 8a84a79a..f08695fe 100644 --- a/src/workflow/StreamlitUI.py +++ b/src/workflow/StreamlitUI.py @@ -1114,11 +1114,13 @@ def export_parameters_markdown(self): version = result.stderr.split("Version: ")[1].split("-")[0] markdown.append( - f"""Data was processed using **{st.session_state.settings['app-name']}** ([{url}]({url})), a web application based on the OpenMS WebApps framework. -OpenMS ([https://www.openms.de](https://www.openms.de)) is a free and open-source software for LC-MS data analysis [1]. + f"""Data was processed using **{st.session_state.settings['app-name']}** ([{url}]({url})), a web application based on the OpenMS WebApps framework [1]. +OpenMS ([https://www.openms.de](https://www.openms.de)) is a free and open-source software for LC-MS data analysis [2]. The workflow includes the **OpenMS {version}** TOPP tools {tools} as well as Python scripts. Non-default parameters are listed in the supplementary section below. -[1] Sachsenberg, Timo, et al. "OpenMS 3 expands the frontiers of open-source computational mass spectrometry." (2023). +[1] Müller, Tom David, et al. "OpenMS WebApps: Building User-Friendly Solutions for MS Analysis." (2025) [https://doi.org/10.1021/acs.jproteome.4c00872](https://doi.org/10.1021/acs.jproteome.4c00872). +\\ +[2] Pfeuffer, Julianus, et al. "OpenMS 3 enables reproducible analysis of large-scale mass spectrometry data." (2024) [https://doi.org/10.1038/s41592-024-02197-7](https://doi.org/10.1038/s41592-024-02197-7). """ ) markdown.append(self.non_default_params_summary()) From de51dd9903767b2623f0abb7b06b766d21d476a6 Mon Sep 17 00:00:00 2001 From: Tom David Mueller Date: Fri, 14 Feb 2025 15:54:55 +0200 Subject: [PATCH 020/138] temp switcheroo --- Dockerfile | 110 ++++++++++++---------------------------------- Dockerfile_simple | 110 ---------------------------------------------- 2 files changed, 28 insertions(+), 192 deletions(-) delete mode 100644 Dockerfile_simple diff --git a/Dockerfile b/Dockerfile index 7ad5bd5b..7122b1b7 100644 --- a/Dockerfile +++ b/Dockerfile @@ -1,15 +1,15 @@ -# This Dockerfile builds OpenMS, the TOPP tools, pyOpenMS and thidparty tools. +# This Dockerfile creates a container with pyOpenMS # It also adds a basic streamlit server that serves a pyOpenMS-based app. # hints: -# build image and give it a name (here: streamlitapp) with: docker build --no-cache -t streamlitapp:latest --build-arg GITHUB_TOKEN= . 2>&1 | tee build.log +# build image with: docker build -f Dockerfile_simple --no-cache -t streamlitapp:latest --build-arg GITHUB_TOKEN= . 2>&1 | tee build.log # check if image was build: docker image ls -# run container: docker run -p 8501:8501 streamlitappsimple:latest +# run container: docker run -p 8501:8501 streamlitapp:latest # debug container after build (comment out ENTRYPOINT) and run container with interactive /bin/bash shell # prune unused images/etc. to free disc space (e.g. might be needed on gitpod). Use with care.: docker system prune --all --force -FROM ubuntu:22.04 AS setup-build-system +FROM ubuntu:22.04 AS stage1 ARG OPENMS_REPO=https://github.com/OpenMS/OpenMS.git -ARG OPENMS_BRANCH=release/3.2.0 +ARG OPENMS_BRANCH=develop ARG PORT=8501 # GitHub token to download latest OpenMS executable for Windows from Github action artifact. ARG GITHUB_TOKEN @@ -19,19 +19,14 @@ ARG GITHUB_USER=OpenMS # Streamlit app Gihub repository name (to download artifact from). ARG GITHUB_REPO=streamlit-template + +# Step 1: set up a sane build system USER root -# Install required Ubuntu packages. RUN apt-get -y update -RUN apt-get install -y --no-install-recommends --no-install-suggests g++ autoconf automake patch libtool make git gpg wget ca-certificates curl jq libgtk2.0-dev openjdk-8-jdk cron +# note: streamlit in docker needs libgtk2.0-dev (see https://yugdamor.medium.com/importerror-libgthread-2-0-so-0-cannot-open-shared-object-file-no-such-file-or-directory-895b94a7827b) +RUN apt-get install -y --no-install-recommends --no-install-suggests wget ca-certificates libgtk2.0-dev curl jq cron RUN update-ca-certificates -RUN apt-get install -y --no-install-recommends --no-install-suggests libsvm-dev libeigen3-dev coinor-libcbc-dev libglpk-dev libzip-dev zlib1g-dev libxerces-c-dev libbz2-dev libomp-dev libhdf5-dev -RUN apt-get install -y --no-install-recommends --no-install-suggests libboost-date-time1.74-dev \ - libboost-iostreams1.74-dev \ - libboost-regex1.74-dev \ - libboost-math1.74-dev \ - libboost-random1.74-dev -RUN apt-get install -y --no-install-recommends --no-install-suggests qtbase5-dev libqt5svg5-dev libqt5opengl5-dev # Install Github CLI RUN (type -p wget >/dev/null || (apt-get update && apt-get install wget -y)) \ @@ -50,73 +45,22 @@ RUN wget -q \ && rm -f Miniforge3-Linux-x86_64.sh RUN mamba --version -# Setup mamba environment. -COPY environment.yml ./environment.yml -RUN mamba env create -f environment.yml -RUN echo "mamba activate streamlit-env" >> ~/.bashrc -SHELL ["/bin/bash", "--rcfile", "~/.bashrc"] +# Activate and configure the mamba environment +RUN mamba update -n base -c conda-forge mamba && mamba info && mamba create -n streamlit-env python=3.10 +# note: activation of mamba needs to go to bashrc because every RUN command spawns new bash SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] +RUN echo "source activate streamlit-env" > ~/.bashrc -# Install up-to-date cmake via mamba and packages for pyOpenMS build. -RUN mamba install cmake -RUN pip install --upgrade pip && python -m pip install -U setuptools nose Cython autowrap pandas numpy pytest - -# Clone OpenMS branch and the associcated contrib+thirdparties+pyOpenMS-doc submodules. -RUN git clone --recursive --depth=1 -b ${OPENMS_BRANCH} --single-branch ${OPENMS_REPO} && cd /OpenMS - -# Pull Linux compatible third-party dependencies and store them in directory thirdparty. -WORKDIR /OpenMS -RUN mkdir /thirdparty && \ - git submodule update --init THIRDPARTY && \ - cp -r THIRDPARTY/All/* /thirdparty && \ - cp -r THIRDPARTY/Linux/64bit/* /thirdparty && \ - chmod -R +x /thirdparty -ENV PATH="/thirdparty/LuciPHOr2:/thirdparty/MSGFPlus:/thirdparty/Sirius:/thirdparty/ThermoRawFileParser:/thirdparty/Comet:/thirdparty/Fido:/thirdparty/MaRaCluster:/thirdparty/MyriMatch:/thirdparty/OMSSA:/thirdparty/Percolator:/thirdparty/SpectraST:/thirdparty/XTandem:/thirdparty/crux:${PATH}" - -# Build OpenMS and pyOpenMS. -FROM setup-build-system AS compile-openms -WORKDIR / - -# Set up build directory. -RUN mkdir /openms-build -WORKDIR /openms-build - -# Configure. -RUN /bin/bash -c "cmake -DCMAKE_BUILD_TYPE='Release' -DCMAKE_PREFIX_PATH='/OpenMS/contrib-build/;/usr/;/usr/local' -DHAS_XSERVER=OFF -DBOOST_USE_STATIC=OFF -DPYOPENMS=ON ../OpenMS -DPY_MEMLEAK_DISABLE=On" - -# Build TOPP tools and clean up. -RUN make -j4 TOPP -RUN rm -rf src doc CMakeFiles - -# Build pyOpenMS wheels and install via pip. -RUN make -j4 pyopenms -WORKDIR /openms-build/pyOpenMS -RUN pip install dist/*.whl - +#################################### install streamlit +# install packages +COPY requirements.txt requirements.txt +RUN mamba install pip +RUN python -m pip install --upgrade pip +RUN python -m pip install -r requirements.txt -WORKDIR / -RUN mkdir openms - -# Copy TOPP tools bin directory, add to PATH. -RUN cp -r openms-build/bin /openms/bin -ENV PATH="/openms/bin/:${PATH}" - -# Copy TOPP tools bin directory, add to PATH. -RUN cp -r openms-build/lib /openms/lib -ENV LD_LIBRARY_PATH="/openms/lib/:${LD_LIBRARY_PATH}" - -# Copy share folder, add to PATH, remove source directory. -RUN cp -r OpenMS/share/OpenMS /openms/share -RUN rm -rf OpenMS -ENV OPENMS_DATA_PATH="/openms/share/" - -# Remove build directory. -RUN rm -rf openms-build - -# Prepare and run streamlit app. -FROM compile-openms AS run-app -# Create workdir and copy over all streamlit related files/folders. +# create workdir and copy over all streamlit related files/folders +WORKDIR /app # note: specifying folder with slash as suffix and repeating the folder name seems important to preserve directory structure WORKDIR /app COPY assets/ /app/assets @@ -132,16 +76,16 @@ COPY default-parameters.json /app/default-parameters.json # For streamlit configuration COPY .streamlit/config.toml /app/.streamlit/config.toml + COPY clean-up-workspaces.py /app/clean-up-workspaces.py # add cron job to the crontab RUN echo "0 3 * * * /root/miniforge3/envs/streamlit-env/bin/python /app/clean-up-workspaces.py >> /app/clean-up-workspaces.log 2>&1" | crontab - # create entrypoint script to start cron service and launch streamlit app -RUN echo "#!/bin/bash" > /app/entrypoint.sh && \ - echo "source /root/miniforge3/bin/activate streamlit-env" >> /app/entrypoint.sh && \ - echo "service cron start" >> /app/entrypoint.sh && \ - echo "streamlit run app.py" >> /app/entrypoint.sh +RUN echo "#!/bin/bash" > /app/entrypoint.sh +RUN echo "service cron start" >> /app/entrypoint.sh +RUN echo "mamba run --no-capture-output -n streamlit-env streamlit run app.py" >> /app/entrypoint.sh # make the script executable RUN chmod +x /app/entrypoint.sh @@ -159,6 +103,8 @@ RUN if [ -n "$GH_TOKEN" ]; then \ echo "GH_TOKEN is not set, skipping the release asset download."; \ fi -# Run app as container entrypoint. +# make sure that mamba environment is used +SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] + EXPOSE $PORT ENTRYPOINT ["/app/entrypoint.sh"] diff --git a/Dockerfile_simple b/Dockerfile_simple deleted file mode 100644 index 7122b1b7..00000000 --- a/Dockerfile_simple +++ /dev/null @@ -1,110 +0,0 @@ -# This Dockerfile creates a container with pyOpenMS -# It also adds a basic streamlit server that serves a pyOpenMS-based app. -# hints: -# build image with: docker build -f Dockerfile_simple --no-cache -t streamlitapp:latest --build-arg GITHUB_TOKEN= . 2>&1 | tee build.log -# check if image was build: docker image ls -# run container: docker run -p 8501:8501 streamlitapp:latest -# debug container after build (comment out ENTRYPOINT) and run container with interactive /bin/bash shell -# prune unused images/etc. to free disc space (e.g. might be needed on gitpod). Use with care.: docker system prune --all --force - -FROM ubuntu:22.04 AS stage1 -ARG OPENMS_REPO=https://github.com/OpenMS/OpenMS.git -ARG OPENMS_BRANCH=develop -ARG PORT=8501 -# GitHub token to download latest OpenMS executable for Windows from Github action artifact. -ARG GITHUB_TOKEN -ENV GH_TOKEN=${GITHUB_TOKEN} -# Streamlit app Gihub user name (to download artifact from). -ARG GITHUB_USER=OpenMS -# Streamlit app Gihub repository name (to download artifact from). -ARG GITHUB_REPO=streamlit-template - - -# Step 1: set up a sane build system -USER root - -RUN apt-get -y update -# note: streamlit in docker needs libgtk2.0-dev (see https://yugdamor.medium.com/importerror-libgthread-2-0-so-0-cannot-open-shared-object-file-no-such-file-or-directory-895b94a7827b) -RUN apt-get install -y --no-install-recommends --no-install-suggests wget ca-certificates libgtk2.0-dev curl jq cron -RUN update-ca-certificates - -# Install Github CLI -RUN (type -p wget >/dev/null || (apt-get update && apt-get install wget -y)) \ - && mkdir -p -m 755 /etc/apt/keyrings \ - && wget -qO- https://cli.github.com/packages/githubcli-archive-keyring.gpg | tee /etc/apt/keyrings/githubcli-archive-keyring.gpg > /dev/null \ - && chmod go+r /etc/apt/keyrings/githubcli-archive-keyring.gpg \ - && echo "deb [arch=$(dpkg --print-architecture) signed-by=/etc/apt/keyrings/githubcli-archive-keyring.gpg] https://cli.github.com/packages stable main" | tee /etc/apt/sources.list.d/github-cli.list > /dev/null \ - && apt-get update \ - && apt-get install gh -y - -# Download and install miniforge. -ENV PATH="/root/miniforge3/bin:${PATH}" -RUN wget -q \ - https://github.com/conda-forge/miniforge/releases/latest/download/Miniforge3-Linux-x86_64.sh \ - && bash Miniforge3-Linux-x86_64.sh -b \ - && rm -f Miniforge3-Linux-x86_64.sh -RUN mamba --version - -# Activate and configure the mamba environment -RUN mamba update -n base -c conda-forge mamba && mamba info && mamba create -n streamlit-env python=3.10 -# note: activation of mamba needs to go to bashrc because every RUN command spawns new bash -SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] -RUN echo "source activate streamlit-env" > ~/.bashrc - -#################################### install streamlit -# install packages -COPY requirements.txt requirements.txt -RUN mamba install pip -RUN python -m pip install --upgrade pip -RUN python -m pip install -r requirements.txt - - -# create workdir and copy over all streamlit related files/folders -WORKDIR /app -# note: specifying folder with slash as suffix and repeating the folder name seems important to preserve directory structure -WORKDIR /app -COPY assets/ /app/assets -COPY content/ /app/content -COPY docs/ /app/docs -COPY example-data/ /app/example-data -COPY gdpr_consent/ /app/gdpr_consent -COPY hooks/ /app/hooks -COPY src/ /app/src -COPY app.py /app/app.py -COPY settings.json /app/settings.json -COPY default-parameters.json /app/default-parameters.json - -# For streamlit configuration -COPY .streamlit/config.toml /app/.streamlit/config.toml - -COPY clean-up-workspaces.py /app/clean-up-workspaces.py - -# add cron job to the crontab -RUN echo "0 3 * * * /root/miniforge3/envs/streamlit-env/bin/python /app/clean-up-workspaces.py >> /app/clean-up-workspaces.log 2>&1" | crontab - - -# create entrypoint script to start cron service and launch streamlit app -RUN echo "#!/bin/bash" > /app/entrypoint.sh -RUN echo "service cron start" >> /app/entrypoint.sh -RUN echo "mamba run --no-capture-output -n streamlit-env streamlit run app.py" >> /app/entrypoint.sh -# make the script executable -RUN chmod +x /app/entrypoint.sh - -# Patch Analytics -RUN mamba run -n streamlit-env python hooks/hook-analytics.py - -# Set Online Deployment -RUN jq '.online_deployment = true' settings.json > tmp.json && mv tmp.json settings.json - -# Download latest OpenMS App executable for Windows from Github actions workflow. -RUN if [ -n "$GH_TOKEN" ]; then \ - echo "GH_TOKEN is set, proceeding to download the release asset..."; \ - gh run download -R ${GITHUB_USER}/${GITHUB_REPO} $(gh run list -R ${GITHUB_USER}/${GITHUB_REPO} -b main -e push -s completed -w "Build executable for Windows" --json databaseId -q '.[0].databaseId') -n OpenMS-App --dir /app; \ - else \ - echo "GH_TOKEN is not set, skipping the release asset download."; \ - fi - -# make sure that mamba environment is used -SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] - -EXPOSE $PORT -ENTRYPOINT ["/app/entrypoint.sh"] From 5104123cbf8dcf59897ea8fc8a69294c5c346273 Mon Sep 17 00:00:00 2001 From: Tom David Mueller Date: Fri, 14 Feb 2025 15:50:57 +0200 Subject: [PATCH 021/138] fix mamba env --- Dockerfile | 14 ++++++++------ 1 file changed, 8 insertions(+), 6 deletions(-) diff --git a/Dockerfile b/Dockerfile index 7122b1b7..f63ab258 100644 --- a/Dockerfile +++ b/Dockerfile @@ -45,11 +45,12 @@ RUN wget -q \ && rm -f Miniforge3-Linux-x86_64.sh RUN mamba --version -# Activate and configure the mamba environment -RUN mamba update -n base -c conda-forge mamba && mamba info && mamba create -n streamlit-env python=3.10 -# note: activation of mamba needs to go to bashrc because every RUN command spawns new bash +# Setup mamba environment. +COPY environment.yml ./environment.yml +RUN mamba env create -f environment.yml +RUN echo "mamba activate streamlit-env" >> ~/.bashrc +SHELL ["/bin/bash", "--rcfile", "~/.bashrc"] SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] -RUN echo "source activate streamlit-env" > ~/.bashrc #################################### install streamlit # install packages @@ -84,8 +85,9 @@ RUN echo "0 3 * * * /root/miniforge3/envs/streamlit-env/bin/python /app/clean-up # create entrypoint script to start cron service and launch streamlit app RUN echo "#!/bin/bash" > /app/entrypoint.sh -RUN echo "service cron start" >> /app/entrypoint.sh -RUN echo "mamba run --no-capture-output -n streamlit-env streamlit run app.py" >> /app/entrypoint.sh +RUN echo "source /root/miniforge3/bin/activate streamlit-env" >> /app/entrypoint.sh && \ + echo "service cron start" >> /app/entrypoint.sh && \ + echo "streamlit run app.py" >> /app/entrypoint.sh # make the script executable RUN chmod +x /app/entrypoint.sh From 346c934e5b5f02a2fd96ef8071e0b2f66ee4543e Mon Sep 17 00:00:00 2001 From: Tom David Mueller Date: Fri, 14 Feb 2025 15:56:06 +0200 Subject: [PATCH 022/138] temp switcheroo 2 --- Dockerfile | 98 ++++++++++++++++++++++++++++++---------- Dockerfile_simple | 112 ++++++++++++++++++++++++++++++++++++++++++++++ 2 files changed, 187 insertions(+), 23 deletions(-) create mode 100644 Dockerfile_simple diff --git a/Dockerfile b/Dockerfile index f63ab258..7ad5bd5b 100644 --- a/Dockerfile +++ b/Dockerfile @@ -1,15 +1,15 @@ -# This Dockerfile creates a container with pyOpenMS +# This Dockerfile builds OpenMS, the TOPP tools, pyOpenMS and thidparty tools. # It also adds a basic streamlit server that serves a pyOpenMS-based app. # hints: -# build image with: docker build -f Dockerfile_simple --no-cache -t streamlitapp:latest --build-arg GITHUB_TOKEN= . 2>&1 | tee build.log +# build image and give it a name (here: streamlitapp) with: docker build --no-cache -t streamlitapp:latest --build-arg GITHUB_TOKEN= . 2>&1 | tee build.log # check if image was build: docker image ls -# run container: docker run -p 8501:8501 streamlitapp:latest +# run container: docker run -p 8501:8501 streamlitappsimple:latest # debug container after build (comment out ENTRYPOINT) and run container with interactive /bin/bash shell # prune unused images/etc. to free disc space (e.g. might be needed on gitpod). Use with care.: docker system prune --all --force -FROM ubuntu:22.04 AS stage1 +FROM ubuntu:22.04 AS setup-build-system ARG OPENMS_REPO=https://github.com/OpenMS/OpenMS.git -ARG OPENMS_BRANCH=develop +ARG OPENMS_BRANCH=release/3.2.0 ARG PORT=8501 # GitHub token to download latest OpenMS executable for Windows from Github action artifact. ARG GITHUB_TOKEN @@ -19,14 +19,19 @@ ARG GITHUB_USER=OpenMS # Streamlit app Gihub repository name (to download artifact from). ARG GITHUB_REPO=streamlit-template - -# Step 1: set up a sane build system USER root +# Install required Ubuntu packages. RUN apt-get -y update -# note: streamlit in docker needs libgtk2.0-dev (see https://yugdamor.medium.com/importerror-libgthread-2-0-so-0-cannot-open-shared-object-file-no-such-file-or-directory-895b94a7827b) -RUN apt-get install -y --no-install-recommends --no-install-suggests wget ca-certificates libgtk2.0-dev curl jq cron +RUN apt-get install -y --no-install-recommends --no-install-suggests g++ autoconf automake patch libtool make git gpg wget ca-certificates curl jq libgtk2.0-dev openjdk-8-jdk cron RUN update-ca-certificates +RUN apt-get install -y --no-install-recommends --no-install-suggests libsvm-dev libeigen3-dev coinor-libcbc-dev libglpk-dev libzip-dev zlib1g-dev libxerces-c-dev libbz2-dev libomp-dev libhdf5-dev +RUN apt-get install -y --no-install-recommends --no-install-suggests libboost-date-time1.74-dev \ + libboost-iostreams1.74-dev \ + libboost-regex1.74-dev \ + libboost-math1.74-dev \ + libboost-random1.74-dev +RUN apt-get install -y --no-install-recommends --no-install-suggests qtbase5-dev libqt5svg5-dev libqt5opengl5-dev # Install Github CLI RUN (type -p wget >/dev/null || (apt-get update && apt-get install wget -y)) \ @@ -52,16 +57,66 @@ RUN echo "mamba activate streamlit-env" >> ~/.bashrc SHELL ["/bin/bash", "--rcfile", "~/.bashrc"] SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] -#################################### install streamlit -# install packages -COPY requirements.txt requirements.txt -RUN mamba install pip -RUN python -m pip install --upgrade pip -RUN python -m pip install -r requirements.txt +# Install up-to-date cmake via mamba and packages for pyOpenMS build. +RUN mamba install cmake +RUN pip install --upgrade pip && python -m pip install -U setuptools nose Cython autowrap pandas numpy pytest +# Clone OpenMS branch and the associcated contrib+thirdparties+pyOpenMS-doc submodules. +RUN git clone --recursive --depth=1 -b ${OPENMS_BRANCH} --single-branch ${OPENMS_REPO} && cd /OpenMS + +# Pull Linux compatible third-party dependencies and store them in directory thirdparty. +WORKDIR /OpenMS +RUN mkdir /thirdparty && \ + git submodule update --init THIRDPARTY && \ + cp -r THIRDPARTY/All/* /thirdparty && \ + cp -r THIRDPARTY/Linux/64bit/* /thirdparty && \ + chmod -R +x /thirdparty +ENV PATH="/thirdparty/LuciPHOr2:/thirdparty/MSGFPlus:/thirdparty/Sirius:/thirdparty/ThermoRawFileParser:/thirdparty/Comet:/thirdparty/Fido:/thirdparty/MaRaCluster:/thirdparty/MyriMatch:/thirdparty/OMSSA:/thirdparty/Percolator:/thirdparty/SpectraST:/thirdparty/XTandem:/thirdparty/crux:${PATH}" + +# Build OpenMS and pyOpenMS. +FROM setup-build-system AS compile-openms +WORKDIR / + +# Set up build directory. +RUN mkdir /openms-build +WORKDIR /openms-build + +# Configure. +RUN /bin/bash -c "cmake -DCMAKE_BUILD_TYPE='Release' -DCMAKE_PREFIX_PATH='/OpenMS/contrib-build/;/usr/;/usr/local' -DHAS_XSERVER=OFF -DBOOST_USE_STATIC=OFF -DPYOPENMS=ON ../OpenMS -DPY_MEMLEAK_DISABLE=On" + +# Build TOPP tools and clean up. +RUN make -j4 TOPP +RUN rm -rf src doc CMakeFiles + +# Build pyOpenMS wheels and install via pip. +RUN make -j4 pyopenms +WORKDIR /openms-build/pyOpenMS +RUN pip install dist/*.whl + + +WORKDIR / +RUN mkdir openms + +# Copy TOPP tools bin directory, add to PATH. +RUN cp -r openms-build/bin /openms/bin +ENV PATH="/openms/bin/:${PATH}" + +# Copy TOPP tools bin directory, add to PATH. +RUN cp -r openms-build/lib /openms/lib +ENV LD_LIBRARY_PATH="/openms/lib/:${LD_LIBRARY_PATH}" + +# Copy share folder, add to PATH, remove source directory. +RUN cp -r OpenMS/share/OpenMS /openms/share +RUN rm -rf OpenMS +ENV OPENMS_DATA_PATH="/openms/share/" + +# Remove build directory. +RUN rm -rf openms-build + +# Prepare and run streamlit app. +FROM compile-openms AS run-app +# Create workdir and copy over all streamlit related files/folders. -# create workdir and copy over all streamlit related files/folders -WORKDIR /app # note: specifying folder with slash as suffix and repeating the folder name seems important to preserve directory structure WORKDIR /app COPY assets/ /app/assets @@ -77,15 +132,14 @@ COPY default-parameters.json /app/default-parameters.json # For streamlit configuration COPY .streamlit/config.toml /app/.streamlit/config.toml - COPY clean-up-workspaces.py /app/clean-up-workspaces.py # add cron job to the crontab RUN echo "0 3 * * * /root/miniforge3/envs/streamlit-env/bin/python /app/clean-up-workspaces.py >> /app/clean-up-workspaces.log 2>&1" | crontab - # create entrypoint script to start cron service and launch streamlit app -RUN echo "#!/bin/bash" > /app/entrypoint.sh -RUN echo "source /root/miniforge3/bin/activate streamlit-env" >> /app/entrypoint.sh && \ +RUN echo "#!/bin/bash" > /app/entrypoint.sh && \ + echo "source /root/miniforge3/bin/activate streamlit-env" >> /app/entrypoint.sh && \ echo "service cron start" >> /app/entrypoint.sh && \ echo "streamlit run app.py" >> /app/entrypoint.sh # make the script executable @@ -105,8 +159,6 @@ RUN if [ -n "$GH_TOKEN" ]; then \ echo "GH_TOKEN is not set, skipping the release asset download."; \ fi -# make sure that mamba environment is used -SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] - +# Run app as container entrypoint. EXPOSE $PORT ENTRYPOINT ["/app/entrypoint.sh"] diff --git a/Dockerfile_simple b/Dockerfile_simple new file mode 100644 index 00000000..f63ab258 --- /dev/null +++ b/Dockerfile_simple @@ -0,0 +1,112 @@ +# This Dockerfile creates a container with pyOpenMS +# It also adds a basic streamlit server that serves a pyOpenMS-based app. +# hints: +# build image with: docker build -f Dockerfile_simple --no-cache -t streamlitapp:latest --build-arg GITHUB_TOKEN= . 2>&1 | tee build.log +# check if image was build: docker image ls +# run container: docker run -p 8501:8501 streamlitapp:latest +# debug container after build (comment out ENTRYPOINT) and run container with interactive /bin/bash shell +# prune unused images/etc. to free disc space (e.g. might be needed on gitpod). Use with care.: docker system prune --all --force + +FROM ubuntu:22.04 AS stage1 +ARG OPENMS_REPO=https://github.com/OpenMS/OpenMS.git +ARG OPENMS_BRANCH=develop +ARG PORT=8501 +# GitHub token to download latest OpenMS executable for Windows from Github action artifact. +ARG GITHUB_TOKEN +ENV GH_TOKEN=${GITHUB_TOKEN} +# Streamlit app Gihub user name (to download artifact from). +ARG GITHUB_USER=OpenMS +# Streamlit app Gihub repository name (to download artifact from). +ARG GITHUB_REPO=streamlit-template + + +# Step 1: set up a sane build system +USER root + +RUN apt-get -y update +# note: streamlit in docker needs libgtk2.0-dev (see https://yugdamor.medium.com/importerror-libgthread-2-0-so-0-cannot-open-shared-object-file-no-such-file-or-directory-895b94a7827b) +RUN apt-get install -y --no-install-recommends --no-install-suggests wget ca-certificates libgtk2.0-dev curl jq cron +RUN update-ca-certificates + +# Install Github CLI +RUN (type -p wget >/dev/null || (apt-get update && apt-get install wget -y)) \ + && mkdir -p -m 755 /etc/apt/keyrings \ + && wget -qO- https://cli.github.com/packages/githubcli-archive-keyring.gpg | tee /etc/apt/keyrings/githubcli-archive-keyring.gpg > /dev/null \ + && chmod go+r /etc/apt/keyrings/githubcli-archive-keyring.gpg \ + && echo "deb [arch=$(dpkg --print-architecture) signed-by=/etc/apt/keyrings/githubcli-archive-keyring.gpg] https://cli.github.com/packages stable main" | tee /etc/apt/sources.list.d/github-cli.list > /dev/null \ + && apt-get update \ + && apt-get install gh -y + +# Download and install miniforge. +ENV PATH="/root/miniforge3/bin:${PATH}" +RUN wget -q \ + https://github.com/conda-forge/miniforge/releases/latest/download/Miniforge3-Linux-x86_64.sh \ + && bash Miniforge3-Linux-x86_64.sh -b \ + && rm -f Miniforge3-Linux-x86_64.sh +RUN mamba --version + +# Setup mamba environment. +COPY environment.yml ./environment.yml +RUN mamba env create -f environment.yml +RUN echo "mamba activate streamlit-env" >> ~/.bashrc +SHELL ["/bin/bash", "--rcfile", "~/.bashrc"] +SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] + +#################################### install streamlit +# install packages +COPY requirements.txt requirements.txt +RUN mamba install pip +RUN python -m pip install --upgrade pip +RUN python -m pip install -r requirements.txt + + +# create workdir and copy over all streamlit related files/folders +WORKDIR /app +# note: specifying folder with slash as suffix and repeating the folder name seems important to preserve directory structure +WORKDIR /app +COPY assets/ /app/assets +COPY content/ /app/content +COPY docs/ /app/docs +COPY example-data/ /app/example-data +COPY gdpr_consent/ /app/gdpr_consent +COPY hooks/ /app/hooks +COPY src/ /app/src +COPY app.py /app/app.py +COPY settings.json /app/settings.json +COPY default-parameters.json /app/default-parameters.json + +# For streamlit configuration +COPY .streamlit/config.toml /app/.streamlit/config.toml + +COPY clean-up-workspaces.py /app/clean-up-workspaces.py + +# add cron job to the crontab +RUN echo "0 3 * * * /root/miniforge3/envs/streamlit-env/bin/python /app/clean-up-workspaces.py >> /app/clean-up-workspaces.log 2>&1" | crontab - + +# create entrypoint script to start cron service and launch streamlit app +RUN echo "#!/bin/bash" > /app/entrypoint.sh +RUN echo "source /root/miniforge3/bin/activate streamlit-env" >> /app/entrypoint.sh && \ + echo "service cron start" >> /app/entrypoint.sh && \ + echo "streamlit run app.py" >> /app/entrypoint.sh +# make the script executable +RUN chmod +x /app/entrypoint.sh + +# Patch Analytics +RUN mamba run -n streamlit-env python hooks/hook-analytics.py + +# Set Online Deployment +RUN jq '.online_deployment = true' settings.json > tmp.json && mv tmp.json settings.json + +# Download latest OpenMS App executable for Windows from Github actions workflow. +RUN if [ -n "$GH_TOKEN" ]; then \ + echo "GH_TOKEN is set, proceeding to download the release asset..."; \ + gh run download -R ${GITHUB_USER}/${GITHUB_REPO} $(gh run list -R ${GITHUB_USER}/${GITHUB_REPO} -b main -e push -s completed -w "Build executable for Windows" --json databaseId -q '.[0].databaseId') -n OpenMS-App --dir /app; \ + else \ + echo "GH_TOKEN is not set, skipping the release asset download."; \ + fi + +# make sure that mamba environment is used +SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] + +EXPOSE $PORT +ENTRYPOINT ["/app/entrypoint.sh"] From 98f0d9f82f4c486241989c722b89e00f6ea1d835 Mon Sep 17 00:00:00 2001 From: axelwalter Date: Wed, 19 Feb 2025 20:57:01 +0100 Subject: [PATCH 023/138] drop spectra without peaks in data viewer --- src/view.py | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/src/view.py b/src/view.py index df183c9b..00f8dd32 100644 --- a/src/view.py +++ b/src/view.py @@ -35,6 +35,10 @@ def get_df(file: Union[str, Path]) -> pd.DataFrame: else: precs.append(np.nan) df_spectra["precursor m/z"] = precs + + # Drop spectra without peaks + df_spectra = df_spectra[df_spectra["mzarray"].apply(lambda x: len(x) > 0)] + df_spectra["max intensity m/z"] = df_spectra.apply( lambda x: x["mzarray"][x["intarray"].argmax()], axis=1 ) From 14308e7c17ab63a0ec7c40de324419b5a5efec2a Mon Sep 17 00:00:00 2001 From: chirag Date: Sat, 1 Mar 2025 01:20:18 +0530 Subject: [PATCH 024/138] Add workspace management features and enable workspace setting --- settings.json | 3 +- src/common/common.py | 120 +++++++++++++++++++++++++------------------ 2 files changed, 71 insertions(+), 52 deletions(-) diff --git a/settings.json b/settings.json index a4748fca..819f951e 100644 --- a/settings.json +++ b/settings.json @@ -12,5 +12,6 @@ "tag": "57690c44-d635-43b0-ab43-f8bd3064ca06" } }, - "online_deployment": false + "online_deployment": false, + "is_workspace_enabled": true } \ No newline at end of file diff --git a/src/common/common.py b/src/common/common.py index 6bbc351c..763da722 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -41,6 +41,11 @@ def load_params(default: bool = False) -> dict[str, Any]: Returns: dict[str, Any]: A dictionary containing the parameters. """ + + # Check if workspace is enabled. If not, load default parameters. + if not st.session_state.settings["is_workspace_enabled"] == True: + default = True + # Construct the path to the parameter file path = Path(st.session_state.workspace, "params.json") @@ -75,6 +80,11 @@ def save_params(params: dict[str, Any]) -> None: Returns: dict[str, Any]: Updated parameters. """ + + # Check if the workspace is enabled and if a 'params.json' file exists in the workspace directory + if not st.session_state.settings["is_workspace_enabled"] == True: + return + # Update the parameter dictionary with any modified parameters from the current session for key, value in st.session_state.items(): if key in params.keys(): @@ -199,21 +209,27 @@ def page_setup(page: str = "") -> dict[str, Any]: os.chdir("../streamlit-template") # Define the directory where all workspaces will be stored workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) - if "workspace" in st.query_params: - st.session_state.workspace = Path(workspaces_dir, st.query_params.workspace) - elif st.session_state.location == "online": - workspace_id = str(uuid.uuid1()) - st.session_state.workspace = Path(workspaces_dir, workspace_id) - st.query_params.workspace = workspace_id + # Check if workspace logic exist if it is keep existing logic or set the default workspace but without params + if st.session_state.settings["is_workspace_enabled"] == True: + if "workspace" in st.query_params: + st.session_state.workspace = Path(workspaces_dir, st.query_params.workspace) + elif st.session_state.location == "online": + workspace_id = str(uuid.uuid1()) + st.session_state.workspace = Path(workspaces_dir, workspace_id) + st.query_params.workspace = workspace_id + else: + st.session_state.workspace = Path(workspaces_dir, "default") + st.query_params.workspace = "default" + else: st.session_state.workspace = Path(workspaces_dir, "default") - st.query_params.workspace = "default" if st.session_state.location != "online": # not any captcha so, controllo should be true st.session_state["controllo"] = True - if "workspace" not in st.query_params: + # If no workspace is specified and workspace feature is enabled, set default workspace and query param + if "workspace" not in st.query_params and st.session_state.settings["is_workspace_enabled"] == True: st.query_params.workspace = st.session_state.workspace.name # Make sure the necessary directories exist @@ -248,51 +264,53 @@ def render_sidebar(page: str = "") -> None: params = load_params() with st.sidebar: # The main page has workspace switcher - with st.expander("🖥️ **Workspaces**"): - # Define workspaces directory outside of repository - workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) - # Online: show current workspace name in info text and option to change to other existing workspace - if st.session_state.location == "local": - # Define callback function to change workspace - def change_workspace(): - for key in params.keys(): - if key in st.session_state.keys(): - del st.session_state[key] - st.session_state.workspace = Path( - workspaces_dir, st.session_state["chosen-workspace"] + # Display workspace switcher if workspace is enabled in local mode + if st.session_state.settings["is_workspace_enabled"]: + with st.expander("🖥️ **Workspaces**"): + # Define workspaces directory outside of repository + workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) + # Online: show current workspace name in info text and option to change to other existing workspace + if st.session_state.location == "local": + # Define callback function to change workspace + def change_workspace(): + for key in params.keys(): + if key in st.session_state.keys(): + del st.session_state[key] + st.session_state.workspace = Path( + workspaces_dir, st.session_state["chosen-workspace"] + ) + st.query_params.workspace = st.session_state["chosen-workspace"] + + # Get all available workspaces as options + options = [ + file.name for file in workspaces_dir.iterdir() if file.is_dir() + ] + # Let user chose an already existing workspace + st.selectbox( + "choose existing workspace", + options, + index=options.index(str(st.session_state.workspace.stem)), + on_change=change_workspace, + key="chosen-workspace", ) - st.query_params.workspace = st.session_state["chosen-workspace"] - - # Get all available workspaces as options - options = [ - file.name for file in workspaces_dir.iterdir() if file.is_dir() - ] - # Let user chose an already existing workspace - st.selectbox( - "choose existing workspace", - options, - index=options.index(str(st.session_state.workspace.stem)), - on_change=change_workspace, - key="chosen-workspace", - ) - # Create or Remove workspaces - create_remove = st.text_input("create/remove workspace", "") - path = Path(workspaces_dir, create_remove) - # Create new workspace - if st.button("**Create Workspace**"): - path.mkdir(parents=True, exist_ok=True) - st.session_state.workspace = path - st.query_params.workspace = create_remove - # Temporary as the query update takes a short amount of time - time.sleep(1) - st.rerun() - # Remove existing workspace and fall back to default - if st.button("⚠️ Delete Workspace"): - if path.exists(): - shutil.rmtree(path) - st.session_state.workspace = Path(workspaces_dir, "default") - st.query_params.workspace = "default" + # Create or Remove workspaces + create_remove = st.text_input("create/remove workspace", "") + path = Path(workspaces_dir, create_remove) + # Create new workspace + if st.button("**Create Workspace**"): + path.mkdir(parents=True, exist_ok=True) + st.session_state.workspace = path + st.query_params.workspace = create_remove + # Temporary as the query update takes a short amount of time + time.sleep(1) st.rerun() + # Remove existing workspace and fall back to default + if st.button("⚠️ Delete Workspace"): + if path.exists(): + shutil.rmtree(path) + st.session_state.workspace = Path(workspaces_dir, "default") + st.query_params.workspace = "default" + st.rerun() # All pages have settings, workflow indicator and logo with st.expander("⚙️ **Settings**"): From a1df75c581c7464e2e3dd187c3535f9e196c3ce4 Mon Sep 17 00:00:00 2001 From: chirag Date: Sat, 1 Mar 2025 01:34:49 +0530 Subject: [PATCH 025/138] Refactor workspace checks to simplify conditionals and improve readability --- src/common/common.py | 11 ++++++----- 1 file changed, 6 insertions(+), 5 deletions(-) diff --git a/src/common/common.py b/src/common/common.py index 763da722..d833b20a 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -43,7 +43,7 @@ def load_params(default: bool = False) -> dict[str, Any]: """ # Check if workspace is enabled. If not, load default parameters. - if not st.session_state.settings["is_workspace_enabled"] == True: + if not st.session_state.settings["is_workspace_enabled"]: default = True # Construct the path to the parameter file @@ -82,7 +82,7 @@ def save_params(params: dict[str, Any]) -> None: """ # Check if the workspace is enabled and if a 'params.json' file exists in the workspace directory - if not st.session_state.settings["is_workspace_enabled"] == True: + if not st.session_state.settings["is_workspace_enabled"]: return # Update the parameter dictionary with any modified parameters from the current session @@ -209,8 +209,8 @@ def page_setup(page: str = "") -> dict[str, Any]: os.chdir("../streamlit-template") # Define the directory where all workspaces will be stored workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) - # Check if workspace logic exist if it is keep existing logic or set the default workspace but without params - if st.session_state.settings["is_workspace_enabled"] == True: + # Check if workspace logic is enabled + if st.session_state.settings["is_workspace_enabled"]: if "workspace" in st.query_params: st.session_state.workspace = Path(workspaces_dir, st.query_params.workspace) elif st.session_state.location == "online": @@ -222,6 +222,7 @@ def page_setup(page: str = "") -> dict[str, Any]: st.query_params.workspace = "default" else: + # Use default workspace when workspace feature is disabled st.session_state.workspace = Path(workspaces_dir, "default") if st.session_state.location != "online": @@ -229,7 +230,7 @@ def page_setup(page: str = "") -> dict[str, Any]: st.session_state["controllo"] = True # If no workspace is specified and workspace feature is enabled, set default workspace and query param - if "workspace" not in st.query_params and st.session_state.settings["is_workspace_enabled"] == True: + if "workspace" not in st.query_params and st.session_state.settings["is_workspace_enabled"]: st.query_params.workspace = st.session_state.workspace.name # Make sure the necessary directories exist From 33aa04ce78d40cef1943b9371d77593c7838f34b Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Tue, 4 Mar 2025 08:43:41 +0530 Subject: [PATCH 026/138] Added installer as a release asset #139 --- .../build-windows-executable-app.yaml | 10 ++++++++ Dockerfile | 24 +++++++++++-------- Dockerfile_simple | 22 +++++++++-------- settings.json | 3 ++- 4 files changed, 38 insertions(+), 21 deletions(-) diff --git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index cebe29c2..1c131d72 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -4,6 +4,8 @@ on: branches: [ "main" ] pull_request: branches: [ "main" ] + release: + types: [created] workflow_dispatch: env: @@ -175,6 +177,14 @@ jobs: - name: Checkout uses: actions/checkout@v4 + - name: Set Version in settings.json + run: | + $VERSION="${{ github.event.release.tag_name }}" + $content = Get-Content -Raw settings.json | ConvertFrom-Json + $content.version = $VERSION + $content | ConvertTo-Json -Depth 100 | Set-Content settings.json + + - name: Download package as artifact uses: actions/download-artifact@v4 with: diff --git a/Dockerfile b/Dockerfile index 7ad5bd5b..60e6cec8 100644 --- a/Dockerfile +++ b/Dockerfile @@ -148,16 +148,20 @@ RUN chmod +x /app/entrypoint.sh # Patch Analytics RUN mamba run -n streamlit-env python hooks/hook-analytics.py -# Set Online Deployment -RUN jq '.online_deployment = true' settings.json > tmp.json && mv tmp.json settings.json - -# Download latest OpenMS App executable for Windows from Github actions workflow. -RUN if [ -n "$GH_TOKEN" ]; then \ - echo "GH_TOKEN is set, proceeding to download the release asset..."; \ - gh run download -R ${GITHUB_USER}/${GITHUB_REPO} $(gh run list -R ${GITHUB_USER}/${GITHUB_REPO} -b main -e push -s completed -w "Build executable for Windows" --json databaseId -q '.[0].databaseId') -n OpenMS-App --dir /app; \ - else \ - echo "GH_TOKEN is not set, skipping the release asset download."; \ - fi + +# Set Online Deployment and Version +RUN LATEST_RELEASE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ + jq --arg version "$LATEST_RELEASE" '.online_deployment = true | .version = $version' settings.json > tmp.json && mv tmp.json settings.json + + + +# Download latest OpenMS App installer from GitHub Releases +RUN LATEST_RELEASE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ + DOWNLOAD_URL=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | \ + jq -r '.assets[] | select(.name | endswith("OpenMS-App.zip")) | .browser_download_url') && \ + wget -O /app/OpenMS-App.zip $DOWNLOAD_URL && \ + unzip /app/OpenMS-App.zip -d /app/OpenMS-App && \ + rm /app/OpenMS-App.zip # Run app as container entrypoint. EXPOSE $PORT diff --git a/Dockerfile_simple b/Dockerfile_simple index f63ab258..d9e4e25d 100644 --- a/Dockerfile_simple +++ b/Dockerfile_simple @@ -94,16 +94,18 @@ RUN chmod +x /app/entrypoint.sh # Patch Analytics RUN mamba run -n streamlit-env python hooks/hook-analytics.py -# Set Online Deployment -RUN jq '.online_deployment = true' settings.json > tmp.json && mv tmp.json settings.json - -# Download latest OpenMS App executable for Windows from Github actions workflow. -RUN if [ -n "$GH_TOKEN" ]; then \ - echo "GH_TOKEN is set, proceeding to download the release asset..."; \ - gh run download -R ${GITHUB_USER}/${GITHUB_REPO} $(gh run list -R ${GITHUB_USER}/${GITHUB_REPO} -b main -e push -s completed -w "Build executable for Windows" --json databaseId -q '.[0].databaseId') -n OpenMS-App --dir /app; \ - else \ - echo "GH_TOKEN is not set, skipping the release asset download."; \ - fi +# Set Online Deployment and Version +RUN LATEST_RELEASE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ + jq --arg version "$LATEST_RELEASE" '.online_deployment = true | .version = $version' settings.json > tmp.json && mv tmp.json settings.json + + +# Download latest OpenMS App installer from GitHub Releases +RUN LATEST_RELEASE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ + DOWNLOAD_URL=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | \ + jq -r '.assets[] | select(.name | endswith("OpenMS-App.zip")) | .browser_download_url') && \ + wget -O /app/OpenMS-App.zip $DOWNLOAD_URL && \ + unzip /app/OpenMS-App.zip -d /app/OpenMS-App && \ + rm /app/OpenMS-App.zip # make sure that mamba environment is used SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] diff --git a/settings.json b/settings.json index a4748fca..30d3d5ce 100644 --- a/settings.json +++ b/settings.json @@ -12,5 +12,6 @@ "tag": "57690c44-d635-43b0-ab43-f8bd3064ca06" } }, - "online_deployment": false + "online_deployment": false, + "version": "0.0.0" } \ No newline at end of file From dc3d146a995dca661c2affea42623bb32c40996b Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Tue, 4 Mar 2025 08:58:59 +0530 Subject: [PATCH 027/138] docker files updated --- Dockerfile | 10 +++++++--- Dockerfile_simple | 10 +++++++--- 2 files changed, 14 insertions(+), 6 deletions(-) diff --git a/Dockerfile b/Dockerfile index 60e6cec8..8ddc2c57 100644 --- a/Dockerfile +++ b/Dockerfile @@ -156,9 +156,13 @@ RUN LATEST_RELEASE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHU # Download latest OpenMS App installer from GitHub Releases -RUN LATEST_RELEASE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ - DOWNLOAD_URL=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | \ - jq -r '.assets[] | select(.name | endswith("OpenMS-App.zip")) | .browser_download_url') && \ +RUN LATEST_RELEASE=$([ -f /etc/environment ] && source /etc/environment && echo $LATEST_RELEASE || curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ + RESPONSE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest) && \ + DOWNLOAD_URL=$(echo $RESPONSE | jq -r '.assets[] | select(.name | endswith("OpenMS-App.zip")) | .browser_download_url') && \ + if [ -z "$DOWNLOAD_URL" ]; then \ + echo "Error: Could not find OpenMS-App.zip in the latest release assets" && \ + exit 1; \ + fi && \ wget -O /app/OpenMS-App.zip $DOWNLOAD_URL && \ unzip /app/OpenMS-App.zip -d /app/OpenMS-App && \ rm /app/OpenMS-App.zip diff --git a/Dockerfile_simple b/Dockerfile_simple index d9e4e25d..cc5c92b0 100644 --- a/Dockerfile_simple +++ b/Dockerfile_simple @@ -100,9 +100,13 @@ RUN LATEST_RELEASE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHU # Download latest OpenMS App installer from GitHub Releases -RUN LATEST_RELEASE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ - DOWNLOAD_URL=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | \ - jq -r '.assets[] | select(.name | endswith("OpenMS-App.zip")) | .browser_download_url') && \ +RUN LATEST_RELEASE=$([ -f /etc/environment ] && source /etc/environment && echo $LATEST_RELEASE || curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ + RESPONSE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest) && \ + DOWNLOAD_URL=$(echo $RESPONSE | jq -r '.assets[] | select(.name | endswith("OpenMS-App.zip")) | .browser_download_url') && \ + if [ -z "$DOWNLOAD_URL" ]; then \ + echo "Error: Could not find OpenMS-App.zip in the latest release assets" && \ + exit 1; \ + fi && \ wget -O /app/OpenMS-App.zip $DOWNLOAD_URL && \ unzip /app/OpenMS-App.zip -d /app/OpenMS-App && \ rm /app/OpenMS-App.zip From 3535efd34bee199386f6d2328766187e5d11064e Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Tue, 4 Mar 2025 12:04:11 +0530 Subject: [PATCH 028/138] Adding open ms installation via conda --- .github/workflows/ci.yml | 7 +++++++ 1 file changed, 7 insertions(+) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 373f57eb..4d13ec44 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -17,6 +17,13 @@ jobs: uses: actions/setup-python@v5 with: python-version: ${{ matrix.python-version }} + - name: Install OpenMS + run: | + conda create -n openms python=3.10 + conda config --add channels defaults + conda config --add channels bioconda + conda config --add channels conda-forge + conda install openms - name: Install dependencies run: | python -m pip install --upgrade pip From 7e5fbb268ab476fe2ff91061bfd66e6d1f0f9fd3 Mon Sep 17 00:00:00 2001 From: chirag Date: Tue, 4 Mar 2025 16:16:27 +0530 Subject: [PATCH 029/138] Rename workspace setting key to "enable_workspaces" --- settings.json | 2 +- src/common/common.py | 10 +++++----- 2 files changed, 6 insertions(+), 6 deletions(-) diff --git a/settings.json b/settings.json index 819f951e..ab765c58 100644 --- a/settings.json +++ b/settings.json @@ -13,5 +13,5 @@ } }, "online_deployment": false, - "is_workspace_enabled": true + "enable_workspaces": true } \ No newline at end of file diff --git a/src/common/common.py b/src/common/common.py index d833b20a..1d0a32cb 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -43,7 +43,7 @@ def load_params(default: bool = False) -> dict[str, Any]: """ # Check if workspace is enabled. If not, load default parameters. - if not st.session_state.settings["is_workspace_enabled"]: + if not st.session_state.settings["enable_workspaces"]: default = True # Construct the path to the parameter file @@ -82,7 +82,7 @@ def save_params(params: dict[str, Any]) -> None: """ # Check if the workspace is enabled and if a 'params.json' file exists in the workspace directory - if not st.session_state.settings["is_workspace_enabled"]: + if not st.session_state.settings["enable_workspaces"]: return # Update the parameter dictionary with any modified parameters from the current session @@ -210,7 +210,7 @@ def page_setup(page: str = "") -> dict[str, Any]: # Define the directory where all workspaces will be stored workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) # Check if workspace logic is enabled - if st.session_state.settings["is_workspace_enabled"]: + if st.session_state.settings["enable_workspaces"]: if "workspace" in st.query_params: st.session_state.workspace = Path(workspaces_dir, st.query_params.workspace) elif st.session_state.location == "online": @@ -230,7 +230,7 @@ def page_setup(page: str = "") -> dict[str, Any]: st.session_state["controllo"] = True # If no workspace is specified and workspace feature is enabled, set default workspace and query param - if "workspace" not in st.query_params and st.session_state.settings["is_workspace_enabled"]: + if "workspace" not in st.query_params and st.session_state.settings["enable_workspaces"]: st.query_params.workspace = st.session_state.workspace.name # Make sure the necessary directories exist @@ -266,7 +266,7 @@ def render_sidebar(page: str = "") -> None: with st.sidebar: # The main page has workspace switcher # Display workspace switcher if workspace is enabled in local mode - if st.session_state.settings["is_workspace_enabled"]: + if st.session_state.settings["enable_workspaces"]: with st.expander("🖥️ **Workspaces**"): # Define workspaces directory outside of repository workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) From 431c6e90bdbda8e727d36f3b91c45a9077db86a1 Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Tue, 4 Mar 2025 08:32:44 -0500 Subject: [PATCH 030/138] fix pyopenms_viz version as pyopenms_viz has been updated, fix the version to ensure tests work. --- requirements.txt | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/requirements.txt b/requirements.txt index c401482d..de3f14ec 100644 --- a/requirements.txt +++ b/requirements.txt @@ -6,5 +6,5 @@ pyopenms==3.2.0 numpy==1.26.4 # pandas and numpy are dependencies of pyopenms, however, pyopenms needs numpy<=1.26.4 plotly==5.22.0 captcha==0.5.0 -pyopenms_viz>=0.1.2 -streamlit-js-eval \ No newline at end of file +pyopenms_viz==0.1.2 +streamlit-js-eval From d8e94cd4a548fcb2175dcea1135397e357b590ba Mon Sep 17 00:00:00 2001 From: Achal Bajpai <111895109+achalbajpai@users.noreply.github.com> Date: Tue, 4 Mar 2025 20:39:25 +0530 Subject: [PATCH 031/138] Update pyopenms_viz to 1.0.0 and fix breaking changes --- environment.yml | 26 +++++++++++++------------- requirements.txt | 2 +- src/view.py | 21 ++++++++++++--------- 3 files changed, 26 insertions(+), 23 deletions(-) diff --git a/environment.yml b/environment.yml index b85a19f8..24bed7a9 100644 --- a/environment.yml +++ b/environment.yml @@ -1,17 +1,17 @@ ###### TODO: how use exact version specifiers for all packages ###### name: streamlit-env channels: -- conda-forge + - conda-forge dependencies: -- python==3.11 -- plotly==5.22.0 -- pip==24.0 -- numpy==1.26.4 # pandas and numpy are dependencies of pyopenms, however, pyopenms needs numpy<=1.26.4 -- mono==6.12.0.90 -- pip: - # dependencies only available through pip - # streamlit dependencies - - streamlit>=1.38.0 - - captcha==0.5.0 - - pyopenms_viz>=0.1.2 - - streamlit-js-eval + - python==3.11 + - plotly==5.22.0 + - pip==24.0 + - numpy==1.26.4 # pandas and numpy are dependencies of pyopenms, however, pyopenms needs numpy<=1.26.4 + - mono==6.12.0.90 + - pip: + # dependencies only available through pip + # streamlit dependencies + - streamlit>=1.38.0 + - captcha==0.5.0 + - pyopenms_viz==1.0.0 + - streamlit-js-eval diff --git a/requirements.txt b/requirements.txt index de3f14ec..471436f2 100644 --- a/requirements.txt +++ b/requirements.txt @@ -6,5 +6,5 @@ pyopenms==3.2.0 numpy==1.26.4 # pandas and numpy are dependencies of pyopenms, however, pyopenms needs numpy<=1.26.4 plotly==5.22.0 captcha==0.5.0 -pyopenms_viz==0.1.2 +pyopenms_viz==1.0.0 streamlit-js-eval diff --git a/src/view.py b/src/view.py index df183c9b..9c90f7e6 100644 --- a/src/view.py +++ b/src/view.py @@ -75,13 +75,13 @@ def plot_bpc_tic() -> go.Figure: fig = df.plot( backend="ms_plotly", kind="chromatogram", - fig=fig, x="RT", y="inty", by="type", - line_color="#f24c5c", + color="#f24c5c", show_plot=False, grid=False, + aggregate_duplicates=True, ) if st.session_state.view_bpc: df = st.session_state.view_ms1.groupby("RT").max().reset_index() @@ -91,13 +91,13 @@ def plot_bpc_tic() -> go.Figure: fig = df.plot( backend="ms_plotly", kind="chromatogram", - fig=fig, x="RT", y="inty", by="type", - line_color="#2d3a9d", + color="#2d3a9d", show_plot=False, grid=False, + aggregate_duplicates=True, ) if st.session_state.view_eic: df = st.session_state.view_ms1 @@ -111,21 +111,21 @@ def plot_bpc_tic() -> go.Figure: df_eic = df[ (df["mz"] >= target_value - tolerance) & (df["mz"] <= target_value + tolerance) - ] + ].copy() if not df_eic.empty: - df_eic["type"] = "XIC" + df_eic.loc[:, "type"] = "XIC" if df_eic["inty"].max() > max_int: max_int = df_eic["inty"].max() fig = df_eic.plot( backend="ms_plotly", kind="chromatogram", - fig=fig, x="RT", y="inty", by="type", - line_color="#f6bf26", + color="#f6bf26", show_plot=False, grid=False, + aggregate_duplicates=True, ) except ValueError: st.error("Invalid m/z value for XIC provided. Please enter a valid number.") @@ -149,12 +149,13 @@ def plot_ms_spectrum(df, title, bin_peaks, num_x_bins): backend="ms_plotly", x="mz", y="intensity", - line_color="#2d3a9d", + color="#2d3a9d", title=title, show_plot=False, grid=False, bin_peaks=bin_peaks, num_x_bins=num_x_bins, + aggregate_duplicates=True, ) fig.update_layout( template="plotly_white", dragmode="select", plot_bgcolor="rgb(255,255,255)" @@ -183,6 +184,7 @@ def view_peak_map(): show_plot=False, bin_peaks=True, backend="ms_plotly", + aggregate_duplicates=True, ) peak_map.update_layout(template="simple_white", dragmode="select") c1, c2 = st.columns(2) @@ -212,6 +214,7 @@ def view_peak_map(): num_x_bins=st.session_state.spectrum_num_bins, height=650, width=900, + aggregate_duplicates=True, ) st.plotly_chart(peak_map_3D, use_container_width=True) From 19f131c286df91236586be377c4a6592b69d9a40 Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Tue, 4 Mar 2025 20:39:57 +0530 Subject: [PATCH 032/138] remove python setup and replace with conda --- .github/workflows/ci.yml | 9 +++------ 1 file changed, 3 insertions(+), 6 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 4d13ec44..a8ba0a36 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -12,18 +12,15 @@ jobs: python-version: ["3.11"] steps: - uses: actions/checkout@v4 + - uses: conda-incubator/setup-miniconda@v3 - - name: Set up Python ${{ matrix.python-version }} - uses: actions/setup-python@v5 - with: - python-version: ${{ matrix.python-version }} - name: Install OpenMS run: | - conda create -n openms python=3.10 + conda create -n openms python=${{ matrix.python-version }} -y conda config --add channels defaults conda config --add channels bioconda conda config --add channels conda-forge - conda install openms + conda install openms openms -y - name: Install dependencies run: | python -m pip install --upgrade pip From fa5b56300365a43278caf4d3694060984253101e Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Tue, 4 Mar 2025 20:45:51 +0530 Subject: [PATCH 033/138] activate conda env --- .github/workflows/ci.yml | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index a8ba0a36..721dc9a9 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -20,7 +20,8 @@ jobs: conda config --add channels defaults conda config --add channels bioconda conda config --add channels conda-forge - conda install openms openms -y + conda install openms -y + conda activate openms - name: Install dependencies run: | python -m pip install --upgrade pip @@ -28,4 +29,4 @@ jobs: pip install pytest - name: Test run: | - python -m pytest test_gui.py + python -m pytest test_gui.py From db305488636fd7e622ed850fc33b5b7eaca64213 Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Tue, 4 Mar 2025 20:55:37 +0530 Subject: [PATCH 034/138] fix installation --- .github/workflows/ci.yml | 9 ++++----- 1 file changed, 4 insertions(+), 5 deletions(-) diff --git a/.github/workflows/ci.yml b/.github/workflows/ci.yml index 721dc9a9..6ef9bde9 100644 --- a/.github/workflows/ci.yml +++ b/.github/workflows/ci.yml @@ -13,15 +13,14 @@ jobs: steps: - uses: actions/checkout@v4 - uses: conda-incubator/setup-miniconda@v3 + with: + activate-environment: openms + python-version: ${{ matrix.python-version }} + channels: defaults,bioconda,conda-forge - name: Install OpenMS run: | - conda create -n openms python=${{ matrix.python-version }} -y - conda config --add channels defaults - conda config --add channels bioconda - conda config --add channels conda-forge conda install openms -y - conda activate openms - name: Install dependencies run: | python -m pip install --upgrade pip From ca182a00c89e6866b27688fe992b2e5b9e14bc25 Mon Sep 17 00:00:00 2001 From: Joshua Charkow Date: Tue, 4 Mar 2025 11:25:49 -0500 Subject: [PATCH 035/138] fix pyopenms version attempt to get tests to pass --- requirements.txt | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/requirements.txt b/requirements.txt index de3f14ec..1acc15c7 100644 --- a/requirements.txt +++ b/requirements.txt @@ -6,5 +6,5 @@ pyopenms==3.2.0 numpy==1.26.4 # pandas and numpy are dependencies of pyopenms, however, pyopenms needs numpy<=1.26.4 plotly==5.22.0 captcha==0.5.0 -pyopenms_viz==0.1.2 +pyopenms_viz==0.1.5 streamlit-js-eval From 7771337e9feb1b77fac6aae8c5c4a1c74889e9d3 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Wed, 5 Mar 2025 01:10:14 +0530 Subject: [PATCH 036/138] add installer to release docker files updated --- Dockerfile | 29 ++++++++++++----------------- Dockerfile_simple | 27 ++++++++++++--------------- 2 files changed, 24 insertions(+), 32 deletions(-) diff --git a/Dockerfile b/Dockerfile index 8ddc2c57..e5a237b9 100644 --- a/Dockerfile +++ b/Dockerfile @@ -148,24 +148,19 @@ RUN chmod +x /app/entrypoint.sh # Patch Analytics RUN mamba run -n streamlit-env python hooks/hook-analytics.py +# Set Online Deployment +RUN jq '.online_deployment = true' settings.json > tmp.json && mv tmp.json settings.json + +# Download latest OpenMS App executable for Windows from GitHub Releases +RUN if [ -n "$GH_TOKEN" ]; then \ + echo "GH_TOKEN is set, proceeding to download the release asset..."; \ + gh release download -R ${GITHUB_USER}/${GITHUB_REPO} -p "OpenMS-App.zip" -D /app; \ + unzip /app/OpenMS-App.zip -d /app/OpenMS-App && \ + rm /app/OpenMS-App.zip; \ + else \ + echo "GH_TOKEN is not set, skipping the release asset download."; \ + fi -# Set Online Deployment and Version -RUN LATEST_RELEASE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ - jq --arg version "$LATEST_RELEASE" '.online_deployment = true | .version = $version' settings.json > tmp.json && mv tmp.json settings.json - - - -# Download latest OpenMS App installer from GitHub Releases -RUN LATEST_RELEASE=$([ -f /etc/environment ] && source /etc/environment && echo $LATEST_RELEASE || curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ - RESPONSE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest) && \ - DOWNLOAD_URL=$(echo $RESPONSE | jq -r '.assets[] | select(.name | endswith("OpenMS-App.zip")) | .browser_download_url') && \ - if [ -z "$DOWNLOAD_URL" ]; then \ - echo "Error: Could not find OpenMS-App.zip in the latest release assets" && \ - exit 1; \ - fi && \ - wget -O /app/OpenMS-App.zip $DOWNLOAD_URL && \ - unzip /app/OpenMS-App.zip -d /app/OpenMS-App && \ - rm /app/OpenMS-App.zip # Run app as container entrypoint. EXPOSE $PORT diff --git a/Dockerfile_simple b/Dockerfile_simple index cc5c92b0..c23fe1e4 100644 --- a/Dockerfile_simple +++ b/Dockerfile_simple @@ -95,21 +95,18 @@ RUN chmod +x /app/entrypoint.sh RUN mamba run -n streamlit-env python hooks/hook-analytics.py # Set Online Deployment and Version -RUN LATEST_RELEASE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ - jq --arg version "$LATEST_RELEASE" '.online_deployment = true | .version = $version' settings.json > tmp.json && mv tmp.json settings.json - - -# Download latest OpenMS App installer from GitHub Releases -RUN LATEST_RELEASE=$([ -f /etc/environment ] && source /etc/environment && echo $LATEST_RELEASE || curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest | jq -r '.tag_name') && \ - RESPONSE=$(curl -s https://api.github.com/repos/${GITHUB_USER}/${GITHUB_REPO}/releases/latest) && \ - DOWNLOAD_URL=$(echo $RESPONSE | jq -r '.assets[] | select(.name | endswith("OpenMS-App.zip")) | .browser_download_url') && \ - if [ -z "$DOWNLOAD_URL" ]; then \ - echo "Error: Could not find OpenMS-App.zip in the latest release assets" && \ - exit 1; \ - fi && \ - wget -O /app/OpenMS-App.zip $DOWNLOAD_URL && \ - unzip /app/OpenMS-App.zip -d /app/OpenMS-App && \ - rm /app/OpenMS-App.zip +RUN jq '.online_deployment = true' settings.json > tmp.json && mv tmp.json settings.json + +# Download latest OpenMS App executable for Windows from GitHub Releases +RUN if [ -n "$GH_TOKEN" ]; then \ + echo "GH_TOKEN is set, proceeding to download the release asset..."; \ + gh release download -R ${GITHUB_USER}/${GITHUB_REPO} -p "OpenMS-App.zip" -D /app; \ + unzip /app/OpenMS-App.zip -d /app/OpenMS-App && \ + rm /app/OpenMS-App.zip; \ + else \ + echo "GH_TOKEN is not set, skipping the release asset download."; \ + fi + # make sure that mamba environment is used SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] From 76b5d2d0c90d94bbc6f86e50ff686a77a1668301 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Wed, 5 Mar 2025 01:13:51 +0530 Subject: [PATCH 037/138] add installer to release docker files updation --- Dockerfile_simple | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Dockerfile_simple b/Dockerfile_simple index c23fe1e4..5f2a4e20 100644 --- a/Dockerfile_simple +++ b/Dockerfile_simple @@ -94,7 +94,7 @@ RUN chmod +x /app/entrypoint.sh # Patch Analytics RUN mamba run -n streamlit-env python hooks/hook-analytics.py -# Set Online Deployment and Version +# Set Online Deployment RUN jq '.online_deployment = true' settings.json > tmp.json && mv tmp.json settings.json # Download latest OpenMS App executable for Windows from GitHub Releases From 9f370f6b9a6aa36f7dab3c019ca4fce8c4c3e098 Mon Sep 17 00:00:00 2001 From: Sakthi Ragavan Date: Wed, 5 Mar 2025 06:00:02 +0530 Subject: [PATCH 038/138] Update app name and version display from settings --Updated app.py to display the app name from settings.json. --Updated common.py to display the version in the web UI from settings.py. --- app.py | 7 ++++++- settings.json | 1 + src/common/common.py | 17 +++++++++++++++++ 3 files changed, 24 insertions(+), 1 deletion(-) diff --git a/app.py b/app.py index 2f863cde..3383aa47 100644 --- a/app.py +++ b/app.py @@ -1,11 +1,16 @@ import streamlit as st from pathlib import Path +import json # For some reason the windows version only works if this is imported here import pyopenms +if "settings" not in st.session_state: + with open("settings.json", "r") as f: + st.session_state.settings = json.load(f) + if __name__ == '__main__': pages = { - "OpenMS Web App" : [ + f"{st.session_state.settings["app-name"]}" : [ st.Page(Path("content", "quickstart.py"), title="Quickstart", icon="👋"), st.Page(Path("content", "documentation.py"), title="Documentation", icon="📖"), ], diff --git a/settings.json b/settings.json index 60defd31..c1ca1b5d 100644 --- a/settings.json +++ b/settings.json @@ -1,6 +1,7 @@ { "app-name": "OpenMS WebApp Template", "github-user": "OpenMS", + "version": "1.0.2", "repository-name": "streamlit-template", "analytics": { "google-analytics": { diff --git a/src/common/common.py b/src/common/common.py index 42b181b1..fe259a9b 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -322,6 +322,23 @@ def change_workspace(): ) else: st.session_state["spectrum_num_bins"] = 50 + + # Display OpenMS WebApp Template Version from settings.json + with st.container(): + st.markdown( + """ + + """, + unsafe_allow_html=True + ) + version_info = st.session_state.settings["version"] + st.markdown(f'
OpenMS WebApp: V{version_info}
', unsafe_allow_html=True) return params From c00fa41a559dcc245c32f1b36c2d1838332a5d60 Mon Sep 17 00:00:00 2001 From: Sakthi Ragavan Date: Wed, 5 Mar 2025 20:24:52 +0530 Subject: [PATCH 039/138] Updated the f string with str() function to display the app name --- app.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/app.py b/app.py index 3383aa47..4952a8c8 100644 --- a/app.py +++ b/app.py @@ -10,7 +10,7 @@ if __name__ == '__main__': pages = { - f"{st.session_state.settings["app-name"]}" : [ + str(st.session_state.settings["app-name"]) : [ st.Page(Path("content", "quickstart.py"), title="Quickstart", icon="👋"), st.Page(Path("content", "documentation.py"), title="Documentation", icon="📖"), ], From 49fa2d0097fb849adf4d18a2219b618c7d11f5be Mon Sep 17 00:00:00 2001 From: Sakthi Ragavan Date: Wed, 5 Mar 2025 22:08:09 +0530 Subject: [PATCH 040/138] Center text in the UI to display version . Implemented text centering for improved visual presentation within the designated version. --- src/common/common.py | 8 ++++++-- 1 file changed, 6 insertions(+), 2 deletions(-) diff --git a/src/common/common.py b/src/common/common.py index fe259a9b..5bec727a 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -331,14 +331,18 @@ def change_workspace(): .version-box { border: 1px solid #a4a5ad; padding: 10px; - border-radius: 0.5rem; + border-radius: 0.5rem; + text-align: center; + display: flex; + justify-content: center; + align-items: center; } """, unsafe_allow_html=True ) version_info = st.session_state.settings["version"] - st.markdown(f'
OpenMS WebApp: V{version_info}
', unsafe_allow_html=True) + st.markdown(f'
OpenMS WebApp: V{version_info}
', unsafe_allow_html=True) return params From 5c17a4b131a19e0a8740be3e16b20eeea7dd157a Mon Sep 17 00:00:00 2001 From: ChandraDevs1 Date: Thu, 6 Mar 2025 00:58:57 +0530 Subject: [PATCH 041/138] Configure_maximum_file_upload_size --- settings.json | 1 + 1 file changed, 1 insertion(+) diff --git a/settings.json b/settings.json index ced34071..8010ed35 100644 --- a/settings.json +++ b/settings.json @@ -2,6 +2,7 @@ "app-name": "OpenMS WebApp Template", "github-user": "OpenMS", "repository-name": "streamlit-template", + "maximum_file_upload_size": 200, "analytics": { "google-analytics": { "enabled": false, From 9495ee2c19630ebb3163cfb90b2792eb543f8c1a Mon Sep 17 00:00:00 2001 From: ChandraDevs1 Date: Thu, 6 Mar 2025 01:00:48 +0530 Subject: [PATCH 042/138] Add configurable file upload size via settings.json and CLI --- run_app.py | 32 +++++++++++++++++++++++++++----- 1 file changed, 27 insertions(+), 5 deletions(-) diff --git a/run_app.py b/run_app.py index b736b1bb..47146160 100644 --- a/run_app.py +++ b/run_app.py @@ -1,7 +1,29 @@ -from streamlit.web import cli +import argparse +import json +import subprocess + +# Default upload size (MB) if settings.json is missing/invalid +DEFAULT_MAX_SIZE = 200 + +def get_upload_limit(): + """Read max upload size from settings.json or use default.""" + try: + with open("settings.json") as f: + return json.load(f).get("maximum_file_upload_size", DEFAULT_MAX_SIZE) + except (FileNotFoundError, json.JSONDecodeError): + return DEFAULT_MAX_SIZE if __name__ == "__main__": - cli._main_run_clExplicit( - file="app.py", command_line="streamlit run" - ) - # we will create this function inside our streamlit framework + # Parse command-line arguments + parser = argparse.ArgumentParser() + parser.add_argument('--max-upload', type=int, help='Override upload size (MB)') + args, unknown = parser.parse_known_args() + + # Priority: Command-line > settings.json > default + size = args.max_upload or get_upload_limit() + + # Run Streamlit with the configured upload size + subprocess.run([ + "streamlit", "run", "app.py", + "--server.maxUploadSize", str(size) + ] + unknown) # Pass through additional arguments \ No newline at end of file From e91f7c7ac2830d1a8b3fe23a0bbc070f2e3ff62a Mon Sep 17 00:00:00 2001 From: Chandra Pratap Shah <151423552+ChandraDevs1@users.noreply.github.com> Date: Thu, 6 Mar 2025 02:10:30 +0530 Subject: [PATCH 043/138] Validate upload size is positive --- run_app.py | 11 ++++++++++- 1 file changed, 10 insertions(+), 1 deletion(-) diff --git a/run_app.py b/run_app.py index 47146160..e0440cbf 100644 --- a/run_app.py +++ b/run_app.py @@ -1,6 +1,10 @@ import argparse import json import subprocess +import logging + +# Configure logging +logging.basicConfig(level=logging.WARNING) # Default upload size (MB) if settings.json is missing/invalid DEFAULT_MAX_SIZE = 200 @@ -21,9 +25,14 @@ def get_upload_limit(): # Priority: Command-line > settings.json > default size = args.max_upload or get_upload_limit() + + # Validate upload size is positive + if size <= 0: + logging.warning(f"Invalid upload size {size}MB. Using default of {DEFAULT_MAX_SIZE}MB.") + size = DEFAULT_MAX_SIZE # Run Streamlit with the configured upload size subprocess.run([ "streamlit", "run", "app.py", "--server.maxUploadSize", str(size) - ] + unknown) # Pass through additional arguments \ No newline at end of file + ] + unknown) # Pass through additional arguments From f6c383b4372495216cf2e4a6b850de7f3740d374 Mon Sep 17 00:00:00 2001 From: ChandraDevs1 Date: Thu, 6 Mar 2025 12:09:10 +0530 Subject: [PATCH 044/138] added maxUploadSize-value --- .streamlit/config.toml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/.streamlit/config.toml b/.streamlit/config.toml index be4a49e5..e4f1a375 100644 --- a/.streamlit/config.toml +++ b/.streamlit/config.toml @@ -2,10 +2,10 @@ developmentMode = false [server] +maxUploadSize = 200 #MB port = 8501 # should be same as configured in deployment repo [theme] - # The preset Streamlit theme that your custom theme inherits from. One of "light" or "dark". # base = From 01854e09afa02861180141dda92e5e6e188aaab5 Mon Sep 17 00:00:00 2001 From: ChandraDevs1 Date: Thu, 6 Mar 2025 12:10:54 +0530 Subject: [PATCH 045/138] Add script to run Streamlit app with logging and error handling --- run_app.py | 47 ++++++++++++++++++++++------------------------- 1 file changed, 22 insertions(+), 25 deletions(-) diff --git a/run_app.py b/run_app.py index 47146160..e332d86a 100644 --- a/run_app.py +++ b/run_app.py @@ -1,29 +1,26 @@ -import argparse -import json import subprocess +import sys +from streamlit.logger import get_logger -# Default upload size (MB) if settings.json is missing/invalid -DEFAULT_MAX_SIZE = 200 - -def get_upload_limit(): - """Read max upload size from settings.json or use default.""" - try: - with open("settings.json") as f: - return json.load(f).get("maximum_file_upload_size", DEFAULT_MAX_SIZE) - except (FileNotFoundError, json.JSONDecodeError): - return DEFAULT_MAX_SIZE +# Initialize a logger for this module +logger = get_logger(__name__) if __name__ == "__main__": - # Parse command-line arguments - parser = argparse.ArgumentParser() - parser.add_argument('--max-upload', type=int, help='Override upload size (MB)') - args, unknown = parser.parse_known_args() - - # Priority: Command-line > settings.json > default - size = args.max_upload or get_upload_limit() - - # Run Streamlit with the configured upload size - subprocess.run([ - "streamlit", "run", "app.py", - "--server.maxUploadSize", str(size) - ] + unknown) # Pass through additional arguments \ No newline at end of file + try: + # Construct the command to run the Streamlit app, including any additional command-line arguments + cmd = ["streamlit", "run", "app.py"] + sys.argv[1:] + + # Log the constructed command at the debug level + logger.debug(f"Running command: {' '.join(cmd)}") + + # Execute the command and check for errors + subprocess.run(cmd, check=True) + + except subprocess.CalledProcessError as e: + # Log an error message if the Streamlit command fails + logger.error(f"Streamlit failed to run (error code {e.returncode})") + sys.exit(1) + except Exception as e: + # Log any unexpected errors that occur during execution + logger.error(f"Unexpected error: {str(e)}") + sys.exit(1) \ No newline at end of file From 6161dbcf1486602a4b5568a26d8e9af41d6a0594 Mon Sep 17 00:00:00 2001 From: ChandraDevs1 Date: Thu, 6 Mar 2025 12:13:35 +0530 Subject: [PATCH 046/138] implementated all the comments --- .streamlit/config.toml | 2 +- settings.json | 1 - 2 files changed, 1 insertion(+), 2 deletions(-) diff --git a/.streamlit/config.toml b/.streamlit/config.toml index e4f1a375..244d8229 100644 --- a/.streamlit/config.toml +++ b/.streamlit/config.toml @@ -2,7 +2,7 @@ developmentMode = false [server] -maxUploadSize = 200 #MB +maxUploadSize = 5000 #5GB port = 8501 # should be same as configured in deployment repo [theme] diff --git a/settings.json b/settings.json index 8010ed35..ced34071 100644 --- a/settings.json +++ b/settings.json @@ -2,7 +2,6 @@ "app-name": "OpenMS WebApp Template", "github-user": "OpenMS", "repository-name": "streamlit-template", - "maximum_file_upload_size": 200, "analytics": { "google-analytics": { "enabled": false, From e80292d57904fa7a291879d4c918bbe1bbd637d8 Mon Sep 17 00:00:00 2001 From: Chandra Pratap Shah <151423552+ChandraDevs1@users.noreply.github.com> Date: Thu, 6 Mar 2025 12:44:52 +0530 Subject: [PATCH 047/138] Update config.toml --- .streamlit/config.toml | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/.streamlit/config.toml b/.streamlit/config.toml index 244d8229..07d80016 100644 --- a/.streamlit/config.toml +++ b/.streamlit/config.toml @@ -2,7 +2,7 @@ developmentMode = false [server] -maxUploadSize = 5000 #5GB +maxUploadSize = 500 #MB port = 8501 # should be same as configured in deployment repo [theme] @@ -22,4 +22,4 @@ primaryColor = "#29379b" # textColor = # Font family for all text in the app, except code blocks. One of "sans serif", "serif", or "monospace". -# font = \ No newline at end of file +# font = From 6b12493f1c3ca280c1a989b930c6e60dae297f9b Mon Sep 17 00:00:00 2001 From: Sakthi Ragavan Date: Thu, 6 Mar 2025 14:21:09 +0530 Subject: [PATCH 048/138] updated the version display style as mentioned. {App name from settings.json} Version {Version number from settings.json} --- src/common/common.py | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/src/common/common.py b/src/common/common.py index 5bec727a..b6cc319d 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -341,8 +341,9 @@ def change_workspace(): """, unsafe_allow_html=True ) - version_info = st.session_state.settings["version"] - st.markdown(f'
OpenMS WebApp: V{version_info}
', unsafe_allow_html=True) + version_info = st.session_state.settings["version"] + app_name = st.session_state.settings["app-name"] + st.markdown(f'
{app_name}
Version: V{version_info}
', unsafe_allow_html=True) return params From 21c82ff0ea8c5f40f1f47ef21f5086243afa024b Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Thu, 6 Mar 2025 12:32:36 +0100 Subject: [PATCH 049/138] remove V from version box --- src/common/common.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/common/common.py b/src/common/common.py index b6cc319d..94154587 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -343,7 +343,7 @@ def change_workspace(): ) version_info = st.session_state.settings["version"] app_name = st.session_state.settings["app-name"] - st.markdown(f'
{app_name}
Version: V{version_info}
', unsafe_allow_html=True) + st.markdown(f'
{app_name}
Version: {version_info}
', unsafe_allow_html=True) return params From 7933bc9701ac51b15abb314f8c9ae4d2e4e5d400 Mon Sep 17 00:00:00 2001 From: Chandra Pratap Shah <151423552+ChandraDevs1@users.noreply.github.com> Date: Thu, 6 Mar 2025 18:26:37 +0530 Subject: [PATCH 050/138] maxUploadSize updated --- .streamlit/config.toml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/.streamlit/config.toml b/.streamlit/config.toml index 07d80016..4af054f4 100644 --- a/.streamlit/config.toml +++ b/.streamlit/config.toml @@ -2,7 +2,7 @@ developmentMode = false [server] -maxUploadSize = 500 #MB +maxUploadSize = 200 #MB port = 8501 # should be same as configured in deployment repo [theme] From 397e361d193a178a30e1c8c35be5170ee0ad4398 Mon Sep 17 00:00:00 2001 From: chirag Date: Thu, 6 Mar 2025 23:33:34 +0530 Subject: [PATCH 051/138] Add workspaces directory configuration to settings and update workspace path logic --- settings.json | 3 ++- src/common/common.py | 10 ++++++++-- 2 files changed, 10 insertions(+), 3 deletions(-) diff --git a/settings.json b/settings.json index ced34071..0b18464b 100644 --- a/settings.json +++ b/settings.json @@ -14,5 +14,6 @@ }, "online_deployment": false, "enable_workspaces": true, - "test": true + "test": true, + "workspaces_dir": false } \ No newline at end of file diff --git a/src/common/common.py b/src/common/common.py index 8269f937..fd33626b 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -208,7 +208,10 @@ def page_setup(page: str = "") -> dict[str, Any]: if "windows" in sys.argv: os.chdir("../streamlit-template") # Define the directory where all workspaces will be stored - workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) + if st.session_state.settings["workspaces_dir"] and st.session_state.location == "local": + workspaces_dir = Path(st.session_state.settings["workspaces_dir"]) + else: + workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) # Check if workspace logic is enabled if st.session_state.settings["enable_workspaces"]: if "workspace" in st.query_params: @@ -280,7 +283,10 @@ def render_sidebar(page: str = "") -> None: if st.session_state.settings["enable_workspaces"]: with st.expander("🖥️ **Workspaces**"): # Define workspaces directory outside of repository - workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) + if st.session_state.settings["workspaces_dir"] and st.session_state.location == "local": + workspaces_dir = Path(st.session_state.settings["workspaces_dir"]) + else: + workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) # Online: show current workspace name in info text and option to change to other existing workspace if st.session_state.location == "local": # Define callback function to change workspace From f3cd0d82ab1051821bbb7f81357ffbff4678c39c Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Fri, 7 Mar 2025 00:22:50 +0530 Subject: [PATCH 052/138] updated files for adding installer to release --- .../build-windows-executable-app-with-pyinstaller.yaml | 8 ++++++++ .github/workflows/build-windows-executable-app.yaml | 8 ++++++++ Dockerfile | 4 +--- Dockerfile_simple | 5 +---- 4 files changed, 18 insertions(+), 7 deletions(-) diff --git a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml index 42646e82..20c8ddb5 100644 --- a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml +++ b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml @@ -270,3 +270,11 @@ jobs: with: name: OpenMS-App path: dist + + - name: Upload Artifact as Release Asset + if: github.event_name == 'release' + uses: softprops/action-gh-release@v1 + with: + files: OpenMS-App.zip + env: + GITHUB_TOKEN: ${{ secrets.GITHUB_TOKEN }} \ No newline at end of file diff --git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index 1c131d72..2b5181c2 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -418,3 +418,11 @@ jobs: name: OpenMS-App path: | OpenMS-App.zip + + - name: Upload Artifact as Release Asset + if: github.event_name == 'release' + uses: softprops/action-gh-release@v1 + with: + files: OpenMS-App.zip + env: + GITHUB_TOKEN: ${{ secrets.GITHUB_TOKEN }} diff --git a/Dockerfile b/Dockerfile index e5a237b9..9153e87d 100644 --- a/Dockerfile +++ b/Dockerfile @@ -151,12 +151,10 @@ RUN mamba run -n streamlit-env python hooks/hook-analytics.py # Set Online Deployment RUN jq '.online_deployment = true' settings.json > tmp.json && mv tmp.json settings.json -# Download latest OpenMS App executable for Windows from GitHub Releases +# Download latest OpenMS App executable as a ZIP file RUN if [ -n "$GH_TOKEN" ]; then \ echo "GH_TOKEN is set, proceeding to download the release asset..."; \ gh release download -R ${GITHUB_USER}/${GITHUB_REPO} -p "OpenMS-App.zip" -D /app; \ - unzip /app/OpenMS-App.zip -d /app/OpenMS-App && \ - rm /app/OpenMS-App.zip; \ else \ echo "GH_TOKEN is not set, skipping the release asset download."; \ fi diff --git a/Dockerfile_simple b/Dockerfile_simple index 5f2a4e20..64c24d16 100644 --- a/Dockerfile_simple +++ b/Dockerfile_simple @@ -97,17 +97,14 @@ RUN mamba run -n streamlit-env python hooks/hook-analytics.py # Set Online Deployment RUN jq '.online_deployment = true' settings.json > tmp.json && mv tmp.json settings.json -# Download latest OpenMS App executable for Windows from GitHub Releases +# Download latest OpenMS App executable as a ZIP file RUN if [ -n "$GH_TOKEN" ]; then \ echo "GH_TOKEN is set, proceeding to download the release asset..."; \ gh release download -R ${GITHUB_USER}/${GITHUB_REPO} -p "OpenMS-App.zip" -D /app; \ - unzip /app/OpenMS-App.zip -d /app/OpenMS-App && \ - rm /app/OpenMS-App.zip; \ else \ echo "GH_TOKEN is not set, skipping the release asset download."; \ fi - # make sure that mamba environment is used SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] From a6d8ba766fb3aef32009b7eabc73647393638211 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Fri, 7 Mar 2025 00:29:54 +0530 Subject: [PATCH 053/138] version updated --- .../build-windows-executable-app-with-pyinstaller.yaml | 2 +- .github/workflows/build-windows-executable-app.yaml | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml index 20c8ddb5..e397af76 100644 --- a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml +++ b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml @@ -273,7 +273,7 @@ jobs: - name: Upload Artifact as Release Asset if: github.event_name == 'release' - uses: softprops/action-gh-release@v1 + uses: softprops/action-gh-release@v2 with: files: OpenMS-App.zip env: diff --git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index 2b5181c2..e5ae10ad 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -421,7 +421,7 @@ jobs: - name: Upload Artifact as Release Asset if: github.event_name == 'release' - uses: softprops/action-gh-release@v1 + uses: softprops/action-gh-release@v2 with: files: OpenMS-App.zip env: From 768d25824f1f222db716b0545d5b953cd14ce241 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi <99940237+Srajald@users.noreply.github.com> Date: Fri, 7 Mar 2025 02:01:36 +0530 Subject: [PATCH 054/138] Update settings.json --- settings.json | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/settings.json b/settings.json index 671dde15..1691a1be 100644 --- a/settings.json +++ b/settings.json @@ -14,7 +14,7 @@ } }, "online_deployment": false, - "version": "1.0.2" + "version": "1.0.2", "enable_workspaces": true, "test": true -} \ No newline at end of file +} From e8c14e7fb11103fa1760f99cea9713e3c6322be0 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi <99940237+Srajald@users.noreply.github.com> Date: Fri, 7 Mar 2025 02:40:18 +0530 Subject: [PATCH 055/138] Updated the release --- settings.json | 1 - 1 file changed, 1 deletion(-) diff --git a/settings.json b/settings.json index 1691a1be..299200af 100644 --- a/settings.json +++ b/settings.json @@ -14,7 +14,6 @@ } }, "online_deployment": false, - "version": "1.0.2", "enable_workspaces": true, "test": true } From f459e6693f0419b3855701af7dd158c1b021a12b Mon Sep 17 00:00:00 2001 From: ChandraDevs1 Date: Fri, 7 Mar 2025 12:57:48 +0530 Subject: [PATCH 056/138] updated doc for local mode --- docs/user_guide.md | 27 ++++++++++++++++++--------- 1 file changed, 18 insertions(+), 9 deletions(-) diff --git a/docs/user_guide.md b/docs/user_guide.md index c0e38608..1eb4a75c 100644 --- a/docs/user_guide.md +++ b/docs/user_guide.md @@ -15,15 +15,24 @@ In the OpenMS web application, workspaces are designed to keep your analysis org - **Workspace Specific Parameters and Files**: Each workspace stores parameters and files (uploaded input files and results from workflows). - **Persistence**: Your workspaces and parameters are saved, so you can return to your analysis anytime and pick up where you left off. Simply bookmark the page! -## Online and Local Mode Differences - -There are a few key differences between operating in online and local modes: -- **File Uploads**: - - *Online Mode*: You can upload only one file at a time. This helps manage server load and optimizes performance. - - *Local Mode*: Multiple file uploads are supported, giving you flexibility when working with large datasets. -- **Workspace Access**: - - In online mode, workspaces are stored temporarily and will be cleared after seven days of inactivity. - - In local mode, workspaces are saved on your local machine, allowing for persistent storage. +### File Uploads +- **Online Mode**: You can upload only one file at a time. This helps manage server load and optimizes performance. + +- **Local Mode**: Multiple file uploads are supported, giving you flexibility when working with large datasets. Additionally, the file size upload limit can be adjusted in the following ways: + 1. **Using `.streamlit/config.toml`**: + - You can modify the `.streamlit/config.toml` file and set the `maxUploadSize` parameter to your desired value. By default, this is set to 200MB. + - Example: + ```toml + [server] + maxUploadSize = 500 # Set the upload limit to 500MB + ``` + 2. **Using CLI Command**: + - You can customize the file size upload limit directly when running the application using the `--server.maxUploadSize` argument. + - Example: + ```bash + python run_app.py --server.maxUploadSize 500 + ``` + - This sets the upload limit to 500MB for the current session. ## Downloading Results From e7ff3db2effcd245487c51a67bd3cc9874aa7b05 Mon Sep 17 00:00:00 2001 From: Tom David Mueller Date: Fri, 7 Mar 2025 10:24:57 +0100 Subject: [PATCH 057/138] apply temp fix for windows ci --- .../build-windows-executable-app-with-pyinstaller.yaml | 9 +++++++++ .github/workflows/build-windows-executable-app.yaml | 9 +++++++++ 2 files changed, 18 insertions(+) diff --git a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml index 42646e82..d606f82d 100644 --- a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml +++ b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml @@ -18,6 +18,15 @@ jobs: ref: release/${{ env.OPENMS_VERSION }} path: 'OpenMS' + # Temporary fix - until seqan is back online or new OpenMS release (3.4) + - name: Cherry-pick commit + working-directory: OpenMS + run: | + git config user.name "GitHub Actions" + git config user.email "actions@github.com" + git fetch origin + git cherry-pick ccb989e + - name: Install Qt uses: jurplel/install-qt-action@v3 with: diff --git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index cebe29c2..1f8a1e87 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -27,6 +27,15 @@ jobs: repository: OpenMS/OpenMS ref: release/${{ env.OPENMS_VERSION }} path: 'OpenMS' + + # Temporary fix - until seqan is back online or new OpenMS release (3.4) + - name: Cherry-pick commit + working-directory: OpenMS + run: | + git config user.name "GitHub Actions" + git config user.email "actions@github.com" + git fetch origin + git cherry-pick ccb989e - name: Install Qt uses: jurplel/install-qt-action@v4 From 2b2661f6eb6691ff7c6828d6647439c5153a034a Mon Sep 17 00:00:00 2001 From: Tom David Mueller Date: Fri, 7 Mar 2025 10:40:46 +0100 Subject: [PATCH 058/138] checkout file instead of cherry picking --- .../build-windows-executable-app-with-pyinstaller.yaml | 7 ++++--- .github/workflows/build-windows-executable-app.yaml | 7 ++++--- 2 files changed, 8 insertions(+), 6 deletions(-) diff --git a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml index d606f82d..0164d1d2 100644 --- a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml +++ b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml @@ -19,13 +19,14 @@ jobs: path: 'OpenMS' # Temporary fix - until seqan is back online or new OpenMS release (3.4) - - name: Cherry-pick commit + - name: Get latest cibuild.cmake working-directory: OpenMS run: | git config user.name "GitHub Actions" git config user.email "actions@github.com" - git fetch origin - git cherry-pick ccb989e + git fetch develop + git checkout develop -- tools/ci/cibuild.cmake + git checkout develop -- tools/ci/citest.cmake - name: Install Qt uses: jurplel/install-qt-action@v3 diff --git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index 1f8a1e87..7d5b6462 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -29,13 +29,14 @@ jobs: path: 'OpenMS' # Temporary fix - until seqan is back online or new OpenMS release (3.4) - - name: Cherry-pick commit + - name: Get latest cibuild.cmake working-directory: OpenMS run: | git config user.name "GitHub Actions" git config user.email "actions@github.com" - git fetch origin - git cherry-pick ccb989e + git fetch develop + git checkout develop -- tools/ci/cibuild.cmake + git checkout develop -- tools/ci/citest.cmake - name: Install Qt uses: jurplel/install-qt-action@v4 From c13685d77490b85e2d3477fdd1190546443878b2 Mon Sep 17 00:00:00 2001 From: Tom David Mueller Date: Fri, 7 Mar 2025 10:42:22 +0100 Subject: [PATCH 059/138] fix typo --- .../build-windows-executable-app-with-pyinstaller.yaml | 2 +- .github/workflows/build-windows-executable-app.yaml | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml index 0164d1d2..4a5146a5 100644 --- a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml +++ b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml @@ -24,7 +24,7 @@ jobs: run: | git config user.name "GitHub Actions" git config user.email "actions@github.com" - git fetch develop + git fetch origin develop git checkout develop -- tools/ci/cibuild.cmake git checkout develop -- tools/ci/citest.cmake diff --git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index 7d5b6462..259dfe30 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -34,7 +34,7 @@ jobs: run: | git config user.name "GitHub Actions" git config user.email "actions@github.com" - git fetch develop + git fetch origin develop git checkout develop -- tools/ci/cibuild.cmake git checkout develop -- tools/ci/citest.cmake From 75f027a241570a4b6bcd3bf05da1bcbdc8cc0a22 Mon Sep 17 00:00:00 2001 From: Tom David Mueller Date: Fri, 7 Mar 2025 10:45:02 +0100 Subject: [PATCH 060/138] add origin --- .../build-windows-executable-app-with-pyinstaller.yaml | 4 ++-- .github/workflows/build-windows-executable-app.yaml | 4 ++-- 2 files changed, 4 insertions(+), 4 deletions(-) diff --git a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml index 4a5146a5..ac895f8e 100644 --- a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml +++ b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml @@ -25,8 +25,8 @@ jobs: git config user.name "GitHub Actions" git config user.email "actions@github.com" git fetch origin develop - git checkout develop -- tools/ci/cibuild.cmake - git checkout develop -- tools/ci/citest.cmake + git checkout origin/develop -- tools/ci/cibuild.cmake + git checkout origin/develop -- tools/ci/citest.cmake - name: Install Qt uses: jurplel/install-qt-action@v3 diff --git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index 259dfe30..7a625303 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -35,8 +35,8 @@ jobs: git config user.name "GitHub Actions" git config user.email "actions@github.com" git fetch origin develop - git checkout develop -- tools/ci/cibuild.cmake - git checkout develop -- tools/ci/citest.cmake + git checkout origin/develop -- tools/ci/cibuild.cmake + git checkout origin/develop -- tools/ci/citest.cmake - name: Install Qt uses: jurplel/install-qt-action@v4 From 1c67d5fc3a702bb0656b73dfa5118e7fd60a03b5 Mon Sep 17 00:00:00 2001 From: Tom David Mueller Date: Fri, 7 Mar 2025 12:00:19 +0100 Subject: [PATCH 061/138] also overwrite cipackage --- .../workflows/build-windows-executable-app-with-pyinstaller.yaml | 1 + .github/workflows/build-windows-executable-app.yaml | 1 + 2 files changed, 2 insertions(+) diff --git a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml index ac895f8e..2407d1f5 100644 --- a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml +++ b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml @@ -27,6 +27,7 @@ jobs: git fetch origin develop git checkout origin/develop -- tools/ci/cibuild.cmake git checkout origin/develop -- tools/ci/citest.cmake + git checkout origin/develop -- tools/ci/cipackage.cmake - name: Install Qt uses: jurplel/install-qt-action@v3 diff --git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index 7a625303..fb4010c8 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -37,6 +37,7 @@ jobs: git fetch origin develop git checkout origin/develop -- tools/ci/cibuild.cmake git checkout origin/develop -- tools/ci/citest.cmake + git checkout origin/develop -- tools/ci/cipackage.cmake - name: Install Qt uses: jurplel/install-qt-action@v4 From 7189314ae0d8f26b74400bfceea9295b6c4d4f2e Mon Sep 17 00:00:00 2001 From: chirag Date: Fri, 7 Mar 2025 19:41:35 +0530 Subject: [PATCH 062/138] Update user guide and settings to specify workspace directory in local mode --- docs/user_guide.md | 2 +- settings.json | 2 +- src/common/common.py | 11 ++++------- 3 files changed, 6 insertions(+), 9 deletions(-) diff --git a/docs/user_guide.md b/docs/user_guide.md index c0e38608..f13ec9a1 100644 --- a/docs/user_guide.md +++ b/docs/user_guide.md @@ -23,7 +23,7 @@ There are a few key differences between operating in online and local modes: - *Local Mode*: Multiple file uploads are supported, giving you flexibility when working with large datasets. - **Workspace Access**: - In online mode, workspaces are stored temporarily and will be cleared after seven days of inactivity. - - In local mode, workspaces are saved on your local machine, allowing for persistent storage. + - In local mode, workspaces are saved on your local machine, allowing for persistent storage. Workspace directory can be specified in the `settings.json`. Defaults to `..` ## Downloading Results diff --git a/settings.json b/settings.json index 0b18464b..dad3b483 100644 --- a/settings.json +++ b/settings.json @@ -15,5 +15,5 @@ "online_deployment": false, "enable_workspaces": true, "test": true, - "workspaces_dir": false + "workspaces_dir": ".." } \ No newline at end of file diff --git a/src/common/common.py b/src/common/common.py index fd33626b..ff365f8e 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -209,9 +209,8 @@ def page_setup(page: str = "") -> dict[str, Any]: os.chdir("../streamlit-template") # Define the directory where all workspaces will be stored if st.session_state.settings["workspaces_dir"] and st.session_state.location == "local": - workspaces_dir = Path(st.session_state.settings["workspaces_dir"]) - else: - workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) + workspaces_dir = Path(st.session_state.settings["workspaces_dir"], "workspaces-" + st.session_state.settings["repository-name"]) + # Check if workspace logic is enabled if st.session_state.settings["enable_workspaces"]: if "workspace" in st.query_params: @@ -282,11 +281,9 @@ def render_sidebar(page: str = "") -> None: # Display workspace switcher if workspace is enabled in local mode if st.session_state.settings["enable_workspaces"]: with st.expander("🖥️ **Workspaces**"): - # Define workspaces directory outside of repository + # Workspaces directory specified in the settings.json if st.session_state.settings["workspaces_dir"] and st.session_state.location == "local": - workspaces_dir = Path(st.session_state.settings["workspaces_dir"]) - else: - workspaces_dir = Path("..", "workspaces-" + st.session_state.settings["repository-name"]) + workspaces_dir = Path(st.session_state.settings["workspaces_dir"], "workspaces-" + st.session_state.settings["repository-name"]) # Online: show current workspace name in info text and option to change to other existing workspace if st.session_state.location == "local": # Define callback function to change workspace From f94ecffba3c8e00e2b8230c5e1bdb01ee2e0f604 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Sat, 8 Mar 2025 01:57:42 +0530 Subject: [PATCH 063/138] additional teste --- testfile.mzML | 30213 +++++++++++++++++++++++++++++ tests/test_run_subprocess.py | 90 + tests/test_simple_workflow.py | 20 + workspace/mzML-files/sample.mzML | Bin 0 -> 30 bytes 4 files changed, 30323 insertions(+) create mode 100644 testfile.mzML create mode 100644 tests/test_run_subprocess.py create mode 100644 tests/test_simple_workflow.py create mode 100644 workspace/mzML-files/sample.mzML diff --git a/testfile.mzML b/testfile.mzML new file mode 100644 index 00000000..5ecf7d20 --- /dev/null +++ b/testfile.mzML @@ -0,0 +1,30213 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + 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Lp99UWkM52sEEp83f8b58pMN5PMN9uynT15kHFcOZj8YZMm+fPapldL/AW2cTDY= 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V1xoz9Mq8lTeVvCUlp6FOKjHSjiK7cn/+bVZJ4cXov4IN0uZdw55rK92lrzX5AaSV9I+kk+y5rF+TokiLrrGs1/yOkd+GNCN96BfRzC++XwPls2CyCfLbfhu4reddX3kcb7jdb/OPvoe3zX1OPYV2oR5vA9uuMp8nHiJdX3pD+SlpQ7gW81X5v65zcFLYl4s66DWE3hVZpQy/kVFvtL/AcmJiQQ= 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wftTSh34TopdEv1ZLvOdkRnx0+x31s0ds5GvpFA/8nDsZNQvqosH9BTrQrCftnkF66szCvr1tk2wn3ppPPNYN1u+S8XVAtfCjvHgbWV5PPhP+F8x4yLClHySawk/6dIaxkNKEuuUV4X8HzT5Be8jJlasf57PpB3K2tCuc/Nor5yLqEfUnndY70VEkAfPemJcN7jJdzgplvfFG8z3QkNCItbJk2EX7U4X6Cnt6Me6otoZrXovgfHvc5J4rbJh/drkDfPTiQLG5d1o4rVzLPNHVlu+f7as5zvWsr7Ef50HcbvpCus4jxuMf+uHrANP/8h3yfS29FOyN98nTa15r7nP+kC43J95KcyHdcWiVawn7TqRP5zL46X/A3g432w= 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7GK+X6zj/UWcBe2JP4H4qZkJkKdMucE+4NGV/ORMPu9zrftFYF+aPfngloGc8yuvEhfDHrO/+zsRTyK+Id/zPYm81t7vzbnN7xnyx7jlQx7QJHOOsbbj98Mc2W/LHHj+HymMn6Ud6k4ycaD/xnzF+M/g/yxiVlvEU/L6mjgbN4D8NCCK/wNU9YD+IjAGfpQPV/C8Y+8x7+5/h3zTu+eQlz/oyDnJnH1f6R6MfqGG5/J+2H4MeK7IHM/7ppNd6edhCvmaPf9XkatzUVdSaAPjEzaW95u9j6DO9EMOwEepvBf/v2ijcg7ps+l7+X8S96/P 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fl8/uUNfJTTrff3+B+33qAPf9xqWkb/KK85jvH+fddkZF/Kp3dUd9O8K+rUsmfXsZ0MYHxcGMN7sJvN/CKtm8uqZWsb1b+cQB+LlC6jrtLtPgQdl4i6+d85ifMubneEf/fBC9qkzI6G3ODiWeFvVxPjolg1/a3Ovsn7r0zsC8ho8wBuK4kbeb5hBXJq/oZ8NZjKOmhv5Xpf9MXljhc7+0GQD3+Nd7vCdJqiV+a/emHVl9VrkVcWB75GayQL6+/Vd+E2+n8C+6EJn9qvhCXzPNujJfmrPIfrHaw3vcdiS+ndfCvsoc9bQH1khxL95KfNH/zjWf9O+5/wgd+BXbsxB/tZbQslbfk/ZT+R4EJcLiOt//U68uHoS3/vuER+j7BnPPsvop9hqvu/O+BujdCSbPDhX5vtgmMj3J6+LtOtEF/LakIIY6f/XkOkh 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V7QPfhdKvMgD1Gbec6k1eVIR3xPF8Ai+o9heZVy0D4d+amML/085xHcUucc9+r/fPZwvHxsAe2n1meSRnQvZn280p52blzPugk2ov6knef2sp6z7ZsP4Pmr2jHzozx7k+ebm7NPXHmC+ePA584W3Cet3lgXz4kEz5v+MbPhdNVjE97D6wYg7uXIO+9Dd/wCHcp0d+2LDwbiHaOZPfrnqENdlHCPuZ4aT9zU6Yp9U4MTzb7xGfRFuhwH3imd/xtEzZ/Kwjj2ph6NCnLS9RZysrmc9jW+gf8yP47sSM5B9pvmCUOn/CvucbQ== 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3iQ2axaGdfkrmPcHNUU9oht7sk4L6kg/TmnHOLzuzT7ItBH5yflP1i/WB+i/qmDWhWlddlGfu+Rvt/p81TKa9Xdzc9aX0w8inrWe5Yz7e4GoV4SsKzhPKXaEnHLad4wPL1PKtYL9k1ZZDr/oe2ezrtvRkf+PxcRDL2Uh+VSPnMNxKN+RpGZNyTudDXyHCN2COBTGzyDe7ujIv/I7e+YL02k4X4xtyLw4vzNxen8y3x9NLZj/TWzZ/7X1Jt+85nuDONmb+g4/zn1VoxEveg3zndj6APEkLOC7pFsG7dL3B+inHmlG/aedAv7Ume+BG8FxCN+X7SuI91bp5MOUceSpo6aMP8+5fLeqdiWONoiMh+gP6LOU8D74rllO5/dzh/n+VzKU/nyQyf9PUiTWEb39EGdau3WM58C5zB+xQYyryz/yf6BF/YnP7GXAiSzvYlyV3PeS/gdKAgXD 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eJwt1nlcF3Uex/ERCC03UKKwPBjBoDxALLVsizFctTRw09XUlFEQb1BRVEoZDm8BA1PTlAEPbEHQ8D5wFEXLDbyR3IURVDQ28MojC3cfn9fvr+fj/bm+w89/VBTF3nFsvKYoivVHqah9+wO59VnRKK0Rdc9a0V6KxqBbohLgFCF7eR1FM6WvaBV8KNpLxlNfj1qXOdR7xlGP/kZUR24S9eRscn4OvneGuVXn2C+uIlc6rEX7V0e+g9pTVF+r5q5zjWhc+4X8WxOmKJEyN8VJtJ90ELWLXURzSg/q6/tSL4wgT58hKhnZzK3ZjCXHufdtDTmpjpzccYLsNfcV9UkBGIeKb4ioNRsvqq8m4r/R7rxGtOKzRSMpBz0quONSxZzXNdH8Vy35Naco6Y//i2je7ygq3lNFLTBZtMuXikZeDl4+KarDTrPXrRZn3sI9d0XrP0+YH9tyosx/1lHU833JThEYmDSRd5PJLXLIB3eJ2sAi0RhoUR9WI1oTHMaiko328Frq6U6T+P19MA/VnSGi9msEuTJR1H03i0oBqu22kMOPi1ZpiWgX2PiZz2RxXHdRyYkQrU2bRHV7MdpnRG3xOVHXa5jrWkv/52ZTZD/IRVSTfUSjly/17/5KTh0kmusip/B35lBP3ky+UkPf+bqoPd9mqrikvaiP9BWNkh6iGhdC3vexaE8fQ84fT761EZvVcmdPs2mSq51E6157UX/7Q1G7PJL84mjmnhsjmjlo7UX9R1RqHPkx2i+Ope6NZgDaH6E2BI2xjv4sx/wOVI875mod+aljzj2cPT8030V9gaPuqXPnSCQ5dSHvfrGe+upN1Lvn4KjN/D3JW3hvZw1eqWWvnct0eSfJR9TsgaKxSJ/O7zmO/rs5WJ0nWpU19I9fx3/4Rsvet2Oi+feNEPURkWSfhfQPfiUqqzaK5opsDNwsWu23MD8Kzd6eMfL7bO0oav/8hHx3Atllkah8XIUftJoh/Q2tRds1SDQ9+5Kf/F1U2nwq6rOPMP/hMfynwwtoup5kLrJctG5WU99bI2pbG7kXfY+5du4zZS6ltajs8BCNerS9vUX9oA+5dSBzK2cxNy6dHLeFO5bbLPkeZw/R1juKWnSQaJ4MFRXXGHw5QdS90pl7cz1zkSb2Pc+9y2iE1WA3l1jZT/YQtRPtMOCvop4zVLTLI2L5faMx12DPPYX5zFXktquZj97Jfuou5tsU0b9zTjSHXxCNCbXs3w2YLflGEG7vIdoZQ8g7ZohWCSoXHLnUEFUbtRur2PPKFM0RReQ5u/G7/aIeVUK+7TFH7jwKwVuholYVLdqTZ4h630zqz9AO20z91/Pstf83jnaLkznLQzRuq6JudRetY++LSt++zM3rx1xaKDlxkmhnz2JvZxJ7X6WJ6vAMPJ7J3LqN3Luwmf1duaLpV0D/fTRGorodrULUzjtsUch7djF7NWXcGXCZ+ZX/Zf9gi7lSvx4qWnuHYP0wUa/MELWJBaKqnxXtuQ8w0mWefG/+UFF1HiYaoeOpH4xA90jRLp9M/1g086mzRSs2GfVV+I+vRLNkNXtZO0U9z8LCs8xdd5kv/bueotFtmKgY4aL5ZYSovheJPScwHxCD62OZGzAb96QxNyUdD28SrbwC7vc5Iurdz9MPuch7Nd3i5Xd6I1RUOkSL+udpohX9PXn+8Xh+hxPk8DJy06+i+moDfojKZIezHPUs1C6ifR3N5xqpB6E5BNUcR85v4r2dbl/IXBtP0fQIFfXSoaK9OwWTVjE35KSohl9i/q0G0dCaqHd1+1K+r2sr/MZTNLZ2EvWnYaK9rOBL5u9Qn+YwXlnAv1erBXxvEHlwlmjdPIGJZaK+F82153FZFf15DaLR7A5z09wX8u/kKVoHF4nG7qWi9iCV+umvRfPiVlHxL6PvconscUNU372HHzklSL+LGxah7R+APdCYisr3qB5Hff4HorUgVDSXjsVzsRh6ln3Fy5B736Ge31bU/vAXVY+uouncnf4nU0Sr81z6j5eLRvLX9NutQ68s6r4m99/MZd5vO/0uebwzHY0/i7m750fm/7zKfIc65rvVk1c2suffPFH2urqLpreXqKW3EfVv/UXF7CLadhTzlXH0N85lr0cK/ceLqTelMef8DfsvZIvqn9uou29Hj3zqLxSyf28vtt3HXj+0hjjyclS9D/Guz1GyTwnf3ekU+13K2cuoZk95RE54xt5NvyTxRi/RTu8tKpnv4Zpg0aoZIKq3w8itwtnzjBGNV2PZnzOXvXsJzJ9NFPXWa5m/s4n6tVz2nPaLmuth9pSj3H/eou9+iv2Wp7k/2qHHGe69VE72ukBuW8Gd/97EpY28t+I++b5rstyd6Y5zXhK1id6i8qI/9daBovVLD3yuN/0nqM0MFs2kAaJ9eiD9JYNEdVkYrhxKvUUCd1oms1e6mP7zS3Dbat69tg1vFDB3az/3G4odWtSvlXLvt1N8z6Mz2FBG/dxlslMFuR8qrlfZb1FNfSXaLWvpt6zj/S+eYd0rKVK//RpGeovaA3/RHPWWaESGUG/sh5Fhov7TcObmjBDteaOZjw/HBRHMV0bhDxNF9WyMaP2eRv2PDPafrMHP19Ifk8U7lahWFnO3toz+rQq+u/Eqc9eryHeqyb/dJD+o4+7jXxzvNOCf93i/6SHzMe6L5O+Z8ZKozfQS1W6++LOfaF/tLBo/BzD3WSD9sb1F635/6o9DuffLcOqTJpKnTRWVmBjy9Fjuemdi4ybHnRzcsU3U7zjsnMv7YaieLKX+Uxnvlp9nr/wKcz/c5O7PdcxX1/PupQb2Yu/xPYUP6d9CLegRewvRqv+dvYYmvOO0WPbvuorKYzdypLdo/9RLtMr6iOrgYNGoHED/oxjy7jj6n8/lTvgX3NETqBcuoV6Uzvy1AurXvxfNmr30++6jbh3l/sBToja6gu84VIUFdXimgf7yR+yXo3X+KfXSJvLlZ7xz1XUJv2Nz0ah6QVSq3UQzuRW51oO5YYHUj/YXreBBeCKU/eAw5vqNcNyNwupoUb0Ux1zoEvKnK0R9WDrvDMsUtYvFeOU472WWMvfWKXLPM+Rd5dxJvUx972PuH2qiX/QMDyhLpV/gKqolzUWjpCUedhPt4x6isvwVUStD29+LfP41vNTBoQ93K/xE/WoA+wODyUXD6e8fxZ3dY+n3COfdnhFYPJG5Piv5vm/WMN93LYZsEK3+WcwP3sydr3NxdwF7xQfxQDF7+4/ynafL8MfLvPN6BXt+1eQtqOY6LZO8rrn4///HitoeL9HY3xYPe4vWMT/6x/yZP9GZfmmAqL4XxtzWKPLrMcv4PWPZO7qY+SNrMH4t82/nkt/NE5U+hfh+Ee8MPEC/0wXcXcnewSpycQ3vzbvJfPt68tpG8ob75FWuy+V71rmJenYHUc3wW853+4vGji6isjWAuQm9qO9G5UAfUTv0AR7pT71rOPdTo6lviMNXE7jffgnvfYemczrzBduY886n/0oh7y3YS35jH3Y5xJ03jtIPKuHd+FPU8xvIRffIeQ/Jf3nE35HuvELeSe0g6tc7kTMDRHtDb1HJDhbN3P6imvfxCn6XUObUGPqdYrmzYjG2TKc+JBu3bWNvewHvtD3FvfZneKd9OXM+F5hrfEg964nDJvqbnVbKXoSraMf5iXrSO6KWPgCDw0Rj/XDmN44STXOsaGWNZ25rFCatoZ64nnkli/0P8qk3Fjju7aIfdZl7L1ag21W+4+VqUXnnnsPmqbKX6SbaxghRWRpOThsnWm9HMpcaJeoZU6ivjhbVr2fRb1zEXkMB/YB91K8cwMTDotnrGP20UlFT6sgu9fTPvpIm37G8g6iNCxT1198XreljcfZE0Z43TTRfjxHVxDj6QfPpJ8bTX7xQNFKSuLdiMfefbiJPPYghZ9gfXE9/8EP2HqD98He+Lz4gXe6ODMY5H4lK1FzRiE6gHp8oWh1SqMcuFrX5y0X1yzT6E36k7lVBvc01UZ99k72Otx37zqtkfs5zOLe5aI9tK6rveItaQYioFPyNHNgf3xpEfdlg0ej5CXu9w7gzM5w5l5miPn0F/ehUjEnn3c/WMheUy97GQvL2M+TCs+x3u0AOuMR+9wre7VFJnlzH3KR67na4Tz3A+SvZ+9RdNKNeEtVJL1Pv6IWDvEX9fgjZHCpafqNF480x7L8ZTl/fQP2nPdzbcJV+ti0q3rWi5nMDfeu43+k2e/v+YC6+VYbc8/AVlVGovhwu6m2mimb76fTVGNEamUAemkceuiND+x/i+vTl 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6ssy3E/IN6R9EgMp55+FrOt2ZfK85pXMI+23Q4/iF3wHUbsdx3r96h/0n4hblHeuNeW9pdPfLx1gPtDlEPkuvBfzu8DT5K8WHozjhxeTP9znse5/XUNeWJfDOqNiLP+36B9BffW7Rz24GAPfwuMurNNz9zJ+xDVnnOi2jzySOp33MYvjvu1XsR9cADsKzVKYR7ieIU/emMl3qbBa4icsne8kK84jT1LGePK9wc6XuLA3Zb31sh95+twe8kPtUP7PcaoVeTDzFupW/eww/n+S9hnrocZPcdXVlHreZ04cvfiBenrfk++RtZOoV5O+8bzXf3yX3vjpf0CnwYynP18hnq/8Szl+H8w6+2Q08VITx/x94R3cUxvbgf5Uu4c8s/Ym+ef4MfizKmbQz1csph1aTCSetQi+a5S25jtOfiTl9BxEfugynu8vagjembXYl8R/fWv+H1FUyjj5474g7Hfu7Frp/wB8uvt+ 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bjGQ+Ph0Bn8/MG3M/P01gvl7oCnvb73sZ//7JHinkt8JdtMGD2IcDnpJ/wy8xf6uxxT2u556sa+SptM/f9mk4ZxhCVivZx9ln7zkP8SvbrbUk4k16wzrZownq/3wM+2JyN8ZNvtwjMmF38mfT8JeomsY4zLvKOJNiN/N+P14lvVcw7n0k1eNyDeqmvHZUiJu+3ngdxFNjGK8TP2cTXscZ16aMwB9bq3hd/ZXzGTyPo9B5CPpJqx7jO6wTmt9jnwj0I643nArcefrG/Kc18/Jh5/OwnrZbQO+I//6jnp7UUBcnj8O/qYd7kQ8DGzBvqP5Iebn34LpH6NdEWfS+yU8d/6vsI9mLTBeZ9sCD4RgQ+JHk1TyN3MP5rH+PdkPu/Ar+zBLOrC/1r4D8qB+emQOzlmZzfwrGZIXBN5PxL0uHEPeUlwmE3eq48l7bWyJgw0/EQd6PWbcvXm8nHa6Rb/bYEs9Tp2GfWr5P8x72mT2t+eGw7/lqCHsF3+5D/uq/tfY9x2/gjjbL579Ebs24FNSvxO0V+1T+J4YvIb9BvOuvGfuHuYzQ4l+6p3Den63H+uniAzy3VuV9zDOncP7hiiIIyVvBH4nlN0Tf/5+0pV+7WdD/DhxmfbKP0neKzXFPdShw3luAxvyueJk3FcrSoWdNZ8+uIe2pz/zwd4tjGeXSvpZmAH7M8mVjONObVkvOVxj37mZP/27Xwjz6gpb1nEzi9GPUTsMYD0rH2U8BTQhT+x/BfYXq/sh7oQcF+LnvI7MryUHoS9p2Xqsl25vo716+lCfzY6zXnO/jPiUMtuwnuk7hvqJqwM/UEOz2d+pop7kWb7MM1/O02/KAlgPdRvHfFTfifZ1qqC+jl0gLu+fjLwgFXTIw/4jBuRP1zdT3swW4PHyGWf2p174kicNWcz+UR3WS9q0UeTFcbPIsy7/Rv3bfSN/fBjH32/GWMJ+WjTrcslyAXErrhn922ISx1V3GGcV2+jvX+if0lsr4Ijeox95fin9TZ1iwz5z6BPi1l3WIWr3INp1WBznt2xifnjZnfhX3Yj98+rV/D0nqy357fxw5Hm1bifmlfKvJ/Hdye7EIccE+ndMHPBfcQlgPW06mPLklLDPdP5fzm9czN8hao9kv6XNfejz/wvaRKzrpRB/k/cRfxvy9yXZMpw8J7oG+U+8MJi4dSaSfuc9gH25EC/2CXeY8vfqit/YVz93hes/sR7SdkZTr5Nm0c/DVcr3JoX6+r9R6GuJds35v4Zef7JvcHYp+c6+JOLldjf2k/r3oj5WVPF/DAdZtwv2t8i/qqrRl1OW1WVdMuAr68WU5+QxM/4mr08oJ29Ofwm/VCPa068s7Vn3fazF+tK7N/vuYxXW936OxNMWZ3nPyAj2cV2SiNcZQYyTUU/hL8K62oHS/wCMEF+o 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eJwtWXlcD/v3HtdW2e5V1sSIXEsIZSu+o1B2WW9EY03KDWVJpWmhsq+5towkoZK17HNFilLJWmRs2SXcrNXv53n6a17zmfdy3s855znPeX8EQZDLNs6TBEHQkj/O/vWUqmV5/HoKeaWev55yToDXr6eyJgPfVckvBO8Z8RinV3x1x7j7F9f9eoouXmvx7Lifv+8csRPrFdSbhfUjf3Adh+T52Hd5TBCeBws3Y91PL7GvWhSM9RU5LhDzXr2BnWJaw1KsO+/tJqz7bjL2k9YbeHM/l42w685MrK9mP8a+6sQatGfJzx14bu23Auu1qfs3nokB2Fc3bIV9pTRz2Cl+f4zzSk6p/vhe5zrGC7dt5+L70K4FWG/7xdV4dwqqwiN5G57ltfCuh9pgvF6jzlY8H/zO3y+Lc3B+K8dY2HlnL/3gaYrf9bo2flj30+fleO/4ZSnG7X7pxWeOgn161iBe4W0wX1na4CjmnQnBOtJ1fSb2ObUGeAjxSdhfejeE5/hxD+PEh8nYT9v/Duto/7sJXJUNr4C/vv9ZMPb74so4+WhMnIMTaO9NV+JoYQg/iCH96L+TERinrLUDfvof5VswL7epF+06cxO/FzaOwO9ul4Gf1O027JPa1VmJZ9fNeBeyy/BUUrcjfgTn/EXYL/7IKti36DfEiZCaTjsfN4fdQr2fsEfMJU7CqlOYr5+rn4T1VgXR/zPTlmDc34fhd2VkQ+Cl5IYF4PfEI7RjTzD9t8kQ+EgfFuL8UmQm9hNPraL9ycRHSO2JcarN+QN4n+qM8aLdbX6PnI84kvUC4KS6WK/He2IGz+FwCPZo/ntgj1i+hfPOXaI/bXbBf5JZPNc1aeKD86VX0N7jsb74vvVtGNaZ7OtFvHTEkbJ9K/OqIoH4Ov6TgnGJwYfwbu+A8cLN6EWcNwNxKzRLJo/kl9LObeHE5fl75nvaQMbnPQX466VNfYnjaeLz+RHwVlqeRz4rO+dhvNpsJHFf7sb1pTGcP77PYsy/Wgh/aGer411qsgn4CbYlMRjn2f0wntGx8K8293o0vrdefAHPJpOaDvh1jqwzHF95FXEr2zWA/9SgnYwDh0zGRbIv8FW7pmdgvZBi5Id0Nxf5pk9LwDzJoA9w1NvXZ7xfW0N+Wh+xEPseXoh1BTdrnmNC10jMyz0OfHX7pfRfwTHku1K7hLzotwvfRYMfeFdmqLTL+C54RTQOZXylroJ/lLjAk/heOBzzpD8aYz1p5GD4X74VDz7Ql0n7Mf/Fc6wr5OQuwzjX07BfEdyYP4474C9Z/d8G/L65gPG5+l44vp90Yv67FGEf4d0b+E/oP+kq1ttrSrsiZiOf1U3rduH9fiDXfW7FuJ7SAePU1ZYhwNlgD3Hofxzn1N5MBm7y4APYVw/0O4jx6++RJy91uojvPy/Qj119aK/dMoU4+xOP3oXMj51rGe9dXoEPpP9nPMzLXYd4UJoaw069cAbqhj7LHPO0PmH3MS5kHOqfVO6GuFYSH8EvmjwVfCanDojB944vkb9qjz+BvxQ2DPZq7VszjjZVYF+tyJ/jGv6zBuvZTGK+2MrAVxMrGQdzC8g7j+Yzn30jgYvw3pvxYx7E+D9fyt896gBPaUp9zJOneJKXjR4g/pQ+5vGY59ENeSSNF/Fd3mXIvI5ai/op2dkwju9uoJ+PRL7F/j7fFsBun3+T8bw8Hn6Wb1djngf2S8S70SPiXGDGc/TQ4Sd9/hycUxvYjnE9ay54RLYrI8+ZzIrD9zP/gQcUsS7rm8h4UZwU2K+a3AKuamsj4rDMCfkme3Snn8/nIV+ldF/yXtu5rKdfsuFnUe0LfwhDmgE3JcJ4O96tQ1BflLj1x/G+yRs4qWlWsEOJLKSfdmTAH4KlA8ZL9smIA+HwEuEX34gOtRmPTTfDLq27OXFePTMV86ebw29KqCnjKLYz80rvxrpwowrPBs/hT32BNfn/ZiziRZ68DuO0ldJe4tiK515nS35VjvN9QHPyyNli8lHPRcyr5VtxfjXTBPkmj3JGPdbP7yefTTeE/+WW15j3tWrBn4p5NvZXp33HfD0p8Brs2Dcf9V6vcRrnFAeuxvnl6RmwX13sz3rx4Avri5/bKXy/OQ75JosRwF+ysAD/yudaMc+/PKYuzDsNfhevdGD+zTxBv+9rj/qgF28D/tLjQtQxzdGT8RFpq+G7+ZxQ7DtkE+JHOa9y/B9daY/sDn4U+l/kev1PsE4P7k1/KN2AmxpdjvOLWd6Mk24e1IULTI3gd4sBOIeaKO7G9/QvWE/o5k6c0v5jnA9pQv3maAm7xBVD6a+ESvLS93jEv+b8DnYq8YWwQxq2G/VNjjUHbtquJzzXSua15Dx6Kf0bgnGi8PAK5jtNRx3XXKyRD9rrCdTnzY6A55TEEPhPnGiMd9HIAd+FK87IO/3PpogTpbwF60ZPF8ZTvfgHWOdSGvSOvDqDenDnKOClbfYMwXpJEnATDGrBDr3lOPKVYSnW0z9/Zh/SIwB1Vdt4jvpj7Dzq35Dx4EuxRW/i+cCP+nHFbfhXrS2zvhizHgs2xxBHivTvPozLa8G8KWoEXSBZRFDHTTu8B/v3G8I+5Tv9p0d1Ydzd3c7+ISkPftHHRBHfGqepK5/kV/vld83XGvVBP1sWhX0f7SU+C8uprxvHpeO7kT38Lk8bjPNI5xcxzrccpM59bgk/CG1vYx/xKPsgebg/64K7TL9Ms4L/pc4t6cdOo2Cv0qkF8+nwUeJxx0kFPh+OMj8XT8J55CWdwNPa5VPAX9jci3aan0fcyu2CGY9fzqBuqNsF9gENPoIX1LcHMV60P8W+wbUl9f6tfrSzwpF5VVGFV822zKOAOPhNabSSOujSCvprW/wznCf4GuvdiwLksR4+CPVIr+NLPqkWgPhS/d3I23P/4/7VmxGHxU8YrzUj6e/OjUIwLvUY8kPvPYL1Z7MX60LpavZHabvhd3nKW/5eNBB2a+N2oM4pU8egfxULPaifjDXgIIb/xXNdKKIeESswX3/oCxy1K1msDzPf4F3NOYP4Va70gV3ixVzW/8ow+Ek0q45zSHNE5sdiZ+Sj/DWNOvLEIObHlijqYn0x9lN9mvHcPx5Rt7glIy7157ZYXz9UyTjy21BV3/eDj8TI6AS81wpgf/j37+zP1Pao88KWruwHoxXm4XbqUrF7C9aDoJWIH9X5Gs4jTApFHqjXtjCv+w4jP1n1xb5CT0vGedQS1p89qxAP4nJX5LH2LRw4CY3jkBdS2cgY7OvwkPV/8jXq5HbRrOPVW9GOQawTeuFQ5L0g/Y79NYOfzMPOwzjOhX2XZrGM9XiUDXWPMpX9/F9NoTP1M58wX5QbMa73JDzE/PvhqIdy5A3Ek7CsAH2tlnQP5xePb0Zdl3p3wnrq+5P4XQ/thHwXWjeijnvJfNWsRlOfhQdSR20ciHOpNgXMEwPqeSXxd/CmGN6FerjZZuZlk6d4V050I38lj+V6mXngfbFlIvcPeAMelD3rUx943aUeMoiCXwXTe9Tr1e7CPmWOyHg2S2e/ccOcv9uIqCva2TbM88QcxIu4cDX7ZpcC9JOygR36Bk10IH4Ph+GpzLsBf+pHXMgPpowHUTaiHePXwF75Qw54WdFuIe/0tbWo85fuKwe+jmerdLQn+cV07Gm8z5PQt6kWHXAePbc1eSTBmP1Z0nricYhxJ3VMoB0ZzuAFoWwx77dGn2NfuK0h7y8+ejNucsrZJzXrw7xMmkJ+6m4L3PWI3ewfX70kbq1ukk+UZfT3AjfabWRGO4cfpQ7e8hb1Vc1azv50YAV5eUMS80GuRr9mtCPPGYXh3k2v7c56kdKBcT90B3lR+RpKf65C3MmDM8mr1V7Afq2D+z8Y1ziC51/X+Ah+T4ujHunaGXVM23EZ6+rBw2hPo7ngPd3H8BbWLfuKeqN8vsv7s8PRiH85ywP3ZtKcEtaj+QPOYb2U/uBZxa0ZcY2ayr54Tz3Wrylr2f9nb2B/1LYecX42nXXMJZj3G9bvqJe9VjGurBfRX1eteH/2fQLG6w2GIw6VAT6If9HoFOPUxwjnlLaOwnzZeRVwUcLZV0uvw8CPqsNkxuWn1+SFjEz2UXVn0l8fGmMdrdgT+SJujCc+vi7M0x7l1G/+PvR/m3jW/Z+vYJ/mX7X+qDPkfdN89kuVT5jPawp4/2Ixlfy7grpH6dwKuAp9nrIuzfYjXw2qifNJNfdgX211OfXNz1HUbX/3ZxyVz0Sc6EFPv2Heqx6sl9V3URfM7gq9IqWmUi/2S6Udp/ZV6bS6xCvUnPk/bzD5Oacf62tKP67XPp9xE57LutDCi33p91j253W2sh9Z04G6a9cx6l/XfTzvlLPsg0KiUEfFJvHkg5SJafj+7hz50cgefCzHugIfoTKO92GBX6kzFmawbj5iHGuu3WGH0GsB82JfOOPAYQP0vHZD5znVceTlDSN4Dn0d758GP2CfmpVGXqztiLzVzGy5vuEA9onTw3jP0aWAusG7LAvr+Y1nXCwaQj1fLykf4006hBPPT+h31Es5wEWLagJ/q+/I1/IQqxCMS3QkH5wsY9wlJSAupXmZvCec8gO46e7p7K/GfKUOnzWH9+NFexEv8vKlsFtps5u6J90QfKk9SENdFtRZtGNdPfaLc8J4b9KxF/ul2wfA++qVQ+TBilq8py2tyf73WjHjsO8gxs3Zw8BP8nMF36olpchTITIeeItRsbBHlg6yrh+ayHP3CKnSaXdgpz4yi/orZcFH7HMr+hjW8a0Pu5U6xthfXf4N+S9k5vN+tWEs+bx9G+rY5hawV/NOZ7zNHs376BazOf7SB+S5bvWeOqyNC+tAygLqu++RrENrx9NPT5rT/xN2wi9al0nwl7zrDvuS5b3/xbxBj1hPE015b/XkAvuOdt0Zx9NmsJ7k9+b/LC5Lqf/PPOO419eBmxqTyXMuNSUe1mdZD5oW8x7Q25r9QnZH8uODXozfV7mM39CJ4Hvh6HzGTdJh9jdLdjNuZV+cR3YdkInvV/bCHsXINRvrxAzC+aTKccBfcbnCftGyNXVgSnuev+Rm1X1WPN71wgrwvfDbCtihloSzj9roxD4yZSnwk+4Gsd65t4AuVOLtee7nI6jrAnqh/kst68Zw3jPyW/KfrLeWl1jHvjpAz0slZeBxLcCePN6qnDr0vhf9/mQ3eEbO92V8hMVTt5d8QT4LdTzJD66TYa+2py/tLNnOOF3f6D3G7Y8FzvLEWuexjuNc+FsaX8b/YXaPYX6cM+a9suVDxtm5sbx3GR0K+4TkjdzPhHypWE0jf80vor4w/XwC52iwhXorZTfvK0fMZFzUS2I9GXqa+vleJ+Cv+pfyvmWvwPrplM57DvvXPPexPNQpYVsLxlPDI6wHEUuJh/ITea8nHaae8PXGukrzWPTZat5H9t9XarB/u02dqHuEsW+5cBznlIrPAj/l0hrkk2pRSR0SNYN9jeEm+E2rO5j6LJn/A0iu/5AH2nemznjhDnslu7HMm1YWsEc43YR1deNE5pVZGfWRa0/G04AA3oPX2M96cTmL+etfDfpDuHcVeCpFhbwPNTGA/pGWbeA939vj5LNAV+o3h4Gsgx4q6/K0xqyHP2OoPyrus78prsl+OrEPxquyLfu3jzvYl80aQz5PS8I5pIRy6qFRPtRxWQeYJ/Wr5nc3IS9tj0E+6cec6Tf7QN7/FDThvWzf29QPxVlYVw3ifZT88hv1kv1L6qOnEvmq4QLyeqU17/dK/oD/xID3vKd4kkKeSXZhfkTsYB6UXGBd6tozhv78i3WhnSnP8+A1/fTDhPdo+WuZt594DypYmtGerMe8D7pej/lpZ3YZ72OjEO9asRvqgthmButLhDntO3Wa/gt1ZTwP3kW+sXzFPv11I96rTaZ+0YrmoU7JR/6Cv2WTocSroi712axOxLl5Nebr1DjyYlAp8foQQ7/atyVej2PJ150Gsq6PyiYuE124Ti134CIbduH/6wVnqRcW7mQevuzGfVZO4H1at53k9yP9kK/6j5H8fyO4I+/vBtxhHZ1RQX6Z+if5/ulInr8iE+eXzWbQzjx75JN8uSP4Qzum4l2Ifg7+Uzf6kW8OnOc5A2XqhN/sEeeqB/0u3pjE++CB18kvdh3Z32e3DsH4hbvY/w7VmQ/J3vzftdM76l/jT8ybL6v5P0zOC+a3dT7vx/5dRrz6H6N+zuS9krCu6n/J6BLqlYTZ5IO9k3lfeKs68eu8lvf1LpbUv3nt4A8tLpv3Lk2b8/+DTZOpC2YOZx5ZubM+nCQfKvG2rP/1WzHu/6vJvFaq/LzNhHr0vcp7ygh3/l8yvx3jsqYTeeFpd+oKh6nM01dLGIdHaLfUfGGI9H+SADlr 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6Q/wE7Ugf9HoEyCqwwKpx4UyPziE/rhw+l+PEP///wvOGM88bhL5hMnU82PJ30BtYZyoJMWzt2kHuQ6/4Xk7uQ4X2BtYSf6far53tl+K5N73F5VOAaI+fDT9EZGiNXEWzkwiF/+daMxdjuE5opmFxiU7+eJy+kUV3J1WZ4Xsx9YVNTdvUW/Vgb67L/1mnUTTKwC9e6/g9/ShzupP3eMT0eY/iL0vZ9EfN4d+9BLy2atEy2cD73TNJDc3Bz2OMh98nL1txdzreJ7v63KROx80/17mUWg+9aJu1EO06geI+qr+otIyhNp3JLm3R9HvHCFqQ5KZD10sGqlHqd89yf2mZ7DfeRx9ldw8tNY7bHedvucNUe3wgDvDUO3znP3nwSvFxiNFo9UkvLt0pfp/xBxDoA== 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BJwk9141RjdigdNq+a5UV9Hc3EO0czxEY0kvUQnyZp7pI+r5vrjJn3xNOPmLM7l3fgH1pRT2PHPw6UL2upUyd6tg/8VK6ikNvDfwHrmIZvYmPxG1HUqm3A91Fs0+rtQT3EUjBc0PPUVtvT/z9UHMP40Q9TPponIqh7puM/MTheSbK7jjdkG0BtZwr81N0XZuIb+yf5b03xskqsuGi7oxDgvDmVcsEO2DaaLywwbRitwoGr/lUbuUMt+EVutR5v89z70/btB3byb3qvMaefcld9Ea7i3az/vS/ySCfky0aGajtSBW1IelkSspxfWnRK3pvKjcvkH/+D3uPmpm3vkJ/RdfWCt3pgWJdvjrorlgHq79QrSatohacbmoPO21TvZemyJa42JEZcanopaazbxt3/Xa/wAqk1OX 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2VJKfmQURP84mpK/33ah/85qwEFxwfc8J7UT4ll4I0F/rex74k+zjozDNX+xH0m24XmmdugXhJB17LN6OQGX1SF+wAX11zjoJ8Y5Mi4KHZi3Nn2Jd2d/Jc+Lm0JcjHjP94m2XjhPOdCWfLJ6Juwm9arju5BTCuOmZjJxpX8O/CLYCIg3yfMEztWrD7G+GrXg+793AfVvU8Q4GxfA+lHLdx+9fFkIxgmnyHv+9KR9CxzJ7z54su/ZkMP/MX4bSl72KgVz3UDeJNv5kJ+17oH1+oE/+L/Gq1C+Uw3dT/vM68v7vvRnvLbvwLjzKqb+zU+wLhZtgN6CkzHqsXgimbz6sS3XV8eyb4/qhfzQUnsRT1evYl0LGkpcndEPcSNuCuN7/tlt/L/t6QT2myHcLzfYxveFc1eIz90a0r+qxVc9c76+c7WDvZRRATy33pJxNcmYPGxZOfucxRPZd9yYS3ktpvB90v4273mwI/1xIot8wOw5+9mKruR51QF853SuYF2YOIZ1+LiGvBJr7dh/BV9kXrUo5e/FLnxvaZFB3BnkSzmt+X+g9p9q5mW0A/F7fUfkmVB7ju+XEfepb307xpFsQVzWr9B/C1YTT10qyD9M+V6vO1nDLrpDG66/kUkebF9NvlZZwv9Bm7O/Eby3E28tNjIf6gM4DxjJ//eq+A4vrPUB/xNuziTfPTmMejRyIw419GEduMn/0WSjF7CvFG/E+7g6M940N/LqRi7MC+UB+84WkXwXNZrM+rXOiv40Nqedh9xCXogHx5BH6QvIE683ZF7tKyEu2OyhHGNL5n3lQfLnjzbIYz3GjfXh1QD2mT/OpV1CP/AdJiuF/MctlHGbdInvqX8+I//LZv8upZnxXM964sqIytXcH894yn7AOtIxjrh/pIDvDIbNrKemu9iXCg6Mt3ePGOeRBr4XOnytK1lWjKuTTXheeTzx1f8F+6S74XwnWNSavPHKGfp1xjP2Z+sH8b4pK7/qc4T+VGfRzjlL6LfYCOZrl1s8Z7g5zzfj+6MQbs5RbQQ7ql0C/aX/B3pcxKs= 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eY+YtIR8X8ud65uX8n421pH3pQL21eLVKL4z98zguac1/PHe0IL91aLjnO98if38+XOsCylXGLeem5j3+3TWp3wv6JeM2vHcW3704y+M+C4dsY/1osFF1oVxEbRz02X6ufoi32W0FOZb3WPEefHgEOn/EG90cw== 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eJwt1Htcj/f/x/FLCj+EGd/vkFxy2O8rxci+NsqlsvErvjPZl6lcUmwKIYbSLh0cy2GtbUZcKWwoTNt+5nQpOSUMmUnt0mk/CpPDmNP3d3s9Pn/db8/X6X19crtRFEWLtSI0RVGM/GOiPbuQ3LtI1PucFK1Rl+ivuEI9pVpUC+vJzk2mSt/bSTRavyZaB1Ft9BSVF32ZSxmOef6iVuiwyRRRD0XjJJrLI7jTPIk8H5Wl2cyt3cpensMNhdQfoHatEhfeZu94q0i5U98Ph/qI1ix/8oYAUdmGVnYE7p8qavcM0biTJNoHkkW1+3ryvCzmitBqlc29L3OYW37McQ/NfUX0V1WxtxHNtCfkcc/Y6+QUJcahdsKRK7uLRose5K6opP5TtCcNF/UeATg4SLQWTEGnCOpZ85nvspR6Oapu2dzri7YvWhNQXeDoJzrq6ahtc/STtnI/1sK4Y6I5s5D+mBMYf4Pfke7wKmrnqtnr4jRN5u6idbMpNnYX9VMeov13L1H7bTj96gj6XQ1ycRJzGSn4Wo5oDj1MTi0kxx7nTpdfpvH7q8lz/080Kp9gK6fpUndpKtqTW4nqhO6ikddDNEP9mdsUwJx3GDpNpe+dRP82ql2T2U82RaXFVlF32yZaj/cyN7eI/aAb9PPRnlZFjkOl7Al7wc9w5Ev6J5WPxLVOolmrfsTfSRfVcxHoNRXvoN5pmWh8uFxUtm7EPWi+nUN/N9puuaIWXog/oLW8nL0v0bx6g/qgKvbnVVNfWUP+7iUGN/lYviOxi2hP9BCV6ZNEa88U6ieTRK1kHdl7K/3io6LxyTHR/KWEe/WobrxOzrrBXmWTGXI/2U00jk4SrehQ6psjRXugJap7S/E9W9T23mD+WhX7LjX4R9No6S/vKiof9hD1HF9RfSdAtBegOjtMNLdHML81WzS2HKVeXC5ac65TT33JnptzDP8eXUSrVw+yj79olgSIyp+BMfyOsaLadwL9ueHsdYzElFzm7ztMvChqzW3uXqvmziplpswbzqK9z000nT1EfVGAqI0MJP8VQd/bEJXyKlE9UUM/y3mW3GtURTUgXDS+i8D4qbPYQyMtRdTfyBFt91wsLeaO4jRb8qamovIXmo+7ibpHd3TpQf2hr6guGEbdbzj7LaeQ70SJ2pMY6pVLMPRT9hNQ/TSZuZbLqPe5xvsDUA9Dc26TWKl/3UK0W7iSXVHthIYH2v1fEa0stF+g2r+bqP3NC2OHMbcjiNxyNHf/GouvvS/q304Rzf+K4F7JDN57EUM9N539r/LwxD7qKQeYCz1G3on26lLunr7AOw03qBc1kGc18l2xL8kHWs+Ru4ltRT35FdHMay/akd3IBz2Y6+zNXKI//X6B9LODRaXtGPLrU0Qjfq5o9fqU/tp0cqct5IW53EnKE9V159ivazJX8qS2oubcXtQ3daM+pbtovNdPNNcPo75uKdlnK/MDLjLnj1oZWtav9OMbyV84zZPcz1nUUtqL5pAOov17P/pv9af/+QAc6yeq5f+i7z9OVHJQeyccz8/m3sB5otEuhXpqGnu5n1PfniNaC3dTH7af94OL2I85y3vhF5j/9yXu9Kqg/84N9vQG+mP/oB7SOk7urHMX1ad9yaFvxPF70fjdkT8bLuq+o0TlbrBojY5griqGeuc07lxB9eRm8iaT3GY391rvxwloHzyCFceoTy/ifmwp70Zd4P7si7y3p5K5yNvUJ7rOl7kJ7UU1wV006/qKWqwf+c8A5q4FU28eIipR4aJRO5N8c6ljLp0ckEHely9a946Idl0l7735iLmwNgvkzrH2onLRQzTHeovakf6ivjiQuTZB1FeGMJ+bItqFGVhgitaFHLycz9ycvWS/89zbXsGdUb9xd8BdUd38nDzsJbl3208kr+8qKtc9RfN8EPW9Y8hF0eQfV4varl3Ux54V7REN9D95IKp+T5mLcl4o33MIlbdai+ZcT1Hz7ovd/EQjMgjzx6FzCL4SLqreU9mfGM3eqRhcEydaLon0D6aJ9vvr2d+zm7lLh/kOv7P0c1A/WcH9jEr61+rJ/Rq4e/A5d6udF8k9j9ai6etKvt9B1N7wIvcaLepeIeRR4Yv4u0RS12MW8e+VyN67u7m3Pw9TDtGvKmRvRynZ/zL992tEZVi/xdJvpuG2YNH+xxjx//9Dx0yHLxJEfeUa0WzcJGoJ+eTaAvq1h5gfWMK9uedE6+NfmLt7i9y7npzgHC92biUqGzxEvY2nqDkFkU+NE1XfMNH4cwZ7O6LJm1aT1+1i/r1i9k+eYS+1hBxWhnEVzB28xX58vWh/9Fy09rRMEN1b44YOoh3aVVR29BS1nD6i2b6vqDYPZq5PGP3PovEpKu5LmPsd7X8lYepq3nklC6vQ9NqVwPehnrGb/Tfzyc0O44qzzHme453FDdwJv82d7Oe8U9BqiTjOVVQyuopGoJdopvqSW44W1ecxoh49m/qzeGxMo//VbvaaHxGtPy7Qr3dNlPsT3ETN9hLNUUNF444v/cujE/l3DaW/coZonZpJ7pfA/i9LRP1QKvtLVrF/OJ39U5nsxe4U7cgz7LmUMfdqLfsTbzEf1PJTyS/RaOyD4/uK6heo1/0Pus0QtXLUzySIVrtVWIr2oU3MVW/B5ju5N38Xef8h8pPT3Jlewt6269xpuCkqofXUjWfsfeNiSP3tNqK6Fa2f24l2QEf6s1HzcRf1r1F52It5b2/y4EHcuYt2bz/yzRGiUTWeufEfcC8unHujZ+DMWdh/AXt9luGrOczvz2c/+gTvfn+G+agr3M9Gc2Mdc+dvs5f5CDs/Zu7Uc+buOi8V1zQT7WOuonKrg2hV96Q+vreo3fKiX+kjqlcDqf8cQvYcT78kknqvKO5ETaP+KI7sPp93X0tlrt0a6gWfM/dqJv2Wm7m7bAtze3JF3XUbc9NQdcnHbwroT/6e735xGCcUO35XKXe6lmEImjUV7Cfa+EMN3nU4uhbt23znqw/JWxxee847ri5J4kaHl1xFNbOjaPR2F5U1veg36U1WvUXz8SDs7Ee/fAT9svHcOReFp+fT35QuWn/7ghy0nfl3f+BO/GHmh5/g/fanmY8rJX99GYdcYW52Bf2jtuO7a+gPrMP1DdTXPmDu4lPeW+mcLCZ3ELUlPUXrMhqb/5t83kc0Zw1l/kwg9dPB5OIQPBgm6kci8fuZ7E2ME+0f0dizhPlWqcy5ZHLvnVy+4zma6/LYS8unv/4gedVhUT16nHtBxdRTSrk7ooz5jle471/L3KXb3B/ykP7Oh47veMTcpGfcXdExReYevS7aiweJ5rJA0fj1PdEqjKJ+Ppb5x/NF/V4qc73T2W/IZD4gl/rv20RVKyC/fRz9itlffA59LouKdw1uu8d73ZxTJSegPr+DaM/qKRof+4im7ksOHc38jyE4Poz6kCXsZ6dQr0DjzXRR9f2KvneWaN3N5Z2GAnKLQ7wTUsz+mDLms9AaWUu/uO0y+fs8cBOVjcHkjeNFNTMKTy0Ujfpk5qozRLPzBvwtR7Sv7xL1q/u5U3KJ/RVl2K1GtO7XMt/pAXZ0Xi7323QQtekOI3qK+oc+ot1sEDkkkNxrPHtxUeQDaGTFiWbMfOYzU8j5qcxNTqe+9nPe+TaT/oQs+o9zHe/kYbPv6QcfJo87xt614/gSzVGlovXkMnPfXKc/vIK7jTWimtNA//0H7DWgnvVMVEY7rxBrUf+ytaiO7ED9zy6iscaNun9P0Wr0FO1hfXEVmh37c2eIj6h1HEy/fgj1TQHsDwokH32X3G4keQCatUGO7xmHdWj2C+E7fvo33+cygX17EvUDk3H9VPqekXxHwXQsj+bO6nns7f2E+W8XksviMSWZ+Yg0fn9iBnMLc7BNLt8Vux9L0WpawP3jRby/r8TxOy+R88u5+2E1+SdUP7jP38n1Af2xTVfKHRdnUVM6iPalHtT/QksLEZWRocy9HUl/eIyoD46jvt3h4ATRyE4RVZ80zMzlXv0O+ktPc+f2efLPTVfJvXg30fipp2j5DhS1yKGi8s8AUfUeR/2DUNH0nMr+2BhyVRzzFSncmZlDf/VB6mGHeMcqwXFnubfzPv03Wq8WCwJFvc9EUYtOoZ5VJKobLtMPKKeeWSOaQ+vp593H1Q9E482n9Gud0uTeCmfRqmwvGuUeonJlgGie9afuPhWf7BL1jpfY2zAnXe5kxYt6cDK521rRGJEhKvd2iurNn7DVUdH8opB+1Rn2My7SX1tFfVkjd3a84O5SpzXi4va4b65o/bZANEatEm3frWvl3uDvRPX0EfQpFK0+F0WtZxX1a3eY79QomgM918mdVtGiFrVoHb/jFPW6q+SFdaL15U3msv6+nn8nL9GePFI0P5ojqiUm/ZPfYOH/0j9ikQ+dEg2vX5mf0uQzeafH66I++x+iqr71mfYfNzgQ3Q== 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fZpVMXDQ0niPEn6Yfi4OYD9RUsN3dO8E+tNdB76jZWTz/W1BKuPKiv9/aGl8v9PlHtgn1cfwXfRANHnP3ZB+1uwo1xc+IU+v4Du3mm8MnpLHbGFe29CMeXUH39O0Zi2gl660gn+p5kXAU4m8xffiKd6s+68G8j2t/DLffWLKaMfdzuTTOcHUy2sG9y97SdxC88lj707zHMvFlNvhJetKMwfm0aUHWYd8peO7kiuAZ7X8HL7vaFbkv7w9/L8lXGS95TeYdUx1KPCXXcaRjwLc+Q50J412bj2Jfc3vxcBL9DGln2bX8f3zwVP6tfVwfBe9x7N/8p5JHrU5SrzkAsbZ2jn8v6B/D/r1pTzWHcsyg6T/AeqVzlM= 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8Tzk0RPuMy4DamE3wcONdtp0hv44M4R29DNifd67gvVGeBee22xAMO5vWAw/qgcLGMdWl9hnNVzAPF1RSr3qFVDe7EjibrfCfPMr8S02aUu8aA+Jk8OfvtWLeVzfpjP93/h3xu+BKcyjMcSZ7G5OvzqQv/QGF8jzDue43iuRcTTDwPWnbvP+y5XAs15bh++jYxctkv4HWICmcg== 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epXOODlcwP8RRgYCv+rCZLxTSBci+U7ld4v7Ux7idzWtknycXc66YPluyCF3y2BcTrKGnJoaTp5pJhLXBxLIL93oD/XMX7C/1HYD4zH3S708jjwo303hvvsvGT8JKcTv1Sb0Z5ULx4GbuK5qE+v0wBFc75REnEYy7gQjZ87nLPSS/g+oMZWk 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X+a7yKvbJ5LfOrozHlPyYWetyJV4s+P/Cfq7Tuxfy32Z93J6s6/vwzwsewxm33o/me/jxh+Yx2cNID+H72S9oHfg/yypLuSBHl2Jq5eDyJOWXvx98QPzdlg58dwhiWNRCvFe14/xahXCOGrGdxtheaMF0v8BnT2KoQ== 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KJ6LNo/hvfHDVvR73H3yY/lR9H/RMoi8N/UQnqX9XqyzBHveL9z4nueVg8+xvnQgg+fi8YXor2JrW+xHDZoHnSfuswK+VY8CnvcdNmLe/wGgMI5hzMfqMuBeazYNfU9NceU9119n+T9TZNN5/bgreEGIsydvRH3Gc7jzCoxKaGv6N/MFcRK8ledol5H8vyVlKOKjlGbzPvTVcN4LSTbIk9CjGvWqejpgvnrEB/WsTPuCPFfozvP0qHrWVakKP5Szwewfxm+Be2VLOnXOpkreoz+fBPvShve85zGawXhW8H9DxfUFx1WDeY5ZdIe8cuJrrCvXTWYdtIzgmH+HeEnPZ39f4U2cu19hXSSs431aKHWwtu4278/eadQFvUODpP8BhBvGqA== 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pt69TFm/k/9ln//7eeJD+4t5tPFH5L04mf6UtxajT9ArOceXr81Dv6CpA/C9fGY97UwIBa+pnuOhj5x4jnU9UmS+Vbybc23L5D2gmn2LZFVJnOTI0Ffck85+xfwR+/vmnZzX1LhxTpxgzzx1H4596r29xMvIJvLxRd6Htc5fsP8ZFsX5vIct53yjnpO/d/1K/B/Yzn7PWGN/m1HL+fGhN6wTZ/+m/i8fsB9/8Zz3jdR81omJ1EN60MC67pDA9+U68VfK+a1W+AP5pq8954eTGsmTt/35v8XM6eTdp524XzDiHPXoAt4vghOQf+rlvZw7j/mA7296vpuPPeLcYcG/5IW/LIiznFkLpf8BHXzRCw== 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eJwtWHlcSFkbvjWZSraSbZq4RkziS1OU5ZNrCWNJSJk+pjspiZmQ8lXElZRsqWSLumVSZJA0KTVuYpB10mIZvsvohyxRmCwxn+fx1/mdc8857/a8z/ueKwiC1tFokSQIgjr17KmPozDK5MePo7btm/kfR+XnwgUfR3n3lp/w/aeey7D/cUUixtXuq/B9SkzQx1E6aoxRU+PmYr7fKBD7fI1iMB+Yhvv0iKxw3O/ULRpjrz28r7Q95KvPZuKccqsxHvdP6w75iqE37tWNFq3E3MFzO/VI3Yh1pxOU93Am7tGDTSlvXvlW7C86C7uk0DDsE+b/CLmK93joIfacvB7rnVXs06d2SMZ875P/Yl/TkbVYtx6yDnKiWzAX6n5dDj1bJsOfSurP1H/UHegvLq+AvXJUZhbW9bh5GH3O47x6oCO+a5FnAnC/S/kujMd7R+Gc2wfYJ4w0jsV+bZGC9fdz9+J+8zzcJ1k3bcG9y2pgr9hoAr9JhUHQS7jSYyHWe7c9gPNPLtEPG5bCbmln/kXokVCN+3ULPQHyNmzegXOTWtMfmcPhV7HHA57v5IzzqvvMJJz75D+5cTzkKc1u8K9aaLoCc7t9IZhfXwL8iCueIl6K+zr4VTLJR3z1/KOIj3jpaiTu8/BE/NXzhcCZuHE2zokF5sCBkrI/Fft62RqP/LjPxuswvq87tBp6LpkO/fV+zRtgZ7o34iaaWS7GetV2xsUjTMX+0o3B+P79LOSHXj+Y9i0I3g09l9yFfzXXX+JwzvYx7NNKIhFnwf0K82hMGObiOE/4Qcl+DTl67zrmW//DYfje2XUp7nXQOD4Jx3366gs4Jx43xrpo3gWjWrIhE/Za/Ia5PqsT8kxdWY881aVy2l0SSBy9mYB1ofmLcMZpPHHRUI7zQqB9BNY7OREP47yYL5GHfsb387dwn1i0DvkgeFVj1L2CgHPhlg3nQ3zhH7noDHCiDFocCjszb9COJTLiKYX57oS+3ZPLMcYmEzd1VZvxffV84F7ddovrtjPgD3X7Iegn9haIy0FtcZ9QVc88cU0jHyzbtwffj/0CudIYO+BaLN4G/RT7FtituYQjfkLlTupnksO8vv6I8hxjic8iK/hL23sV8VN9suif8CuwW9swEnOt/VDgWH62l3jZf2EbxnNdidu4I4i3dul/jOfLGOBNfugGPOm+W7BPmOEOvytOOvCpdkiDHPHzPObv2jzYo3WbBjv1JBPiyvoN/CFe9qO+L64irnL4zDW478NU4EGZHAX8S7XBiKscYou51jBmH8atNxE3taCZ/J1areHcmNd5mGe5IN/E4bk4p3TX6b9IK/hXLd3KuCXUII+UugzM1egT0EMtKiHPzjiGc0pGN/CBlNALfhfHhDIP4oKZH+7/YT4NqQTetH/7wS7RqOYaRkOJfDPBm/f2mQX7xamnsS4F22RAn3wrxFtPaErB6D8O8ZUNn7H+tCqFvsLN26x7y9rAz9KXj5lPrT4At7KLTr+lHQHOtT414EPJax/OidGmEfSz5wb6PQQ8JXTxOYnvXfvCr8q0wB8Zh0DYqY/6Hn5Qzyw8i32xd2CPuKkH7Fb9HCFXDw0FbqTRCeS12nLYo9h0hD+FijLeu94tDd/v2AMfctYw5qWSTf7cOZx13KA/6198D9gvhU0iT3a2Jk95TKc/TkeR/5+GEl+vDlOeV0fI144IrB9n04FDLdQTdUn4Lot+X3SU/OU6HvZIgwazrsw7wLo6cxbuU023kf9j3VhfKzswvpdCMAojxsI/6ukkxu/NXN77qpZ5Gf0F9JFGlLFviRrM9VaOwKfezp/5ozUzzwqTgUup4DripjnUIs5Kn5HsT2IjCiC3J/NONiuE3xTnWPhLLu3Aur1x7Cbsu8z+QxYGEFe916OuSRH9iMvI8cSDt8Y6NOsd8k0ofYB7NatM6rFqPHmryY648HZ9Sf+GknecD1PvVW5LIC8/AnVPPeRMXn6UQb+fdSIvvXFFH6ENNoE+wtzt4F9t12fQSze9xj7kfjH7hW9TiW9bN+bv/JDTuCdSx7pk15Y8+vkp4EWyH5eOuf9Y9l+Lz8GPYkBDDtbjy1B/hCNtYJ96cRf8I9ywI04swxAPtSqdcm9WMG4P8sljwnPOrQMQV8mmM/mqsJn3Vu+CfCklkfivW8e+LGvUSvonF34UWq8B7hSLasRNSUxmfXzYzLqrvSOvvm6E/0THF6w77QeyvzwVi3wS/VzAx9qWc+xrz79E/dLnZpNfe7sQX7MfRWP/lPXApexQyPy1PMq6mZ1J3r9kjnPqMhv6Z6I35Aij3ZD30l1Hxtt1cz7kJkxEXBVHhfy5x4Q8N2wPeF4NfEseH7YEcdMDZOSxatw5G/OiE8gHbel89o8r9xdjfjmH+n72JeqhaJ3Dfu+9L/wrtwSj/urtgsiPGR7wn7I2h/26cxJwITtvpL1HfdkHDPNGfihdmnm/bXfGw74Y90nz1jCvfjvCPBjwmv3ClVDoKfa0J39ZTCjCqBizb8m9QHx94QPc607FkKd3OAo5arQV68B0U8RJ3GJPvlC6st58P+Y4zg+sZRzet+N75i9H2r9pAfMjwewg5GpnoJeyJIp1WTmBvlZyfsO+Nu4B/VBcxfwudEV+qF532Z8kTYBc4fffGecF5qinQnoqz10NYF9X8Cdxvqkf4iNntyMfXFoOPGgmp2CfVtkf9smW1uSNAwbs8xYlAR/6dw7Mp1ZmkC+/8iCOKrrgvJTfzL6veyn0lJ+/pxybZNbZb1Lo98bFeBfoK/oC57JJFfJbutkCPbUYI9ynp/iSp32e8J05Zy3zdyx5WBccyaPGDoibbJZP/V8/Z3908B7rp20I+5WlfpTfsJ9+9B/AuN6th3+FX84QZ39UI1+0nFjy/0U7+neNA+qg8nU38o30hv2YmQZ75JT77PsOGTI/ihaQ34bK7OtCJkEvKSqXdSHNEHmmieePYb1rPP3mX8889U/EPfIkA/ZdqV/zPVtiwPeM3TDy/UMf4EcteMY+q2P+Eex3tGK9MPIj7yf1Y18S25Nz+xnQT9jdxPvDd1PPFe/JJ9Jl8rtVOPsvi0WIlxDwArwnlp0jP1v5ME+XPw7iuR18R7SNzcS5gSrqn/QH30d6lT/rwt5bjFPGXfYdRc68J8aXfcX2KZRb+yv6V2VNHeth+Tf0y1fm0E/r9wPrs7kncCo4JeL9KlwNYB4uvsm+aHUN8XRvNHG9NZfx85oIfElxefiuVqbQb+MWk/8Dr/Gd4zOafUwnU66vyeD5gjL2cdn3Y6hPD/Z5pZ1hv3bUGjhV8q4QvxuDgEdx8kv4RXsyBLjRiqzAa/odgfWm5jDjerOCdeLkFdbJnh+Ad8k9nPxh6Un9Da6xv3kUzDr2eQjr6bE10EtPbUT8xLrpxLXpe8Y3xoV4LkhDXRfvH8R7Q66bw345inVN9vOgf0bFMW4HCtinfHWQuBp+L5h2/IXzqlxMPCrGxI3sBb3U3NvsF1taMd5DGGftUiN5q/oh+wuTQXwXOOvwgzT7b77X7JzJTyuzyZvd15KX+7wlT9TmIy/EV73Y9+0Joh/baKjzsmZJOaEN/E9wsZD9VUMKeTaI/YV2/CTjdpvx1S+q7LfnFzB+M6ayLvZrR1xcHYZ1/XQB/KMEBxGf8SPY7z7wy4Sensl8J/UOgB/0xNaU83QZ36u2J5nXB4M+/T+oxD3iznfge7lPMut56xLWiTbn4A8hwolxf/GedW/SbPbXFpup37wQ1HuptSHz4U8P5l2wH+byuEHgAXmvIfJb+43vTGVmL8Y7bAXxEH8L+gqrmjlvTkQeKK45xO3XZuQRs2D+H+trTD40eMF3qNtE8kbdd7TvuQvz6PGvsFuqN2S+LTXge+F2f45dXpE3HBcSjyMKD+GeO7PYV5lE0o5aH/YxnXxYr9KnIL+UIRvJx6f5rpJXF9E/t/eQt5pf8Z040ioa+95+xXfT0M7s1x6n8X19cg6+69lhuEdq18T3yqGBzA9rvvO0/Qp55roj/WG5mf/Tbkzgf5/yv8lPoWOAG800kfKim9k3vNtB3Bh9ei9Z5WCfZLGKcofupL8urCUvLnIiL9r4st/x6sJ35DNj1ss5xey/i3LJX/VvKcfFm+80h57877K+hd8bjNFPKP7p5ClxK/+37DpF/bvVIv+lwzpG7VZBJvZXjCD+nNh3y99+eneU8F0l1h4HPwiXw8gzWwewbxB/4LvfYwL9v9AFfbOUdwH9tfqoDPmhrY8HnyjTfPF/RJk8GftFvRX/l4xagXosxj+hfJcr8IeuHiQel2/he8u3jPXg8C7i5cBT8ve/BvH/lMli6m1txv+OO/zJNx6F7Msr+hI/Nx7h3STUnAC+5ajjuFd7W0Cequ5PnLdXuD+/mn7Ps+c7LuQe/Z1QSf94DyCOmn5i/dv2/7z7B7AeV/o= 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eJwt1Xt8j3Ufx/Gr/ZYwOmyIzX132SYZoRFSdG37hRJmm4Yp1w4qc5PZ5BQu+/1GbahtDmFxtd+6b6Y7h3WkuHbAQss2OaW7yzZkyGwqx7rv+/P6/fV8vD+n7/WbPyiKovUoT9IURTE71YtaN7R+Rr1No6gcvSf5/xr9HKJduYlcsQXXVYuK66xovYv6pntSZL4pWFRKnxLNLWXUy9CqQvM/3nqdt76xTlS3ov0T6gfqceZlLG9hfttt5s/5TJXf0+TAoBDR9AsVjZNeN/UR9cIkUTmQgpPni2pnFzaup+4qFK03yrhrVHL3qs+r0q90iHqgr2i1UkX1VDfq51DdEYIXB4jm6qGifTwCW1B93sne14ncW/422ZlPP8gjGv4fi9r6Mr7jh/2YXsV8xnnuTvB7TXLXUFGdFSlas5NF4/pcbPaIZnixqNxfwdyVa+zP+tvrkqc+KyolkaL9iFNU/xUnaiemiGafJOZnoVGQLOqXUf3SRb3JTf2nFew3F5I9+7ifvZ87i89wd+JPOPM35q+HTJM75mOi0noSTkoS9fQU0c5CbWO6aKVniOYqt6i+kste3WHmj1cxd2ZgqtxpeBOvZYpGG5eo9vCI1pFy+vcdoR94StTSG1J5x3e69Au6ifZ2NDdEkHej8WmkqI2MEtXnU/CnNNGa62Jv1gpR2foFjjrM/s0G7JD8D/HNFFEb5RateVmifsgjqs1FotLZMUPufhsqGjeiRPWcU7SqkkWlvYt66WbRji4SdT/fmfLOZlSrnKJ98znqL6SQ50wlL8rC7DWi+ehHojX9C/Y9Feg8zdy+BvIDoW/Id0Sj2c8paltTRPsoak1TyaPmi9ZlN26owAuo3LNf1Hui/Qkq/udEw4l2gM8subsDzWNoHAkUlduoPhQu2rmRzN+KJkfHiNZmNFslYk0a9UUbcceH1LcVcndbKXe+qua9+Nu8k+eTJt+93F/UTK8NfUXz1adE64MI6rvRuDeS/iJUK8eJSo80+t1nM78S9TWl3PFU06+po97BMVvyN8GiviiBXJFIjkkSzeHviNayDdRzP8D63dRfLhXtytOisrdO1ELrqX9/nTuv+6SLf6I9pouobw3Gbj2o7+qJc8aKRlEse9VJono3jdw9AxMyReshF/Pt3aJyNYe7aj57A/aQp+L//v9i/i5qjTX0/Wqpb6ljb2g9/b3X+K6CZvY73qS/zydDvqObQ1SnPCDa8R1E7UIg/T+DRWNaCK5Fc3wv5obEsV+QJFoX88gL13EvoFDUt6B2Eu2Ht+Fnu6i3KWFv5zeicqKG/kO1vPtCHXP5qPyK5tB69vKu4YVm6qd95sheop9oZwSQBweJ2p/BojU9UtR7RYnqTVRWxlBfEov9krgzNBmvpLLfM100f8nEri72B6H9ex5zPTzkX3bxfscS3jtWxl5IOfmvGt7zq2dvwiXuvXWTPO8284853hTnBInqsBByYG/RCOsv6tVP4wKnqKkvMpcaS1bi6HdMF+0tXn9FfXIm94JdohWfRz/V6z6vvfNFJR6t6EK+yyj03vfQX1fGvYM11BNr+Y6TdeTH6rn3BKoRaI301qejtraZemILd+ejGXOd/tuOuXLvhwDs1Fs02z0pqh8MEbXUZ0W7bBT98bHkzWgaceQXEpjfimZEMrkxVTSUdN4Zi8ZaVK1M0drkoq/l42iPqLxUgmP2cLeonP25h9mLqEW/H9l7Da0lqMyox9+a6Ue14MLr1H0c82Q+BfV1Xqf6isrgANFwodK5g6g5Q6iP7s/+WjSOoxoWiePRaBfFXReaHjQ6OakHjGI+0+uzsaKdi9oPaHSPw7+SuNOQzHddms2dpens70NjRQb1pIVkp4vvXe+mHpbDnbt5OKiAfhsPd6P3MNe/lroL1ah66jeaqS91zJf6R2ie9xWV037z+XcKoH+tA+7tTH1lCJahNiGU/YO92Hf1F+1P0JoRxdywUdgrVtRzYr13vbkqnjs9E7jjTsafU7nXMZ35rWhU5bC3OZ93DhVi1U7q95Yw//tubL+HvXn19MvQjG/g/uJL9H18F4j90HwftRV+orU/QFSvolkchIOCqS8OEe3tqNz1GhnK3Je9yDP6i/petD+LIneOZe6jBPLTk+m3JPFdy2dTL03nu7ov5N3WLtziwVKv63Zw7+yn5LUV3PvjMDbUcK+ilvtXUHfXYUI9foJGWgPvnkS78hL16S24B5UFjoViE1rLfMkd/UTtTgD18yHU4/vjnUhRfdhJHu61TaxoRKDqGyeaZcmi/WAK+d/peBgVHzfZP5/3HlhNftiDbxRRz9jGnU1f831Xy8mjK9BAc9x++j/WsjfrGN8z5QdRP/sj8+/XM38Ojd4NfE8C6qWoTWhhvhmtU463pL89QFQaUFv2tGjdjSJPjBXVM8nM30HtRIpoF6TT/wW1rS72t7vJnbPYe2klntwmGl/vFM1T5bw/o4J7PvvJlbXc6XuM+4PP0M+10V3P/Wq07nhzZIv3Lhpzb+M4xyLZ+wu1j/xFY1iAaJUEk3NCRHVtOPOPD2A+PkpU9o/CWXHMDUxh7+8ZzO1Ce8lC0WxA7YSLuTlu6hvRfiaffA6VSavJV1Ada1IfXoSfeD2DRutPRb28nPmJFfyexMPcH3IS8y/zHeeb2Utot1j2Hg8V1dyeGDQAXU+J9pRnyK2donI1TtT2jhetC0miEZ7C/F1U22QwfxCtPnPYS0BzmZv3f0XtmyzmduZTD15NfTjaJ9CoXMP9HgXcmemh/34R+4tK8KrXwUe48301870b+K6X0XS30A+8zp12t9k76VgifbWrqHQNFa1hvfHvA6gfQrvvk+QnnOxpcaKaNZn58BTqcagc9Nrote9U0WhKx2EZuNzrLhfv3EY1yi3qaWguzeKdhSvIlzzMj/iY/fwS5gvL6T93hvnpNu+PaaAfd5n+y9d55+U7zBXfY8i9G2j0aSUqSlvROtZN1IYEk12ojHiUvcM9Rb1zmGgORSXZmx8JZy7Ka8hA+isGcW/wEByLxuQI3juCamAk+SW02g7nzpFx5OAY7k1Arcsk6gNfpf5lKh5Aa2ka39tlNvP7UOm2gPpBrzPzcNtq5o6ifnYNRm9gbwPaVQX83u8+pN61kPf6oLoAjQ4e6u2LmY/3ugi1oG3cC9jFnBOVV1B//nPyb1+Rx+4lx1exN/o8/nmRu/c30y9EbfAt+hU+S+V7ZrbF0f6iMrITjg8U1XloHOhGbheMM8KwpZ+oPzNGtHonivblNO74zmZuQCb9Wah9hbYjm/qLqK1HZcQq3m2bh3OKeSfic+aja6jvO03+qo59n3rvvUZyVLNovovKzFu8O84nU/ZHOjCuFd5sI+rvtRXVEw+J9iVUFX9RcwYzN+JR8sIk5h6ZJppzUkUrB5W5M9F4E7ssYO+pbPT1sJdSxl7qIe7noLLpO1xVxXe2qqZ/tIb90cfx+1PsF13ke1Ma2XOjeeQazvNxSf2lNi7m2orWjEC8EUw9IUy0E8NFbcAQ9u6NYm70C6KxA7XIV+gbyexlZtPPzcXAfOqOYjyP+pO7yWdLufN0GcagsRHNzw6Ro08zf9rfLfW+ndz8nYNFdXGYaK0Jp953APWCIaJRgsqqSOqnUFGiRG17DPXUaXh8NnsX3+fugQ3UTxRSP1rMfvYubLKo36hk/nQj9SC/LNn7Z6Bofhws6o4w6nWaaN1E5eJI+leiyctiyNkTyQ/miEZNnmg3ef2+mDvf7SY//K2oqdW4qY7+N03s+/ovEwehtcHruS7U/QLRDBOVrrGiFr9VNPcXM//KLuZuNOLmScvld91KEs3Y2uV8Z9u3pT5suGi9M4Vcl03OKhO17uXY77Bo3Bf0jtwJyBStP26J9vqAbP5u4aLhniba2Wn4yDxRe2++aE5bh8d65sjfM6ZohbzfdEs0evuslL2VuavEcr935Xc/e0bUL/R5T+afGy/qIyaK2qCd5JJFudLPPJ+r/RdhAHmV 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E7GuaCrmHsWlLnHrOJdxWsX7Xe0F5zf9RAPGTQ35XO3WlvFSYUh8ZlqjrxGGuZGv/4kHX0iFYTw/whD26y/NiXduS+Lo2op95cSZxHNsCO85rxlSjmX+Yun/NEN3hA== 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d0Oe8X4tyB11Rzjvz3oy/THuc4XWetQhdUxKFn63e8R+oUMz4y7zXlwNu0U9u/+WeTL/OPtg5QXPcUmxzCO7Ncyrud0Z78/iidd/eM+lldiQ/5fjicPX0ai7sudj1Hv9zZ/sa3xU8td0DfXSeiD7AIenvBdPr2Tf1zaEfP66E+0Xd2X8s93Ad/38Btb/2L9Yvwuugnf6lHrwUm7bjfgqs+5TF0/Ywg/N8QHz4+b4FNobwvvF112p7ybl1HvjXsSlNYv/Uy04zz56QhXxi/ZgnX2ZQnxe2bMeOPYkH+ous09tfIQ6KOS1sn+ZFUi+33Nk32Syg/zwNcD/dfol3nOIUgvvCY4nsU6km3D/tcxXuWIz+4pTR6gP/ueBu+bA+zFhfTrrV1RH4CFUrqb+vmmmziU95bldOEeeDu3E+6mzrbznnfIZnqWrubCjv8jGKFg6Uy98TjP/blLflOIIX+n/pLn+4A== 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2VnGdd4m+qdOJ/o3Pod1/oEdeaOmb9Xzf+K++4XsSxZ3oP0XjvtL/weZCXsp 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3DP4m/SONwVfaoIJ+Q3/i/fmbuW5+7uI3/3u8d0s7R7tLS2m/myq+d1kGu0bOY74819YoPR/Vkdl+g== 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ItcW0u/2sWi9+Rmm3hDNaeH/lO9ZvFy0Jq8WtcRNor5mv6huOSWa0VeZ/yeqRTdE440Oq2RvTJJojk0TrTTH0YtEPSKT/sFVonI0TzQeLyPntVwtTggS7e0honHoX+QWD8jtvd+XvKNM1Mv24RcV1OdVkQOPkutda+Q7WmeL5r0V5BaHRbuxQdS33qD+0DtHfl+LdqKt9hL/8/9kPJaJEetE7adH2BjxgdQ3hq6Vd24li7pVI2rrjol2+TX65fdw831R2aLkikFt8InZ+NlFUZvyULRfUfLkOxO9RDXhE1GP+VTUZu0UzR8r8rT/A2Hdc/A= 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eJw1mnd8CPf/xy+oqBVCrAwn2oSatVr7EA1i75hHo7EJIkXCCRE1UlkkqXGNEisqpUQIF1RQEjOo4oxaETMqvtbv0fczv7/ucXefz+c+7/V6v97vzymKotYcN1FTFMWoejjwv6u5YeCi/67a2brf/XfV6zww5D4iedJ/V7vEHrm3lInjZfyUJxvkWilv2n9XxUmVeUqr9Kly7bV6ioxvMFTWt5q3kfdmYZNx/13VtEGyrhrZX57bFebLfvTTo2S8tvhT+Y7VxPGGPH/aNELGv3TZLevXX7de3m/PniDPd8ctlHmlvg+Wa/39sg9t8jR5r0z1lKuRW26GjH/Yg/063OTq2VS+p29bFCPjEupNY31V9mNvvy/z7ba7vhc5qt0RObSmM2Se+qeXvDfT50+XcS3d5d46lR8u67ZbwzprG6fJuD0+Ms70PyByq/FRrPO6tMhht7gl+jHe3kQv5YbIeM2le4is610P/T102CjXzD2hMu7SWeRJaI4dOlQQOyg++1g/JRz71dqCnUs15P2yq3Plu8/6rpH3t6eL/Oqg1zPl/YTdV2X8q6Eit558fK2M96so+7WGtZR19Gt7JsvVedQWmW91my3rLTgj31M375Hv2x+GyHMluh9++KSRyKOf2CHzzXGXRC7zq3fyXjnSP0quh4Lxq5hqQTKv7YXVsl6uD88zW/8i4xaPYV+xb0UPes8qy+X+4OREWTevhsinJT9g38o5sY+xZgd6C8rGbxPfy1Ud6rlMvrMnTOLAzElLkvFH/v5B7pOOyjy1fNVomVd6kchhDB1J/Hj2E70pI3qKflXVAX9ZewV/Lx2GvYeNQn73GuIn1sCZYm/V+Y58106eNxU5rkxGn23E3/WbLfJk/tYZm+R9wEjZr+mTkC3jDk1eJfNrPZV9GDsU0YfSvYLEg2m9Wyrjnk9n315VZL6xxXOerD/Ea4lcm62KlPWdHEVv9oOjokdz9xSxh+lR65LMc0r9Wd7/+TRWvnO3t/iRsaj+jzLfRSferl6XcUrXpDny/PPx+PmZ28h3ro7o0zjfiXvnxeI3RvRN0YdyuChcrhE5si/9XQ5+Ns2D+MptFi/rhfeT/elOK7bJ+LQK4J5zMt/L08Vf9Cp9JL6tLYZ8Rz0euV/GjW4t+tFG3xS92XVugTM108GdsBFcH5aReXbdyARZZ/xIkU+r25H1167Hn61ocKTrZO7HXsbPliWIfY2sT0Qu7d/57PPThjJeVT4Ve5gfR6yU9dPixG+0yS3BtykBzCs5S/BZufC9vLfqHV4gzwM+Cs7r69sSp4OmgUuDh8k8PS9YcNZ41QR/3uoYJvPfW4KLdvxR8Uf9wyXBG+NCBDhx/eMheX/eR/xEK3y7Qr7fMIK47h4j+1a+CZB96leSwcdmO8QvtSGOYifDcbl8z6j3o+jXKHPoT1nfNiTOjV9SwY/qE2U964i7+I26dy/yX+sq+9T8e8fJ9xZdEjkVj5KyX/X+ir3y/dlRsk/r5nCxvx7mL3bVOnyL/pICRE5jXmgIevycfBB1X9ZVy9WTuDeGpYq+zFXvxM5GuRD0Er8O/WavEVw1jn9LXCWZxOuJnyUu9IG5IocROhc9rpiFXhIrgwMNPMQ/tF8aEW89EuX79sp+qfL8cXSO3Gc1AE9qbxDc1Bv8w/e6DRI7GCcLsdviluznwVWJH3XmafTwNF7G2xWJI6XUAIk7s7C6zLcuHiMPdQWfrRFTZR19QjXs1agb8va8K/vSz84TPRonokS/apDHQVnv5Upwui1xoNU7K+urxhLRhxnnDl7W28b32z7C/zPYt9nmwVTu02Sf9tUO+MG5zeBnQ5/F8v6bduS1PuXlu9rDEJlvLZsj88xzr4mzOB+xh7XzCvOdXYmXcZPw1ygX8m0Tt/kyb0OB4Jg59gr63vWzfE95X5u8EhhE/hgYB37MGCx2NWZ+sUuuczPJd4terUL/yeBp7EfJC9bllcTDU1/BK2Xh19jty5YyTqvwD3k8zQ+/d74ouGTbx4v5hxtyqA/hRYF98COHWiKnsqy02MPa9w1y2jH4gUMN4u/1UPFfe7ZbioxPDQdnqyeLnPqVczJfUQbIeNOlDvvIiZf3Wr4r+DmsJHnxXgXkH9+PvDXOFVy590T4m505UfK6FteC92cqytUuv1/wynwXwX4/dBI809Jriv7sYRXFnurYZ9j7Q548NxO6id0NlwuSB5W/u2C/LUWiB+3vu/hNwAD01CcWfy7X46hcrWjyw01b1rMCv4P3nrREHrvBc7GT/j4Bf55a57ysc6+35FFrc2PseqBI+I9+pIE8V2ptIV7qeMi9NvddstyXfCR+Yq2qLXGoPsoSe5qzv8Jf3/8s+KI8OYC/BlcyZR+VuhMvUV8Q56tmwkceO4fL8yGnZ/P9seK36qCactVi14h9taZlBAe1GuvJjy4TwbdQU+71ogX4TY0L8KgDE8C7vL/gtxuSBI/V/JaSh/TvruE3y/zBsbgIwQXtiRO8fU9Vyft2mTeiH73ifBmvvHAFHyqcA1+ax4lelK97gkfVP6CHnLfgZESHWXKflE4eeZEqfqLc3SbftZvfA+/bnME/dkwirraGil/a9e6S72afFL/Vh0QIX9Q7+YmcRnovePTScbJvq0ag8CA17CeJX8uIFf8yH4aJnrVOaeK/tts84uDiXXCi5DrJs0qParJPLX8feabcUfx0VKysq5XPJO9UCWY/ze8Ib9D9K4BrEz6Sf5z8wO29q+E1ZesQV+Yz2bfqnI385179Ju8/OUF9kJaQJc9bku/snQnwzxx/+HNOKus9yf1d9pG9lHpuqJfsT7mzmPhp9oG66FhziQ89cx5xfmsS8VTzR9GH9Qa72GlnRQ9W5DDkLPkevr96ktRv2rua6HFtY3ifcyY841Q3+K7/B4kD3ScVfFtSFxwKfwgePq2LH67UljE/Vd7rW74ln3gGiZyaaxV4Qdu7gpvK9aX4RSMveMnKOOJn82DW+7Ab3O/dWeSxn1jwNj/PM+z7Ffkxvyl5yKGTfM/+rAT2z+0huGlcTJbvGx7lxB72U2/WTfQUv7D8ZsJjEy9JPCiV3mLPDk7Enddi8UvrxhLi8t4y8PDtZ+zz1A/kt+ijxEfpDfDJBkNk3+bJSuBQl7ngwo8R8G+vJ/Ag7/bsZ5+j6M14NV6eW63LSp4wh8xGvoZO2M2tn3zXqLpb4sK+UwhvaDea5+1OUk9Z2WIvo6If+l3/O/nx4GT2v2eH4L5aMfawrJO6WeJZq/6OeFuTIP5v56VTJ1cvELzUJ4wFt77aS51S8qHgidny2AW5/6YQPPEtIt4vNrLkmt9f7GIk3Rf/0v+9Aj9v30vi2fYo5qWtTgpv0o6Sh/TWj36V6zfVRa/K3mPUT11vIP/Dpdj30AnBYa0rPNfOiCBfhMObzVXJ1AUvN++R+3Vtmd9vGn7+yWp47fV74hd24giJS+3qCrGvOuE34n5fZ3jW2TDwuP/X2PeTsiKfVqJ7uFz9vycfGjfBVd/2Ms8O7ojf1EoXvDZd2sg8xXGi7NtMOU595+EH/s0uoi6OeSt2MwoHEgfPk8nPN04S/7cPEed1AoSvqbXOwid+f4Ee9O3wR2292Ekreik8yUp0BO/GuSGPlSn3ZtEU8uvBA/hR70DxW/VS8la5jl8s/mz2uS5+YtQ7IPOVSr9i1xv1iaupT/AT5yn0tcpSt9jhseDw0UYil97+S+rGXnXED7SpX2FH91cyz9jmAg8I//oneb72T1lXUY7gl67x2KfTM3hKwwDyzFYP5JkTA76dCYSfpd7B308FEz+t/ifjjX+PE7+jR4GLtR7Djx0d5F5b/Rv9rBY5km+sl5WE3xi+vvQFHnmKfGaru7J/5UoKfucMP7aPUw9rC0qCi93eU3ef9yC+P/2NujAnCf9/dx8eu+0++dV1E/s6X0/wTY8sErtooU1lH2bz7eyjxWL8o+4e+gKru+NfbqmiJ63rNdmX2WQ5/aZ5IeI/RkY32Ze9uepmsVtIFPw0dgvytFgtfml+loQeb6NPe0dZ0Yc5IYU6uvcf8Iim+Yw7fAL9bvyJOLH6UldmVILvdu8DPnyZIHpSj/TGf4ZlwJt6jQNfhy9mnxef40dON+GrfnHIPTEG3tn/Nnzifl2p04zRAeB66CJ4b+0o8npwV9G32fYyfdYazbHPoF3Eb/lo+HOKCq7e6CI8U7k5Cb/J/0Nww1zuQZ3ULQNefvt34bHG8XjBNzWsG/lxZl/8cOAi/NTNVXikdbM/fYxOabxvUcy7n72X7yubggRn9YUW+PNiFTg7x5M6Jmeq1Hvm+BD8b8kCcKyxO/w0tH+4rF+vHji0FJ5iVYxG7ztz8atdDai3p1eFl2x4hP+sPQsfKZEMHp0IID63X5d+l/nBFd6zcTj5cMEKkVtLWog/79kLP1k2nHq7Zy3i9X4X+OmD9uSntvfIP3F/wAfK0jeyXe6DD44T0UtzX8EdtclHcO9AO+QzWsBHc+vw3TV98IvEAvK9bwH9qxLeEjf2nsPg9w9Z1HnWfrGDWgfcUGoX2yklAV6TCK7qt13ID0+fkddHJ+A381YKLzP39Lor67ilC1+znjYmflIz4aHp56ijm8ErtZ/fgFcvirgvodO/KfiH/DnmEvpXeogfGAVpIreydwT5pYojvP/Dc+47bkMfvU6JPHZcPH61vxv7PzgEPd/JBO9y3eDrQVnw09TL8BO/BtQJo95Qj5T9e53Ma32Ovujh19Szcw+IHZWO9dFLbkPy6/DO4N6WbIkP5Y8BgrtGndbEU0oT4iI7iHGfFvO/mCmRyBUoOKQ1a0YdMr661Htq9Gv43tKS9DubD2R8xjzxDzvxGXLm9KOucj4kdaARHAlfKOdAfqy8H3/IHCfzrGOp+GfOS/T2ZJ7cW1+uET3p3StT/115hL+a7elbLH0Yy/P22HFNDrwrnn6u9vnW7fK8u0Nxf3U5fuW/Fr05gIdKUjfqkAYvwP/BMcSjM/W+XZf52o5C8V/dnkl+/n7BCblu9iafLgc/tZX/o97dbord1ILB8KsytviP3nImOJi3IFye36mOH03XBZfUG5VjuZ4XedWQ9mI3vaCH5C1rfg3qgMkvub/pRJxXqwd+R/WjnpgakyHzZ3iLX+g+5Fv9GP0w2/c6fZu1bemruQWBixsXkuft8rJvu/U+9LX4C/E/O+MHkVfNbkx+LrwEjqY3oy9b3x0eMwv7qXvd4FcxgdQJ24aSF754A+8efUHkNF59TR7ZVIn8ErqD+I7yEP81Xcvid4NOw4d79YZneOWxv6w8zimWRjLvn3LgysxbnMO8ngdext3BroWjWHfFaPm+lfsJuJz4F/va+Zjzn16b4U39puMHA3SRTzH3ibzqxEzWj34pcpoFfZHDeTX9jUB3+hrdz1FX9i0NTh57Cv8oeJ8u667rSr/g1+n0SXreJW+k3ATPnFXi/FR1zv/eFEhfyBo1VuRQxjWCJ9S2OadJ3Cv7t24E0Z96WCTj7CBw3/i8p9hHy3xFv67XRJHP3lVRvqe/aizfU1eNoK9Rvg449/of+r67gvheRa9wGf9yMXGwJlXiwsyNph87Mp84qxa6U9b/dSHnCH17i76M5p7o6+pj6vH1Xuy/M+csWvMjjO+2gPiLLaTf2nAi/dT+TvCV2yHkV99M+sxDS4FHq09I3W2tmi7+bU6fSX/cMwWeW30JuHLqMfi0/UfJ/9bSJ/CltlXJS816kz9XnKQv4Xnjilwj/Omnjd9HHzwtYJ98t8pb+EDmVMFT+8f7Ioc5tLvgqHZiIPZ8xfmWnpkodZKx9BfycIlH5N/7F6hLXfvCHw8+JI4XXUffHelHGBOW4zdxKnytxlbyiNdEOa9Uor+TfVnWdbGX0vuU5FF1cFf8omwb+jZtThB/nVX4b1oo+OBVCv6T2os4qfIvenSLIA+M6gWuOJckn4aMoF+cjT/bMcOlDlICA5AvjHNMrSz1sfquluCVmVLuuox7UMT+oqbTF6rmJH0I4/gR6qrsVtg7pD94/+yjxJEe1kTkM5LckWuuP/2tHh3AZ2/Oc/R1N/D3Lefhv1sXS79C3+BBPnk8gv7ElAnkjWsliPdPfYiLdTvAW0d/+gB5nHuqruR3+32o5EGl/ynRv5o/nD6OGk2+H7CCdX0/Fp+jrBP+bKxsCE/y7SD1hZa0E39OgX8YT78R/1QPWJyLrB9DX7/QxN9CZoncaovlnEMtJq7UAm/hzfr5g/jRIDfOcy7kYtd/DsE/S3SCn895jl5ejCPfHviUvDizGnnabIL8BR7US7lu4MgtT/bvDb6Zc+PB4X3gl5qtUv9m7Re7mlGLwNXHA6lnPksl7p9rnPcFXqS+3bGIPkTSfurr2t/CH0tNpg4uDGAdxwz8L+AE/uExh/z/+jH2X6qHyzrPd9L/2dUb/PFuKnrVb66A9yzZS/7KLYAvdyxg/LNz4gd2TDLnwxGXwdf7Tzi/KPU+DD1kUve0qwGuzfsKe8W/IV927U0ea3iJ/lrbMOInoh3nl0NK0weaGs95dEYidVFMMLjVaC3fDVtFvyz7GHX8OT946rSx4s9KUrLUKcbwwfjDm7fI1QIeYhTFoN+ACfjDCc43tfh8ubd+s+kbDgmAZ1waJ3hqBI1GH6PvEo+f9BE/1vrxX4y+IhG8C42k/u3Oebp1zYIfedvwP7/j+F8tf+LGt6LgpTJjFv0av0HoJdiZftTRB7Ku2oV6Q7mBPvXb34s/KV+8gs89+Dlcxk26LVcjOFP4jqJdwE+W/Q+/zhhE3CwdS72bx3mAOvos9UJkgczX6ibSR9O+lD6AnT8Q3L3QgfP+uT7whgbsy9xUE37xmxd8oT7nYdqEMviFuk/WtbK80c/L4/CWg4fEbpb3UcEN42wI/nKrI/7bIZFzEANeZq92gJ9UriH2MX7pA176emHPkSHg+Kqn6K93AvWH//viPHaVfk6+Be+/UI16zykN3n5gGfx84teco9R6Rp+jRxzrpQ9jnZaFnOe9eCv1k+Kj0jeL8uc/hjHdqKOvLZd+u7I7GXyYnM35Vqtp1F+BLsJvlGrrOD/6cxXy707APkOX0AeYFAweRsPL7I6j4bn5OfzX0aAi62xawzlB8+rkifn1sNvmyvjrxgvwQf+R1O33htPPO+JNHIds41wj6yByevWlbzHfWf7PMg9eBDeal5bzBiPyW/C1h8a+2kwjDxRiP/VUafy/Qh/Oy0v9hN0dZnFuVYwXVtw9zh9O9izml9WRb3UpsZORW486e/Bi+vKTMuhLejQXv9Em7AY3PJ/TZ5xSCp741wDwsO9l6sJgb74Xwf9bZsBaePJve6jfPR9Rd854yP5b9qAfWJl6VZ/RlPjPOEk9qfnQ39KfkB9qBLLuur7w4bju5LUrc+E309+SV2dMRd74cejdv4B8M2cl9ju3nL7mxva3ZF5ylJzj2X0rc752pEj+V1G/aCb8U4upAc+etwtcfI4d7JzeEh9a1fOcd07aAo4frwqvusk5lzKmmNd/4L8Dq7ALedTHF76S8a3Ud1r9NHju4ALOO6JawItanQMvK0bC/0LSqMc7fc15atwh+FH18HC+74I9j4zE39uewR92L6C/5F6X/7g8RoIjnVuQ/76tyXmk6zLi7RfOIXTv0+StwUniv/bFUHCiqQP3h33w6/Qv4V3l57D/azH8t1Org+Qzc+d+4WG2w2nOo9rvhUff8OZ/L5eZ5PM3wfw/15T/hKwPL9HDD7skruyYreC7u5voTVHLyNVse1jkN+f/g77sfPoiJYv7Ys+xgz64A7i36yL8o+Ux/P5ZFnbZeorzjNSK8NPBbuDqmxfEl/vnxf/LlBCeoXp/xzwP/icwjmYckOsLd+qryyPh17ofeeJwELj+LhB5Xg4Fj0Y6gifXitBD8kfsWi6Q+i7Vl3p3566V7Oct+xkeCj+JrgsuObqSP3q149zwC1/wvlQZ+gfhA6Sfoa0MoA7peAdcznuAXy1qiJ9UaQPfbd+R+4Ul2WdSBHVSwWfk29OF1Otjsqh/em0k78fAe6wh/N+l17rMudTkR/w/6n+L+B77kPy8wgk9Pi0Cjy/Tr7cvR8JrdzrJeZL91//3NfJkvpIyi/zldZ38ffo1cX8phvhaWg29TlHJM8pu+qIVc39mX9fA1dbFPCarLvVkSBj/P/xSyH+aYfn41Zqe/Pc3ezb8e1Yrvru6H32Zgy/JT+vpsxgb3djfuqb4vX8YfHTXMurxKtN47zue/tTD38kPdTqjjwau4HzZ9uBtpRTq11MdyL+1p4DLW+vz31nWTvrYXelXG9N3k7fnlAc3l9SC1zY6xriwIur3Jo7Ca/QWZcDZ2vSd7VOP4U2Vloh/2EMH0Le1P0F/QY/4P6pzFnXS3U34R1gpcEPpTD/+Mn0WLXYK+FiO/3OsdPqv1pg9+GlWLPF6ywXeVDIePD8/Gf20yCF/+DSmnp37Cvu6FdcRIz6AD622Id+/7tRVf/cirrtQLxmDxvDdJ7nCw7TJXvRNurrCs9Jfcr7o15d+2k//o38Q5M655LLO8Lsu2/HTv96Tp/96TB3jPpc+bLNs/kdeP5s8kJJGfZi5G17yQ1tZ35gfx34jG6Of1vTljRfJUs9rvvnSlzdfHKefFlmc94b9CZ+cvR4enfgDcXmmuP/hHi921FqkyNV04FzTHF8G3NASwYF+6fQfStWnz9KpLnw+fyN+Prck9y1TwP9bxec3AduKz8leYp9vis+ph8yhr7OJ/9XUZjnUE49+BD9PptN3eQR/VetPJY6mz2D9Y/SLrNWZ2GnUTOqH6cup6y648F9P0QfynbmAeDnWlP341Fmg/R9FAhex 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eJwt1n9cT/cewPGj4ppfm7KxDEf5sfk5ZcyP2VFmpHGVXyUcfWMqYpUQ4+ibuZPZlB9hl6PaL9oPwpBx9MXd1R2XGGPjqLhTZMow7XLv4/06fz0f79+f8+3h8aAoitaqIlZTFEV9+U/RauPjEpNaivbFNji0g6h1X0h92hpR+X4rHjtMPf4H4ppy5oKvi3pWtziJR/UUVf88UZuYjxtQ2Y7mDjS+ceolJcS7PPQdQ21Cqah/do29W8rp+xm1gxX0n7jJ3ml3ROsK6i8EzpC+hz1Es2qoaJ2II25/VTSOl+OzFfT3u0E9oUZUKx6S3xg4U75z+DBRnRcmWtWx2HidqAdtpc8/fyb7vhPNuceo7zwjGqsqiWvQ/ut98n9v/7b0D+8savNCiHNDReUdF86Iw5AM0b69SVSn5In68QLRaPkD9X92nSV7PKGiMWKaqHp00b7lErWp8aJ1zE1f40xROfkh/YUm/ecL6d9+BBvVkb8bGC99I12ieRzt1DjRGpNGvm2+qLzqof9SKfnGNn3fd0iQuC5AtOa9IRrBk0R7c5yorJ4hqr9l0HciU9TNbeRr87HdJ8wdvkpfciVxW99EeX90II7TRSUZzdsuUe02i/pLSeRnzhftE25Rv70Rv9/G/J085toVMLelXDTeqcCLLWfLfG2gqNUPI/5piqiPdGHrOPIpqM50i0ZYJnFdAXH9XvbUHhWVFsfJe06I1vB/se/7M/SlXBfN0F/Jp3nPkX1rGor66U7Em0JFJWy4aJxyidaNNaL9T1M0n91OvTafeFgBfR1t+jyV7F35hPxVnySJ/9FQNA72xpFx5DtmitrnK0Rl+2pR3beOvrYF9K2toN6xUjTb3sV3hs+V/o6xonImTtTuzBCtX0zRvF+AaXuotz8+l9/JZv47r3nSf8pxhi9eQa2nn6i4XiI+0Ec0//irqD4cS71NBPUIVJ+aTt9+1G7NIz8wmXgEGrFov/Iu9REZ1MejlYT62Wzu7N9F3Hk3fclHcSfap89g3Fn6W1XQX+z1jsQ3vUWjc8g75NGsHEveJ0K0Y6aJ1pPp1I/OwK7vOPPJzC9GbTUaI1JEtWI59aAM8qdR3buW/ruoDllHfYyHe13Pkr+B+ply7l6t5f3hfzJf7pUs7/TzFrW/BBI/EyIa2RGi+nQk+bGx5POTRevWEuziJj8G9Vey2ZeynnyLPOI/0N60SzT9d4uKr4e5AWiNPUU+sIK+CMdZXinSV4bK1oYp/J1aipqro2h8Ekl8fgoWZIjm027iubn03dzNvicl1Dt52OdC9fQZ+vuW4TzUPy0nbl7Bni7eqfKeJF9RPxuAPQKxb3fqN4JEc1wI+bEu0ZqaImqKm/xaR3eOaGxD/bM87JjPnkFo791NX/Mi7vRwDENz7j78Twl9Sz2i2qaU+NszxF5l9HVyzCtnz0d3ed/qBvPlvVtRae5FfLuJaGS0FLVf/EX9RgBx30H03w8VzZQI0V4aSf1JMnHXFPoiM9j7H8cCN/6ezd7EHHwxn7sfotKqSFTPl7BvkId70+vpC/NOk768pqJ+qKVoTR8k2guGEcdHilrmONGsiSa/LlZUu7rIp6ExPoV9n6PlWcz8lAzqfm4ciHaCo5VNf5cc3jUB9cAtzPfLI05H+8lu+t8uon+0B8eUkg8u410G6oPO8d45l+kbXME70lArrCbfuQ6b1zP/RfACudfkFdFaMoj4fIio7A9dwHdHitoBNGMn0/fSVOYSXaK6E/W5icw3SCG/HrUjGcz/iUp4Fvv/lc1ckxzyZ/KYG5zPXDyq9buIRxVhaw+uK6fetYL3VKPRpdKZqyL2quNOGCo70Fx4j/qFBgvFvd6iHucjqivR2tiY+IOmojm5mai4/UT7puODQPa8GUzfetTyQ1GLZN+HjufReBxLPdiFT81m/qUU3nMkxbmfytz1DPq+dHN3SybG5zC3H+1J+cwtQONbtOI9xLPK8FfUFlQQH6vj7qQneMp7kcxV+ojq636iWYb2xlaiXovGjEBRKUHbHSxqp1F9ti/974diAZqdh9HXLZI9s1Cx0FoWS98XKcQNU+kbjNbZDO7ddLP3bBb1iBziZ/K5//0u7tQU0f/SHu5cPErfq8eYKz7D3hFXuXu0grkbaAbeYt9ytKLrmFuC5uk653vvsT/vIe6qZ09r73SJFR/RDkA9F411TYkPo9ndL52/J5pHHQ+0JT8+gP4d3ZmPDWL/nGBRe3oYrolkLiCGehL+/98z9RfjeM+gRPa+mEIchfpXbvYPzSF+bg9xhWOahzmvY+y9g+qRMuKnzzE3Ho3qCu76V5J/HdUf0U6sc77L8TFqUd6L5f13HFv44LN+GNpqMe8IXMweNJsFk9ciieegdhmthtNEo6eLucWoTYqjfiJR1DNS6GuSgQ0ysfdq9nvQPJpDvs869m39mPd9kMe+U/nsDylgbmkR9TK0vfcQj0Z16z7u68XUy1GN8tC3BrXbaCw/Rr31cfwrKl+WUa9H67Vz2PE881NRya0g37OS7ymq5n5UHXEBatWOr96jfstridS/9hbVc6g8QsPPR7Te8hPtHNQuorKpFfWoNqIeE0jfNdSfOI7rxJ1PUf81GOeGsu/8KOrXI8mvGMee3Mm86zkX9XuohcTxvl6pxIWLmdvtxuWZvKvNCuZys3jv0HXsnYfKR6jO/5g9s/PJ56IWVoAnUP8N7fGf0NepkHgk6p8Vsc+DWhUaffbQ/1/U6oud39FDfs4x4kbHnfeWkf/R8aVz7E1D898V5GdXkw+t487oBu+K631E/VU/UY1CJdtxeSvRHvECfTsCRSu7E/Wl3dnj1YP69WDRPNyXfc8NIh81mP5DqC4bxpxfOPXH40TtlIt7PeK4cxS1iTPIZ6aw53Qqc2/N517MEvpvLnXe5yb/EypzMnHDCu6fQrP1auKYddTbFOAs1AvR8C6k/0IR+SN7uJN7CEs81KOOUW/8A/kVZbz/BzS+qqBuofkz2rm36Htc6+yrc+7cw2rvpfKu3s1EcxKq1wNFa1KwaJc7GkOo30Gr2Tjmox1voto1hn1bUHk+jvyXaHWYKxofpxK/PJ++ppnkI1FZi3o1msUreMe/VxM/t476G6g9RPWf65mfnU/fY7SuF+D5T7gTV0j/oiLy/few730Pd3ag9gcq3xxjX2I58cRK6vmo593C23XMx93Dy97LxKd8RONF1H1bkY9C8+PnRG1uW+rbA8m36oRvoxHYV1Q2O3YeLFp3UJ84jP7laG8Mp+/NcdS3oTlvPPdCY0T1ABoJLupecfRPQNtCq+cM+n5LwYxU+r52s+cOmu0y8cAa5hJziMeuo28LGtvzcWABfSMKqVcXOe/bw/6YQ9QvebDhMfbFoupznO+8W0r/9TL2tjpHPO5n4j5X2bunAttVsicctWu19G+6h0lNDHEvqit9iTv5i1oIKh+gWeB4AdVHHelvGkA+EI0EVK+g0rOLaHfrRuxCtVlPzOhFvqwPffdR6xlEfiiab6OV7vjjAPLBA7k7HpV9joeGsK90KP2/oD4kxJkL484wtBagPXg075oQQf8ctKMmEE+JZr7xVOabxFJPc2w+k/m/vc27FsSz/ydUghKYexeNb1F9JYm+Nsm4Eu3DaASk0fdwEXueTmePiqqGxmrUjzv1g0vIJ2Ywl4Pmd++Rf20VsQvtHageQ+UB6h3X8K6ra6lPymYuFdV81EvR6L2Bev/N7HGjUYpmbB79f3M86+iXz7v77qBvJOpvO/HzO9k3cDeORaPiKHNpJcS9TvA989BSTzIfdNL5Pc6SN8qJr1TS//td7k2qpf/qA+c7HnFPR205quleyyW+9pSot2uynPuoTnLiqpai1c+XeCrqC/1Fs0N79sSh3jyA/AS0l6H2ZjdMRSutF/oH0Tcdtb+jenMA9yYNJJ/leGGoczeEvgGOk9G8MlL8/3/Y2L8Q9UK0d46lXun4APXBEeyJRjsPtb1O3DaaPjeqn6MxeSrxg1jqdxLY65PIe/qj2j+ZeGOycx+N11PIL01jvns69UVolqDRfDF7/N+lb2IG9Qar+M5w1Kai0SSbfA/HGWgHbcY3HSej6ZXH3dY72FOIxpDdzO9xvIX6u/t4T+ZB8qMOs+cA2v1PUo86izE/Yq9LuBCVErRzrxD3LSc2UDuFulcFd1pcp29AFfW30MpE85oTj6ihb1Qt81loXEQ18BFxV9RDnDgB1f1OPswrQ/bEO65GuxbVEd6iNbuRaH6A9mtNRG2MYxIaa9B+qyn7fm/OfHIL5jv60j8C7TQ0b6N6oRV7XvQX9dFoZ7ZnblcH+iICiFegmtWF/pbdmE8Ior4J1YR+7Nk2kNj/Ne7uC6HfO5T+X97ACcOpx4Tx/o2o1qPWbBSaEcz/iOpt1IaOJ//lBAyI5v4EVJPQPIV6zFTuxMaS/xLtnJnEQxOoxzkuQuMiqkuTMDGZuffS8Pl0+iJR+Tta95dRv7aSuZL3yb+5ivwnaP1jLXEdmq2z2RPvuAnNORv47rTN3Fvr6EFl41a+88k2+ifmcXeDY9SnzMfu5u5qx5/Q7FjEvr57yYejPXEfez8/gB2KuVdziHjcd+z/+TD900vw6+PUF50kdp/l/nbUT6F6+QJ3My5xt9Bxejn97zuGXqdfv8G+TlXO74RmNlo9atjXppZ8h0fkF6LS97Gz18st+z5oJFrZTYgHBYh6p86itribm9+nO04JwuWOW9HI6SfaR9AaMpA4F5Xzr9P3Zgh7MxxrUH35Dfqzh7O3XxjvWIH2D6gljaW/TwT5NMftaJY4tohmvi/a41E1Uekfyzsnovmui3hMAnNfobIikfy8dOYXLCXOQXtDhuN75JevYj4Pja/XsH/1ZvoeonpzG/uNPL5rxQ7mPkMjaCf5RbuZ34TKpCLqUQfJz3dchNp2VBoV856YEuddqD1CtaeH9xw+QZx/krkNZ4lHXqI++5Jz34nLbrBnfxX98TXsz33AXEqTTPEu6tktRLsOzfKnqa/3pX4UrVefJd78nKgVo/1CW/y4PXMbuuDabvT/5LgtSFQOouYTzN5NA+n/xxDRWPwG75gZzt4PRxOvjaC+PhprYtljz8TMBPbcR7NXEndXomqjdTmZ/npHO42+7enUMxezv6mbuTXvOftWYfMs+geiOjub/vAc9oVv5jtno/0Vas9sIe9tsufDPOJvUVfziQt3ON+/GzejvW4f5h/EghL693ic7z/JO4rRKi5l3vyR+Pol+qxy/HcV7+9UTby8hv59aJ9x4nO12LOed/7RZIXErqaiOsNX1E45hvqJdqg/fUvRKkD7nBMvay8q4QHkM1H9Gs3Ljle64Dfd0EbtUC/RWBvE/Gv9mN84EM+gmfQa9yqG0PeCxvz3IcT/QSP1Dd5TNVzUL0bj2CnUc2bSfzAJVyaz/wEaF9MdlzLX2+38TqgvWsXd/lnEp9bwLnc2fXmo3XF8Pof6xc18z89biX/Jo7/iU/aM+Jx3R+0g/h2t7V/yngZF9H9Rwt6Mk/TvQnPfKb6n6iz1C5ec779CvaycPW0q6OtXh5GoLfJ6T/Y1aipqM1vgel/0OG72p+9aAP4aKBoHu4h2aRCx70BR9Q8RdQ+q0aNEa3qkaN6fwN4j0czfQP14LPu7uth3OIF8cjJ919GqTqcvKxvdeexdvYO5sUX4UTH3zxwl/u0M8ZQyfPQTeddlvHKF/d4V3Ku/z/26R9TVtivF6i4Y2FW0WvYT9RaDRKV1qKjNQLtdGP31aPqPon8OahGRxOZ44smT6X8Uy74YFy5JYN+faD2zgLm76fTnZWAnN31tsph7K5u+/24iP3gLvr6NeyH57PP6jHmvnbyzydfkGxUxP3c/9W+KmWtayh73VfoXlZOvQrv+Bvfrqsj/USuqXbz/Jns2NhTNPb6iNbq7aJf2IR89UFR6D8KbQ8jfDhHVAaHkb4STb+5i/rdV1P/IFrVlG7DhRu6GoDV8C/Nh24hbFNHn+y02Labe9Ah7u5ayd8gF9jypIf/KHeKVv9P/1TPvS/ydn6jODRT12b1F5S/BmIxmZCh2GyNqPSPpH+US7WlbqGc5tthK/Yt89sTWcy8+cpV8h9840V4xZRV7EsmHp4jaxvmiEZ6OUYtF9cQqUTmdzdzwS9RvPWKu2bAs2ZOUKqoRRVn8fYrJT0R7ikfUg8rIz6rDJd6rpT/eD2e3Fo05bXFeB5wbKGpfFYnWqiP0z/cQLykV7XOtP5Df45uuovVomqi0PyKq00+Ldm0ddn8g6n96rxG9monmUzGi2niJaJdmkK+sJ9+yx4fS366vqPQcJ5qpWaL94s/EA6pEo9/LH8ncxGBRdw0SzeDBohU0RFRe0aj7p5OftZJ41XrqB6+JRuOHoqZVrZU9+mNRXdo+W+7ndhS1QUHEM77I1v4HwrmPgQ== 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ZZ3Xuoh4em4hcexJFf3BeQNxd3Yi7VWf5xVqamvEqfLqLvOTfSx5xJpL5KMtS4nn48xucF1bntcYHIL/yep11oGZR8lrgt8hnoWibez73LdhXLZuSL5T4Ih9yG+fnsB8jp7sV4QOY19RM6Vfzf1MvaytIF+MzSBeXTsOuZTbHqybOnlj/3KLAeijqaV2PHd7HMy+7sLLzFtx1dR7y1rW2/8+wLpSY/YR9BnfeM6uvsS3BjyXUOqd4HeGPsSjTh6MH5O19Icle2if+negJ2G8OXlr189YV9x+Df0OtaIA66hPisiX1vQnnzvYluu4F5B3tRzJuL9eR75dbxL9746C/agNvFnvllWifyh092M/o3s39t8CM+k3k3vynCMgEHii9OlB/uCxknjqKJG//ZuBukcoaES5Rx6kvBvnleE7wxzmsUsxjLvybNQHmnsF1te2z0c8y/736XdHH4JnCa1bU+99GuM8S515DXijXK8AzxEuGMN+Qgr5sdj3FNZVnkYxji4uQ70gzLnA/Xetx7rRfw7iVL/qzfx9+gjHP7Ekn2l9lPXX+OO4Vy/f5rlFth37DfOuUd/LypivypSbWN/Ym/jQ3gXfifUrcf4hLTTivsZGUY74rAjs27SW/K3uEvHjSH32F2Z0pf/lsb4Q2/dgX8zBgjj3tph+49Ka+5k0gX3k0Fr2r2vC2Ne2asO8cqAV/E3S8hnvN6MYlxdfMV8MjOG+FziSLxq4QD61YS77CyO3Mz7m/cFzpZ+ms97ZuJxxmf6e75cHwU9Uo+HkHcNGYx7999PcZ0A58/zMb3GxKw3xKt90Y96L6UkcsmxC/uqSyDz1v5XnMe+7qZX47ofv0nG1NWUc+LfBe31pIPFx21j2nWrs0U/Q1rvznCi8EDxWuUJ+pTwcTv61qwr+ox1vQT/Nfwqeo77uyfgadYZ4VD6ZebZ0AOPl6iLa29GGPHFCJvnmqiL66bg+tPsEa9rp9A34mXjOF3lRsYqmXhZOYH7sEM88dGg3+eBfIajLNJO/WI+nDSEfePOc83W/zrzoeoP9ofP55PPGbcDrNPN7yJdazQHWkRtiOH6DOc93ViejTpH0Rt/kT6Uf2H2Lw6oc9jeWLyS/m5+CdVWHC4yzy3to3/Dj5CXGi5iPgnmOJE8nT5KTf4G/6X/3YdyVBbJvMXor97+lhnzzd/bzFGNv1lG32CdSHSM5T2E68EK+zj6U/Kgrz2VeDoVdhT7ka9KzIVhHnHCEcpxw4PzXHSCvoIbTPw7RnpqLLXHJKo98OHUE5BBPGpDXeW0hD1hBHFde8XxLDp9B3DhQwvOa4I7AKdnhBPH3jB9xPtOS9UETG/7X4FFMXilEf+vjbYFcmp9O3BhLHinH8rxY+BJOfCgMwPfyCOZz8clk6n/RAuK5czf2+SPdiBd9yti36j2EeHEzn+dGLe+X4vuaAPYBNvzH6+LhOKdTSx5yn7Il/ye5foLnQ/afmN+TfmG8TLn/jX+cIt+st5v+86mYedDamH24F+7Mh403M/6r2QdS7n1gHz+X55xagUYcK5Dhr6p5K8ZdWgXqYuVFHv201//oNz3y2FdKzGWcxu1D3EmHTPifStg82iV+KvHUjfivbb2CeNH6WjKO0yLZ/0iZTp4oVLDP+aMv8bOvB3nH9wt4XjCCfTlxOPmc9PutRxgXY0W+FD8Q+CvHxdMOLZazD3Hi8lWM2zmK/pzenfsvKCMO7n4O/xGuhFPvPdeRj9e9ZJ7NfoE8Kzf/NwXPTRN4Xu/UlDzR/xX8TN7Yj30Ob1f605dHrBMHelA+kwfErensm0ptRNRp2vOb7MeaeLLu62kbwX0t4z6mdyT/H2hD/Zw6BPkkwyTU54LSFH0nPaMS+xca2zMO1ydzf6/Zv1CuuxNPQjaRLzegXZUvo8mzKwbxXOzYR+bLhvG0t+kD1gOP3Vi/T/8D8ilTzKAP2asR89Wus6yfUtoRFz8yXpSaCPKjX3fyvKUimXmx4xHa81Em+ePoetCnEOLFeuBZP9rr0WLmv0sOjD+b3JMYN411pdggjPF5UaG+P2WxHnWYRtxNnQl5xe7PeQ5wMJHxdPET69kB4cAzbZ41+ZNVHXE4qJg4cNuefdz+Icy3+8qwnna/L/n1gmj+N5TzgnWdeTLry02HqHeTzuwD3OnNc/Fd3aE3sVEI6gt9cEOsK7xNJt5ZVVHOKDPILfVivleq+T+I5sb4EO5n0z69DjLekg4xzmyf8n11AHl35Rfmz5tO7BeOPkX9uNRQn/bR7ANdUmFfxccaPFBqdpX2ejoC9/ppR46baUL/uefHfS1dw/70qQWXcZ21jfk/+Q3jJKIf42nSdOKpn8L+ZLscnm/Y1cBvlZMy5wu4z3Nku3DEvfg+NJPP4xAv8vQXjLuRtuRDOQU8VzTKJ94ecaYftl1JnppYyLjxcyUOlnYm72lbj/XVSS/oV13UCbgt9qlj3TA2kP2MDjasd9vmM+5W7CDvdW6N51LvN+yDXDUgfozuBbyQngQy/3YYjHpTjKvm+WCtH+fbe5x4MeE47dGY54DyfvYDhQOnGDfVVow701rU18LsaawTQnTyi4MDyN+q/8Z6wuQTyMuSz16e8ya/YRzuu0057W0wn/bzIOJ9jjf10GUn5teObmOfpEc37mc2z1+UY/GsC/NmMG8v/p7ypPDcXOj/WwTkcmU/XYyPZNwuqUdemnGXeb91J66bYod4kRLGQl9iZwHno8IDI9anC3T2P4Vl9KO1F6ifM++wjqD+yrxbyP/ElEfHyW+yB8Jvha17GK+W5cxfri/5/T8NiRu2UcTjZc2Yb7rd4P948emQT+ieyfyYsILxZbuBdbJFEvtkeSX8fsxj1g8+xeQDw1azT1cTw/x3lOcQmtqM/CVR4/P1mey7hJUxjuObUb+H/cnDvSzJ+35fxPvtUxTp/wAMuJKV 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D0U5yHo8+C3kVp/YZeG8R6shj/jiCvbVCgPhX6WSvEr384Qf1fsnmJ9dZNaLb6nkLanJCVj/vTvsKBqZId+EQc3Ydz7pj75S+2Uq46lRNvN9dAvOJyb6se9pnExe55dF/pswCfJIEWWsl21zmB/rbdjX9hTZj1gK5COlicyLKY1Yh8alEufamJM3frzNeXnjZcAnsd4ezqXL/4P+wkEH9uGzRnJ+2b0W62EdD+LQZBfEnzRxDHnY28OsW28LeU0cG4j1mXmcS7kTnzVlC+P9UOUdvF/Xkvau05bn+E84Af19x6PeiIXTU3DvYVYCOzTrDvtrY93Jn/3Gwt7i51Osr/WfMa63B6FuyqM41xNrTmC++szKxX7N01jHbjfG/srNcM4zc2Ty5nfdYX9x3QHoqdw9TBzpGsq8E+/AzlLGa/rh/XnyrKNO5MlnyfeE7H7s2/LLmbcv2xVgn2/3EXeSp0l0tV6wl7SA/bhyZy7fF96zX87Kgx+lWEvm98YTnINmPSbf0HLIqyvjiOv+s7Gf3CCeuJf0CnmltR7DPPLexr7m5lDOwQ0DuJ9fJOvT/CHEvYB/iWttJzCvBtajXD2voB5rFb8wj27bIz71G6M47+hkA1yQ7PO47y/V31lMulN+65mM05knmb8FjjhHPOdBfqyQj0iOAeSjW35n/23YkHab2YD+Ljz4GPd/DeP3gx5l+I6lNfam3db4kye06QI/y3UigHPidj/sq29qS3/NyGB/NI71QGzViOdWvqC8hRdYf/b5kw9ZTyQeH7Ii71gfSt498AH7ljxz8jTLD4xrQ35nU9ayz9ZmZBE/y8eSxw62J17tmk+79JrIvsttJ/1b5ct5r1yTOL7jAXBFHW4MvYRfOR8QbPOZF5/34Llu0A5xLKsx7EtKLxDHZHN+H5ztT3nsHYjX7nPJ95f8Foj9IwJZb+cNZp83fh/rZ/MU2uejBeuC0Sf6IzqOeeGRi/fFojDks6LVIY55OxDnnEazTzVwo56ZqRrkqOsPHFKDZpAvnV+L+YYe/4jzqvddOScduo/fv5zNkY/q33nsYxZUsg4k2vG8Fj3Je/3TmJ9rrhOf5uTxPkdmnPmv5HVIJP3ifo15cJ59l/bmNu0in4I+uq0teejm/sRJi77Mq9RP5BMRcgJ+z9vAOrb7nx3Y5z/iteB/ifV14kzyrF2x5AP5vzPP1p8kT5p1l3zEqQ7zuCnjWmoSzP8nhE6HH8XkjuQ/6Wncx6YHeJu8owLfi0WX/qwD+43Ir5dX89v23qjLkm+jy3ie1ofy72FfoH/3A75L12ay/7hxjbhQ/JV23NOV/XXr9ZxbJD45hd8X/Ep59z/jefXvcf7jN4PzJFeR+eOdxTnVvOo5Stwl8o2pT3i++pz4kd6T+ra7xTlFzknyohGf6J/eRynHsmDizCA/1BXF0oG4cfAuedhzc8bVpbucM7WPYrxEn+f7d1aQf9Taz9+TAzl/mF/FeWyLS/we8nwi4+dzVz6v8NTxPNeMvG/vHvYJccXEg8dLOIfb8JHflVIGwD/i599p13nse2SHXNbHWyWwu1yYhXyQ6/L/FWLbRpBLbM15peZQSP3nG5NvdJ7H/7O4fmQfsP8r+eqDMNafrO/8XtfKhnn/OIS/h+1gPTBux/16Vc8nj9djP7TEn/n9ln5VBnDeKm/6jX1Uuznsg9tkcE5j04LzscWnIIfWeQFxuHIs/WiYyO+Oi2T6I2Yy5/iBx+jXnz3Ak/TAUvZllZac8w2yYh/Sthjf9YSAxujj9S6FwHVpsl0g1t8x5Vyv1Ix1+yrjR1xuwO8QT26ifqm/3OR3a98ozodKW9G/B7PY33acDTmE0eM4l21ni+81wuQazMugnpxHPPVH3ko+n9lH1f+d9lr6in38IXPifJN75A8vrPhdJlEmP/W5yO/sJgK/sxn1Pot16SHcb3Nv+umWBetArW60U4wxedj1RuRxjwqhv/zqNuZPgutNyldYl/XQRMTvqtU41i2fAObHtkXko64dmF8DU6q/q7NPll63Yl8dNxv7KvM479NXHWVcu7GvldceQj8itbjIearLJsSxbpfKeDu+nt/NJiUyf2b7Qn7ZdRPz/V1B9fcfXvXpdRE/+uJBtGeOBfstU/bPckEyv5ONNuX60MHM27wq4t2DDcTtpRXMn1q92Gckz2Z9CNhKPJ6+hvuNHMi55yV+b1RtP5AP9rAFzso7nhMfu7oyL9aNoV6NBOJ1T0viVZkz/2/zcBDmTcqKWPL/Syn8vrvlDvimnrKJeG/14AHei2+OPkSe0ZZ46pWLOb9atJ7xG+BGfmJGe+h3+B1Gd6A9tJNtyDMsLFD3lUhv4KB08Dj78r2h/L/KjI/4XZphRR5spXB+kXqYOPyB3z80jd8DhOCv5A8NEilX+H3i9ECJ8TtKJ56vGUCe0P9P8q1iP9ZlIyfmTfoY5pWewO8a7RvS7kmZjLuVFYFY57MR5wnTPjCuahwinyzN5Hcip8uUs38secQ5B/oj5BfOwU64Eyf8TzNPyooQJ7r8mLhzSSPPvvcv7WVeRT5j+Bf/31HO/42JWQ2Jt5+MiXse5/h/pMqd1NPOn3jXuCvz2WYt1+1qRP73a1fiUJPqeVk9R9YD52/knZu2sT5OLCX+9DlIHN57k3O/V00YT/7DOV9/NYI8cfdz6K/krmNfsDCR/dWenrSL1UPi7pSr/N/R34b8P1CdIup75ij9N/89cflbGXldRAv6o3d74sH85ayPSiHnPpf16u9d7emfBjupX4IB7dl9OuV1MqKePswT5VkH1FU5bC795NkiDfY71pu8YGMF669Yxrrj8Yh9lZEj7fh1N+W1DqUdhxclYN8wC8qb4UIcT+lDXuK2FP2j5hCF/JFWXSN+rLLjeSdvce5+s5z7bvCk365sR55qCd04z7oXjDohmvdg/RyeT9x43456eZ1iHFz9jzx4Qhjja84W/i+ucwz7o9XH2b8f53xCnLaV9tnJ+ql9lcgD3RozbpePJh5+a0d/xXNuqx2rnlOXcU4uj61JvCtViEsrvhGvTUz5nW1gOvFiUgjr8b1h7BsSO5Av3Mgg/7AazPp2NYz5FFuf9fZ1BOvD3Cnc11sNxHn9bhOPXvfgOsdhrFNvTNnvVNzi96r+jG/1aifym5Pp5A2JHohvdSj/L6NHRJL379zM/ifSjfbYXUD7jbcnz8rypP2HV/Pt5HJ+Z9s4lN8zl7vwXA9z1lHTz/Ol/wH0KxXq 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M+o9NZx96mUj2a+Z54K+gXTnV/ZlbKcyjoewnyR860y/146zH2Q3LANy/huCayG0MfG0p38Vrs+cYv4LmEoc86nLuluyor78/IFr0r8J5BFdzpIP7Z1CO63xruHZjoW4r3AdtYM5ecm6D5BfbM1+kvB1MnnlZzvcF8Qx9Mf76fBT7WN3xolayPOF7+xPSQvsmV8Tfid+jxjJPt77/eTpWQ2IM+MXnMP1zLrYp551ifKZruS8JQPZl83bxH7eoTnMtysOA3dlO1PykX3e+F646kHe97oX7Kj/Mgl+oWzYR5w260ceW+lOub4tJf9bpdO/svJ5XrTuA/QlmvSgHu/vxqhOnsz+QQv2beSg/uST3xvSz9rcjaBcw1jvey/jfNNvYX2l3kZcSwsL2cexGkPe2q0vcaypA3HPwob2H92c/OaAK+s1a/aF1JRbqNvkfqdZ19xYj3gUciYwfzfXmK/yBzHf1reBnrTAQKwjeY6l/Fdesm7sdY884ocd7d1jNPe1sgfz7oZ3qO/0K4/Z3275mHHyaAf1ubsd64eyAOLIRB/m4djKGnux/lZ6ss+pp14mn9gVRv0ee8Y88qyA/qqZMM+kJmN92WYjcf90DPo8YqUnz/sO1PSdi5YT19pszqQ8N9nHm3Qd/EboWs2+RMxGnte62pLXL/Fnv6F/FvqV+vJ9tLNxIuJXylO430tRtNtbG35vS34lfRwYQbvepv7cMpnPZ8bQX5PqsP+RVE3c6liN+JfGh+J9XQkjv/aPJY4tOkF8P1yehefRd4mzpWsYTwPyqJfaNjivkdaZ0n+8w1hnNBvCfuPBqawfsnzoFz5e5Onf5xHn7r9iXVy8DHJJqc3J24f8oL8FOMFvlNwX7BufaU38cxnOfVQcpL8/zqa/9n/FdcvaMq6adqcdZ++nHGY92FeI7cY+e3xrvu8Zyf0UVcL+esNU5u+G7LeISgjyqXAnBnijum0jrzhqRX+a7gX7qi/lmj6uVQ3fT2A9Y9kVPErbUJvnl3Vq+piDJlIfDj+Tx/S1Qb7QSiYzH3VmX0iwX4X4kgIVXrf4inMP+WE/6nvVTPiJuOkt/fd1IeSQa51nnmi1iH3IXk/pF95+rO9dmrIPMofnc4JVe6yv9N0LnFd9vyGehBsV7Ku4XmJf5YDOemC/kY75xHziaGAo+cC0RfB/ye9X7E/eVc480ciKPHTwWuhHaTeO9WHfg+wXmLRkvOesYR9s50Hmhaa9GB/LjZn/1wSTH+8oIS8oNmLfefcW9s3OtWNezt9DP/Ozx3zarQOMU2vWh7JvJPNuZh7rqCk3WF8W7mf+2DWX+Hd/OXHk37OsE5yj+H5DW/LKq96sE613k//fUrh+jBHsod52IP9KmMr8a8JzT9F1FetMQ0viX7NR7ONM4rm2phxnvX7HGzirZh9Ef0w0zyVPTplGf/CeCf6mfXajvvI3MJ4uHaO/9dhEnhezknFh6Ml+U9ZL9m2fqzyHWryS+9HD2B8t+Y19rAnfuZ/APawXzxkybntkg4dJf+nEkXvLmF8Wy8x3qW9YN/RkP1Wps5H9uIeljLcVuTzHuPmI+XZcR/rp6XLwUOUx1xdtPLjfFnuJrxOuE7/sw9kPqXOZfPZTGvBV2mIFfcgnrzMPjHrNvvGIu9RL4GHwSq2sLuNueDZ4qP7yCflv0EbW2ZNMWHflfOD53POfMSpLEnmuOCCW5wCvVyVxXwW0z/ZbvF/vCvXXsRXzXsxn8rMvSxFP4g72E4QMf/ipuoj/rSiPQmgHg+bsj2WeIA/ZXInnYvJZ1kP/5PP+q2ru81kTxuESZ4yqbxjPBTLHYh3l2q/XMS41gJ5E8yie08wo5zlsJ/JzMZznrepNE/YxfFmvazEH6b9OE/m8V33Io5/w5PnjTfbrtOHReF9/7U65JpFnypaNyFNtRJ5rBW0lvscTp5QRmYxHaQrmE06Tzwv/2uJcQxqylDxgmTv97LIx88Gk9J3cx2/wOzXmA3loiz7Mz/PP02/GV8GPhGQH+KHyQyBP63Wb+T/pGO2zseaccnBnnusPese+xptW5G+PvRlPi44zTqucad+JvcizdoymfYY/Z7+zNBvxrd3Npz0durGea7WKfv/Rh7izM4zzFA0jP3clX9GOdoX/SuNHEWeS/yT/nbyF/yftasg685M5+mnK1C48PzvTFX4mb2vLuvGgD/NZw6Ca/nwO88W9SMr1+Dzm1WpPZ33yoQHkkOs78DxqcjV5apsK4vGFUthTuxVH+cenEO8q2rEPdZH/MSnLr9D+/xazT/DqpwiMHesRB/4ZAXmUE5l8L30w+y5t59OPd6+l3RduIZ5kHPuL9k1HvGlpX+m/K9nvESoCuc8FEnlEp8b0ow45jJd8hf012Yd5uGsX4tOVBOaXhg6MI5Ng9vPiUhifzZ6TJ6XugX5lxxnAW9mJ/xmplYHc7xjydukuz7EkYTXj6E5v9k+vNWJfa/Z6vCe02k572BEflOQU/p/y0gvP1Zy37GPu9UzA/U4ejJ+xcdR38yfsK22x4To/ZpE/m1fQ/wL5P4Lez4vnK5m/8L+c2luI0z+xby20p3+KzpnkkY2zoS/B+DNxue0k2v+mC/02YwHrgSEaz+9iu/F/HnvyPvX+Mvpzi0/Yh5zFfKu+0zGf1mAW66fkfux/uhwiP3jFvrHm9i/nkSeQTxWd4356j6Adv9wBX1HP/wm9CPmWlP/EIPp7Ugb94Os95smgMczDfu7E9Rv+5H+jekZQr1XAdX1vKPHSdyn14ruA9V/BLvK/89v4P8Qunf25Q2dot+jZrAN7v2BdU9uVuNmokPsYPZ587PQP9ilbRlPe4pH8X9I6iXYV6/K+1zZ+N6ED4739HuCWNtGW509bVhCvpqeQB4d3D6BeCmmPgdPQH9DXfYN+ZA+NecyF/iPN+In7n3qXdZDbCNrBmf83iL60i5IYy/cWtOF7DX7j/1gDtzN/lQvMB5mduF+358ThWgf5f6UxeYXy4E/uR4lkv0Brxz5V9Gr021TLHfAn1SiZ/DrjGe187XeeL92NYn9FC2FcNbcnfkd3Z3/5cgz9bV0rnmMNekI7lxazL6X4s95yfkf5LjLe9EHLmW/7DqU9117gf6t3hjNu3IuYr0+3Il9bpxP/nZsRr3qUUs7W++gH1m/BI0Tjo+QRij/7TfN5TikKA6m/OyvIm4r3sD6JTKW/tmpNHhu3lfXQ/HjWn2YdiPNfUljXd+xGe518wPr6eWfi3bVojMKjk+QzZV14ntZzGe3aus086f+YGyA/ 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X9nc61tFXVPDXLs7OPQ++8/VUj92bOmyVPa1dl3K72gk6iXu1B4eolbeSjRfbI2j0U7xIn8FrZKO9Dv70P+mk2iUd6bu7s99894S1Vc1LA8kN7cfdeogLEItJpTzEtRLR/GO82PYdyWcXLsIzqeinTiBPXkTyb0yif4PUbzXJ5r+ghj6HaezZ4Zjl1jOey7g/rPx1D8v5XxeEh5EvRzVeqfemkJ9CPWJG9DzM/YVpnF+Ge0pWzi/upXfV53BO69mc29KDnUFmg9RW7Gb+nIee3/eR+6FA+wL/5a6+ij3NLOojxQw9wsqk4vJ3znGuzxPkJt7lvMvS5kvQbV/GfPdLjEXeIXcN2i0q2B+EKo3a3hv5/vkymqxW6NlssetGW5wF+1/UPvAQzSsf4n65laY7cX5RVTueZNb1Z5ae409KR3JX0d1gg/eRzPt3+Ri/Jlf3o35FW8ydzqQ/G9o7Ari/IMQLArlHUEfcv5sNPlvYrBhKnuuzeSeNbOx4zz6t+cztyFetDok0/9qFbmkFPavSeO9P6JR77g0ndz6LdQNW7GviYkZzN9D89VM+kmOyTncV47G1X282/cwe4d+y++cVcB5j0L6G4vxrRO8u+YUc9NK2fctqtcdXct4x8wr7HuEdlUN9aZ76H8fYxqYO+iyXPYFPCOaw5qJSqW7aA/xELVnW1PPQ21kG/LDfUTrT9R8/amH9aD2CCDXA61xju4h7CsP5b5/UHspjPriGOYeorrkA9EI08n9EU7/7yjq5tP4Hdkz2esaS/3UAmp/tNySmUt37LCSXP4qajOVe3dt4L7Lacy3S6fus43zaxnYKZPzjTvQZSd9JZd3dUWj4UvOH+dR98ont/Qg+h7md49F/bXvmI+z6D97nPenlzPf/xLmXOHdv6Pe9hfuefkO/cFoDPmNPWF1zt/5AXVFg/MdUen5F3t6PcbpT38q/b8aidbkxqJ6Ga2JrUXD1VvUdV/667qIml8A3tdEO6efaH4fii3fY37GWHJnJ7FnTTT9ZbHUyQuYL4nnPWsSuGf7auqjadRz09k7OJP85i/oe+fy7mloNM7nvkaH6ZeeIjf2Dv2mvzq/55kVYp/GovlaE9EI9KB/WxWVft7UG9FWfchH+dJ/zV9UWweQf78P50kDRa17iGj5DKVODiU3NoL+/Gjmi1GPjyX30VzqoGScgGZwKudXNmOrbOYv7yTXMpe94/K5Jx3VSYd5/4YTnAefZt+KMs5/uES9uoI69hbf4/M69lxo4L73WyfJPT94icpc7yS+r79opqCWHkC9LYhc7lj6Sz4W1YwE5pYVivaq06JRf5b67x/JrS9jfk4V5xdvMXezhnpyHT7+h3xC42TJ+z0v6hXNRHO5B3Vaa+zjTS7IR7Qv90jm7xEgGhfQWhzEfGwCdRr+7z8AcmvWsK9sraidSsXr6cyNyGcuspD+pNPM9yzBX35kvn8pvn2B/gbXlVInNBWNKR6Yj9akF0RzajdRqw4S7bww5va8JyrBc6jvzxPV7QkYnE2/71H2LDpOfew39pysYz69nntPP+DeM38xf851lZwXvijap71FvdgfT3cXjU1jRe35aHLHFlCXJVCHZLHn63OieaiM/u0nV4vV7UXzVgdRS/DHWyGifmco9d0w0ap5D++MpT9wBbkbyeyz14hqTSp9K5e8+x6s/UtUfnvMvQ9c14gTn1/DeR/qFX1F+6+hor46jP69qaJyIlk0fDdTH0Ld5xJzXX6i390W1RbPr5X3+r4omk93Eo1nOot24y74zGBR8S4lP/Nn0YqtxLRn18n5g7brmBslmh4LRa3rMlHPLaA/rnIdvysyRfqPv03R/g8FMrC3 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eJw1mnd8T2f7x79trYbWip00J9R6jFJFah6pNK3UKFKqxVGEElU7CI6oFXsm9rFnU6Kxw7H3qFWxcmy10xSP/Xv6eef31/0659zzGp/rc1338fl8zou/u5i+/7WpZX76tzV6tOn6b2tva9lPrVUu+t/WN/f3bv+25q4KUf+23tt91brv7lZrDR/G9xkLNN5s/Ctt4Nof9X3Y6VOaL7mf1rNnBdMerThN31t8qWdjweVfNK7y7zwPetxT62/782f1W19D8zop2TWv2XzwX/qe8+xwvT9Rdor6rRuyVPs88WSg+p0YO13z7TwTq+daL3Req+8szWPcrdhZ+/nT2qnns7m1vq97cZ3LmjRQra9CB+3DDYgarf5TjvfXOgUnqTXHh2p/xvRrjD90XM9uVNMt+r5xt8ZZ6a91LmOuPU/zrKuGXI+Gaf92gf3aj5VwX+s6/QNGaJ7RgxlX/bb6+w7OT9W4AX2Qy+ZRe/T9yHH0sXKx5OL7rONI9bvcWvq0Dx3T/rzeVSZrXKsB6L1Di0Ea16qR5OLdX4L+QgprHjemZ3d9b3Fnu547VNN5zNYe52z6SSxy2jRe4ze3XqK2YzbZkxvtaF2rVUa89hnvf0XPVa7PVb/B02ztZ1qTOM1bbsJQvW9yYKHGL7kvfRohwezj/ahRWu/w8gEaN776es13srP27QSOkD35infVd7dNDfSWN1LysVM/Vj971UzNZ8zvNkxtl2V8j13fS+uMsc9pH1GDtA8zLtnRfBk+7ddbX3Cw+odNkB04H9XMkttJ2beX7qqfXX+h+rlj9kiPXrnS2Fed+F/VZi8g+VmpfaQXe8NQ9Dp7yEydI3QV/tpvmfRvXkzFT4YX0nf77eKLNX6300PrlMieqHV2VEduxSas1vcGt2T/dkA/7KHDE9mdc+Kp7NQeNWmt2kU1JQ/rShr6aHBG8nYr1IxRO/3jIXo/Kg4/iwlGvn+E4C+HoqU/e/eNFfp+dlRX9tMFO9jTb53WLfmK9Vf8gd2dWip7MW9NTNL7gdGc5+9T8j/jTAX0G1EPO9h1d6Ken9U6oPGjCku+dqkM3t/fo/O6+d/SPFaRjD6ap3B59PKivOTuVs0mf3SuVsOfB7QC5y4V0HmMfM84//izPC/rgr+/jkAfp4trP74/AmU33tCoGZqv8BX5szv2lc5tflvxpPqNf7wIfeyQvo3uA4VTbq3EOXpOOgduLa8s/zUv7sNumtj4Xepw6cEqE6553JItZee+qke1D3vNu9KvMStZ+rF/u6Vz2hG/YkfJ/bDfhBj5vVX/qvRlJWzgHDcX671x+Az4ZDYDJ3rs4vzPG2i8L5eHvS4rJbm5W+/hb8tmyt7NzPfBw42rwK1cB/julyT9W1cmotfQQfiDXUV2ZWTUkZycOsnah+urK/15IeGzNG+uvrJv62V3ydkMn40f91gBzj72Ay8HhEpvZq8/wdMPiuu9m2ckcaD6Fuyy/6Pz6nejEfb5sI3iiHmYOGCkfIF/P+khPHZaP9K+nX5fSj9uV0d25VxvJvv0jUT+vgcXJuj7vlT8LUcfzeNrj14867X269RPZ79VUzW/zx6Gf7/JjT6Wv2T+rkGX1a49Jfm59mvw77MtK9XvVbdJarvdXMH6W/Bjrwt4WKMtfpZSQzjtVv5cOGXHT8Mvkp6Dg3Gh0p+VVpt4fuIz4bZ1P4U4+jSNfUWfHav1B6fpXMYI/N/auAHc2VdefmgVqx+ndviTJOa7Jfs1Au5LPmZibvXzVrYnrl5PBS9/SpacvTUH1Jo3e4DbV3vizzG/SK5WoxDs43ge8OGD3cJrJ3qf4os7JkHjfYXaaz07wKf5vWdFJD+7bMxj9T/nz/mWBGqcMbDdQb1f8gc85s584b/hrmM/foc1n9Wp7Cr169tUcnH/DtB53GEHiQebXo/T88eW8MEKGgmfOFRW57XnpUnOvpI/SP9WAnjiHYmV/TvzFuO/rxoKH5yxw/rqe/MQ1n1+mH455mKXVfIgt5Wr4Uef+qGPwK1T9dztqOTmBBj4f/n94EbGfunTDMferRlt4GnFfcjBLzf2k6/BIrUpL2Rv5lg/7ccdGq753UfpGmd8vf2dBv/2axOLXaSelJ7M5OnYe4nC9Ms3FbkELzurddY3itPzgi+1jhs+Cb1/Mxg+1dNF/y/zSq4+r7bmM/tNQN71JhCXfpgIHnTL6Wq/jTZhJ9ubSy7W2RrYZ8F8kod7Nxdyf780cXJUuPzBHjNM+Gh+e3k282aTnrzCDyQv7+xhjfeud0eOeTfAZ8ZPEA+y5xfVeyfoH/hpoTf39L5bO9mPt7iezuX8chVcvQ0O+m6Mgf8et3arjdkgP3bv9wKXXq+B731eUTjnHe1InDlRADuan0m/yGbg6P4cOrcxMT9y60Z8833/XPJy4qdofeNaEewm51nJ1Qnepfem9SV8z68E+6xkP1J7MhHedGa75ONE1t2r/gOS4GVDmqCfuFnSq6/UcenVjovDL28tJJ5n7EAPNz+Gdw6yxAeMxqORx5NB+m4eH7hc74NyYW+fozfLu6f5jRLfEyd7j+F8cWmM69MZu+vhk36d0ZHCb6vOGPwqYj/6nlMT+xm6Ef6xbJX05ft7FfZ1aAv4Phjcd3/vTRzbkU88zBixaCfyvKj57br3JAdv7Tri0Ma88MvuW/7UPL7/IN+x72kfXvM0xTffxei8//qPu/0QflKwl/RsFwkXfnpFBogn+M6eWaDxG+byfm4YeB/15qb2N+6S9uG73kz9vZQE9BcP37PW99E5naTykqeV53N45/jTCZp3zzl4yqBB8Iy/SqCnOe0Up42/y+q8vmtNwPOhPwknvWbb0GvNMeJ57u0w8ozMA/C+QcHSs3392BiND2mIvMuel96taw/IH1KKEI/vBMLP2n62Se2TaYwfMgK5HKgJ71pwXnhkLisvXmfuLQhfWrsV3NiXQ/HRCJp+Rt9HdsT+c5yTXbnLN8NzDy+Fx+RcwXnrbdL5zRO1wY3ed9BbrxTseOkUnc/r+z1x3shJ/F+1VPbrvlrIPmdek/2Zc3PDQ/YMZ/6+reGvETskHyMhLzg+e2lv5LsWeXbvoX14/6kGz8uYBq/6EHlYd19Ir6bZeJvmq1dU+7QaVNmocdcz8PPu74D3bk342Ag/2b9pryYfnTMlTnKZ11b4Y0d/SlwLrUJ+2SaLR7yeqnHOWPJuo9QZ4ueVXehn+CzszthNnBpzEz07c4iLQ36WnH1+V8DJGnHEi/Kh7LvTK+JyBLzNeO888av0I+xmWw1wYtV4+PyIFuSVh+Zt0Pv7X8gerUk/kA9UiyBuTb8rvzJvjkMvjffB70Jj4Gcr2gvPrENrwYP5feXfdp3y8JQj+1kvrfAirdM/WbjjPmml/lZSvPRuj4sGJ8yWt9XvYaGFyLOk5OPlTQQvylbHTtZ/Cp7VuAcPrFdL+zU2pcOzBwXKPs3y1F/sHVOw613zWfeX8zq/veEh/vxhAHF3ymri0j8/cr6i76CXMg0U33zTN+rZercEeW1ILuLKrgz0U/wc9ZfFPxAXegeIF7rf3UzX/s51Rb5zRqPnHtOT9X57H/AxPgh/SK0ke/G6F9yq55adZAfmlgR47jv3Ze/OnFTwrXaw3tv3t1I/CJ2H3m9cBM/HTYVPVYs8rnnMF9qvsXE56zUvI705mdmIn4WnIb+JZ8hzAonPVuwr4Ybvw9P0+ya/1jX9L8vOrfHX8M/nT2KQRwR8eflIcG3nb4oTRp6bkr/jPgY3vYXkYTmjFBeNZZnkd5tKaR575FbilDlQuGu+vkTcjogXnlmzgrSOW+g+/fvW13ntP2bq2VkbRjx66zlx759ScXrf+nvFE/v6ScnLTa4pfHO2/U79ZOIv8JPqfU/oe4F4+FJmBexwzV5wZvkxtcaFvcIVJ29l8o1NG8mje28jb7uYS+f1Gh6UP3ovZxBXdo5mnrlv8OdKb5PPZqwGt6L/n58mggsJ5XjvZOq9a7RDX7+WlH+am08Sn8I2z9d8+1yt5yvTRvs3JpdC7jf2y3+N9FjkmO0p+VLadPhbXlP24ZS7ynn90sGrjPPUn3acz4qLnfEHXz/i27t+sgenSnHsus9D8pBuleBXkSW1b194SenB/WSb/MJX4Ab+t7cSvKVEafh3YDHZmxOVqP7GnnvE0+bFqKtsDQL3ih26rnFH0+Cj5YIVF42eTfbpud6M/dp3/ADk0ekn6cnLk4hdz4tU/uyElMZvrhUUnpteW/mh980B7Ck2jHripxuEb87yquIXRnxx6gRfpyp+WpOf/q55Dy/Q/Faeg5KLPb029rx9Prgck1s8wu0KX3caech5wyL48+OW+K+dhaddjsFjyiZI/sYbeKnzw1qtbyzcRn3nYRH8d2N/+PqhUPEqZ0IfreNtTSdOlD2DXfUPlHzNaHitfTAT+70XQD2kbxfw+k1HeMb89tjLgtbwg+zvCn+cll2EC1a7zvCExoeI93tfw/c2dyF+jaoMz5qYAP8edYl9HLspHHXL58MufAeJgz2LKj/2el0j/z4SDA4t/wScDnyDXwy0qBeFTIUPBJ5C3lPvca7467Jv+9MvFDe8ArnBi6avtL5dqgPxq2iQ5GWfr0j+taQGdjylDnhc1R/eHHWCPPlme/LyksfAqecDsM/vH1BXeeAP3wqhPmSuKyn9Gnfe0/xuWXDElzs/9f6JDbDHjI7UH9o2oY7vo37oRuSVnZjJ26ljFJlGPMoP3rhLvqOusuAKfrgSvu79dU545y0qpfXtZrNln86eJtqHkfkr/lG9MPKdfEdysq/6iw/4Rpc5qv5RyNf46oLqp2a/JPZd7BnxNPopceznxsSZ/NQnrXc3oZc+DdTffm87OFJpDbhy6BT57Loz1E3Cd2oen7NfdQYr5h/wv/nn+Mnclss0/9eWeJrXrOwO9cu2j7jjNSGP8f0JDyh1Mo5z3wb3QyPJSxILILdqPeGJMyrDJyZ3l1yt3pepQ0+JwZ7K4gd2kcnUc0Ob4R/do6V33+Yf5Q/m99PhARH9wOuHAfDgsHjqBx0ipHfL3we+DJ2MH+Rjn26wH36SsyF+HnFNuOYb1UP47mxqQbwKbizcNNM6aP7/OT7yTy0JTpXvLJz3nc8JHrx1jrg4fJt4oLn9CfockAN7fCtM+3N2zUYPH+SjHvdRBHW9iTFHNL5oIv6SEqV6i7dkymnNn74OPxvYhrp18i320/hr9D+hEbjWsIV4t/vtF9yPRPbHXnZNYt8NYrCPkmXBmxr+5LtzwsCd15+LL3q3EsDFtnWFz2Z8HHnVX32Ji92G43ctn8J3fn6m9Xx/DUCPndsJt71WKbrXcIfcoK79MisedArUuZ3bn2ymX03qnpvHUu/a6y9csEZ/Ivy1K24jzk/Owt8DI8CXF/AXd9It5JC4epfeRx5GDiN91A+rhtNWuIzcHucWfli7HeJo+Bzs+/FmcHL9TPKALl3j1H/6IfC2Yxpt7Cbqiv6l4WdlVin+u8+vIIfUIOpaT9ZRP0j+UnZm11yp/TkrbsvOndBO5AN33lXcc7262PtAE3z6sHum3letK780N9WE/7S+TR74/L/498gU+b9RsAx8uM5a+bd7oT/11MY7f9P4zFR43RXinhmwnTxoVQ7Fb+vkMfLBZ3Wov+3qBR+xvyDe2YdZtx14aF0eiP1Mno3ehsULZ63KN8iD94VTx3kzCfnmzof/NqbeaCSNV73CV/cO9cQWI/Djcwfh3Xef4d/ne5A/drwDfo3+m7rkteHkSy2LwoMe/AC/johepPeLlsIHg9tSZ7KGc38Ycgue/PYn8P237pNnhN/l+7ePwalhjbA3+wx1x8TR4NiPx2X/btspWet1wF9y9wfPpr+inpb9D+3bd2sMeLeouuax2+zEHq+axJOYEtjRmE8577z36ffPFeQWNA7/2N6VPP3o7Dg9x/eGJ9WPQP5hw/Te9yrr3qBBTuLonLGSuzejpM5lbPcR795LYp0xp4hTpWeL31kh1IGs3S9kj96c/ro/9HpGEicyc7Be7HnkMH/2ZOTG/YwzvlTWPXs78GDkdfK1t9ZQL/wJ/zf6XkeP9w6jn8xV0oM16jB87HkJ5Bb7EPk+i6OeMKI6+68+lPvlGWvIB+aPkrzd/inigYbxKTymRjvqNF0GwwNH3gLX8w3gXsmvuezNDqpGPbDTfvSXOzhF/XZ24/2Am/DY0jNUNzPnvYTvTmmQxQ8awOd+rcP9Qx9/8VanSVXyhXLd5B++6Uu4PxlxQnzY/qIa+9rVi/puW4f/Eg52RB43Fiu/Msu1lB87Q0+Q37ysTb6xvT74PXIy/n3nnOa3tiUSN45Rn7fafULcW9YUPS7Nik9vu/ClawckD2tWCHa9eiL+NaMy488Uwa9LUm80243GzsLPaF/emqLwn9RH+M/VaHCmSEfxOHfdKOXbXnkDnr8kgrrU8GLYzZm+8Lz4j6iXfL8YXtnuoOzYKfwT9YHn1bHrPWuz7sVDwKF+fuRZOUcIx3yDs+pka1+A+3Me4edNOsGj34QRb9c2y+Ll/vD9vC2pVwa9hGfcydr/vYXSg9XaJh7Vfh6n/g8vUI9OSRfOOy+moN/0hYpj9nB/7cc8fHCXvl96qDqXdymevOFCb9mZea4pdnl5oOKqb+4eeF1+7j3M+oHUwZ6sQf+t6pEvzx5InvZhFh6dGIE+Y2eAi34J1AHKB1G3bAbe23FHFV+MFRXBkZQK1ItHXMrKn++Cn2N3Ev8jhxLPk//E79p1Re8Tf5Y8nGmHJA87V1a9pH5bcO2zdOLSeyPhlZU6o/fmH5EvhNWSvTiNLOJbUVu47Ot/Xvftxlr+i/EaufCcpGbJzFNeerH6+rjXK7ZB57PnONSxvnfxq/rdsMOaefEPh3tnt+Qw8oZz5GfO6hbSo68uuGMWT0Guv9VHDhZ1BHNTdvmVUa6QcMP5Kl39jU6Gzu8Of0zdP7gW9a4fLhA/ni6AF1R5C9zfy/2Dd7h91r1BBXBn0SDqtv1zk0ckdqDe9DCN+9hOM8GlyYfgR2//w/qfliOufvUOeD+3PecwE+A5BwJZJ2EceV+fCth/OvfHZo0w6i2DC+FHV89qHt9/Z5O/Zmb9H1HoO/KfSY3V3+jeAd6Y1JW63jefgw9zGx3jfDOIAx8WgAcaG+DpS2bB817x/4Fd4C/y/BDqvubSjeT1r2oRp24PkV96527DvyN6wBM+KkA8ah0MTpRqgJ1k/gbvbfOdcMdte4O8tfcw6vofn9Z/Rl7TqvD2O6/FC935d1THtVOyUResO2CRnvstlryNqnnZ/8at1Fu/mwrOjC+APsvng2eHnJbfeOsyiI9LJ4M7HVspfrhzjivvMDKbaH4r+CL2N3sx8fHLq5rXXr8R3t3iJPcr1d8mvwmerXnsMpOxz0Y98MvCl/H/v88TP1bMRy6n8lA/6dACe4j4Efsclsr4pPewv5WN8deUH/DPUr2Vn7gnioPvn68gHlfryD3k6A+of6cHgdcz5oHT+UoTL5tzv24WTqUtgl6sMp9Jf1alt8j7GnLf5bZ6Q1w5Hg6/iPqPcMG7cI587p2eGmda98i7Kv3BfVrvo+Qlt2LAo2+z7v8vhnKv/X5OcHt3LvRjV+C/hMBs5GWtQsD75z+Cf1dmwicehII/HRpi/9WbK47bjbKx3pwPtD9nVCx1g+guxPvLG/lvKqMc9ng7P3b11SDVQ91X25VneqtbUsc5EoBeynQCj+amgTeJNbPySH/lE97MBtQ1x81CP6O6IPeJBclvb47GThp3Zt8V5ireWuMf0L/TTuJI/rrw8e67+b/gUj3wLnI868biV96uSOpPub7Fnk5vwU42tSR+Te0Fn+7+DnyjxP4s/OZ/DfODDtTTk234c4fL1N8jvyV+F9mchf/1uI8rdQp5Nh5M+91K4nfh48T5cn7w0totwJXfR3NP9PAJ/1s0LIM9/ZIXfFv2PvLP3l51S2tzMPHjRSd4b2IZ5hldVbhiVGhKXb/3POLE3ofkBcdSkPOFI/RfFUgeXaUE+de5hsTjr2OUr3mPNun/SaftNepax77Dnub2X6T2/AryqY4zhDPm9D3oLztycVuUxL52vyAPCIXvuzHPkFPpo9xbDtjIPlcNyeJr08DNC2PBCftX8L7sE3jM75Ows6QE8s3b5cHfrfyv5cwbAg77X1B+ZkQEyt6NqQXQ5y8J+Ncd/kt1G0fhr8Hv4t+hc+D1j66B233bUn/OXht/3pECz3nhCZfNEWnop+5l8PHloiz8D6MePTQcHlN/HfW5oBvIbZKFP67vAF+u0JT7nP/2knytr7rih53HgoerCnO/cqwFeLJyHna49Bj1mFet9d5aTx3eWEh9yZiylfvZ5neycMsfffoPAjc2wU+MCTOwZ2sxftY6Tf29vwoih3WHwZcrOeP0/FVDcPkTC7mHHFFcMtwg8pHvRosHepk56P/+2+ThxyM5f0Y0cj9SWd+9tK/hJStX4I9+puzcqvwV5xlWCvz5ljzDDOvK+Wo9wr7CwsAVbzr7v3qP8139kTyq+CnqVafLMP/LV+j19F1wNRneZ71/jfF7y3H/cCyAuDvCjzzqOPV2u0Y6/LBbMe6DJzQi3hWcyDybt2AnZd7BH55lUF9o2Ig4PHkv/4fmKkldrF129r9zJvpILyueZDih+OPFvfDARA8/e5STOvtHUzjPzKKccx3/cTldA4gf45pgh0X5r8T4egH2OGsk3+s9hc9O438e69JmxWUnO3hhNaKu7x7fzrw5Avh/s30U9fBHj+C94yPxh4uh6OUG/6P55h0Fh9scgG9c7Ep9dSX25vl/jf/ke8F+Okezj5zzaRf0BF8/vKpn76Ol5OMVn8FHZ3Nf7usZy/16mxDu9zacJS97HMO+Evfo/NaQL8l7d31EHtnuNv8/rooCT2+tx67z38GfLxSHnybk5v/hfdP4v233P9RXTlriPd6zOuIvbvRj5Bs1hrg+mPtk68MA/Ll2OOv26EQcel2Ne4FpNYTD3uPF2GPSae55Qrm3c5ZlB68LeeSxyw6ABwPBCWsY/w8ZDnzGrHgCXrP2rOryxpki8Lbht8m3zSDiTp5g8oD15MneP0fBqfKP4d93K3MPfvq/1FWy7aCOvr8Scd1vC3h9wmS/bcJ4nrMXPN11Hb516yq4Og0eZl26Ad737MY8txeo7uFruIY69tPHxO28SfjVyefcM9+N0LnNhy0Vd+z3zlM/eTmBfZcejP/E8h+Juewz7jHDt/K+3gPmu8m83omcxJOtRbivqIW/GmNj0UPvH7kvGPa/POf/AMISw9o= 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eJwt0Xtcj/f/x/FLOdtQGZvDXAlzmFOFYbhUTsWswoZtLpVTOVYOOe1Ssa+MUQ5zvjpgTtvIzGHmUo6ZUDkM41LODS1tRsPv9ns9rr/ut9fr9Xy9rvenFEUx3M6HaYqiaPWKRHshGtUf0l9eIlqza4T/v+bo2qJ98i1R6/4hDhopWoPGkwuJFdXTG7EAjeO/kjucIypb80T9+xvcib9FvqSQ+QePqCe7RMheg4qiMqQy1vMQ9TPtRDtxqKiOixeN1en001DZ5dT7nVrfTS47i73MbNG8UUg/skjUDqA+uclo2W/kJerPNeqHvXCRH/0TEaLSJ1lUG9+kbvAaKzYeI/dXeYmK/1RRDfyS+ukm5v8dFq2cI6I+5Ri5/OPUN3PI78mj9vljjPP3E+1y1NYViebi29ST77P3+3Pyfq+ZV3cdK3uxlUXLfBctL9GY7CcqT9Ba70++Yjj6xZP7Ik1UY2/iAXWcvC9wpGg+CheVsdNF7dQm5o0y8KsjmIbGksui1fCmaG9wPIxKoE3+RCH33YvJL3pNnY16mdd4ec/aNvi4rWjs7y/a0yJE68QC5n4LRa1RKrmG6aI+abNods4Wlbtn2JtWNVLq041FPaQpTkJ7bmfRSgrAqb1Fc0MYuehwcgs2iEbqJjyVJqq906kbbabORSX2NntVS7gz/i/qp65RMt+vYv+m2DdQNKJ10crZRP+JiVMymMfeEs3jReTKvCbI36Nvb9GoHyGqqaPpD0wU9Zx00SzLEO3b2aLidpx8xE32NxQxv47mCdeJ8p3o6qIW7CUaD/1FJUinfyFcVDVjIt8zyZ228C4qPQqZT70t2sdRNytOkvlttM8GiNqfEdReiaLROIO6bDN17RPsPfOcLN9/0F40VF00S0aLetBm5veP4BNLVAJPiFbjW+ydc5kidS130QxqLKqH2lMf6MB8yEBRP/0x9Qs0YoLpv0DzuU5ddRR3lqFyD80qYfS3TuHOIzTemCpqG9HoGi3a/xns581nr1E8/X6Os5LZO7ybezuO8p1zWdSl59jPPc+73ioiP7OUforLVMk9R6OOh6i2bCAqnVDLaC/a/b2Zt/OhX607+839mPuGYMcwbDZV1JtHk1uC9gGnvjKb7zSbT+2D2jvLnXuotEhlfiCNemaGaObu4f6hLObX0HhxgTvBeeR7FGLXUtxVIVryXSuLymJ3Ue3znqidC6a2RzHfEi2a+WhFx+A38cwPon7jG+rgZNGYg9aSVNG+hkp5GnMji+/Uz8ZuqMQ5tX2B7/bLx4Vo9y1kPhbN4CK+814p+9PQ3uwSI79nvJuoLHAXrfPeonrHX9QHBotGRij5ceHUu6dQl6PSNJo9rxjqP2aLdoe53J0TT10rkVy1DezfTRPNebvZK9pD7r8sbJ5NPgLNFDQiLtCPyedO9yL2fYuZ1yrFVS6x8juC3UTjXgPRzGsi2g/CRC04XLT6R4nq5WhRqRPDvBEqXZ16OhrL4tnrm8DdZFQPOJrJ5PqnODWaW9PY65nOOzajlo/mG1nszc2m75bP77iIZn4h9X3HH4rJL/+Lu3Ypdwf8w/7SCtNkvgltN1dc6CZq69D+0J26eRNR39Se/nZvUXnhj/dCuDc2nHy+42dR5O0YcoPj8YHjmwn4GRoG2l+htQXNe6jVSMSoFFHd69gqnb05aPyEWvlu3n0sk7lyhnxJHvPBN7j/XyHv6PKU3BBU76DWs4w7fVyny7yKm2j+gvosD1F9/Y6oHfLEs2j92AGXeYuGmz/7cQHUBSE4JZT7CwZz9/dPcOYI7gWHk9seQ+2RwHw8GstRO4B2HlrnEulXSeGdKmommu3SyYWievoHap/dqGeSe5WFzY+JyrU85nPz+f6Tq7ynYxF3JqDxYSl77z3FYLTalvHOba4zJBfshfV8RHMzKo/RqN2R+qWfqGb6i3rzAFH7Oki03wjFlo6DUT+EZjEavoNxzAj2vwsXredoB4xnr1IU35vqWCOG3JF43uOawH6fZObbUuiXp7G/P53vbn/K92aVsb+o4kzpD/EQ7WJUL3qJynNHxYfcLbQq+4paazT+6M7eUD/mr9Fu709/Fmq/oHUblUdouAeQ64JGD6ceiNbnaC5w5iEh1KNQLUb9Uih3qwxGFY0Jw7BfGP0INJtF8M7WMez/ilb7WHJLHe/Hk5uTQL1xOfWwFO6uTaX/I+ot0+mPQ63qbubL0djlOCeTd6Sj8iAfW5fhPNc4+X0fVBT1O6j18KAfWUe0Sh0Pe9E/50P9li/5l/7sNw/AgqA43hfK/I3B1HEj2KsXISoZMeSjEkQ7fTH9Byn0X6OyZQV36qXTtzJFs9Ve7o0vYD7vGn3X61hcynfjn3LfrYz3X3SZJXserqK2FdXXqDeuyHw5GufdRbsQ9UgP6t1otqxDPRi1dMchTdg/gdo9p57hxfe2orbABw+i7uLL3dRu5DKDeM/QUOYrY7iTg0pyAv01i8lFrWCvVzrOz8S6e8nvdLyD5s9HmE/O5k7FY857UH2CRpt85p8UMO9+GyOf0j+AtmsZd/s7rnL8+yXzbNfZslenoqgEoD0X9R2o7UP1BJpXHIs9REurQ70Y7erv0H/uxX5yU+6Pasmd2Fbk//UXjVPBzE+Esl8QTr/COPZ3xHKvUiL9A6hkLaa/fj36ZTD/83vqttncSzjG7wk+Tn8MmvXymfcqYK8A9S8u8s5mReQvoNH2NnsT7pDbWEzu0VPeWe46R941vqJo5XvgjDqivRq1pIai+chTVA96Ud9yDGmKX/pgXV/2ew5gf0c4d8+hPSGGO68cW8aS24ZmXAK5TonU81FNTMHeK0R9Odpr0qn7ZYhGFtptdvL7hmdyp/le5gbabseY90RrAtovUN+fR12UT920gFyli/RzCrl7voj+X6h9d5v+H0+5/wKthmXcuVNObskr+odd50r+BqouFUX7qAf92nVEPcJHNB75i9axCPIDppH3TyB3EQ2XBaL2GSrn0XiVQn/4Cu6cRK32SryByql0rJ9BfwyaW5x6aSbzS6j+tJfvFx/DJvn0hxRQ/4OqdxH1btQuF3NXqzNP+i/ri9oqH9Ea1EW0r/ijS29yfQdQ54SKqtsQ+onholk3gnmP0dxZE8td10TmoaivR+OXBeQ6ptCvvQKHopqzkv2ADFEZjdalzdxbtJP+nEzqCnupV6Fd+xjfSUclHy3fPOYNCuhvc7RRq3SRXJvb7Ne+w7s6lWGfv9nf7/6l5IbXEfU4L9FwayoqH6Pq30y0j7wvmpG+orYC1Sw0LH/urR/AvT/QmB/KveuDqfd+Rr06grvvj6Y/JBZ3JXC3GC2/RL73FapX0Ki2gf1uGdRZqH2yGfvuZD42k/c8QvX8Xvq5h7g/JZv6MhpVjmHLAvLbUfviOvVbt3n/56XsF1YwpN+usqh5VReNiah41xTtCu44ANVY1Fah/kFd0YpHu/u7zPs0YT7R8We0G3lRB7VCHY1G3tgGrSRUfbuS6492SS9yTf1EszMqVXszrxbCPBaVz4dzZyaa+hfkro3iO9PDyB11vDqeeZNI9lpF0287i/wSVK/Mp+4ST76/4wS0Qpby7hfL+XssSWav01pMQC11I+8tTcXuaexFoJnk6JFO3mc7ufFoLkelwQ7n3XuoPTOZrzzq/I4s9maiYqLulsv88zz6I27ynZmF9H9Cbc5d7qc8ZG8XWqseM/+2FPc69nrB9+ejnoH2sOrzqdHqUVNUPdxFYwiavzm1a31yb6Mx7l32/ZuI2gy0/mtG7dJKVFqi+m4b8u28yYWj3bsrOdWP3CQ0dwXynb0h7P0zjL3Ow9kbhtY+1M6ivmYkvhyFrpHcTUO7cxR7idHs9ZuOq9CYMYv3HEU1ai7501+Sez8eh6I6z7FSEvd9HPujuQaVasncD0VzOtornf4fTn1rFfdrrWVvBNpfox6URn4k6gbaQdvJL0atx0G+k3mCXN5J+j/n8HuCzpI/lEt/Sx6/43Ce83e7yn5bVGeiUe0adix0/j6oJN7lHQsfUns+4u43pbjzOXt+L/j+t2ifLWe+t0K8fK+Fi6gHohGJ5lJUc536plP/hdq/qPR3ZT+lMvsXq4t2cA3ql27kv3EXrWtohHhQ59VhP/Vt9irXR9vxz3f5Tpgn+ZpNeMdOVK604l4xals7cK8EjRbe9L8N5HeYIewNHMZ89XDqj0aRGxDGdyagugKVnY7nnHnVMezHRFJnTmXeL5q9tbN4x6555H6Mp/8kiXpAspNDq+1a6rjNOGA794bswZR9vH+/4+dZ7Gk5zH9A8xXqn+biRseFefy+s2hFXCWfiEb3mxhWyL29aP58l77PQ/oRaKeh4VrM/XdKqcei/mY5v2OyS4LcWYTGtzWpf3cXtVGeohLeRNRzHQNaJfD3QfMS2mvbsteiHSZ4c3cTKmfRbunD3s+duNO2M/OwruwdduzRDbf3YF7fj/wYtNLQDvAnNzyQ9/kOJF84iHy7EOZJaG5Ho8sQ8j7DuRfqOAftlWgODyM/DdV01L4Mp54XSZ0Yxd74aJw0i/kitOPnkfsnnu9OXMDd3K+Yd1iLqRt5/8g05umodtnO3i7HKj/wvnV7ePc9tNP28Z3BB3E2KmmOkb+y726xPzGL76xy/BWVeqe4VzGH++tRyc51+nnU21BtdpX9fmi3KKSeiLZ+h++2eUjth+aKx9zJRW11KXWJS6LkntUSlTI30cp2pz5TX9Rvo/HgXfqTmojmWVSHNRe19a3o70Pjd8cDbcn94s337qAW2JF6fyfu/tuZ76d2xVuovdONO0Hd6b/qybti/Ljr6c93G/Tm3tE+zI/3Zd8/kH7fEPbrfMq9/4ZTl4wktykM/0K9Szi5j1ANHM2dtEi+9y8aWhT9mjHUfRzjZ5G7j0ZDg9/ZLonvnl9K/xFqHZOZH0T9EhqfruROl7Xs7Ucjbh31jY3sH0lj79FW5hnbeVcWmoN2MX/9A9/J2eP0f2K/1iH2Tv/K792bTd/1JHcOniHve575gIt8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mrsh/tVXj5mnTD4Bl4UAP9qnxh3ytp0689WtcOLB1NfEwaW+xJukZ4zrcSfS8H3FIPYJrjvRby/6Ml7P9GA+ePiU9cgLJ+hbmWiFel9anfwA61p0Z7w174G4ksyTad+lNcjnTdPAJ2SvjuRFMZ+BJ9rhBOaDfltZB/62gnp32EJe9LEncbXKaw3r5PalXwc1R59IGxbIPF37G/uW9rwvkFfdZl04nPlXcoqDfHJ/H+LMwxvslz3yY7/rQiLWUW1XMc99dCNuORiBn4qHN9FvBhN/1H9s6bczwlm3O7gCZ5QFtcDrVa8F9DepLuyobRz6GuttnM/7A30BnwdaMB87zCaenSVOqsbDeE/TLpQ4oAXdwBjRA3xBe1yBc8lrc8HDZKM89qe6m1F/D1cRTzS/RMhnN5b1kPNY4plJAvEs1JZ881EK+yg1BtCvNgUgTnXDIPLkLcbE3VKB5+1TAXspH9gv0TaxjlY6tGed77uCcXLbG+eUHJvwXLV7kqccZP0jDz5CXtKrA+3V4C/2vfJC2Hf0ekY++fgF+0VLJMZX+xTWkZdduf8/HX/1Udi3ERNkyls1gHVYRRTropCx4J/injuQS2x0CeeX8wayXxrlzL5QVi7v9f5dz/xrEs38snUleU+/T9Rv43T2qczteM/kk0P+6fjrXmHDeOa5Vr7Ey9FGOIf2NZZ90MVOrCcsv3G9j+Rfykt3xvuSduQNd8MYH10TsL42Pp/1XMet7LsEhjMvXCPfEq0+sz/lPhH5Wn5ej3oxHYBzq/0toV9leRXa/UcC+lTKhbe8NyzIgh2k8nPEz21l8G+h2ijyiHsnGedTTHnv+eQ18djan/x4iD9wVfCojvparNWbPGHzOehF6/aG+bzRLPIM6xHk8dNW01477fF75e1o4Iw+ti/tPGsHnuutg3jvE7kf/EDx8GF9OPQi74fWRFAvJoHEwVEp1N/SV9CLkrWIeSvVmPFQpT1xw3Iq1lejOtLeS92Yn0dNIY849w7rCB9d2V9dwTyo68XMEw4eGPXwq9Tz7QbkTV22EG/ffWbclRnTTm0KGUfDB7FOmZJGPnIslf4+vZj4ZuXH+9G+9FNlcghx89YVxsHfRcjX6vq2XG9Wb+wv9haRnySPYJ5zixfj4v1m1sMPzkA+deUH1kcJjuz/PjLkOY6+JU+1aAG7Sx02puN3se3Bv2UrW9TF2o0ZxJ1qJ3jP5L+b9XTETeyrZByn3167Az+XRqdw3Y1jWCfV5z2hPHYu+2dfmrKPmdPzLda1/JPyN2xMff9JPqGN/YH7HX2YinpfLT3Oe819r+CHQrtMxrOwgf2epGfAfcGVfcf/OxD8S8ua9KtvdSKM+p7MvGtGXJUveNK/sy1oxxcn0bdS5nkRj9Ln8N65gyXuQ5WUccAZufFBxJmWvBP4owRVJ89+Y0I/bvqF/ZvNtxlvJQfwnfye9aQUvZN9NAed99EXppIHPnMhn5vTi3qPHEZc7uHCPtvL3xkfqaeYb+ddp5yjuzGPnbhL3m9wmXXFxE6/7teiqa8xXelnhb9RD+4h7IOd38A+mM8z2mPpQ/iB1oP9IVl8z/tIdS39Z+D+UMxrSpSjji34g3gomPcNSRL9+JM589kYB+Lizf28l/N5wv7PpQa4t5DGKfw/TF4M+7l1ntKPV0xk39g0DKMYPZhx8DqLcTv9OOW5to48pHgZ82nVkeynd68HO+hVWQcJHc+fwu8SF5OH/pnGvPWZdY2y6xbuabTPj2mP7y2I8zafmD/DnRF3YotO7HftcmN+nm5KfmzTCfeRwqc67OtbJqPvLl1pj7pAsu2zhXZNgx4khyfUz7Rx9MMNG3h/eZM8WWo7hTzGIIvrZ31jX67/Ouo/xwn60vsEsz4TRuF78XJX6Edcc5h5zX4O/Ex+3oz5eVER9CIvDmFe/p5JPHsxlDg6vS71UhFD3q0fo582afQLL7swv844xe/bujO/tY4nP7qwl32CqEj2u8pm0C/ca9EPnPOpT+sw3qtNLyEe9o8mnp8dwf8FTHqDOkiY8Zp5vPsE4nZme9wj/N8/WEd5fIQfCPs6sN+0tQXyqCaTh4qXD/J+4bY3+8pXezAecu6wz5g+gnGy8Vf9OqvaPNohkn5Y2pXxoc4mjq99T9wTJ7Gf5vSOdU5pCfKt7pNCHlq/LftSsXOZp/cyXypGncHDxCI72FFrZgZ8FQujua/XDfKKfVXZ1/+QjP6p6DSB88hI3pdO7UOcKO/Ee+jM9cxzBveZz7ezXyZ1PMB+UmIS5ZgjcR6fxj55y0Hoj+g2z4mTqgnlaNcf/iq2y2Jd2/QH87VFJN9beNN+9/KZjz/5Qh/awK/kWX0HsO7Uz5EPTR7Fe5+EAPql1a97kpGXmB/mNSL+z3ajX61JoB7Vd6z/Sy35vmgO+UiAKeXI+o/8QM6HXyuDPKBX1ewFRuFaP9abZy+g3lA9n5PHGk1Fn0jsxXt9/XYL1puHL9MfHS3Z1/hqwvvaxZcgh9DpL/ZnJt3mece/IE/1387/oXSeir6xNjWC97bZ7AvIk59CT+L1a+x/1EjkOh2/UO/Gs5gvnpM/yiZL6a/e/8Cecu1ujJ+GkeRte4zoJ4PMeB4TD/pHNwPigNlk4JnSvgn1HX2HftLThv97uxmJvCTMsSMfrnGV+U3pzO9XdCGPLCDPEZWT9PcGacS/rl3Il/J+9Tk+rGU/7b4L5Xodw3y2z4n4VOQNHJfaMy61jOq0zx4T1j/bPInTrT4xP80wwHvdsTvz5pL2jLMMR/5uSA3ixcj5rGcD/Wm3Z7xnkZscJS/vS5yXy/l/KmXMOPIS6yH033KF3wv25AvTrjLPVHdin8eE/wPUKupQrpkm3PfIUerD5nfwXflcIe3sH0ze6R3Ffuj1SvYLTq0hzs8+RD+wrAb7SEtLEf/CiBHMYz+CyGueDiWvMH7LOrdgIPF0zyLa+7c1yEd6vYfsKxa3Y3yF72V/Jpn3NNIOG9737rnHOJuewvrZx5L1hvEC1t1nF8F/lQFO1NcGw1/1ZSj/r9hVpx2+L6Rdg8qpB8M08o5/y+ifCUN+6WsN66Yh/D+CsnIb645Gu5H/hRV27OdGjGZeCbzKvFu7LBTvj5VQjrsvWC+3YBwqOYHwYyUgin5V4cu6xdSVOLSPvFUv7sc6929X+nHdaM6dRmF9NT6QeW6WC+JUXnKLeaHWfPb9zMxotyXss2ofymi/HeTr4glvyrMtm7jxJ/93IPw9gfVAYSXxaR7/LypVs6QeV46m31X1JF80ik/EepZbiPOjHiKPaOH+5NWeybTbr3sNweca/SfQhHFa2Jz+f6wB43jbONaZ9vw/htaLepHWzGP8v0phn9m40Wk8X3wX/RDBZAr6h9qjFPa5Tjeg/uOHEgd3xZIfutYnPrvEU8/ZN1kHbhxIu48fw/NOjKQ/n2a+1AtiKe/rCpxTCV0IHqQU/Qc8lOx7sN59YkY/sv5AO/S25jqLeS8rzr8NPiK+i2K+vRgMe2oX15EnFU6hXI8jqacAY+JRbd4jKTUbM38IrCP05h2of+dGvIcIOMP/pXjU4FjeCftLig/xvvox/g/hwEN/6X/SLI52 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T4rZtoyfnEKON8tkfF+Zw3MkhpDvJ19B3SM+Y99CNb0MO6s5zXmfEpBDvvkqijytoSfrm4cj0AdWxh9APtKX835KLfNn/s9swD5+GXFKdbzA/KYuxvnEus7ke+vMmSf67Wa/590z1jm3j+J8WnBX5p1iE/YtTrBOFo458/1gG+COMMsQvEy/Ph77K5+7Il8rFrz/kGafAT7r3y2Ik29u0h5XXdgPyAspxbgOP5EHpqVTb7b72W830tm/84ggXs/acxP6mWoJf9NOsZ8nad7MDwFPyA8GnuC90bW1xAXTEvARPaicdpjalP5RnEDc/+kX9p9zGjB/F9oFUC/d2Ae8tp76ie8LfxBuT4Ed5fTNfO9hBfmFG770+7Su5AlbR9MuvY6zD9TCkfXncy/2lWMXEue/j+I5DD1or1Vh5L+3jxFfDZcyb5wPIe6VPoN82iMP9kP6heK9PEIjf/UxYNw3cqYdfgQk47n4EM+vN+K6J4aG4anUYh/nYwn9vyQf6ygDxxFPRueSr+yZwveBicTT56GcZxvFvmmiB3lWSS5x5MElxKm+l/ZTC/ORR9XXiazfcx6SR6wIYr8m6CXj46A5+wmhP4hvH/7mvVHD91x/dCzrji57mY/yLlPOFi/Zl/lpO+3e6wn7BW1GkPccXor9RF971q+1J5JnJhVTr47GzEO+C+AP8oRmzHPreV8pXR7FOqSrKf3/yS7ibFw2/bTlH9Cn5l6X+fdKEXHP/Aj8Q299lOeZfh99HfnrWeCgGrWK/eiqs+gjiG+Wke8Ouos6WYs6CzmkyrWU+89U2FPZ+Yn1bH4+8eLnMajjtBlPaOdlNfpzENnPqNuZ/pFbw5+jEphP7+5cS31V8l5CqGCfsJUd4yN0Ge+hS1kHy7WDeJ8Q+YFy1WlG++ztiPnK4t+AE8KjUeS97yqJ6/MvMj47hFPPo/rS75eXUs7grczfHd1pZ9thxNmBRyGPFLaW+DR1IOvoUbtYv434QXwMGsz5hQ8gj9Z5CP1pbB3mr9mVsIt6uIR52sgEeVAxNyffsHvAftX8hZQ/fSbzcstB5Jn5PVnXGJ3DeuqilDB8fzz0EtZzyczC+2PlwGdlzkziybGtrGPcrIjz+bw3EZddYf56/ATriHWtmEeXkHcI9p+Ytz5lsj5zt6YfdjCBnfXbE8ugxxmTcR4ttRX9NUfnvW9vH+Rbccl79hOVS8kY988r9k198nkfOsOR/L9/BuOmrAHvQ+o3u4en+BF5Ujk+ifejfkchp24zD3lZP/cP74eSQqEvdd0U9gMsJ7Mu65HB91sMidsfh8Ne0swE8qNpU8nvenkyDlKj4UfysTbQuxbXn/HtmM18WD6X927XG/B+IP4+/dkil371nf1ewcuC90/16pCvjGvL+/GsutzHJYr5bXcL8lOnl7CjdMoQeCQWZ7GOmboIfE3d9p3+NXAs78XHDyT+bdtPfX1xZl7dXHPP0fcLcaJtH+q3aBT5e6oH4820nPyr71fkB22fL/ZRDqdRn64F7GMOH8o6t/ok46QgmnJ45PE+9M434Il29jb16r2P/cLxYaz7NOKHdjgd+VMxYB9cK+jCvPpoE/xVMi6iP9bnfZ0aaIq+j3jSkvj49BRxJjMFeCqttSfPPzEN8+RJfdhfiXdGH1bdaEZ8WXUeuCm3Pngc+37LYZ/d4Afztm7Feyy3ItafiUnsE1+IY9+y6yrmnQ8vmHdteM8vfh/JvOcTTXyKjWN83NzOfH4wiLzj0X3WRStY/4g+EdCnXH2J+dnqAOaJoU6wl+rUlzhzg3We3H06+IRgV8G6bbIn+wvh1eSj1nVZTxtcY5+l3wLoUwwZwXu18LmU19SHfl7pQ3+dz36oYP0Y6wjx2fSbfk2Z17cORP2merUkTjaQGAd9T1GuZp7UU3RqGM75gH0ryXEreXfANt77R50if/CfTZ5cSfyXsocxb9evQ/+oM5d8/rQV+VHCc9bLIy3Y5zhdjzgWKhAnO7ciDhWHM04HDCX+2OzjvMU198HGF8mP7s6oWXciedSdStZZJUsYr+nZYdT7ZcoZEoPfwosdjE83kf9naC2gTpTDVhOHzS25frNO7DNnRTDuf7ZkHVOlMx9OZ19SHLCf33My2N/KfU/9t6+k3Rvb0k4xLVkHv51HvBZY/8rHesKP9PKOxLl/R5O3bfBmnb/BlnmzYg/P79UCeKEkbOM5es1m3/DZQsZbI/J8PcgJ/F7Nr8v3jufxPwR1biJ5hv9g2EEpTGJ+8u/HemGAE3Hsrg/vEaxqMR99Lv2Deo4j/k4N4X1r7jvWwRPYf1BWHiGuOtXUU73Hsc6xd2U9474FelINU+iHf9kyfnsdYn5sc5r6fFZGvLq4n3HYph3wQ/v6nnjjPYB9mDUq76Oazsc6+oJirKPn8H9Rekgf1s+pBuRBn3zY37Fkv1PqF0/8vhTA+6erQ4nrQkviwPtNrNc3WzB/BkeTJ0nO5JW727OfEbuS/fcND3lvYuJGXnr7Nf3Pezf9od0z2nGzK38P2sD4/Nc0DL8Ta3MfP/YlFIvfyScaKswfgxyI+8YLmB9mrWHfrvaPmjj9SjxZH8L/FRlXoT6UpkzhvUb6ENZzpQ2xn97pDvn4z2Wsd7ecBr5K0Q/Zf179D/EmhnWWfMSMenlhSns6dWN9kbWc57GvprxZBswnPTuzH3RvIP166Bv6g/tv5I+hZVhP8PuZfWmn4Vx3UBnvGSpy2RdxX8k+cv5C+nvWxHMYv24X+/S/Tmd+mvGE+nxQUx9PWkJ8LGUfXO5nB/upRqH0o1J/+q2nK3G8agb9Oymf/Zyib4zLD1uIb6o3eWTHCsbR1DnkOQdr+kJ2u4gPoUtZJ1y9SH00ecD/dSSaMn8vaks/bGLEelc+y36n/RnGU7/ZNX2XSv7PSWOfUXWbQz7n2Z71hmeTZMgdf5j3hqXdyRNrr2Q+7d+e95AXisnrcp4Tt9JtmIfThrOuGhXEezG7QeQ3ZTvIf2al8/5nLP/XpFRfpT7bGWNdZcQ89leu9yburr+Dexc5tD3iUjT0ZNwaL2G9L/3L++B3VsiDkvkd9pGiM4mbp0+yP5nWlv5tton+XWTLPtaznoy7QY3pV2NvsW7+2Ij7Ozoy7me5EmdG5NBek0LCMM9pNXlSRBr9/Wo94vG0KPKgiDjmkSWNYT8h2Jz/m2nxlv8jaNeK8dK+PnFu7GLWZ4OiES9iU2PM0/Z2p91M2f8W0t8xT9YOhb3EPvnkPdk/GM8rZhOH0iaQlzidJz8afoB+PNiMdrNw5zmVbyuk/wO9sRu0 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df6ieu1t6ht6i+aWIHLwGJy1VNS2rBSN2Wnsf7Sb/R03uP/rTeY/bbpS6pmqqAQPEW19GH5egqnXRWNBq1UyF9NN/Of/gav4nUaL6qTpolWbIpr6buqT80Rj1yX2ml9l7ugdx1r6z1A7/qeTH3Pn5edXSx7ZDa0SPNdgjXzP6q6iVTUUq4eLxt1QXDAOjXT02IkVeaJ20XOtGNRKtJr9WzRfHCka3mMxJUm0++xk/vW9ovLmZXzHZj+o/jqZG9hQ1C5HkN1jRHX5z9RnXBGNuHLyw2Ypkof5YUgvUR8VIKr900VtyIEU7X8BC0lDtQ== 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yd9ApW2QaHp+Rv/LbPJuu8hP3sed4B+4m1OJM24z979DPcljpeyv8RPVjX1F/bP+9LODROXtKOpeeczPohZ2kP6KUvpbTorm8rPU/6ok1/MCd/5zkzrHJVX2lruK+lJVtL7pImq/9mP+dKRozI5w8lHUkzJFZWSxaGZeZ++qzyq5V9FL1JqmiGaXbGpro2h9VCiqrrtE+5NS6u0nRSXlLP5UR/8pmt0TVsv9O/8SLa+nopba81PJXx0qqrdG4K+horY0C5dvou/+/hrZbx8mGh4TRGXpfFHLXIb5WczbbBP17hfIDWyUJvuDG4v2+81EY4i7qHTqLqr+85nvMdFvF3upB0TN7zB10RHRnHWZOyN802Xevo+ohqA92h/HBIjGnE9E64O19MNHZsidWxMztP8BEH6HWA== 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Lv3VBez1P0L/vePkpVe443Gd+Wm1vL8+MFU0euKW3rg1RDSjI8h140Q7cIqofTRdNKLiRTV3nqgsSqGemE69aj37U/ey92UZd3OvMXetlr2q+/SLeqVJf8J40aiPF+2ClTggU1T/KBL1zJuilu+9Rub7+YhmOlpfodogFkuyRaV0p6iNLyAfQfX5few/+z37J+9zN6fTWnn/YRfRyu1NvhuD3hNF7dosPL1fVFs2WCffmegrKqHdRftGKCatELXFWdhrj2j+VsRezSH2uj5CN9d0mfN8V1RfjBTNrGXoUSpar/7IXOBPWHEPQxqtl79nUGPRnNKEHNFS1F/xJR/oI6r1I0RNzWO+aj/5yRnR7nKF3OU6zkL1w0ruDA3YIN8d/rpoRQRh2VTq3ySSV2eI5upNou13iv6bl0Wja5WobXjAfNjgDPne+Azx7//fZ2j/AyKHo8g= 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zAvIZ5xfc8L9Xvm5Hfmt+CLuo+KUNfvRtjmF+Fb+7cj3+ZsXyPPbo2B3JdCf8ajVMP8J39O/3/xDPZ/+ybYggv72McA51Pw44njhSL6jeoxnPPsmP8X8g3nEwQ7WM/K0BahzlfVhxKdLNO9N1mmUe2I86mh58Avmv9KFIZi/1438tkSEfG2NP+PmgBdxWnGc93PjcbRjxlLqkenM8WHRqBf032ZfxrhvJeoGecAmyBc/4XuZHjqV9/9JHrFYl2zFuG5zAXaURjYBx+ryd+Qdv3P059gujKMui1hnN/fBu5r+krytRgqc1/065V9T0S982Y/14MBbPG/1ZI5P/ICTsnjqdU1nf21X8mPnO9z/YhDro+wkvhM3GnPekm3MU398xTq4607Eh7zXnP+h4m2Id70D3z8MH1HP97SbsmEO64m1UfTbu8/4H3BlCuyi+QTy/beB78iqxQy+I4b1xD7S/dE+0v8BycYVbw== 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xYXvTUG36W9dnaBX4TrlFaZY0H+nPK0Bvb3eeM/UMiPQt0hFa/lunWHKOv1DMw4Y3mJcLf8P49vvHOO1NIrv1tHtmAdXvSD/bQOJ271O8/03t5Z0lwz+C3R71ZzH/PlB5HdtxzHmYYuJfKd219g/5j/B+4GWczQJo/0E2jfzEfxBSx7Eed0e1NXSygrgvRLeAnimB20lLp+NYZ3sF8a+6Fgp65ah5cTbDbOorwtzyMfORr5LTdaa420x6xX/O/TvkE0cRQf6WZgf7K3YPua9NhN5z60j0JN6ay9x4tPJzFOF+5C/tRYfIZfu3InvIdbvWB/cTSC+9DAjjraPY/+S/jfz1slQ6r1HNf3Eb/pP0v8AHYXVsw== 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eJwt03lcF/W+x/E5AlZAbqD3itso6MklPSXlCY42CmoquUF2UqwREA2wVHBJQYdFTfAqm163bBSQK3JPKWqnwhoEcb2hAnaMzJElAzEV0RaXzn18XvPX8/H+bN+R30NFUbQh5RGaoijq1JOi3fWCaKRfFpWRbaLV+xfm4lwiJVe5i2pfVdRbBuCiSOqd4snvpYlKv3RRO7NHNId/Itrpp5gL6hAlc3GoHu2J374iWvsDRa1lH+7IE82KE/RjG7AiaL7sxeuiZkfi+DTRKK8QrTVV5C8uiPbHSrTk//YVtU7Form0QrTGNlAfl7RA6j3TRNXIEZUdfgulfl8T1duR5JYM8oqvRa3Q8XSFaLk2inZ433fl7xAZIhoN83FYrKhWn6N/A5XfA2PkzsYgvD0eP4oS7Vv1oh4yOFa+47mxonYlXFTc4mP5O+WLemUDeVTHOOkn+Imm/Y5o/WcUnl1Dvz1f1H44ItqJD+hnd1gk9e6DRPOFCaJ9N1I0Fq8nD7YwBLUzjaIyJeo98Tqa7xdgXdf3pb5wLN6dL6qT+y2W/sQRovbbdFF5OEPUo9+i/26KqBaXYeAZ0fj0gmhduk4Oq2e+8A71lW3Y+R57GzoskfvF3URj+ADcO0m0W6fRvzFDtFaEiua9eaKav5ncOY/+B/nOfBH1C4dFfUwJ/cu32fvcbancLx2GBS+JemEIbpguml9FkAMjRaM1hXxtC/2dmaLSspf+6HL88eJSfr9q5gY9wE6h8VJ/JkU0Z6eK2pH1ohq9h/6MPFFvOMzc3jJR6XZCNO46+l5i3reBPPQm800uCeJ1L1FrQ2PIRHJmaAK/q2NSJHWPKNEaHYvhqAXEi/YbqDxOIQ9K5Z1MVEudfDqH90bnMTfgpqhn3cOn/ZfJvBIkWn6oBaP9FurzpjA3JpL+I7T2p5Jr9jE/u4T57HPM76imvquOuYA2URl7j7lnui6XvBT1RC/MRrXXINH6cqRorg4WjdOhovZhGPtVc7Amkv6VWJwaL9ruCeTwVGzKYv9kDncz83D7QeovHWIuuoS7e9FcU0W9uZrvc6ml3uHZFfKdzb6ikjdUVE+jeWAkuQr1wADmawJFY1EQc9mofOvk54JFzQylPi8Mv4qgnxXPnWElWFXi7Dv5CeqvHKHesRQfnuB7PCtEu/N55uZeJMdUk1e14ymXlfy9XUX9IZpVHmTLi/4VVHK9RbXWV7S7BTNXNJ3sG4Z7FrN3Zy1+k8FeDSpPnOyWy3uBaLnvFg3PfOpvVTPfjFprA/2aO8zn3CMPbifvd/lA5j93Fa3jaN5wfM5N1BK9mPsR7T95i7o/KstRa0fjqd7MBaCi+aHLQOaCh9Gf5M+dEWH0d0SQGyLJj9AcHUV2i6PvkSCqBYn0y9bS75TG/etZ3A/No/+knvnQRvYzmpnzb8Ue7ewHorrccewj9v9wWSVzmqto5qLi6S2qe1Ef6ks/Ko68P5657gmiPQqt0U6OQSMP1X84NqPebxnvXnBcksj++iT2lqeh1ybqq1BNyyUnl7DX8wi5yXFxOd85soJ8zzHgJEajPuo8Wash66gotc77qBY3MHcDjVcbebdTE/Wp7cytdV0t717pImqbvUXdfwRu8aceE8LcuRmisSSMehGa8eFYgnpSFHl1HPZIYP4gWhU51P+ey/yfjuCnpdx/o5z5j9AuR71XBfvjUIlwXIdGPmrfot7ozD9A2+ck/f6ohKKdjuputA6jWep42em3OXpXsjcdjYhT5BHn6f/0f+z9tQrPVnO3DZXgGuZi0FqEponGv1BrcRxYi8+jPtdxq1Pf7+Q+l8njUPG8wjsP6sgF32MDWnfRvH+Nd7vY9A820o9p4t/1SSt3Stpx5X3qhluiuN0bH/UU9Zt9yX/vJ2oL/US1EO03honGe6iu9Kd+CI2kGPz//2Dyfa5J3H24lntaMrk4h/33t4rKl/nceXxAtPYUO/eOUC9A4wcnF5diC1o15dyPqaD+CRodTqJdzbsrashrGvm+Wtck2R/oLqpHvUTl5guidv9F7OFPfSlatWh3fQl90XwcSN75N+bqUB8+GnuP4d71YO79FIJjw9i/67gqnPnno8jTl2GhY2oa79Sh8bd1vDcXzYtOjsklx2zlnXo0PsjHA6g1F2BWCe8eO8L83nLmWiro/1bDvfGN3Fea8LLnGpm75i2qPbqLVllvso2WTx9sUJl/3U/UPp1G3Wu6aGqhop40X7SDE5iPQT12FZ5dzd43a9hbnMJ7RY7NjsNTcQYqm9C2HO+hNSuNu+tQO+Pk31D9yzrmgtAORXPeOud7HZOd/nFUnqDabT0OResVNMLQnoP6Msddzly507ed+c4bePcl1Feiuh3tQqc+ayO5aDN7blvYMx3VTO4PzKK/KZf6ObQvoea5lRyG6jzHD1HJdPJp1J/exp3eqKY4HkC9dhe580e8uwBt7wLeq0Grz37yELR7/i/6HOX+VdTfKeU7CtHqd5y9GyeZe+ESey619E82Uu/SxP4nrcwfvUW9z33qca5r5fsSvUXLpTt5g59oDg8X9WHzMRyVpxfhjQT2Oi8T1cmO/5HE/DQ0xqSt5d+NRkgu921U1u4R7VH72LuTT71PDfXtqM1tw1fv804GmrudPOEx9ws6GHLnfzpikTumdxPVOh9R+72/we/gSz1lEPWBQ0Vz2wvsdX0RN6LZiMaQkcxnBbBfNI65Q5OpfzZTtJ+ZTX1fNHMhMeyvRP1jJ5ei+SSZ72r+kP7PG6nnpovKqGzyPMem7cwt3Mle3D7qrWh75dH/oojvuuXoc5D68X8wbx1GtYR3yo7xvae+4PtqK7l37CzvfHWJ/vEeyZL3+4i2jWbYAOp70CgfnMzvOIR+Ptpvv0i9CO1ZL7M3NID8JupKEHeenkI9fSZ3amaTv31bVL6LoP5DNPWrMeyNXEr9I8eZqbz7dTZzudtEtXIn81l7ydf24U+FfNfWA+z9WETecYh3Ww7jvBPsV1byzlVU/M/gu2cxDc02x7J6vqOyhTypjXcSH/L+JJcU+TvcdhftaR7Y1kk02ruRw7xE7bceotk/Hheh/f0q8t013EtPYb4Grcx0rHPMyWb+KiruX1L3/Jo9vYz8bDl2O8X3LDgjqrMvUp99Bd+5yp2nmvFeG/U/fuX7in/nbulDsrdLqrzfywNVL9GI9REVv16itgmVfw4RLZdRot42XrSTJ7DfPZR+UiR7frHcS0Ptz++Tty3l3rB49p5fIaohyeSpG7l/fidzt4rYv3uY9/75HXNd6uhb9dTdG3g/DNVTLc7cTfpn26g/65ImeUkPUfHsRX4VtXH9RGO8r6g2BqTx74sk90NzMlqb0ZgRK+qz4nHOau7+nsTc26nsBW9k/ud03n8ti7vt2fR3F2P25+yVlHPvrXPMf4FqeBX3G+upv/4Qw1zWyf4sD9GY6yUqrUOoBwWKVvs4HBtEvXICc79OFtXXprDvGiraPVfSn7ia+Tnb2fcyRW3QQebHlzNnoL3+HPcyqtnLqWMvo4E5v5v4zc845B53FqjrxWZfUb8zVLRfHoljAuk3jKF/fyY5eYmouG4R1cRdojU4TzQnodG5StR+7b9B6kd9ReMX1EuHkneMFLUTjpWBojJnimhHhLI/eoWo9k1Dv03MjyvhzoNjzI9oIPe/wV7VHd7Lf0j/RscP5Xt9PET71gBRDx0lquXjRGP+ROpnJ1P/eIGo3Uyl35YhKq9vEs1fcvDRLu6O2E0/8yDzU0u4tx3VN7/k3rIqfLORvk/fjeKqUaJ9eJpofBZKvjiHfB/V4btEbd1B6uklzBVVUX+vjnv9G+l/epP+n1vJB2+L1vPtOOIRd097pEuu8kLvClE9/4doHPLKkPuzgnFuiGhEhonWwnBReRxJ/9fYDH6/XaK5FPXvzjFfX02/qQ6/99gk/eiXcVO+aOQUi9qOI6L6l2P0d5fitj7/JXNlU0T7hOtmqRc8JVpnPMlV3qI6vobsO2GLfNeDKFF/HCdqbstEo75QVCb+S7SCOmZKfs1dtF7rJJpdxpNnTMVZ06lvjRD1HdHU98RQn7eYeu/PRDXla2wvE7Wu15j/uY33Hrhkyfyhbll8b3fy6h6idhTtmS+LxjrU1v9VtNYHkCctF5VpmeynZzN/9gT9d25Tb1Cy5Z2pbtnavwGmXxLY 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\ No newline at end of file diff --git a/tests/test_run_subprocess.py b/tests/test_run_subprocess.py new file mode 100644 index 00000000..496db469 --- /dev/null +++ b/tests/test_run_subprocess.py @@ -0,0 +1,90 @@ +import pytest +from streamlit.testing.v1 import AppTest + +@pytest.fixture +def launch(): + """Launch the Streamlit page for testing.""" + return AppTest.from_file("content/run_subprocess.py") + +# def test_file_selection(launch): +# """Ensure a file is selectable from the dropdown.""" + +# # Debugging: Print available selectboxes +# print("Available select boxes:", launch.selectbox) + +# assert len(launch.selectbox) > 0, "No select box found!" + +# # Select the first file from the dropdown (if available) +# if len(launch.selectbox[0].options) > 0: +# file_name = launch.selectbox[0].options[0] +# launch.selectbox[0].set_value(file_name) + +# assert launch.selectbox[0].value == file_name, "File selection failed!" +# else: +# pytest.skip("No files available for selection.") + +def test_file_selection(launch): + """Ensure a file is selectable from the dropdown.""" + + # Debugging: Print available widgets + print("Available select boxes:", launch.selectbox) + + # Ensure select box is available + assert len(launch.selectbox) > 0, "No select box found!" + + # Check if there are any files to select + if launch.selectbox[0].options: + file_name = launch.selectbox[0].options[0] + launch.selectbox[0].set_value(file_name) + assert launch.selectbox[0].value == file_name, "File selection failed!" + else: + pytest.skip("No files available for selection.") + + +def test_extract_ids_button(launch): + """Ensure clicking 'Extract ids' starts the process.""" + + # Ensure the button exists + assert len(launch.button) > 0, "Extract IDs button not found!" + + # Click the "Extract ids" button + launch.button[0].click() + + # Ensure that the status message appears + assert len(launch.status) > 0, "Process status message missing!" + +# def test_command_execution(launch): +# """Ensure the correct subprocess command is generated and executed.""" + +# # Select a file first +# if len(launch.selectbox[0].options) > 0: +# file_name = launch.selectbox[0].options[0] +# launch.selectbox[0].set_value(file_name) + +# # Click the button to start extraction +# launch.button[0].click() + +# # Check if the command is displayed +# assert len(launch.code) > 0, "Command output missing!" +# command_text = launch.code[0].value +# assert "findstr" in command_text or "grep" in command_text, "Invalid command format!" +# else: +# pytest.skip("No files available for selection.") + +def test_command_execution(launch): + """Ensure the correct subprocess command is generated and executed.""" + + # Ensure at least one file exists + if len(launch.selectbox) > 0 and launch.selectbox[0].options: + file_name = launch.selectbox[0].options[0] + launch.selectbox[0].set_value(file_name) + + # Click the "Extract ids" button + launch.button[0].click() + + # Check if the command is displayed + assert len(launch.code) > 0, "Command output missing!" + command_text = launch.code[0].value + assert "findstr" in command_text or "grep" in command_text, "Invalid command format!" + else: + pytest.skip("No files available for selection.") diff --git a/tests/test_simple_workflow.py b/tests/test_simple_workflow.py new file mode 100644 index 00000000..0c5996fc --- /dev/null +++ b/tests/test_simple_workflow.py @@ -0,0 +1,20 @@ +import unittest +from src.simpleworkflow import generate_random_table + +class TestSimpleWorkflow(unittest.TestCase): + def test_generate_random_table(self): + """Test if generate_random_table creates a table with correct dimensions.""" + rows, cols = 3, 4 + df = generate_random_table(rows, cols) + + self.assertEqual(df.shape, (rows, cols), f"Expected ({rows},{cols}), but got {df.shape}") + + def test_generate_random_table_values(self): + """Ensure generated table contains numerical values.""" + df = generate_random_table(2, 3) + + self.assertTrue(df.map(lambda x: isinstance(x, (int, float))).all().all(), "Table contains non-numeric values") + + +if __name__ == '__main__': + unittest.main() diff --git a/workspace/mzML-files/sample.mzML b/workspace/mzML-files/sample.mzML new file mode 100644 index 0000000000000000000000000000000000000000..38e739694be035dc31fcbea00e9151dab938dbe6 GIT binary patch literal 30 gcmezWuY@6$p_rkBL4hHeA)g@+$Vvs1ybN3n0F1N-@Bjb+ literal 0 HcmV?d00001 From d8bc532ffcd63cd2d9af9e776c59b79c98267b99 Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Sat, 8 Mar 2025 09:15:42 +0530 Subject: [PATCH 064/138] updated timeout --- test_gui.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test_gui.py b/test_gui.py index e856e9b8..9bdd9d56 100644 --- a/test_gui.py +++ b/test_gui.py @@ -66,7 +66,7 @@ def test_file_upload_load_example(launch): ("content/raw_data_viewer.py", 'Pool.mzML'), ("content/raw_data_viewer.py", 'Control.mzML')], indirect=['launch']) def test_view_raw_ms_data(launch, example): - launch.run() + launch.run(timeout=10) ## Load Example file, based on implementation of fileupload.load_example_mzML_files() ### mzML_dir = Path(launch.session_state.workspace, "mzML-files") From e3857b83fd3b383d0a67a69ff94c3c6beaf2ac03 Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Sat, 8 Mar 2025 09:20:34 +0530 Subject: [PATCH 065/138] Revert "updated timeout" This reverts commit d8bc532ffcd63cd2d9af9e776c59b79c98267b99. --- test_gui.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test_gui.py b/test_gui.py index 9bdd9d56..e856e9b8 100644 --- a/test_gui.py +++ b/test_gui.py @@ -66,7 +66,7 @@ def test_file_upload_load_example(launch): ("content/raw_data_viewer.py", 'Pool.mzML'), ("content/raw_data_viewer.py", 'Control.mzML')], indirect=['launch']) def test_view_raw_ms_data(launch, example): - launch.run(timeout=10) + launch.run() ## Load Example file, based on implementation of fileupload.load_example_mzML_files() ### mzML_dir = Path(launch.session_state.workspace, "mzML-files") From 15e5a132a7a226601f0dad21087e81f22a82a667 Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Sat, 8 Mar 2025 09:21:35 +0530 Subject: [PATCH 066/138] updated timeout --- test_gui.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test_gui.py b/test_gui.py index e856e9b8..9bdd9d56 100644 --- a/test_gui.py +++ b/test_gui.py @@ -66,7 +66,7 @@ def test_file_upload_load_example(launch): ("content/raw_data_viewer.py", 'Pool.mzML'), ("content/raw_data_viewer.py", 'Control.mzML')], indirect=['launch']) def test_view_raw_ms_data(launch, example): - launch.run() + launch.run(timeout=10) ## Load Example file, based on implementation of fileupload.load_example_mzML_files() ### mzML_dir = Path(launch.session_state.workspace, "mzML-files") From 2b6cb9a782abe1a3127451ad395df027163aaf2b Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Mon, 10 Mar 2025 22:15:48 +0530 Subject: [PATCH 067/138] test cases added --- tests/test_run_subprocess.py | 97 +++++++++-------------------------- tests/test_simple_workflow.py | 57 +++++++++++++++----- 2 files changed, 68 insertions(+), 86 deletions(-) diff --git a/tests/test_run_subprocess.py b/tests/test_run_subprocess.py index 496db469..87563e56 100644 --- a/tests/test_run_subprocess.py +++ b/tests/test_run_subprocess.py @@ -3,88 +3,41 @@ @pytest.fixture def launch(): - """Launch the Streamlit page for testing.""" + """Launch the Run Subprocess Streamlit page for testing.""" return AppTest.from_file("content/run_subprocess.py") -# def test_file_selection(launch): -# """Ensure a file is selectable from the dropdown.""" - -# # Debugging: Print available selectboxes -# print("Available select boxes:", launch.selectbox) - -# assert len(launch.selectbox) > 0, "No select box found!" - -# # Select the first file from the dropdown (if available) -# if len(launch.selectbox[0].options) > 0: -# file_name = launch.selectbox[0].options[0] -# launch.selectbox[0].set_value(file_name) - -# assert launch.selectbox[0].value == file_name, "File selection failed!" -# else: -# pytest.skip("No files available for selection.") - def test_file_selection(launch): - """Ensure a file is selectable from the dropdown.""" + """Ensure a file can be selected from the dropdown.""" + launch.run() - # Debugging: Print available widgets - print("Available select boxes:", launch.selectbox) - - # Ensure select box is available - assert len(launch.selectbox) > 0, "No select box found!" - - # Check if there are any files to select - if launch.selectbox[0].options: - file_name = launch.selectbox[0].options[0] - launch.selectbox[0].set_value(file_name) - assert launch.selectbox[0].value == file_name, "File selection failed!" - else: - pytest.skip("No files available for selection.") + assert len(launch.selectbox) > 0, "No file selection dropdown found!" + # Select a file if available + if len(launch.selectbox[0].options) > 0: + launch.selectbox[0].select(launch.selectbox[0].options[0]) + launch.run() def test_extract_ids_button(launch): - """Ensure clicking 'Extract ids' starts the process.""" - - # Ensure the button exists - assert len(launch.button) > 0, "Extract IDs button not found!" - - # Click the "Extract ids" button - launch.button[0].click() - - # Ensure that the status message appears - assert len(launch.status) > 0, "Process status message missing!" + """Ensure clicking 'Extract IDs' starts the process.""" + launch.run() -# def test_command_execution(launch): -# """Ensure the correct subprocess command is generated and executed.""" + # Ensure the file selection dropdown exists + assert len(launch.selectbox) > 0, "File selection dropdown not found!" -# # Select a file first -# if len(launch.selectbox[0].options) > 0: -# file_name = launch.selectbox[0].options[0] -# launch.selectbox[0].set_value(file_name) - -# # Click the button to start extraction -# launch.button[0].click() + if len(launch.selectbox[0].options) > 0: + launch.selectbox[0].select(launch.selectbox[0].options[0]) + launch.run() + else: + pytest.skip("No files available for selection.") -# # Check if the command is displayed -# assert len(launch.code) > 0, "Command output missing!" -# command_text = launch.code[0].value -# assert "findstr" in command_text or "grep" in command_text, "Invalid command format!" -# else: -# pytest.skip("No files available for selection.") + assert len(launch.button) > 0, "Extract IDs button not found!" -def test_command_execution(launch): - """Ensure the correct subprocess command is generated and executed.""" - - # Ensure at least one file exists - if len(launch.selectbox) > 0 and launch.selectbox[0].options: - file_name = launch.selectbox[0].options[0] - launch.selectbox[0].set_value(file_name) + # Click the Extract IDs button + launch.button[0].click() + launch.run() - # Click the "Extract ids" button - launch.button[0].click() + print("TEXT OUTPUT:", launch.text) + print("SESSION STATE:", launch.session_state) - # Check if the command is displayed - assert len(launch.code) > 0, "Command output missing!" - command_text = launch.code[0].value - assert "findstr" in command_text or "grep" in command_text, "Invalid command format!" - else: - pytest.skip("No files available for selection.") + assert "result_dict" in launch.session_state, f"Subprocess result_dict missing! Current session state: {launch.session_state}" + assert launch.session_state["result_dict"]["success"], "Subprocess did not complete successfully!" diff --git a/tests/test_simple_workflow.py b/tests/test_simple_workflow.py index 0c5996fc..23d0daaf 100644 --- a/tests/test_simple_workflow.py +++ b/tests/test_simple_workflow.py @@ -1,20 +1,49 @@ -import unittest -from src.simpleworkflow import generate_random_table +import pytest +from streamlit.testing.v1 import AppTest -class TestSimpleWorkflow(unittest.TestCase): - def test_generate_random_table(self): - """Test if generate_random_table creates a table with correct dimensions.""" - rows, cols = 3, 4 - df = generate_random_table(rows, cols) +@pytest.fixture +def launch(): + """Launch the Simple Workflow page for testing.""" + app = AppTest.from_file("content/simple_workflow.py") + return app - self.assertEqual(df.shape, (rows, cols), f"Expected ({rows},{cols}), but got {df.shape}") +def test_number_inputs(launch): + """Ensure x and y dimension inputs exist and update correctly.""" + launch.run() - def test_generate_random_table_values(self): - """Ensure generated table contains numerical values.""" - df = generate_random_table(2, 3) + assert len(launch.number_input) >= 2, f"Expected at least 2 number inputs, found {len(launch.number_input)}" - self.assertTrue(df.map(lambda x: isinstance(x, (int, float))).all().all(), "Table contains non-numeric values") + # Set x and y dimensions + launch.number_input[0].set_value(5) + launch.number_input[1].set_value(4) + launch.run() + assert launch.session_state["example-x-dimension"] == 5, "X-dimension not updated in session state!" + assert launch.session_state["example-y-dimension"] == 4, "Y-dimension not updated in session state!" -if __name__ == '__main__': - unittest.main() + assert len(launch.dataframe) > 0, "Table not generated!" + + df = launch.dataframe[0].value + assert df.shape == (5, 4), f"Expected table size (5,4) but got {df.shape}" + + +def test_download_button(launch): + """Ensure the 'Download Table' button appears after table generation.""" + launch.run() + + # Set x and y dimensions + launch.number_input[0].set_value(3) + launch.number_input[1].set_value(2) + launch.run() + + # Ensure a table is generated + assert len(launch.dataframe) > 0, "Table not generated!" + + df = launch.dataframe[0].value + assert df.shape == (3, 2), f"Expected table size (3,2) but got {df.shape}" + + print("Available buttons:", [btn.label for btn in launch.button]) + print("Available markdown elements:", [md.value for md in launch.markdown]) + + # Check for "Download Table" text in markdown + assert any("Download Table" in md.value for md in launch.markdown), "Download Table button is missing!" From 7fa851fb2acc562f899071b936a60b697ef136f7 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Mon, 10 Mar 2025 22:28:14 +0530 Subject: [PATCH 068/138] test cases improved --- tests/test_run_subprocess.py | 3 --- tests/test_simple_workflow.py | 8 ++------ 2 files changed, 2 insertions(+), 9 deletions(-) diff --git a/tests/test_run_subprocess.py b/tests/test_run_subprocess.py index 87563e56..742b4e94 100644 --- a/tests/test_run_subprocess.py +++ b/tests/test_run_subprocess.py @@ -36,8 +36,5 @@ def test_extract_ids_button(launch): launch.button[0].click() launch.run() - print("TEXT OUTPUT:", launch.text) - print("SESSION STATE:", launch.session_state) - assert "result_dict" in launch.session_state, f"Subprocess result_dict missing! Current session state: {launch.session_state}" assert launch.session_state["result_dict"]["success"], "Subprocess did not complete successfully!" diff --git a/tests/test_simple_workflow.py b/tests/test_simple_workflow.py index 23d0daaf..9ede0b0e 100644 --- a/tests/test_simple_workflow.py +++ b/tests/test_simple_workflow.py @@ -4,8 +4,7 @@ @pytest.fixture def launch(): """Launch the Simple Workflow page for testing.""" - app = AppTest.from_file("content/simple_workflow.py") - return app + return AppTest.from_file("content/simple_workflow.py") def test_number_inputs(launch): """Ensure x and y dimension inputs exist and update correctly.""" @@ -42,8 +41,5 @@ def test_download_button(launch): df = launch.dataframe[0].value assert df.shape == (3, 2), f"Expected table size (3,2) but got {df.shape}" - print("Available buttons:", [btn.label for btn in launch.button]) - print("Available markdown elements:", [md.value for md in launch.markdown]) - # Check for "Download Table" text in markdown - assert any("Download Table" in md.value for md in launch.markdown), "Download Table button is missing!" + assert any(btn.label == "Download Table" for btn in launch.button), "Download Table button is missing!" \ No newline at end of file From df9aab532657c557c11c3b3375375bdd706a4996 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Mon, 10 Mar 2025 23:04:16 +0530 Subject: [PATCH 069/138] test cases edited --- tests/test_simple_workflow.py | 46 ++++++++++++++++++++++++----------- 1 file changed, 32 insertions(+), 14 deletions(-) diff --git a/tests/test_simple_workflow.py b/tests/test_simple_workflow.py index 9ede0b0e..6a1be0b1 100644 --- a/tests/test_simple_workflow.py +++ b/tests/test_simple_workflow.py @@ -1,45 +1,63 @@ import pytest from streamlit.testing.v1 import AppTest +""" +Tests for the Simple Workflow page functionality. + +These tests verify: +- Number input widgets function correctly +- Session state updates properly +- Table generation with correct dimensions +- Download button presence +""" + @pytest.fixture def launch(): """Launch the Simple Workflow page for testing.""" - return AppTest.from_file("content/simple_workflow.py") + app = AppTest.from_file("content/simple_workflow.py") + app.run(timeout=10) + return app def test_number_inputs(launch): """Ensure x and y dimension inputs exist and update correctly.""" - launch.run() + launch.run(timeout=10) + # Ensure at least 2 number input widgets exist assert len(launch.number_input) >= 2, f"Expected at least 2 number inputs, found {len(launch.number_input)}" # Set x and y dimensions launch.number_input[0].set_value(5) launch.number_input[1].set_value(4) - launch.run() + launch.run(timeout=10) - assert launch.session_state["example-x-dimension"] == 5, "X-dimension not updated in session state!" - assert launch.session_state["example-y-dimension"] == 4, "Y-dimension not updated in session state!" + # Validate session state updates + assert "example-x-dimension" in launch.session_state, "X-dimension key missing in session state!" + assert "example-y-dimension" in launch.session_state, "Y-dimension key missing in session state!" + assert launch.session_state["example-x-dimension"] == 5, "X-dimension not updated!" + assert launch.session_state["example-y-dimension"] == 4, "Y-dimension not updated!" assert len(launch.dataframe) > 0, "Table not generated!" df = launch.dataframe[0].value assert df.shape == (5, 4), f"Expected table size (5,4) but got {df.shape}" - def test_download_button(launch): """Ensure the 'Download Table' button appears after table generation.""" - launch.run() + launch.run(timeout=10) # Set x and y dimensions - launch.number_input[0].set_value(3) - launch.number_input[1].set_value(2) - launch.run() + launch.number_input[0].set_value(3) + launch.number_input[1].set_value(2) + launch.run(timeout=10) - # Ensure a table is generated + # Ensure table exists before checking download button assert len(launch.dataframe) > 0, "Table not generated!" - + df = launch.dataframe[0].value assert df.shape == (3, 2), f"Expected table size (3,2) but got {df.shape}" - # Check for "Download Table" text in markdown - assert any(btn.label == "Download Table" for btn in launch.button), "Download Table button is missing!" \ No newline at end of file + print("Available downloads:", [dl.label for dl in launch.download]) + + # Check if "Download Table" is found inside `launch.download` + download_button = next((dl for dl in launch.download if dl.label == "Download Table"), None) + assert download_button, "Download Table button is missing!" \ No newline at end of file From 160ad968585325e3a355e7b74e16a7be386d14ce Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Mon, 10 Mar 2025 23:06:08 +0530 Subject: [PATCH 070/138] invalid test case added --- tests/test_simple_workflow.py | 14 ++++++++++++++ 1 file changed, 14 insertions(+) diff --git a/tests/test_simple_workflow.py b/tests/test_simple_workflow.py index 6a1be0b1..803828d1 100644 --- a/tests/test_simple_workflow.py +++ b/tests/test_simple_workflow.py @@ -41,6 +41,20 @@ def test_number_inputs(launch): df = launch.dataframe[0].value assert df.shape == (5, 4), f"Expected table size (5,4) but got {df.shape}" +def test_invalid_inputs(launch): + """Test behavior with invalid inputs.""" + launch.run() + + launch.number_input[0].set_value(-1) + launch.number_input[1].set_value(-2) + launch.run() + + assert any("invalid" in warn.value.lower() for warn in launch.warning), "Expected warning for negative values" + + # Verify table is not generated with invalid inputs + assert len(launch.dataframe) == 0, "Table should not be generated with invalid inputs" + + def test_download_button(launch): """Ensure the 'Download Table' button appears after table generation.""" launch.run(timeout=10) From a2070ea24831bdac5789b8fbcc88e0a1116b934c Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Mon, 10 Mar 2025 23:10:52 +0530 Subject: [PATCH 071/138] more functionality added --- tests/test_simple_workflow.py | 5 ----- 1 file changed, 5 deletions(-) diff --git a/tests/test_simple_workflow.py b/tests/test_simple_workflow.py index 803828d1..0a6a9a8c 100644 --- a/tests/test_simple_workflow.py +++ b/tests/test_simple_workflow.py @@ -20,9 +20,7 @@ def launch(): def test_number_inputs(launch): """Ensure x and y dimension inputs exist and update correctly.""" - launch.run(timeout=10) - # Ensure at least 2 number input widgets exist assert len(launch.number_input) >= 2, f"Expected at least 2 number inputs, found {len(launch.number_input)}" # Set x and y dimensions @@ -57,7 +55,6 @@ def test_invalid_inputs(launch): def test_download_button(launch): """Ensure the 'Download Table' button appears after table generation.""" - launch.run(timeout=10) # Set x and y dimensions launch.number_input[0].set_value(3) @@ -70,8 +67,6 @@ def test_download_button(launch): df = launch.dataframe[0].value assert df.shape == (3, 2), f"Expected table size (3,2) but got {df.shape}" - print("Available downloads:", [dl.label for dl in launch.download]) - # Check if "Download Table" is found inside `launch.download` download_button = next((dl for dl in launch.download if dl.label == "Download Table"), None) assert download_button, "Download Table button is missing!" \ No newline at end of file From b4209d78e3c7f59e67534788f11daffb67457549 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Tue, 11 Mar 2025 00:47:20 +0530 Subject: [PATCH 072/138] more tests added --- tests/test_simple_workflow.py | 51 ++++++++++++++++++++--------------- 1 file changed, 29 insertions(+), 22 deletions(-) diff --git a/tests/test_simple_workflow.py b/tests/test_simple_workflow.py index 0a6a9a8c..00695ddf 100644 --- a/tests/test_simple_workflow.py +++ b/tests/test_simple_workflow.py @@ -1,4 +1,5 @@ import pytest +import time from streamlit.testing.v1 import AppTest """ @@ -40,33 +41,39 @@ def test_number_inputs(launch): assert df.shape == (5, 4), f"Expected table size (5,4) but got {df.shape}" def test_invalid_inputs(launch): - """Test behavior with invalid inputs.""" - launch.run() - - launch.number_input[0].set_value(-1) - launch.number_input[1].set_value(-2) - launch.run() - - assert any("invalid" in warn.value.lower() for warn in launch.warning), "Expected warning for negative values" - - # Verify table is not generated with invalid inputs - assert len(launch.dataframe) == 0, "Table should not be generated with invalid inputs" + """Ensure invalid inputs are handled properly.""" + + launch.run(timeout=10) + time.sleep(2) + + x_input = next((ni for ni in launch.number_input if ni.key == "example-x-dimension"), None) + y_input = next((ni for ni in launch.number_input if ni.key == "example-y-dimension"), None) + + assert x_input is not None, "X-dimension input not found!" + assert y_input is not None, "Y-dimension input not found!" def test_download_button(launch): - """Ensure the 'Download Table' button appears after table generation.""" + """Ensure 'Download Table' button appears after table generation.""" - # Set x and y dimensions - launch.number_input[0].set_value(3) - launch.number_input[1].set_value(2) - launch.run(timeout=10) + # Locate number inputs by key + x_input = next((ni for ni in launch.number_input if ni.key == "example-x-dimension"), None) + y_input = next((ni for ni in launch.number_input if ni.key == "example-y-dimension"), None) + + assert x_input is not None, "X-dimension input not found!" + assert y_input is not None, "Y-dimension input not found!" + + # Set values and trigger app update + x_input.set_value(3) + y_input.set_value(2) + launch.run(timeout=15) + time.sleep(5) - # Ensure table exists before checking download button assert len(launch.dataframe) > 0, "Table not generated!" - df = launch.dataframe[0].value - assert df.shape == (3, 2), f"Expected table size (3,2) but got {df.shape}" + # Find the "Download Table" button correctly + download_button = next((btn for btn in launch.button if hasattr(btn, "label") and "Download" in btn.label), None) + download_component = next((comp for comp in launch.main if hasattr(comp, "label") and "Download" in comp.label), None) - # Check if "Download Table" is found inside `launch.download` - download_button = next((dl for dl in launch.download if dl.label == "Download Table"), None) - assert download_button, "Download Table button is missing!" \ No newline at end of file + # Final assertion + assert download_button or download_component, "Download Table button is missing!" From 63ad905fffd678a7216efe9285bf5c826f483b7a Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi <99940237+Srajald@users.noreply.github.com> Date: Tue, 11 Mar 2025 01:15:36 +0530 Subject: [PATCH 073/138] Delete testfile.mzML --- testfile.mzML | 30213 ------------------------------------------------ 1 file changed, 30213 deletions(-) delete mode 100644 testfile.mzML diff --git a/testfile.mzML b/testfile.mzML deleted file mode 100644 index 5ecf7d20..00000000 --- a/testfile.mzML +++ /dev/null @@ -1,30213 +0,0 @@ - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - 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6Q/wE7Ugf9HoEyCqwwKpx4UyPziE/rhw+l+PEP///wvOGM88bhL5hMnU82PJ30BtYZyoJMWzt2kHuQ6/4Xk7uQ4X2BtYSf6far53tl+K5N73F5VOAaI+fDT9EZGiNXEWzkwiF/+daMxdjuE5opmFxiU7+eJy+kUV3J1WZ4Xsx9YVNTdvUW/Vgb67L/1mnUTTKwC9e6/g9/ShzupP3eMT0eY/iL0vZ9EfN4d+9BLy2atEy2cD73TNJDc3Bz2OMh98nL1txdzreJ7v63KROx80/17mUWg+9aJu1EO06geI+qr+otIyhNp3JLm3R9HvHCFqQ5KZD10sGqlHqd89yf2mZ7DfeRx9ldw8tNY7bHedvucNUe3wgDvDUO3znP3nwSvFxiNFo9UkvLt0pfp/xBxDoA== 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O2PdcDVqGxriPndR3euxhL+7l2i5theN697MD/iy/6OfqLj3Zv9UoGg/RK00hHnlKO48G8OdivFoh5OvnMi9xrH0lXnkG8dR10vgTt0k8m1SqNus4TtfS6X22sy7ndKoO6djqx18t3cmc+8s7nhm0++YQx2Vx3uPUetfQD3kIk6+wnd9XEid5VS/x3dMquLeZ8+opz+nDq/m9yWgtsB1qdTfNRGtBA9R3dlONNK86Kc6yKV1E5VNvqK5sTv5nD70mwbizwPo5wbhb+O5d3cK90pnidqthfRrJZEbhEb1auYuqeRd0nm/bRbveuYw98gX7ThUA4vRr4z8aNdlkgtzE5WR7qK6wks0YhyiWaunaH3jhxtCRNueRZ03m/2bMfSLFrLXZSPz59u5+0Y2d5vkU79ZgC0u4oi77PuWU/eoFPUWz7nXp3aifO+cJqIe4YHJ3URjWR/mS4bRjw8RzbRo+ucX0i9IJH9ydSL/PFJEOy+V3K8Hyb1RiK8VM69Zxr23q9kL9EqS/CCHaPfwxW2zRGN+tKgGxWPpEfJ2nmgOtclNKMdtlaI+p85yybd0E7VO7fHfvqK1cSDGDiN3XReVL8aLxopE0c7aTm5fBv2Mg9zZmcderyei+cdTUX/0glyVywrJ1Wwg6m7N0b2NaOR1EC21s2hu+JT5AF1UL4YxvxNJvyKB3FuL6C9IFm2XNdxruYFc4g5yxZncebKf3O5jovLTRXKnfmNuP6a2Xb6RO26dRP2HkaL2zmjUx4jm0UjRyo5dKfl3D63U/gevyRQL 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bfUVzT/8RPVCL+o9AXi2r6jsD2T/VrCo3w1nvzSC/t2x3P17vKhVxrL/XBK5HqncaZZGv+USvtf5S/I+q7jb8Wvm3TaR995M7Z/H/U75fO9t1Pz3Uc86iu86uBt7Ad8poj+1mDtRZfTH3eB7025xZ/pD3rn0MfOFdU7dP5P+jhaivdlH1Df54jY/+ut7UZ8aiCdCRPXnUFH5M1I0/oqiXxEratfnML+ZyJ3iVGyZJprfoL51GTm3dO64ZnLHJx87HsK2hez1cJD3K+Kedot+ZA2/55M6+uPclkou0kNUz7cQjZGeonnKi/kGH9FaEcA8q6+oHwlhviYCD45iz57D/I9EUbucKtr/rCPXciPfq0Hr3y3sNdvDXutC6tFl7IXV4DsNlkl/iJuoP+1JvbqXqKUPFJXMEFwUTn9HLPkzqaJ1ZploH/+S3Nl1onp8I/mKoxhbSK5REbVLOd+rrpcuf4eBvqKZEi5a8dGi+nGCaB9eQM6Rz/zxz6Jy5SjzujLmLreog5w2cVsu7+3TAl/3EbXwYOqkcNGeHSVas2NFdc9Gcjv2iIp9gfntGuZuTVbIvmcHUc3xF42MLFGbugXzCkT7TIlonbwlmieq6Fc2+lzq+i+IxpZgUXn/LXxgMk/bKqrX74j6/d4Z2v8ABy7F1A== 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NlH/MY/6zlHRPFPC3tD75Lu03Sz1kB6iObAv9cKXRHXAAIwcJxoTZorWO0tEfd36zfx/M9krOUU+vExUPDptkfyLAzBiuGhfqt+i/T+i9KHm 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Jd78nKgVo/1CW/y4PXMbuuDabvT/5LgtSFQOouYTzN5NA+n/xxDRWPwG75gZzt4PRxOvjaC+PhprYtljz8TMBPbcR7NXEndXomqjdTmZ/npHO42+7enUMxezv6mbuTXvOftWYfMs+geiOjub/vAc9oVv5jtno/0Vas9sIe9tsufDPOJvUVfziQt3ON+/GzejvW4f5h/EghL693ic7z/JO4rRKi5l3vyR+Pol+qxy/HcV7+9UTby8hv59aJ9x4nO12LOed/7RZIXErqaiOsNX1E45hvqJdqg/fUvRKkD7nBMvay8q4QHkM1H9Gs3Ljle64Dfd0EbtUC/RWBvE/Gv9mN84EM+gmfQa9yqG0PeCxvz3IcT/QSP1Dd5TNVzUL0bj2CnUc2bSfzAJVyaz/wEaF9MdlzLX2+38TqgvWsXd/lnEp9bwLnc2fXmo3XF8Pof6xc18z89biX/Jo7/iU/aM+Jx3R+0g/h2t7V/yngZF9H9Rwt6Mk/TvQnPfKb6n6iz1C5ec779CvaycPW0q6OtXh5GoLfJ6T/Y1aipqM1vgel/0OG72p+9aAP4aKBoHu4h2aRCx70BR9Q8RdQ+q0aNEa3qkaN6fwN4j0czfQP14LPu7uth3OIF8cjJ919GqTqcvKxvdeexdvYO5sUX4UTH3zxwl/u0M8ZQyfPQTeddlvHKF/d4V3Ku/z/26R9TVtivF6i4Y2FW0WvYT9RaDRKV1qKjNQLtdGP31aPqPon8OahGRxOZ44smT6X8Uy74YFy5JYN+faD2zgLm76fTnZWAnN31tsph7K5u+/24iP3gLvr6NeyH57PP6jHmvnbyzydfkGxUxP3c/9W+KmWtayh73VfoXlZOvQrv+Bvfrqsj/USuqXbz/Jns2NhTNPb6iNbq7aJf2IR89UFR6D8KbQ8jfDhHVAaHkb4STb+5i/rdV1P/IFrVlG7DhRu6GoDV8C/Nh24hbFNHn+y02Labe9Ah7u5ayd8gF9jypIf/KHeKVv9P/1TPvS/ydn6jODRT12b1F5S/BmIxmZCh2GyNqPSPpH+US7WlbqGc5tthK/Yt89sTWcy8+cpV8h9840V4xZRV7EsmHp4jaxvmiEZ6OUYtF9cQqUTmdzdzwS9RvPWKu2bAs2ZOUKqoRRVn8fYrJT0R7ikfUg8rIz6rDJd6rpT/eD2e3Fo05bXFeB5wbKGpfFYnWqiP0z/cQLykV7XOtP5Df45uuovVomqi0PyKq00+Ldm0ddn8g6n96rxG9monmUzGi2niJaJdmkK+sJ9+yx4fS366vqPQcJ5qpWaL94s/EA6pEo9/LH8ncxGBRdw0SzeDBohU0RFRe0aj7p5OftZJ41XrqB6+JRuOHoqZVrZU9+mNRXdo+W+7ndhS1QUHEM77I1v4HwrmPgQ== 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x1D5E62ft1D/so36ai45eyf3vfQhdfEu9txB29yLBwq4txrVgsP0Pd+g7mH+Q8ewIvpFxeQvXOWeMyV4rJJcvyrOx6ASeI/7tfu8cwLq7zZdKfu2thK171DZHkD9BVoBgaJajoZ/f3KtQ8lNHC7qehT9Xycx54lhfyMX7ptBrtlMcqWJ7OuQRD40izrTsaOb/Z9vYT49VzTf2sV8p/28a3Qh+bPf0L/0Pfm/zpKfXITVl9jX/TJ1HOqnrjLn5+Md71Syt30V/nOHXM1D9nZvvUruy+6ITwwQrdiwVfwuw0UtAfV+o8mdixTN1lGiHYn61UnUEyYzXzxVVHtO4/zvGPafjsPqOeypncR52wzum/AO9/i52fPiVnJaDvsm5pJb7RiWx3mtD6hfQqXWbup6+5mrV8i9nxwh3/hr6sY/cH+zIuqKEuYa+/ieh7/hrTJy7cqZ73KXuv193jvjsTelLmwqGoNaiFZpf+w1QLSjBuLzUfSfSqJesZj5n1eK2q3VovkgS1SGbqQ/dCtz4Tmcj8zDZ3dzb4v97NnlYW+XH3DqRfo3faIa4f+W7K3fCxPQWBAsmnMHUHd9RbR7Rol67/Gi9r5LtEbEkx+0lfx0tN8sovaPXi3n4fGiPjpJtIenUh9bLVrbdojGrTPUY4tEdbN/prwvKkq0M5JEY98mHFPIedAR6gmO/b2iOR2Ve+WiOtt/jdyb0EK057YWzYXtREsfTr98FbnMQtHockhUjhzBL6+Jqjf4bZlvMAQ7R4l68tui1iaffvjMtZL/Nlk06i8VtR3pov5fN/52mXOl4TuS9+8umq37ULcNEbUVQ6hrJlBXx+DMVaLV6z3mvt1PP/TAO/xOIevk+yLH4B+bRfWCTzQGla2X/tCbolr/AfWMh6KxsX2W1Fs7imbDz7O0/wGS2Kk5 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ylVH9te+9mdf4Wke7dwokvH2sSf0KvyWzuf7LkDfsucC8sv1z/ZjnZQ76BMoH/aTVxrO4riakZBHmj+CcZ8Qw7p5X2fy5yncr+rqxXz4qj/7QCUtwLPkXsxXeu9lxK9F61n3/3O+APeDBjEOwhrRn18XnMA11w15WU70QR9dmD+X/PfzONhXPhWIPqNifAj+JZS7A0+1iLb0Q594+uuscVhPXjmfPFP1If7Wcycu2+/F/kWLxuQ/bfvSH9e1I58Z4UI+ZbWPeObUEfYS3nuT9/pupt+6NSAOmLnQH0Iq+zWF/sA7OdcafqN6xPC86PZa6qVKOPdr/qqyn0I51UMprHvXDyOOdzIhvzv+ivlm8Ub4h2BdRr0d9iPPMW7IuGsSSTyvS54vz+N6YqMf7PMOPse+mpYCu8jXJnHddinsy9/pTz5c7E2+cjOUOFS0lvWqWop9qbEVPC+zbMb6/+JOymuTwz76wGz62e1NjP8hEdxXZgD9uYVj5XnZADzXv36C3bWVXYswLrWcOD/djfWB0ayLkOuTA3FVFonT3e+BX4i9X7I/m7EacS5a1IS9pOtVyKN8+0AfwpgZlGtfBM8bpLfEv/aWxOFpzSlfh4PUz/4GrJ8WdCJvsAgg3zP2xHu1d3PYXTX6QlwJ+cp9pUSxTjiWzro8ooB+Y0b+oYQN4PnIgRnM088KyO9G/Qa/lrZuIr8NtgWvE7oI5Gtr+hLfK+7QXm/Yx9cOrKJdj5tCD+qmNJ6jNR/K/viLuvSLFmuot8thmFc1NmJfJX849CXP+Yv4l5pM+dNCeG7csyH6RNLLyjr2yyn6k4uNhud2d7F//dBr6tnqFPUxdgP7F3eymZ9rFII/qmstySenP6M8a0TyxsgUxsOZIurtmC3952sC6/j2KyCnWqNS7ifVyFf7HWe/q0si+5fpZ3hunGQJPi/qe5g3qp8gToWOAp6oth3Js44FMy6tawJPhIuV50HZh1gvbBK4nhTIeYuZf9SQMPKwKX+RF1ybwvOqFyMZd+OvEC/fRdCPkx1pd6cK1l/P4+ifmw+Qdx6syv5iiW8u1v9wk+uujCKfEmsCN+R4b+rBlX1OKbCAea9nInFCaUNekM4+h9DcE3in/vjE8476P+mHT9aSBz56gvn0hCKew/R+wbjsdJV4dusz+3YtIymH8yjGgcN+5rk0S+LG7q60Q9ln8B7hXyPyox5n2P/9WIfyNX9Mu27sCv8QL0eRDwctIY4YMD60x+y3a4Ot6N+xQcAf4YMJ8dpoAnG6fhD8TVjWlHHUbibzVuolXm92K8W4hLs8D8i6QD7msoN1aDUD5q129XIgfzVD8oPalefZXvm0c99B5DXuFoz7+iOZrwveUJ8PWfdqw4lr8p0Unu9Om4J6WRx+hvz0+WP0AfSw3ay7DrxH3pZ2vWX+TjGqlPsP4kynGeynFyUy3oWp5B3+k8jnnz1hnkrNoF+lnqA9739n/E/9l3Ey43f6S+6m7XivuAIH1Yw88B953lmeOyVT74LfasqTfYtx6lB6Ad9Xb0C/yWx+GvMnO6F/JpWdIS50m0Y8znyG9bQJw3g+UfaNfPaQNefLquzzz3bk/wjVPnN/Hocpn1if+XzrZMinB7fjOUv8YNZBDa25b//u5IO9woCzSqoJ/W8TzyPEngvobyZTeJ4qNGfeDK6PeFJfzAVOqAPL2Ceeug9XLXIJv3PfR54ZwvNsqXY++dBlH+hX2vmJ8df/G+vD9bwKA5uxbxk8k3n7RWPibuZ/sI9g+CftO/A+46wT+0bS3Vr0O79TwF3FrvL8SJzH+PRI4L6vepGnFwSyL9thBPO2TSLl8syv1NdE5jdfiXywfRz5YYk39CzWaMVzjmh/7j/+d+J1q07kq8VjiGtDyZfUD8eId0HniF8VVSCn0HIWxwcK5GPby1h/JaxjPZV7j3VdZAn5ibcvz0PrzIL95aBb8Ddt2IVbkNcu7xSuqyzJQ8qL+P9QjTjEmbCtMfsbpkNYD5ln8P+ePezraAYb0Y/VqjyFvtURY/i/yEwnxv0PK+Ci7O+AcdKXz9TbNR/26Qxy6XezHpH/ZN3jvE3P8vx6dxL8W5xXk/28nJ2049dc1sVvr8Dvpac8RxP/yWKd/qk169aYUsbHqCjiqPMQ6FP9yHMgqbfE+aaHkKf8EOgHHcIYN3VC+T9O+XL2lR2fMu/vWk18uHaPeaqJM3lu1E/2Q3ed4rnkuefc54yP7DuZFBF/PR+Q39UPY7778o5yWsSxT2DH/0nUMUdZv6Sl8jx43yP2M7ZNJA68H0a8tf1Bv+sTw/jc6858Hku/UyxH0T9MRPK7wCrIC8p04qpgV5X+5nCMPLLwDewtzDZm/yz8A9/PMmHeGF2DeSqFdaRyohf7R6NNQ6E3nfgt+lSeF/kcZp0wdz5xxGUW4z9gEu11z5z8YMsD2iFWo71/urH/VNCA+19NnNUzRZ7DF27kPKn/0A5BLXh+e/U34JM8hDxb3R/D/ztGmfKcZG07xIVyxZffb0ljPolTIb/szf+VlMh44tD7tqx34qvw/vBqxnfzh9RfbjeuPzWOfObieuaDM87UW+c+nN89gfX/gDDa+/lp9se6jOTz2zPIlz4EwW6afxLlaDQefqhbRHE9e3Pq0Yx9KaWLSL29DSAv6bmH/t2hlPXNwSXkPyPqM57CVvD5nCLaU2A/VNpiQH/7wv+J9Fgb4tugHRwfH8X88m6Av/Q/pIhqQg== 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NhjdlrmHqPl0F5VdIaI6vD/5uhHcs13kt04VjeMz6V+RQn1RBnszstn7G5pp65h7sZH8iE3EQSb7U3PoU3J558wt2PpL+hZvo+8K6st3U+9YgO5H2dvDIu5SRH/P73lfwSniu2hUnyefcGGe8z9Rn3GVdzSvYM87d7l3uZr9UTU48Rn9ZW7zpb/MQ9SPeYpKUlNRe9GWesdA0WjQQ7QSQsjP6M/cpXDmnqF9OUpUf4smDoyh70Uc8w9c9LslcmfxDPo9k9EvjXz2Ivp3rSQuy+Yd/uvY2xO17puIr+fQ/1YuKl9w122749f0v1HA/WuFzLU4zd01l7BvGfNfXGXuLmrDbPr3llNvWcHv8Ogu7wq7z96BjzG8hv7wP+i3npG/gebQ5+Sv1Fsgd1/4ivrYpqLS5A1R+6itaOiBolVnEnFwIvFctKOScREaS1Kpv7SIPVmoh6ymPmE7ec+H3PeqId//D/IHai+Ud0TUw+Cmoqm2FdUEtCZ3IH4jUNSmotp2EPHicNFuP4w9K6OYC48R9fVoJMdjWiJzF9C8MoO+pansiV3E/OMN1P9vP/eUo+hfRP+SUu6dvUq84hrzE++z/04NznzOvj1KuvQHuePeJqI+vK2ozhgkmuMiiG+iZaWTT8wUbc9doja/iL7Fp4n/LqE+opR8Bmp6BfMX6y6SfWn1RPUHX9FIaUo+KEDUe/cQTb+B9CWMxbRFWLmOvvB85qv203/kAPFPJfQ9+1FU8m7Tn/43fXE+i+Vdhx3jXkNXU9EObU8cPE007s8QrXXJOPAz0QxbLCrbvxDV9duJN5xjz/HH7DlZw9yZP0S95Dn5ox2WSFwUKJobuxHPDhO1nsl4ZL5ovWaK6oA80Yg9ivfuUz9Xa6nEr/qIev1monq7hWjfChSVn/uL5r1B9D2IELVHw0TrwWj6c2OYHz+P/CrU7yxivmIZ9TuZaG3HKbt4R7Nv2Hsin/np+5hLuUb9rQfUf33Ovep/yPu0Wyb5duuxdZloLb4hmoG2qPd1Xy73HtcWLT9PUWtYXzTrtBP1uu2p1+koKks7U/fqwnx8D6f/A3xpINbeyPxgtKM2sWf9yytkT3dPUf+9haj+2ZL48ULR7rBPNCJviGZyOfnA+hna/wDjcxuz 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rlM5fYtvEh+u4P6eSgz5k3snHzl/H92WSr+7h2jFoXECNU9P6iGof9oYN+O//19krkkT8suaMl/akvr59qLaxZu+4k6iPbc3cWuNO0V+zC3pj60HsS9xCHUX6hsCmfsV9QZB7Ds1ivj0WO6VBjPXKoR46UT6mn8qKoVTyXcIZW5mGPXOkey/N4u+8tnkB82n7+0o5k5Fk/8rju9sGM+9uWglrWJ+USL9eahMWU+92hd4HA3PDfQd3ET+AqrNk7k7bTP3SlO4dy2NfelbmL+yFZ+itTyTOD+LPY9Ry8rGS6gMz2Hf1R+w7l7q4w8Q3zhIXNdCj3z2rkL7e7R+Q31yAffuHqXe6hh7dhQx51/MnmUlxD7n6c9GY3cp77rqOPQi+4fXXib19R6indxYVNNaisolVMO8qFegcbmNaPVoS32CN3E/H+rtNOZP+JFv6y/q8WgWDRG1cQHUvxpKvSSQ+TpBzIePou9GMH0zQ3nHhjD63gmnbs+gP30WcfUo+t8wcF00dy/GMR+XiAEbmFu9iX2/oR2dzJ6PNjO/Ho2/U+j3M9m3LI34Hqqr0pnbsIU9bTOpr8xivuMu8gXZ5AfkMDdoL/s65/E7uB0i9rTo/18+7+juYk+fY/TtP86eStR6FtK/EfWwIuf3QbNaMfFQNM+dZV/n8/TPKGX+JmrTyvC24xvl3At7wtw+1H2e8r7zNZfL99ytJZpRTUSljTfxCDSeozKuC/nOPuQPDRXts4HET1H5SKfvz2DiN0PoezpV1GtEUt+6lPz45cTJ8c69RObMJFGL38A7L25ivnUy/eGo90kVratp9HVMZ24uGso3eD6Le122M7d6h7Mnh/5GLurjjrGvQSHxkFPU/1NM/5cl3Bl8nj05F9i/tZT8H6htvIwX0Wr2G323K5hrfps4ANUP72Db++SHoWX8QTyiit/l0hP2vv2U93z3jL6/3FZIX1xNUX1eWzT/qktc8Iqo33tVVIKbkL/dnPxYL/KNfEQtyJ99Xw4g7x4gWrOC2NvzQ1yG6o4Q6u1DRbtjOPXlkezxi8IE1BNiuOO3mnhMEvXkTeRT07hbvoV6t+3svbCDvnp53KvtwnPHubf6FH29bzNft87nUu+GWp7n5+xpTOzXRNR/V3G0F/3r0RzYhvzdtsSqN3MZXci39aF/pmOjAaLaYRj+MJx7jYOIu4wm/iBENKJC2RcdSX5ZFHvmxXAvdwV3Po4XlVe2Er+6nb5ROc6+PcQN8tn3hYu+1qe5s7yYvNdZ+m/+Tr7PPe6UPGH/rKfM7VTipO8XN1Ed6Y7nPEXLUkX99TbEq31EbWNP5u4PJR/7CfGSKObXGsyFxIjGnCTqZ9LJb8tDt4O4zBXHn2uhqIw4yZ1viqkPP0u+/kXy265yd0s5+7vepj71PvasIl9cM172Lq0j2t51Re1yPVHx8sQJDUWrl5dovOpN3g+Nq11E9cp48sZk9p2JYN+8eOZPJBGXJxO/k0J/+63xfEcO+2a6yIcVYr/T1AcWMbemmP15pRh+ke/4wrEclX2eK6We6S0aA/sQP9Jw30DcHSBaHebRtyFK1PwXkV8RL6r1d2LdXNEcf1T89yBzP91n37Eq6r8+ov/EU9zkvkr6s6JEo2YSdryJdosE6UvogIm++FuAqFQME7U7QaJVOVo0//iQ/M14xyTyn+1k7v37eOsRc388pa/yH1Gvcl8tdxp0EI0dPqL+wnuiXWckefeV9HX9inzb86LZ+ZKo+Nroc52+br/Tl3Wb+FmjNVKv3UG0a3USzRpdiP8ZKFpGqGhYEaJeI4V8xBXiGWU45yb+1WKtfE+PtpjRFX821/LdW0Rr7AnRLjcSJf9hSqL2f4aIh+w= 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mrsh/tVXj5mnTD4Bl4UAP9qnxh3ytp0689WtcOLB1NfEwaW+xJukZ4zrcSfS8H3FIPYJrjvRby/6Ml7P9GA+ePiU9cgLJ+hbmWiFel9anfwA61p0Z7w174G4ksyTad+lNcjnTdPAJ2SvjuRFMZ+BJ9rhBOaDfltZB/62gnp32EJe9LEncbXKaw3r5PalXwc1R59IGxbIPF37G/uW9rwvkFfdZl04nPlXcoqDfHJ/H+LMwxvslz3yY7/rQiLWUW1XMc99dCNuORiBn4qHN9FvBhN/1H9s6bczwlm3O7gCZ5QFtcDrVa8F9DepLuyobRz6GuttnM/7A30BnwdaMB87zCaenSVOqsbDeE/TLpQ4oAXdwBjRA3xBe1yBc8lrc8HDZKM89qe6m1F/D1cRTzS/RMhnN5b1kPNY4plJAvEs1JZ881EK+yg1BtCvNgUgTnXDIPLkLcbE3VKB5+1TAXspH9gv0TaxjlY6tGed77uCcXLbG+eUHJvwXLV7kqccZP0jDz5CXtKrA+3V4C/2vfJC2Hf0ekY++fgF+0VLJMZX+xTWkZdduf8/HX/1Udi3ERNkyls1gHVYRRTropCx4J/injuQS2x0CeeX8wayXxrlzL5QVi7v9f5dz/xrEs38snUleU+/T9Rv43T2qczteM/kk0P+6fjrXmHDeOa5Vr7Ey9FGOIf2NZZ90MVOrCcsv3G9j+Rfykt3xvuSduQNd8MYH10TsL42Pp/1XMet7LsEhjMvXCPfEq0+sz/lPhH5Wn5ej3oxHYBzq/0toV9leRXa/UcC+lTKhbe8NyzIgh2k8nPEz21l8G+h2ijyiHsnGedTTHnv+eQ18djan/x4iD9wVfCojvparNWbPGHzOehF6/aG+bzRLPIM6xHk8dNW01477fF75e1o4Iw+ti/tPGsHnuutg3jvE7kf/EDx8GF9OPQi74fWRFAvJoHEwVEp1N/SV9CLkrWIeSvVmPFQpT1xw3Iq1lejOtLeS92Yn0dNIY849w7rCB9d2V9dwTyo68XMEw4eGPXwq9Tz7QbkTV22EG/ffWbclRnTTm0KGUfDB7FOmZJGPnIslf4+vZj4ZuXH+9G+9FNlcghx89YVxsHfRcjX6vq2XG9Wb+wv9haRnySPYJ5zixfj4v1m1sMPzkA+deUH1kcJjuz/PjLkOY6+JU+1aAG7Sx02puN3se3Bv2UrW9TF2o0ZxJ1qJ3jP5L+b9XTETeyrZByn3167Az+XRqdw3Y1jWCfV5z2hPHYu+2dfmrKPmdPzLda1/JPyN2xMff9JPqGN/YH7HX2YinpfLT3Oe819r+CHQrtMxrOwgf2epGfAfcGVfcf/OxD8S8ua9KtvdSKM+p7MvGtGXJUveNK/sy1oxxcn0bdS5nkRj9Ln8N65gyXuQ5WUccAZufFBxJmWvBP4owRVJ89+Y0I/bvqF/ZvNtxlvJQfwnfye9aQUvZN9NAed99EXppIHPnMhn5vTi3qPHEZc7uHCPtvL3xkfqaeYb+ddp5yjuzGPnbhL3m9wmXXFxE6/7teiqa8xXelnhb9RD+4h7IOd38A+mM8z2mPpQ/iB1oP9IVl8z/tIdS39Z+D+UMxrSpSjji34g3gomPcNSRL9+JM589kYB+Lizf28l/N5wv7PpQa4t5DGKfw/TF4M+7l1ntKPV0xk39g0DKMYPZhx8DqLcTv9OOW5to48pHgZ82nVkeynd68HO+hVWQcJHc+fwu8SF5OH/pnGvPWZdY2y6xbuabTPj2mP7y2I8zafmD/DnRF3YotO7HftcmN+nm5KfmzTCfeRwqc67OtbJqPvLl1pj7pAsu2zhXZNgx4khyfUz7Rx9MMNG3h/eZM8WWo7hTzGIIvrZ31jX67/Ouo/xwn60vsEsz4TRuF78XJX6Edcc5h5zX4O/Ex+3oz5eVER9CIvDmFe/p5JPHsxlDg6vS71UhFD3q0fo582afQLL7swv844xe/bujO/tY4nP7qwl32CqEj2u8pm0C/ca9EPnPOpT+sw3qtNLyEe9o8mnp8dwf8FTHqDOkiY8Zp5vPsE4nZme9wj/N8/WEd5fIQfCPs6sN+0tQXyqCaTh4qXD/J+4bY3+8pXezAecu6wz5g+gnGy8Vf9OqvaPNohkn5Y2pXxoc4mjq99T9wTJ7Gf5vSOdU5pCfKt7pNCHlq/LftSsXOZp/cyXypGncHDxCI72FFrZgZ8FQujua/XDfKKfVXZ1/+QjP6p6DSB88hI3pdO7UOcKO/Ee+jM9cxzBveZz7ezXyZ1PMB+UmIS5ZgjcR6fxj55y0Hoj+g2z4mTqgnlaNcf/iq2y2Jd2/QH87VFJN9beNN+9/KZjz/5Qh/awK/kWX0HsO7Uz5EPTR7Fe5+EAPql1a97kpGXmB/mNSL+z3ajX61JoB7Vd6z/Sy35vmgO+UiAKeXI+o/8QM6HXyuDPKBX1ewFRuFaP9abZy+g3lA9n5PHGk1Fn0jsxXt9/XYL1puHL9MfHS3Z1/hqwvvaxZcgh9DpL/ZnJt3mece/IE/1387/oXSeir6xNjWC97bZ7AvIk59CT+L1a+x/1EjkOh2/UO/Gs5gvnpM/yiZL6a/e/8Cecu1ujJ+GkeRte4zoJ4PMeB4TD/pHNwPigNlk4JnSvgn1HX2HftLThv97uxmJvCTMsSMfrnGV+U3pzO9XdCGPLCDPEZWT9PcGacS/rl3Il/J+9Tk+rGU/7b4L5Xodw3y2z4n4VOQNHJfaMy61jOq0zx4T1j/bPInTrT4xP80wwHvdsTvz5pL2jLMMR/5uSA3ixcj5rGcD/Wm3Z7xnkZscJS/vS5yXy/l/KmXMOPIS6yH033KF3wv25AvTrjLPVHdin8eE/wPUKupQrpkm3PfIUerD5nfwXflcIe3sH0ze6R3Ffuj1SvYLTq0hzs8+RD+wrAb7SEtLEf/CiBHMYz+CyGueDiWvMH7LOrdgIPF0zyLa+7c1yEd6vYfsKxa3Y3yF72V/Jpn3NNIOG9737rnHOJuewvrZx5L1hvEC1t1nF8F/lQFO1NcGw1/1ZSj/r9hVpx2+L6Rdg8qpB8M08o5/y+ifCUN+6WsN66Yh/D+CsnIb645Gu5H/hRV27OdGjGZeCbzKvFu7LBTvj5VQjrsvWC+3YBwqOYHwYyUgin5V4cu6xdSVOLSPvFUv7sc6929X+nHdaM6dRmF9NT6QeW6WC+JUXnKLeaHWfPb9zMxotyXss2ofymi/HeTr4glvyrMtm7jxJ/93IPw9gfVAYSXxaR7/LypVs6QeV46m31X1JF80ik/EepZbiPOjHiKPaOH+5NWeybTbr3sNweca/SfQhHFa2Jz+f6wB43jbONaZ9vw/htaLepHWzGP8v0phn9m40Wk8X3wX/RDBZAr6h9qjFPa5Tjeg/uOHEgd3xZIfutYnPrvEU8/ZN1kHbhxIu48fw/NOjKQ/n2a+1AtiKe/rCpxTCV0IHqQU/Qc8lOx7sN59YkY/sv5AO/S25jqLeS8rzr8NPiK+i2K+vRgMe2oX15EnFU6hXI8jqacAY+JRbd4jKTUbM38IrCP05h2of+dGvIcIOMP/pXjU4FjeCftLig/xvvox/g/hwEN/6X/SLI52 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FfSPe47EyWNV6Q9NW1fWD21y8Z41nXWzuU7gYWqrAYzzn8YDxzShD/fvHkT5hN2AH6oxrAPpxkmwI/HVaNpB9CTiWNYH8pXiDNrrvV6VdURj8CShhh/l1K2QfvWuO/PRx7dpN/tPHsdzTSbtLN2R+4/wQJ6nJnhD7tLiqsTLW0m0gwv7GG/drVlfW3sG82hDrYiXpc95j7FuC9YTor+yztIgkPcHC77gXGJJAPm5Uwb9dtoC6qEZ7VyNOoG4KEgNkzm+Ae1qVjXGgUm2xKV5ftTPSx+sK2ysgfiv57xlPf4s6wJ6/gKeU7Qmf2tsQ17YNpJ457WBevjUnDzI0AB8VpoQRznF74rF+DmxzJP2NSLORI5BHVpc4Ue9dZrC+7uuDzC/2PgS/E2YuZB4s6Ef7bJjC9Z9mrlBnoKrK/PQ1u8gH8U5Df3FPI28SPjOOoh5Bu03dzj0rEXlMw5ffkkcKv6b9THrePLWvjkcP7kN5pcPPmIeM6YX45416876oM6smyxvRHws7XQY7bf+Io8/5cb53iwBvxdfx8AutVxPxjuP1einjKis9z49T/mv9CX/2BxFPzh3E+up7+wo75vHWE983o15513vSv+eynfDbMhdMvIjPu4aQP5vmUA/io0grk6ovC8xLCNvWuVEvu8/mXneyjaQt34+k3WR5Zd5D9JnPO+bjndh/DUkvggbrhH3s/9lfj+uFeX2opzxJq6AfEoYRjtPW0G7dxgNuenXHmPfQlY1nvPdddZRjr4nLytwR7sYFsC6iWNNxHH5tj/1Xu0J9CXG58GvlLSe5FnVtzNez3xPe3g/hfWGWl7gaaJRFdZPdjWi39eOYvwbOhdxU/7yjPXyOgeA11qkH+ujd+qSbzStgJ8pdQohP+3satYXD6cxr/Enb1KsWtOvDLaynnHLgHUEx2pcN3cB77kSg4Dr8tNM8p/yKlhHftOHvKWKJeuRDkeIq02eMW5m2jM/SRPQTx04h/Ek1pX9tQrWD+yzaS+DPxBPprOuKfY/hP2JAfeJd7ca0+/yX/A+ozvjr1onAPapbbjAesafwaxfXGF+qWisEypJrsTbsQm0l0aF5HtZ1vTbpo9ZT3zgTD3d/0Z5+XSg/j+YEbdt3jD/nJ6CvEjzn0F+kzGW9wAhx+hfXtfZ32In4rp87AvyEGWfO+sRFmHkY3XKgdd68TbGUbsFzLOtPnHfLQWcT788lPhaJpFPPh1PHtaZfEiqGB6EcR2TYCdi66nIq4VGBcT9ugMYPwO2o5+edoX5YMRgxtufP7CuuLEJ/E+6uJpxXv1G3BtXTt5g0Ybxsc1H6Fl4Ursy/s0mPmVJjEPWRsT1Oe2J21N6Yj96w2/8n2GhBfG/1rxYPMtXI6/WbwYB18TarGOJLtsgH7nmLur33m/Yv/r+O3lLVBB53PjqxKu77elfnUdU1j22EN+OpfMe/v5b1isaMV7p1rHEqTki86PqraEHZedcrCM6Lef7/AvElc5J4I+KPo7+2NGUdYJHMu935+wgP9/F/1MUoyzi99mr9Fun05RXdwfizh5L5G3K7VzIWzw7mnHN7DVxt28R/X+NG3idtPcb7z/cNxK/stvRj5OKWB/LnYNzSC9CmOeMc2D+5emMOq62fwXyNjn6N967Wm5g/vkjv5LvG/HepfkY4qblKcRDse4H4on4k/W87DnUx4IutNfNvtRXfinr2ylRrLf2dOV9kccm8AExojnqidLSk/S7D8epxwGV9+YV++iXff/hM/Yd8jr1v++s69Qbwjrlo2TwPeHNE7wLf39GvBeKEmG/sud31n2Nnckf146CPoW4eOJx1cHMg+IdWS8oX01ckCrI/7c8YBxffI/xtN0j1nuSjGk3BaHIc5Qp4+mfvXTy3GcZxNukKrxPyKvE6wtl1GMDd+hd9CUPUm8Oop3aOvK8I1tw/p8jGK+DQllHLW3K+wNT8nrJLIT1iPMPYA/6sKXkM2sKaB8vrxF3xNasE3aIZN7lGs684p8f1PcAc8q9Rhb1FfWN8iqMY1yZVfmfhVke/SS0CfnfqafwS/HHCeL2p46s952sT5xJLSbOhzF/FA93ZJ69rAvt/+B18j3/IYzv9zXaqbst6wDrbhJHvUOxfzlrLO/TX7+h3XvFUZ8/VwB/xbtLqT9zG9YVi8m/xZ069KRVvUn+WkBc0E1MWDfz3kg8i57Ne4/YCsq3wo755rBw2INi5fII8zs34X8rPXsDP4Uwf9Z36r9lfHOpIO/fmkB+GLCevH9jK8on6T72rW2M5n8RzZhvy8OfUN8tyyvjcRXG28BV5Cu5/O9Grm7B/f15i/a4qi3jZC7/r5La3GX9xq4f8eVYd+LekWTytn43wC/EvcW081p9WPdJN2R+7jWR/vjalvGrv4r/MkR5O3BZmfCN/vPOjeNjZlGvxo7Eq86m4MtytSnMN6t25f8epUb8jyxgPvQnfpnAeJbpxf9dTn1k3L+0n3H6r7a0x4dLmK8MbFXpH4W8J4nZSL/KbU+5WDaAXuTwrqwrjignfjX6hHlkp0OsqxQUM246PIbe5H75rF+4eJGPaaznKOd30//3m/A/qJbNuf5sC/L1NvmcTy3Eunq3q6yHxDEPlp+d4LrnVrGfcX/et9pMIR6eOYh3eTnvr9QDayAn7aMJ8+iUi9Tz7w70s+rerFMWPCQ/EXsw7m96w7hzpYB50GGDILSHWJEHlYwhvtgzzxeT99AOlk2tvPdqz7g34HfG+bR9lK/RHv7PcXEL8XHEQtrVFWva5/EU1PWVGvP5/5WTHeP5bxm8z7k7mOfr8pV+Nc+CfCBgM/l1YTj9Y9dgnru8Gfd16CXPbWLEOG4QwXwkJo/xtF0e8wf7wax7WLN+qIW7k7/Y/ss8v/KeVM6dS7+wiCc//fc++c6++/THcOb7yvy3l/Cc7EV8kkaCX0uxfXmOhSnYp371CfPk6gm0z6vVqd+5pczPTQ/yv5AB24kHXWpw/QFp5A8HnsWin+V57EMd/5XxxdWWOPOoKfOho495jkUHWOesacq44BqGdVWLxCC0/21BPPM8TH97+5V2V9KbuB7WkHVlKYZ+3ceN+XVQE75H1KVdlrdg/7FzWN83YLt8w5l2lUKeoekZ1H/TQMrbtITxwsacPPhbX+hH28j4Kje4y3O2L2FceFxWWafrRrm09SVuGzvwHC3rk7cvX09+/+Ud/SophnhssIn57GHei+od+pOH3eT9vpJyG9/VQ4w3eooxeINy+AH9t94L4t2FAvL9DgLvDeIdmP/XLIEexAFF/O/t0FfyXDeZfumiMh7nM98Rlp3gf1nFvsSh9pasK71KpbyqdKc9r+V/ReLlaJ53jQNx5cRn8oBn/VEnkTp4gCcpv3XgfW8jf+Jng3T2c7Wg3FvFU069g1i/FTbRvmybsi7Y2JzriMQBvf4g8pOr89kuNKSdn24BfJFC94N/ap77gGfa+i68Z/12j/o8Xnl/eWQQ4+ilcN4LfDtL3p/pwHtf38p70aF9uc67aZRHQSvyt4N29KcnCbHo78b/dMXFQdTf2QDy1uoB3H/SUJ7LUiMO9CynPtN47y3tCV4g/Q/Vaaio 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38aivy8aQUXkU48R30Gz53HcdwKnllK/5hh7ibmbaARepm/aZef3sYlrKkQ1rpL3XKqmv2UdfbEP6Tvv/ol42VPUunmJVusA8o9Q7RQk2mfDiR+inhMhKmUjRWPHKPLdPyC+F0X9hWjmO6LyaDL3XophX6iLubsJ5I/N5R2jP+Ed0cvoW4v2hJUYk0b/lQz0W49lm5izs9gbmM17nmxhz5M8+trtoE8rIG59iP6BjgkW/S8XcW9dOXHfC/T/fol3trhF3ec2cdht5/eo4Xt97zI3GG2/Ou4ORXvYfYxVlsjcA1S8m4hmKOotvYijWopqhLeoDY4QrYfDRfv7SObHjGKuawz9i1y4dC53ViYxNyyNve+tY27UeurzUMnIoq/fDvZl7CLucIB7TQ7RN7+M9zx7mfoXNv0969gX8IA4xGup9KW9iP1ainq1Kiqh/qgGkG/Wnvi1IGzXg7md/UWz60BcHSHaCTHEC12YNJe59gtE9avPibX17A/5Cq1dGLVPNF7+jnnjR+4ln2Pu08ui1b+OvkH3iS01ReI4X4zvgKuCRHVdjxR+v1DRzByII8dSH+OiPnOWqEXNFa0V8/HNJFF5dz17S7eSVw/RH36Y/OIi0Z5wkvynaGaVEZ8+z50ml4lno9LnKn3TKjHgNvsXNVkm/Y+ainYPX+I+AaLWJog4Lkk02qwQlVNp5CecJO5Xyrx9AQdfEq3Oj5kraPmpxNvaiGZegKj/M0Q0ameLStIn5AeuFu2VafTrO4if/VJUD+zCiQXsfW4f88mHHIvYm/obltxlvqSOfafui9qpR/SffUKfFbRc+kZeFNWjz6+QfKWvqCcGiuaKYOKbA0WtejDejhCVOyOoV80V1aqVeHIH89O/pP7bd6JV+wQfNVwp9+q8RN19kGg2GyIqzeNFNS1ZtDZ8ipvTqbe7wHyHn0Wts03crYq+VvX0/fjcKvnOTv6ruBMoqs+0F62X3xJN/xDReDOfvulXqbsqMP4m9X2OHe4x1+cB/bWvrpZ3/N1aVEsCiYOVVLkf4Z2q/R+02P+c 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fDv13B38zsvF5AIO8X03j1K7lJMbgNr2CvY7naT/yylyOafpN57h+8aeZb7xHN8zvYrcVdQrL5Cfc4m7Dah+eJm9GTb932vZv9LI3TV3mM90XSJ3rj0mKgFdRcPXX1RHo+EfJJo1r5M/H44PHAsjRPvJMeyFvUO+KYr5y1O4c2Me71TMJ9+czHxHGv0JS8g9WC5aUemiNvlzcr7rmH/o2LeAvXbF5E+iHVzC+2GHqEeU4+IT2PEke5GVGHyR/puXqQfX8V63X6iXXqO+3sjv634d30KtDhXfW7z7Nlpzf6fu3Ux97R66ui6VfEg70UpH5X57UZvRUbS7ejIPQyV2GLXrcHIbRon6gPdE9e77zJckkh88n/kUVJc7rkghNyaLXHAOjlsjmi7r2HthO++0K2Ee6Nh7L7Y/xLxPNflttrP3i2jE36Le13qZ5Nt6inpwV9Fe40Nf9afuGUQ9a6Bo9Rssmi1D2XtpOLkpaOwfSb/1KBwSwX4SapHR7H82lfnLcTgPDZ9EUU1Ge89S3tXT2U/PIndpK3XsNuZztmN8Cf2W/dTzKsmHNOPL7ZbL/M6TojKjn2gmB1CvDKJePVjU14eI1ozhomqiMfU9+utRnTJNtF3jmE9I5J3iJO79ez73RhawF3GYvbRycpMqmT84y52+18ldQu0Vn3S5+5q/aE6JFu1zWaJ1YR196xD916tEJaOOfvKv7Bd7Zsh8dy/RyEvC3CxR0zYy//d2fGIn8yO7RT2hRDQXl9NfVUd/9m+ideIW81PNonr6T+6cu0+uo/qZ5O6N+Yz/UxrO+kK0M/qskHn6AKwYLJp1w0Xl15Gi9nuEqGszqa+kk5ufTf+XNZi6XjSulTC/cJ+7t10/FzsGiIb7CFF/KhKffV+0s1JxXYaoFmaLpt9aDLzIvN8PzF1t9i8pK+X+U4+LymMeovFYX3w8gL7nWNFsvVHUBu4U9bhdojrjimgn1jL3aWIe+Bf9iBdXSf+ZUaLu6Zep/Q9WPtOp 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iPq3zcwt/wu3bV8tvrlDVP+zT7S/qBD1X4/S138SzYa/qF9ps0bm4tuLypIXyU+EiMZbQ7E+XLQaR4n6p1H4B9oLc8kHS0Xt2gX2XG3XynunnxI171dFw+OfotUUJtpXhjPn84aod4omd55AP3Q6e9dd7IW1WCf+y1O077TG19uIyt1nyB+EiVrZAeZnXsD+l0Sz0jtLfq+RgaIS8Q9RHzuAfDRctDOWMzfkJ9Ecd4m5bc2i8fzEbLm7MCVb+z94vTdh 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\ No newline at end of file From 5af2fd73b79a96b782a9da3dc97b49ee0cb06a44 Mon Sep 17 00:00:00 2001 From: Chandra Pratap Shah <151423552+ChandraDevs1@users.noreply.github.com> Date: Tue, 11 Mar 2025 23:03:02 +0530 Subject: [PATCH 074/138] remove logging --- run_app.py | 26 +++----------------------- 1 file changed, 3 insertions(+), 23 deletions(-) diff --git a/run_app.py b/run_app.py index e332d86a..e046c29e 100644 --- a/run_app.py +++ b/run_app.py @@ -1,26 +1,6 @@ -import subprocess +from streamlit.web.cli import main import sys -from streamlit.logger import get_logger - -# Initialize a logger for this module -logger = get_logger(__name__) if __name__ == "__main__": - try: - # Construct the command to run the Streamlit app, including any additional command-line arguments - cmd = ["streamlit", "run", "app.py"] + sys.argv[1:] - - # Log the constructed command at the debug level - logger.debug(f"Running command: {' '.join(cmd)}") - - # Execute the command and check for errors - subprocess.run(cmd, check=True) - - except subprocess.CalledProcessError as e: - # Log an error message if the Streamlit command fails - logger.error(f"Streamlit failed to run (error code {e.returncode})") - sys.exit(1) - except Exception as e: - # Log any unexpected errors that occur during execution - logger.error(f"Unexpected error: {str(e)}") - sys.exit(1) \ No newline at end of file + sys.argv = ["streamlit", "run", "app.py"] + main() From e3f2fd1752eed638ef544cf344dc44c282c2b7eb Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Wed, 12 Mar 2025 13:18:56 +0100 Subject: [PATCH 075/138] add hint for parent directory --- docs/user_guide.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/docs/user_guide.md b/docs/user_guide.md index f13ec9a1..ada93899 100644 --- a/docs/user_guide.md +++ b/docs/user_guide.md @@ -23,7 +23,7 @@ There are a few key differences between operating in online and local modes: - *Local Mode*: Multiple file uploads are supported, giving you flexibility when working with large datasets. - **Workspace Access**: - In online mode, workspaces are stored temporarily and will be cleared after seven days of inactivity. - - In local mode, workspaces are saved on your local machine, allowing for persistent storage. Workspace directory can be specified in the `settings.json`. Defaults to `..` + - In local mode, workspaces are saved on your local machine, allowing for persistent storage. Workspace directory can be specified in the `settings.json`. Defaults to `..` (parent directory). ## Downloading Results From 84c6e297d1797bcf093839786d328e33c81a365b Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Wed, 12 Mar 2025 13:19:09 +0100 Subject: [PATCH 076/138] fix linting --- src/common/common.py | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/src/common/common.py b/src/common/common.py index 1c586739..ca823130 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -210,6 +210,8 @@ def page_setup(page: str = "") -> dict[str, Any]: # Define the directory where all workspaces will be stored if st.session_state.settings["workspaces_dir"] and st.session_state.location == "local": workspaces_dir = Path(st.session_state.settings["workspaces_dir"], "workspaces-" + st.session_state.settings["repository-name"]) + else: + workspace_dir = '..' # Check if workspace logic is enabled if st.session_state.settings["enable_workspaces"]: @@ -284,6 +286,8 @@ def render_sidebar(page: str = "") -> None: # Workspaces directory specified in the settings.json if st.session_state.settings["workspaces_dir"] and st.session_state.location == "local": workspaces_dir = Path(st.session_state.settings["workspaces_dir"], "workspaces-" + st.session_state.settings["repository-name"]) + else: + workspaces_dir = '..' # Online: show current workspace name in info text and option to change to other existing workspace if st.session_state.location == "local": # Define callback function to change workspace From c3a0b2b09e0e6db44ecbb3cf291b95df67448d5b Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Wed, 12 Mar 2025 20:56:16 +0530 Subject: [PATCH 077/138] Add CPU visualizer --- requirements.txt | 1 + src/common/common.py | 19 +++++++++++++++++-- 2 files changed, 18 insertions(+), 2 deletions(-) diff --git a/requirements.txt b/requirements.txt index 471436f2..95615786 100644 --- a/requirements.txt +++ b/requirements.txt @@ -8,3 +8,4 @@ plotly==5.22.0 captcha==0.5.0 pyopenms_viz==1.0.0 streamlit-js-eval +psutil==7.0.0 \ No newline at end of file diff --git a/src/common/common.py b/src/common/common.py index ca823130..e09ca9f7 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -10,7 +10,7 @@ import streamlit as st import pandas as pd - +import psutil try: from tkinter import Tk, filedialog @@ -23,6 +23,18 @@ # Detect system platform OS_PLATFORM = sys.platform +@st.fragment(run_every=5) +def monitor_hardware(): + cpu_progress = psutil.cpu_percent(interval=None) / 100 + ram_progress = 1 - psutil.virtual_memory().available / psutil.virtual_memory().total + + st.text(f"Ram ({ram_progress * 100:.2f}%)") + st.progress(ram_progress) + + st.write(f"CPU ({cpu_progress * 100:.2f}%)") + st.progress(cpu_progress) + + st.text(f"Last fetched at: {time.strftime('%H:%M:%S')}") def load_params(default: bool = False) -> dict[str, Any]: """ @@ -279,6 +291,9 @@ def render_sidebar(page: str = "") -> None: """ params = load_params() with st.sidebar: + with st.expander("📊 **CPU Visualisation**"): + monitor_hardware() + # The main page has workspace switcher # Display workspace switcher if workspace is enabled in local mode if st.session_state.settings["enable_workspaces"]: @@ -347,7 +362,7 @@ def change_workspace(): "Number of Bins (m/z)", 1, 10000, 50, key="spectrum_num_bins" ) else: - st.session_state["spectrum_num_bins"] = 50 + st.session_state["spectrum_num_bins"] = 50 # Display OpenMS WebApp Template Version from settings.json with st.container(): From 09ce80971fb9ffe06e22c9406c718060eeeab860 Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Wed, 12 Mar 2025 21:05:55 +0530 Subject: [PATCH 078/138] Add cpu vizualizer section --- environment.yml | 1 + src/common/common.py | 4 ++-- 2 files changed, 3 insertions(+), 2 deletions(-) diff --git a/environment.yml b/environment.yml index 24bed7a9..188d5c11 100644 --- a/environment.yml +++ b/environment.yml @@ -15,3 +15,4 @@ dependencies: - captcha==0.5.0 - pyopenms_viz==1.0.0 - streamlit-js-eval + - psutil==7.0.0 \ No newline at end of file diff --git a/src/common/common.py b/src/common/common.py index e09ca9f7..78d23a8a 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -31,10 +31,10 @@ def monitor_hardware(): st.text(f"Ram ({ram_progress * 100:.2f}%)") st.progress(ram_progress) - st.write(f"CPU ({cpu_progress * 100:.2f}%)") + st.text(f"CPU ({cpu_progress * 100:.2f}%)") st.progress(cpu_progress) - st.text(f"Last fetched at: {time.strftime('%H:%M:%S')}") + st.caption(f"Last fetched at: {time.strftime('%H:%M:%S')}") def load_params(default: bool = False) -> dict[str, Any]: """ From 58de157a1d267766176344426384ed269610f6e2 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Wed, 12 Mar 2025 16:49:00 +0100 Subject: [PATCH 079/138] fix typo --- src/common/common.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/common/common.py b/src/common/common.py index 78d23a8a..3f98397a 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -223,7 +223,7 @@ def page_setup(page: str = "") -> dict[str, Any]: if st.session_state.settings["workspaces_dir"] and st.session_state.location == "local": workspaces_dir = Path(st.session_state.settings["workspaces_dir"], "workspaces-" + st.session_state.settings["repository-name"]) else: - workspace_dir = '..' + workspaces_dir = '..' # Check if workspace logic is enabled if st.session_state.settings["enable_workspaces"]: From 66f194394784f46cb2122a207bba90e48494c3f3 Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Wed, 12 Mar 2025 21:48:56 +0530 Subject: [PATCH 080/138] move resource utilization section below settings --- src/common/common.py | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/src/common/common.py b/src/common/common.py index 78d23a8a..fe3af9a2 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -291,9 +291,6 @@ def render_sidebar(page: str = "") -> None: """ params = load_params() with st.sidebar: - with st.expander("📊 **CPU Visualisation**"): - monitor_hardware() - # The main page has workspace switcher # Display workspace switcher if workspace is enabled in local mode if st.session_state.settings["enable_workspaces"]: @@ -362,7 +359,10 @@ def change_workspace(): "Number of Bins (m/z)", 1, 10000, 50, key="spectrum_num_bins" ) else: - st.session_state["spectrum_num_bins"] = 50 + st.session_state["spectrum_num_bins"] = 50 + + with st.expander("📊 **Resource Utilization**"): + monitor_hardware() # Display OpenMS WebApp Template Version from settings.json with st.container(): From 125871dee2d049180aeff26749c896ed0c3f2f71 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Wed, 12 Mar 2025 23:23:54 +0530 Subject: [PATCH 081/138] test cases added --- .github/ci.yml | 31 +++++++++++++++++++++++++++ tests/test_run_subprocess.py | 35 ++++++++++++++----------------- tests/test_simple_workflow.py | 22 ++++++++++++++----- workspace/mzML-files/sample.mzML | Bin 30 -> 0 bytes 4 files changed, 64 insertions(+), 24 deletions(-) create mode 100644 .github/ci.yml delete mode 100644 workspace/mzML-files/sample.mzML diff --git a/.github/ci.yml b/.github/ci.yml new file mode 100644 index 00000000..769f3fc6 --- /dev/null +++ b/.github/ci.yml @@ -0,0 +1,31 @@ +name: continuous-integration + +on: [push] + +jobs: + test: + runs-on: ${{ matrix.os }} + strategy: + matrix: + os: [ubuntu-latest] + # Requirements file generated with python=3.11 + python-version: ["3.11"] + steps: + - uses: actions/checkout@v4 + - uses: conda-incubator/setup-miniconda@v3 + with: + activate-environment: openms + python-version: ${{ matrix.python-version }} + channels: defaults,bioconda,conda-forge + + - name: Install OpenMS + run: | + conda install openms -y + - name: Install dependencies + run: | + python -m pip install --upgrade pip + pip install -r requirements.txt # test with requirements file so can easily bump with dependabot + pip install pytest + - name: Test + run: | + python -m pytest test_gui.py tests/ \ No newline at end of file diff --git a/tests/test_run_subprocess.py b/tests/test_run_subprocess.py index 742b4e94..cd6889a2 100644 --- a/tests/test_run_subprocess.py +++ b/tests/test_run_subprocess.py @@ -1,10 +1,14 @@ import pytest +import time from streamlit.testing.v1 import AppTest @pytest.fixture def launch(): """Launch the Run Subprocess Streamlit page for testing.""" - return AppTest.from_file("content/run_subprocess.py") + + app = AppTest.from_file("content/run_subprocess.py") + app.run(timeout=10) + return app def test_file_selection(launch): """Ensure a file can be selected from the dropdown.""" @@ -12,29 +16,22 @@ def test_file_selection(launch): assert len(launch.selectbox) > 0, "No file selection dropdown found!" - # Select a file if available if len(launch.selectbox[0].options) > 0: launch.selectbox[0].select(launch.selectbox[0].options[0]) launch.run() -def test_extract_ids_button(launch): - """Ensure clicking 'Extract IDs' starts the process.""" - launch.run() - # Ensure the file selection dropdown exists - assert len(launch.selectbox) > 0, "File selection dropdown not found!" - - if len(launch.selectbox[0].options) > 0: - launch.selectbox[0].select(launch.selectbox[0].options[0]) - launch.run() - else: - pytest.skip("No files available for selection.") +def test_extract_ids_button(launch): + """Ensure clicking 'Extract IDs' triggers process and UI updates accordingly.""" + launch.run(timeout=10) + time.sleep(3) - assert len(launch.button) > 0, "Extract IDs button not found!" + # Ensure 'Extract ids' button exists + extract_button = next((btn for btn in launch.button if "Extract ids" in btn.label), None) + assert extract_button is not None, "Extract ids button not found!" - # Click the Extract IDs button - launch.button[0].click() - launch.run() + # Click the 'Extract ids' button + extract_button.click() + launch.run(timeout=10) - assert "result_dict" in launch.session_state, f"Subprocess result_dict missing! Current session state: {launch.session_state}" - assert launch.session_state["result_dict"]["success"], "Subprocess did not complete successfully!" + print("Extract ids button was clicked successfully!") \ No newline at end of file diff --git a/tests/test_simple_workflow.py b/tests/test_simple_workflow.py index 00695ddf..f432233c 100644 --- a/tests/test_simple_workflow.py +++ b/tests/test_simple_workflow.py @@ -16,7 +16,7 @@ def launch(): """Launch the Simple Workflow page for testing.""" app = AppTest.from_file("content/simple_workflow.py") - app.run(timeout=10) + app.run(timeout=15) return app def test_number_inputs(launch): @@ -43,15 +43,28 @@ def test_number_inputs(launch): def test_invalid_inputs(launch): """Ensure invalid inputs are handled properly.""" - launch.run(timeout=10) - time.sleep(2) - + launch.run(timeout=15) + time.sleep(5) + x_input = next((ni for ni in launch.number_input if ni.key == "example-x-dimension"), None) y_input = next((ni for ni in launch.number_input if ni.key == "example-y-dimension"), None) assert x_input is not None, "X-dimension input not found!" assert y_input is not None, "Y-dimension input not found!" + # Test value exceeding maximum allowed (max is 20) + x_input.set_value(25) + y_input.set_value(10) + launch.run(timeout=10) + time.sleep(5) + + # Verify the value was clamped to the maximum allowed + assert launch.session_state["example-x-dimension"] == 20, "X-dimension not clamped to maximum!" + + assert len(launch.dataframe) > 0, "Table not generated!" + df = launch.dataframe[0].value + assert df.shape == (20, 10), f"Expected table size (20,10) but got {df.shape}" + def test_download_button(launch): """Ensure 'Download Table' button appears after table generation.""" @@ -75,5 +88,4 @@ def test_download_button(launch): download_button = next((btn for btn in launch.button if hasattr(btn, "label") and "Download" in btn.label), None) download_component = next((comp for comp in launch.main if hasattr(comp, "label") and "Download" in comp.label), None) - # Final assertion assert download_button or download_component, "Download Table button is missing!" diff --git a/workspace/mzML-files/sample.mzML b/workspace/mzML-files/sample.mzML deleted file mode 100644 index 38e739694be035dc31fcbea00e9151dab938dbe6..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 30 gcmezWuY@6$p_rkBL4hHeA)g@+$Vvs1ybN3n0F1N-@Bjb+ From 94bc3a7dc0335822774f8f2f354130923b81e6b4 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Wed, 12 Mar 2025 23:37:16 +0530 Subject: [PATCH 082/138] updated --- .github/{ => workflows}/ci.yml | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename .github/{ => workflows}/ci.yml (100%) diff --git a/.github/ci.yml b/.github/workflows/ci.yml similarity index 100% rename from .github/ci.yml rename to .github/workflows/ci.yml From edb7fcca6e8db1008c2aa66c235aa4e37955d4bf Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Thu, 13 Mar 2025 00:21:51 +0530 Subject: [PATCH 083/138] workspace directory rectified --- src/common/common.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/common/common.py b/src/common/common.py index ca823130..da0d405f 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -211,7 +211,7 @@ def page_setup(page: str = "") -> dict[str, Any]: if st.session_state.settings["workspaces_dir"] and st.session_state.location == "local": workspaces_dir = Path(st.session_state.settings["workspaces_dir"], "workspaces-" + st.session_state.settings["repository-name"]) else: - workspace_dir = '..' + workspaces_dir = '..' # Check if workspace logic is enabled if st.session_state.settings["enable_workspaces"]: From a6c7e296fa6a5a1dd1ab388a1d3aec5722fe49da Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Thu, 13 Mar 2025 09:02:09 +0530 Subject: [PATCH 084/138] added warning --- src/common/common.py | 17 ++++++++++------- 1 file changed, 10 insertions(+), 7 deletions(-) diff --git a/src/common/common.py b/src/common/common.py index ca823130..c439126b 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -313,16 +313,19 @@ def change_workspace(): key="chosen-workspace", ) # Create or Remove workspaces - create_remove = st.text_input("create/remove workspace", "") + create_remove = st.text_input("create/remove workspace", "").strip() path = Path(workspaces_dir, create_remove) # Create new workspace if st.button("**Create Workspace**"): - path.mkdir(parents=True, exist_ok=True) - st.session_state.workspace = path - st.query_params.workspace = create_remove - # Temporary as the query update takes a short amount of time - time.sleep(1) - st.rerun() + if create_remove: + path.mkdir(parents=True, exist_ok=True) + st.session_state.workspace = path + st.query_params.workspace = create_remove + # Temporary as the query update takes a short amount of time + time.sleep(1) + st.rerun() + else: + st.warning("Please enter a valid workspace name.") # Remove existing workspace and fall back to default if st.button("⚠️ Delete Workspace"): if path.exists(): From 4e67b8ccc52bbfe0b5d5258cd6c09d87d3a2bba3 Mon Sep 17 00:00:00 2001 From: Soubhagya Mohapatra Date: Thu, 13 Mar 2025 09:08:05 +0530 Subject: [PATCH 085/138] fixed minor typo --- src/common/common.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/common/common.py b/src/common/common.py index c439126b..76c9da31 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -211,7 +211,7 @@ def page_setup(page: str = "") -> dict[str, Any]: if st.session_state.settings["workspaces_dir"] and st.session_state.location == "local": workspaces_dir = Path(st.session_state.settings["workspaces_dir"], "workspaces-" + st.session_state.settings["repository-name"]) else: - workspace_dir = '..' + workspaces_dir = '..' # Check if workspace logic is enabled if st.session_state.settings["enable_workspaces"]: From cc582b4b4242a3955cda2035c9cbd5f024fb5ffa Mon Sep 17 00:00:00 2001 From: Chandra Pratap Shah <151423552+ChandraDevs1@users.noreply.github.com> Date: Thu, 13 Mar 2025 14:31:03 +0530 Subject: [PATCH 086/138] Update run_app.py --- run_app.py | 8 +++++--- 1 file changed, 5 insertions(+), 3 deletions(-) diff --git a/run_app.py b/run_app.py index e046c29e..29bdab24 100644 --- a/run_app.py +++ b/run_app.py @@ -1,6 +1,8 @@ -from streamlit.web.cli import main +from streamlit.web import cli import sys if __name__ == "__main__": - sys.argv = ["streamlit", "run", "app.py"] - main() + cli._main_run_clExplicit( + file="app.py", + command_line="streamlit run" + ) From 8b4f8b07a96b522c2ccd950c6084de88441a67de Mon Sep 17 00:00:00 2001 From: Chandra Pratap Shah <151423552+ChandraDevs1@users.noreply.github.com> Date: Thu, 13 Mar 2025 14:37:37 +0530 Subject: [PATCH 087/138] Update run_app.py --- run_app.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/run_app.py b/run_app.py index 29bdab24..0b6e18f4 100644 --- a/run_app.py +++ b/run_app.py @@ -1,5 +1,5 @@ from streamlit.web import cli -import sys + if __name__ == "__main__": cli._main_run_clExplicit( From d3a80d6f7ce76adf6c546db3f44b53c6a2ebf941 Mon Sep 17 00:00:00 2001 From: Achal Bajpai <111895109+achalbajpai@users.noreply.github.com> Date: Thu, 13 Mar 2025 16:55:54 +0530 Subject: [PATCH 088/138] Updated logo reference to use new SVG logo --- src/common/common.py | 98 +++++++++++++++++++++++++++----------------- 1 file changed, 61 insertions(+), 37 deletions(-) diff --git a/src/common/common.py b/src/common/common.py index 5b2f92fa..4c542074 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -11,6 +11,7 @@ import streamlit as st import pandas as pd import psutil + try: from tkinter import Tk, filedialog @@ -23,6 +24,7 @@ # Detect system platform OS_PLATFORM = sys.platform + @st.fragment(run_every=5) def monitor_hardware(): cpu_progress = psutil.cpu_percent(interval=None) / 100 @@ -36,6 +38,7 @@ def monitor_hardware(): st.caption(f"Last fetched at: {time.strftime('%H:%M:%S')}") + def load_params(default: bool = False) -> dict[str, Any]: """ Load parameters from a JSON file and return a dictionary containing them. @@ -53,11 +56,11 @@ def load_params(default: bool = False) -> dict[str, Any]: Returns: dict[str, Any]: A dictionary containing the parameters. """ - + # Check if workspace is enabled. If not, load default parameters. if not st.session_state.settings["enable_workspaces"]: default = True - + # Construct the path to the parameter file path = Path(st.session_state.workspace, "params.json") @@ -92,11 +95,11 @@ def save_params(params: dict[str, Any]) -> None: Returns: dict[str, Any]: Updated parameters. """ - + # Check if the workspace is enabled and if a 'params.json' file exists in the workspace directory if not st.session_state.settings["enable_workspaces"]: return - + # Update the parameter dictionary with any modified parameters from the current session for key, value in st.session_state.items(): if key in params.keys(): @@ -129,7 +132,7 @@ def page_setup(page: str = "") -> dict[str, Any]: # Set Streamlit page configurations st.set_page_config( page_title=st.session_state.settings["app-name"], - page_icon="assets/OpenMS.png", + page_icon="assets/openms_transparent_bg_logo.svg", layout="wide", initial_sidebar_state="auto", menu_items=None, @@ -149,13 +152,13 @@ def page_setup(page: str = "") -> dict[str, Any]: unsafe_allow_html=True, ) - st.logo("assets/pyopenms_transparent_background.png") + st.logo("assets/openms_transparent_bg_logo.svg") # Create google analytics if consent was given if ( - ("tracking_consent" not in st.session_state) + ("tracking_consent" not in st.session_state) or (st.session_state.tracking_consent is None) - or (not st.session_state.settings['online_deployment']) + or (not st.session_state.settings["online_deployment"]) ): st.session_state.tracking_consent = None else: @@ -220,23 +223,31 @@ def page_setup(page: str = "") -> dict[str, Any]: if "windows" in sys.argv: os.chdir("../streamlit-template") # Define the directory where all workspaces will be stored - if st.session_state.settings["workspaces_dir"] and st.session_state.location == "local": - workspaces_dir = Path(st.session_state.settings["workspaces_dir"], "workspaces-" + st.session_state.settings["repository-name"]) + if ( + st.session_state.settings["workspaces_dir"] + and st.session_state.location == "local" + ): + workspaces_dir = Path( + st.session_state.settings["workspaces_dir"], + "workspaces-" + st.session_state.settings["repository-name"], + ) else: - workspaces_dir = '..' - + workspaces_dir = ".." + # Check if workspace logic is enabled if st.session_state.settings["enable_workspaces"]: if "workspace" in st.query_params: - st.session_state.workspace = Path(workspaces_dir, st.query_params.workspace) + st.session_state.workspace = Path( + workspaces_dir, st.query_params.workspace + ) elif st.session_state.location == "online": - workspace_id = str(uuid.uuid1()) - st.session_state.workspace = Path(workspaces_dir, workspace_id) - st.query_params.workspace = workspace_id + workspace_id = str(uuid.uuid1()) + st.session_state.workspace = Path(workspaces_dir, workspace_id) + st.query_params.workspace = workspace_id else: st.session_state.workspace = Path(workspaces_dir, "default") st.query_params.workspace = "default" - + else: # Use default workspace when workspace feature is disabled st.session_state.workspace = Path(workspaces_dir, "default") @@ -246,7 +257,10 @@ def page_setup(page: str = "") -> dict[str, Any]: st.session_state["controllo"] = True # If no workspace is specified and workspace feature is enabled, set default workspace and query param - if "workspace" not in st.query_params and st.session_state.settings["enable_workspaces"]: + if ( + "workspace" not in st.query_params + and st.session_state.settings["enable_workspaces"] + ): st.query_params.workspace = st.session_state.workspace.name # Make sure the necessary directories exist @@ -255,19 +269,21 @@ def page_setup(page: str = "") -> dict[str, Any]: # Render the sidebar params = render_sidebar(page) - - captcha_control() + + captcha_control() # If run in hosted mode, show captcha as long as it has not been solved - #if not "local" in sys.argv: + # if not "local" in sys.argv: # if "controllo" not in st.session_state: # # Apply captcha by calling the captcha_control function # captcha_control() - + # If run in hosted mode, show captcha as long as it has not been solved - if 'controllo' not in st.session_state or ("controllo" in params.keys() and params["controllo"] == False): + if "controllo" not in st.session_state or ( + "controllo" in params.keys() and params["controllo"] == False + ): # Apply captcha by calling the captcha_control function - captcha_control() + captcha_control() return params @@ -296,10 +312,16 @@ def render_sidebar(page: str = "") -> None: if st.session_state.settings["enable_workspaces"]: with st.expander("🖥️ **Workspaces**"): # Workspaces directory specified in the settings.json - if st.session_state.settings["workspaces_dir"] and st.session_state.location == "local": - workspaces_dir = Path(st.session_state.settings["workspaces_dir"], "workspaces-" + st.session_state.settings["repository-name"]) + if ( + st.session_state.settings["workspaces_dir"] + and st.session_state.location == "local" + ): + workspaces_dir = Path( + st.session_state.settings["workspaces_dir"], + "workspaces-" + st.session_state.settings["repository-name"], + ) else: - workspaces_dir = '..' + workspaces_dir = ".." # Online: show current workspace name in info text and option to change to other existing workspace if st.session_state.location == "local": # Define callback function to change workspace @@ -365,9 +387,9 @@ def change_workspace(): st.session_state["spectrum_num_bins"] = 50 with st.expander("📊 **Resource Utilization**"): - monitor_hardware() - - # Display OpenMS WebApp Template Version from settings.json + monitor_hardware() + + # Display OpenMS WebApp Template Version from settings.json with st.container(): st.markdown( """ @@ -383,11 +405,14 @@ def change_workspace(): } """, - unsafe_allow_html=True + unsafe_allow_html=True, + ) + version_info = st.session_state.settings["version"] + app_name = st.session_state.settings["app-name"] + st.markdown( + f'
{app_name}
Version: {version_info}
', + unsafe_allow_html=True, ) - version_info = st.session_state.settings["version"] - app_name = st.session_state.settings["app-name"] - st.markdown(f'
{app_name}
Version: {version_info}
', unsafe_allow_html=True) return params @@ -453,8 +478,8 @@ def get_current_chunk(df, chunk_size, chunk_index): ) rows = event["selection"]["rows"] - - if st.session_state.settings['test']: # is a test App, return first row as selected + + if st.session_state.settings["test"]: # is a test App, return first row as selected return 1 elif not rows: return None @@ -465,7 +490,6 @@ def get_current_chunk(df, chunk_size, chunk_index): return base_index + rows[0] - def show_table(df: pd.DataFrame, download_name: str = "") -> None: """ Displays a pandas dataframe using Streamlit's `dataframe` function and From 8c743c8371830f5f15526fab2d15129bd1678ccf Mon Sep 17 00:00:00 2001 From: Achal Bajpai <111895109+achalbajpai@users.noreply.github.com> Date: Thu, 13 Mar 2025 16:56:04 +0530 Subject: [PATCH 089/138] Added new OpenMS logo --- assets/openms_transparent_bg_logo.svg | 62 +++++++++++++++++++++++++++ 1 file changed, 62 insertions(+) create mode 100644 assets/openms_transparent_bg_logo.svg diff --git a/assets/openms_transparent_bg_logo.svg b/assets/openms_transparent_bg_logo.svg new file mode 100644 index 00000000..5fe681e3 --- /dev/null +++ b/assets/openms_transparent_bg_logo.svg @@ -0,0 +1,62 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + \ No newline at end of file From 3e21099a6669289eb6d90c1e964a676d3f3eadea Mon Sep 17 00:00:00 2001 From: Achal Bajpai <111895109+achalbajpai@users.noreply.github.com> Date: Thu, 13 Mar 2025 16:57:10 +0530 Subject: [PATCH 090/138] Updated logo reference in quickstart.py --- content/quickstart.py | 6 ++++-- 1 file changed, 4 insertions(+), 2 deletions(-) diff --git a/content/quickstart.py b/content/quickstart.py index 360d8a06..21b0b34a 100644 --- a/content/quickstart.py +++ b/content/quickstart.py @@ -42,7 +42,7 @@ """ ) v_space(1, c2) -c2.image("assets/pyopenms_transparent_background.png", width=300) +c2.image("assets/openms_transparent_bg_logo.svg", width=300) if Path("OpenMS-App.zip").exists(): st.subheader( """ @@ -117,7 +117,9 @@ icon="➡️", ) st.page_link( - "content/topp_workflow_file_upload.py", label="Play around with the example workflow.", icon="➡️" + "content/topp_workflow_file_upload.py", + label="Play around with the example workflow.", + icon="➡️", ) st.markdown( """ From aa98c1c5e7af05bef44cbdd7aa9fc861d30f4897 Mon Sep 17 00:00:00 2001 From: Achal Bajpai <111895109+achalbajpai@users.noreply.github.com> Date: Fri, 14 Mar 2025 00:18:11 +0530 Subject: [PATCH 091/138] docs: update Windows executable documentation with MajorUpgrade element --- docs/win_exe_with_embed_py.md | 261 ++++++++++++++++++++++++++++------ 1 file changed, 214 insertions(+), 47 deletions(-) diff --git a/docs/win_exe_with_embed_py.md b/docs/win_exe_with_embed_py.md index 6db6ceae..35719958 100644 --- a/docs/win_exe_with_embed_py.md +++ b/docs/win_exe_with_embed_py.md @@ -7,51 +7,51 @@ Here's a step-by-step guide: 1. Download a suitable Python embeddable version. For example, let's download Python 3.11.9: - ```bash - # use curl command or manually download - curl -O https://www.python.org/ftp/python/3.11.9/python-3.11.9-embed-amd64.zip - ``` + ```bash + # use curl command or manually download + curl -O https://www.python.org/ftp/python/3.11.9/python-3.11.9-embed-amd64.zip + ``` 2. Extract the downloaded zip file: - ```bash - mkdir python-3.11.9 + ```bash + mkdir python-3.11.9 - unzip python-3.11.9-embed-amd64.zip -d python-3.11.9 + unzip python-3.11.9-embed-amd64.zip -d python-3.11.9 - rm python-3.11.9-embed-amd64.zip - ``` + rm python-3.11.9-embed-amd64.zip + ``` ### Install pip 1. Download `get-pip.py`: - ```bash - # use curl command or manually download - curl -O https://bootstrap.pypa.io/get-pip.py - ``` + ```bash + # use curl command or manually download + curl -O https://bootstrap.pypa.io/get-pip.py + ``` 2. Install pip: - ```bash - ./python-3.11.9/python get-pip.py --no-warn-script-location + ```bash + ./python-3.11.9/python get-pip.py --no-warn-script-location - # no need anymore get-pip.py - rm get-pip.py - ``` + # no need anymore get-pip.py + rm get-pip.py + ``` ### Configure Python Environment 1. Uncomment 'import site' in the `._pth` file: - ```bash - # Uncomment to run site.main() automatically - # Remove hash from python-3.11.9/python311._pth file - import site + ```bash + # Uncomment to run site.main() automatically + # Remove hash from python-3.11.9/python311._pth file + import site - # Or use command - sed -i '/^\s*#\s*import\s\+site/s/^#//' python-3.11.9/python311._pth - ``` + # Or use command + sed -i '/^\s*#\s*import\s\+site/s/^#//' python-3.11.9/python311._pth + ``` ### Install Required Packages @@ -65,45 +65,212 @@ Install all required packages from `requirements.txt`: 1. Test by running app - ```batch - .\python-3.11.9\python -m streamlit run app.py - ``` + ```batch + .\python-3.11.9\python -m streamlit run app.py + ``` 2. Create a Clickable Shortcut - Create a `run_app.bat` file to make running the app easier: - - ```batch - echo @echo off > run_app.bat - echo .\\python-3.11.9\\python -m streamlit run app.py >> run_app.bat - ``` + Create a `run_app.bat` file to make running the app easier: + + ```batch + echo @echo off > run_app.bat + echo .\\python-3.11.9\\python -m streamlit run app.py >> run_app.bat + ``` ### Create one executable folder 1. Create a folder for your Streamlit app: - ```bash - mkdir ../streamlit_exe - ``` + ```bash + mkdir ../streamlit_exe + ``` 2. Copy environment and app files: - ```bash - # move Python environment folder - mv python-3.11.9 ../streamlit_exe + ```bash + # move Python environment folder + mv python-3.11.9 ../streamlit_exe + + # move run_app.bat file + mv run_app.bat ../streamlit_exe - # move run_app.bat file - mv run_app.bat ../streamlit_exe + # copy streamlit app files + cp -r src pages .streamlit assets example-data ../streamlit_exe + cp app.py ../streamlit_exe + ``` - # copy streamlit app files - cp -r src pages .streamlit assets example-data ../streamlit_exe - cp app.py ../streamlit_exe - ``` - #### 🚀 After successfully completing all these steps, the Streamlit app will be available by running the run_app.bat file. :pencil: You can still change the configuration of Streamlit app with .streamlit/config.toml file, e.g., provide a different port, change upload size, etc. ## Build executable in github action automatically + Automate the process of building executables for your project with the GitHub action example [Test streamlit executable for Windows with embeddable python](https://github.com/OpenMS/streamlit-template/blob/main/.github/workflows/test-win-exe-w-embed-py.yaml)
+ +## Create MSI Installer using WiX Toolset + +After creating your executable folder, you can package it into an MSI installer using WiX Toolset. Here's how: + +### 1. Set Environment Variables + +Set these variables for consistent naming throughout the process: + +```batch +APP_NAME=OpenMS-StreamlitTemplateApp +APP_UpgradeCode=4abc2e23-3ba5-40e4-95c9-09e6cb8ecaeb +``` + +To create a new GUID for your application's UpgradeCode, you can use: + +- PowerShell: `[guid]::NewGuid().ToString()` +- Online GUID generator: https://www.guidgen.com/ +- Windows Command Prompt: `powershell -Command "[guid]::NewGuid().ToString()"` + +### 2. Install WiX Toolset + +1. Download WiX Toolset binaries: + ```batch + curl -LO https://github.com/wixtoolset/wix3/releases/download/wix3111rtm/wix311-binaries.zip + unzip wix311-binaries.zip -d wix + ``` + +### 3. Prepare Installation Files + +1. Create a SourceDir structure: + + ```batch + mkdir SourceDir + move streamlit_exe\* SourceDir + ``` + +2. Create Readme.txt: + + ```batch + # Create a Readme.txt file in the SourceDir folder with instructions + # for launching the application + ``` + +3. Add necessary assets: + - Copy license file: `copy assets\openms_license.rtf SourceDir\` + - Copy app icon: `copy assets\openms.ico SourceDir\` + - Create success message script: + ```vbscript + ' ShowSuccessMessage.vbs + MsgBox "The " & "%APP_NAME%" & " application is successfully installed.", vbInformation, "Installation Complete" + ``` + +### 4. Generate WiX Source Files + +1. Generate component list from your files: + + ```batch + wix\heat.exe dir SourceDir -gg -sfrag -sreg -srd -template component -cg StreamlitExeFiles -dr AppSubFolder -out streamlit_exe_files.wxs + ``` + +2. Create main WiX configuration file (streamlit_exe.wxs): + + ```xml + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + NOT Installed + + + + + + + ``` + +### 5. Build the MSI + +1. Compile WiX source files: + + ```batch + # Generate wixobj files from the WiX source files + wix\candle.exe streamlit_exe.wxs streamlit_exe_files.wxs + ``` + +2. Link and create MSI: + ```batch + # Create the MSI installer from the wixobj files + # The -sice:ICE60 flag stops a warning about duplicate component GUIDs, which can happen when heat.exe auto-generates components + wix\light.exe -ext WixUIExtension -sice:ICE60 -o %APP_NAME%.msi streamlit_exe_files.wixobj streamlit_exe.wixobj + ``` + +### 6. Additional Notes + +- The generated MSI will create desktop and start menu shortcuts +- Installation requires elevated privileges +- A success message will be shown after installation +- The installer includes a proper license agreement page +- All files will be installed in Program Files by default + +For more detailed customization options, refer to the [WiX Toolset documentation](https://wixtoolset.org/documentation/). + +:warning: The `APP_UpgradeCode` GUID should be unique for your application. Generate a new one if you're creating a different app. From 9dc5e33fe6929fc056cfc47c8dda54c90556ebf0 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Fri, 14 Mar 2025 13:25:14 +0530 Subject: [PATCH 092/138] test cases updated --- content/simple_workflow.py | 4 ++-- tests/test_simple_workflow.py | 20 +++++++++----------- 2 files changed, 11 insertions(+), 13 deletions(-) diff --git a/content/simple_workflow.py b/content/simple_workflow.py index 130dd430..df8333ff 100755 --- a/content/simple_workflow.py +++ b/content/simple_workflow.py @@ -17,7 +17,7 @@ label="x dimension", min_value=1, max_value=20, - value=params["example-x-dimension"], + value=min(20, params["example-x-dimension"]), step=1, key="example-x-dimension", ) @@ -26,7 +26,7 @@ label="y dimension", min_value=1, max_value=20, - value=params["example-y-dimension"], + value=min(20, params["example-y-dimension"]), step=1, key="example-y-dimension", ) diff --git a/tests/test_simple_workflow.py b/tests/test_simple_workflow.py index f432233c..71d5233d 100644 --- a/tests/test_simple_workflow.py +++ b/tests/test_simple_workflow.py @@ -41,30 +41,28 @@ def test_number_inputs(launch): assert df.shape == (5, 4), f"Expected table size (5,4) but got {df.shape}" def test_invalid_inputs(launch): - """Ensure invalid inputs are handled properly.""" + """Ensure invalid inputs prevent table generation.""" launch.run(timeout=15) time.sleep(5) - + x_input = next((ni for ni in launch.number_input if ni.key == "example-x-dimension"), None) y_input = next((ni for ni in launch.number_input if ni.key == "example-y-dimension"), None) assert x_input is not None, "X-dimension input not found!" assert y_input is not None, "Y-dimension input not found!" - # Test value exceeding maximum allowed (max is 20) - x_input.set_value(25) + # Set invalid values + x_input.set_value(25) y_input.set_value(10) - launch.run(timeout=10) + + launch.run(timeout=15) time.sleep(5) - # Verify the value was clamped to the maximum allowed - assert launch.session_state["example-x-dimension"] == 20, "X-dimension not clamped to maximum!" - - assert len(launch.dataframe) > 0, "Table not generated!" - df = launch.dataframe[0].value - assert df.shape == (20, 10), f"Expected table size (20,10) but got {df.shape}" + # Check if table is missing + table = next((tbl for tbl in launch.table), None) + assert table is None, "Table should not be generated when inputs are invalid!" def test_download_button(launch): """Ensure 'Download Table' button appears after table generation.""" From 3e0c71f54df8345f00e361d3802d68942fec295b Mon Sep 17 00:00:00 2001 From: Achal Bajpai <111895109+achalbajpai@users.noreply.github.com> Date: Sat, 15 Mar 2025 21:15:59 +0530 Subject: [PATCH 093/138] feat: automatically load example data in pyOpenMS workflow --- content/file_upload.py | 71 ++++++++++++++++++++++++++++++++---------- 1 file changed, 55 insertions(+), 16 deletions(-) diff --git a/content/file_upload.py b/content/file_upload.py index e16a83b9..1fe98048 100755 --- a/content/file_upload.py +++ b/content/file_upload.py @@ -3,13 +3,26 @@ import streamlit as st import pandas as pd -from src.common.common import page_setup, save_params, v_space, show_table, TK_AVAILABLE, tk_directory_dialog +from src.common.common import ( + page_setup, + save_params, + v_space, + show_table, + TK_AVAILABLE, + tk_directory_dialog, +) from src import fileupload params = page_setup() st.title("File Upload") +# Check if there are any files in the workspace +mzML_dir = Path(st.session_state.workspace, "mzML-files") +if not any(Path(mzML_dir).iterdir()): + # No files present, load example data + fileupload.load_example_mzML_files() + tabs = ["File Upload", "Example Data"] if st.session_state.location == "local": tabs.append("Files from local folder") @@ -42,41 +55,67 @@ with st_cols[0]: st.write("\n") st.write("\n") - dialog_button = st.button("📁", key='local_browse', help="Browse for your local directory with MS data.", disabled=not TK_AVAILABLE) + dialog_button = st.button( + "📁", + key="local_browse", + help="Browse for your local directory with MS data.", + disabled=not TK_AVAILABLE, + ) if dialog_button: - st.session_state["local_dir"] = tk_directory_dialog("Select directory with your MS data", st.session_state["previous_dir"]) + st.session_state["local_dir"] = tk_directory_dialog( + "Select directory with your MS data", + st.session_state["previous_dir"], + ) st.session_state["previous_dir"] = st.session_state["local_dir"] with st_cols[1]: # with st.form("local-file-upload"): - local_mzML_dir = st.text_input("path to folder with mzML files", value=st.session_state["local_dir"]) + local_mzML_dir = st.text_input( + "path to folder with mzML files", value=st.session_state["local_dir"] + ) # raw string for file paths local_mzML_dir = rf"{local_mzML_dir}" cols = st.columns([0.65, 0.3, 0.4, 0.25], gap="small") - copy_button = cols[1].button("Copy files to workspace", type="primary", disabled=(local_mzML_dir == "")) - use_copy = cols[2].checkbox("Make a copy of files", key="local_browse-copy_files", value=True, help="Create a copy of files in workspace.") + copy_button = cols[1].button( + "Copy files to workspace", type="primary", disabled=(local_mzML_dir == "") + ) + use_copy = cols[2].checkbox( + "Make a copy of files", + key="local_browse-copy_files", + value=True, + help="Create a copy of files in workspace.", + ) if not use_copy: - st.warning( - "**Warning**: You have deselected the `Make a copy of files` option. " - "This **_assumes you know what you are doing_**. " - "This means that the original files will be used instead. " - ) + st.warning( + "**Warning**: You have deselected the `Make a copy of files` option. " + "This **_assumes you know what you are doing_**. " + "This means that the original files will be used instead. " + ) if copy_button: fileupload.copy_local_mzML_files_from_directory(local_mzML_dir, use_copy) -mzML_dir = Path(st.session_state.workspace, "mzML-files") if any(Path(mzML_dir).iterdir()): v_space(2) # Display all mzML files currently in workspace - df = pd.DataFrame({"file name": [f.name for f in Path(mzML_dir).iterdir() if "external_files.txt" not in f.name]}) - + df = pd.DataFrame( + { + "file name": [ + f.name + for f in Path(mzML_dir).iterdir() + if "external_files.txt" not in f.name + ] + } + ) + # Check if local files are available external_files = Path(mzML_dir, "external_files.txt") if external_files.exists(): with open(external_files, "r") as f_handle: external_files = f_handle.readlines() external_files = [f.strip() for f in external_files] - df = pd.concat([df, pd.DataFrame({"file name": external_files})], ignore_index=True) - + df = pd.concat( + [df, pd.DataFrame({"file name": external_files})], ignore_index=True + ) + st.markdown("##### mzML files in current workspace:") show_table(df) v_space(1) From 3206617fc970680661003a87e451effff23149ee Mon Sep 17 00:00:00 2001 From: Achal Bajpai <111895109+achalbajpai@users.noreply.github.com> Date: Sat, 15 Mar 2025 21:42:09 +0530 Subject: [PATCH 094/138] fix: increase timeout for test launch function test to 30 seconds --- test_gui.py | 104 ++++++++++++++++++++++++++++++++-------------------- 1 file changed, 65 insertions(+), 39 deletions(-) diff --git a/test_gui.py b/test_gui.py index 9bdd9d56..5159450e 100644 --- a/test_gui.py +++ b/test_gui.py @@ -5,6 +5,7 @@ from pathlib import Path import shutil + @pytest.fixture def launch(request): test = AppTest.from_file(request.param) @@ -12,46 +13,59 @@ def launch(request): ## Initialize session state ## with open("settings.json", "r") as f: test.session_state.settings = json.load(f) - test.session_state.settings['test'] = True - test.secrets['workspace'] = 'test' + test.session_state.settings["test"] = True + test.secrets["workspace"] = "test" return test - # Test launching of all pages -@pytest.mark.parametrize('launch', ( - #"content/quickstart.py", # NOTE: this page does not work due to streamlit.errors.StreamlitPageNotFoundError error - "content/documentation.py", - "content/topp_workflow_file_upload.py", - "content/topp_workflow_parameter.py", - "content/topp_workflow_execution.py", - "content/topp_workflow_results.py", - "content/file_upload.py", - "content/raw_data_viewer.py", - "content/run_example_workflow.py", - "content/download_section.py", - "content/simple_workflow.py", - "content/run_subprocess.py"), indirect=True) +@pytest.mark.parametrize( + "launch", + ( + # "content/quickstart.py", # NOTE: this page does not work due to streamlit.errors.StreamlitPageNotFoundError error + "content/documentation.py", + "content/topp_workflow_file_upload.py", + "content/topp_workflow_parameter.py", + "content/topp_workflow_execution.py", + "content/topp_workflow_results.py", + "content/file_upload.py", + "content/raw_data_viewer.py", + "content/run_example_workflow.py", + "content/download_section.py", + "content/simple_workflow.py", + "content/run_subprocess.py", + ), + indirect=True, +) def test_launch(launch): - launch.run() + """Test if all pages can be launched without errors.""" + launch.run(timeout=30) # Increased timeout from 10 to 30 seconds assert not launch.exception - ########### PAGE SPECIFIC TESTS ############ -@pytest.mark.parametrize('launch,selection', [("content/documentation.py", 'User Guide'), - ("content/documentation.py", 'Installation'), - ("content/documentation.py", 'Developers Guide: How to build app based on this template'), - ("content/documentation.py", 'Developers Guide: TOPP Workflow Framework'), - ("content/documentation.py", 'Developer Guide: Windows Executables'), - ("content/documentation.py", 'Developers Guide: Deployment')], indirect=['launch']) +@pytest.mark.parametrize( + "launch,selection", + [ + ("content/documentation.py", "User Guide"), + ("content/documentation.py", "Installation"), + ( + "content/documentation.py", + "Developers Guide: How to build app based on this template", + ), + ("content/documentation.py", "Developers Guide: TOPP Workflow Framework"), + ("content/documentation.py", "Developer Guide: Windows Executables"), + ("content/documentation.py", "Developers Guide: Deployment"), + ], + indirect=["launch"], +) def test_documentation(launch, selection): launch.run() launch.selectbox[0].select(selection).run() assert not launch.exception -@pytest.mark.parametrize('launch', ["content/file_upload.py"], indirect=True) +@pytest.mark.parametrize("launch", ["content/file_upload.py"], indirect=True) def test_file_upload_load_example(launch): launch.run() for i in launch.tabs: @@ -61,10 +75,16 @@ def test_file_upload_load_example(launch): # NOTE: All tabs are automatically checked -@pytest.mark.parametrize('launch,example', [("content/raw_data_viewer.py", 'Blank.mzML'), - ("content/raw_data_viewer.py", 'Treatment.mzML'), - ("content/raw_data_viewer.py", 'Pool.mzML'), - ("content/raw_data_viewer.py", 'Control.mzML')], indirect=['launch']) +@pytest.mark.parametrize( + "launch,example", + [ + ("content/raw_data_viewer.py", "Blank.mzML"), + ("content/raw_data_viewer.py", "Treatment.mzML"), + ("content/raw_data_viewer.py", "Pool.mzML"), + ("content/raw_data_viewer.py", "Control.mzML"), + ], + indirect=["launch"], +) def test_view_raw_ms_data(launch, example): launch.run(timeout=10) @@ -76,16 +96,22 @@ def test_view_raw_ms_data(launch, example): shutil.copy(f, mzML_dir) launch.run() - ## TODO: Figure out a way to select a spectrum to be displayed + ## TODO: Figure out a way to select a spectrum to be displayed launch.selectbox[0].select(example).run() assert not launch.exception -@pytest.mark.parametrize('launch,example', [("content/run_example_workflow.py", ['Blank']), - ("content/run_example_workflow.py", ['Treatment']), - ("content/run_example_workflow.py", ['Pool']), - ("content/run_example_workflow.py", ['Control']), - ("content/run_example_workflow.py", ['Control', 'Blank'])], indirect=['launch']) +@pytest.mark.parametrize( + "launch,example", + [ + ("content/run_example_workflow.py", ["Blank"]), + ("content/run_example_workflow.py", ["Treatment"]), + ("content/run_example_workflow.py", ["Pool"]), + ("content/run_example_workflow.py", ["Control"]), + ("content/run_example_workflow.py", ["Control", "Blank"]), + ], + indirect=["launch"], +) def test_run_workflow(launch, example): launch.run() ## Load Example file, based on implementation of fileupload.load_example_mzML_files() ### @@ -96,13 +122,13 @@ def test_run_workflow(launch, example): shutil.copy(f, mzML_dir) launch.run() - ## Select experiments to process + ## Select experiments to process for e in example: launch.multiselect[0].select(e) - + launch.run() assert not launch.exception - + # Press the "Run Workflow" button launch.button[1].click().run(timeout=60) - assert not launch.exception \ No newline at end of file + assert not launch.exception From 5c8bd14a8acf262dd0f1585d16eb0ffa03b9c8c2 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Sun, 16 Mar 2025 14:04:00 +0530 Subject: [PATCH 095/138] invalid cases removed --- content/simple_workflow.py | 4 ++-- tests/test_simple_workflow.py | 24 ------------------------ 2 files changed, 2 insertions(+), 26 deletions(-) diff --git a/content/simple_workflow.py b/content/simple_workflow.py index df8333ff..75ba06ad 100755 --- a/content/simple_workflow.py +++ b/content/simple_workflow.py @@ -17,7 +17,7 @@ label="x dimension", min_value=1, max_value=20, - value=min(20, params["example-x-dimension"]), + value=max(1, min(20, params.get("example-x-dimension", 1))), step=1, key="example-x-dimension", ) @@ -26,7 +26,7 @@ label="y dimension", min_value=1, max_value=20, - value=min(20, params["example-y-dimension"]), + value=max(1, min(20, params.get("example-y-dimension", 1))), step=1, key="example-y-dimension", ) diff --git a/tests/test_simple_workflow.py b/tests/test_simple_workflow.py index 71d5233d..725032da 100644 --- a/tests/test_simple_workflow.py +++ b/tests/test_simple_workflow.py @@ -40,30 +40,6 @@ def test_number_inputs(launch): df = launch.dataframe[0].value assert df.shape == (5, 4), f"Expected table size (5,4) but got {df.shape}" -def test_invalid_inputs(launch): - """Ensure invalid inputs prevent table generation.""" - - launch.run(timeout=15) - time.sleep(5) - - x_input = next((ni for ni in launch.number_input if ni.key == "example-x-dimension"), None) - y_input = next((ni for ni in launch.number_input if ni.key == "example-y-dimension"), None) - - assert x_input is not None, "X-dimension input not found!" - assert y_input is not None, "Y-dimension input not found!" - - # Set invalid values - x_input.set_value(25) - y_input.set_value(10) - - launch.run(timeout=15) - time.sleep(5) - - # Check if table is missing - table = next((tbl for tbl in launch.table), None) - - assert table is None, "Table should not be generated when inputs are invalid!" - def test_download_button(launch): """Ensure 'Download Table' button appears after table generation.""" From 15a680bddb9a64868692be36635a0b20a45378b3 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Sun, 16 Mar 2025 14:22:38 +0530 Subject: [PATCH 096/138] added some code refining --- tests/test_simple_workflow.py | 16 ++++++++++------ 1 file changed, 10 insertions(+), 6 deletions(-) diff --git a/tests/test_simple_workflow.py b/tests/test_simple_workflow.py index 725032da..5a94c41a 100644 --- a/tests/test_simple_workflow.py +++ b/tests/test_simple_workflow.py @@ -25,8 +25,14 @@ def test_number_inputs(launch): assert len(launch.number_input) >= 2, f"Expected at least 2 number inputs, found {len(launch.number_input)}" # Set x and y dimensions - launch.number_input[0].set_value(5) - launch.number_input[1].set_value(4) + x_input = next((ni for ni in launch.number_input if ni.key == "example-x-dimension"), None) + y_input = next((ni for ni in launch.number_input if ni.key == "example-y-dimension"), None) + + assert x_input is not None, "X-dimension input not found!" + assert y_input is not None, "Y-dimension input not found!" + + x_input.set_value(5) + y_input.set_value(4) launch.run(timeout=10) # Validate session state updates @@ -59,7 +65,5 @@ def test_download_button(launch): assert len(launch.dataframe) > 0, "Table not generated!" # Find the "Download Table" button correctly - download_button = next((btn for btn in launch.button if hasattr(btn, "label") and "Download" in btn.label), None) - download_component = next((comp for comp in launch.main if hasattr(comp, "label") and "Download" in comp.label), None) - - assert download_button or download_component, "Download Table button is missing!" + download_elements = [comp for comp in launch.main if hasattr(comp, "label") and "Download" in comp.label] + assert len(download_elements) > 0, "Download Table button is missing!" From 5fb4b2240b1b77e09c8888306df406b5e566ad80 Mon Sep 17 00:00:00 2001 From: Arslan Siraj Date: Mon, 17 Mar 2025 14:00:04 +0100 Subject: [PATCH 097/138] Update win_exe_with_embed_py.md --- docs/win_exe_with_embed_py.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/docs/win_exe_with_embed_py.md b/docs/win_exe_with_embed_py.md index 35719958..5f1b2057 100644 --- a/docs/win_exe_with_embed_py.md +++ b/docs/win_exe_with_embed_py.md @@ -119,10 +119,10 @@ Set these variables for consistent naming throughout the process: ```batch APP_NAME=OpenMS-StreamlitTemplateApp -APP_UpgradeCode=4abc2e23-3ba5-40e4-95c9-09e6cb8ecaeb +APP_UpgradeCode= generate-new ``` -To create a new GUID for your application's UpgradeCode, you can use: +To generate a new GUID for your application's UpgradeCode, you can use: - PowerShell: `[guid]::NewGuid().ToString()` - Online GUID generator: https://www.guidgen.com/ From 30feb9090bedea13ee2e6002725d208001212c40 Mon Sep 17 00:00:00 2001 From: Jisnoo Dev Pal <134777943+jisnoo123@users.noreply.github.com> Date: Mon, 17 Mar 2025 20:22:55 +0530 Subject: [PATCH 098/138] Clear captcha textbox if user enters wrong captcha --- src/common/captcha_.py | 1 + 1 file changed, 1 insertion(+) diff --git a/src/common/captcha_.py b/src/common/captcha_.py index b8dfaa68..288eed03 100644 --- a/src/common/captcha_.py +++ b/src/common/captcha_.py @@ -234,6 +234,7 @@ def captcha_control(): data = image.generate(st.session_state["Captcha"]) st.image(data) c1, c2 = st.columns([70, 30]) + capta2_text = st.empty() capta2_text = c1.text_input("Enter captcha text", max_chars=5) c2.markdown("##") if c2.form_submit_button("Verify the code", type="primary"): From cf5cd8235f43632f56591bc2ae8ba45eb02d06bb Mon Sep 17 00:00:00 2001 From: Jisnoo Dev Pal <134777943+jisnoo123@users.noreply.github.com> Date: Mon, 17 Mar 2025 20:50:22 +0530 Subject: [PATCH 099/138] Add Linux pip install guide --- docs/installation.md | 8 ++++++++ 1 file changed, 8 insertions(+) diff --git a/docs/installation.md b/docs/installation.md index 2d7283bc..a8640c7d 100644 --- a/docs/installation.md +++ b/docs/installation.md @@ -17,6 +17,14 @@ To install all required depdencies via pip in an already existing Python environ `pip install -r requirements.txt` +Note: In Linux, if you get the error : externally managed environment, follow this: +Create a virtual environment +`python3 -m venv ` +Activate the virtual environment +`source .venv/bin/activate` +Run the command (make sure you are in the directory where requirements.txt is): +`pip install -r requirements.txt` + ### create new environment via conda/mamba Create and activate the conda environment: From d722bb8f8dc4a9a01109e13447d1edbdf9362f9c Mon Sep 17 00:00:00 2001 From: Jisnoo Dev Pal <134777943+jisnoo123@users.noreply.github.com> Date: Mon, 17 Mar 2025 21:36:05 +0530 Subject: [PATCH 100/138] easy to read doc --- docs/installation.md | 5 ++++- 1 file changed, 4 insertions(+), 1 deletion(-) diff --git a/docs/installation.md b/docs/installation.md index a8640c7d..4c43f097 100644 --- a/docs/installation.md +++ b/docs/installation.md @@ -17,11 +17,14 @@ To install all required depdencies via pip in an already existing Python environ `pip install -r requirements.txt` -Note: In Linux, if you get the error : externally managed environment, follow this: +*Note*: In Linux, if you get the error : externally managed environment, follow this: + Create a virtual environment `python3 -m venv ` + Activate the virtual environment `source .venv/bin/activate` + Run the command (make sure you are in the directory where requirements.txt is): `pip install -r requirements.txt` From cbe9ed96e7a55d6adb9aeb69108dc15f93fe11e4 Mon Sep 17 00:00:00 2001 From: Achal Date: Tue, 18 Mar 2025 18:56:54 +0530 Subject: [PATCH 101/138] test: Increase timeout for raw_data_viewer tests and improve formatting --- test_gui.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test_gui.py b/test_gui.py index 5159450e..101865cf 100644 --- a/test_gui.py +++ b/test_gui.py @@ -86,7 +86,7 @@ def test_file_upload_load_example(launch): indirect=["launch"], ) def test_view_raw_ms_data(launch, example): - launch.run(timeout=10) + launch.run(timeout=30) # Increased timeout from 10 to 30 seconds ## Load Example file, based on implementation of fileupload.load_example_mzML_files() ### mzML_dir = Path(launch.session_state.workspace, "mzML-files") From edbdb168cfeebf22b83e8c2755e33a4b1dca78fc Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi <99940237+Srajald@users.noreply.github.com> Date: Tue, 18 Mar 2025 18:58:50 +0530 Subject: [PATCH 102/138] Delete content/simple_workflow.py --- content/simple_workflow.py | 45 -------------------------------------- 1 file changed, 45 deletions(-) delete mode 100755 content/simple_workflow.py diff --git a/content/simple_workflow.py b/content/simple_workflow.py deleted file mode 100755 index 75ba06ad..00000000 --- a/content/simple_workflow.py +++ /dev/null @@ -1,45 +0,0 @@ -import streamlit as st - -from src.common.common import page_setup, save_params, show_table -from src import simpleworkflow - -# Page name "workflow" will show mzML file selector in sidebar -params = page_setup() - -st.title("Simple Workflow") -st.markdown("Example for a simple workflow with quick execution times.") - -# Define two widgets with values from paramter file -# To save them as parameters use the same key as in the json file - -# We access the x-dimension via local variable -xdimension = st.number_input( - label="x dimension", - min_value=1, - max_value=20, - value=max(1, min(20, params.get("example-x-dimension", 1))), - step=1, - key="example-x-dimension", -) - -st.number_input( - label="y dimension", - min_value=1, - max_value=20, - value=max(1, min(20, params.get("example-y-dimension", 1))), - step=1, - key="example-y-dimension", -) - -# Get a dataframe with x and y dimensions via time consuming (sleep) cached function -# If the input has been given before, the function does not run again -# Input x from local variable, input y from session state via key -df = simpleworkflow.generate_random_table( - xdimension, st.session_state["example-y-dimension"] -) - -# Display dataframe via custom show_table function, which will render a download button as well -show_table(df, download_name="random-table") - -# At the end of each page, always save parameters (including any changes via widgets with key) -save_params(params) From b12a3b21d7c271e12067dff601aeff6bc1df7bf1 Mon Sep 17 00:00:00 2001 From: Srajal Dwivedi Date: Tue, 18 Mar 2025 19:00:37 +0530 Subject: [PATCH 103/138] replaced the changes --- content/simple_workflow.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/content/simple_workflow.py b/content/simple_workflow.py index 75ba06ad..130dd430 100755 --- a/content/simple_workflow.py +++ b/content/simple_workflow.py @@ -17,7 +17,7 @@ label="x dimension", min_value=1, max_value=20, - value=max(1, min(20, params.get("example-x-dimension", 1))), + value=params["example-x-dimension"], step=1, key="example-x-dimension", ) @@ -26,7 +26,7 @@ label="y dimension", min_value=1, max_value=20, - value=max(1, min(20, params.get("example-y-dimension", 1))), + value=params["example-y-dimension"], step=1, key="example-y-dimension", ) From 7a9daa75f166eebf409f233c63c648f84f5cbd95 Mon Sep 17 00:00:00 2001 From: Jisnoo Dev Pal <134777943+jisnoo123@users.noreply.github.com> Date: Tue, 18 Mar 2025 19:13:26 +0530 Subject: [PATCH 104/138] Placed guidelines for new python env above the existing one --- docs/installation.md | 14 +++++++------- 1 file changed, 7 insertions(+), 7 deletions(-) diff --git a/docs/installation.md b/docs/installation.md index 4c43f097..aab95a90 100644 --- a/docs/installation.md +++ b/docs/installation.md @@ -11,13 +11,7 @@ Select the latest successfull run and download the zip file from the artifacts s Clone the [streamlit-template repository](https://github.com/OpenMS/streamlit-template). It includes files to install dependencies via pip or conda. -### via pip in an existing Python environment - -To install all required depdencies via pip in an already existing Python environment, run the following command in the terminal: - -`pip install -r requirements.txt` - -*Note*: In Linux, if you get the error : externally managed environment, follow this: +### via pip in a new Python environment Create a virtual environment `python3 -m venv ` @@ -28,6 +22,12 @@ Activate the virtual environment Run the command (make sure you are in the directory where requirements.txt is): `pip install -r requirements.txt` +### via pip in an existing Python environment + +To install all required depdencies via pip in an already existing Python environment, run the following command in the terminal: + +`pip install -r requirements.txt` + ### create new environment via conda/mamba Create and activate the conda environment: From 1e788c599be7106f704ec88ffa1d8541e78c304d Mon Sep 17 00:00:00 2001 From: Jisnoo Dev Pal <134777943+jisnoo123@users.noreply.github.com> Date: Tue, 18 Mar 2025 19:15:32 +0530 Subject: [PATCH 105/138] Place guide for new Python env above existing --- docs/installation.md | 5 ++++- 1 file changed, 4 insertions(+), 1 deletion(-) diff --git a/docs/installation.md b/docs/installation.md index aab95a90..7326891a 100644 --- a/docs/installation.md +++ b/docs/installation.md @@ -14,12 +14,15 @@ Clone the [streamlit-template repository](https://github.com/OpenMS/streamlit-te ### via pip in a new Python environment Create a virtual environment + `python3 -m venv ` Activate the virtual environment + `source .venv/bin/activate` -Run the command (make sure you are in the directory where requirements.txt is): +To install all required depdencies via pip in an already existing Python environment, run the following command in the terminal: + `pip install -r requirements.txt` ### via pip in an existing Python environment From a2441d23380a3fcea1e0023512dc5c897fc5e4cb Mon Sep 17 00:00:00 2001 From: Jisnoo Dev Pal <134777943+jisnoo123@users.noreply.github.com> Date: Tue, 18 Mar 2025 19:16:37 +0530 Subject: [PATCH 106/138] add new python env guide above the existing one --- docs/installation.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/docs/installation.md b/docs/installation.md index 7326891a..f3e6c88a 100644 --- a/docs/installation.md +++ b/docs/installation.md @@ -21,7 +21,7 @@ Activate the virtual environment `source .venv/bin/activate` -To install all required depdencies via pip in an already existing Python environment, run the following command in the terminal: +To install all required depdencies via pip in the new Python environment, run the following command in the terminal: `pip install -r requirements.txt` From 78c41784654e8210c8606ce2c1d62c95687a51b6 Mon Sep 17 00:00:00 2001 From: Achal Bajpai <111895109+achalbajpai@users.noreply.github.com> Date: Wed, 19 Mar 2025 21:54:22 +0530 Subject: [PATCH 107/138] update : remove example data tab and associated code --- content/file_upload.py | 11 ++--------- 1 file changed, 2 insertions(+), 9 deletions(-) diff --git a/content/file_upload.py b/content/file_upload.py index 1fe98048..e6acc561 100755 --- a/content/file_upload.py +++ b/content/file_upload.py @@ -23,7 +23,7 @@ # No files present, load example data fileupload.load_example_mzML_files() -tabs = ["File Upload", "Example Data"] +tabs = ["File Upload"] if st.session_state.location == "local": tabs.append("Files from local folder") @@ -41,16 +41,9 @@ else: st.warning("Select files first.") -# Example mzML files -with tabs[1]: - st.markdown("Short information text on example data.") - cols = st.columns(3) - if cols[1].button("Load Example Data", type="primary"): - fileupload.load_example_mzML_files() - # Local file upload option: via directory path if st.session_state.location == "local": - with tabs[2]: + with tabs[1]: st_cols = st.columns([0.05, 0.95], gap="small") with st_cols[0]: st.write("\n") From 6a7766aaaecf5e327fdd23569b6af3afc8d2a74c Mon Sep 17 00:00:00 2001 From: Achal Bajpai <111895109+achalbajpai@users.noreply.github.com> Date: Fri, 21 Mar 2025 18:54:15 +0530 Subject: [PATCH 108/138] =?UTF-8?q?fix:=20Prevent=20Streamlit=20email=20pr?= =?UTF-8?q?ompt=20on=20first=20run=20by=20providing=20credent=E2=80=A6=20(?= =?UTF-8?q?#192)?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit * fix: prevent email prompt by configuring streamlit before startup * chore: update actions/setup-python from v4 to v5 * update : fix suggest by the reviewerbot * checking : removed lint for now * Use credentials.toml with empty email to disable email prompt * update : all changes done * update : removed the changes suggested * update : as suggested to remove I'll remove this step since the file "streamlit_credentials_template.txt" is never used elsewhere in the workflow. Originally added this for Streamlit authentication, but our current implementation doesn't require these credentials, making this step unnecessary. --------- Co-authored-by: Achal --- .github/workflows/build-windows-executable-app.yaml | 13 ++++++++++--- .streamlit/config.toml | 3 +++ .streamlit/credentials.toml | 2 ++ 3 files changed, 15 insertions(+), 3 deletions(-) create mode 100644 .streamlit/credentials.toml diff --git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index 3284c10e..21a10ec4 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -195,7 +195,6 @@ jobs: $content.version = $VERSION $content | ConvertTo-Json -Depth 100 | Set-Content settings.json - - name: Download package as artifact uses: actions/download-artifact@v4 with: @@ -210,7 +209,7 @@ jobs: cp -r openms-package/share ../share - name: Set up Python (regular distribution) - uses: actions/setup-python@v4 + uses: actions/setup-python@v5 with: python-version: ${{ env.PYTHON_VERSION }} # Use the same version as the embeddable version @@ -259,7 +258,15 @@ jobs: - name: Create .bat file run: | - echo " start /min .\python-${{ env.PYTHON_VERSION }}\python -m streamlit run app.py local" > ${{ env.APP_NAME }}.bat + echo '@echo off' > ${{ env.APP_NAME }}.bat + echo '' >> ${{ env.APP_NAME }}.bat + echo 'REM Create .streamlit directory in user''s home if it doesn''t exist' >> ${{ env.APP_NAME }}.bat + echo 'if not exist "%USERPROFILE%\.streamlit" mkdir "%USERPROFILE%\.streamlit"' >> ${{ env.APP_NAME }}.bat + echo '' >> ${{ env.APP_NAME }}.bat + echo 'REM Create credentials.toml with empty email to disable email prompt' >> ${{ env.APP_NAME }}.bat + echo 'copy /Y ".streamlit\credentials.toml" "%USERPROFILE%\.streamlit\credentials.toml" > nul' >> ${{ env.APP_NAME }}.bat + echo '' >> ${{ env.APP_NAME }}.bat + echo 'start /min .\python-${{ env.PYTHON_VERSION }}\python -m streamlit run app.py local' >> ${{ env.APP_NAME }}.bat - name: Create All-in-one executable folder run: | diff --git a/.streamlit/config.toml b/.streamlit/config.toml index 4af054f4..983fc96a 100644 --- a/.streamlit/config.toml +++ b/.streamlit/config.toml @@ -1,3 +1,6 @@ +[browser] +gatherUsageStats = false + [global] developmentMode = false diff --git a/.streamlit/credentials.toml b/.streamlit/credentials.toml new file mode 100644 index 00000000..63eee49f --- /dev/null +++ b/.streamlit/credentials.toml @@ -0,0 +1,2 @@ +[general] +email = "" \ No newline at end of file From f5be3ef9a7ee7c7784f38c2cf34291abe09d2ca1 Mon Sep 17 00:00:00 2001 From: Joshua Charkow <47336288+jcharkow@users.noreply.github.com> Date: Sat, 29 Mar 2025 17:48:08 -0400 Subject: [PATCH 109/138] Feature: dependabot (#214) * fix versions in requirements.txt * Ensure environement.yml is in sync with requirements.txt * add dependabot to ensure packages are up to date --- .github/dependabot.yml | 9 ++ .github/workflows/sync_conda_environment.yml | 49 +++++++ environment.yml | 68 +++++++-- requirements.txt | 147 +++++++++++++++++-- 4 files changed, 247 insertions(+), 26 deletions(-) create mode 100644 .github/dependabot.yml create mode 100644 .github/workflows/sync_conda_environment.yml diff --git a/.github/dependabot.yml b/.github/dependabot.yml new file mode 100644 index 00000000..7e6ee062 --- /dev/null +++ b/.github/dependabot.yml @@ -0,0 +1,9 @@ +version: 2 +updates: + - package-ecosystem: "pip" + directory: "/" # Location of your pyproject.toml or requirements.txt + schedule: + interval: "weekly" # Checks for updates every week + commit-message: + prefix: "deps" # Prefix for pull request titles + open-pull-requests-limit: 5 # Limit the number of open PRs at a time diff --git a/.github/workflows/sync_conda_environment.yml b/.github/workflows/sync_conda_environment.yml new file mode 100644 index 00000000..81436d7c --- /dev/null +++ b/.github/workflows/sync_conda_environment.yml @@ -0,0 +1,49 @@ +name: Sync Conda Environment + +on: + push: + +jobs: + update-requirements: + runs-on: ubuntu-latest + steps: + - name: Checkout code + uses: actions/checkout@v4 + + - name: Setup Python + uses: actions/setup-python@v4 + with: + python-version: "3.10" + + - name: Convert requirements.txt to environment.yml + run: | + python - <=1.38.0 - - captcha==0.5.0 - - pyopenms_viz==1.0.0 - - streamlit-js-eval - - psutil==7.0.0 \ No newline at end of file + - python=3.10 + - pip + - pip: + - altair==5.5.0 + - attrs==25.3.0 + - blinker==1.9.0 + - cachetools==5.5.2 + - captcha==0.5.0 + - certifi==2025.1.31 + - charset-normalizer==3.4.1 + - click==8.1.8 + - contourpy==1.3.1 + - cycler==0.12.1 + - fonttools==4.56.0 + - gitdb==4.0.12 + - gitpython==3.1.44 + - idna==3.10 + - jinja2==3.1.6 + - jsonschema==4.23.0 + - jsonschema-specifications==2024.10.1 + - kiwisolver==1.4.8 + - markupsafe==3.0.2 + - matplotlib==3.10.1 + - narwhals==1.32.0 + - numpy==1.26.4 + - packaging==24.2 + - pandas==2.2.3 + - pillow==11.1.0 + - plotly==5.22.0 + - protobuf==5.29.4 + - psutil==7.0.0 + - pyarrow==19.0.1 + - pydeck==0.9.1 + - pyopenms==3.2.0 + - pyopenms-viz==1.0.0 + - pyparsing==3.2.3 + - python-dateutil==2.9.0.post0 + - pytz==2025.2 + - referencing==0.36.2 + - requests==2.32.3 + - rpds-py==0.24.0 + - six==1.17.0 + - smmap==5.0.2 + - streamlit==1.43.0 + - streamlit-js-eval==0.1.7 + - tenacity==9.0.0 + - toml==0.10.2 + - tornado==6.4.2 + - typing-extensions==4.13.0 + - tzdata==2025.2 + - urllib3==2.3.0 + - watchdog==6.0.0 diff --git a/requirements.txt b/requirements.txt index 95615786..22e73965 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1,11 +1,138 @@ -# the requirements.txt file is intended for deployment on streamlit cloud and if the simple container is built -# note that it is much more restricted in terms of installing third-parties / etc. -# preferably use the batteries included or simple docker file for local hosting -streamlit>=1.38.0 -pyopenms==3.2.0 -numpy==1.26.4 # pandas and numpy are dependencies of pyopenms, however, pyopenms needs numpy<=1.26.4 -plotly==5.22.0 +# +# This file is autogenerated by pip-compile with Python 3.12 +# by the following command: +# +# pip-compile --output-file=requirements.txt pyproject.toml +# +altair==5.5.0 + # via streamlit +attrs==25.3.0 + # via + # jsonschema + # referencing +blinker==1.9.0 + # via streamlit +cachetools==5.5.2 + # via streamlit captcha==0.5.0 -pyopenms_viz==1.0.0 -streamlit-js-eval -psutil==7.0.0 \ No newline at end of file + # via src (pyproject.toml) +certifi==2025.1.31 + # via requests +charset-normalizer==3.4.1 + # via requests +click==8.1.8 + # via streamlit +contourpy==1.3.1 + # via matplotlib +cycler==0.12.1 + # via matplotlib +fonttools==4.56.0 + # via matplotlib +gitdb==4.0.12 + # via gitpython +gitpython==3.1.44 + # via streamlit +idna==3.10 + # via requests +jinja2==3.1.6 + # via + # altair + # pydeck +jsonschema==4.23.0 + # via altair +jsonschema-specifications==2024.10.1 + # via jsonschema +kiwisolver==1.4.8 + # via matplotlib +markupsafe==3.0.2 + # via jinja2 +matplotlib==3.10.1 + # via pyopenms +narwhals==1.32.0 + # via altair +numpy==1.26.4 + # via + # contourpy + # matplotlib + # pandas + # pydeck + # pyopenms + # src (pyproject.toml) + # streamlit +packaging==24.2 + # via + # altair + # matplotlib + # plotly + # streamlit +pandas==2.2.3 + # via + # pyopenms + # pyopenms-viz + # streamlit +pillow==11.1.0 + # via + # captcha + # matplotlib + # streamlit +plotly==5.22.0 + # via src (pyproject.toml) +protobuf==5.29.4 + # via streamlit +psutil==7.0.0 + # via src (pyproject.toml) +pyarrow==19.0.1 + # via streamlit +pydeck==0.9.1 + # via streamlit +pyopenms==3.2.0 + # via src (pyproject.toml) +pyopenms-viz==1.0.0 + # via src (pyproject.toml) +pyparsing==3.2.3 + # via matplotlib +python-dateutil==2.9.0.post0 + # via + # matplotlib + # pandas +pytz==2025.2 + # via pandas +referencing==0.36.2 + # via + # jsonschema + # jsonschema-specifications +requests==2.32.3 + # via streamlit +rpds-py==0.24.0 + # via + # jsonschema + # referencing +six==1.17.0 + # via python-dateutil +smmap==5.0.2 + # via gitdb +streamlit==1.43.0 + # via + # src (pyproject.toml) + # streamlit-js-eval +streamlit-js-eval==0.1.7 + # via src (pyproject.toml) +tenacity==9.0.0 + # via + # plotly + # streamlit +toml==0.10.2 + # via streamlit +tornado==6.4.2 + # via streamlit +typing-extensions==4.13.0 + # via + # altair + # referencing + # streamlit +tzdata==2025.2 + # via pandas +urllib3==2.3.0 + # via requests +watchdog==6.0.0 + # via streamlit From 692c6dbc10b5abc1a23635f0f7797b6f53d0aae6 Mon Sep 17 00:00:00 2001 From: Ketan Saini <124780734+ketan1406@users.noreply.github.com> Date: Sun, 30 Mar 2025 03:26:32 +0530 Subject: [PATCH 110/138] Update new logo build icon and page svg (#206) --- assets/openms.ico | Bin 16446 -> 4210 bytes assets/openms_transparent_bg_logo.svg | 191 ++++++++++++++++++++------ 2 files changed, 147 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--git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index 21a10ec4..eca72eeb 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -8,6 +8,10 @@ on: types: [created] workflow_dispatch: +# Add permissions block to allow upload to releases +permissions: + contents: write + env: OPENMS_VERSION: 3.2.0 PYTHON_VERSION: 3.11.0 @@ -442,5 +446,4 @@ jobs: uses: softprops/action-gh-release@v2 with: files: OpenMS-App.zip - env: - GITHUB_TOKEN: ${{ secrets.GITHUB_TOKEN }} + token: ${{ github.token }} From 3352c273d7acc1ddde0ee22dab4c848376b3510a Mon Sep 17 00:00:00 2001 From: Binayak Bhattacharjee Date: Wed, 9 Apr 2025 18:44:37 +0530 Subject: [PATCH 112/138] Fixed return type of get_parameters_from_json (#221) --- src/workflow/ParameterManager.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/workflow/ParameterManager.py b/src/workflow/ParameterManager.py index 20b90ef7..4348da7c 100644 --- a/src/workflow/ParameterManager.py +++ b/src/workflow/ParameterManager.py @@ -77,7 +77,7 @@ def save_parameters(self) -> None: with open(self.params_file, "w", encoding="utf-8") as f: json.dump(json_params, f, indent=4) - def get_parameters_from_json(self) -> None: + def get_parameters_from_json(self) -> dict: """ Loads parameters from the JSON file if it exists and returns them as a dictionary. If the file does not exist, it returns an empty dictionary. From c1c8b9ed4e63e44471ae50330dc5f08ba1974dd1 Mon Sep 17 00:00:00 2001 From: Joshua Charkow <47336288+jcharkow@users.noreply.github.com> Date: Thu, 17 Apr 2025 19:39:55 -0400 Subject: [PATCH 113/138] Fix/dependabot (#220) * use requirements.txt in dockerfile rather than environemnt.yml * remove sync_conda action and environement.yml do not need environment.yml file anymore * remove environment.yml from dockerfile simple * fix: dockerfile --- .github/workflows/sync_conda_environment.yml | 49 ------------------ Dockerfile | 7 ++- Dockerfile_simple | 3 +- environment.yml | 54 -------------------- 4 files changed, 6 insertions(+), 107 deletions(-) delete mode 100644 .github/workflows/sync_conda_environment.yml delete mode 100644 environment.yml diff --git a/.github/workflows/sync_conda_environment.yml b/.github/workflows/sync_conda_environment.yml deleted file mode 100644 index 81436d7c..00000000 --- a/.github/workflows/sync_conda_environment.yml +++ /dev/null @@ -1,49 +0,0 @@ -name: Sync Conda Environment - -on: - push: - -jobs: - update-requirements: - runs-on: ubuntu-latest - steps: - - name: Checkout code - uses: actions/checkout@v4 - - - name: Setup Python - uses: actions/setup-python@v4 - with: - python-version: "3.10" - - - name: Convert requirements.txt to environment.yml - run: | - python - <> ~/.bashrc SHELL ["/bin/bash", "--rcfile", "~/.bashrc"] SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] @@ -93,6 +92,10 @@ RUN make -j4 pyopenms WORKDIR /openms-build/pyOpenMS RUN pip install dist/*.whl +# Install other dependencies (excluding pyopenms) +COPY requirements.txt ./requirements.txt +RUN grep -v '^pyopenms' requirements.txt > requirements_cleaned.txt && mv requirements_cleaned.txt requirements.txt +RUN pip install -r requirements.txt WORKDIR / RUN mkdir openms diff --git a/Dockerfile_simple b/Dockerfile_simple index 64c24d16..a357b82d 100644 --- a/Dockerfile_simple +++ b/Dockerfile_simple @@ -46,8 +46,7 @@ RUN wget -q \ RUN mamba --version # Setup mamba environment. -COPY environment.yml ./environment.yml -RUN mamba env create -f environment.yml +RUN mamba create -n streamlit-env python=3.10 RUN echo "mamba activate streamlit-env" >> ~/.bashrc SHELL ["/bin/bash", "--rcfile", "~/.bashrc"] SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] diff --git a/environment.yml b/environment.yml deleted file mode 100644 index accb51d7..00000000 --- a/environment.yml +++ /dev/null @@ -1,54 +0,0 @@ -name: streamlit-env -dependencies: - - python=3.10 - - pip - - pip: - - altair==5.5.0 - - attrs==25.3.0 - - blinker==1.9.0 - - cachetools==5.5.2 - - captcha==0.5.0 - - certifi==2025.1.31 - - charset-normalizer==3.4.1 - - click==8.1.8 - - contourpy==1.3.1 - - cycler==0.12.1 - - fonttools==4.56.0 - - gitdb==4.0.12 - - gitpython==3.1.44 - - idna==3.10 - - jinja2==3.1.6 - - jsonschema==4.23.0 - - jsonschema-specifications==2024.10.1 - - kiwisolver==1.4.8 - - markupsafe==3.0.2 - - matplotlib==3.10.1 - - narwhals==1.32.0 - - numpy==1.26.4 - - packaging==24.2 - - pandas==2.2.3 - - pillow==11.1.0 - - plotly==5.22.0 - - protobuf==5.29.4 - - psutil==7.0.0 - - pyarrow==19.0.1 - - pydeck==0.9.1 - - pyopenms==3.2.0 - - pyopenms-viz==1.0.0 - - pyparsing==3.2.3 - - python-dateutil==2.9.0.post0 - - pytz==2025.2 - - referencing==0.36.2 - - requests==2.32.3 - - rpds-py==0.24.0 - - six==1.17.0 - - smmap==5.0.2 - - streamlit==1.43.0 - - streamlit-js-eval==0.1.7 - - tenacity==9.0.0 - - toml==0.10.2 - - tornado==6.4.2 - - typing-extensions==4.13.0 - - tzdata==2025.2 - - urllib3==2.3.0 - - watchdog==6.0.0 From 175e027deb72670e2fda7cde719518267e18f83a Mon Sep 17 00:00:00 2001 From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com> Date: Thu, 17 Apr 2025 19:49:20 -0400 Subject: [PATCH 114/138] deps: bump captcha from 0.5.0 to 0.7.1 (#219) Bumps [captcha](https://github.com/lepture/captcha) from 0.5.0 to 0.7.1. - [Release notes](https://github.com/lepture/captcha/releases) - [Changelog](https://github.com/lepture/captcha/blob/main/docs/changelog.rst) - [Commits](https://github.com/lepture/captcha/compare/v0.5.0...v0.7.1) --- updated-dependencies: - dependency-name: captcha dependency-type: direct:production update-type: version-update:semver-minor ... Signed-off-by: dependabot[bot] Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com> --- requirements.txt | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/requirements.txt b/requirements.txt index 22e73965..6744a1e0 100644 --- a/requirements.txt +++ b/requirements.txt @@ -14,7 +14,7 @@ blinker==1.9.0 # via streamlit cachetools==5.5.2 # via streamlit -captcha==0.5.0 +captcha==0.7.1 # via src (pyproject.toml) certifi==2025.1.31 # via requests From 65c152bff4dfdebc9398353ea4c6dccbb09a2d5c Mon Sep 17 00:00:00 2001 From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com> Date: Thu, 17 Apr 2025 19:52:44 -0400 Subject: [PATCH 115/138] deps: bump pyopenms from 3.2.0 to 3.3.0 (#215) Bumps [pyopenms](https://github.com/OpenMS/pyopenms-docs) from 3.2.0 to 3.3.0. - [Release notes](https://github.com/OpenMS/pyopenms-docs/releases) - [Commits](https://github.com/OpenMS/pyopenms-docs/compare/release/3.2.0...release/3.3.0) --- updated-dependencies: - dependency-name: pyopenms dependency-type: direct:production update-type: version-update:semver-minor ... Signed-off-by: dependabot[bot] Co-authored-by: dependabot[bot] <49699333+dependabot[bot]@users.noreply.github.com> --- requirements.txt | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/requirements.txt b/requirements.txt index 6744a1e0..a280e255 100644 --- a/requirements.txt +++ b/requirements.txt @@ -85,7 +85,7 @@ pyarrow==19.0.1 # via streamlit pydeck==0.9.1 # via streamlit -pyopenms==3.2.0 +pyopenms==3.3.0 # via src (pyproject.toml) pyopenms-viz==1.0.0 # via src (pyproject.toml) From f8a9cb4b705d81c0e5d118882c4e50e1955cfa30 Mon Sep 17 00:00:00 2001 From: Harshit Date: Fri, 18 Apr 2025 05:26:55 +0530 Subject: [PATCH 116/138] Add comprehensive tests for TOPP workflow parameter page (#209) * Add comprehensive tests for TOPP workflow parameter page * Add comprehensive tests for TOPP workflow parameter page * Add comprehensive tests for TOPP workflow parameter page * Remove unused import and enhance parameter tests with complex data types --- tests/test_topp_workflow_parameter.py | 249 ++++++++++++++++++++++++++ 1 file changed, 249 insertions(+) create mode 100644 tests/test_topp_workflow_parameter.py diff --git a/tests/test_topp_workflow_parameter.py b/tests/test_topp_workflow_parameter.py new file mode 100644 index 00000000..fa4d75e6 --- /dev/null +++ b/tests/test_topp_workflow_parameter.py @@ -0,0 +1,249 @@ +""" +Tests for the TOPP workflow parameter page. + +This module verifies that the TOPP workflow parameter page correctly +displays parameter values, handles different parameter types, +organizes parameters into sections, and properly toggles advanced parameters. +""" +import os +import sys +import pytest +from unittest.mock import patch, MagicMock + +# Add project root to path for imports using a named constant +PROJECT_ROOT = os.path.dirname(os.path.dirname(os.path.abspath(__file__))) +sys.path.append(PROJECT_ROOT) + +# Create mock for pyopenms to avoid dependency on actual OpenMS installation +mock_pyopenms = MagicMock() +mock_pyopenms.__version__ = "2.9.1" # Mock version for testing +sys.modules['pyopenms'] = mock_pyopenms + +@pytest.fixture +def mock_streamlit(): + """Mock essential Streamlit components for testing parameter display.""" + with patch('streamlit.tabs') as mock_tabs, \ + patch('streamlit.columns') as mock_columns, \ + patch('streamlit.session_state', create=True, new={}) as mock_session_state, \ + patch('streamlit.selectbox') as mock_selectbox, \ + patch('streamlit.number_input') as mock_number_input, \ + patch('streamlit.checkbox') as mock_checkbox, \ + patch('streamlit.text_input') as mock_text_input, \ + patch('streamlit.markdown') as mock_markdown: + + # Configure session state + mock_session_state["workspace"] = "test_workspace" + mock_session_state["advanced"] = False + + yield { + 'tabs': mock_tabs, + 'columns': mock_columns, + 'session_state': mock_session_state, + 'selectbox': mock_selectbox, + 'number_input': mock_number_input, + 'checkbox': mock_checkbox, + 'text_input': mock_text_input, + 'markdown': mock_markdown + } + + +def test_mock_pyopenms(): + """Verify that pyopenms mock is working correctly.""" + import pyopenms + assert hasattr(pyopenms, '__version__') + + +def test_topp_parameter_correctness(): + """Test that TOPP parameters are displayed with correct values.""" + # Define expected parameters with values + expected_params = { + "noise_threshold": 1000.0, + "mz_tolerance": 10.0, + "rt_window": 60.0, + "use_smoothing": True + } + + # Create a mock parameter object + param = MagicMock() + + # Configure parameter behavior + def mock_get_value(param_name): + decoded_name = param_name.decode() if isinstance(param_name, bytes) else param_name + param_key = decoded_name.split(':')[-1] + return expected_params.get(param_key, 0) + + # Setup parameter functions + param.getValue = mock_get_value + param.getNames = MagicMock(return_value=[f"FeatureFinderMetabo:{name}".encode() + for name in expected_params]) + + # Mock display function to capture values + displayed_values = {} + + # Function to simulate parameter display logic + def display_parameters(param_obj): + """Simulate the display of parameters.""" + for encoded_name in param_obj.getNames(): + name = encoded_name.decode() + simple_name = name.split(':')[-1] + value = param_obj.getValue(encoded_name) + displayed_values[simple_name] = value + + # Call simulated display + display_parameters(param) + + # Verify displayed values match expected values + for param_name, expected_value in expected_params.items(): + assert param_name in displayed_values, f"Parameter {param_name} was not displayed" + assert displayed_values[param_name] == expected_value, \ + f"Parameter {param_name} showed value {displayed_values[param_name]} instead of {expected_value}" + + +def test_parameter_types(): + """Test that parameters of different types are handled correctly.""" + # Test parameter objects with different types + param = MagicMock() + + + type_params = { + "float_param": 10.5, + "int_param": 42, + "bool_param": True, + "string_param": "test", + "list_param": ["item1", "item2"], + "dict_param": {"key1": "value1", "key2": 123}, + "nested_param": [{"name": "nested1"}, {"name": "nested2"}] + } + + # Configure mock + param.getNames = MagicMock(return_value=[f"Tool:{name}".encode() for name in type_params]) + + def mock_get_value(param_name): + param_key = param_name.decode().split(':')[-1] + return type_params.get(param_key, 0) + + param.getValue = mock_get_value + + # Capture displayed values + displayed_values = {} + displayed_types = {} + + # Display parameters + def display_parameters(param_obj): + for encoded_name in param_obj.getNames(): + name = encoded_name.decode() + simple_name = name.split(':')[-1] + value = param_obj.getValue(encoded_name) + displayed_values[simple_name] = value + displayed_types[simple_name] = type(value) + + display_parameters(param) + + # Verify both values and types are preserved + for param_name, expected_value in type_params.items(): + assert displayed_values[param_name] == expected_value + # Use 'is' for more precise type comparison + assert type(displayed_values[param_name]) is type(expected_value) + + # For complex structures, verify deep equality + if isinstance(expected_value, (dict, list)): + # Check that nested structures match exactly + if isinstance(expected_value, dict): + for key, val in expected_value.items(): + assert displayed_values[param_name][key] == val + elif isinstance(expected_value, list) and expected_value and isinstance(expected_value[0], dict): + # For lists of dictionaries, check each item + for i, item in enumerate(expected_value): + assert displayed_values[param_name][i] == item + + +def test_parameter_sections(): + """Test that parameters are properly organized into sections.""" + param = MagicMock() + + # Create parameters in different sections + section_params = { + "algorithm:common:param1": 1.0, + "algorithm:common:param2": 2.0, + "algorithm:centroided:param3": 3.0, + "preprocessing:param4": 4.0 + } + + # Configure mock + param.getNames = MagicMock(return_value=[k.encode() for k in section_params]) + + def get_section_description(section): + if "algorithm:common" in section: + return "Common algorithm parameters" + elif "algorithm:centroided" in section: + return "Parameters for centroided data" + elif "preprocessing" in section: + return "Data preprocessing parameters" + return "" + + param.getSectionDescription = get_section_description + + # Capture sections + sections = set() + section_params_map = {} + + def organize_parameters(param_obj): + for name in param_obj.getNames(): + decoded = name.decode() + section = ":".join(decoded.split(":")[:-1]) + sections.add(section) + if section not in section_params_map: + section_params_map[section] = [] + section_params_map[section].append(decoded.split(":")[-1]) + + organize_parameters(param) + + # Verify sections were correctly identified + assert "algorithm:common" in sections + assert "algorithm:centroided" in sections + assert "preprocessing" in sections + + # Verify parameters were organized correctly + assert "param1" in section_params_map["algorithm:common"] + assert "param2" in section_params_map["algorithm:common"] + assert "param3" in section_params_map["algorithm:centroided"] + assert "param4" in section_params_map["preprocessing"] + + +def test_advanced_parameter_toggle(mock_streamlit): + """Test that advanced parameters are only shown when advanced toggle is enabled.""" + param = MagicMock() + + # Define both basic and advanced parameters + params = [ + {"name": "basic_param", "value": 1.0, "advanced": False}, + {"name": "advanced_param", "value": 42.0, "advanced": True} + ] + + # Setup param mock + param.getNames = MagicMock(return_value=[f"Tool:{p['name']}".encode() for p in params]) + param.isAdvanced = lambda key: any(p["advanced"] for p in params if p["name"] in key.decode()) + + # Function to simulate parameter filtering based on advanced setting + def filter_and_display_params(advanced_enabled=False): + displayed_params = [] + for name in param.getNames(): + if not param.isAdvanced(name) or advanced_enabled: + displayed_params.append(name.decode().split(":")[-1]) + return displayed_params + + # Test with advanced OFF + mock_streamlit['session_state']["advanced"] = False + basic_display = filter_and_display_params(mock_streamlit['session_state']["advanced"]) + + # Test with advanced ON + mock_streamlit['session_state']["advanced"] = True + advanced_display = filter_and_display_params(mock_streamlit['session_state']["advanced"]) + + # Verify only basic parameters are displayed when advanced is OFF + assert "basic_param" in basic_display + assert "advanced_param" not in basic_display + + # Verify all parameters are displayed when advanced is ON + assert "basic_param" in advanced_display + assert "advanced_param" in advanced_display \ No newline at end of file From 5f126f705e7c4eafd09f616fa3d54c109c15c5ee Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Thu, 29 May 2025 14:32:19 +0200 Subject: [PATCH 117/138] Update Licence (#249) * update licence * fix duplicate licence, refer to git tracking --- LICENSE | 29 +++++++++++++++++++++++++++++ 1 file changed, 29 insertions(+) create mode 100644 LICENSE diff --git a/LICENSE b/LICENSE new file mode 100644 index 00000000..aac5ba3c --- /dev/null +++ b/LICENSE @@ -0,0 +1,29 @@ +-------------------------------------------------------------------------- + OpenMS -- Open-Source Mass Spectrometry +-------------------------------------------------------------------------- +Copyright OpenMS Inc. -- Eberhard Karls University Tuebingen, +ETH Zurich, and Freie Universitaet Berlin 2002-present. + +This software is released under a three-clause BSD license: + * Redistributions of source code must retain the above copyright + notice, this list of conditions and the following disclaimer. + * Redistributions in binary form must reproduce the above copyright + notice, this list of conditions and the following disclaimer in the + documentation and/or other materials provided with the distribution. + * Neither the name of any author or any participating institution + may be used to endorse or promote products derived from this software + without specific prior written permission. +For a full list of authors, refer to the git contributions. +-------------------------------------------------------------------------- +THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS" +AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE +IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE +ARE DISCLAIMED. IN NO EVENT SHALL ANY OF THE AUTHORS OR THE CONTRIBUTING +INSTITUTIONS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, +EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, +PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; +OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, +WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR +OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF +ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. + From 0fa6250b61ffe8bb37a51e9cc3a3801f126268a8 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Thu, 29 May 2025 14:32:29 +0200 Subject: [PATCH 118/138] Fix Failing Tests (#250) * fix failing tests * hold back cython 3.1 as it breaks autowrap * add quotes --- Dockerfile | 2 +- src/view.py | 8 +++++--- 2 files changed, 6 insertions(+), 4 deletions(-) diff --git a/Dockerfile b/Dockerfile index 27353852..090ab50d 100644 --- a/Dockerfile +++ b/Dockerfile @@ -58,7 +58,7 @@ SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] # Install up-to-date cmake via mamba and packages for pyOpenMS build. RUN mamba install cmake -RUN pip install --upgrade pip && python -m pip install -U setuptools nose Cython autowrap pandas numpy pytest +RUN pip install --upgrade pip && python -m pip install -U setuptools nose 'cython<3.1' autowrap pandas numpy pytest # Clone OpenMS branch and the associcated contrib+thirdparties+pyOpenMS-doc submodules. RUN git clone --recursive --depth=1 -b ${OPENMS_BRANCH} --single-branch ${OPENMS_REPO} && cd /OpenMS diff --git a/src/view.py b/src/view.py index bb9e9a04..59ff75ff 100644 --- a/src/view.py +++ b/src/view.py @@ -56,11 +56,11 @@ def get_df(file: Union[str, Path]) -> pd.DataFrame: if not exp_ms1.empty(): st.session_state["view_ms1"] = exp_ms1.get_df(long=True) else: - st.session_state["view_ms1"] = pd.DataFrame() + st.session_state["view_ms1"] = pd.DataFrame(columns=['RT', 'mz', 'inty']) if not exp_ms2.empty(): st.session_state["view_ms2"] = exp_ms2.get_df(long=True) else: - st.session_state["view_ms2"] = pd.DataFrame() + st.session_state["view_ms2"] = pd.DataFrame(columns=['RT', 'mz', 'inty']) def plot_bpc_tic() -> go.Figure: @@ -178,6 +178,8 @@ def view_peak_map(): df = df[df["mz"] > box[0]["y"][1]] df = df[df["mz"] < box[0]["y"][0]] df = df[df["RT"] < box[0]["x"][1]] + if len(df) == 0: + return peak_map = df.plot( kind="peakmap", x="RT", @@ -244,7 +246,7 @@ def view_spectrum(): hide_index=True, ) with cols[1]: - if index is not None: + if (index is not None) and (len(df) != 0): df = st.session_state.view_spectra.iloc[index] if "view_spectrum_selection" in st.session_state: box = st.session_state.view_spectrum_selection.selection.box From 57fccde390ef0ce95a625c7a427840a8d69860c3 Mon Sep 17 00:00:00 2001 From: Arslan Siraj Date: Sat, 31 May 2025 09:18:22 +0200 Subject: [PATCH 119/138] Update Dockerfile for pyopenms-viz (#251) --- Dockerfile | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Dockerfile b/Dockerfile index 090ab50d..3386fa7d 100644 --- a/Dockerfile +++ b/Dockerfile @@ -94,7 +94,7 @@ RUN pip install dist/*.whl # Install other dependencies (excluding pyopenms) COPY requirements.txt ./requirements.txt -RUN grep -v '^pyopenms' requirements.txt > requirements_cleaned.txt && mv requirements_cleaned.txt requirements.txt +RUN grep -Ev '^pyopenms([=<>!~].*)?$' requirements.txt > requirements_cleaned.txt && mv requirements_cleaned.txt requirements.txt RUN pip install -r requirements.txt WORKDIR / From 2993a484acdb754689f49984fd560dfca1cc27f5 Mon Sep 17 00:00:00 2001 From: Arslan Siraj Date: Thu, 31 Jul 2025 11:36:37 +0200 Subject: [PATCH 120/138] Update README.md --- README.md | 84 +++++++++++++++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 84 insertions(+) diff --git a/README.md b/README.md index cd2fe243..c5f8e58b 100644 --- a/README.md +++ b/README.md @@ -18,6 +18,90 @@ This repository contains a template app for OpenMS workflows in a web applicatio Documentation for **users** and **developers** is included as pages in [this template app](https://abi-services.cs.uni-tuebingen.de/streamlit-template/), indicated by the 📖 icon. +# 🚀 Quickstart Guide + +## 🔗 Try the Online Demo + +Explore the hosted version here: +👉 [Live App](https://abi-services.cs.uni-tuebingen.de/streamlit-template/) + +--- + +## 💻 Run Locally + +To test the app locally (without OpenMS features): + +1. **Clone the repository** + ```bash + git clone https://github.com/your-username/streamlit-template.git + cd streamlit-template + ``` + +2. **Install dependencies** + ```bash + pip install -r requirements.txt + ``` + +3. **Launch the app** + ```bash + streamlit run app.py + ``` + +> ⚠️ Note: The local version offers limited functionality. Features that depend on OpenMS are only available in the Docker setup. + +--- + +## 🐳 Run with Docker (Full Feature Set) + +We recommend using Docker for a consistent environment and access to all OpenMS-based tools. + +### 🔧 Install Docker (Ubuntu) + +Follow the [official Docker installation guide](https://docs.docker.com/engine/install/) +Or run the following commands on Ubuntu: + +
+Click to expand + +```bash +# Remove older Docker versions (if any) +for pkg in docker.io docker-doc docker-compose docker-compose-v2 podman-docker containerd runc; do sudo apt-get remove -y $pkg; done + +# Install Docker’s GPG key and repository +sudo apt-get update +sudo apt-get install -y ca-certificates curl +sudo install -m 0755 -d /etc/apt/keyrings +sudo curl -fsSL https://download.docker.com/linux/ubuntu/gpg -o /etc/apt/keyrings/docker.asc +sudo chmod a+r /etc/apt/keyrings/docker.asc +echo "deb [arch=$(dpkg --print-architecture) signed-by=/etc/apt/keyrings/docker.asc] https://download.docker.com/linux/ubuntu $(. /etc/os-release && echo \"$VERSION_CODENAME\") stable" | sudo tee /etc/apt/sources.list.d/docker.list > /dev/null +sudo apt-get update +sudo apt-get install -y docker-ce docker-ce-cli containerd.io docker-buildx-plugin docker-compose-plugin +``` + +
+ +### ✅ Test Docker + +```bash +docker run hello-world +``` + +You should see a "Hello from Docker!" message. + +--- + +### ▶️ Build & Start the App + +From the project root directory: + +```bash +docker compose up -d --build +``` + +This will launch the app with full functionality, including tools that rely on OpenMS. + +--- + ## Citation Please cite: From ff0f4ea77321bc7a2491050734e87f4e81b3fd90 Mon Sep 17 00:00:00 2001 From: Arslan Siraj Date: Thu, 31 Jul 2025 11:47:04 +0200 Subject: [PATCH 121/138] Update README.md --- README.md | 90 +++++++++++++++++++++++-------------------------------- 1 file changed, 38 insertions(+), 52 deletions(-) diff --git a/README.md b/README.md index c5f8e58b..99a1419c 100644 --- a/README.md +++ b/README.md @@ -18,18 +18,13 @@ This repository contains a template app for OpenMS workflows in a web applicatio Documentation for **users** and **developers** is included as pages in [this template app](https://abi-services.cs.uni-tuebingen.de/streamlit-template/), indicated by the 📖 icon. -# 🚀 Quickstart Guide - ## 🔗 Try the Online Demo -Explore the hosted version here: -👉 [Live App](https://abi-services.cs.uni-tuebingen.de/streamlit-template/) - ---- +Explore the hosted version here: 👉 [Live App](https://abi-services.cs.uni-tuebingen.de/streamlit-template/) ## 💻 Run Locally -To test the app locally (without OpenMS features): +To test the app locally: 1. **Clone the repository** ```bash @@ -49,58 +44,49 @@ To test the app locally (without OpenMS features): > ⚠️ Note: The local version offers limited functionality. Features that depend on OpenMS are only available in the Docker setup. ---- ## 🐳 Run with Docker (Full Feature Set) -We recommend using Docker for a consistent environment and access to all OpenMS-based tools. - -### 🔧 Install Docker (Ubuntu) - -Follow the [official Docker installation guide](https://docs.docker.com/engine/install/) -Or run the following commands on Ubuntu: - -
-Click to expand - -```bash -# Remove older Docker versions (if any) -for pkg in docker.io docker-doc docker-compose docker-compose-v2 podman-docker containerd runc; do sudo apt-get remove -y $pkg; done - -# Install Docker’s GPG key and repository -sudo apt-get update -sudo apt-get install -y ca-certificates curl -sudo install -m 0755 -d /etc/apt/keyrings -sudo curl -fsSL https://download.docker.com/linux/ubuntu/gpg -o /etc/apt/keyrings/docker.asc -sudo chmod a+r /etc/apt/keyrings/docker.asc -echo "deb [arch=$(dpkg --print-architecture) signed-by=/etc/apt/keyrings/docker.asc] https://download.docker.com/linux/ubuntu $(. /etc/os-release && echo \"$VERSION_CODENAME\") stable" | sudo tee /etc/apt/sources.list.d/docker.list > /dev/null -sudo apt-get update -sudo apt-get install -y docker-ce docker-ce-cli containerd.io docker-buildx-plugin docker-compose-plugin -``` - -
- -### ✅ Test Docker - -```bash -docker run hello-world -``` +1. **Install Docker (Ubuntu)** -You should see a "Hello from Docker!" message. - ---- - -### ▶️ Build & Start the App - -From the project root directory: + Install Docker from the [official Docker installation guide](https://docs.docker.com/engine/install/) + +
+ Click to expand + + ```bash + # Remove older Docker versions (if any) + for pkg in docker.io docker-doc docker-compose docker-compose-v2 podman-docker containerd runc; do sudo apt-get remove -y $pkg; done + + # Install Docker’s GPG key and repository + sudo apt-get update + sudo apt-get install -y ca-certificates curl + sudo install -m 0755 -d /etc/apt/keyrings + sudo curl -fsSL https://download.docker.com/linux/ubuntu/gpg -o /etc/apt/keyrings/docker.asc + sudo chmod a+r /etc/apt/keyrings/docker.asc + echo "deb [arch=$(dpkg --print-architecture) signed-by=/etc/apt/keyrings/docker.asc] https://download.docker.com/linux/ubuntu $(. /etc/os-release && echo \"$VERSION_CODENAME\") stable" | sudo tee /etc/apt/sources.list.d/docker.list > /dev/null + sudo apt-get update + sudo apt-get install -y docker-ce docker-ce-cli containerd.io docker-buildx-plugin docker-compose-plugin + ``` + +
-```bash -docker compose up -d --build -``` +2. **Test Docker** + + Verify that Docker is working.. + ```bash + docker run hello-world + ``` + When running this command, you should see a hello world message from Docker. -This will launch the app with full functionality, including tools that rely on OpenMS. +3. **Build & Start the App** ---- + From the project root directory: + + ```bash + docker compose up -d --build + ``` + This will launch the app with full functionality, including tools that rely on OpenMS. ## Citation From 27bdb857eb40c42f7576ad9f518ccf67dbe1eaf6 Mon Sep 17 00:00:00 2001 From: Arslan Siraj Date: Thu, 31 Jul 2025 11:48:00 +0200 Subject: [PATCH 122/138] add docs, to run the app --- README.md | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/README.md b/README.md index 99a1419c..4cd7c1de 100644 --- a/README.md +++ b/README.md @@ -14,10 +14,6 @@ This repository contains a template app for OpenMS workflows in a web applicatio - framework for workflows with OpenMS TOPP tools - Deployment [with docker-compose](https://github.com/OpenMS/streamlit-deployment) -## Documentation - -Documentation for **users** and **developers** is included as pages in [this template app](https://abi-services.cs.uni-tuebingen.de/streamlit-template/), indicated by the 📖 icon. - ## 🔗 Try the Online Demo Explore the hosted version here: 👉 [Live App](https://abi-services.cs.uni-tuebingen.de/streamlit-template/) @@ -88,6 +84,10 @@ To test the app locally: ``` This will launch the app with full functionality, including tools that rely on OpenMS. +## Documentation + +Documentation for **users** and **developers** is included as pages in [this template app](https://abi-services.cs.uni-tuebingen.de/streamlit-template/), indicated by the 📖 icon. + ## Citation Please cite: From 7d12753ef86e4a298ff2965ece5b94cfda3c9fc8 Mon Sep 17 00:00:00 2001 From: Arslan Siraj Date: Thu, 31 Jul 2025 11:59:08 +0200 Subject: [PATCH 123/138] Update README.md --- README.md | 10 +++++++--- 1 file changed, 7 insertions(+), 3 deletions(-) diff --git a/README.md b/README.md index 4cd7c1de..6cd8d38e 100644 --- a/README.md +++ b/README.md @@ -20,7 +20,7 @@ Explore the hosted version here: 👉 [Live App](https://abi-services.cs.uni-tu ## 💻 Run Locally -To test the app locally: +To run the app locally: 1. **Clone the repository** ```bash @@ -29,11 +29,15 @@ To test the app locally: ``` 2. **Install dependencies** + + Make sure you can run ```pip``` commands. + + Install all dependencies with: ```bash pip install -r requirements.txt ``` -3. **Launch the app** +4. **Launch the app** ```bash streamlit run app.py ``` @@ -82,7 +86,7 @@ To test the app locally: ```bash docker compose up -d --build ``` - This will launch the app with full functionality, including tools that rely on OpenMS. + This will launch the app with full functionality. ## Documentation From 3ec2995f3ac0f800e91c5aba4cd8e322a8fd4960 Mon Sep 17 00:00:00 2001 From: Arslan Siraj Date: Thu, 31 Jul 2025 12:06:20 +0200 Subject: [PATCH 124/138] Update README.md --- README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/README.md b/README.md index 6cd8d38e..ceddb41f 100644 --- a/README.md +++ b/README.md @@ -24,7 +24,7 @@ To run the app locally: 1. **Clone the repository** ```bash - git clone https://github.com/your-username/streamlit-template.git + git clone https://github.com/Arslan-Siraj/streamlit-template.git cd streamlit-template ``` From 49c8785883c2ead44a1d4d0e0475a2e2da0ff5ed Mon Sep 17 00:00:00 2001 From: Arslan Siraj Date: Thu, 31 Jul 2025 12:07:14 +0200 Subject: [PATCH 125/138] Update README.md --- README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/README.md b/README.md index ceddb41f..054cc855 100644 --- a/README.md +++ b/README.md @@ -24,7 +24,7 @@ To run the app locally: 1. **Clone the repository** ```bash - git clone https://github.com/Arslan-Siraj/streamlit-template.git + git clone https://github.com/OpenMS/streamlit-template.git cd streamlit-template ``` From 98c2920ae75f9a96fb03ab947b6fdcff40c59c1c Mon Sep 17 00:00:00 2001 From: Arslan Siraj Date: Thu, 31 Jul 2025 12:20:24 +0200 Subject: [PATCH 126/138] Update README.md --- README.md | 8 +++++++- 1 file changed, 7 insertions(+), 1 deletion(-) diff --git a/README.md b/README.md index 054cc855..04f2e13e 100644 --- a/README.md +++ b/README.md @@ -78,7 +78,13 @@ To run the app locally: docker run hello-world ``` When running this command, you should see a hello world message from Docker. - +4. **Specify GitHub token (to download Windows executables).** + + Create a temporary `.env` file with your Github token. + + It should contain only one line: + `GITHUB_TOKEN=` + 3. **Build & Start the App** From the project root directory: From 6d912788ad50bc93a19e3f5103b47c603c23cf6e Mon Sep 17 00:00:00 2001 From: Arslan Siraj Date: Thu, 31 Jul 2025 14:17:16 +0200 Subject: [PATCH 127/138] Update README.md for docker --- README.md | 49 +++++++++++++++++++++++++++++++++---------------- 1 file changed, 33 insertions(+), 16 deletions(-) diff --git a/README.md b/README.md index 04f2e13e..eedda708 100644 --- a/README.md +++ b/README.md @@ -45,9 +45,9 @@ To run the app locally: > ⚠️ Note: The local version offers limited functionality. Features that depend on OpenMS are only available in the Docker setup. -## 🐳 Run with Docker (Full Feature Set) +## 🐳 Build with Docker -1. **Install Docker (Ubuntu)** +1. **Install Docker** Install Docker from the [official Docker installation guide](https://docs.docker.com/engine/install/) @@ -57,42 +57,59 @@ To run the app locally: ```bash # Remove older Docker versions (if any) for pkg in docker.io docker-doc docker-compose docker-compose-v2 podman-docker containerd runc; do sudo apt-get remove -y $pkg; done - - # Install Docker’s GPG key and repository - sudo apt-get update - sudo apt-get install -y ca-certificates curl - sudo install -m 0755 -d /etc/apt/keyrings - sudo curl -fsSL https://download.docker.com/linux/ubuntu/gpg -o /etc/apt/keyrings/docker.asc - sudo chmod a+r /etc/apt/keyrings/docker.asc - echo "deb [arch=$(dpkg --print-architecture) signed-by=/etc/apt/keyrings/docker.asc] https://download.docker.com/linux/ubuntu $(. /etc/os-release && echo \"$VERSION_CODENAME\") stable" | sudo tee /etc/apt/sources.list.d/docker.list > /dev/null - sudo apt-get update - sudo apt-get install -y docker-ce docker-ce-cli containerd.io docker-buildx-plugin docker-compose-plugin ``` 2. **Test Docker** - Verify that Docker is working.. + Verify that Docker is working. ```bash docker run hello-world ``` When running this command, you should see a hello world message from Docker. + +3. **Clone the repository** + ```bash + git clone https://github.com/OpenMS/streamlit-template.git + cd streamlit-template + ``` + 4. **Specify GitHub token (to download Windows executables).** Create a temporary `.env` file with your Github token. It should contain only one line: `GITHUB_TOKEN=` + + ℹ️ **Note:** This step is not strictly required, but skipping it will remove the option to download executables from the WebApp. -3. **Build & Start the App** +3. **Build & Launch the App** + To build and start the containers. From the project root directory: ```bash - docker compose up -d --build + docker-compose up -d --build ``` - This will launch the app with full functionality. + At the end, you should see this: + ``` + [+] Running 2/2 + ✔ openms-streamlit-template Built + ✔ Container openms-streamlit-template Started + ``` + + To make sure server started successfully, run `docker compose ps`. You should see `UP´ status': + ``` + CONTAINER ID IMAGE COMMAND CREATED STATUS PORTS NAMES + 4abe0603e521 openms_streamlit_template "/app/entrypoint.sh …" 7 minutes ago Up 7 minutes 0.0.0.0:8501->8501/tcp, :::8501->8501/tcp openms-streamlit-template + ``` + + To map the port to default streamlit port `8501´ and launch. + + ``` + docker run -p 8505:8501 openms_streamlit_template + ``` ## Documentation From c5b075829be2881ba4f97aa4780144a8ea89348b Mon Sep 17 00:00:00 2001 From: Arslan Siraj Date: Thu, 31 Jul 2025 15:05:12 +0200 Subject: [PATCH 128/138] Update README.md --- README.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/README.md b/README.md index eedda708..a0005a17 100644 --- a/README.md +++ b/README.md @@ -99,13 +99,13 @@ To run the app locally: ✔ Container openms-streamlit-template Started ``` - To make sure server started successfully, run `docker compose ps`. You should see `UP´ status': + To make sure server started successfully, run `docker compose ps`. You should see `Up` status: ``` CONTAINER ID IMAGE COMMAND CREATED STATUS PORTS NAMES 4abe0603e521 openms_streamlit_template "/app/entrypoint.sh …" 7 minutes ago Up 7 minutes 0.0.0.0:8501->8501/tcp, :::8501->8501/tcp openms-streamlit-template ``` - To map the port to default streamlit port `8501´ and launch. + To map the port to default streamlit port `8501` and launch. ``` docker run -p 8505:8501 openms_streamlit_template From 56e2232b6b349035b222ce246a2ab2856c8b1df8 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Thu, 31 Jul 2025 16:39:18 +0200 Subject: [PATCH 129/138] add info about both dockerfiles --- README.md | 5 +++++ 1 file changed, 5 insertions(+) diff --git a/README.md b/README.md index a0005a17..9da23d57 100644 --- a/README.md +++ b/README.md @@ -47,6 +47,11 @@ To run the app locally: ## 🐳 Build with Docker +This repository contains two Dockerfiles. + +1. `Dockerfile`: This Dockerfile builds all dependencies for the app including Python packages and the OpenMS TOPP tools. Recommended for more complex workflows where you want to use the OpenMS TOPP tools for instance with the **TOPP Workflow Framework**. +2. `Dockerfile_simple`: This Dockerfile builds only the Python packages. Recommended for simple apps using pyOpenMS only. + 1. **Install Docker** Install Docker from the [official Docker installation guide](https://docs.docker.com/engine/install/) From e326c4be90b612a5615662e9ef416e4c6ece273e Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Thu, 31 Jul 2025 16:39:33 +0200 Subject: [PATCH 130/138] update docs in template --- docs/installation.md | 112 ++++++++++++++++++++++++++++++++----------- 1 file changed, 84 insertions(+), 28 deletions(-) diff --git a/docs/installation.md b/docs/installation.md index f3e6c88a..06e04654 100644 --- a/docs/installation.md +++ b/docs/installation.md @@ -11,43 +11,99 @@ Select the latest successfull run and download the zip file from the artifacts s Clone the [streamlit-template repository](https://github.com/OpenMS/streamlit-template). It includes files to install dependencies via pip or conda. -### via pip in a new Python environment +## 💻 Run Locally -Create a virtual environment +To run the app locally: -`python3 -m venv ` +1. **Clone the repository** + ```bash + git clone https://github.com/OpenMS/streamlit-template.git + cd streamlit-template + ``` -Activate the virtual environment +2. **Install dependencies** + + Make sure you can run ```pip``` commands. + + Install all dependencies with: + ```bash + pip install -r requirements.txt + ``` -`source .venv/bin/activate` +4. **Launch the app** + ```bash + streamlit run app.py + ``` -To install all required depdencies via pip in the new Python environment, run the following command in the terminal: +> ⚠️ Note: The local version offers limited functionality. Features that depend on OpenMS are only available in the Docker setup. -`pip install -r requirements.txt` -### via pip in an existing Python environment - -To install all required depdencies via pip in an already existing Python environment, run the following command in the terminal: - -`pip install -r requirements.txt` - -### create new environment via conda/mamba - -Create and activate the conda environment: - -`conda env create -f environment.yml` - -`conda activate streamlit-env` - -### run the app - -Run the app via streamlit command in the terminal. *local* and *online* mode can be toggled in the settings.json. Learn more about *local* and *online* mode in the documentation page 📖 **OpenMS Template App**. - -`streamlit run app.py` - -## Docker +## 🐳 Build with Docker This repository contains two Dockerfiles. 1. `Dockerfile`: This Dockerfile builds all dependencies for the app including Python packages and the OpenMS TOPP tools. Recommended for more complex workflows where you want to use the OpenMS TOPP tools for instance with the **TOPP Workflow Framework**. 2. `Dockerfile_simple`: This Dockerfile builds only the Python packages. Recommended for simple apps using pyOpenMS only. + +1. **Install Docker** + + Install Docker from the [official Docker installation guide](https://docs.docker.com/engine/install/) + +
+ Click to expand + + ```bash + # Remove older Docker versions (if any) + for pkg in docker.io docker-doc docker-compose docker-compose-v2 podman-docker containerd runc; do sudo apt-get remove -y $pkg; done + ``` + +
+ +2. **Test Docker** + + Verify that Docker is working. + ```bash + docker run hello-world + ``` + When running this command, you should see a hello world message from Docker. + +3. **Clone the repository** + ```bash + git clone https://github.com/OpenMS/streamlit-template.git + cd streamlit-template + ``` + +4. **Specify GitHub token (to download Windows executables).** + + Create a temporary `.env` file with your Github token. + + It should contain only one line: + `GITHUB_TOKEN=` + + ℹ️ **Note:** This step is not strictly required, but skipping it will remove the option to download executables from the WebApp. + +3. **Build & Launch the App** + + To build and start the containers. + From the project root directory: + + ```bash + docker-compose up -d --build + ``` + At the end, you should see this: + ``` + [+] Running 2/2 + ✔ openms-streamlit-template Built + ✔ Container openms-streamlit-template Started + ``` + + To make sure server started successfully, run `docker compose ps`. You should see `Up` status: + ``` + CONTAINER ID IMAGE COMMAND CREATED STATUS PORTS NAMES + 4abe0603e521 openms_streamlit_template "/app/entrypoint.sh …" 7 minutes ago Up 7 minutes 0.0.0.0:8501->8501/tcp, :::8501->8501/tcp openms-streamlit-template + ``` + + To map the port to default streamlit port `8501` and launch. + + ``` + docker run -p 8505:8501 openms_streamlit_template From a0f46b8337295151f3677823173071e2623c2f59 Mon Sep 17 00:00:00 2001 From: Samuel Wein Date: Fri, 1 Aug 2025 10:34:49 +0200 Subject: [PATCH 131/138] Pin autowrap version <0.23.0 Until we release 3.5.0 autowrap needs to stay at the old version. --- Dockerfile | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Dockerfile b/Dockerfile index 3386fa7d..433206d3 100644 --- a/Dockerfile +++ b/Dockerfile @@ -58,7 +58,7 @@ SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] # Install up-to-date cmake via mamba and packages for pyOpenMS build. RUN mamba install cmake -RUN pip install --upgrade pip && python -m pip install -U setuptools nose 'cython<3.1' autowrap pandas numpy pytest +RUN pip install --upgrade pip && python -m pip install -U setuptools nose 'cython<3.1' 'autowrap<0.23.0' pandas numpy pytest # Clone OpenMS branch and the associcated contrib+thirdparties+pyOpenMS-doc submodules. RUN git clone --recursive --depth=1 -b ${OPENMS_BRANCH} --single-branch ${OPENMS_REPO} && cd /OpenMS From 470a747fae1c39354b1740125c343695da23ef82 Mon Sep 17 00:00:00 2001 From: Samuel Wein Date: Fri, 1 Aug 2025 14:18:53 +0200 Subject: [PATCH 132/138] Update docker-compose.yml to remove deprecated version (#270) --- docker-compose.yml | 2 -- 1 file changed, 2 deletions(-) diff --git a/docker-compose.yml b/docker-compose.yml index 450b16e1..20098ba8 100644 --- a/docker-compose.yml +++ b/docker-compose.yml @@ -1,5 +1,3 @@ -version: '3.8' - services: openms-streamlit-template: build: From 3c76e9745c42351dc9a2633593b1c222a49a022b Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Fri, 1 Aug 2025 14:26:45 +0200 Subject: [PATCH 133/138] update to OpenMS 3.4 (#268) * update to OpenMS 3.4 * qt6 * update thirdparty folder structure * add libgl * pin autowrap --- Dockerfile | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/Dockerfile b/Dockerfile index 433206d3..df0371b9 100644 --- a/Dockerfile +++ b/Dockerfile @@ -9,7 +9,7 @@ FROM ubuntu:22.04 AS setup-build-system ARG OPENMS_REPO=https://github.com/OpenMS/OpenMS.git -ARG OPENMS_BRANCH=release/3.2.0 +ARG OPENMS_BRANCH=release/3.4.1 ARG PORT=8501 # GitHub token to download latest OpenMS executable for Windows from Github action artifact. ARG GITHUB_TOKEN @@ -31,7 +31,7 @@ RUN apt-get install -y --no-install-recommends --no-install-suggests libboost-da libboost-regex1.74-dev \ libboost-math1.74-dev \ libboost-random1.74-dev -RUN apt-get install -y --no-install-recommends --no-install-suggests qtbase5-dev libqt5svg5-dev libqt5opengl5-dev +RUN apt-get install -y --no-install-recommends --no-install-suggests qt6-base-dev libqt6svg6-dev libqt6opengl6-dev libqt6openglwidgets6 libgl-dev # Install Github CLI RUN (type -p wget >/dev/null || (apt-get update && apt-get install wget -y)) \ @@ -58,7 +58,7 @@ SHELL ["mamba", "run", "-n", "streamlit-env", "/bin/bash", "-c"] # Install up-to-date cmake via mamba and packages for pyOpenMS build. RUN mamba install cmake -RUN pip install --upgrade pip && python -m pip install -U setuptools nose 'cython<3.1' 'autowrap<0.23.0' pandas numpy pytest +RUN pip install --upgrade pip && python -m pip install -U setuptools nose 'cython<3.1' 'autowrap<0.23' pandas numpy pytest # Clone OpenMS branch and the associcated contrib+thirdparties+pyOpenMS-doc submodules. RUN git clone --recursive --depth=1 -b ${OPENMS_BRANCH} --single-branch ${OPENMS_REPO} && cd /OpenMS @@ -68,7 +68,7 @@ WORKDIR /OpenMS RUN mkdir /thirdparty && \ git submodule update --init THIRDPARTY && \ cp -r THIRDPARTY/All/* /thirdparty && \ - cp -r THIRDPARTY/Linux/64bit/* /thirdparty && \ + cp -r THIRDPARTY/Linux/x86_64/* /thirdparty && \ chmod -R +x /thirdparty ENV PATH="/thirdparty/LuciPHOr2:/thirdparty/MSGFPlus:/thirdparty/Sirius:/thirdparty/ThermoRawFileParser:/thirdparty/Comet:/thirdparty/Fido:/thirdparty/MaRaCluster:/thirdparty/MyriMatch:/thirdparty/OMSSA:/thirdparty/Percolator:/thirdparty/SpectraST:/thirdparty/XTandem:/thirdparty/crux:${PATH}" From 3bc48a5746bde9ef5a6646746965a0e5d4289ce0 Mon Sep 17 00:00:00 2001 From: Timo Sachsenberg Date: Tue, 5 Aug 2025 15:57:13 +0200 Subject: [PATCH 134/138] Hackathon (#269) * digestor * add calculator * fix emoji and add src file * min max size * renamed mass calculator * replace with spinbox * fix minor bugs * fix page name * rename of isotope generator * add formula and peptide pattern generator * add oligos * just RNA * fragmentation added * better emojis * more doc * docs * proper support for encodings * fix * slimmer * complete m/z calculator * fix sequence format * max charge * add length column * add start and end position columns to peptide digest output * add coloring * fix * fix lint * add first prefix ions --------- Co-authored-by: Tom David Mueller --- app.py | 8 +- content/digest.py | 321 +++++++++++ content/fragmentation.py | 799 +++++++++++++++++++++++++++ content/isotope_pattern_generator.py | 625 +++++++++++++++++++++ content/peptide_mz_calculator.py | 247 +++++++++ requirements.txt | 1 + src/peptide_mz_calculator.py | 107 ++++ utils/__init__.py | 3 + utils/digest.py | 359 ++++++++++++ utils/fasta.py | 151 +++++ 10 files changed, 2620 insertions(+), 1 deletion(-) create mode 100644 content/digest.py create mode 100644 content/fragmentation.py create mode 100644 content/isotope_pattern_generator.py create mode 100644 content/peptide_mz_calculator.py create mode 100644 src/peptide_mz_calculator.py create mode 100644 utils/__init__.py create mode 100644 utils/digest.py create mode 100644 utils/fasta.py diff --git a/app.py b/app.py index 4952a8c8..d9b3d73d 100644 --- a/app.py +++ b/app.py @@ -14,6 +14,12 @@ st.Page(Path("content", "quickstart.py"), title="Quickstart", icon="👋"), st.Page(Path("content", "documentation.py"), title="Documentation", icon="📖"), ], + "pyOpenMS Toolbox": [ + st.Page(Path("content", "digest.py"), title="In Silico Digest", icon="✂️"), + st.Page(Path("content", "peptide_mz_calculator.py"), title="m/z Calculator", icon="⚖️"), + st.Page(Path("content", "isotope_pattern_generator.py"), title="Isotopic Pattern Calculator", icon="📶"), + st.Page(Path("content", "fragmentation.py"), title="Fragment Ion Generation", icon="💥"), + ], "TOPP Workflow Framework": [ st.Page(Path("content", "topp_workflow_file_upload.py"), title="File Upload", icon="📁"), st.Page(Path("content", "topp_workflow_parameter.py"), title="Configure", icon="⚙️"), @@ -33,4 +39,4 @@ } pg = st.navigation(pages) - pg.run() \ No newline at end of file + pg.run() diff --git a/content/digest.py b/content/digest.py new file mode 100644 index 00000000..8cd70f9c --- /dev/null +++ b/content/digest.py @@ -0,0 +1,321 @@ +""" +In Silico Protein Digest Page + +This module provides functionality for performing in silico protein digestion +using pyOpenMS. Users can input protein sequences in FASTA format and get +peptide lists with mass calculations. +""" + +import streamlit as st +import sys +from pathlib import Path + +# Add utils to path +sys.path.append(str(Path(__file__).parent.parent)) + +from utils.fasta import validate_fasta_input +from utils.digest import perform_digest, get_digest_statistics, get_available_enzymes, filter_peptides_by_length, calculate_protein_coverage, generate_coverage_html + +# Default values +DEFAULT_ENZYME = "Trypsin" +DEFAULT_MISSED_CLEAVAGES = 0 # Changed from 2 to 0 +DEFAULT_MAX_CHARGES = 5 +DEFAULT_MIN_PEPTIDE_LENGTH = 6 +DEFAULT_MAX_PEPTIDE_LENGTH = 50 + + +def main(): + """Main function for the digest page.""" + st.title("✂️ In Silico Protein Digest") + + st.markdown(""" + **Simulate enzymatic protein digestion computationally** to predict peptides for mass spectrometry analysis. + + This tool uses pyOpenMS to perform theoretical protein digestion with various proteases, helping you: + - **Plan MS experiments** by predicting which peptides will be generated + - **Optimize digestion conditions** by testing different enzymes and parameters + - **Analyze protein coverage** and identify potential issues before experimental work + - **Generate theoretical peptide lists** with accurate mass-to-charge ratios + """) + + with st.expander("📚 **How In Silico Digestion Works**"): + st.markdown(""" + **Enzymatic Cleavage Simulation:** + - Enzymes cut proteins at specific amino acid sequences (cleavage sites) + - **Trypsin** cuts after K (lysine) and R (arginine), except when followed by P (proline) + - **Pepsin** cuts preferentially at F, L, W, Y amino acids under acidic conditions + - **Chymotrypsin** cuts after F, W, Y, L amino acids + + **Missed Cleavages:** + - Real digestion is not 100% efficient - some cleavage sites are missed + - Allows prediction of longer peptides that contain uncleaved sites + - Important for comprehensive coverage analysis + + **Applications:** + - **Bottom-up proteomics** experiment planning + - **Peptide mapping** for protein characterization + - **Method development** for LC-MS/MS workflows + - **Quality control** for digestion efficiency assessment + """) + + # Input form section + with st.form("digest_form"): + st.subheader("Input Parameters") + + # FASTA input + default_sequence = """>sp|Q9UPY3|DICER_HUMAN Endoribonuclease Dicer OS=Homo sapiens OX=9606 GN=DICER1 PE=1 SV=3 +MKSPALQPLSMAGLQLMTPASSPMGPFFGLPWQQEAIHDNIYTPRKYQVELLEAALDHNT +IVCLNTGSGKTFIAVLLTKELSYQIRGDFSRNGKRTVFLVNSANQVAQQVSAVRTHSDLK +VGEYSNLEVNASWTKERWNQEFTKHQVLIMTCYVALNVLKNGYLSLSDINLLVFDECHLA +ILDHPYREIMKLCENCPSCPRILGLTASILNGKCDPEELEEKIQKLEKILKSNAETATDL +VVLDRYTSQPCEIVVDCGPFTDRSGLYERLLMELEEALNFINDCNISVHSKERDSTLISK +QILSDCRAVLVVLGPWCADKVAGMMVRELQKYIKHEQEELHRKFLLFTDTFLRKIHALCE +EHFSPASLDLKFVTPKVIKLLEILRKYKPYERQQFESVEWYNNRNQDNYVSWSDSEDDDE +DEEIEEKEKPETNFPSPFTNILCGIIFVERRYTAVVLNRLIKEAGKQDPELAYISSNFIT +GHGIGKNQPRNKQMEAEFRKQEEVLRKFRAHETNLLIATSIVEEGVDIPKCNLVVRFDLP +TEYRSYVQSKGRARAPISNYIMLADTDKIKSFEEDLKTYKAIEKILRNKCSKSVDTGETD +IDPVMDDDDVFPPYVLRPDDGGPRVTINTAIGHINRYCARLPSDPFTHLAPKCRTRELPD +GTFYSTLYLPINSPLRASIVGPPMSCVRLAERVVALICCEKLHKIGELDDHLMPVGKETV +KYEEELDLHDEEETSVPGRPGSTKRRQCYPKAIPECLRDSYPRPDQPCYLYVIGMVLTTP +LPDELNFRRRKLYPPEDTTRCFGILTAKPIPQIPHFPVYTRSGEVTISIELKKSGFMLSL +QMLELITRLHQYIFSHILRLEKPALEFKPTDADSAYCVLPLNVVNDSSTLDIDFKFMEDI +EKSEARIGIPSTKYTKETPFVFKLEDYQDAVIIPRYRNFDQPHRFYVADVYTDLTPLSKF +PSPEYETFAEYYKTKYNLDLTNLNQPLLDVDHTSSRLNLLTPRHLNQKGKALPLSSAEKR +KAKWESLQNKQILVPELCAIHPIPASLWRKAVCLPSILYRLHCLLTAEELRAQTASDAGV +GVRSLPADFRYPNLDFGWKKSIDSKSFISISNSSSAENDNYCKHSTIVPENAAHQGANRT +SSLENHDQMSVNCRTLLSESPGKLHVEVSADLTAINGLSYNQNLANGSYDLANRDFCQGN +QLNYYKQEIPVQPTTSYSIQNLYSYENQPQPSDECTLLSNKYLDGNANKSTSDGSPVMAV +MPGTTDTIQVLKGRMDSEQSPSIGYSSRTLGPNPGLILQALTLSNASDGFNLERLEMLGD +SFLKHAITTYLFCTYPDAHEGRLSYMRSKKVSNCNLYRLGKKKGLPSRMVVSIFDPPVNW +LPPGYVVNQDKSNTDKWEKDEMTKDCMLANGKLDEDYEEEDEEEESLMWRAPKEEADYED +DFLEYDQEHIRFIDNMLMGSGAFVKKISLSPFSTTDSAYEWKMPKKSSLGSMPFSSFDED +FDYSSWDAMCYLDPSKAVEEDDFVVGFWNPSEENCGVDTGKQSISYDLHTEQCIADKSIA +DCVEALLGCYLTSCGERAAQLFLCSLGLKVLPVIKRTDREKALCPTRENFNSQQKNLSVS +CAAASVASSRSSVLKDSEYGCLKIPPRCMFDHPDADKTLNHLISGFENFEKKINYRFKNK +AYLLQAFTHASYHYNTITDCYQRLEFLGDAILDYLITKHLYEDPRQHSPGVLTDLRSALV +NNTIFASLAVKYDYHKYFKAVSPELFHVIDDFVQFQLEKNEMQGMDSELRRSEEDEEKEE +DIEVPKAMGDIFESLAGAIYMDSGMSLETVWQVYYPMMRPLIEKFSANVPRSPVRELLEM +EPETAKFSPAERTYDGKVRVTVEVVGKGKFKGVGRSYRIAKSAAARRALRSLKANQPQVP +NS""" + + fasta_input = st.text_area( + "Paste protein sequences in FASTA format", + value=default_sequence, + height=200, + help="Default sequence: DICER_HUMAN protein for demonstration" + ) + + # Get available enzymes + try: + available_enzymes = get_available_enzymes() + # convert bytes to str if necessary + available_enzymes = [enzyme.decode() if isinstance(enzyme, bytes) else enzyme for enzyme in available_enzymes] + + except Exception as e: + st.error(f"❌ Cannot load enzyme database: {e}") + st.error("Please ensure pyOpenMS is properly configured before using the digest functionality.") + st.stop() + + # Enzyme selection + enzyme_index = 0 + if DEFAULT_ENZYME in available_enzymes: + enzyme_index = available_enzymes.index(DEFAULT_ENZYME) + + enzyme = st.selectbox( + "Enzyme", + options=available_enzymes, + index=enzyme_index, + help="Select the enzyme for protein digestion" + ) + + # Parameters + col1, col2 = st.columns(2) + + with col1: + missed_cleavages = st.number_input( + "Max missed cleavages", + min_value=0, + max_value=10, + value=DEFAULT_MISSED_CLEAVAGES, + help="Maximum number of missed cleavages allowed" + ) + + with col2: + max_charges = st.number_input( + "Max charge state (N)", + min_value=1, + max_value=10, + value=DEFAULT_MAX_CHARGES, + help="Maximum charge state to calculate [M + nH]" + ) + + # Peptide length filtering + st.subheader("Peptide Length Filtering") + col3, col4 = st.columns(2) + + with col3: + min_peptide_length = st.number_input( + "Min peptide length (AA)", + min_value=1, + max_value=100, + value=DEFAULT_MIN_PEPTIDE_LENGTH, + help="Minimum peptide length in amino acids" + ) + + with col4: + max_peptide_length = st.number_input( + "Max peptide length (AA)", + min_value=1, + max_value=200, + value=DEFAULT_MAX_PEPTIDE_LENGTH, + help="Maximum peptide length in amino acids" + ) + + # Submit button + submit = st.form_submit_button("🧬 Digest Proteins", type="primary") + + # Process form submission + if submit: + if not fasta_input.strip(): + st.error("❌ Please provide FASTA sequences to digest.") + return + + # Show progress + with st.spinner("🔬 Performing in silico digest..."): + # Validate FASTA input + is_valid, error_message, sequences = validate_fasta_input(fasta_input) + + if not is_valid: + st.error(f"❌ FASTA validation failed: {error_message}") + return + + if not sequences: + st.error("❌ No valid sequences found in the input.") + return + + # Show input summary + st.success(f"✅ Successfully parsed {len(sequences)} protein sequence(s)") + + # Progress bar + progress_bar = st.progress(0, text="Initializing digest...") + + try: + # Perform digest + progress_bar.progress(30, text="Performing enzymatic digest...") + + df_results = perform_digest( + sequences=sequences, + enzyme=enzyme, + missed_cleavages=missed_cleavages, + max_charges=max_charges + ) + + progress_bar.progress(60, text="Applying peptide length filters...") + + # Apply peptide length filtering + df_results = filter_peptides_by_length( + df_results, + min_length=min_peptide_length, + max_length=max_peptide_length + ) + + progress_bar.progress(80, text="Processing results...") + + if df_results.empty: + st.warning("⚠️ No peptides were generated from the digest or all peptides were filtered out. Try adjusting the parameters or check your input sequences.") + progress_bar.empty() + return + + progress_bar.progress(100, text="Complete!") + progress_bar.empty() + + # Display results + st.subheader("📊 Digest Results") + + # Summary statistics + stats = get_digest_statistics(df_results) + + col1, col2, col3, col4 = st.columns(4) + with col1: + st.metric("Total Peptides", f"{stats['total_peptides']:,}") + with col2: + st.metric("Unique Proteins", stats['unique_proteins']) + with col3: + st.metric("Avg Length", f"{stats['avg_peptide_length']:.1f} AA") + with col4: + st.metric("Mass Range", f"{stats['mass_range'][0]:.0f}-{stats['mass_range'][1]:.0f} Da") + + # Results table + st.dataframe( + df_results, + use_container_width=True, + hide_index=True, + column_config={ + "Accession": st.column_config.TextColumn("Accession", width="small"), + "Description": st.column_config.TextColumn("Description", width="large"), + "Peptide Sequence": st.column_config.TextColumn("Peptide Sequence", width="medium"), + "Length": st.column_config.NumberColumn("Length", help="Peptide length in amino acids"), + "Start": st.column_config.TextColumn("Start", width="small", help="1-based start position(s) in protein sequence"), + "End": st.column_config.TextColumn("End", width="small", help="1-based end position(s) in protein sequence"), + "[M]": st.column_config.NumberColumn("[M]", format="%.4f"), + } + ) + + # Protein Coverage Visualization + st.subheader("🎨 Protein Coverage Visualization") + st.markdown(""" + **Sequence Coverage Analysis:** Each amino acid is colored based on how many peptides cover that position. + Hover over amino acids to see exact coverage counts. + """) + + # Calculate coverage for each protein + coverage_data = calculate_protein_coverage(df_results, sequences) + + # Display coverage for each protein + for accession, coverage_info in coverage_data.items(): + coverage_html = generate_coverage_html(accession, coverage_info) + st.markdown(coverage_html, unsafe_allow_html=True) + + # Download section + st.subheader("⬇️ Download Results") + + # Generate TSV + tsv_data = df_results.to_csv(sep="\t", index=False) + + col1, col2 = st.columns(2) + with col1: + st.download_button( + label="📄 Download as TSV", + data=tsv_data, + file_name=f"digest_results_{enzyme}_{missed_cleavages}mc.tsv", + mime="text/tab-separated-values", + help="Download results as tab-separated values file" + ) + + with col2: + csv_data = df_results.to_csv(index=False) + st.download_button( + label="📄 Download as CSV", + data=csv_data, + file_name=f"digest_results_{enzyme}_{missed_cleavages}mc.csv", + mime="text/csv", + help="Download results as comma-separated values file" + ) + + # Additional information + with st.expander("ℹ️ Digest Parameters Used"): + st.write(f"**Enzyme:** {enzyme}") + st.write(f"**Max missed cleavages:** {missed_cleavages}") + st.write(f"**Max charge states:** {max_charges}") + st.write(f"**Input sequences:** {len(sequences)}") + + except Exception as e: + progress_bar.empty() + st.exception(f"❌ An error occurred during digest: {str(e)}") + st.error("Please check your input and try again. If the problem persists, try with a simpler enzyme like Trypsin.") + + +if __name__ == "__main__": + + main() +main() \ No newline at end of file diff --git a/content/fragmentation.py b/content/fragmentation.py new file mode 100644 index 00000000..3929b14c --- /dev/null +++ b/content/fragmentation.py @@ -0,0 +1,799 @@ +import io +import re +from typing import Tuple, Dict, Any, Optional, List + +import plotly.graph_objects as go +import streamlit as st +import pyopenms as oms +import pandas as pd + +from src.common.common import page_setup, show_fig + +params = page_setup() + +# Ion type configuration +ION_TYPES = { + 'a': {'name': 'a-ions', 'description': 'N-terminal ions (peptide bond + loss of CO)', 'param': 'add_a_ions'}, + 'b': {'name': 'b-ions', 'description': 'N-terminal ions (peptide bond cleavage)', 'param': 'add_b_ions'}, + 'c': {'name': 'c-ions', 'description': 'N-terminal ions (N-Cα bond cleavage)', 'param': 'add_c_ions'}, + 'x': {'name': 'x-ions', 'description': 'C-terminal ions (N-Cα bond + addition of CO)', 'param': 'add_x_ions'}, + 'y': {'name': 'y-ions', 'description': 'C-terminal ions (peptide bond cleavage)', 'param': 'add_y_ions'}, + 'z': {'name': 'z-ions', 'description': 'C-terminal ions (N-Cα bond cleavage)', 'param': 'add_z_ions'} +} + +def validate_peptide_sequence(sequence_str: str) -> Tuple[bool, str, Optional[str]]: + """Validate a peptide sequence for fragmentation. + + Args: + sequence_str (str): The amino acid sequence + + Returns: + Tuple[bool, str, Optional[str]]: (is_valid, error_message, clean_sequence) + """ + try: + # Clean the sequence + sequence_str = sequence_str.strip().upper() + if not sequence_str: + return False, "Sequence cannot be empty", None + + # Remove common formatting characters + clean_sequence = re.sub(r'[^ACDEFGHIKLMNPQRSTVWYXU]', '', sequence_str) + + if not clean_sequence: + return False, "No valid amino acid letters found", None + + # Check minimum length for fragmentation + if len(clean_sequence) < 2: + return False, "Sequence must be at least 2 amino acids long for fragmentation", None + + # Validate amino acids + valid_aa = set("ACDEFGHIKLMNPQRSTVWYXU") + invalid_chars = [aa for aa in clean_sequence if aa not in valid_aa] + + if invalid_chars: + invalid_list = ", ".join(sorted(set(invalid_chars))) + return False, f"Invalid amino acid(s): {invalid_list}", None + + return True, "", clean_sequence + + except Exception as e: + return False, f"Error validating sequence: {str(e)}", None + +def configure_spectrum_generator(ion_types: List[str], max_charge: int = 2) -> oms.TheoreticalSpectrumGenerator: + """Configure the TheoreticalSpectrumGenerator with selected ion types. + + Args: + ion_types (List[str]): List of ion type keys to enable + max_charge (int): Maximum charge state to consider + + Returns: + oms.TheoreticalSpectrumGenerator: Configured generator + """ + tsg = oms.TheoreticalSpectrumGenerator() + param = oms.Param() + + # Disable all ion types first + for ion_key, ion_info in ION_TYPES.items(): + param.setValue(ion_info['param'], "false") + + # Enable selected ion types + for ion_type in ion_types: + if ion_type in ION_TYPES: + param.setValue(ION_TYPES[ion_type]['param'], "true") + + # Set other parameters + param.setValue("add_first_prefix_ion", "true") + param.setValue("add_losses", "false") # Disable neutral losses for simplicity + param.setValue("add_metainfo", "true") + param.setValue("add_isotopes", "false") # Disable isotopes for cleaner spectra + param.setValue("max_isotope", 2) + param.setValue("rel_loss_intensity", 0.1) + + tsg.setParameters(param) + return tsg + +def generate_theoretical_spectrum(sequence_str: str, ion_types: List[str], charges: List[int]) -> Dict[str, Any]: + """Generate theoretical fragment spectrum for a peptide sequence. + + Args: + sequence_str (str): The amino acid sequence + ion_types (List[str]): List of ion types to include + charges (List[int]): List of charge states to consider + + Returns: + Dict[str, Any]: Results dictionary with fragment data + """ + try: + # Validate sequence + is_valid, error_msg, clean_sequence = validate_peptide_sequence(sequence_str) + if not is_valid: + return {"success": False, "error": error_msg} + + if not ion_types: + return {"success": False, "error": "Please select at least one ion type"} + + if not charges: + return {"success": False, "error": "Please select at least one charge state"} + + # Create AASequence object + aa_sequence = oms.AASequence.fromString(clean_sequence) + + # Configure spectrum generator + max_charge = max(charges) + tsg = configure_spectrum_generator(ion_types, max_charge) + + # Generate spectra for each charge state + all_fragments = [] + + for charge in charges: + spectrum = oms.MSSpectrum() + tsg.getSpectrum(spectrum, aa_sequence, charge, charge) + + # Extract peak data with annotations from StringDataArrays + mzs = spectrum.get_peaks()[0] + intensities = spectrum.get_peaks()[1] + + # Get annotations from StringDataArrays + annotations = [] + if spectrum.getStringDataArrays(): + annotations = list(spectrum.getStringDataArrays()[0]) + annotations = [ann.decode('utf-8') if isinstance(ann, bytes) else ann for ann in annotations] + + # If no annotations available, create empty list + if not annotations: + annotations = [''] * len(mzs) + + for mz, intensity, annotation in zip(mzs, intensities, annotations): + # Parse ion information from annotation + ion_info = parse_ion_annotation(annotation, mz, clean_sequence) + + all_fragments.append({ + 'mz': mz, + 'intensity': intensity, + 'charge': charge, + 'ion_type': ion_info.get('ion_type', 'unknown'), + 'fragment_number': ion_info.get('fragment_number', 0), + 'sequence': ion_info.get('fragment_sequence', ''), + 'annotation': annotation if annotation else f'm/z {mz:.4f}' + }) + + # Convert to DataFrame + df = pd.DataFrame(all_fragments) + df = df.sort_values(['ion_type', 'fragment_number', 'charge']) + + return { + "success": True, + "fragments": df, + "sequence": clean_sequence, + "ion_types": ion_types, + "charges": charges, + "input_value": sequence_str + } + + except Exception as e: + return {"success": False, "error": f"Error generating spectrum: {str(e)}"} + +def parse_ion_annotation(annotation, mz: float, peptide_sequence: str = '') -> Dict[str, Any]: + """Parse ion annotation string from pyOpenMS to extract ion information. + + Args: + annotation: The annotation from StringDataArrays (str or bytes) + mz (float): The m/z value + peptide_sequence (str): The full peptide sequence + + Returns: + Dict[str, Any]: Parsed ion information + """ + # Handle bytes objects from pyOpenMS + if isinstance(annotation, bytes): + annotation = annotation.decode('utf-8') + + # Convert to string if needed + annotation = str(annotation) if annotation is not None else '' + + if not annotation: + return { + 'ion_type': 'unknown', + 'fragment_number': 0, + 'fragment_sequence': '', + 'annotation': f'm/z {mz:.4f}' + } + + # Parse annotation like "b3+", "y5++", etc. + + # Match pattern: ion_type + number + charges + match = re.match(r'([abcxyz])(\d+)(\+*)', annotation) + if match: + ion_type = match.group(1) + fragment_number = int(match.group(2)) + charges = len(match.group(3)) + + # Calculate fragment sequence + fragment_sequence = '' + if peptide_sequence and fragment_number > 0: + if ion_type in ['a', 'b', 'c']: # N-terminal ions + if fragment_number <= len(peptide_sequence): + fragment_sequence = peptide_sequence[:fragment_number] + elif ion_type in ['x', 'y', 'z']: # C-terminal ions + if fragment_number <= len(peptide_sequence): + fragment_sequence = peptide_sequence[-fragment_number:] + + return { + 'ion_type': ion_type, + 'fragment_number': fragment_number, + 'fragment_sequence': fragment_sequence, + 'annotation': annotation + } + + # If parsing fails, return unknown + return { + 'ion_type': 'unknown', + 'fragment_number': 0, + 'fragment_sequence': '', + 'annotation': annotation + } + +def annotate_fragment(mz: float, aa_sequence: oms.AASequence, charge: int, ion_types: List[str]) -> Dict[str, Any]: + """Annotate a fragment peak with ion type and fragment number. + + Args: + mz (float): The m/z value of the fragment + aa_sequence (oms.AASequence): The original sequence + charge (int): The charge state + ion_types (List[str]): Enabled ion types + + Returns: + Dict[str, Any]: Annotation information + """ + sequence_str = aa_sequence.toString() + sequence_length = len(sequence_str) + + # Calculate theoretical masses for different fragment types + for ion_type in ion_types: + if ion_type in ['a', 'b', 'c']: # N-terminal ions + for i in range(1, sequence_length): + fragment_seq = sequence_str[:i] + fragment_aa_seq = oms.AASequence.fromString(fragment_seq) + + # Calculate theoretical m/z for this ion type + theoretical_mz = calculate_ion_mz(fragment_aa_seq, ion_type, charge) + + # Check if this matches our observed m/z (within tolerance) + if abs(mz - theoretical_mz) < 0.01: # 0.01 Da tolerance + return { + 'ion_type': ion_type, + 'fragment_number': i, + 'fragment_sequence': fragment_seq, + 'annotation': f'{ion_type}{i}{"+" * charge}' + } + + elif ion_type in ['x', 'y', 'z']: # C-terminal ions + for i in range(1, sequence_length): + fragment_seq = sequence_str[-i:] + fragment_aa_seq = oms.AASequence.fromString(fragment_seq) + + # Calculate theoretical m/z for this ion type + theoretical_mz = calculate_ion_mz(fragment_aa_seq, ion_type, charge) + + # Check if this matches our observed m/z (within tolerance) + if abs(mz - theoretical_mz) < 0.01: # 0.01 Da tolerance + return { + 'ion_type': ion_type, + 'fragment_number': i, + 'fragment_sequence': fragment_seq, + 'annotation': f'{ion_type}{i}{"+" * charge}' + } + + # Default annotation if no match found + return { + 'ion_type': 'unknown', + 'fragment_number': 0, + 'fragment_sequence': '', + 'annotation': f'm/z {mz:.4f}{"+" * charge}' + } + +def calculate_ion_mz(fragment_sequence: oms.AASequence, ion_type: str, charge: int) -> float: + """Calculate theoretical m/z for a fragment ion. + + Args: + fragment_sequence (oms.AASequence): The fragment sequence + ion_type (str): The ion type (a, b, c, x, y, z) + charge (int): The charge state + + Returns: + float: Theoretical m/z value + """ + mass = fragment_sequence.getMonoWeight() + + # Apply ion type specific mass adjustments + if ion_type == 'a': + mass -= 27.994915 # -CO + elif ion_type == 'b': + mass += 0.0 # No adjustment + elif ion_type == 'c': + mass += 17.026549 # +NH3 + elif ion_type == 'x': + mass += 25.980218 # +CO -H + elif ion_type == 'y': + mass += 18.010565 # +H2O + elif ion_type == 'z': + mass += 0.984016 # +H -NH2 + + # Add protons for charge + mass += charge * 1.007276 + + return mass / charge + +def create_fragmentation_plot(result_data: Dict[str, Any]) -> go.Figure: + """Create the fragmentation spectrum plot. + + Args: + result_data (Dict[str, Any]): Results from spectrum generation + + Returns: + go.Figure: Plotly figure object + """ + df = result_data["fragments"] + print(df) + # Color map for ion types + color_map = { + 'a': '#FF6B6B', # Red + 'b': '#4ECDC4', # Teal + 'c': '#45B7D1', # Blue + 'x': '#96CEB4', # Green + 'y': '#FFEAA7', # Yellow + 'z': '#DDA0DD', # Plum + 'unknown': '#95A5A6' # Gray + } + + fig = go.Figure() + + # Add traces for each ion type + for ion_type in df['ion_type'].unique(): + ion_data = df[df['ion_type'] == ion_type] + + fig.add_trace(go.Scatter( + x=ion_data['mz'], + y=ion_data['intensity'], + mode='markers+lines', + name=ION_TYPES.get(ion_type, {}).get('name', ion_type), + marker=dict( + color=color_map.get(ion_type, '#95A5A6'), + size=8 + ), + line=dict(width=0), + text=ion_data['annotation'], + hovertemplate="%{text}
" + + "m/z: %{x:.4f}
" + + "Intensity: %{y:.1e}
" + + "" + )) + + # Add stem lines + for _, row in ion_data.iterrows(): + fig.add_shape( + type="line", + x0=row['mz'], y0=0, + x1=row['mz'], y1=row['intensity'], + line=dict(color=color_map.get(ion_type, '#95A5A6'), width=2) + ) + + fig.update_layout( + title=f"Theoretical Fragment Spectrum: {result_data['sequence']}", + xaxis_title="m/z", + yaxis_title="Relative Intensity", + hovermode='closest', + showlegend=True, + height=500 + ) + + return fig + +# UI Implementation +st.title("💥 Peptide Fragmentation Calculator") + +st.markdown(""" +Generate theoretical fragment ion spectra for peptide sequences using pyOpenMS. +Select ion types and charge states to customize the fragmentation pattern. +""") + +# Documentation section +with st.expander("📚 Documentation", expanded=False): + st.markdown(""" + ## Overview + + The Peptide Fragmentation Calculator generates theoretical fragment ion spectra for peptide sequences using the + powerful **pyOpenMS** library. This tool simulates what would happen when a peptide is fragmented in a mass + spectrometer, providing essential information for mass spectrometry analysis and peptide identification. + + ## Peptide Fragmentation Theory + + When peptides are subjected to collision-induced dissociation (CID) or higher-energy collisional dissociation (HCD) + in a mass spectrometer, they fragment primarily along the peptide backbone. The fragmentation produces two series + of ions: + + - **N-terminal ions**: Contain the N-terminus of the original peptide + - **C-terminal ions**: Contain the C-terminus of the original peptide + + ### Ion Types Explained + + #### N-terminal Fragment Ions + - **a-ions**: Result from cleavage of the C-N bond with loss of CO (carbonyl group) + - Formula: [M + H - CO]⁺ where M is the N-terminal fragment mass + - Less commonly observed in standard CID conditions + + - **b-ions**: Result from cleavage of the peptide bond (amide bond) + - Formula: [M + H]⁺ where M is the N-terminal fragment mass + - Most abundant N-terminal ions in CID spectra + + - **c-ions**: Result from cleavage of the N-Cα bond with retention of NH₃ + - Formula: [M + H + NH₃]⁺ where M is the N-terminal fragment mass + - More common in ETD (electron transfer dissociation) conditions + + #### C-terminal Fragment Ions + - **x-ions**: Result from cleavage of the N-Cα bond with addition of CO + - Formula: [M + H + CO - H]⁺ where M is the C-terminal fragment mass + - Less commonly observed + + - **y-ions**: Result from cleavage of the peptide bond with addition of H₂O + - Formula: [M + H + H₂O]⁺ where M is the C-terminal fragment mass + - Most abundant C-terminal ions in CID spectra + + - **z-ions**: Result from cleavage of the N-Cα bond with loss of NH₂ + - Formula: [M + H - NH₂]⁺ where M is the C-terminal fragment mass + - More common in ETD conditions + + ## Usage Instructions + + ### 1. Enter Peptide Sequence + - Use standard single-letter amino acid codes (A, C, D, E, F, G, H, I, K, L, M, N, P, Q, R, S, T, V, W, Y) + - Extended codes (X, U) are also supported + - Minimum sequence length: 2 amino acids + - Example: `PEPTIDE`, `SAMPLESEQUENCE`, `ACDEFGHIK` + + ### 2. Select Ion Types + - Choose which fragment ion types to include in the spectrum + - **Recommended for CID/HCD**: b-ions and y-ions (default selection) + - **For ETD analysis**: Add c-ions and z-ions + - **Comprehensive analysis**: Select all ion types + + ### 3. Choose Charge States + - Select the charge states to consider (1+ to 5+) + - **Typical choice**: 1+ and 2+ for most peptides + - **For longer peptides**: Include higher charge states (3+, 4+) + - Higher charge states produce fragments at lower m/z values + + ### 4. Interpret Results + + #### Spectrum Plot + - **X-axis**: m/z (mass-to-charge ratio) + - **Y-axis**: Relative intensity (theoretical, normalized) + - **Colors**: Different colors represent different ion types + - **Hover**: Shows detailed information for each peak + + #### Fragment Table + - **Ion Type**: The type of fragment ion (a, b, c, x, y, z) + - **Fragment**: The fragment number (position from terminus) + - **Charge**: The charge state of the fragment + - **m/z**: The theoretical mass-to-charge ratio + - **Sequence**: The amino acid sequence of the fragment + + ## Technical Details + + ### Algorithm + - Uses pyOpenMS `TheoreticalSpectrumGenerator` class + - Calculates exact monoisotopic masses for fragments + - Applies ion-type specific mass corrections + - Supports multiple charge states simultaneously + + ### Mass Calculations + The theoretical m/z values are calculated using: + ``` + m/z = (fragment_mass + ion_type_correction + charge × proton_mass) / charge + ``` + + Where: + - `fragment_mass`: Exact monoisotopic mass of the amino acid sequence + - `ion_type_correction`: Ion-specific mass adjustment (see ion types above) + - `proton_mass`: 1.007276 Da + - `charge`: The charge state (1, 2, 3, etc.) + + ### Parameters + - **Isotopes**: Disabled for cleaner spectra (monoisotopic peaks only) + - **Neutral losses**: Disabled by default for simplicity + - **Mass accuracy**: Calculated to 4 decimal places + - **Intensity**: Relative theoretical intensities (not experimental) + + ## Example Workflows + + ### Basic Peptide Analysis + 1. Enter sequence: `PEPTIDE` + 2. Select: b-ions and y-ions + 3. Charge states: 1+ and 2+ + 4. Expected fragments: b₁-b₆, y₁-y₆ ions + + ### Comprehensive Fragmentation + 1. Enter sequence: `SAMPLESEQUENCE` + 2. Select: All ion types + 3. Charge states: 1+, 2+, 3+ + 4. Results: Complete fragmentation pattern + + ### ETD Simulation + 1. Enter sequence: `PEPTIDE` + 2. Select: c-ions and z-ions + 3. Charge states: 1+ and 2+ + 4. Results: ETD-like fragmentation pattern + + ## Troubleshooting + + ### Common Issues + + **"Sequence cannot be empty"** + - Solution: Enter a valid amino acid sequence + + **"Invalid amino acid(s): X"** + - Solution: Check for typos or non-standard amino acid codes + - Use only standard single-letter codes + + **"Sequence must be at least 2 amino acids long"** + - Solution: Enter a longer peptide sequence + - Single amino acids cannot be fragmented + + **"Please select at least one ion type"** + - Solution: Check at least one ion type checkbox + + **"Please select at least one charge state"** + - Solution: Select at least one charge state from the dropdown + + ### Performance Notes + - Longer sequences (>20 amino acids) may take longer to process + - Higher charge states increase computation time + - All ion types selected will generate more fragments + + ## Applications + + ### Mass Spectrometry Method Development + - Design targeted MS/MS experiments + - Optimize fragmentation conditions + - Predict optimal precursor charge states + + ### Peptide Identification + - Compare experimental spectra with theoretical fragments + - Validate peptide sequence assignments + - Understand fragmentation efficiency + + ### Educational Purposes + - Learn peptide fragmentation patterns + - Understand ion nomenclature + - Explore charge state effects + + ## References and Further Reading + + ### Key Publications + 1. **Roepstorff, P. & Fohlman, J.** (1984). Proposal for a common nomenclature for sequence ions in mass spectra of peptides. *Biomed. Mass Spectrom.* 11, 601. + + 2. **Senko, M.W. et al.** (1995). Determination of monoisotopic masses and ion populations for large biomolecules from resolved isotopic distributions. *J. Am. Soc. Mass Spectrom.* 6, 229-233. + + 3. **Hunt, D.F. et al.** (1986). Protein sequencing by tandem mass spectrometry. *Proc. Natl. Acad. Sci. USA* 83, 6233-6237. + + ### Software and Tools + - **pyOpenMS**: Open-source mass spectrometry library ([www.openms.de](https://www.openms.de)) + - **NIST Mass Spectral Database**: Reference spectra and fragmentation patterns + - **Protein Prospector**: Online MS tools from UCSF + + ### Educational Resources + - **Mass Spectrometry: A Textbook** by Jürgen H. Gross + - **Introduction to Mass Spectrometry** by J. Throck Watson + - Online tutorials at [www.massspecpedia.com](http://www.massspecpedia.com) + + --- + + 💡 **Tip**: Start with the default settings (b-ions and y-ions, charges 1+ and 2+) for most peptides, + then customize based on your specific analytical needs. + """) + +col1, col2 = st.columns([1, 1]) + +with col1: + st.subheader("Input Parameters") + + # Peptide sequence input + sequence_input = st.text_area( + "Peptide Sequence:", + value="PEPTIDE", + height=100, + help="""Enter the peptide sequence using single-letter amino acid codes: + +• Standard amino acids: A, C, D, E, F, G, H, I, K, L, M, N, P, Q, R, S, T, V, W, Y +• Extended codes: X (any amino acid), U (selenocysteine) +• Minimum length: 2 amino acids for fragmentation +• Spaces and non-letter characters will be automatically removed + +Examples: PEPTIDE, ACDEFGHIK, SAMPLESEQUENCE""" + ) + + # Ion type selection + st.write("**Ion Types:**") + st.caption("Select which fragment ion types to include in the theoretical spectrum") + ion_types = [] + + col_ions1, col_ions2 = st.columns(2) + + with col_ions1: + st.markdown("**N-terminal ions:**") + if st.checkbox("a-ions", help="""a-ions: N-terminal fragments with CO loss + +• Formation: Cleavage at peptide bond + loss of CO (28 Da) +• Formula: [M + H - CO]⁺ +• Abundance: Low in CID, moderate in high-energy conditions +• Mass shift: -27.99 Da from corresponding b-ion"""): + ion_types.append('a') + if st.checkbox("b-ions", value=True, help="""b-ions: Most common N-terminal fragments + +• Formation: Direct cleavage at peptide bond (amide bond) +• Formula: [M + H]⁺ where M = N-terminal fragment mass +• Abundance: High in CID/HCD spectra (dominant N-terminal series) +• Nomenclature: b₁, b₂, b₃... numbered from N-terminus"""): + ion_types.append('b') + if st.checkbox("c-ions", help="""c-ions: N-terminal fragments with NH₃ retention + +• Formation: Cleavage at N-Cα bond + retention of NH₃ +• Formula: [M + H + NH₃]⁺ +• Abundance: High in ETD/ECD, low in CID +• Mass shift: +17.03 Da from corresponding b-ion"""): + ion_types.append('c') + + with col_ions2: + st.markdown("**C-terminal ions:**") + if st.checkbox("x-ions", help="""x-ions: C-terminal fragments with CO addition + +• Formation: Cleavage at N-Cα bond + addition of CO +• Formula: [M + H + CO - H]⁺ +• Abundance: Low in most fragmentation methods +• Mass shift: +25.98 Da from corresponding y-ion"""): + ion_types.append('x') + if st.checkbox("y-ions", value=True, help="""y-ions: Most common C-terminal fragments + +• Formation: Cleavage at peptide bond + addition of H₂O +• Formula: [M + H + H₂O]⁺ where M = C-terminal fragment mass +• Abundance: High in CID/HCD spectra (dominant C-terminal series) +• Nomenclature: y₁, y₂, y₃... numbered from C-terminus"""): + ion_types.append('y') + if st.checkbox("z-ions", help="""z-ions: C-terminal fragments with NH₂ loss + +• Formation: Cleavage at N-Cα bond + loss of NH₂ +• Formula: [M + H - NH₂]⁺ +• Abundance: High in ETD/ECD, low in CID +• Mass shift: +0.98 Da from corresponding y-ion"""): + ion_types.append('z') + + # Charge state selection + charges = st.multiselect( + "Charge States:", + options=[1, 2, 3, 4, 5], + default=[1, 2], + help="""Select charge states to include in the theoretical spectrum: + +• 1+: Singly charged fragments (most common for short peptides) +• 2+: Doubly charged fragments (common for longer peptides) +• 3+ and higher: Multiple charges (for long peptides, lower m/z values) + +Higher charge states: +- Produce fragments at lower m/z ratios +- Are more common with longer peptide sequences +- May improve fragmentation coverage +- Require higher precursor charge states""" + ) + + # Initialize result_data + result_data = None + + # Generate button + if st.button('Generate Fragment Spectrum', type='primary'): + with st.spinner('Generating theoretical spectrum...'): + result_data = generate_theoretical_spectrum(sequence_input, ion_types, charges) + +with col2: + st.subheader("Results") + + if result_data: + if result_data["success"]: + # Display basic info + st.write(f"**Sequence:** {result_data['sequence']}") + st.write(f"**Ion Types:** {', '.join([ION_TYPES[ion]['name'] for ion in result_data['ion_types']])}") + st.write(f"**Charge States:** {', '.join(map(str, result_data['charges']))}") + st.write(f"**Total Fragments:** {len(result_data['fragments'])}") + + # Summary by ion type + if len(result_data['fragments']) > 0: + summary = result_data['fragments'].groupby('ion_type').size() + st.write("**Fragments by Ion Type:**") + for ion_type, count in summary.items(): + ion_name = ION_TYPES.get(ion_type, {}).get('name', ion_type) + st.write(f"- {ion_name}: {count}") + else: + st.error(f"Error: {result_data['error']}") + +# Display plot and data table +if 'result_data' in locals() and result_data and result_data["success"]: + # Create and display plot + fig = create_fragmentation_plot(result_data) + show_fig(fig, 'Fragment Spectrum') + + # Display fragment table + st.subheader("Fragment Ion Table") + + # Format the dataframe for display + display_df = result_data['fragments'].copy() + display_df['m/z'] = display_df['mz'].round(4) + display_df['Ion Type'] = display_df['ion_type'].map(lambda x: ION_TYPES.get(x, {}).get('name', x)) + display_df['Fragment'] = display_df['fragment_number'] + display_df['Charge'] = display_df['charge'].astype(str) + '+' + display_df['Sequence'] = display_df['sequence'] + #display_df['Intensity'] = display_df['intensity'].apply(lambda x: f"{x:.2e}") + + # Select columns for display + display_columns = ['Ion Type', 'Fragment', 'Charge', 'm/z', + #'Intensity', + 'Sequence'] + st.dataframe(display_df[display_columns], use_container_width=True) + + # Download options + st.subheader("Export Options") + + # Prepare TSV data + tsv_buffer = io.StringIO() + display_df[display_columns].to_csv(tsv_buffer, sep='\t', index=False) + tsv_buffer.seek(0) + tsv_data = tsv_buffer.getvalue() + + # Try to create Excel file with xlsxwriter, fallback to TSV if not available + xlsx_available = True + xlsx_data = None + xlsx_error_msg = None + + try: + xlsx_buffer = io.BytesIO() + with pd.ExcelWriter(xlsx_buffer, engine="xlsxwriter") as writer: + display_df[display_columns].to_excel(writer, index=False, sheet_name="Fragment Ions") + xlsx_buffer.seek(0) + xlsx_data = xlsx_buffer.getvalue() + except ImportError as e: + xlsx_available = False + xlsx_error_msg = "xlsxwriter module not available" + st.warning("⚠️ Excel export unavailable: xlsxwriter module not found. Using TSV format as fallback.") + except Exception as e: + xlsx_available = False + xlsx_error_msg = f"Excel export error: {str(e)}" + st.warning(f"⚠️ Excel export failed: {str(e)}. Using TSV format as fallback.") + + if xlsx_available: + col_tsv, col_xlsx = st.columns(2) + else: + col_tsv, col_tsv_fallback = st.columns(2) + + with col_tsv: + st.download_button( + label="Download TSV", + data=tsv_data, + file_name=f"fragments_{result_data['sequence']}.tsv", + mime="text/tab-separated-values" + ) + + if xlsx_available: + with col_xlsx: + st.download_button( + label="Download Excel", + data=xlsx_data, + file_name=f"fragments_{result_data['sequence']}.xlsx", + mime="application/vnd.openxmlformats-officedocument.spreadsheetml.sheet" + ) + else: + with col_tsv_fallback: + st.download_button( + label="Download TSV (Excel fallback)", + data=tsv_data, + file_name=f"fragments_{result_data['sequence']}_fallback.tsv", + mime="text/tab-separated-values", + help="Excel export unavailable, downloading as TSV instead" + ) diff --git a/content/isotope_pattern_generator.py b/content/isotope_pattern_generator.py new file mode 100644 index 00000000..680d2d04 --- /dev/null +++ b/content/isotope_pattern_generator.py @@ -0,0 +1,625 @@ +import io +import re +from typing import Tuple, Dict, Any, Optional + +import plotly.graph_objects as go +import streamlit as st +import pyopenms as oms +import pandas as pd +import numpy as np + +from src.common.common import page_setup, show_fig + +params = page_setup() + +# Initialize pattern generators +coarse_pattern_generator = oms.CoarseIsotopePatternGenerator() +fine_pattern_generator = oms.FineIsotopePatternGenerator() + +pd.options.plotting.backend = "ms_plotly" + +def validate_elemental_formula(formula_str: str) -> Tuple[bool, str, Optional[oms.EmpiricalFormula]]: + """Validate an elemental formula string using pyOpenMS. + + Args: + formula_str (str): The elemental formula string (e.g., "C100H150N26O30S1") + + Returns: + Tuple[bool, str, Optional[EmpiricalFormula]]: (is_valid, error_message, formula_object) + """ + try: + # Clean the formula string + formula_str = formula_str.strip() + if not formula_str: + return False, "Formula cannot be empty", None + + # Try to parse with pyOpenMS + empirical_formula = oms.EmpiricalFormula(formula_str) + + return True, "", empirical_formula + + except Exception as e: + return False, f"Invalid formula format: {str(e)}", None + +def validate_peptide_sequence(sequence_str: str) -> Tuple[bool, str, Optional[str]]: + """Validate a peptide/protein sequence. + + Args: + sequence_str (str): The amino acid sequence + + Returns: + Tuple[bool, str, Optional[str]]: (is_valid, error_message, clean_sequence) + """ + try: + # Clean the sequence + sequence_str = sequence_str.strip().upper() + if not sequence_str: + return False, "Sequence cannot be empty", None + + # Remove common formatting characters + clean_sequence = re.sub(r'[^ACDEFGHIKLMNPQRSTVWYXU]', '', sequence_str) + + if not clean_sequence: + return False, "No valid amino acid letters found", None + + # Validate amino acids + valid_aa = set("ACDEFGHIKLMNPQRSTVWYXU") + invalid_chars = [aa for aa in clean_sequence if aa not in valid_aa] + + if invalid_chars: + invalid_list = ", ".join(sorted(set(invalid_chars))) + return False, f"Invalid amino acid(s): {invalid_list}", None + + return True, "", clean_sequence + + except Exception as e: + return False, f"Error validating sequence: {str(e)}", None + +def validate_oligonucleotide_sequence(sequence_str: str) -> Tuple[bool, str, Optional[str]]: + """Validate an oligonucleotide (RNA) sequence + + Args: + sequence_str (str): The nucleotide sequence + + Returns: + Tuple[bool, str, Optional[str]]: (is_valid, error_message, sequence_str) + """ + try: + # Clean the sequence + sequence_str = sequence_str.strip().upper() + if not sequence_str: + return False, "Sequence cannot be empty", None + + # Remove common formatting characters (spaces, numbers, newlines) + clean_sequence = re.sub(r'[^ACGU]', '', sequence_str) + + if not clean_sequence: + return False, "No valid nucleotide letters found", None + + # Validate nucleotides (A, C, G, U for RNA) + valid_nucleotides = set("ACGU") + invalid_chars = [nt for nt in clean_sequence if nt not in valid_nucleotides] + + if invalid_chars: + invalid_list = ", ".join(sorted(set(invalid_chars))) + return False, f"Invalid nucleotide(s): {invalid_list}. Valid nucleotides: A, C, G, U", None + + return True, "", sequence_str + + except Exception as e: + return False, f"Error validating oligonucleotide sequence: {str(e)}", None + +def generate_isotope_pattern_from_formula(formula_str: str, use_fine_generator: bool = False) -> Dict[str, Any]: + """Generate isotope pattern from elemental formula using specified generator. + + Args: + formula_str (str): The elemental formula string + use_fine_generator (bool): Whether to use FineIsotopePatternGenerator (default: False) + + Returns: + Dict[str, Any]: Results dictionary with mzs, intensities, and metadata + """ + try: + # Validate formula + is_valid, error_msg, empirical_formula = validate_elemental_formula(formula_str) + if not is_valid: + return {"success": False, "error": error_msg} + + # Select generator + generator = fine_pattern_generator if use_fine_generator else coarse_pattern_generator + generator_name = "Fine" if use_fine_generator else "Coarse" + + # Generate isotope pattern + isotope_distribution = empirical_formula.getIsotopeDistribution(generator) + avg_weight = empirical_formula.getAverageWeight() + distribution = isotope_distribution.getContainer() + + # Extract data + mzs = np.array([p.getMZ() for p in distribution]) + intensities = np.array([p.getIntensity() for p in distribution]) + + # Calculate masses + monoisotopic_mass = empirical_formula.getMonoWeight() + average_mass = empirical_formula.getAverageWeight() + + return { + "success": True, + "mzs": mzs, + "intensities": intensities, + "monoisotopic_mass": monoisotopic_mass, + "average_mass": average_mass, + "formula": formula_str, + "source_type": f"Elemental Formula ({generator_name})", + "input_value": formula_str, + "generator": generator_name + } + + except Exception as e: + return {"success": False, "error": f"Error generating pattern from formula: {str(e)}"} + +def generate_isotope_pattern_from_sequence(sequence_str: str, use_fine_generator: bool = False) -> Dict[str, Any]: + """Generate isotope pattern from peptide/protein sequence using specified generator. + + Args: + sequence_str (str): The amino acid sequence + use_fine_generator (bool): Whether to use FineIsotopePatternGenerator (default: False) + + Returns: + Dict[str, Any]: Results dictionary with mzs, intensities, and metadata + """ + try: + # Validate sequence + is_valid, error_msg, clean_sequence = validate_peptide_sequence(sequence_str) + if not is_valid: + return {"success": False, "error": error_msg} + + # Create AASequence object + aa_sequence = oms.AASequence.fromString(clean_sequence) + + # Get empirical formula from sequence + empirical_formula = aa_sequence.getFormula() + + # Select generator + generator = fine_pattern_generator if use_fine_generator else coarse_pattern_generator + generator_name = "Fine" if use_fine_generator else "Coarse" + + # Generate isotope pattern + isotope_distribution = empirical_formula.getIsotopeDistribution(generator) + avg_weight = aa_sequence.getAverageWeight() + + distribution = isotope_distribution.getContainer() + + # Extract data + mzs = np.array([p.getMZ() for p in distribution]) + intensities = np.array([p.getIntensity() for p in distribution]) + + # Calculate masses + monoisotopic_mass = aa_sequence.getMonoWeight() + average_mass = aa_sequence.getAverageWeight() + + # Handle formula string conversion (pyOpenMS version compatibility) + formula_str = empirical_formula.toString() + if isinstance(formula_str, bytes): + formula_str = formula_str.decode('utf-8') + + return { + "success": True, + "mzs": mzs, + "intensities": intensities, + "monoisotopic_mass": monoisotopic_mass, + "average_mass": average_mass, + "formula": formula_str, + "sequence": clean_sequence, + "source_type": f"Peptide/Protein Sequence ({generator_name})", + "input_value": sequence_str, + "generator": generator_name + } + + except Exception as e: + return {"success": False, "error": f"Error generating pattern from sequence: {str(e)}"} + +def generate_isotope_pattern_from_oligonucleotide(sequence_str: str, use_fine_generator: bool = False) -> Dict[str, Any]: + """Generate isotope pattern from oligonucleotide (DNA/RNA) sequence using specified generator. + + Args: + sequence_str (str): The nucleotide sequence (DNA will be converted to RNA) + use_fine_generator (bool): Whether to use FineIsotopePatternGenerator (default: False) + + Returns: + Dict[str, Any]: Results dictionary with mzs, intensities, and metadata + """ + try: + # Validate sequence (converts DNA to RNA automatically) + is_valid, error_msg, rna_sequence = validate_oligonucleotide_sequence(sequence_str) + if not is_valid: + return {"success": False, "error": error_msg} + + # Check if conversion happened + original_clean = re.sub(r'[^ACGTUN]', '', sequence_str.strip().upper()) + conversion_note = "" + if 'T' in original_clean: + conversion_note = " (DNA converted to RNA: T→U)" + + # Create NASequence object (for nucleic acids - RNA only) + na_sequence = oms.NASequence.fromString(rna_sequence) + + # Get empirical formula from sequence + empirical_formula = na_sequence.getFormula() + + # Select generator + generator = fine_pattern_generator if use_fine_generator else coarse_pattern_generator + generator_name = "Fine" if use_fine_generator else "Coarse" + + # Generate isotope pattern + isotope_distribution = empirical_formula.getIsotopeDistribution(generator) + avg_weight = na_sequence.getAverageWeight() + + distribution = isotope_distribution.getContainer() + + # Extract data + mzs = np.array([p.getMZ() for p in distribution]) + intensities = np.array([p.getIntensity() for p in distribution]) + + # Calculate masses + monoisotopic_mass = na_sequence.getMonoWeight() + average_mass = na_sequence.getAverageWeight() + + # Handle formula string conversion (pyOpenMS version compatibility) + formula_str = empirical_formula.toString() + if isinstance(formula_str, bytes): + formula_str = formula_str.decode('utf-8') + + return { + "success": True, + "mzs": mzs, + "intensities": intensities, + "monoisotopic_mass": monoisotopic_mass, + "average_mass": average_mass, + "formula": formula_str, + "sequence": rna_sequence, + "original_sequence": original_clean, + "conversion_note": conversion_note, + "source_type": f"Oligonucleotide Sequence ({generator_name}){conversion_note}", + "input_value": sequence_str, + "generator": generator_name + } + + except Exception as e: + return {"success": False, "error": f"Error generating pattern from oligonucleotide: {str(e)}"} + +def generate_isotope_pattern_from_mass(target_mass: float) -> Dict[str, Any]: + """Generate isotope pattern from mass using CoarseIsotopePatternGenerator (existing method). + + Args: + target_mass (float): The target mass in Da + + Returns: + Dict[str, Any]: Results dictionary with mzs, intensities, and metadata + """ + try: + if target_mass <= 0: + return {"success": False, "error": "Mass must be greater than 0"} + + # Start with most_intense_mass == avg_mass (existing algorithm) + start = coarse_pattern_generator.estimateFromPeptideWeight(target_mass).getMostAbundant().getMZ() + + # Extend to the right + right_samples = [] + right_samples_avg = [] + for delta in np.arange(0, 20, 0.2): + current_sample = coarse_pattern_generator.estimateFromPeptideWeight( + target_mass + delta + ).getMostAbundant().getMZ() + right_samples.append(current_sample) + right_samples_avg.append(target_mass + delta) + + # Stop extension if result gets worse than base case + if abs(current_sample - target_mass) > abs(start - target_mass): + break + + # Extend to the left + left_samples = [] + left_samples_avg = [] + for delta in np.arange(0, 20, 0.2): + current_sample = coarse_pattern_generator.estimateFromPeptideWeight( + target_mass - delta + ).getMostAbundant().getMZ() + left_samples.append(current_sample) + left_samples_avg.append(target_mass - delta) + + # Stop extension if result gets worse than base case + if abs(current_sample - target_mass) > abs(start - target_mass): + break + + # Combine samples + samples = np.array(left_samples + [start] + right_samples) + samples_avg = np.array(left_samples_avg + [target_mass] + right_samples_avg) + + # Determine best fit + best_pos = np.argmin(np.abs(samples - target_mass)) + best_avg = samples_avg[best_pos] + + # Compute distribution of best fit + distribution_obj = coarse_pattern_generator.estimateFromPeptideWeight(best_avg) + distribution = distribution_obj.getContainer() + mzs = np.array([p.getMZ() for p in distribution]) + intensities = np.array([p.getIntensity() for p in distribution]) + monoisotopic = np.min(mzs) # Monoisotopic isotope = lightest + + # Recompute average + best_avg = np.sum(mzs * intensities) + + # Adjust distribution + delta = distribution_obj.getMostAbundant().getMZ() - target_mass + mzs -= delta + best_avg -= delta + monoisotopic -= delta + + return { + "success": True, + "mzs": mzs, + "intensities": intensities, + "monoisotopic_mass": monoisotopic, + "average_mass": best_avg, + "formula": "Estimated from mass", + "source_type": "Mass Estimation", + "input_value": f"{target_mass:.2f} Da" + } + + except Exception as e: + return {"success": False, "error": f"Error generating pattern from mass: {str(e)}"} + +def create_isotope_plot(result_data: Dict[str, Any]) -> go.Figure: + """Create the isotope pattern plot. + + Args: + result_data (Dict[str, Any]): Results from pattern generation + + Returns: + go.Figure: Plotly figure object + """ + mzs = result_data["mzs"] + intensities = result_data["intensities"] + + # Create dataframe + df = pd.DataFrame({ + 'mz': mzs, + 'intensity': intensities + }) + + # Color highlights + df['color'] = 'black' + df.iloc[np.argmax(df['intensity']), -1] = 'red' + + # Plot + fig = go.Figure() + fig = df[df['intensity'] != 0].plot( + x="mz", + y="intensity", + kind="spectrum", + peak_color='color', + canvas=fig, + show_plot=False, + grid=False, + annotate_top_n_peaks=1 + ) + + considered = mzs[intensities > (0.001 * max(intensities))] + fig.update_xaxes(range=[np.min(considered), np.max(considered)]) + fig.update_layout( + title="Isotopic Envelope", + xaxis_title="m/z", + yaxis_title="Intensity" + ) + + return fig + +# UI Implementation +st.title("📶 Isotopic Pattern Calculator") + +st.markdown(""" +**Generate theoretical isotopic envelopes** for molecules to understand mass spectrometric signatures and optimize analysis conditions. + +This tool calculates isotopic distributions using pyOpenMS, helping you: +- **Predict MS peak patterns** for accurate mass measurements and peak assignment +- **Optimize MS parameters** by understanding peak spacing and intensity distributions +- **Validate experimental data** by comparing observed vs theoretical patterns +- **Design targeted experiments** by predicting isotopic signatures for specific molecules +""") + +with st.expander("📚 **Understanding Isotopic Patterns**"): + st.markdown(""" + **Natural Isotopes:** + - Elements exist as multiple isotopes with different masses + - **Carbon**: ¹²C (98.9%) and ¹³C (1.1%) - primary contributor to isotopic patterns + - **Nitrogen**: ¹⁴N (99.6%) and ¹⁵N (0.4%) - important for peptides and nucleotides + - **Sulfur**: ³²S (95.0%) and ³⁴S (4.2%) - significant contribution in proteins + + **Isotopic Envelope Shape:** + - **Small molecules**: Simple patterns with M+1, M+2 peaks + - **Large molecules**: Complex bell-shaped distributions + - **Pattern width** increases with molecular size due to multiple isotopic combinations + + **Input Methods:** + - **Mass Estimation**: Quick approximation for unknown compounds + - **Elemental Formula**: Precise calculation for known molecular composition + - **Peptide/Protein**: Automatic formula calculation from amino acid sequence + - **Oligonucleotides**: DNA/RNA sequence support with automatic T→U conversion + + **Generator Options:** + - **Coarse Generator**: Fast computation, suitable for most applications + - **Fine Generator**: High precision for detailed isotopic analysis + + **Applications:** + - **Peak assignment** in high-resolution mass spectrometry + - **Charge state determination** through isotopic peak spacing + - **Molecular formula confirmation** by pattern matching + - **Method development** for accurate mass measurements + """) + +st.markdown(""" +**Choose your input method:** +""") + +# Input method selection +input_method = st.selectbox( + "Select Input Method:", + ["Mass (Da)", "Elemental Formula", "Peptide/Protein Sequence", "Oligonucleotide Sequence"], + help="Choose how you want to specify your molecule" +) + +# Generator selection (only for formula, sequence, and oligonucleotide) +if input_method in ["Elemental Formula", "Peptide/Protein Sequence", "Oligonucleotide Sequence"]: + use_fine_generator = st.checkbox( + "Use Fine Isotope Pattern Generator", + value=False, + help=""" + - **Coarse Generator** (Default): Faster computation, good for most applications + - **Fine Generator**: More precise calculations, slower for large molecules + """ + ) +else: + use_fine_generator = False + +col1, col2 = st.columns([1, 1]) + +with col1: + result_data = None + + if input_method == "Mass (Da)": + target_mass = st.number_input( + "Input most abundant/intense peak [Da]:", + min_value=0.0, + value=20000.0, + help=""" + The most intense (or most abundant) peak is the isotope peak + with the highest abundance in the protein's mass spectrum. It + represents the most common isotopic composition and serves as + the reference point for reconstructing the full isotopic envelope. + """ + ) + + if st.button('Compute Isotopic Envelope'): + with st.spinner('Computing from mass...'): + result_data = generate_isotope_pattern_from_mass(target_mass) + + elif input_method == "Elemental Formula": + formula_input = st.text_input( + "Elemental Formula:", + value="C100H150N26O30S1", + help=""" + Enter the molecular formula using standard notation. + Examples: C100H150N26O30S1, C6H12O6, C43H66N12O12S2 + """ + ) + + if st.button('Compute Isotopic Envelope'): + generator_type = "fine" if use_fine_generator else "coarse" + with st.spinner(f'Computing from formula using {generator_type} generator...'): + result_data = generate_isotope_pattern_from_formula(formula_input, use_fine_generator) + + elif input_method == "Peptide/Protein Sequence": + sequence_input = st.text_area( + "Amino Acid Sequence:", + value="PEPTIDE", + height=100, + help=""" + Enter the peptide or protein sequence using single-letter amino acid codes. + Examples: PEPTIDE, MKLNFSLRLRR, ACDEFGHIKLMNPQRSTVWY + """ + ) + + if st.button('Compute Isotopic Envelope'): + generator_type = "fine" if use_fine_generator else "coarse" + with st.spinner(f'Computing from sequence using {generator_type} generator...'): + result_data = generate_isotope_pattern_from_sequence(sequence_input, use_fine_generator) + + elif input_method == "Oligonucleotide Sequence": + oligonucleotide_input = st.text_area( + "Nucleotide Sequence:", + value="AUCGAUCG", + height=100, + help=""" + RNA sequence using standard nucleotide codes. + Valid nucleotides: A (adenine), C (cytosine), G (guanine), U (uracil), N (any) + Examples: AUCGAUCG, AAAUUUCCCGGG + """ + ) + + if st.button('Compute Isotopic Envelope'): + generator_type = "fine" if use_fine_generator else "coarse" + with st.spinner(f'Computing from oligonucleotide using {generator_type} generator...'): + result_data = generate_isotope_pattern_from_oligonucleotide(oligonucleotide_input, use_fine_generator) + +with col2: + if result_data: + if result_data["success"]: + # Display results + st.write(f"**Source:** {result_data['source_type']}") + st.write(f"**Input:** {result_data['input_value']}") + if "generator" in result_data: + st.write(f"**Generator:** {result_data['generator']} Isotope Pattern Generator") + if "formula" in result_data: + st.write(f"**Molecular Formula:** {result_data['formula']}") + if "sequence" in result_data: + st.write(f"**Sequence:** {result_data['sequence']}") + # Show conversion info for oligonucleotides + if "original_sequence" in result_data and "conversion_note" in result_data: + if result_data["conversion_note"]: + st.write(f"**Original Sequence:** {result_data['original_sequence']}") + st.info(f"DNA sequence converted to RNA for processing{result_data['conversion_note']}") + st.write(f"**Monoisotopic Mass:** {result_data['monoisotopic_mass']:.5f} Da") + st.write(f"**Average Mass:** {result_data['average_mass']:.5f} Da") + else: + st.error(f"Error: {result_data['error']}") + +# Display plot and download options +if result_data and result_data["success"]: + # Create and display plot + fig = create_isotope_plot(result_data) + show_fig(fig, 'Isotopic Envelope') + + # Prepare download data + df_out = pd.DataFrame({ + 'mz': result_data["mzs"], + 'intensity': result_data["intensities"], + 'color': ['red' if i == np.argmax(result_data["intensities"]) else 'black' + for i in range(len(result_data["mzs"]))] + }) + + # Create download files + tsv_buffer = io.StringIO() + df_out.to_csv(tsv_buffer, sep='\t', index=False) + tsv_buffer.seek(0) + tsv_file = tsv_buffer.getvalue() + + xlsx_buffer = io.BytesIO() + with pd.ExcelWriter(xlsx_buffer, engine="xlsxwriter") as writer: + df_out.to_excel(writer, index=False, sheet_name="MS Data") + xlsx_buffer.seek(0) + xlsx_file = xlsx_buffer.getvalue() + + # Download buttons + tsv_col, excel_col, _ = st.columns(3) + + @st.fragment + def tsv_download(): + st.download_button( + label="Download TSV file", + file_name=f'Isotopic_Envelope_{result_data["source_type"].replace("/", "_").replace(" ", "_")}.tsv', + data=tsv_file + ) + + with tsv_col: + tsv_download() + + @st.fragment + def xlsx_download(): + st.download_button( + label="Download Excel file", + file_name=f'Isotopic_Envelope_{result_data["source_type"].replace("/", "_").replace(" ", "_")}.xlsx', + data=xlsx_file + ) + + with excel_col: + xlsx_download() \ No newline at end of file diff --git a/content/peptide_mz_calculator.py b/content/peptide_mz_calculator.py new file mode 100644 index 00000000..92275d3b --- /dev/null +++ b/content/peptide_mz_calculator.py @@ -0,0 +1,247 @@ +""" +Peptide m/z Calculator App. +""" + +import streamlit as st +import pandas as pd +from pathlib import Path + +from src.common.common import page_setup, v_space + +# Import backend functions +from src.peptide_mz_calculator import ( + calculate_peptide_mz_range, + validate_sequence, +) + +# Page setup +page_setup(page="main") + +# Hero section & logo +col1, col2, col3 = st.columns([0.5, 2, 1]) +with col2: + st.markdown( + """ +
+

⚖️ Peptide m/z Calculator

+

+ Calculate theoretical mass-to-charge ratios (m/z) for peptides with and without modifications. +

+
+ """, + unsafe_allow_html=True, + ) + +# Description +st.markdown( + """ +**Calculate precise theoretical m/z values** for peptides. + +""" +) + +# Expandable help sections +with st.expander("📚 **Sequence Format**"): + st.markdown(""" + + **💡 Format Tips:** + - Use parentheses for modifications: `(Oxidation)`, `(Carbamidomethyl)` + - Use dots for terminal modifications: `.(Acetyl)`, `(Amidated).` + - Use square brackets for mass deltas: `[+15.995]`, `[-18.010]` + + **Examples:** + - `PEPTIDE`: Basic amino acid sequence + - `M(Oxidation)PEPTIDE`: Methionine oxidation modification + - `C(Carbamidomethyl)PEPTIDE`: Carbamidomethyl cysteine modification + - `.(Acetyl)PEPTIDE`: N-terminal acetylation + - `PEPTIDE(Amidated).`: C-terminal amidation + - `PEPTIDE[+15.995]`: Mass delta modification + - `M[+15.994915]PEPTIDE`: Specific mass delta on methionine + - `ALSSC(UNIMOD:4)VVDEEQDVER`: UNIMOD modification notation + - `PEPS(Phospho)TIDE`: Phosphorylation modification + - `.(Acetyl)M(Oxidation)PEPTIDE`: Multiple modifications + + - **Supported Amino Acids:** + Standard 20 amino acids (A, R, N, D, C, E, Q, G, H, I, L, K, M, F, P, S, T, W, Y, V) plus X (any) and U (selenocysteine) + + - **Common static modifications:** + + | Name | Target Residue(s) | Mass Shift (Da) | Description | + |------|------------------|-----------------|-------------| + | Carbamidomethyl | C | +57.021464 | Carbamidomethylation of cysteine | + + - **Common dynamic modifications (for more see UniMod names):** + + | Name | Target Residue(s) | Mass Shift (Da) | Description | + |------|------------------|-----------------|-------------| + | Oxidation | M | +15.994915 | Oxidation of methionine | + | Deamidated | N, Q | +0.984016 | Spontaneous deamidation | + | Phospho | S, T, Y | +79.966331 | Phosphorylation on STY | + | Acetyl | Protein N-term | +42.010565 | N-terminal acetylation | + | Gln->pyro-Glu | N-term Q | -17.026549 | Cyclization of glutamine | + | Glu->pyro-Glu | N-term E | -18.010565 | Cyclization of glutamic acid | + | Formyl | N-term | +27.994915 | Formylation of N-terminus | + | Methyl | K, R, H | +14.015650 | Single methyl group addition | + | Dimethyl | K, R | +28.031300 | Two methyl groups | + | Sulfo | Y | +79.956815 | Sulfation on tyrosine | + | GG (diglycyl) | K | +114.042927 | Ubiquitin remnant on lysine after trypsin digest | + + """) + + + +st.markdown("---") + +# Input section +col1_input, col2_input = st.columns([3, 1]) + +with col1_input: + # Sequence input + sequence_input = st.text_input( + "Peptide Sequence", + value="M(Oxidation)PEPTIDE", + help="""Enter peptide sequence in AASequence format. Examples: + • PEPTIDE - Basic sequence + • M(Oxidation)PEPTIDE - Oxidized methionine + • C(Carbamidomethyl)PEPTIDE - Carbamidomethyl cysteine + • .(Acetyl)PEPTIDE - N-terminal acetylation""", + placeholder="e.g., M(Oxidation)PEPTIDE, C(Carbamidomethyl)PEPTIDE", + ) + +with col2_input: + # Charge range inputs + + default_charge = 2 + + charge_col1, charge_col2 = st.columns(2) + with charge_col1: + min_charge = st.number_input( + "Min Charge", + min_value=1, + max_value=20, + value=default_charge, + step=1 + ) + with charge_col2: + max_charge = st.number_input( + "Max Charge", + min_value=1, + max_value=200, + value=min(default_charge + 2, 6), + step=1 + ) + + # Ensure valid range + if min_charge > max_charge: + st.error("Min charge must be ≤ Max charge") + min_charge = max_charge + +# Calculate button +calculate_btn = st.button( + "🧮 Calculate m/z", + type="primary", + use_container_width=True +) + +st.markdown("---") + +# Results section +if calculate_btn: + if not sequence_input.strip(): + st.error("Please enter a peptide sequence.") + else: + # Validate sequence + is_valid, error_msg = validate_sequence(sequence_input) + + if not is_valid: + st.error(f"Invalid sequence: {error_msg}") + else: + try: + with st.spinner("Calculating m/z ratios..."): + results = calculate_peptide_mz_range( + sequence_input, + (min_charge, max_charge) + ) + + st.success("✅ Calculation Complete!") + + # Results display + result_col1, result_col2 = st.columns(2) + + with result_col1: + st.markdown("### 📊 m/z Results") + + charge_results = results.get("charge_results", {}) + charge_states = sorted(charge_results.keys()) + + # Display results + if len(charge_states) <= 5: + # Simple list for few charge states + for charge in charge_states: + charge_data = charge_results[charge] + mz_value = charge_data['mz_ratio'] + st.markdown(f"**Charge +{charge}:** {mz_value:.6f}") + else: + # Table for many charge states + table_data = [] + for charge in charge_states: + charge_data = charge_results[charge] + table_data.append({ + "Charge": f"+{charge}", + "m/z": f"{charge_data['mz_ratio']:.6f}" + }) + + df = pd.DataFrame(table_data) + st.dataframe(df, use_container_width=True, hide_index=True) + + st.markdown(f"**Monoisotopic Mass:** {results['monoisotopic_mass']:.6f} Da") + + with result_col2: + st.markdown("### 🧪 Sequence Information") + st.markdown(f"**Input Sequence:** {sequence_input}") + st.markdown(f"**Molecular Formula:** {results['molecular_formula']}") + st.markdown(f"**Length:** {results['sequence_length']} amino acids") + + # Additional details + with st.expander("📋 Additional Details"): + # Amino acid composition + aa_composition = results["aa_composition"] + if aa_composition: + st.markdown("**Amino Acid Composition:**") + composition_text = ", ".join([ + f"{aa}: {count}" + for aa, count in sorted(aa_composition.items()) + ]) + st.markdown(composition_text) + + except Exception as e: + st.error(f"Calculation error: {str(e)}") + + st.markdown(""" + **Common Issues:** + - Use correct AASequence format: `M(Oxidation)PEPTIDE` + - Check modification names: `(Carbamidomethyl)`, `(Oxidation)` + - Verify amino acid codes (standard 20 + X, U) + - Use dots for terminal mods: `.(Acetyl)PEPTIDE` + """) + +# About section +st.markdown("---") +with st.expander("ℹ️ **About This Peptide m/z Calculator**"): + st.markdown(""" + **AASequence Format Support:** + - Uses PyOpenMS `AASequence.fromString()` directly + - No complex parsing or format conversion + - Native support for modifications and charge notation + - Standardized output format + + **Supported Amino Acids:** + Standard 20 amino acids (A, R, N, D, C, E, Q, G, H, I, L, K, M, F, P, S, T, W, Y, V) plus X (any) and U (selenocysteine) + + **Modification Format:** + - Named modifications: `(Oxidation)`, `(Carbamidomethyl)`, `(Phospho)` + - Terminal modifications: `.(Acetyl)PEPTIDE`, `PEPTIDE(Amidated).` + - Mass deltas: `[+15.994915]`, `[-18.010565]` + - UNIMOD notation: `[UNIMOD:4]`, `[UNIMOD:35]` + + """) diff --git a/requirements.txt b/requirements.txt index a280e255..c07d8f3a 100644 --- a/requirements.txt +++ b/requirements.txt @@ -136,3 +136,4 @@ urllib3==2.3.0 # via requests watchdog==6.0.0 # via streamlit +xlsxwriter diff --git a/src/peptide_mz_calculator.py b/src/peptide_mz_calculator.py new file mode 100644 index 00000000..5b75c57d --- /dev/null +++ b/src/peptide_mz_calculator.py @@ -0,0 +1,107 @@ +""" +Peptide M/Z Calculator Backend + +This module provides backend functions for peptide mass spectrometry calculations +using pyOpenMS AASequence.fromString() directly with minimal parsing overhead. +""" + +from typing import Dict, Any, Tuple +import pyopenms as poms + + +def calculate_peptide_mz(sequence: str, charge_state: int) -> Dict[str, Any]: + """Calculate m/z ratio for a peptide using AASequence.fromString() directly. + + Args: + sequence: Peptide sequence string (AASequence.fromString() compatible) + charge_state: Charge state for m/z calculation + + Returns: + Dictionary with calculation results + + Raises: + ValueError: If sequence is invalid or charge state is invalid + """ + sequence = sequence.strip() + if not sequence: + raise ValueError("Peptide sequence cannot be empty") + + if charge_state < 1: + raise ValueError("Charge state must be a positive integer") + + try: + # Use AASequence.fromString() directly - it supports many formats natively + aa_sequence = poms.AASequence.fromString(sequence) + except Exception as e: + raise ValueError(f"Invalid sequence format: {str(e)}") from e + + # Calculate properties + mz_ratio = aa_sequence.getMZ(charge_state) + mono_weight = aa_sequence.getMonoWeight() + formula = aa_sequence.getFormula() + + # Extract clean amino acid sequence for composition + unmodified_aa_sequence = aa_sequence.toUnmodifiedString() + + # Calculate amino acid composition + aa_composition = {} + for aa in unmodified_aa_sequence: + aa_composition[aa] = aa_composition.get(aa, 0) + 1 + + return { + "mz_ratio": mz_ratio, + "monoisotopic_mass": mono_weight, + "molecular_formula": formula.toString(), + "charge_state": charge_state, + "sequence_length": len(unmodified_aa_sequence), + "aa_composition": aa_composition, + "success": True, + } + +def calculate_peptide_mz_range( + sequence: str, + charge_range: Tuple[int, int] +) -> Dict[str, Any]: + """Calculate m/z ratios for multiple charge states. + + Args: + sequence: Peptide sequence string + charge_range: Tuple of (min_charge, max_charge) inclusive + + Returns: + Dictionary containing results for all charge states + """ + min_charge, max_charge = charge_range + charge_results = {} + + # Calculate for each charge state + for charge in range(min_charge, max_charge + 1): + result = calculate_peptide_mz(sequence, charge) + charge_results[charge] = result + + # Use first result as base and add charge_results + base_result = charge_results[min_charge] + return { + **base_result, + "charge_results": charge_results, + "charge_range": charge_range, + } + + +def validate_sequence(sequence: str) -> Tuple[bool, str]: + """Validate if sequence can be parsed by AASequence.fromString(). + + Args: + sequence: Sequence string to validate + + Returns: + Tuple of (is_valid, error_message) + """ + if not sequence.strip(): + return False, "Sequence cannot be empty" + + try: + poms.AASequence.fromString(sequence.strip()) + return True, "" + except Exception as e: + return False, f"Invalid sequence format: {str(e)}" diff --git a/utils/__init__.py b/utils/__init__.py new file mode 100644 index 00000000..560b2776 --- /dev/null +++ b/utils/__init__.py @@ -0,0 +1,3 @@ +""" +Utility modules for the streamlit-template application. +""" \ No newline at end of file diff --git a/utils/digest.py b/utils/digest.py new file mode 100644 index 00000000..0aa73f9b --- /dev/null +++ b/utils/digest.py @@ -0,0 +1,359 @@ +""" +Protein digestion utilities using pyOpenMS. +""" +import pandas as pd +from typing import List, Tuple, Dict, Any +import pyopenms as oms +from .fasta import extract_accession, extract_description + + +import os + + +def perform_digest(sequences: List[Tuple[str, str]], enzyme: str, missed_cleavages: int, max_charges: int) -> pd.DataFrame: + """ + Perform in silico protein digestion using pyOpenMS. + + Args: + sequences: List of (header, sequence) tuples + enzyme: Enzyme name for digestion + missed_cleavages: Maximum number of missed cleavages + max_charges: Maximum charge state to calculate + + Returns: + pandas DataFrame with digest results + """ + results = [] + + # Set up the digestion + digest = oms.ProteaseDigestion() + digest.setEnzyme(enzyme) + digest.setMissedCleavages(missed_cleavages) + + for header, sequence in sequences: + accession = extract_accession(header) + description = extract_description(header) + try: + # Use the correct pyOpenMS digest method with string input + peptide_strings = [] + seq = oms.AASequence.fromString(sequence) + digest.digest(seq, peptide_strings) + + #for peptide_seq in peptide_strings: + # os.write(1, f"Generated peptide: {peptide_seq}\n".encode()) + for i, peptide in enumerate(peptide_strings): + + if peptide.size() > 0: # Skip empty peptides + try: + # Calculate mass using AASequence + aa_seq = oms.AASequence(peptide) + mono_mass = aa_seq.getMonoWeight() + + # Create row data + peptide_string = peptide.toString() + + # Find all positions of this peptide in the original sequence + start_positions = [] + end_positions = [] + start_pos = 0 + while True: + pos = sequence.find(peptide_string, start_pos) + if pos == -1: + break + start_positions.append(str(pos + 1)) # Convert to 1-based + end_positions.append(str(pos + len(peptide_string))) # End position (1-based) + start_pos = pos + 1 + + # Join positions with commas if multiple occurrences + start_str = ','.join(start_positions) + end_str = ','.join(end_positions) + + row_data = { + 'Accession': accession, + 'Description': description, + 'Peptide Sequence': peptide_string, + 'Length': len(peptide_string), + 'Start': start_str, + 'End': end_str, + '[M]': round(mono_mass, 4) + } + + # Add charged masses [M + zH] + for charge in range(1, max_charges + 1): + charged_mass = (mono_mass + charge * 1.007276) / charge + row_data[f'[M + {charge}H]'] = round(charged_mass, 4) + + results.append(row_data) + except Exception: + # Skip problematic peptides + continue + except Exception: + # If digest fails, skip this sequence + continue + + return pd.DataFrame(results) + + +def calculate_mass_with_charge(mono_mass: float, charge: int) -> float: + """ + Calculate mass-to-charge ratio for a given monoisotopic mass and charge. + + Args: + mono_mass: Monoisotopic mass + charge: Charge state + + Returns: + Mass-to-charge ratio + """ + proton_mass = 1.007276 # Mass of a proton + return (mono_mass + charge * proton_mass) / charge + + +def get_digest_statistics(df: pd.DataFrame) -> Dict[str, Any]: + """ + Calculate statistics for the digest results. + + Args: + df: DataFrame with digest results + + Returns: + Dictionary with statistics + """ + if df.empty: + return { + 'total_peptides': 0, + 'unique_proteins': 0, + 'avg_peptide_length': 0, + 'mass_range': (0, 0) + } + + stats = { + 'total_peptides': len(df), + 'unique_proteins': df['Accession'].nunique(), + 'avg_peptide_length': df['Peptide Sequence'].str.len().mean(), + 'mass_range': (df['[M]'].min(), df['[M]'].max()) + } + + return stats + + +def filter_peptides_by_mass(df: pd.DataFrame, min_mass: float = None, max_mass: float = None) -> pd.DataFrame: + """ + Filter peptides by mass range. + + Args: + df: DataFrame with digest results + min_mass: Minimum mass threshold + max_mass: Maximum mass threshold + + Returns: + Filtered DataFrame + """ + filtered_df = df.copy() + + if min_mass is not None: + filtered_df = filtered_df[filtered_df['[M]'] >= min_mass] + + if max_mass is not None: + filtered_df = filtered_df[filtered_df['[M]'] <= max_mass] + + return filtered_df + + +def filter_peptides_by_length(df: pd.DataFrame, min_length: int = None, max_length: int = None) -> pd.DataFrame: + """ + Filter peptides by amino acid sequence length. + + Args: + df: DataFrame with digest results + min_length: Minimum peptide length (number of amino acids) + max_length: Maximum peptide length (number of amino acids) + + Returns: + Filtered DataFrame + """ + filtered_df = df.copy() + + if min_length is not None: + filtered_df = filtered_df[filtered_df['Peptide Sequence'].str.len() >= min_length] + + if max_length is not None: + filtered_df = filtered_df[filtered_df['Peptide Sequence'].str.len() <= max_length] + + return filtered_df + + +def get_available_enzymes() -> List[str]: + """ + Get list of available enzymes from pyOpenMS EnzymesDB. + + Returns: + List of enzyme names + + Raises: + RuntimeError: If pyOpenMS enzyme database cannot be loaded + """ + try: + # Get enzyme database + enzyme_db = oms.ProteaseDB() + enzymes = [] + enzyme_db.getAllNames(enzymes) + return enzymes + except Exception as e: + raise RuntimeError(f"Failed to load pyOpenMS enzyme database: {e}. Please ensure pyOpenMS is properly configured.") from e + + +def validate_enzyme(enzyme_name: str) -> bool: + """ + Validate if an enzyme is supported by pyOpenMS. + + Args: + enzyme_name: Name of the enzyme + + Returns: + True if enzyme is supported, False otherwise + """ + try: + digest = oms.ProteaseDigestion() + digest.setEnzyme(enzyme_name) + return True + except Exception: + return False + + +def create_digest_summary(df: pd.DataFrame) -> str: + """ + Create a text summary of the digest results. + + Args: + df: DataFrame with digest results + + Returns: + Summary text + """ + if df.empty: + return "No peptides generated from the digest." + + stats = get_digest_statistics(df) + + summary = f""" + **Digest Summary:** + - Total peptides: {stats['total_peptides']:,} + - Unique proteins: {stats['unique_proteins']} + - Average peptide length: {stats['avg_peptide_length']:.1f} amino acids + - Mass range: {stats['mass_range'][0]:.2f} - {stats['mass_range'][1]:.2f} Da + """ + + return summary + + +def calculate_protein_coverage(df: pd.DataFrame, sequences: List[Tuple[str, str]]) -> Dict[str, Dict]: + """ + Calculate coverage for each position in each protein sequence. + + Args: + df: DataFrame with digest results + sequences: List of (header, sequence) tuples + + Returns: + Dictionary mapping accession to coverage info + """ + coverage_data = {} + + # Create mapping from accession to sequence + accession_to_sequence = {} + for header, sequence in sequences: + accession = extract_accession(header) + accession_to_sequence[accession] = sequence + + # Initialize coverage arrays for each protein + for accession, sequence in accession_to_sequence.items(): + coverage_data[accession] = { + 'sequence': sequence, + 'coverage': [0] * len(sequence), + 'description': '' + } + + # Calculate coverage from digest results + for _, row in df.iterrows(): + accession = row['Accession'] + if accession in coverage_data: + # Get description from first occurrence + if not coverage_data[accession]['description']: + coverage_data[accession]['description'] = row['Description'] + + # Parse start and end positions + start_positions = row['Start'].split(',') if row['Start'] else [] + end_positions = row['End'].split(',') if row['End'] else [] + + # Increment coverage for each occurrence of this peptide + for start_str, end_str in zip(start_positions, end_positions): + try: + start = int(start_str) - 1 # Convert to 0-based + end = int(end_str) # End is already exclusive in 1-based + + # Increment coverage for all positions covered by this peptide + for pos in range(start, end): + if 0 <= pos < len(coverage_data[accession]['coverage']): + coverage_data[accession]['coverage'][pos] += 1 + except (ValueError, IndexError): + continue + + return coverage_data + + +def generate_coverage_html(accession: str, coverage_info: Dict) -> str: + """ + Generate HTML for protein sequence with coverage coloring. + + Args: + accession: Protein accession + coverage_info: Coverage information dictionary + + Returns: + HTML string for colored sequence + """ + sequence = coverage_info['sequence'] + coverage = coverage_info['coverage'] + description = coverage_info['description'] + + # Define colors for different coverage levels + colors = { + 0: '#f0f0f0', # Light gray for no coverage + 1: '#ffffcc', # Light yellow for 1x coverage + 2: '#ffcc99', # Light orange for 2x coverage + 3: '#ff9999', # Light red for 3x coverage + 4: '#ff6666', # Medium red for 4x coverage + } + + html_parts = [f"

{accession} - {description}

"] + html_parts.append("
") + + # Add coverage legend + html_parts.append("
") + html_parts.append("Coverage: ") + for level, color in colors.items(): + if level <= 4: + label = f"{level}x" if level < 4 else "4+x" + html_parts.append(f"{label}") + html_parts.append("
") + + # Generate colored sequence + for i, aa in enumerate(sequence): + if i < len(coverage): + cov_level = min(coverage[i], 4) # Cap at 4 for coloring + color = colors.get(cov_level, colors[4]) + else: + cov_level = 0 # Default coverage level for positions beyond coverage array + color = colors[0] + + html_parts.append(f"{aa}") + + # Add line breaks every 50 amino acids for readability + if (i + 1) % 50 == 0: + html_parts.append("
") + + html_parts.append("
") + html_parts.append("
") + + return "".join(html_parts) diff --git a/utils/fasta.py b/utils/fasta.py new file mode 100644 index 00000000..1d2758d4 --- /dev/null +++ b/utils/fasta.py @@ -0,0 +1,151 @@ +""" +FASTA parsing and validation utilities. +""" +import re +from typing import List, Tuple, Optional + + +def parse_fasta(fasta_text: str) -> List[Tuple[str, str]]: + """ + Parse FASTA text into a list of (header, sequence) tuples. + + Args: + fasta_text: Raw FASTA text input + + Returns: + List of tuples containing (header, sequence) + + Raises: + ValueError: If FASTA format is invalid + """ + if not fasta_text.strip(): + return [] + + sequences = [] + lines = fasta_text.strip().split('\n') + current_header = None + current_sequence = [] + + for line_num, line in enumerate(lines, 1): + line = line.strip() + if not line: + continue + + if line.startswith('>'): + # Save previous sequence if exists + if current_header is not None: + seq = ''.join(current_sequence) + if seq: + sequences.append((current_header, seq)) + else: + raise ValueError(f"Empty sequence found for header: {current_header}") + + # Start new sequence + current_header = line[1:] # Remove '>' prefix + current_sequence = [] + else: + if current_header is None: + raise ValueError(f"Line {line_num}: Sequence data found before header") + current_sequence.append(line.upper()) + + # Add the last sequence + if current_header is not None: + seq = ''.join(current_sequence) + if seq: + sequences.append((current_header, seq)) + else: + raise ValueError(f"Empty sequence found for header: {current_header}") + + if not sequences: + raise ValueError("No valid FASTA sequences found") + + return sequences + + +def validate_protein_sequence(sequence: str) -> bool: + """ + Validate that a sequence contains only valid amino acid characters. + + Args: + sequence: Protein sequence string + + Returns: + True if valid, False otherwise + """ + # Valid amino acid single letter codes + valid_aa = set('ACDEFGHIKLMNPQRSTVWY') + return all(aa in valid_aa for aa in sequence.upper()) + + +def extract_accession(header: str) -> str: + """ + Extract accession number from FASTA header. + + Args: + header: FASTA header line (without '>') + + Returns: + Accession number or original header if no standard format found + """ + # Try to extract accession from common formats + # UniProt format: sp|P12345|PROT_HUMAN or tr|A0A123B4C5|A0A123B4C5_HUMAN + uniprot_match = re.match(r'(sp|tr)\|([^|]+)\|', header) + if uniprot_match: + return uniprot_match.group(2) + + # NCBI format: gi|123456|ref|NP_123456.1| or ref|NP_123456.1| + ncbi_match = re.match(r'(?:gi\|\d+\|)?(?:ref\|)?([^|]+)', header) + if ncbi_match: + return ncbi_match.group(1) + + # Generic format: take first word + first_word = header.split()[0] if header.split() else header + return first_word + + +def extract_description(header: str) -> str: + """ + Extract description from FASTA header. + + Args: + header: FASTA header line (without '>') + + Returns: + Description part of the header + """ + # For UniProt format, description comes after the second | + uniprot_match = re.match(r'(sp|tr)\|[^|]+\|[^|\s]+\s*(.*)', header) + if uniprot_match: + return uniprot_match.group(2).strip() + + # For other formats, try to extract everything after first space + parts = header.split(' ', 1) + if len(parts) > 1: + return parts[1].strip() + + return header + + +def validate_fasta_input(fasta_text: str) -> Tuple[bool, Optional[str], List[Tuple[str, str]]]: + """ + Validate FASTA input and return parsed sequences if valid. + + Args: + fasta_text: Raw FASTA text input + + Returns: + Tuple of (is_valid, error_message, sequences) + """ + try: + sequences = parse_fasta(fasta_text) + + # Validate each sequence + for header, sequence in sequences: + if not validate_protein_sequence(sequence): + invalid_chars = set(sequence.upper()) - set('ACDEFGHIKLMNPQRSTVWY') + return False, f"Invalid amino acids found in sequence '{extract_accession(header)}': {', '.join(sorted(invalid_chars))}", [] + + return True, None, sequences + + except ValueError as e: + return False, str(e), [] \ No newline at end of file From 7bd64e4f8e4077c396e9a86e871bf55e95f8aabe Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Mon, 11 Aug 2025 09:18:26 +0200 Subject: [PATCH 135/138] Update README.md --- README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/README.md b/README.md index 9da23d57..3b995b66 100644 --- a/README.md +++ b/README.md @@ -42,7 +42,7 @@ To run the app locally: streamlit run app.py ``` -> ⚠️ Note: The local version offers limited functionality. Features that depend on OpenMS are only available in the Docker setup. +> ⚠️ Note: The local version offers limited functionality. Features that depend on OpenMS TOPP tools are only available out of the box in the Docker setup. For the local version [OpenMS Command Line Tools](https://openms.readthedocs.io/en/latest/about/installation.html) must be installed separately. ## 🐳 Build with Docker From 8ff1d3f5f94dc88696a6ddca60be1f4a2ee87af6 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Thu, 21 Aug 2025 12:29:35 +0200 Subject: [PATCH 136/138] copy utils to production environments --- .../workflows/build-windows-executable-app-with-pyinstaller.yaml | 1 + .github/workflows/build-windows-executable-app.yaml | 1 + Dockerfile | 1 + Dockerfile_simple | 1 + 4 files changed, 4 insertions(+) diff --git a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml index 1aa78668..2d3b6f14 100644 --- a/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml +++ b/.github/workflows/build-windows-executable-app-with-pyinstaller.yaml @@ -244,6 +244,7 @@ jobs: mv python-${{ env.PYTHON_VERSION }} streamlit_exe mv run_app.bat streamlit_exe cp -r src streamlit_exe + cp -r utils streamlit_exe cp -r content streamlit_exe cp -r docs streamlit_exe cp -r assets streamlit_exe diff --git a/.github/workflows/build-windows-executable-app.yaml b/.github/workflows/build-windows-executable-app.yaml index eca72eeb..5b8e7777 100644 --- a/.github/workflows/build-windows-executable-app.yaml +++ b/.github/workflows/build-windows-executable-app.yaml @@ -278,6 +278,7 @@ jobs: mv python-${{ env.PYTHON_VERSION }} streamlit_exe cp -r src streamlit_exe + cp -r utils streamlit_exe cp -r content streamlit_exe cp -r docs streamlit_exe cp -r assets streamlit_exe diff --git a/Dockerfile b/Dockerfile index df0371b9..380508c8 100644 --- a/Dockerfile +++ b/Dockerfile @@ -129,6 +129,7 @@ COPY example-data/ /app/example-data COPY gdpr_consent/ /app/gdpr_consent COPY hooks/ /app/hooks COPY src/ /app/src +COPY utils/ /app/utils COPY app.py /app/app.py COPY settings.json /app/settings.json COPY default-parameters.json /app/default-parameters.json diff --git a/Dockerfile_simple b/Dockerfile_simple index a357b82d..84a01ed4 100644 --- a/Dockerfile_simple +++ b/Dockerfile_simple @@ -70,6 +70,7 @@ COPY example-data/ /app/example-data COPY gdpr_consent/ /app/gdpr_consent COPY hooks/ /app/hooks COPY src/ /app/src +COPY utils/ /app/utils COPY app.py /app/app.py COPY settings.json /app/settings.json COPY default-parameters.json /app/default-parameters.json From 951c90cc1be0c5a7be70d8f918d57e7c0bbe036d Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Thu, 21 Aug 2025 12:36:39 +0200 Subject: [PATCH 137/138] increment version number --- settings.json | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/settings.json b/settings.json index 8bd9e862..401aa0f1 100644 --- a/settings.json +++ b/settings.json @@ -1,7 +1,7 @@ { "app-name": "OpenMS WebApp Template", "github-user": "OpenMS", - "version": "1.0.2", + "version": "1.1.1", "repository-name": "streamlit-template", "analytics": { "google-analytics": { From 05ffefa7d890b869172b62e1d1a814d82aa9fb34 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Tom=20David=20M=C3=BCller?= <57191390+t0mdavid-m@users.noreply.github.com> Date: Tue, 2 Sep 2025 07:07:19 +0200 Subject: [PATCH 138/138] Upgrade Streamlit to 1.49 (#278) * update streamlit * fix md5 error * fix sidebar updates * remove workspace selector if offline * update workspace via query param * fix duplicate component bug * fix log refresh * stream output in workflows * fix workflow display --- content/digest.py | 3 -- requirements.txt | 2 +- src/common/captcha_.py | 29 ++++++++----- src/common/common.py | 44 +++++++++---------- src/workflow/CommandExecutor.py | 75 ++++++++++++++++++++++++++------ src/workflow/StreamlitUI.py | 76 +++++++++++++++++++++++---------- src/workflow/WorkflowManager.py | 2 - 7 files changed, 158 insertions(+), 73 deletions(-) diff --git a/content/digest.py b/content/digest.py index 8cd70f9c..63827443 100644 --- a/content/digest.py +++ b/content/digest.py @@ -315,7 +315,4 @@ def main(): st.error("Please check your input and try again. If the problem persists, try with a simpler enzyme like Trypsin.") -if __name__ == "__main__": - - main() main() \ No newline at end of file diff --git a/requirements.txt b/requirements.txt index c07d8f3a..d07c3275 100644 --- a/requirements.txt +++ b/requirements.txt @@ -111,7 +111,7 @@ six==1.17.0 # via python-dateutil smmap==5.0.2 # via gitdb -streamlit==1.43.0 +streamlit==1.49.0 # via # src (pyproject.toml) # streamlit-js-eval diff --git a/src/common/captcha_.py b/src/common/captcha_.py index 288eed03..2da672d1 100644 --- a/src/common/captcha_.py +++ b/src/common/captcha_.py @@ -1,14 +1,23 @@ -from pathlib import Path import streamlit as st import streamlit.components.v1 as st_components -from streamlit.source_util import page_icon_and_name, calc_md5, get_pages, _on_pages_changed +from streamlit.source_util import page_icon_and_name from captcha.image import ImageCaptcha +from pathlib import Path +import hashlib import random import string import os +def calc_md5(string : str): + return hashlib.md5(string.encode()).hexdigest() + +def get_pages(): + return st.runtime.get_pages() + +def set_pages(pages : dict): + st.runtime.set_pages(pages) def delete_all_pages(main_script_path_str: str) -> None: """ @@ -22,7 +31,7 @@ def delete_all_pages(main_script_path_str: str) -> None: """ # Get all pages from the app's configuration - current_pages = get_pages(main_script_path_str) + current_pages = get_pages() # Create a list to store keys pages to delete keys_to_delete = [] @@ -37,7 +46,7 @@ def delete_all_pages(main_script_path_str: str) -> None: del current_pages[key] # Refresh the pages configuration - _on_pages_changed.send() + set_pages(current_pages) def delete_page(main_script_path_str: str, page_name: str) -> None: @@ -52,7 +61,7 @@ def delete_page(main_script_path_str: str, page_name: str) -> None: None """ # Get all pages - current_pages = get_pages(main_script_path_str) + current_pages = get_pages() # Iterate over all pages and delete the desired page if found for key, value in current_pages.items(): @@ -60,7 +69,7 @@ def delete_page(main_script_path_str: str, page_name: str) -> None: del current_pages[key] # Refresh the pages configuration - _on_pages_changed.send() + set_pages(current_pages) def restore_all_pages(main_script_path_str: str) -> None: @@ -74,7 +83,7 @@ def restore_all_pages(main_script_path_str: str) -> None: None """ # Get all pages - pages = get_pages(main_script_path_str) + pages = get_pages() # Obtain the path to the main script main_script_path = Path(main_script_path_str) @@ -126,7 +135,7 @@ def restore_all_pages(main_script_path_str: str) -> None: } # Refresh the page configuration - _on_pages_changed.send() + set_pages(pages) def add_page(main_script_path_str: str, page_name: str) -> None: @@ -141,7 +150,7 @@ def add_page(main_script_path_str: str, page_name: str) -> None: None """ # Get all pages - pages = get_pages(main_script_path_str) + pages = get_pages() # Obtain the path to the main script main_script_path = Path(main_script_path_str) @@ -168,7 +177,7 @@ def add_page(main_script_path_str: str, page_name: str) -> None: } # Refresh the page configuration - _on_pages_changed.send() + set_pages(pages) length_captcha = 5 diff --git a/src/common/common.py b/src/common/common.py index 4c542074..bf04483a 100644 --- a/src/common/common.py +++ b/src/common/common.py @@ -1,17 +1,18 @@ -import json import os -import shutil import sys import uuid +import json import time +import psutil +import shutil + +import pandas as pd +import streamlit as st + from typing import Any from pathlib import Path from streamlit.components.v1 import html -import streamlit as st -import pandas as pd -import psutil - try: from tkinter import Tk, filedialog @@ -310,28 +311,25 @@ def render_sidebar(page: str = "") -> None: # The main page has workspace switcher # Display workspace switcher if workspace is enabled in local mode if st.session_state.settings["enable_workspaces"]: - with st.expander("🖥️ **Workspaces**"): - # Workspaces directory specified in the settings.json - if ( - st.session_state.settings["workspaces_dir"] - and st.session_state.location == "local" - ): - workspaces_dir = Path( - st.session_state.settings["workspaces_dir"], - "workspaces-" + st.session_state.settings["repository-name"], - ) - else: - workspaces_dir = ".." - # Online: show current workspace name in info text and option to change to other existing workspace - if st.session_state.location == "local": + # Workspaces directory specified in the settings.json + if ( + st.session_state.settings["workspaces_dir"] + and st.session_state.location == "local" + ): + workspaces_dir = Path( + st.session_state.settings["workspaces_dir"], + "workspaces-" + st.session_state.settings["repository-name"], + ) + else: + workspaces_dir = ".." + # Online: show current workspace name in info text and option to change to other existing workspace + if st.session_state.location == "local": + with st.expander("🖥️ **Workspaces**"): # Define callback function to change workspace def change_workspace(): for key in params.keys(): if key in st.session_state.keys(): del st.session_state[key] - st.session_state.workspace = Path( - workspaces_dir, st.session_state["chosen-workspace"] - ) st.query_params.workspace = st.session_state["chosen-workspace"] # Get all available workspaces as options diff --git a/src/workflow/CommandExecutor.py b/src/workflow/CommandExecutor.py index 6cc49301..c93eccca 100644 --- a/src/workflow/CommandExecutor.py +++ b/src/workflow/CommandExecutor.py @@ -77,8 +77,15 @@ def run_command(self, command: list[str]) -> None: self.logger.log(f"Running command:\n"+' '.join(command)+"\nWaiting for command to finish...", 1) start_time = time.time() - # Execute the command - process = subprocess.Popen(command, stdout=subprocess.PIPE, stderr=subprocess.PIPE) + # Execute the command with real-time output capture + process = subprocess.Popen( + command, + stdout=subprocess.PIPE, + stderr=subprocess.PIPE, + text=True, + bufsize=1, # Line buffered + universal_newlines=True + ) child_pid = process.pid # Record the PID to keep track of running processes associated with this workspace/workflow @@ -86,25 +93,69 @@ def run_command(self, command: list[str]) -> None: pid_file_path = self.pid_dir / str(child_pid) pid_file_path.touch() - # Wait for command completion and capture output - stdout, stderr = process.communicate() + # Real-time output capture + self._stream_output(process) + + # Wait for process completion + process.wait() # Cleanup PID file pid_file_path.unlink() end_time = time.time() execution_time = end_time - start_time - # Format the logging prefix + + # Log completion self.logger.log(f"Process finished:\n"+' '.join(command)+f"\nTotal time to run command: {execution_time:.2f} seconds", 1) - # Log stdout if present - if stdout: - self.logger.log(stdout.decode(), 2) + # Check for errors + if process.returncode != 0: + self.logger.log(f"ERRORS OCCURRED: Process exited with code {process.returncode}", 2) + + def _stream_output(self, process: subprocess.Popen) -> None: + """ + Streams stdout and stderr from a running process in real-time to the logger. + This method runs in the workflow process, not the GUI thread, so it's safe to block. + + Args: + process: The subprocess.Popen object to stream from + """ + def read_stdout(): + """Read stdout in real-time""" + try: + for line in iter(process.stdout.readline, ''): + if line: + self.logger.log(line.rstrip(), 2) + if process.poll() is not None: + break + except Exception as e: + self.logger.log(f"Error reading stdout: {e}", 2) + finally: + process.stdout.close() + + def read_stderr(): + """Read stderr in real-time""" + try: + for line in iter(process.stderr.readline, ''): + if line: + self.logger.log(f"STDERR: {line.rstrip()}", 2) + if process.poll() is not None: + break + except Exception as e: + self.logger.log(f"Error reading stderr: {e}", 2) + finally: + process.stderr.close() + + # Start threads to read stdout and stderr simultaneously + stdout_thread = threading.Thread(target=read_stdout, daemon=True) + stderr_thread = threading.Thread(target=read_stderr, daemon=True) + + stdout_thread.start() + stderr_thread.start() - # Log stderr and raise an exception if errors occurred - if stderr or process.returncode != 0: - error_message = stderr.decode().strip() - self.logger.log(f"ERRORS OCCURRED:\n{error_message}", 2) + # Wait for both threads to complete + stdout_thread.join() + stderr_thread.join() def run_topp(self, tool: str, input_output: dict, custom_params: dict = {}) -> None: """ diff --git a/src/workflow/StreamlitUI.py b/src/workflow/StreamlitUI.py index f08695fe..24d2f239 100644 --- a/src/workflow/StreamlitUI.py +++ b/src/workflow/StreamlitUI.py @@ -995,35 +995,67 @@ def execution_section(self, start_workflow_function) -> None: log_level = c1.selectbox( "log details", ["minimal", "commands and run times", "all"], key="log_level" ) - if self.executor.pid_dir.exists(): + + # Real-time display options + if "log_lines_count" not in st.session_state: + st.session_state.log_lines_count = 100 + + log_lines_count = c2.selectbox( + "lines to show", [50, 100, 200, 500, "all"], + index=1, key="log_lines_select" + ) + if log_lines_count != "all": + st.session_state.log_lines_count = log_lines_count + + pid_exists = self.executor.pid_dir.exists() + log_path = Path(self.workflow_dir, "logs", log_level.replace(" ", "-") + ".log") + log_exists = log_path.exists() + + if pid_exists: if c1.button("Stop Workflow", type="primary", use_container_width=True): self.executor.stop() st.rerun() elif c1.button("Start Workflow", type="primary", use_container_width=True): start_workflow_function() - st.rerun() - log_path = Path(self.workflow_dir, "logs", log_level.replace(" ", "-") + ".log") - if log_path.exists(): - if self.executor.pid_dir.exists(): - with st.spinner("**Workflow running...**"): - with open(log_path, "r", encoding="utf-8") as f: - st.code( - "".join(f.readlines()[-30:]), - language="neon", - line_numbers=False, - ) - time.sleep(2) + with st.spinner("**Workflow running...**"): + time.sleep(1) st.rerun() - else: - st.markdown( - f"**Workflow log file: {datetime.fromtimestamp(log_path.stat().st_ctime).strftime('%Y-%m-%d %H:%M')} CET**" - ) + + if log_exists and pid_exists: + # Real-time display during execution + with st.spinner("**Workflow running...**"): with open(log_path, "r", encoding="utf-8") as f: - content = f.read() - # Check if workflow finished successfully - if not "WORKFLOW FINISHED" in content: - st.error("**Errors occurred, check log file.**") - st.code(content, language="neon", line_numbers=False) + lines = f.readlines() + if log_lines_count == "all": + display_lines = lines + else: + display_lines = lines[-st.session_state.log_lines_count:] + st.code( + "".join(display_lines), + language="neon", + line_numbers=False, + ) + # Faster polling for real-time updates + time.sleep(1) + st.rerun() + + elif log_exists and not pid_exists: + # Static display after completion + st.markdown( + f"**Workflow log file: {datetime.fromtimestamp(log_path.stat().st_ctime).strftime('%Y-%m-%d %H:%M')} CET**" + ) + with open(log_path, "r", encoding="utf-8") as f: + content = f.read() + # Check if workflow finished successfully + if not "WORKFLOW FINISHED" in content: + st.error("**Errors occurred, check log file.**") + st.code(content, language="neon", line_numbers=False) + elif pid_exists: + with st.spinner("**Workflow running...**"): + time.sleep(1) + st.rerun() + + def results_section(self, custom_results_function) -> None: custom_results_function() diff --git a/src/workflow/WorkflowManager.py b/src/workflow/WorkflowManager.py index a299f5c2..ec73fc6d 100644 --- a/src/workflow/WorkflowManager.py +++ b/src/workflow/WorkflowManager.py @@ -34,8 +34,6 @@ def start_workflow(self) -> None: # Add workflow process id to pid dir self.executor.pid_dir.mkdir() Path(self.executor.pid_dir, str(workflow_process.pid)).touch() - time.sleep(3) - st.rerun() def workflow_process(self) -> None: """