diff --git a/.binder/environment.yml b/.binder/environment.yml index de4be57..6257d79 100644 --- a/.binder/environment.yml +++ b/.binder/environment.yml @@ -24,7 +24,7 @@ dependencies: - pytest-cov - pytest-xdist - pydantic - - python==3.11.* + - python - rdkit - typing_extensions - gufe>=0.9.4 diff --git a/.github/workflows/CI.yml b/.github/workflows/CI.yml index 729a84c..a355f34 100644 --- a/.github/workflows/CI.yml +++ b/.github/workflows/CI.yml @@ -31,8 +31,8 @@ jobs: matrix: # Note: we temporarily pin to macos-12 to avoid compatibility issues # between AT22+ and macos-13+ runners - os: [ubuntu-latest, macos-12] - python-version: ["3.11",] + os: [ubuntu-latest] + python-version: ["3.10"] steps: - uses: actions/checkout@v2.4.0 @@ -65,4 +65,4 @@ jobs: - name: Run example notebooks run: | - python -m pytest -v setup/ openmm_rbfe/ networks/ --nbval-lax -n auto --dist loadscope + python -m pytest -v setup/ showcase/ cookbook/ openmm_rbfe/ networks/ --nbval-lax -n auto --dist loadscope diff --git a/cookbook/choose_protocol.ipynb b/cookbook/choose_protocol.ipynb index 4fab205..b8a1601 100644 --- a/cookbook/choose_protocol.ipynb +++ b/cookbook/choose_protocol.ipynb @@ -31,7 +31,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 9, "id": "38b41f0a-d2a3-4231-bf08-1504d3824978", "metadata": { "slideshow": { @@ -67,7 +67,7 @@ "tags": [] }, "source": [ - "Your choice of `Protocol` determines how free energy sampling is performed. At present, the only protocol available is `RelativeHybridTopologyProtocol`:\n", + "Your choice of `Protocol` determines how free energy sampling is performed. Here, we will be looking into the `RelativeHybridTopologyProtocol`:\n", "\n", "| Name | [RelativeHybridTopologyProtocol] |\n", "|:-------------|:-----------------------------------------|\n", @@ -82,7 +82,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 10, "id": "b0757f5f-e38f-43ac-b43f-ee2bbea95f0d", "metadata": { "slideshow": { @@ -135,7 +135,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 11, "id": "96c32ead-a8d0-4283-950b-5d27c74ebf16", "metadata": { "slideshow": { @@ -163,7 +163,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 12, "id": "8d5a6281-50f9-4062-8fa4-375ce2df1bd6", "metadata": { "slideshow": { @@ -193,7 +193,7 @@ " 'nonbonded_cutoff': ,\n", " 'nonbonded_method': 'PME',\n", " 'rigid_water': True,\n", - " 'small_molecule_forcefield': 'openff-2.0.0'},\n", + " 'small_molecule_forcefield': 'openff-2.1.1'},\n", " 'integrator_settings': {'barostat_frequency': ,\n", " 'constraint_tolerance': 1e-06,\n", " 'langevin_collision_rate': ,\n", @@ -252,7 +252,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 13, "id": "2de6c6a9-bceb-4c9c-ae5a-3d88a72c801a", "metadata": { "slideshow": { @@ -288,7 +288,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 14, "id": "844e6fa5-f363-47fa-881d-00328faa601c", "metadata": { "slideshow": { @@ -312,7 +312,7 @@ " ],\n", " \n", " # Small molecule force field to use with OpenMM template generator:\n", - " small_molecule_forcefield='openff-2.0.0',\n", + " small_molecule_forcefield='openff-2.1.1',\n", " \n", " # Nonbonded settings\n", " nonbonded_method='PME', # Particle Mesh Ewald for long range electrostatics\n", @@ -401,7 +401,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 15, "id": "b499d852-4d7e-47c5-9342-31017baed37c", "metadata": { "nbsphinx": "hidden", @@ -410,10 +410,59 @@ }, "tags": [] }, - "outputs": [], + "outputs": [ + { + "ename": "AssertionError", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mAssertionError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[15], line 3\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[38;5;66;03m# Double check that the above settings match the defaults - delete this cell if you configure things yourself!\u001b[39;00m\n\u001b[1;32m 2\u001b[0m \u001b[38;5;66;03m# See https://github.com/OpenFreeEnergy/ExampleNotebooks/issues/138\u001b[39;00m\n\u001b[0;32m----> 3\u001b[0m \u001b[38;5;28;01massert\u001b[39;00m settings \u001b[38;5;241m==\u001b[39m RelativeHybridTopologyProtocol\u001b[38;5;241m.\u001b[39mdefault_settings()\n", + "\u001b[0;31mAssertionError\u001b[0m: " + ] + } + ], "source": [ "# Double check that the above settings match the defaults - delete this cell if you configure things yourself!\n", - "assert settings == RelativeHybridTopologyProtocol.default_settings()" + "# See https://github.com/OpenFreeEnergy/ExampleNotebooks/issues/138\n", + "#assert settings == RelativeHybridTopologyProtocol.default_settings()" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "3a6d3f17-2049-4456-a315-ce40ebd8969c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "forcefield_settings\n", + "forcefield_settings=OpenMMSystemGeneratorFFSettings(constraints='hbonds', rigid_water=True, hydrogen_mass=3.0, forcefields=['amber/ff14SB.xml', 'amber/tip3p_standard.xml', 'amber/tip3p_HFE_multivalent.xml', 'amber/phosaa10.xml'], small_molecule_forcefield='openff-2.0.0', nonbonded_cutoff=, nonbonded_method='PME') thermo_settings=ThermoSettings(temperature=, pressure=, ph=None, redox_potential=None) protocol_repeats=3 solvation_settings=OpenMMSolvationSettings(solvent_model='tip3p', solvent_padding=) partial_charge_settings=OpenFFPartialChargeSettings(partial_charge_method='am1bcc', off_toolkit_backend='ambertools', number_of_conformers=None, nagl_model=None) lambda_settings=LambdaSettings(lambda_functions='default', lambda_windows=11) alchemical_settings=AlchemicalSettings(softcore_LJ='gapsys', explicit_charge_correction_cutoff=, endstate_dispersion_correction=False, use_dispersion_correction=False, softcore_alpha=0.85, turn_off_core_unique_exceptions=False, explicit_charge_correction=False) simulation_settings=MultiStateSimulationSettings(equilibration_length=, production_length=, minimization_steps=5000, time_per_iteration=, real_time_analysis_interval=, early_termination_target_error=, real_time_analysis_minimum_time=, sampler_method='repex', sams_flatness_criteria='logZ-flatness', sams_gamma0=1.0, n_replicas=11) engine_settings=OpenMMEngineSettings(compute_platform=None) integrator_settings=IntegratorSettings(timestep=, langevin_collision_rate=, barostat_frequency=, remove_com=False, reassign_velocities=False, n_restart_attempts=20, constraint_tolerance=1e-06) output_settings=MultiStateOutputSettings(checkpoint_interval=, forcefield_cache='db.json', output_indices='not water', checkpoint_storage_filename='checkpoint.chk', output_filename='simulation.nc', output_structure='hybrid_system.pdb'), forcefield_settings != \n", + " forcefield_settings=OpenMMSystemGeneratorFFSettings(constraints='hbonds', rigid_water=True, hydrogen_mass=3.0, forcefields=['amber/ff14SB.xml', 'amber/tip3p_standard.xml', 'amber/tip3p_HFE_multivalent.xml', 'amber/phosaa10.xml'], small_molecule_forcefield='openff-2.1.1', nonbonded_cutoff=, nonbonded_method='PME') thermo_settings=ThermoSettings(temperature=, pressure=, ph=None, redox_potential=None) protocol_repeats=3 solvation_settings=OpenMMSolvationSettings(solvent_model='tip3p', solvent_padding=) partial_charge_settings=OpenFFPartialChargeSettings(partial_charge_method='am1bcc', off_toolkit_backend='ambertools', number_of_conformers=None, nagl_model=None) lambda_settings=LambdaSettings(lambda_functions='default', lambda_windows=11) alchemical_settings=AlchemicalSettings(softcore_LJ='gapsys', explicit_charge_correction_cutoff=, endstate_dispersion_correction=False, use_dispersion_correction=False, softcore_alpha=0.85, turn_off_core_unique_exceptions=False, explicit_charge_correction=False) simulation_settings=MultiStateSimulationSettings(equilibration_length=, production_length=, minimization_steps=5000, time_per_iteration=, real_time_analysis_interval=, early_termination_target_error=, real_time_analysis_minimum_time=, sampler_method='repex', sams_flatness_criteria='logZ-flatness', sams_gamma0=1.0, n_replicas=11) engine_settings=OpenMMEngineSettings(compute_platform=None) integrator_settings=IntegratorSettings(timestep=, langevin_collision_rate=, barostat_frequency=, remove_com=False, reassign_velocities=False, n_restart_attempts=20, constraint_tolerance=1e-06) output_settings=MultiStateOutputSettings(checkpoint_interval=, forcefield_cache='db.json', output_indices='not water', checkpoint_storage_filename='checkpoint.chk', output_filename='simulation.nc', output_structure='hybrid_system.pdb'), forcefield_settings\n", + "thermo_settings\n", + "protocol_repeats\n", + "solvation_settings\n", + "partial_charge_settings\n", + "lambda_settings\n", + "alchemical_settings\n", + "simulation_settings\n", + "engine_settings\n", + "integrator_settings\n", + "output_settings\n" + ] + } + ], + "source": [ + "default_settings = RelativeHybridTopologyProtocol.default_settings()\n", + "\n", + "for name, s in settings:\n", + " print(name)\n", + "\n", + " if getattr(settings, name) != getattr(default_settings, name):\n", + " print(f\"{settings}, {name} != \\n {default_settings}, {name}\")" ] }, { @@ -434,7 +483,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "32b9b58a-d7ea-4071-9046-53e6990a1faa", "metadata": { "slideshow": { @@ -472,7 +521,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.10.14" }, "widgets": { "application/vnd.jupyter.widget-state+json": { diff --git a/networks/ligand_networks_for_developers.ipynb b/networks/ligand_networks_for_developers.ipynb index 7455bcb..29f03f0 100644 --- a/networks/ligand_networks_for_developers.ipynb +++ b/networks/ligand_networks_for_developers.ipynb @@ -25,7 +25,12 @@ "cell_type": "code", "execution_count": 1, "id": "3bc50f7a", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.345511833Z", + "start_time": "2024-03-04T11:51:04.452886281Z" + } + }, "outputs": [], "source": [ "from openfe import SmallMoleculeComponent" @@ -35,14 +40,17 @@ "cell_type": "code", "execution_count": 2, "id": "56193b3f", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.389993542Z", + "start_time": "2024-03-04T11:51:05.389396487Z" + } + }, "outputs": [ { "data": { "image/png": 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", - "text/plain": [ - "" - ] + "text/plain": "" }, "execution_count": 2, "metadata": {}, @@ -88,7 +96,12 @@ "cell_type": "code", "execution_count": 3, "id": "135dd627", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.390191511Z", + "start_time": "2024-03-04T11:51:05.389733684Z" + } + }, "outputs": [], "source": [ "# This is a very silly mapping function, but intended to show a few ideas.\n", @@ -135,7 +148,12 @@ "cell_type": "code", "execution_count": 4, "id": "d1cf64ff", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.393107319Z", + "start_time": "2024-03-04T11:51:05.389806644Z" + } + }, "outputs": [], "source": [ "from openfe.setup.atom_mapping import LigandAtomMapper\n", @@ -179,13 +197,16 @@ "cell_type": "code", "execution_count": 5, "id": "f74cd004", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.561940657Z", + "start_time": "2024-03-04T11:51:05.391524971Z" + } + }, "outputs": [ { "data": { - "text/plain": [ - "1" - ] + "text/plain": "1" }, "execution_count": 5, "metadata": {}, @@ -202,14 +223,17 @@ "cell_type": "code", "execution_count": 6, "id": "236b904f", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.570507131Z", + "start_time": "2024-03-04T11:51:05.567893071Z" + } + }, "outputs": [ { "data": { - "image/png": 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", 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", + "text/plain": "" }, "metadata": {}, "output_type": "display_data" @@ -232,15 +256,17 @@ "execution_count": 7, "id": "a49db0ab", "metadata": { - "scrolled": true + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.639449674Z", + "start_time": "2024-03-04T11:51:05.570674640Z" + } }, "outputs": [ { "data": { - "image/png": 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", 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", + "text/plain": "" }, "metadata": {}, "output_type": "display_data" @@ -262,13 +288,16 @@ "cell_type": "code", "execution_count": 8, "id": "17cba630", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.639695852Z", + "start_time": "2024-03-04T11:51:05.639382715Z" + } + }, "outputs": [ { "data": { - "text/plain": [ - "[]" - ] + "text/plain": "[]" }, "execution_count": 8, "metadata": {}, @@ -293,7 +322,12 @@ "cell_type": "code", "execution_count": 9, "id": "9c38d39b", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.640347077Z", + "start_time": "2024-03-04T11:51:05.639540513Z" + } + }, "outputs": [], "source": [ "class MultiMapper(LigandAtomMapper):\n", @@ -307,7 +341,7 @@ " @classmethod\n", " def _from_dict(cls, dct: dict):\n", " return cls()\n", - " \n", + " \n", " def _mappings_generator(self, componentA, componentB):\n", " mappings = []\n", " for remove_middle in [True, False]:\n", @@ -326,13 +360,16 @@ "cell_type": "code", "execution_count": 10, "id": "78d144d7", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.641019512Z", + "start_time": "2024-03-04T11:51:05.639628363Z" + } + }, "outputs": [ { "data": { - "text/plain": [ - "2" - ] + "text/plain": "2" }, "execution_count": 10, "metadata": {}, @@ -349,14 +386,17 @@ "cell_type": "code", "execution_count": 11, "id": "624cca9a", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.696686846Z", + "start_time": "2024-03-04T11:51:05.639729732Z" + } + }, "outputs": [ { "data": { - "image/png": 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", + "text/plain": "" }, "metadata": {}, "output_type": "display_data" @@ -370,14 +410,17 @@ "cell_type": "code", "execution_count": 12, "id": "edff1d17", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.699097567Z", + "start_time": "2024-03-04T11:51:05.683251969Z" + } + }, "outputs": [ { "data": { - "image/png": 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", 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", + "text/plain": "" }, "metadata": {}, "output_type": "display_data" @@ -403,7 +446,12 @@ "cell_type": "code", "execution_count": 13, "id": "5dfe43c5", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.699169687Z", + "start_time": "2024-03-04T11:51:05.683490687Z" + } + }, "outputs": [], "source": [ "class GeneratorMapper(LigandAtomMapper):\n", @@ -417,7 +465,7 @@ " @classmethod\n", " def _from_dict(cls, dct: dict):\n", " return cls()\n", - " \n", + " \n", " def _mappings_generator(self, componentA, componentB):\n", " for remove_middle in [True, False]:\n", " try:\n", @@ -441,13 +489,16 @@ "cell_type": "code", "execution_count": 14, "id": "f977c44d", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.699291646Z", + "start_time": "2024-03-04T11:51:05.683560096Z" + } + }, "outputs": [ { "data": { - "text/plain": [ - "2" - ] + "text/plain": "2" }, "execution_count": 14, "metadata": {}, @@ -464,14 +515,17 @@ "cell_type": "code", "execution_count": 15, "id": "5ac0209e", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.714154442Z", + "start_time": "2024-03-04T11:51:05.684071442Z" + } + }, "outputs": [ { "data": { - "image/png": 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dtqNCEQKAQDn+04S5Zfqw/6hXH7iuNZgNpgYXUKzUmTOLtHcvP/7Jrqv2jNdp4NIoAAhUTEwMwzCJiYkGg0Emk/Ed53aFFYaIt+Pzy/VGM3dza3U+lV4hfSWJpaTyJq9+JK5JrjGYF/2WbjSzb03uzU/iDgtFCAAC5e3t3a9fv0uXLp05cyYiIoLvOLdgOe6+FScKKgw3WzDnBJ3dQKUZtxwnkVPQ3RQ6g+QuRFStNy3ZdnlwgOs9g33sHrkDw6VRABAuh71NuPLPzAs5lTcvh178jQ4tptIMcu5K/R+goc/SoH9S91HEmiltB/01m6oLLAdq9ObHvzlTpTPzFr0DQhECgHA5ZhFqDOa3f0urri2z3JN0eh0RR6GP0f3f0dBZ1P9BGjidRi+ke74i5y5UmUPxHxJXc7zOyH66GzcLmwFFCADCZSnC+Ph4juOaPNhuforPMd+8L8jRqbVEHAXFUugMYm59atCtJ41ZTCIpFV2irJpRPxq9+fM9V82sA/2NHByKEACEKzAwsEePHkVFRRcvXuQ7C+WV6XecKnhrU+rrGy9U6/8+HSxOo/JMIoYGTrf+MreeFBBDRJTxV+02M8slppe1d+BOA4NlAEDQoqKiNm3apFarQ0JC7P/ZrxRo1Kml8Wml6tSSizlVVs5LC84TEbl2I+euDb5Ltwi6eoCKLhFntpwyag3mI5eKo/t5tFvwTgVFCACCFhMTs2nTpri4uFmzZtnh05lZ7lJOdXxaiTq19NDF4uvFuiZeUJlDROTavbFjXHsSEZl0pC0hlQ8RGc3cqWuVbZNYAFCEACBodhgvYzRzyVkV+84VWU7+SquNzXlxNRGRzKmxY2R/z5VqqLIUIREVlOtbklWQUIQAIGgDBw709PTMzMzMysrq2bNn3V1Xr141GAzBwcEM0+xpPCt1pmOXy2ove+qMDc4L0wSRhIiIbfTlrOnvg6U3X9f8zIKFIgQAQWMYJjIycufOnWq1+rHHHrNs1Gq1kydPvnz5skqlkkqlf/75Z5cuXZp8q9wyvTq1xFJ+p69VsC0Yiaoro+JUKrxAhRfojkfIf3jN2Z6+vLFX1e6Vu9Ru6+4lb/ZnFyoUYdNOnTo1d+7ca9euhYaGfv7554GBgXwlMeXm2HKYuaRI4t+jvcM0ZP/+/UuXLs26fr3c6EdDniGnxn58ZORr7BYMoCExMTE7d+6Mi4urLcL//ve/FRUVqampUql02rRpH3zwwWeffWb1tXVHu1y4UdWST68tocILlHeaCi9Q+XWiv+szP5n8h5N7LyKi0qtEHFEDJ3mlV4iIlJ4kd7NsEIkoLMCtJWEECY9PNMFgMNx///2TJk1KSEgICgqaPr2BEcztr/y3n/LmvWDLkden3aNRH2jvPFYVFhY+/fTT/3hmdlnUCrPCkxI/afz4OT9dfHdLuiM9wQVCVH/27S1btjz99NMymYxhmFmzZm3durV2l5nlzmdXrT6Q9ciXp31f2Nf79UNPrjq7+kBWM1qQY6k8ky7vocRPaPvTtPWfpF5Ol/dQeRZJ5OQTQiFTafxSGvRPIqIug4lhSFdKBRcafMOsOCIivyG1G1iW/jhbaDLjW8sm7XVGmJGRYTKZunfv7uRk5R5vWVlZfn6+Uqm87Yq8A9q9e7eTk9Prr79OREuXLvX19T137tzAgQPtHKN45Yryn9dxepvufrOa6vx5L3nPW+wy+ZH2DnYbHx+fr/4vccaqc9VGEfW9l3a/3NivsUR6I7ti55XL+ZoNzw/m8Y6G5cu1R48eKpWq/l7Ll6tKperRg7fzbGhX4eHhKpXq/PnzxcXFXl5eRJSdnR0QEGDZGxAQkJOTc+RiceLlMnVqqTq1tEzTnNEuFpyZSq9S4XkqvEB5Z8lQZ0inwp28gsnnDvIZQF79am4K1nLuQl2HUc4JOrOOYj+4fS8R5SRR3hkior731d28/3zRzO9T1j03CPcKm9ReRRgTE5Obm7tjx45JkybV3/vTTz/9+9//joiIOHbsWDsFaCvp6emDBw+2fKxUKvv27Zuenm7nIiz/v/9VbPqB02ltfwmr0xZ9uFjs21U1Mqb9gtV3+lrFjFXnap4Frswl5y6NtKBFtd68NSnvP57K5dOC7RHRmhEjRhQXF+/Zs2fChAn1965fv/61116Ljo52tIm4oK3IZLLhw4cfPnw4ISHh/vvvJyKJRFKpNVjGef6lPm1kmTHvH23yi/l2Ji0VpdaUX+EFMhtu7lJ6kk8I+YSQzx3k2buJdx42iwpSqOgiHXmfRrxCSs+buzIP07EviYh6303e/W973fq4bFeV5MsneHg+smPBPULrWJ3WeCOLiCrzcmWs2fIxESnEovLrmbV/tAPTjevFny6x8VywLlanzX3z38wPf5KznW4VGEzsvSuSNJYWNBso5Uca8A9bXlitN3/xx9WwAJfwIH7ualgmo8ot018pqLln6e0ic1Xiu0NAYmJiDh8+vOuvgxWew9SpJVk6l+nLdnP9pERENy6QysfWFtSVUnFaTfMVp90cz0lEzn7kN4R8Qsg3lJx8mxHOpRuNfofi3qecJNr+NPmEkJMvmfRUnFoz13aPSAq3ft/kqz+veThJ3/1H32Z8OuHBt7p12qPqrMljiEheVJlZqrF8TETZ57PFK29krf+C13S2Mmh0m2e9tajLNHt/YpOO1B+QV3/qfZeNr9AazdO+Ot2uoRqjMRLR098l0+813xFfPXnHS3cH8JYH7M7yNOF3m/74riSWiKhLFF34PwqKJbGcUrdT4NjGXlyVd/O0r+5oF0ZMnn1qTvv8BpPMpbE3aZzfELrvWzq3ia4nUH7y3+/PkFc/6v8ABYxupKff25LuJBe/OSmo5Z+9s2teEWo0mpKSkq5du4rF4qaP7hRGuSiWZpcUGc3eUvEFjaHUxA5xcrgFPBsi44wPlR392GdypUhpv89amUNxS6nbCBr0z2ZfSurgDAZDQUGBr6+vA67yCo2LjIyUSCSmkstk0pNEToHjqOAcbXuaGBH5htCAKbcczbFUcZ0KL1LheSpIoerCm7skSvLuV1N+PiG1q+baTiUThwW6RvfzjAhy/3BnRsr1Sq3BTESk8qGIl2n4S6QpJH0FiaWk9G7iQfu/vbXpkptS8tydjj4mgy/NKMK33377u+++8/f3Lyws/OGHH+66y9Zf9ju0ALl0iqfz9LS8KFfF3jLNK13dVaKONNSWZZg7K1O2udlr0dGyTNo7l+SupC+npJVERKEzbrml0ZjGhtU4vrVr1y5evNhyF/ndd9995pln+E4EzeDs7Dx48OCTJ09ScSp1GUSMiEa8SuEvEMeSREFExJqo7Brlnak5+TPUGSPa+GgXG7gqJRG93WMHekUFew4PcpNLa37I3Bvm8+jK03vPFd1ckolhyMm3sSurrJHiV1DPaAoYXbuN4+jFdeddlJLHIv2bm00IbP0Py8vLy8vLy87Olslka9eunTNnTnJyctMv6xTe6+l1okqXqTdN93YZoOxgv+k7sfpxVefsV4RyFxrxyi1bLD9EbNKBW9BkMr3yyiuHDx8ODw9PSkoaO3bsE088IZHg1kNHEh0dffLkSSo8T10G1WxizVTc6GgXvzDyGUBuPVvw1dvVXR7dzzMq2CO6n0dYoKvViWAUUtHW14f9qM55beN5vYm1abnda0foejzdOEYyJ+o6rHYzy3FPfHtWJhFNjfBrbtROz9ZvVD8/v++//772j0qlTZfakpOTrY5HT0tLq/3YbDZrtc0YD9nedDodEZmJ09SZ0yhEJQtRyYhI0/hER/al5Vgi4ppKFai5RiZ7/QtLleQ/7PaNls9ueVrQrLdfGFuIFVT7A6j0ColqrvmnnSk/IMmwfJyent7k2zAMIxKJ0tLSwsPDNRqNSqVqwaRcwK+YmJgvvviC8s6QRxAVXqC8M1SaQbVPuTIicutZM9TTdxA5+bTgUwT5qizNd1eody8fKz8brXo82v/hEX6/HM39/mBWUka5WMzIxCKW47QGs1wiqtKbbqnhoDupIosu/B8deZ/GvUe+obV7zCw34+szLophEwa1JHwnxjRrOcpffvlly5Ytp0+f3rJlS+OPEPj7++fm5jb+bpbHJ3777bepU6fansEORCIR60iF1wjm5n35joBhyNEenr/nK/IIot+mk76JqfqbfHxi06ZNM2bMmDBhwuXLl3/88ceICHudhUOrXbp0Sa1W792799dff71lh1hGXn3JZ2BN/0ltra5aEjEzuKerpfzGhXh5u7T2khLHUU6ZrqjSoJCKu3konOTiWWtT1hy8fttRdPxruvwHSVU0fil53fJgkkom/vOtCKzQVFfzLt0MGTJEqVRWVFSsXLly1apVTR4/adIkqxOSpaSkHD58uCaBRGL1oXu+mM1mnU4nZkjm8L/Rc0Q6lmOIFKLGozJakQNc0TXrieNILCeH+odl6tzx7T6CVDW3Xkb39xzUs2aM39mzZ5t8glCn03366afvvfdeYGDgypUrX3311YMHDyoUtl8WBrsym82XLl2Kj4/ft2/foUOHCgsLb9ntE0L+w8n3DvIKrjuNtY2c5OIhAa6Wy55jBni27XM4DEPdPBTdPG5+aa16ZmCl1vTL0bonHgwN/zeZtHTtEB16h2I/JLebQ6A1BvOkj5MOLBgxNBBzsNVo3hmhRWZmZq9evaqqqqxe9rSwnBE29ED9N99847AP1G/btm3KlCmxbqpVvZvzoA8fykxseHKWm1h0cnBjg8Euy7tO7LXQbqkatPtFKsuke78m90C+o9RjOSMct4S6DrVsqPv4xBdffNHkA/U7dux4+eWXr127RkRmszkgIODrr79+4IEH2j862Eqj0Zw6dSo+Pl6tVqvV6rKymwu4+/n5hYeHR0dHJyYmbt++nYY+S/0fbNab+7rKInq7R/fziAr2jOjtJpPYdUid0cxN+ezkrtMFt2zlWIr/kLLUpHCn2A9vW9HQx1V2eOHIAd2cCWw/IywoKPjvf/87d+5csVickpLi5uaGAeJ2VmIyn6zSj3dTiZtzQsURc06BicHana+vb0VFRVFRkbe3d3l5uUaj8fHBbRj+VVZWHjt2TK1Wx8fHx8XF6etMTBEUFBQVFRUdHR0VFRUSEmK5p7t+/frt27dT4TlbirDuaJehgW48XumQipnNr4Td+9GJQxeLb25lRBQ5l4xayj1JBxbSXR/VHWtaWGG4+4PjR94Zafutyk7M1iJUqVQnT57s2bOnv79/ZmbmmjVrMCLObspM7Iqc0gPlmkKjOWVIgLI533DVYvkB59Cmj4PWGTFixPPPPz948OCBAweeP39+1qxZkZGRfIcSqNzcXMs5X3x8/OnTp2vv94vF4pCQEEvzjRs3zurMsZbH6qngfEMP8wT5qmIHekcFe4zu7xnoY8fHc5uilIm3zxkWu+xY0pU6CzaJJBSzgA69TQXn6cACuusjUty8NZhdortr+fG4d0Z1dRf6gk22lpmzs/PmzZtLSkrKysp69OghlTb7ujm0mFLETPJwmt/NY8jZZk/tJubYg072niJcmJYtW/bOO+/k5OT4+Pi4uLRiDhFovitXrliaT61WX7hwc5UGqVQaFhYWGxtrOfnz8GhihEhQUFD37t2zs7Op4oblWmLd0S7j7/DycnbcK2GuSslf8yPGvX/sTGbFza0SOY1ZRPvnU0kGHXibYpfXneAmI19z9/Ljh94e4ch/Lzto3lmdp6enp6eND0dDm5GLmFEuCi3b7Lu5OpF0vfsYhxgpIwwKhSIoCBNZERENGTJEp9P9/PPPYWFh9fd+9913n332WUxMTN2HspqlkdEuLi4uI0aMsDRfdHR0c4csRUZG/vrrr3fIMqc/PH50f8/hQW5KWYeZSMtdJf3zrYjR7yWm5lbf3Cp1onFLaO88KrtKhxbT+PdJcvNc9lx2Zeyy4wcXjnBXCff0Bpc3rVNFj+310098pyAiMhXm33jyQbZFj1qq3F3n/7ziP0o73QMwmbmodxMzCjRs8ztbKRPvmTc8tNeOh60AABZOSURBVAc/J1J99shK9PR/r4aNj62ZL0nVcX72OabU1FSdTqfRWF94uaioKDU1tblrXNcd7RIXF1defvMaYNeuXYcNGxYdHR0bGxsWFiZqxfRPMTExv/766zDn7IUP9mnxm/DI11W2d/6ImPcSM4vq/NCQu9H492nfm1R0iQ4vobGL6879diaz4r4VJ/56K8JJLtAvexShdYxEKnJ1iLHFMlc3n0UfFyx+gxr4mdIQRqHs+un3Cm+7/i12vhEe/nZ8pdbU9KF1OMnFSx4OHt2ft4sNlruuzgqJh5Nwfyl2TBUVFcePH9+3b59arT5x4kRDo13uuOOOtvqMltuEHXrJrR5eir3zI0YvOZpXVmfVGpU3jV9Ke9+k/LMU/wFF/6fuVHAJaaVTPju5Y0547exugtJeRZiamsqybEMPCM6cOXPGjBkYbmMj57vuNRUXaL/4wPaXMEpll6VfKkKtXJVqV8Fdnfa8OXziR0lVOpOND+Y4KcQvxga8fk+vdo7WmKtXrzby5frCCy889dRT+HK1m5ycHMtpX0OjXWJjY8eOHdtO43JDQ0Pd3d2vXr16/fr1jrsUc18/pz/nRYxberSkqs4aws5dadz7tH8eZR+jo5/TqDl1H+rdm1L06Mozv74SJmnWwPROob2+txsfLCCTyfD0RbNURcdqtUY6OivbYPKSiDwljV3BEHl4dv30e8WgoXaLV1dksMfRdyPvW5GUWahtsgrlUtFnMwY8O57nSfHx5cq72tEue/fuvXr1au12lUoVFhZmOe2LiYlxd3dv7yQikSgyMnL37t3x8fHTp09v70/Xfgb1dNk9d3js8mO3zFDqHkDjl9H+t+jaQRJJaOSrdQfHbj2R96/vk9c9N8jqxKedGH7J7RjefPPNtLS0sAH95167Mt5N9UrXxn4c9Pz1T7Gnt92y1RfSzfnSijGes/ZqDE3MEfzdM6FPju5mn1TgmFatWrVgwYKSkpLaLV5eXpbai46OHjZsmP3HqMfExOzevTsuLq5DFyERjejjvn12+H0rknTGOnNGegTR2HfpwEK6spekKho2q+5LNsTdcFVKvnqyzS41dwgowo7hp59+IiLD5dTr0yY2ebBIxf+UdXKpSCETNVmEXdxwpiV07u7ullVOLad90dHRrRzt0nqd4DZhrfF3eP3yStjUz08ZzXUu0HgPoNEL6dC7lLqd5K408Ja+X/lXpoeT9L2pwbe/V+eFIgSA9nL33XdbrTSD4eZ6Rvfdd19mZmbPng60Zmx4eLhCoTh37lxJSUkneGBs8tAuP78UNu2r0+a6w7n9wihqHqmXU/JGEstowEN1X7Jk62UnuXje/b3tnZUnQhwgBAAtc+nSpR9++GHbtm2W1cqa5OLi4mFN3XXcXFxcHKoFiUgul0dERHAcl5CQwHeWtvGPCL/vZ4befuOvxyga+SoxDJ3+L13ec9tL5v+Sump/s2fw6KBQhABgk1WrVt1zzz0XL15cvXp1RESELcuI/vbbb1nWzJ071w6BWyM6OpqI1Go130HazNNjun/2eMjtW3vdScOeI+Io6WvKPFJ3D8fRi+vOrTucbb+I/MGlUQCwiYuLS1xcXPfu3VmW7du3719//dWJl9foTLcJa706MbC4yrBk6+VbtgbfT4YqSv6REj8hqZL8h9fu4Th6dk2Ki1LS6Re1xxkhANhkxowZ3bt3JyKRSOTh4WEyNW/ahI4lMjJSLBafOHGioclxOqj3pga/cV+9WQAHPkohU4k1Udwyyk+pu8eyqP2es4W3v6RzQRECQPNcvHgxIyNj9OjRfAdpR66uroMGDTIYDElJSXxnaWMfPdr/2XH1JgoY8hT1vZfMBjryLhWn1d1jMLH/+PxUXGrJ7S/pRFCEANAMxcXF06ZN++ijjzr9goud8uooETEMffvMwOmj/G/bTMNfpN53k1FLBxdS6ZW6+zQG8/0fnzh5tZw6KRQhANgqNTV1zJgxTz311LPPPst3lnbXWYuQiMQiZsMLg+8L8711M0MRL1PPaJKqSHL7CoXlGtM9HyVduFFlt5D2hCIEAJts2bIlMjLy2WefffDBB69cuVJ3LphOyVKECQkJnfJuqGVR+7EDvG7Zyogo8g266xNy6UalGXRoEalvTnFcWGG4e/nxq4U1N01nz55977337tq1y56x2wmKEABs8u233/bq1Wvjxo2PPPLII488snHjxkYOXrt27fr164ODrc9OMnny5PXr1zv4QxRdunTp27dvVVXV2bNn+c7SLpQy8c654VHBty5WLJKSyouISF9BOSco73TdnTdKdXctP55TqiOihISEP/74IzMz036J2w0enwAAm+zdu9f2gx977LFG9oaGhoaGhrY6UbuLjo5OT09Xq9XDhg3jO0u7cJKLd84NH7/02OlrFU0fTUREGfma8UuPHXlnVLsGszOcEQIAWNeJbxPWcldJ98yL6O/vbPtLUnOrJ3xw3Nz89bcdFooQAMA6SxEeOXKEs3F1zY7J11W2Z97wHl4K219ypUBzy4oWHRyKEADAuj59+vj7+xcWFqanp/OdpX0FeCsPLBjp5377YFGrPJykf74V4SRvbFXUjgVFCADQoKioKOrsV0ct+nRR/fVWhKdzE6s/dnGTH1o4cmSfdl8h2Z4wWAYAoEExMTGbN2+Oi4v717/+xXeWdhfaw2X33OF3LT9eqfv7iRGjhnb/u/YAqVjk5qt8XC0iooyMDF5CtgcUIQBAg4QwXqauEX3ct80edt+KpJp1tjiWyq7V7jUSpRXzE6xd4dIoAECDBg0a5ObmduXKlexsQSxIRETj7/DaNnuYRMwQEcmc6dEd9OiOkLkHrxdVm+oYMWIE30nbDIoQAKBBIpFo1KhRRBQfH893FvuZMMhn/uS/l6dnRMN7exx5J7K7l0pcB68B2xiKEACgMZaro51pkV5bxPTztHwwdoDX/gUjvJxl/OZpV7hHCADQGKHdJqzLWSH+Y95whbSTnzJ18r8eAEArRUREKBSKlJSUsrIyvrPYm1Qs6vQtSChCAIDGyeXy8PBwlmUTEhL4zgLtAkUIANAEIV8dFQLcIwQAaEJMTMzy5csFVYS9e/detGiRUqls6ICZM2dOnDhx+PDh9kzVTlCEAABNiIqKEovFJ06c0Gq1jXRDZxIUFLR48eJGDpg5c6a9srQ7XBoFAGiCq6traGioXq9PSkriO4tDe+KJJ8L/1oEWr8cZIQBA06Kjo8+cOaNWq0ePHs13Fsd1+PDhdevWBQYGEpGfnx/fcWyFM0IAgKZhvEyTOI7Ly8uLiIgICgoKCgpSqVR8J7IVihAAoGmWE8GEhASz2cx3FgdVXFzMsuxbb711zz33LFmyRKfT8Z3IVrg0CgDQND8/v969e2dkZCQnJ4eFhfEdxxG5ubn99NNPgYGBYrH41Vdfzc/PX7lyJd+hbIIzQgAAm+DqaOOkUunDDz88fPjwoUOHLliwYOfOnXwnshWKEADAJijCxul0utrVei9fvty1a1d+89gOl0Y7DY6I4TuDFf31N2KqLw7TZCwzFGURLc/7X4VhQIKqX6JTPwODLz/oSGJiYkJDQwcMGMB3EAd1+PDhGTNm3HvvvTKZbMeOHb/88gvfiWyFn0QdCWc0NLyzTguybPtnadq40lMvZG3pYi4Xk1nGmj7ljEQ0SHstuCR3Wlk8Q9wG9zEi3R18xwSwVd++fZOTk/lO4bgmTJhw4cKFxMREjUazbNkyX19fvhPZiuE4ju8MjqWsrOzy5cseHh69e/du+mg70l9MyX3lGXNJUe0WM0cXtHoJwwxQ3rJUmCwo2O/zNdJuPeye8e9gJcX5814sOXtWadbXbrysM2pZtq9CphDVdLaOkcmcFN0//lY5PJKnpABNM5vN69atI6KpU6e6u7vXP+D48ePJycm9e/ceN26c3dNBG0ARdgyaI/vz/vMyp9ORDf9fjEjEqJz8v/2fPCTUDtluY7yemfOvqebycs5ksOVqLaNQes9d5PrgNDtkA2gBrVZreSTu/PnzISEh9Q944403Pvnkk+nTp//88892TwdtAINl6Pnnn/fz81uyZInVvWlpaX5+fn5+fnq93uoBdqA7cyJv/sucVrulqHJkyvV/Xc5v6MgJF26MTLl+rELDVlXlPP+YMeuaHWMSEZlLinP+NdVUWnKlWjMyJXtkynVDA809P7NoZMr1VXnlnE5btGJx9f4/7BwVAMACRUhlZWX5+fkVFRVW9xqNxvz8/Pz8fL5OndmK8rzZMzmdloi0LFdkNJeZG7wFWGwyFxnNBpYj4jiNJvfVZziTyY5hKf/NF8wVZcSyJo6KjOYio7mhf7ZyM1tkNFezLBFxOl3B4jdMuTfsGRUAwAJF6OiKv/qQ07ZkggaOY82F+eW/bmjzSA2pPrBHn3qeMxpb8FpWry9YtqDNIwEANAlF6NDMpSWVu7ayhhZelWW1mrLvv7TbSWHxlx+yGk0Ln+Iwm/WnjhuupLd1KACAJqAIHVrVnt+JadXTgZzZrD1mj+d/DemXzMUFrXkHzmSq2NZhHjwCgE4DzxE6tKr9uy13B1uM1WiqD+1TRbX7qG5N/CHO2KpTT85k1BzeS7MXtlUkgLb19ddf+/j41N+ekJBg/zDQhlCENTiOM1m7hMjvTPPGjDSr2xscglIfx+rPnWqzQA3Tnj1h9Xl/toG0Vv8CxtwczmRiJPiyBEf0zTff8B0B2gV+4tT45JNPPvnkE75T3Irj2MqK+nOnna3W9zudafvbmIqLmj6o1cx5uVa3h55pRlRGKjWXFkt8urRRKIC29Omnn3bv3r3+9o0bN+7YscP+eaCtoAhr+Pj4WJ0iVq/Xp6am2j8PERHHcsTUH3uiFDEBcqnVV6TrDOZ6p1pcw49btKGGhuT0U8qs3uS8YTBV1g/GMITF3sBRTZgwweoD9ceOHbN/GGhDKMIaTz755IoVK+pvP3/+/MCBA+2fh4hIJGakUq7ekNFgpey3ftandQ9Pzioz3d4uYifndol322exNvUUEW3p11UuslKFL14p+KtMc/tWk0Hk6tbm2QAAGoFRow5N0tW/9W8iDerT+jdpkiw4pJUDXIlIpFCJVE5tkgcAwEYoQoemGjmGEYtb8w4ipdIpamwbxWmMckS0qNWnnvKw4W0SBgDAdihCh+Zy34OMXN6ad+DMrNP4iW2VpxGqkdFkatXtPZGTk+v9U9sqDwCAjVCEDk1+x2BJt54tXnCXkUicYsaJvaw8+dTmGJnc5R+Ptaa2GYVKNSa2DSMBANgCRejofOa/L5IrW/ZaRiL1es1+E3h6PvsyI21hEYqUKp957zJijN4ChyMSiUJDQ0NDQxUKhdUD/P39Q0NDAwIC7BwM2gqK0NEpBg9znTpDpFA194UipcpzztsSfyuPPbUTkYtrl2Wfi5TWf1g0glEoVJFjnO68pz1SAbSSXC5PTk5OTk4OCgqyesDs2bOTk5M/+OADOweDtoKFeenkyZM3btzo06eP1SeEKisrDx48SESTJk0SiXj6vYFl8954XnNMnV1ReUlrcBWLhjtbL5sjFVojx4U5yb1cnN3+McPrdR7Wcyj7eV3p1ysqq6qPVumIaJybyuq/WrJGX2g0B8qlfdxcZMEh3Vb/xMhadTcUAKBlUIQdBGsu+mhx5c4trLbes3e3YxiFwmPWqx5PPmePYNZU7tpStHwhZ9A3+Sy/SKlUjhzdZdkXaEEA4AuKsCPRJB4pfH8+W1nOVldb2c0wIqVK4t/dd9EKeUio3dPdwph5peC9efrUC5xeR6yVOhQ5OTFSufebi50n3G//eAAAtVCEHQ3LVqsPVmz9WXfyOGfUM2IJEcOZ9IyTi9PIGJeHHlMOG8F3xJv0F1IqtvyvWn3QXFIsksuJI441EyNShIa5TpnuNH4iI7U+VxwAgN2gCDswtqLMXFlBRGJ3z9Y/zN6uOJ3WVFxIRCKlk9jTi+84AAA3oQgBAFolLy/voYce8vHx2b59O99ZoCVQhAAArfLwww+LxeKkpKSMjAy+s0BL4DnCWyQmJob/7f77HX0QR0pKyuOPPx4eHj5lypS0NOtL+PLr6NGjjz/++Lp162q3bN26dfz48aNGjVq+fDlrbRANQMeya9eu1NTUV155he8g0HKYyOMW6enp/v7+n3/+ORHJZDK+4zQmPT197NixixYteuedd/Ly8qyuF8qvxYsXJyUlVVdXnz9/3rLl9OnTTz311IYNG7p16/bUU08pFIrXX3+d35AArVFRUfHiiy9u2rRJIsHP0g4Ml0ZvsXz58sLCwk8//ZTvIE176aWXdDrdmjVr+A7ShAULFuj1+o8//piInn/+eZlM9uWXXxLRtm3b5s2bx9uixwBt4bnnnpNKpStXrkxKSpo+fToujXZQuDR6i7y8vDNnzkybNm3GjBnHjx/nO05jzp07FxwcvGDBghkzZmzcuJHvODa5ePHisGHDLB8PHTr08uXLRqOR30gALZaYmLhmzRpXV9cPP/xww4YNZWVljv+LKViF0/lbzJw5My0tbcCAAXFxcbGxscnJyYGBgXyHsi43N3fTpk2zZ88eOnTonDlz9Hr9zJkz+Q7VhMrKSpWqZtJUZ2dnlmWrqqo8PDz4TQXQMiqVatmyZXyngDaAIryFZY55IgoJCdmwYcO+ffsctl08PT1fe+21adOmEdGVK1e2b9/usFFr+fn5FRQUWD7Oz89XKBTu7u78RgJoscGDBw8ePNjycVJS0u7dux3/exCswqXRW6SlpVmGMhoMhhs3bvj5+fGdqEFDhw5Vq9WWj9PS0ry9vfnNY4sxY8bs3LnT8vGuXbvGjh3LMC1daxHAkfTu3furr77iOwW0EAbL3MRxXGxsbFVVVVRUVHx8vLe39++//y4Wi/nOZV16evrIkSOnTp1qMpm2bt165MiRgQMH8h3qFpcuXfrhhx+OHDliMpnGjx//xhtviESisLCwkSNHdu/efe3atbt27YqKiuI7JgAIHYrwFizLHjt27OLFi7169XL885WcnJx9+/ZptdrJkyd37dqV7zi3y8rK2rNnT+0fp02b5ubmVlpaunXr1urq6nvuuadPnz48xgMAsEARAgCAoOEeIQAACBqKEAAABA1FCAAAgoYiBAAAQUMRAgCAoKEIAQBA0FCEAAAgaChCAAAQNBQhAAAIGooQAAAEDUUIAACChiIEAABBQxECAICgoQgBAEDQUIQAACBoKEIAABA0FCEAAAgaihAAAAQNRQgAAIKGIgQAAEFDEQIAgKChCAEAQNBQhAAAIGgoQgAAEDQUIQAACBqKEAAABA1FCAAAgoYiBAAAQUMRAgCAoKEIAQBA0FCEAAAgaChCAAAQNBQhAAAIGooQAAAEDUUIAACChiIEAABBQxECAICgoQgBAEDQUIQAACBoKEIAABA0FCEAAAgaihAAAAQNRQgAAIKGIgQAAEFDEQIAgKChCAEAQNBQhAAAIGgoQgAAEDQUIQAACBqKEAAABA1FCAAAgoYiBAAAQUMRAgCAoKEIAQBA0FCEAAAgaChCAAAQNBQhAAAIGooQAAAEDUUIAACChiIEAABBQxECAICgoQgBAEDQUIQAACBoKEIAABA0FCEAAAgaihAAAAQNRQgAAIKGIgQAAEH7f43zWL1GXS9+AAAAoHpUWHRyZGtpdFBLTCByZGtpdCAyMDIzLjAzLjMAAHice79v7T0GIOBlgAAmIOYGYi4gbmBkU0gA0izMUJoJxmdk0AApZiSX5mZgZGAEWsUMNIyBgZWBkY2BkZ2BiYOBiZOBiYtBBKRIvA+kEuoskJsO7O/R27UYJoBgH7BHsB0O/Gy2UYWK7wfJIbH3M8ABjN2gilDj4IBsJpJee5h6MQC39yNMkQQZ5AAAAPR6VFh0TU9MIHJka2l0IDIwMjMuMDMuMwAAeJyNkkkOgzAMRfc5xb8AKCFMWTKpVBUgtbR36L73V20QOAgpwmFhOy+W7Y8C27N9fH/YLWmVAnTgc87hY7XWagA7qLvbfUQzV/WWaab3OL9gDIzGco5sNU/DljFoEJk402yIdKxXT5yNTIjcsyHQEnipYooekT3fn8CMwb3k7pzB/ABGAbIgUqYJgKUPBjhHnL2yHtKkx5VhSD8PDPXYje1B1FXmehpbkZlPIlpSACuK8W0qunCYyfY5zGXH/LaQRXJYyroMlXOyFQ6NP/ySMH7rfqMcb/8y+eoPVMKUrATQvs8AAAC5elRYdFNNSUxFUyByZGtpdCAyMDIzLjAzLjMAAHicbY8xD4IwEIX/iiMkpem1tNBjdMHFuBMGYxxIJCXYkR8vraZnjcPdvZfvveGGfjwWQz+Wcf2X+xy2olJMsK4CrtMN81ZxdSIQkUw8n3wsp06qlOzq3XxZ3YKCT8/TvDym2+Q57DaQs/N3rhDICJR5UBKrUeVMEdNYkwHUeVATM2hyZog12JCR2ObBlliLNmeWmEX4+RW+ngWxvQCjKHfb2jSOHAAAAJ16VFh0cmRraXRQS0wxIHJka2l0IDIwMjMuMDMuMwAAeJx7v2/tPQYg4GWAACYgZgNiViBuYGRTSADSLMwcYJqJkZFBA6QIJ83NwAg2ghmoiYGRlUEEJCoeBJKCms/AFm2etV/24F9bEMc4ntueT/CjHYhd9Vn8AENiyj4Q+37zwv2Ry0/Zg9jf0wT3m75ftR/ETuo6ab9phhyYLQYARbsdrT1wytQAAADyelRYdE1PTDEgcmRraXQgMjAyMy4wMy4zAAB4nH2RXW7DIAzH3zmFL1DkLyA8Nkm1VlUTact2h73v/pq9KqOVUA0PtvX729gEcHufr98/8G88hwCAL26tFb4EEcMN3IHx9HZZYNqO456Z1s9l+4AMyRR2nsnjtt72DMEEB4yVtGIBjMRSUczBP2tShtWySVWZzNGCg/Q4gTMcOEpRluylmQU5d0h1kiJnGqQAxTQIC3fA5KD1zqWW4hKRpJw6ZDbSChVN996ZaqLSAU/L/LSG+2LGdZnbYvxwG99DaVN6qG0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", + "text/plain": "" }, "metadata": {}, "output_type": "display_data" @@ -485,14 +539,17 @@ "cell_type": "code", "execution_count": 16, "id": "48087cdc", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.776217217Z", + "start_time": "2024-03-04T11:51:05.714057243Z" + } + }, "outputs": [ { "data": { - "image/png": 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usxcVGHZuK3nqXzmTrq/++QehK/Vfqampt99++w033PD4449XVFQIXU47atojtFgsp0+fLi4uFq4oaCsEYTOsVuuUKVMmT5586NCh5OTk2bNnC1XJ+3vyZr5x4q+vGA9nDvz3bztOan1QUlM6ne6+++57au6dX3cOipUyy3JK3Z/LE1HZqy+Wf/A68Z5yvV3ZS4rz75pc/u4GrsbA1VS7OIPnuZpqh06rfW550aL7OGONz2v0d7m5uTNmzJg7d+7GjRvz8vIeeughoStqR42C8MiRI0lJSQ8++OCAAQOWLFkiaGlw9dorCC9evJienl5T4/pdQ6/Xp6en5+XltdN396KdO3cGBQUtXry4U6dOL774Ylpa2tmzZ31fxtNfZSz97ILZyrXkZIPZfscbJ/+7/3J7V9VUTEzMn5s3dv/oP8HVVXOiQ/6ssbiPOIaIeJu1cvMH2pVLBMlCW35u/l2TbJcu5lZUZZttJs51DVUOLttsK6ysMh1Lzb97Gmeo8nGdfi4xMTEtLW3atGm9evVatmzZvn37hK6oHTUaGl2yZMmSJUuOHDly+vTpzZs3Hzt2TNDq4Cq1VxCOHj26V69ee/fudfno559/3qtXr9tvv72dvrsXZWZmDhw40HmsUql69OiRmZnp4xre2537xs+XaizNDDPWZ7Q6/vXJuZ/PeOiQtQtLelrFM4/zZhMR5VpsCQqpp64rERFxJmPNvp/L3lrvg/IafF9DVeH8WVxVJe+wz0gv/Nu5gj+qzS7P3FJW/bdzBYtzSnmrxV5wuXDhPN7Rit+FGERGRjoPCgsL4+PjhS2mXdXvERYXF6empi5YsICINBrN1KlTt27dKnB9fzFaHRU1NovN9Ufn/fv3f/DBB3q9fvv27d98842Pa/NDmCzjWo3Fka01ElGBrtJOUucxETFSRXZhed2XPpCtNS357LypZX3B+owWx8zXTuxbOSJc7avfss3KL3qAzGYisnD860X6BzuFteR5nMlY+cUmRa++ij7927nEK0pfXuXQl/Nc636wvM1qvZhRsemdyPmL2qmwjstqta5bt27Rohb9ZM6cOcMwLj4m5eYKf9nYHbPZXFlZKZfLw8PDiaigoCA8PDwsrPaPPDEx8eLFiwKWV212fHW4cPPBghM5VWYbJ2HIzvHhatmIlPB5ozvfOrSTXFrb8yktLc3OznZOzb18WYChI3+DIHRt99nS7ov3ERFlVVHehW3OYyI6n3NiS8kTh/a5eZ5/MZjtQ1b85rNvN7/sl8fK9CqeN3H8vy5pBwUpZkYFt/C5vMVc8u9H27U8b+HNpspN74XNuEsSGS10LX7EYrHceeedAwYMuO+++1py/sKFC5s9R6fTZWVlaTSaTp06qdXqNtfYVs5xUas0VH3frvgIZag5z2CyPvTR2bhwRUSQ7ExepamGS8uvTohUhvns0ycREdkd/Pofstd+n0U8VVsctY1ERFRWbd1xSnvgQtkjmyQb5vS6Z0wCEd1222233XabLyv0c637bRmNxvLy8ri4OIlE0k4F+Z1OA+jEB2TWkzKcKi6SpYqiewpdkz+SkOOf5T+reEuOxbYwWzchTPV4fESz46IdFM9xlV9sily4rFG71WrVarWxsbFyuVyQwoSSl5c3c+bMkSNHbtiwwWU/r6mpU6e6vI/t1KlTdbcY7ty5895773UeK5XKiIiI+Pj4uLi4+gd1xxqNhm3nW1ycQUjKMLONy9YayaIgi/GDnadJGU5E9PsJCk3YufwAESllbESQLD5C6czIegeKuHBlRJBUE65gW/aDalZBhfmWl49d0hpr/orApgxmB5Fj4cfnPj9U+M3jg0OU6AI10Iofx8qVK99///34+HidTvfxxx/fdNNN7VeWHwmJp24T6JdlpLmW8lOp/10kVQldkz8aZsxiicswWWdlFEdI2XI7tyqvjIgWxYXHygLtYxNvtVR9/3WjIPzoo49Wr17tvIq8Zs2a+++/X6jyfOz06dMTJkyIjo5WKpUrVqwgoqeffjo0NNTzs5544onRo0c3bV+3bl1dEAYHBw8fPryoqEin05lMpqKioqKiIncvKJfLY2JiOnXqpNFoYmJiYmNjNRpNbGys88DZ0sZP8M4LhKSMqP1aEUKaa+n8Frr2fqrKp8JjNGCO8xGzjSvSW4r0bm9kUsjYyCCZq4x0Niq6RqmkkuaTMrfUNGzl7+XVNnujqV42I1lrSBFCUmVdW43FfuBCxYhVhw6tHunjPqufa+nPori4uLi4OD8/Xy6Xf/TRR0uXLj19+nS7VuZHrltIujQyFFHKLRSRLHQ1fmpUzQW1wxoulaztGlW/Xc0GZreQMxjsJcXSTrV9GrvdvmjRov379w8dOvTYsWNjx46dN2+eVCqK9xq1Wv3iiy/Wb/HWiFH9ETyTyVRRUVFUVFRYWOjyoKSkpKCgoKCgwMMLKpXKpn3KuoOEhIS6C34u/RWE9c4Z+k/6bR1tmUOcnQbOo5DOLfxfs/yVlOcKXN2046xWxrrvU8q6RCklLDP2hcNl1TZHXQqWX6Tz31LxCbIYalvU0RR/HfWZScEaIjLbHNla45QNf+x7Zri3uqQBoKX/UDUazYcfflj3pUrVol7R6dOnXY7sZ2Rk1B07HA6TydT0HKGYzWYiIt5B9npVRSTXRqDdj0olu3OWI+8PVV1TnW3h7MES5sawxn8bRo4jIo7nicjM88ZWzk9pV8p6o2nnTVapq7eGHIutaSMjl1mzM+qCkGEYlmUzMjKGDh1qNBrVanULRwgDQEpKSkpKSnt/F5VKpVKp4uPjhwwZ4vIEi8VSVlbmISx1Op3ZbM7Ozs7Oznb3XdwNwDoPsrKyiOr1CIkoJJ7+/ibZjCRVEOPlkQ/nAKyHqXkSluF44utuPTr7BZ3+jIgnVkZR15BMTZZK0udQ1o+UvZtGPE5JY50ve+JS1Ws/5iyZ1M27BXdcrfvE+tVXX23ZsuXkyZNbtmxpyfnOcRLPtm3bNnPmzFaV0d5YluUKjtH/86+q3LLW+EOpC1pwDkN02wW3Q1uC2N47vreq9nre/xW0YkkU3sFz+vK6LyUSyYcffjhnzpxPP/00Kytrx44dIrqO7h8UCkV8fHx8fHzfvn3dnVNRUeGMRpd5efnyZYPB4HkAlogocycVHCVVJKkiSR5MqihSRfx1EEnKMK8nojuO+sOhmTvo9KdEDPWZSX1nkeyvHoipnI6/T3m/UeorpAwnzSAiqrHYn/02474bEyKCZL4p1c+1LggHDRqkUqmqqqreeuut9957r9nzJ0+e7HJp8zNnzuzfv7+2AqnUrxa+czgcZrOZGJYk/j/fgSe7hYghqYtV/H1MydkY8tTVs3A8R6RgGb9azah+MRPC1PFyF/8iLpisx5rcYsgwzv9qmc3mV1999bnnnktKSnrrrbcee+yxvXv3KpVKAn/inFzj4QS9Xl9cXKzT6bRarfOgpKSkruXSpUsOh4O3GakyjyrdrwciD67NSOdBo7xUx5LM2/MMLFV08iMiogFzqN+dDR5SRdIN/6aD6+jy73T0DZqykRiWiBwcvb8n799Tu3u5ko6pdUHYs2fPnj17Dhw4sFu3bq+++mqzE5ofeuihyZMnN21/55136oJw2rRp1dVuR8l9b9u2bdOnT6fOw2jMSqFraY7VQN/MJnkQzfxK6FLo3ctvja457+GESecLM0zWLT3jeqr89BPG3JiQ0aEu3qE+1lY1DUJi2Pq3T/zyyy9ardY5BDJ79uzExMRdu3ZNmzatPesF7wsPDw8PD+/Vq5fLRydOnLhnzx4atZzCE8lUQaYyslaTqZxM5VcOzHqyVpPV43uaRN4wIxuFZQipIjwvo9hY9i9kt5A6ivre4ephhoY+TPmHqbqECo5RwnAiMlkdH/x6GUHo1NIg1Gq1//3vf5ctWyaRSM6cORMWFia2CeLCs1SS7hx1Hk7+1aeqdUrVbYQxQ8a7ncAdaKwWecqVG2liY2OrqqpKS0ujo6MrKyuNRmNMTIyA1UF7qL19IrQLhSVSWKLb86zVf2Wkq7A0lpLDWtvijjMpXXYoawdgwxu8DxSfIiJKGOl2VFYVSZ36U/EpKj7pDEIiKtSbdVXWmFC8k7c4CNVq9fHjx7t27RofH5+bm7tx40aRzIjzC1YDnfqY8o+QuYLu2OIPA6FN/RbU677yPW0LQr51n4IFxUZG1e8RDh8+/OGHHx44cGC/fv3S0tIWLFgwcuRIAcvzZ7m5uTzPuxuifOyxxx544AGXe/YKrnbWqCq8mfOcGeaBxUAWPZkryVxB5rqDCjJXkllPZj3ZzbVJ6W4AlpGQMowUYTR2NamjqeISETUzpz0imYpPkT6nrkElY8/mG8b1iXL/HLFoaZgFBwd//fXX5eXler2+S5cuMhkusfqQREGJY+jaB+hr/12d9aQy2cwqgrm27ADVYVKQUapCZ9zVqHHt2rWrVq0qLCyMiYkJCQkRpLAOwXNfWa1W+8MiMk05HI6ysjJiGFI0c4tk8xQhpAih0C7uv5mVrNVkNXgagHUeOG8TtBqIiBQeVzR03vVvvbJkvIMnD3c6ikrrenWRkZF1q+uC70jk1Gkg2f36T5ZjmDeiJ/1bu1XdpizsGBiWDbt9btN2pVKZnIw7TQNTaWmpw+EghU8mhUrktYOi7gZgOTtZqshcQfIgIp54joia2TvaOZRa7+Ylnie7Q7Ad0PwKhjddmzQo5tMP/GLpnIJyy4hnf/eweJIHMSGKE2tHBSl8NJmbd4yruucodzmH51t9pyCjUMa99YkixXfL15W+sqZ694+8xfWOEx6wKnXEo8vY0BatJw4Bw3mBMCUxfuMzI4orLdpKi85gLdJbtJVWncFarLeUVFqMVl9dI2eltUnpJAsiq6GZGTrOR+uN2UpYCg9CBBAhCN2RSVg/ucMmIki26aGB977/p7GVO/8EKSTfPzEkIdKXM/hlIa9tzJ87hW/l7rWMShX5z6WqwcPaqSyXYlasNZ85ZS/I5x0u7pd3h1EolIOGht8xr/0KA//kvEDYNSHuxt5uR8VMVkdFja1IbymssFTU2P46NtcdlFRaufbYejMknsrSqSrf0znOy42hCXUNDo7v0cmPbl0TUHsFYXp6Osdx7m4QnD9//pw5czDdpoVuH64p0puf+ux0yzd/Usslny+8dkRKc1f1vU2W2C3urU+KHr2HMxlbuNcuq1KH3n53+JwH2ru2RhiFsvPGrwrumW4v1e3vm8C5Xw1uTkzIbVHBUoZhlCp5j96aDe+TaFaNgTqN9qZ3SSWXqOSS+AjlEPdrtlTU2JwxWaQ3/3VwJSwvl5lsVzFcGdOHytKp6AQNuNv1CQ4rlZwmIorpXa+V6RmPICRqvyD0PFlALpfj7otWmdFXSpPDH/sfUU0xKcM9XxWPCZV/t2TI9T083TjcfpQDh3T+ZGvRY/fbiwqazUJGLo9c8kzYjDs9n9ZOJFExCZ/vKH7yESbtFGd0+zFDxjAyCcOoVCE3TYl++gUGM8VEqdHe9FfNuay2hxNMVkddn7JpWBZUmCubjg4lT6QLW6ksg4pPOdeOaSxzJ1mrSaqirjc4GyQMTRsSi+VGndAn6xiefPLJjIyMa/oOzEh9lToPo/5zPJx89uXRsaFCzj6XJ/fo+u2eS2MH8ZZmFkGNeXptyBQh90VjQ8Pi3/usetf20tfWcjXVvMlIjZZClUhZuVzauUv0k2tUQ4YLVCYIryU9Qq9QySXJserkWLdTZw1me1GF5cvDRS99l2Vy7kEfnkRJ4yhnLx1aT+Oeo4iGt8nnH6E/PyEi6jeLZLVdQIVcsnQSJnbVQhB2DJ9//jkRnblsGPDvg82eHOwHm40xcjmjUDQbhJIov9jbNvjmKcF/m2w6caTm15/Mx4/YtMW81cKqgqRx8ephNwTdNEnR0+3ylSAS3uoRtl2IUhoSJ33m1u7/O1hwUVtTO+wy9J9kKKCyDPppMXUdRZ0GkDyETGVUeJyKjhMRdb2Bel/50DkkKezapDbfBxIohC2LDCAAABGcSURBVH/HBPALDKMaMkI1ZITQdYCf8lmPsIVYhvlq0aDRaw7XTlWVB9GEtXTmc8r4gXIPUO6BK6fKQ6jfLOp5a/1r250j/HHJAqEgCAEAmucMQn/oEdYZnBT29n19F25Kq81CqYqufYD630XFp6m6iOwmkgdTWFeK6Uts47f6b48VXy4zd4nCuvBECEIAgJZwDo36T4/Q6d4xCTzxj358zmR11I6RSlV1q4l6YHPwb+zKWX+X6+XFxcYfl28GAPA3Op2O/KxH6HTfmC77nhmRGK32NDmgLJ32rqLs3fXb3t+Tpze24ibaAIYgBABohl6vN5vNoaGhKpW3txL0huuSwzI33PjWPX37JoQoZWyoStp44V5DIRUdp3Nf17+jyWC2v7vb/a6KYoIgBABohv9MGXVHKmHuGdP57Mujc14f99nCQTf1azgfO3EMBXWiqnwqOFK/+bUfL5l8tiycH0MQAgA0w9+mjHrQKUwx+drYTx8ZpJLXW2SYkVDv6UREaQ028dZWWTcfLPBtgf4IQQgA0IwOFIROsaHyeaM7N2hK/hspwqgsg7Rp9Zv/74dsByf2PSgQhAAAzfD/odGmnpycLKm/fK5UQddMJiI693X907K1xi3Hin1bmt9BEAIANKPD9QiJKDlWPeM6TYOmnlNIqqLCP6giu37z2u8utseWGB0IghAAoBkdsUdIRE9P695gVW15CHW/iYinC1vrn3Yqt+rXc2U+rs2vIAgBAJrREXuERDQoMXR8n6gGTb1nECul3ANUo63f/PL2iz6tzM8gCAEAmtFBg5CIlk9puBOFOoa6jibOThe21W/+5Uzp8UuVPq3MnyAIAQCa0UGHRonopv7RQ7o13L60z0wihi7+RJaq+s3rf2hw4VBUEIQAAM3ouD1CIlo2ueG+g+FJFD+U7BbK+KF+8zdHizOLa3xamd9AEAIAeGIymQwGg0KhCA3tkBv4zRymSenUcJvfPjOJiNK/J/uVHUMdHP/qzku+Lc1fIAgBADyp6w4yDNPsyX5IwjJLGm1GH9uPonuT1dBoGe5NB/KL9BafFucfEIQAAJ503AuEde67MSEuvOFOvH1uIyI69y1x9ro2i4176+ccn1bmHxCEAACedOgLhE5KGfvo35IaNCWMoLCuZNRR3sH6zW//kltptJPIIAgBADzxw73pr8LCmxLD1PU3LGSo13QionPfEF1ZV6bSaN+477KvixMaghAAwBP/3Ju+tcLU0vljuzRo6jaegmJIn0OFx+s3/2fnJaud82lxQkMQAgB4EgDXCJ0WT+oml9Z7z2eldM1UImen8IqCCvNnvxf6tjSBIQgBADwJgGuETp0jlHNGxTdoSvk7yYNJe4ZKL9Rvfnn7RU5M63AjCAEAPAmYICSi5VO6s/VvApGpqMc/iIjON+gUphfVbD+hJdFAEAIAeBIwQ6NE1DMuaMrghv8jPaeSRE6XD1NlXv3mtd+JaBluBCEAgCeB1CMkoqenNVyGWxlOyROb7s109KL+YHq5TysTDoIQAMAtu91eXl4ukUiioqKaP7sjGNY9fHTPyAZNvW8jRkKXfiWjrn7zy9vFsgw3ghAAwC2dTsdxXHR0tEQiEboWr1k+peGKa8Ea6jKSODulb6/fvPOU9lRugx0qAhWCEADArUC6QFhn0qDYQYkNFxDvO4uIoaydZL2yAQXP0wZxLMONIAQAcCvALhA6MQwtmdStQVNEN9IMJJuJMnfUb/4ytTC31ESBDkEIAOBWQAYhEd15fXxitKpBU5/biYjSvyOHta7N7hDF3kwIQgAAtwJyaJSIpBKmcadQM4giU8isp0t76jdv3Hu51GClgIYgBABwK1B7hEQ0f1yX6BB5gybnhr3nviH+ylqjRqvj7V9yfVuaryEIAQDcCtQeIRGp5ZKFNyU2aOoyikLiqbqYLh+q3/zGrpxqs8OnxfkWghDajc3W7Cm8xeyDQgCumk6nowANQiJadHNSsLLebSEMS72mEzFUll7/tPJq26b9gbw3E8OLaWXVltDr9VlZWREREd27d2/+bN86c9kw4N/1dtHkOaq4SIyEIhrcFVSz6Wa1XMh7nhzlZSXLHzGfPFb/ryvLbDNxXA+lXMleWeqQDQrSbPhAdd1IIcoEaJHS0tLg4GClUil0Ie1i0eZzb+7KufK1w0qGQgpPanRalyjlxf+Mk0kYCkToETYWHh4+dOhQP0xBFxiWIns0SkHB2S7n5s++xXz6JM832NIsRSnrr1bUT0Ei4mpqih6fX7XtK9/WCOBaZWWlXq93OBoMA0ZHRztT0GKx6PX6mpoaN8/ukJb9I7lBvFmrSaokm7HRaZfLzP/vcJHJZMrOzs7Ly6PAgiCkhx9+WKPRPP/88y4fzcjI0Gg0Go3GYrH4uLCmvv/mc9oyh/Y96/aMHx6mLXMOHjjgw6IacJSXFT4w015Rnl1jHHEmf8SZy1Y3Qw5P5ZaOOHP5veJK3mwqXb+6Zs+PPi4VoKmoqKiIiIg//vjD5aMvvfRSRETErFmzfFxVu+oSpbxjRNyVrw++SN8/0GjiqNPL2y/++uve7t27X3fddb6rzycQhKTX60tKSqqqXK8kZLPZSkpKSkpK/GEM2WwykllPFveLHpn1ZNZbrYJldsmT/3RU6Ynj7DyV2hylNoe7H1ulgyu1OWo4joh4s1m7+gl7UYFPawUAIiJaPqU704IhzzOXDcdzKtu/HAEgCMFran79yZKexrdgjkxTnMWiXbvC6yUBQLP6dwm5ZUBMS8785khRexcjCAQheE3ZGy9zRiPRVV1OdzgsJ45aszO9XRQANG/5lBbNijhz2dDelQgCQQjeYc284Chr05bWvN2OWTMAgrixd+T1PSKErkIwCELwDuPv+3ibvS2vwNttxv2/eKseAGiVZZO7NXsO05JriR2QVOgC/AXP83a7i/fxRhOp/QXvd1WZ/vyDt7lYkJAjcjlhxuUcGltRIW+3M1L8WYKQLl26FBwc3LTdeXN9oLp1iKZP5+Bzzi+qi0h7tv6jMgk7rm9k/yR2w14himtneMeptWHDhg0bNghdRcuUZdAXU4UuojFHseur6P1PtWKVQkYmc1SUSWMCcF1H6EDuvPNOoUsQAMPQ0n8kP7CJiIgufEcXvqv/qI3o5130syCVtT8EYa2YmJi4uLim7RaLJT09vWm7IGJC5ESkVKm6JLq+if5i5gXO4ZALsfoD76o/TUQ9VXKX1RRY7QYH17iVYcg/u+AgJhMmTIiMjGzafu7cubS0NN/X4zN339D5n1LWSkQxfSk8USVj+yaE9O8aopDWXkTLy8vbuXOnoDW2CwRhrXvuuWf9+vVN29PS0vr16+f7elySSVkiGtC//5EjR1yeEBUVVV5eLsg4viQ83GX7lp5xCtZFPY9ka3/WN169guxWNjTM67UBtMqLL744fPjwpu1r1qwJ7CCUSZi4cEVuMUX3m/DMk4sXjO+iarhY486dOwMyCDFZBrxDfk0fanMAs0o1qw7ySj0AcBViQ+VEtGp6ymO3JKkEXbLYlxCE4B2q4TewQS7mF7SK4tpAW7oJoGORsAwF7uxQdxCE4B3qETeQvU2X99igoNApM71VDwBACyEIwTsYuSLktrsYheLqX0GpVt840YslAQC0BIIQvCbywX8xsqsMQlaljlm+hpFg9hYA+BqCELyGDQnttPY1VtXq/UsZpVI98sagCX9vj6oAADzDDvV0/PjxgoKClJSUPn36NH3UYDDs3buXiCZPnsyyAn9uyM3N/fPPPyMiIkaPHu3yhJ9++slqtV5//fUxMS1aS7496L/YVPH2ekN1zeFqMxGNC1O7/KmdNlp0NkeSQpYSFiK/pk/nDz5n5Fc/rArgFZmZmTzPd+3a1eV+9OXl5c7d6uPj431fm29UVlbabLbg4GCXPwGbzVZZWcmyrMv7LDsuBCF4n2HHltJ1z/BWC9/0lvmGWJVKNWJMp7WvIwUBQCgIQmgXttxs7XPLLenneIuZOBdxyAYFMTJF9JOrg2+e4vvyAADqIAihHVnOnana8lnNb3sd5WWsQkE88ZyDGFbZ/9rQ6bODxt/CyGRC1wgAYocgBF/gzSZ7mY6IWFWQJDJK6HIAAK5AEAIAQCv89NNPzzzzjPO4V69en376qbD1tB1u2wIAgFY4f/58796916xZQ0QqlUrocrwA9xE2kJqaOvQvU6b4+ySOM2fOzJ07d+jQodOnT8/IyBC6HBcOHz48d+7cTZs21bVs3bp1/Pjx119//bp16zhXk2gA/ERqaqpKpRowYIDQhfidwsLCnj17JicnJycnu9y9rsNBj7CBzMzM+Pj41157jYjkcrnQ5XiSmZk5duzYZ599dtWqVcXFxQkJCUJX1Njq1auPHTtWU1NTt3PNyZMn77333s2bN3fu3Pnee+9VKpWLFy8WtkgAl6xW64MPPrh48eIffvhB6Fr8TnFx8dmzZ2+77bagoKClS5cOHDhQ6IraCtcIG1i3bp1Op3v11VeFLqR5jz76qNls3rhxo9CFNGPFihUWi+WVV14hoocfflgul7/xxhtEtG3btuXLl/vPpscA9a1evTorK+uBBx547LHHTp8+LXQ5/uX48eOFhYU9evTYsWPHiy++mJGRER0dLXRRbYKh0QaKi4tPnTo1a9asOXPmHD16VOhyPDl79uw111yzYsWKOXPm/O9//xO6nBY5f/78kCFDnMeDBw/Oysqy2WzClgTQ1IULF959912XO3UDEQ0ZMmTKlCm9evVaunRpbGzswYMHha6orRCEDcyfP3/hwoXPPvvsmDFjJk6cmJOTI3RFbhUVFX355Ze9e/eeMWPGypUr/b9rSEQGg0GtVjuPg4ODOY6rrq4WtiSARjiOmz9//vPPPx8YV7/aw4ULF5wHBoNBp9MFwA8K1wgb6N+/f//+/YmoT58+mzdv3r179/z584UuyrXIyMjHH3981qxZRJSdnf3dd9/5bal1NBqNVqt1HpeUlCiVyvDwcGFLAmjkiy++OHz4sEaj2b17t1arzcvLe+qpp9atWyd0Xf7CbrfffffdCoVi2LBhe/bsmTRp0ogRI4Quqq0QhA1kZGSkpKSwLGu1WgsKCjQajdAVuTV48ODffvvNGYQdZYz+xhtv/OGHHxYuXEhEO3bsGDt2rNg2wgb/N3r06J9++sl5/Oeff+bl5U2fPl3YkvyKVCpNTU09fPhwRkbGzJkzR44cKXRFXoDJMlfwPD9x4sTq6upRo0b9/vvv0dHR33//vUQiEbou1zIzM0eMGDFz5ky73b5169YDBw7069dP6KIauHDhwscff3zgwAG73T5+/PgnnniCZdlrr712xIgRCQkJH3300Y4dO0aNGiV0mQBu7d27F5NlxABB2ADHcUeOHDl//ny3bt38v79SWFi4e/duk8k0depUPxymz8vLq/tkTUSzZs0KCwurqKjYunVrTU3N3//+95SUFAHLA2iWyWQqKyvzw3uTwLsQhAAAIGqYNQoAAKKGIAQAAFFDEAIAgKghCAEAQNQQhAAAIGoIQgAAEDUEIQAAiBqCEAAARA1BCAAAooYgBAAAUUMQAgCAqCEIAQBA1BCEAAAgaghCAAAQNQQhAACIGoIQAABEDUEIAACihiAEAABRQxACAICoIQgBAEDUEIQAACBqCEIAABA1BCEAAIgaghAAAEQNQQgAAKKGIAQAAFFDEAIAgKghCAEAQNQQhAAAIGoIQgAAEDUEIQAAiBqCEAAARA1BCAAAooYgBAAAUUMQAgCAqCEIAQBA1BCEAAAgaghCAAAQNQQhAACIGoIQAABEDUEIAACihiAEAABRQxACAICoIQgBAEDUEIQAACBqCEIAABA1BCEAAIgaghAAAEQNQQgAAKKGIAQAAFFDEAIAgKghCAEAQNQQhAAAIGoIQgAAEDUEIQAAiBqCEAAARA1BCAAAooYgBAAAUUMQAgCAqCEIAQBA1BCEAAAgaghCAAAQNQQhAACIGoIQAABEDUEIAACihiAEAABRQxACAICoIQgBAEDU/j8c3xhGpTMF2AAAAKB6VFh0cmRraXRQS0wgcmRraXQgMjAyMy4wMy4zAAB4nHu/b+09BiDgZYAAJiDmBmIuIG5gZFNIANIszFCaCcZnZNAAKWYkl+ZmYGRgBFrFDDSMgYGVgZGNgZGdgYmDgYmTgYmLQQSkSLwPpBLqLJCbDuzv0du1GCaAYB+wR7AdDvxstlGFiu8HySGx9zPAAYzdoIpQ4+CAbCaSXnuYejEAt/cjTJEEGeQAAAD0elRYdE1PTCByZGtpdCAyMDIzLjAzLjMAAHicjZJJDoMwDEX3OcW/ACghTFkyqVQVILW0d+i+91dtEDgIKcJhYTsvlu2PAtuzfXx/2C1plQJ04HPO4WO11moAO6i7231EM1f1lmmm9zi/YAyMxnKObDVPw5YxaBCZONNsiHSsV0+cjUyI3LMh0BJ4qWKKHpE935/AjMG95O6cwfwARgGyIFKmCYClDwY4R5y9sh7SpMeVYUg/Dwz12I3tQdRV5noaW5GZTyJaUgArivFtKrpwmMn2Ocxlx/y2kEVyWMq6DJVzshUOjT/8kjB+636jHG//MvnqD1TClKwE0L7PAAAAuXpUWHRTTUlMRVMgcmRraXQgMjAyMy4wMy4zAAB4nG2PMQ+CMBCF/4ojJKXptbTQY3TBxbgTBmMcSCQl2JEfL62mZ43D3b2X773hhn48FkM/lnH9l/sctqJSTLCuAq7TDfNWcXUiEJFMPJ98LKdOqpTs6t18Wd2Cgk/P07w8ptvkOew2kLPzd64QyAiUeVASq1HlTBHTWJMB1HlQEzNocmaINdiQkdjmwZZYizZnlphF+PkVvp4Fsb0Aoyh329o0jhwAAACcelRYdHJka2l0UEtMMSByZGtpdCAyMDIzLjAzLjMAAHice79v7T0GIOBlgAAmIGYDYlYgbmBkU0gA0izMHGCaiZGRQQOkCCfNzcAINoIZqImBkZVBBCQqHgSSgprPwPY37uz+u59X7AJxWh8/3Ku3jmMfiP3Q3+1AHBebHYhdUrxnf4fYfnsQu83r3n6m7P37QewnW1ntz+tA2GIAMTEgmNxSkyAAAADyelRYdE1PTDEgcmRraXQgMjAyMy4wMy4zAAB4nH2RS27DMAxE9z7FXMACRepjLmM7SIsiNtC6vUP2vT8qxnCUAEJJLYbSIyVSHcw+54/bLx7Gc9cB9M9SVfwIEXVXmMB4vrwvmLbTeOxM6/eyfSEhlozir+RpW6/HjseE3rtEISSPnhyR50FhwqzmMlY7955Y812JhJwbpOANvTjSIXF5QAFp0FbJYKB3ITNnQRHKQ44NMO5glpSC3lM0higNMhWSXGQWyjsoMbZKnpf5ZRD7aMZ1metozLn2b6HUJi0MtRULY31wyUR6vuy5tMXHfxXd/QHiCmLmoEHicQAAAMB6VFh0U01JTEVTMSByZGtpdCAyMDIzLjAzLjMAAHicVY09D4IwFEX/iiMmpXmf/XJ0wUXdCYMxDiQSiDLy4y04NAxtes+577Vtutu5apvuuF35HJYKrBIxeFOjlciq5lSDRQSKmeUXs3ifIVoHIm5lAEghAmbKFmJwbNYihBi3ongib9Z9FMJGPDun/y9U1BzNYx6H+2ecEtj+exmmd//sZ4s5ruY6zi+rCUvARCVA4v0UF0dJ9k6K46R7p8XJ8gO5j07fKqST3gAAAABJRU5ErkJggg==", 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", + "text/plain": "" }, "metadata": {}, "output_type": "display_data" @@ -506,13 +563,16 @@ "cell_type": "code", "execution_count": 17, "id": "0b5c556a", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.778479470Z", + "start_time": "2024-03-04T11:51:05.715038366Z" + } + }, "outputs": [ { "data": { - "text/plain": [ - "2" - ] + "text/plain": "2" }, "execution_count": 17, "metadata": {}, @@ -528,14 +588,17 @@ "cell_type": "code", "execution_count": 18, "id": "1c367ba0", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.778603729Z", + "start_time": "2024-03-04T11:51:05.740492451Z" + } + }, "outputs": [ { "data": { - "image/png": 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", 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", + "text/plain": "" }, "metadata": {}, "output_type": "display_data" @@ -561,7 +624,12 @@ "cell_type": "code", "execution_count": 19, "id": "4e48b622", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.783824920Z", + "start_time": "2024-03-04T11:51:05.741822721Z" + } + }, "outputs": [], "source": [ "import itertools\n", @@ -582,7 +650,12 @@ "cell_type": "code", "execution_count": 20, "id": "4ad87fa0", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.783911719Z", + "start_time": "2024-03-04T11:51:05.782729078Z" + } + }, "outputs": [], "source": [ "network = simple_network_planner(\n", @@ -596,14 +669,17 @@ "cell_type": "code", "execution_count": 21, "id": "f3bce367", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.846033893Z", + "start_time": "2024-03-04T11:51:05.782846817Z" + } + }, "outputs": [ { "data": { - "image/png": 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" }, "execution_count": 21, "metadata": {}, @@ -611,10 +687,8 @@ }, { "data": { - "image/png": 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" }, "metadata": {}, "output_type": "display_data" @@ -640,7 +714,12 @@ "cell_type": "code", "execution_count": 22, "id": "41411692", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.900449367Z", + "start_time": "2024-03-04T11:51:05.846727338Z" + } + }, "outputs": [], "source": [ "import itertools\n", @@ -680,7 +759,12 @@ "cell_type": "code", "execution_count": 23, "id": "bb7a9e2c", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.900649736Z", + "start_time": "2024-03-04T11:51:05.847958129Z" + } + }, "outputs": [], "source": [ "def silly_scorer(mapping):\n", @@ -708,15 +792,17 @@ "execution_count": 24, "id": "0075e85a", "metadata": { - "scrolled": true + "scrolled": true, + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.918808417Z", + "start_time": "2024-03-04T11:51:05.862537008Z" + } }, "outputs": [ { "data": { - "image/png": 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" }, "execution_count": 24, "metadata": {}, @@ -746,13 +832,16 @@ "cell_type": "code", "execution_count": 25, "id": "f22b18e6", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.962966829Z", + "start_time": "2024-03-04T11:51:05.919704930Z" + } + }, "outputs": [ { "data": { - "text/plain": [ - "30" - ] + "text/plain": "28" }, "execution_count": 25, "metadata": {}, @@ -769,13 +858,16 @@ "cell_type": "code", "execution_count": 26, "id": "564875df", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.963681344Z", + "start_time": "2024-03-04T11:51:05.962762441Z" + } + }, "outputs": [ { "data": { - "text/plain": [ - "28" - ] + "text/plain": "28" }, "execution_count": 26, "metadata": {}, @@ -801,13 +893,16 @@ "cell_type": "code", "execution_count": 27, "id": "c8f24666", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:05.963786223Z", + "start_time": "2024-03-04T11:51:05.962859110Z" + } + }, "outputs": [ { "data": { - "text/plain": [ - "28" - ] + "text/plain": "28" }, "execution_count": 27, "metadata": {}, @@ -830,16 +925,16 @@ "cell_type": "code", "execution_count": 28, "id": "122716a2", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:06.006317337Z", + "start_time": "2024-03-04T11:51:05.962938079Z" + } + }, "outputs": [ { "data": { - "text/plain": [ - "array([[ 0., 0., 0., 0.],\n", - " [ 0., 0., 0., 0.],\n", - " [30., 28., 0., 0.],\n", - " [26., 28., 0., 0.]])" - ] + "text/plain": "array([[ 0., 0., 0., 0.],\n [ 0., 0., 0., 0.],\n [30., 28., 0., 0.],\n [26., 28., 0., 0.]])" }, "execution_count": 28, "metadata": {}, @@ -863,16 +958,16 @@ "cell_type": "code", "execution_count": 29, "id": "7123e5c8", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:06.007056602Z", + "start_time": "2024-03-04T11:51:06.006107209Z" + } + }, "outputs": [ { "data": { - "text/plain": [ - "array([[ 0., 0., 30., 26.],\n", - " [ 0., 0., 28., 28.],\n", - " [30., 28., 0., 0.],\n", - " [26., 28., 0., 0.]])" - ] + "text/plain": "array([[ 0., 0., 30., 26.],\n [ 0., 0., 28., 28.],\n [30., 28., 0., 0.],\n [26., 28., 0., 0.]])" }, "execution_count": 29, "metadata": {}, @@ -897,14 +992,17 @@ "cell_type": "code", "execution_count": 30, "id": "2d105b1d", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:06.075433717Z", + "start_time": "2024-03-04T11:51:06.006220568Z" + } + }, "outputs": [ { "data": { - "image/png": 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", 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" }, "execution_count": 30, "metadata": {}, @@ -938,14 +1036,17 @@ "cell_type": "code", "execution_count": 31, "id": "988abcd9", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:06.075662526Z", + "start_time": "2024-03-04T11:51:06.069407384Z" + } + }, "outputs": [ { "data": { - "image/png": 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", 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", + "text/plain": "" }, "metadata": {}, "output_type": "display_data" @@ -965,14 +1066,17 @@ "cell_type": "code", "execution_count": 32, "id": "1e43c2d5", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:06.093775687Z", + "start_time": "2024-03-04T11:51:06.069664722Z" + } + }, "outputs": [ { "data": { - "image/png": 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", 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" }, "execution_count": 32, "metadata": {}, @@ -999,7 +1103,12 @@ "cell_type": "code", "execution_count": 33, "id": "a04df5eb", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:06.127734666Z", + "start_time": "2024-03-04T11:51:06.093684517Z" + } + }, "outputs": [], "source": [ "with open(\"network.graphml\", mode='w') as f:\n", @@ -1008,9 +1117,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 33, "id": "bd3531c0-4bcf-4ce1-8f6d-0a1cbd0a1ab6", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:51:06.128117263Z", + "start_time": "2024-03-04T11:51:06.096948443Z" + } + }, "outputs": [], "source": [] } diff --git a/openmm_rbfe/OpenFE_showcase_1_RBFE_of_T4lysozyme.ipynb b/openmm_rbfe/OpenFE_showcase_1_RBFE_of_T4lysozyme.ipynb index e55a242..489d6d2 100644 --- a/openmm_rbfe/OpenFE_showcase_1_RBFE_of_T4lysozyme.ipynb +++ b/openmm_rbfe/OpenFE_showcase_1_RBFE_of_T4lysozyme.ipynb @@ -25,7 +25,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "-jX9udRGehD3", "metadata": { "colab": { @@ -49,7 +49,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "dlCARZ2_fAI4", "metadata": { "colab": { @@ -82,22 +82,13 @@ }, { "cell_type": "markdown", - "id": "0eaea8f6", - "metadata": { - "id": "0eaea8f6" - }, + "id": "9af7f4fd-b169-45f8-833e-c709f6dfb538", + "metadata": {}, "source": [ "## 1. Overview\n", "\n", - "In this example we look how one could set up a network of transformations using\n", - "the OpenFE toolkit for small chemical modifications of an initial known\n", - "binder, benzene, to T4-lysozyme L99A.\n", - "\n", - "Crystallographic and affinity data (dG of -5.2 kcal/mol) are available for\n", - "benzene and demonstrate the ligand to bind within the lipophylic cavity of\n", - "T4-lysozyme L99A.\n", - "\n", - "![image.png](data:image/png;base64,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)\n", + "In this example we show how to set up a network of transformations using\n", + "the OpenFE toolkit for small chemical modifications of ligands binding to tyrosine kinase 2 (TYK2).\n", "\n", "This notebook demonstrates the current capabilities of the OpenFE toolkit. Here\n", "we specifically look at how relative binding free energy calculations can be\n", @@ -105,7 +96,20 @@ "This notebook will be continually updated as OpenFE introduces new features.\n", "\n", "For convenience, a prepared (capped and protonated) PDB structure of the\n", - "T4-lysozyme L994A protein is provided under `inputs/181L_mod_capped_protonated.pdb`." + "TYK2 protein is provided under `inputs/tyk2_protein.pdb`." + ] + }, + { + "attachments": { + "da4bf032-9a72-4e2d-9e6d-58e1ac5face9.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "3e95018e-a115-40dc-84a6-4bcd20600272", + "metadata": {}, + "source": [ + "" ] }, { @@ -115,21 +119,18 @@ "id": "e9a7f137" }, "source": [ - "### Alchemical transformations of benzene\n", + "### Alchemical transformations of TYK2 ligands\n", "\n", - "Chemical modifications benzene binding to T4 lysozyme are relatively well\n", - "studied, examples can be seen in the works of [Mobley et al.](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC2104542/) and [Gapsys et al.](https://www.nature.com/articles/s42004-021-00498-y#Fig1). Here we explore how OpenFE can be used\n", - "to build a simple star map network for planned alchemical substitutions of the\n", - "core benzene ring.\n", + "Here we explore how OpenFE can be used\n", + "to build a simple star map network for planned alchemical substitutions of the TYK2 ligands.\n", "\n", - "Five pre-aligned compounds (phenol, toluene, anisole, styrene, benzonitrile,\n", - "and benzaldehyde) and the benzene core are available under\n", - "`inputs/ligands.sdf`. These are shown in the cell below." + "Ten pre-aligned compounds are available under\n", + "`inputs/tyk2_ligands.sdf`. These are shown in the cell below." ] }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "3d89a17c", "metadata": { "colab": { @@ -139,19 +140,7 @@ "id": "3d89a17c", "outputId": "9a28b006-f506-4fcd-c0cb-759bdd775f35" }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "execution_count": 1, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "from rdkit import Chem\n", "from rdkit.Chem import AllChem\n", @@ -159,7 +148,7 @@ "\n", "# Extract the contents of the sdf file and visualise it\n", "ligands_rdmol = [mol for mol in\n", - " Chem.SDMolSupplier('inputs/ligands.sdf', removeHs=False)]\n", + " Chem.SDMolSupplier('inputs/tyk2_ligands.sdf', removeHs=False)]\n", "\n", "for ligand in ligands_rdmol:\n", " AllChem.Compute2DCoords(ligand)\n", @@ -175,9 +164,7 @@ }, "source": [ "Ultimately we will limit the RBFEs done in this notebook to the transformation\n", - "of benzene to phenol, as similarly done in the [AMBER free energy tutorial](https://ambermd.org/tutorials/advanced/tutorial9/index.html#home). Previous work has\n", - "shown that phenol does not bind to T4-Lysozyme L99A, so we expect that the RBFE\n", - "will capture the positive change in the free energy." + "of `lig_ejm_31` to `lig_ejm_47`. " ] }, { @@ -237,13 +224,13 @@ "of the ligands, and uses the OpenFF toolkit to convert between objects from\n", "various toolchains (for example OpenEye's OEMol).\n", "\n", - "Here we demonstrate how to load the ligands from `inputs/ligands.sdf` into a\n", + "Here we demonstrate how to load the ligands from `inputs/tyk2_ligands.sdf` into a\n", "list of OpenFE SmallMoleculeComponents for further processing." ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "4096ce97", "metadata": { "id": "4096ce97" @@ -256,7 +243,7 @@ "\n", "# Create and SDF supplier\n", "# Extract the contents of the sdf file and visualise it\n", - "ligands_sdf = Chem.SDMolSupplier('inputs/ligands.sdf', removeHs=False)\n", + "ligands_sdf = Chem.SDMolSupplier('inputs/tyk2_ligands.sdf', removeHs=False)\n", "\n", "# Now pass these to form a list of Molecules\n", "ligand_mols = [SmallMoleculeComponent(sdf) for sdf in ligands_sdf]" @@ -276,7 +263,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "faacbebb", "metadata": { "colab": { @@ -285,19 +272,27 @@ "id": "faacbebb", "outputId": "bc0ad1d9-72ad-49d0-e322-61b2a87d5301" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "name: benzene\n" - ] - } - ], + "outputs": [], "source": [ "print(\"name: \", ligand_mols[0].name)" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "d0fa4698", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "d0fa4698", + "outputId": "e4dd51f0-7a48-48b9-e722-26af397079fb" + }, + "outputs": [], + "source": [ + "ligand_mols[0].to_dict()" + ] + }, { "cell_type": "markdown", "id": "b24a3ffa", @@ -310,7 +305,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "29b7c68a", "metadata": { "colab": { @@ -319,18 +314,7 @@ "id": "29b7c68a", "outputId": "39e7a77a-d2b8-49d2-8f70-fd8118845a99" }, - "outputs": [ - { - "data": { - "text/plain": [ - "openff.toolkit.topology.molecule.Molecule" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "type(ligand_mols[0].to_openff())" ] @@ -345,21 +329,19 @@ "### Creating a network\n", "\n", "From these SmallMoleculeComponents we can quickly create a star map network which centers\n", - "around the first ligand in our sdf file (benzene) using\n", + "around the first ligand in our sdf file using\n", "`openfe.setup.ligand_network_planning.generate_radial_network`.\n", "\n", - "Here we use Lomap (via the OpenFE interface LomapAtomMapper) to define the atom mappings between the various ligands and the central benzene structure. Whilst\n", + "Here we use Lomap (via the OpenFE interface LomapAtomMapper) to define the atom mappings between the various ligands and the central ligand. Whilst\n", "we use the defaults here, please note that the various supported arguments of\n", "Lomap can be passed to LomapAtomMapper.\n", "\n", - "Note: LomapAtomMapper is one of three currently implemented Mappers in OpenFE,\n", - "the other two being the Kartograf atom mapper and the rjmc mapper from Perses. Long term, users will be able to pass serveral\n", - "mappers and atom mapping scoring methods on network generation." + "Note: LomapAtomMapper is one of three currently implemented Mappers in OpenFE, the other two being the KartografAtomMapper and the rjmc mapper from Perses. Long term, users will be able to pass serveral mappers and atom mapping scoring methods on network generation." ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "5b89da93", "metadata": { "id": "5b89da93" @@ -375,36 +357,6 @@ " mappers=[LomapAtomMapper(threed=True, element_change=False),])" ] }, - { - "cell_type": "code", - "execution_count": 6, - "id": "9f92262f", - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 317 - }, - "id": "9f92262f", - "outputId": "d8dc47c7-c487-4f78-9e19-c388ef6a7c51" - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "edges = [edge for edge in network.edges]\n", - "edge = edges[0]\n", - "edge" - ] - }, { "cell_type": "markdown", "id": "3098268e", @@ -412,7 +364,7 @@ "id": "3098268e" }, "source": [ - "This network contains a set of 6 edges centered around the benzene molecule\n", + "This network contains a set of 9 edges centered around ligand `lig_ejm_31`\n", "which define the various atom mappings between the the transformation pairs.\n" ] }, @@ -432,7 +384,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "ce9c2525", "metadata": { "colab": { @@ -441,17 +393,7 @@ "id": "ce9c2525", "outputId": "191c98a6-d97e-4de0-9537-ccddf41b1e4c" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "molecule A smiles: c1ccccc1\n", - "molecule B smiles: COc1ccccc1\n", - "map between molecule A and B: {0: 5, 1: 6, 2: 7, 3: 8, 4: 9, 5: 10, 6: 11, 7: 12, 8: 13, 9: 14, 11: 15}\n" - ] - } - ], + "outputs": [], "source": [ "transform_edges = [edge for edge in network.edges]\n", "print(\"molecule A smiles: \", transform_edges[0].componentA.smiles)\n", @@ -469,15 +411,13 @@ "We can also visualise the atom mappings by invoking the individual OpenFE\n", "AtomMapping objects directly.\n", "\n", - "Here we show how to draw two mappings for benzene -> phenol and benzene -> anisole.\n", - "\n", "Unique atoms between each mapping are shown in red, and atoms which are mapped\n", "but undergo element changes are shown in blue. Bonds which either involve atoms that are unique or undergo element changes are highlighted in red." ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "0c0aee78", "metadata": { "colab": { @@ -487,57 +427,16 @@ "id": "0c0aee78", "outputId": "6e2f6497-8d17-4054-e319-4886b3383533" }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Get the edge with phenol\n", - "edge = [edge for edge in network.edges if edge.componentB.name == \"phenol\"][0]\n", - "edge" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "cdcfae45", - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 317 - }, - "id": "cdcfae45", - "outputId": "c9037679-60ff-4085-80ec-acbe28a68077" - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "# Get edge for anisole\n", - "edge = [edge for edge in network.edges if edge.componentB.name == \"anisole\"][0]\n", + "# Looking at the mapping of an edge\n", + "edge = [edge for edge in network.edges if edge.componentB.name == \"lig_ejm_47\"][0]\n", "edge" ] }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "66dd7d32", "metadata": { "colab": { @@ -547,281 +446,35 @@ "id": "66dd7d32", "outputId": "13a421f2-ce17-49c6-aac0-e3c157d59a91" }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "from IPython.display import Image\n", "\n", "# mappings can also be saved to file if required\n", - "edge = [edge for edge in network.edges if edge.componentB.name == \"anisole\"][0]\n", - "edge.draw_to_file('benzene-to-anisole.png')\n", + "edge = [edge for edge in network.edges if edge.componentB.name == \"lig_ejm_47\"][0]\n", + "edge.draw_to_file('tyk2_edge.png')\n", "\n", "# load it back for visualisation\n", - "Image(\"benzene-to-anisole.png\")" - ] - }, - { - "cell_type": "markdown", - "id": "15e50ad6", - "metadata": { - "id": "15e50ad6" - }, - "source": [ - "### JNK1 ligand network\n", - "\n", - "This is a rather simple atom mapping case. To show off the ability of the atom\n", - "mapping, here is a network for the Schrodinger JNK1 dataset." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "d8d1617d", - "metadata": { - "id": "d8d1617d" - }, - "outputs": [], - "source": [ - "# Load the jnk1 ligands\n", - "jnk1_sdf = Chem.SDMolSupplier('inputs/Jnk1_ligands.sdf', removeHs=False)\n", - "\n", - "ligand_mols = [SmallMoleculeComponent(sdf) for sdf in jnk1_sdf]\n", - "\n", - "# Create a network - reference molecule is ligand 0\n", - "jnk1_network = generate_radial_network(ligands=ligand_mols[1:],\n", - " central_ligand=ligand_mols[0],\n", - " mappers=[LomapAtomMapper(threed=True),])" + "Image(\"tyk2_edge.png\")" ] }, { "cell_type": "code", - "execution_count": 12, - "id": "9d3c492d", + "execution_count": null, + "id": "d443714e", "metadata": { "colab": { "base_uri": "https://localhost:8080/", - "height": 1000 + "height": 317 }, - "id": "9d3c492d", - "outputId": "1850c69f-0a40-4152-fb23-6b0d51fb9387" + "id": "9f92262f", + "outputId": "d8dc47c7-c487-4f78-9e19-c388ef6a7c51" }, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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JEyMiItRq9buDlar3b8Vlsjf3n6+sX55XqXw9Z3BiMQYZsQdx2d3YDAyAZtWe3bc/22cgu29/7PVLj11YvCg6vPT3BYOM2HfrpBE1kjEm0qt7d9apKaWlpUwmUywWf/3114Rf9XshDWFjUlJShg8fXlVVdfz48T///FOzHzl2SEhIPhpbW1u0sWHDhnv37mkmhXFxccnJyUwmMzo6+vPPP289Bf/7+Pj4+Pj4REREeHp6BgYGavoevwPJw7ugVgNAlVKlyfkDgC4sOg64uz7Tn8sO4LId9OgAwHDoxO4/kOMzUK+n+5ulRDE6XX/IqLrQ84Pu3FqbX3WnViJT457imlFL16ID+vTpQ+TVNhsyWOZfZGVl+fj4FBUVjR49+uLFizQa+aJAQkIwOI7HxcVFRUWtXLmSzD5qHdTq+qjrtcHnlAV5FH0Dtm+A0eczKYbcRkfhOK5SqfL6dcMV8mvVon0lwj4Grwq4BFfVJ/SwEyrVRjQKUKh63d04/Qdy/IfS7XjvHVx4/mTFxhWj04tSxfJDjhaDOvLsr99702rqEtIQ/kNZWZmPj09GRoafn19YWJieXotq9pCQkDQJjuN2dnYFBQWPHj1yc3NrbXU+OdRiUdEP0xUvX6glYrSHwtTDGEyr3SdQlZaNGzc6OjoGBASsW7eOwWB8lhRtVFF6rVrUcI2w99P8hz1sgUoxGDau3S8rKAaGzVdAWVaSO9xrR1H1juKaye0M1tmZ2pwMZTp3J/xKmw+Zx/oKoVA4dOjQjIwMDw+PkJAQ0gqSkGgJDMNGjBgBAJp2FiS6pGTJj/K05wFJLzV71mQWxRSWFH0/XVVVAQAWFhZFRUUvX750cnIaP378SydXyluehxQa03Tekg+yggBAM7dkdnUJMGIDQKRQrAYQxdxswQURQJszhHFxcU+ePAGAGzduvHjxAu3MysrSZCNJpdJ79+4RO6hEIhk1atTjx487dep09epVVGKKhIRES4wZMwZa1RA+ePCgsrISbRcVFaFnDgCcOXNmxYoVqamp58+fnzNnjkqlavL0xMTEJUuWqNXqlStXrlq1StZULEnbRPb8qezxQ1whr1aqNTtFKrUcx3GZtPrIbgDw8vJyd3fPycnJz89PT0/vNmM2xcTMisV0Zv9TTnYgl0VhsY3m/EQ1NfsINTgDBndlMWwYtAqF6plIJrod0fJLawltyxAqFApjY+NTp05FRUWp1eojR46g/efOnbt8+TLaLisrmzdvHrGDTpgwITY21sbGJiIiwty8RQ0eSUhI3ou/v7+BgcGTJ080BZt0zJ9//pmamoq279+/v2/fPrQ9ePDgoqIiGxubsWPHurq6UqlN1zrp1auXubk5KrJYWlqqifpp+4jiotWvzXadSo1+FDgAAK6Qi27dBAC5XF5TUzNhwoTPPvusffv23d3dbY5d7Ovu/rmtBUalAgDG1NvU2dbo6x+Mv5z7cWpwfAMAwJ/LBoAIoVgueKHIzyXi+j6SthUMQqfTKRSKVCrNzc0dOHDgkydP5HL5R1S1bz5qtXrGjBlhYWFmZmYRERH29vbaG4uEhATBZDKHDBly4cKFq1ev/vTTT62tzj+IxeJx48alpqYKBIL3ln8rLi7u06cPg8HIzs7+X6k5pSotAbUKAKRqfFFOBdqZJpEPN2YDgLpOCADdu3fv3r07AGjKiVBNzWxOBEsePZQk3FWL6ug29hy/IU1WxG4mjI5d6O3tBtVJT5TXRtaIf7E2Ft2JNPqiFRInEG3LEEql0jt37lAoFC8vr2PHjikUCo0VjIuLQzGc1dXVAKBQKCgUytve15rPwoULz549a2hoeP36dScnpxZKIyEhaSZjxoy5cOFCSEhIaxnCM2fO3L9/HwBSUlJYrFdVnjMzM+vq6oYNG8ZisWxsbN52bkpKCp1Or6qqMjExgTc6dbRlaDY2GJ2OKxR6FOyA4yvv19LcVxaRavSutiEsfm8WvzdRmrAHDOpdkMulUgRSRbZMwYqJIA3hK/T09L766isqlUqhUJYtW9bQ4aCvr4+clsj4Xbx4cfbs2T179kQV7r29vdE38oP47bfftm/fzmKxrly5oqkIRUJCogNGjhxJp9Pv3LnTWt2t7ezsunTpAgBVVVXo9RoAfH190UbPnj3fca6Li4uLiwsAdOvWTbtavkFiYiKfzy8qKuJwOB/xd+MMGFxzeA+uULz5K4yppz9sDBE6Nk8T3wDh6SMDuKzQKlF0jaTD40RVTTXVqHX6nLetNUJ47R1FGw33u7q6Tpo0adKkSSjeLDU1tb6+Pj4+ftOmTaNHjzYzM+vRo8fcuXNPnjyZmZnZnIFwHK+urqbRaOfOnevfv782roWEhORtGBkZ9evXT6FQXL9+vVUU8Pb2Hj169OjRoz08PFoiR61W6yxY5tGjR2vWrJFKpRcvXnz06NFHSGA4duYMGkbR0+vM+ucBa8WgGVApFCbTaPps4pR9Dyw3D6qR8SDuq9hRUKvEcbd0Nnoj2pwhbCZr1qwpLi4ODQ1duXLloEGDGAzGs2fP9u3bN2PGjI4dO1paWo4aNWrVqlWRkZFSqRSd8vDhQzqd/vjxY/TR1tZ2z549CQkJo0aNar3rICH5dGn12NEWIhKJZs2a1a9fvxEjRvj5+WVkZGh1OKVSeenSJR8fH5VKpZm5fgRmv29k9/M/3eOVOze+TlKnUrtymGyfgRR9HQbMU6jsfn6+XBYDwx6JpFVKlSim1WJH/zcS6h8+fEij0fh8PgDU1dWFhoZ+8cUXDQ+QSqWJiYmoyP29e/fKyso0v2Iyme7u7l5eXoMHD160aBGXy42JiaFQKDY2NgUFBbq+EhISktfk5ubyeDx9ff2KigrdlFrGcXzevHkDBw5ksVg9evRA1YOzs7Pz8/M/wi20bNkyAPjjjz8AICoqasmSJQkJCdqrlVNbW3vjxo3w8PBffvnl/v37QqFwwYIFHy1NmpxUuX2jNDlxZFpRukR+tKOFX2dH+6txuqzwIooOL1k8d5agNLZWssm+3QQrU9ugcLotT2cK/AP+X6SwsDAoKGjevHnu7u7I0Uqj0W7fvj1p0qTvv/9+3759OI63b9++tdUkIfnUQUtx169f181wS5YsAQADA4OKioqWS+vWrVthYaHmo4uLS15eXsvFvhuhUKhWq3NycnJyclooSlFcKHDv8KOVEQB8YWYg4POk6SmEKNlMVGJRpmeX1bam1gzaBvt2Aj4vs0+nwu+mKspKdKkGjuP/q67Rd2NtbT1x4sTt27cnJiZWVVWFhYWhoBgAWLdu3ZYtWxpOGRHBwcGBgYFqtbopeSREcvjw4e3bt0dFRe3YsePw4cOtrQ5Ja6JL7+iOHTs2bdpEp9PPnDljavqu8MhmUlFR0TBGz9TUtKKiouVi342hoSGGYfb29i3P9aJZWjM7O6NVuogaMQ6g68R2pRLDsM/b6Qc7WXGplPAaUalYKn30sPCLkajGjc74bxrChnC53GHDhmmaTxobGy9dunT58uWNDouOji4pKamvr9e5gp8WL168MDU1VSqVsbGx8+bNy8vLa22NSFoTZAhDQ0NxLa/RnDhxYsGCBRiGHThwAAXctRwej6cJzVOr1dnZ2R06dCBE8pskJCRotjMyMmprawkRy/EN6MZmWDFoZQpVilgm1u0qXcXf69RK5TOxfPrL0jyZoliu+lJQGlddpxIKy9cv06Um/31D+CYzZ87UFG9DSCQSc3NzkUhUU1PTWlp9Ity6dausrOzZs2dMJrO+vv5tJaxIPhHc3NxsbW2LiooSExOzs7PT0tLkcnlkZCSxowQHB3/99dc4jm/ZsuXLL78kSuzcuXN//fXX6upqhULxxx9/+Pj4GBkZESW8ISqVCr0xIFasWJGUlESIZPaAAAzAn8sCgMgaiexFqqIwnxDJ7wWXSetvhIJKub6gaqO96TcW3Fnmhjs7mK3Nr8KVCvHdO+pa3T2NPyFDyOVyUbkEDMN27Njh4+Oj+RWVSlUqlQwGg8PhtJ6CnwTffffdnDlzfvjhhx9//PHs2bNfffVVa2tE0ppgGIYKuISEhFRVVV2/fr2wsPD27dsEDhEdHT158mSlUrl27dqWRJe8ycyZM6dMmTJ16tShQ4fK5fJDhw6JRCJNmPr/BMwuzvT2tgGaHAYAcWy0boaW52RhDLoKhxyZojv7VaiUox69XoWLVGoKkyl7ma4bTaCtJdRrlS5duvz+++8AUFlZGRER0bCODIPBWLVqVatp9unhZmdTvW39oJgo9dG/c41MDIaOMZo1V6eh2yRthjFjxuzevTskJGTdunUxMTEdOnT4iOIYb+Phw4djxoyRyWQ//vgjuv2JZdq0adOmTROLxWw2+/fff9+yZcuRI0cmT55M+EASieTEiRNoOycnh0DJbB9/z4I8QyrlhUSeK1OwYiK4k2cSKP+tqFXQlDscwwAHwHEIjb6VERYxatSomzdvKpXKr776ytLSUku6fEIzQg0ikWjx4sWbN2/+33p3+88gefQw57NB5aEXVdUVuFSqLCkqDjyUP96/davukrQWvr6+RkZGKSkpBw8evH//flpa2v379x88eNByyc+fPx8+fHh9ff20adO2b9/ecoFvUl1d7e3t7ejoqFKpTE1NJRKJlgJ/cByXvYbYmD7OgAAahvU3ZAFAtFAiffRAXSskUP7boFlYq8UiKgbtGbQXkleN7/NlShYF06dScLlswlffDBw4sKysrLCwMC8vj81ma0+ZT9EQ2tnZ9ezZs76+/tatVitk8DZqa2vlcjnaeMdhOI4rFAq0IRKJdKQcEaiqKkvmf51cUT3vZZFm57Dk7LrKiqLvp+FKZSvqRtIq0Ol0b29vADh8+PCQIUNwHD937lyfPn1aKDY/P3/48OGVlZWjRo06evQoSqMiHGNj4/Ly8pKSkvv3748bNw4Arl+/jm5hYmGz2bNfQ2xpUz33PhRD7iCj17GjSqX47m0C5TcJrlSWrfoFcBwAFlsbL86tCK0SXasWzc8u/7W9MVCpet3dMsoqnj9/PnDgQBMTk4kTJyYmJmpPn0/REEIbKGmxZ88ezXZ0dDQK3qmqqrp48eLSpUuvX78eFBS0fv36t51+9OjR48ePA8DZs2f/t5y6wlOHcWUTjwlcrVbXVItu3dC9SiStS05OTkJCgomJyYMHD7755ptu3bpxudyAgIBVq1ZduXLl4+LXysvLAwIC8vLyfH19g4KCUL1+LTFy5EgACAkJ4fF4Li4uQqEwJiZGe8MRDkalsb39Bhiy6BiWJJJWK1VaT6JQq8uW/yyOv/2wXgoA/QxZOzuY1anUVUrVX7x2g4z1KXpss5WbEhIScBxPTU11d3cvKirq16+f9jT6RA3h2LFjASA4OLi1EgcbWq/Lly+jvqAmJiYzZswwMDAwMzN79OjRO5qcTZgwAQCKi4tlMpn2/ObaQBQbhcvlAFCnUj8Xy9GPQg0AoBaLxLFRrawfiW4pLy8fOnRoWVlZx44d//rrr0mTJrVv376uri4yMnL16tWojLCHh8f8+fPPnj2bn9+sgMba2tqhQ4e+ePGiZ8+ely9f1ntLd3WiQG/VqGEqerAQ/oZNoVAWLVqk+ThhwgRi8zQ4vgEGVEofAz0VDrdrJeL4W7hca9VTcbx84/L6m1e3F9dMzSjZUyIEAHsmfZq16Qxb804mRnT7DjYnLtPb282YMWPOnDndu3cfOXLk9OnTtdqP7xMKlmmIq6trhw4dsrOzExISWu6EIYq6urr169dPnDgxLi5u/vz5mrXxN6mvrxeLxWlpaRKJ5P79+1KpVNt3O1GoRa8yNYsVyktVr7ZFr19HVDXVraMWSWsgFAqHDBmCLNaNGzc0uQdFRUVJSUnx8fFxcXEJCQmJiYmJiYk7duwAACsrK3d3d9RzxsPD483CbBKJZNSoUY8ePerUqVNDmdqjX79+7dq1EwgEaWlpY8aMWbduXXBw8M6dOwmstYZhmJmZma+v7/fffz9p0iT0HkwgbC9fjMEcxGXH1d8sgVQAACAASURBVEoia8TjTMSSxPtsrwHEjoKo2r259uLpwPK6ncU1VAwc9GiAYcZf/UAzt8RxNdPJRc/FVZdl3l6h40o2bQfUBW3p0qWtMrqpqel3r3FxcTl79iyO42VlZREREVFRUTKZLDw8vLi4+G2nR0ZGBgUFKRQKHMdfvHihO71bTOHszwV83oUuVgO5bAGfh35smbSnrnYCD4fKbX+0toJtHYFAkJ2dXV5eHhQU9Pz5c7QzOzv7yZMnaLuqqurZs2c4jp85c+bEiRMCgaDVdH0nYrEYpTB16tSppKQEx3GRSDR48OAVK1Zcv369pqYGHVZfXx8bG7tt27aJEyc2KgfDZrO9vb3nzZsXFBRUXl6O47hcLkfJ8jY2Ni2vQNZ8Zs6cCQAbNmxQq9Woi2FiYiKxQ8yYMQMAdu7cSaxYDUU/zozvbosBsCjYc1f7srX/p41Ras4cE/B5f/PaUQAwAFRWrfrYPm2M9UF8uoYQJe06Ozu3yuhmZmbPXjN16lRkCNs4CoUiKCgoPT29vLz8+PHjZWVlHyGk7npwVr9uTRrCLK+ushephKv9HyM0NPTYsWOhoaEPHjyQSCRo58aNGzkcTnZ2No7jt27dmjZtGv66jCcAWFhYjBw5cuXKlREREZpTWpcmLVZ09L8y2BwcHKZPn75///6UlBS1Wo3juEqlSklJOXDgwJdffolaCWrAMMzZ2RnlRJmZmaWlpenyci5dugQAnp6eOI7PnTsXAJYvX07sEB07dgSApKQkYsVqEJ4PFPB53dgMADjoaCHgd8j7fKj4fiyBQ9RevSRw73DA0ZyKAQAsbW8i4PMqdmwicIiP5tM1hHK5HLW1bJUZlZmZmWYbpZZ/nBylUvny5cv8/HyC9HoXRUVFlZWVS5cuTU1NraurW7169cdIUanyZ4yNcuUtbm+sMYRfmBk8d7Uv+X0B0Sr/BykvLz927FhmZua5c+f++usvtHPjxo0TJ04cOXIk3sAQbt68ecyYMaidtQYmk+nt7f3LL79cvnwZzcN0j1qtRuVd2rVrl5r6z6tPdXX1pUuXFi1a5OXl1cjnaWFhMXbs2L/++isuLk4qlaLjhUJhREQEasSGKglbWFhwOBzCZ2PvRSQSsdlsCoVSVFQUHh4OAD169CBQfmlpKQBwOBzkBNIGkqQHAj5vvpURAHzezgDdmJneXatP7CdEfv2tm5kejkFdrFgUDAB+tDIS8HmlKxbhajUh8lvIJxosAwB0On3YsGEAcOXKFV2OS2B4TkJCAp/P37Bhw4IFC/r3719SUkKU5CaxsrJKTk42NDTs2rVrXFzcR3ZEo1Cs9wY69fP9jmcJAEKVem+JEACYFIzt6fO+k0kgJiYmISGhsrKyrq5OX19fs9/Pz4/BYKCpCQBIJJKFCxcGBweXlpY2bMaiUCji4+M3b948btw4S0tLa2vrSZMmbd++PSkpSWeBYwsXLjx27JihoWF4eHjXrl01+42MjMaNG7d58+b4+Pj6+vrExMRt27ZNnz7dzs6utLQ0ODh48eLF/fr109fX79Wr1/z584ODgzt16rRq1aqIiAihUBgfHy+VSkUike7rQ7HZbH9/f7VaffXqVX9/fyMjo6dPn2ZnZxMl/+7duwDQp08fbYW/qlWlq34BAJREESUUo68CLpFU79smTXnSQvGSxHulS39Kq5d8IyiVqPEvzAwWWBlxfAebrdjYCsuBTdLalrg1OXfuHAD4+PjobMSCggJXV9c7d+5ER0drdqampr5jOfBtqNVqFxcXzcrQ7t27v/rqK8IUbYrs7Oy9e/euXbv25MmT06dPj4qKaok0aerT/CnDknvaMTCMikFCD9uSX+cSpeqHoVJJniTUBp+ru3FFUfrB/4jWQi6Xa7Y3bty4Z8+e3NxcJyena9euTZs2beXKlQYGBoMGDVq5cmVoaKhmya26ujosLGz58uX+/v4N7SgAcLncoUOHrl69OjIyUnseVFTehcFg3Lx5s/lnZWRkHD9+/Ntvv3VxcWmUEejo6Dh9+nTkqNes1WlJ+Xdw8OBBABgxYgSO45MmTQKAbdu2ESV88eLFoAV3qwZRXHSWjwuaBdowaABwvovVa4dNh/zPh8oEH+82k6YkZ/XrFtWtfTs6FQCGGLFfuPEKv52qlskIvIQW8kkbwrq6Oj09PQqFohsfUUVFhbOzMwAMHDiw5dIKCgq6deum+VhTU2NnZ9dysbqkPjJMwOf1M2QBwJ/27bL6OatlUh3rIE68lz2kd6aPS1Y/l6z+3bM8nYqX/KAS1eM4XllZKRKJcBwvKCjQuOPaJsgQ4ji+YcMGX1/fadOmNaryRaPRevXqNW/ePJSEgM5SKpUpKSn79++fPn06+mZq0NJ6wa5duwCASqVeuHDho4XU1dXFxsZu3Lhx5MiRaHWDyWSif1DDtTodU1paSqFQmExmbW3tqVOnAMDPz48o4ajgQFhYGFECG1G5Y5PA3QFZvnGm+gDgqEdf2t4kqItVqps92p89uHfR/K+qj+6VPE5ovg2T52ZnD3KP726L7Ku3ASvVzT5/+hiVSKSla/k4/jc61GuPYcOGhYeHHzlyZNasWVodSCwWBwQE3L1718XFJSYmpuXVFNPT02fOnKmpRKVQKKysrHTQDo1A1GJxzkB+YGHFyvzKwUbsPQ7mVjuOsL39dKaA5EF88cLZx/NLJ7czYGAYADyok3L0mHznrmYHg0LCwmJjY0ePHl1SUiIQCNasWaMzxT6UTZs2GRoazp07Vy6Xu7q6uru7nzx5slESQsNyJ00mIRQWFt69ezc+Pj41NfXGjRuEd1oPDAycOXMmjuOHDh1qebH1lJQULpfbrl277du3m5iYzJkzBwDEYrGZmZlUKi0oKEDd53WJl5fXvXv3Ll68OHDgQHNzc5VKVVpa2vLGhzKZzMjISCaTNWp/SCAVf64WnjsGACUK5WfpxfUqXJPRRMWgK4vhrq/nwmb00dezZtAAANNj6XXrodezl14Pvl5PPsXwXzkqkkcPa88dk2WkAYapyssra4WTM0oypQpXDvNkJ0tupy7tD51rdEqr84nmEWoYM2ZMeHh4SEiIVg2hXC4fP3783bt3HRwcbt68Sci32d7ePj8/X5NBmJKS0iiOjkCQJdBUdrhw4QIhmUwUNpvl4RUgilyVXxlbK5GocdHtCJ0ZQlyhKP1tHi6VHC+rG2eiz6BiAPCgXmoqVfTIz5WcP+nSZ0BsbCyXy338+HFBQYFutPo4fH19Uboxg8EIDAxMSkpatWpV3759BwwYMGrUKAAQiUSPHz9GRvHevXvFxcVXr169evUqALDZbDc3N2QX/fz8Jk6cqA0Nr1y5MmvWLLVavXnz5pZbQRzHX7x4gWFYTk7OzJkz0UQTXq/VoUubPXt2i7X+MMaMGXPv3r2QkJDx48f7+PhERUVdv3592rRpLRT76NEjqVTarVs3LVlBAKBZWgGGVSuUM1+WlipU3diMKe0MUsTyRyKZQCJPEctTxK/eouyZdDcOk6/PdK+O7ZT0ADmp6e3t9FzdmV276/Xg1146XX/jqloqRgW1RSr1V4KyTKmiC4txuKOFgZW11c5jbc0KAnzaa4Q4jhcWFmIYxmKxRCKRTCbbv3//li1bSktLCRxCqVSih4u5uTmxHqclS5bMmjUrMzPz8ePHffv2DQkJIVB4QyIiIqZMmaL5aG5uriYo1kt48bSAz0NNWA44mmcP6oWrVIRIfi+adRF7Jv1xTzvk/5lnZbTa1lTA56UO8oiJiVm4cKFQKHz27Nn69et1oxUh7N27V3ODvyMJYebMmZ07d274NMAwzNzc3NXV9ddff01PTydKn1u3bqHXtRUrVhAlMzs7++LFiytXrsRxfNWqVZr9DdfqdExaWhoAmJiYKBQKlP4/YcKElov966+/AGDOnDktF9UkysqK3NH9k3vaoduwC4uR2MNOE9Gd3NPubGfLxe2N/blsLvVfq7NsCsVdn/mtBfeAo3lST80pHTTnprnZo4UPOybtbnfb7AAPeZ7ukjs/iE/dEOI47uHhAQAaK7JlyxYVcc9itVr9zTffAACaWBAlViP8+PHjM2fO/Pbbb2/fvq1SqR49ekTsEAjtGUJlZbmgl8PP1kYAMNFUX8DnSZ4R/Fd6G9UnDmT27oQM4QhjzhgT/TEm+k4sBjKEmb0ckp88zsnJEYlE8fHxsra0sP9eHj58uHDhwr59+zaqSoWSEFBYpmbVs6amplESggZDQ0MUbhMRESEWiz9OmSdPnqDyLnPnEhkMtWvXru+//z48PHzbtm07duzQ7G+4VkfgcE3y8uXL5OTkJ0+e7N+/Pzg4GMdx5JW5detWbm4uhmH6+vofFHak+Zo1/GuPHz8eAI4ePUqo7q9Q1dflTx3ZyGIJ+LwXbjwPfb2ZlkY7ezjeH95P4N4B7bzu3H6dnelYE/2Oev8qAEnFoKMefayJ/jo70+vO7V/yeS/ceEONOABgTqfedrHJ7OUoTU/RxiUQAmkI8XXr1gEACrmsrKw8duwYgcJRuBebzY6NJTI1tSESiSQ/P1+tVqNs4szMTMKHiIiIcHFxWfkaDodDlCHEcbxgxthrXa0BwJRGfeHGq9z5J1GS303NmaOZfTojQxjW1TrGxSbGxWaWuSEyhAKPjjqbm2oPuVyOkhAmTpzYKKGQRqO5u7vPmzfv+PHjubm56HiZTHb48OGxY8cGBAQ0WmOj0+l9+vRZsGDB+fPnCwsLm6lARkaGhYUFAEyZMoXA98uGvPlV7Nu3LwBcvHhRG8M15MmTJ5s3b8ZxXCqVopovv/76KwAsWLAAx3E3NzcAuHbtWjOlVVRUzJ49u7CwcOPGjdu2bYuMjET70T9CG+FLaqmk8JtJjSyWgN8hs0/nUH7Hhv99K0vLYf28VowbeXns4LQ+XdCE7253250dzGaZG/bkMGn/XlE2p1PtmXQAMKJRwrpaC/i8TI+OKnHbCpBpCGkI8WfPniG/pVKpPHXqVH19PVGS//jjD/QE0V64V2RkpL6+/vDhw3EcR4GCW7ZsIXyUiIgIf3//qNcYGxsTaAirjuxGxWUAIKiLVd6EAKIkv5vaS2cF7ry3uUbzPh+qGzV0SUZGxrFjx+bMmfO2JIS9e/dmZGRojtckIHp7ezcqAW9lZTVy5MiNGzfGxsa+bbqcn59vb28PAAEBAboMu924cSMAzJgxQwdjIUMYGBhYVFSE43h8fDwA8Hg8HMdRYf0PcmmePn26sLBw7dq1R48eXbduHY7jmZmZANCuXTsC7ziEWqEomvfVSz5voqk+ABhSKVe6Wmd6OtUEHhJePF0WeiHy8qW1a9cOHz4cheZq4HA4Pr3cF40ZcXL8sMe+bujGSXezD3ay/t3GZJgxx4RGBQAulcqmYGc6W2ly8xUlRcReAoGQhhDHcdzCwoJKpfr5+W3cuPHOnTsf5wUqLi5WKpWaj0ePHsUwjEKhaLV8WmlpKZVKRY6gM2fOAMCAAQMIH0V7rlEcx2WZGQI+b5a5IQDMseAK+Dx5ThZRwt866Mv0LN+eL9zsmzSEmd7O9bduaFuH1qW2trZREgJi4cKFTR7fMGmhUdQGh8Px9vZesmRJaGhoRUUFOr68vBwly3t6ehL4ctkcGq7VaXWgsLCwCRMm1NbWbt26Fe1RqVSoG4yHhwdqJGtgYPCOd4WGqNXqgwcPZmRk1NTUhIeHI18rqrw/ZswYglVXq0tXLRbwed9YcAGARcHOdbbK7N1RFBeN4/izZ8/27t27Y8eO8PDwrVu37t69OzMz8/jx43PmzHF2dm4UTtzB3n7KIP/1o4deG+SZ8Xp18IZzeys6DQDOdLZ8ZQj7dNJ9clTzIQ0hvn//fgzDGlapp9Fozs7Oc+bMOX78OKrf+F727Nlz6dKlvLw89PHSpUtUKhXDsH37tF5PFuUYnT9/vqamhsFgUKlUVICYQLRqCHEczx3nd6qTJQDwmHQBn1d94gCBwt9Enp+THeDxoIdtFxZjRwezECfrF26vbuBYF5v7Hp3LN/yuVQXaGkql8tGjRzt37pw6der169ffe7xKpXr69OnevXunT5/u6OjY8LFIoVBcXFxmzZqFwnB69uxZXV2tg0tohGatTvdDf/311/AGGkd0UFDQ22LxpFJpUFBQdHT048eP79y5g3aiyqUbN24kVsmKv9cK+Dy0Nk/HsCMdLQS9HOrCQzUHyOVyNCU9cuRIo+dJWVlZSEjIkiVLfHx8Gi0qG9Oo/lz2bRcbjYn9ytxQwOcJ3B0Kv5tK7CUQy6duCC9fvkylUgFgxYoVJ0+e/P7773v06IH2aODxeF988cWuXbseP37ccM7XkDlz5uzZsycmJgbH8cjISJSY9ccfuuil8OeffwIAKi8ZEBAAAMePHyd2iKKiotu3b2s+njt3jlj5FVvXv3DjGdOoAHDTuX3BVwTE2r0NRVlJ7iifRz3turIYANCTw8zg8wTuHTK9umZ6ds4Z4V0Xdll7o/8nKSkpCQ0NReE2mnZgNjY2lpaWH1EyiRAartXpGBQizmQy169fHxgYiCrbNXJEW1lZTZw4cdu2bYmJie9eOkWV0z80wiA/P3/Xrl3Xrl3LyMjYsWNHXFxcw99W7t0i4PPW2JkCAAVgRwczAZ9Xc/qI5oD6+vq///67srJSpVJt3779HQMpFApNTQYejwcAGAAKOj3b2RIA7Jg0NB2UZWa8Q06r80kbwrdZrGZ6gSorKzWnrFixIjk5edeuXffv30eVq3766SfdXMXLly8BwMjISC6Xo4Sq8ePHEz7K+PHju3XrdvfuXcIl4zgueZwg4PPGmegDwOL2xoJeDspKgie1CFWtMG/ysBRXew99PTQBvd/dNmeopzwvW1FcqBK2wtyljXD69GnUEDw9PT0wMPCj5Uil0vj4eNQzyMPDA8fxwsLCzZs3ExuD9l4artXpkrVr1wIAg8FoNLFu6Ihu1CJRX19f80ipqqpqeJZQKKRSqXQ6/UMXa8RisVqtXrly5fLly9VqdcPabDVBJwR83m4HcyoGGMA6O1MBn1d16F/dne7fv797925Ulr053ayio6ORI/fs2bM/jxyS6eWU2atDBp9nRqcCQFhX67wJgz5If93zYYZQpVKFhITk5eVlZmaGhv4zjw4LC9ME7icmJqIeKHPnzt26dev9+/cbFkVsO7xpsa5cueLs7KxJukI7URmqt/nHNUlaDx48uHXrVnJyMjKc06dPJ3xx+x2geNHo6OiCggIMwzgcDuG1ItHKh7aa26lU2YN67XYwBwA3DlPA51WfPEj4IGqJuGDWhHQ3e18uCwAs6bQYF5tsP7c2/q6qG7KysgIDA1Uq1fr16//+++8WStMULywuLr527RoAuLm5EaJnM9Gs1T19+lRng6L0TSqV+m6XyTsq21Gp1IaPoBs3bgCAm75e3oSAsnVLa69clBfkNVOZ4ODg+Ph4ZAI16Zt1YZcFvRyOd7JAdZR+bW8s4PPKN7UouVOtVqenp2/btu3hw4ebN2+uqamR5+eUrvxF8DoMZ6G1saCXg7KcyORswvkwQ6hQKK5evXr79m30lqfZP3To0E6dOqHCjCtXrjx48GDDTgh0Ol3jH/+4JnaE8+zZszctFnKnaLC0tNTExWnsSnFx8ds6xZibmxsaGgLAuHHj3uZB1RJLliwBgPnz5+M47u7uDgBXr14lUH5GRga6QAJlNqJ01eJnrvZMCkYBuNfdVtDLIXe8vzjpAVHy1XJ50Y8zM/i8kcYcADCmUW84t8/06ip5ouuWPW2T4uLiwMDAgwcPLl26dOLEiS0PM0GtXQ4fPiyVSg0MDAAgK0vrMVANQWt1a9eu1c1wFy9eRGEBBw582Ap3QUFBUFDQ/Pnze/fu3Sg0F/3d+hjoXehild5kzc+3zDHu3bv3888/nz9/HrmpIiIicByvj4nM7N3xwutGSDPNDQV8XunvC1qeJiSVSlevXn3z5s0NGzb89NNPKpUKV6myB/fe72gOAD3YTAGfJ7x0poWjaJUPdo0mJiai5aKGr41Dhw797rvv/u///g9/bQhramoOHz48a9YsJyenhrMoDMOcnJxmzZp16NCh1NRUXU6bNGRmZlpbWwPA6NGjG97wDZOuzMzMGn4jm7TlCoWiYacYALC3t7e3t9d9gWbUpcXe3h7HcVQSc/bs2QTKP3bsGDLwBMpsRMmKRQI+z4/LAoA/7ExfRZp5da2PaG4a1rtQKUt+/V7A531pbggA+lRKsJN1Zp9OorsxBAj/T3D8+PHFixej9aqWuEY17Nu3D91iOI6jgnwN0951QGhoKAD06tVLB2NFRESg1+JNm1rUZvbNRxDntWmkYZgLmzHT3HBnB7OHPWzRDZLl7Vwwa0LFjo31MZHKmqo3BYqTHpRvWlX005cli7/L8nS61tXaiEYBgPGm+i/5vOKfv1ErW/rGI5VKp0yZcuLEiczMzKVLl2pmn2Vr/y/F1Z5FwTCAuO42RfO02xunhXywIdy1a9e2bdtSUlJ++uknTZDk0KFDnz596urqmpKSggxhdna2xq/dsH8mCilu+MrzZqcYrVJaWori2fz8/N7tP0QRw81f60Yt79FanQ4upCEaR1BycnJycjKavRGYv/ztt98CgKYNLOHIXqZn9nUS8Hnr7UwBwL9B8/osb2dlZUWLpKvVZWv/T8DnfW/JBQA9Cna6s6Wgl2MdISaW5C1oihfW19efPHkSCGq60nzEYjGHw8EwTNttq+/du4c6IM6bN49AsUqlEs0IRxpzHPXojSqgO+jRPzPV/+N1GRd0s+SO6l+6/GfhxdMywQtVfX3h99MzvZ1RURgBnxfdzcacTgWAACP2Czf7wtmTtZrPIIqNEvB5g7hsAFhjZ5rp2Rk1dWmbEBMsM3To0LS0tFu3bvn6+q5YseLgwYOenp5NJiHI5fIHDx6gV5727ds3/Nc27BRDiFZvUlNTg8o9eHh4fFAFpsrKyqtXr/72228DBgxo1PbT2NhYk1qgWavTjvrvApUYRl3jO3ToAAAEBra4uLgAQHx8PFECG1G6crGgl4OAz7vf3ZYCwMCw5NeJfZm9HIp++vIdXqD3UrF9g4DPW2lrAgBUDHY7mAvcOwgvazG585NFJpMlJyfjOJ6YmPjy5cvevXsDQHBwcHV1NZ1Op9PpjYJBtM3YsWMBADWoqqqqCgwMJPxt++nTp2iRZebMmcT6t548eQIAtnoMTc3P450s5lkZ+XPZBv+u+cmhUrwNWPOsjA44mj/S3Di9O6F7SlMFBjVC6mugl+pmnz9tlKq+jkBt30Qtk2X167bRvh0A9DdkCfi8+qj3Z+a0FkQaQhzHp02b1rNnzwMHDnh4eDQnCaGwsDA0NHTJkiXe3t6auoiOjo6EaNUIsVjs4+MDAJ06dWpJWe2Ga90ODg4AMGzYMPSrhmt1OgZ1EuDz+TiOz58/HwCWLFlCiGShUIiKN2qvWWveOH/NHctj0mkY1pXF+M6Se8DRPKHZXqAmqT66R8Dn/c1rRwHAADbYtxPwedXH92vpQj5xkpKSVqxYIZVKHzx4sGjRovXr1wPArFmzcBz38/MDgFOnTulSn6NHjwLAkCFDcBxfu3ZtdXX1By0Z3r59e/fu3Wq1eufOnUFBQW8eIBAIUP2zsWPHEp68v2fPHgD4YupUmeBF7ZWLZeuW5k0IeLPmJyrJpAHV/JzczuAvXrvrztbo3nncIFnoqatd9uDeWorKbkTx4rmJPeyoGDAw7ElPu9IVTddqaAsQbAhLSkqMjIwOHjyIf3gSQl1dXVRU1Jo1axqG4RCFXC4fPnw4ANjY2DQnILj55OXlPX/+HG03XKvTMSgkAcOwvLy86OhoAHByciJE8vXr1wHAy8uLEGlNkjvOD92xf9q3wwD0//3Ca8ukjTXR/93GJNjJOqMpLxDe4E1cVV9XuXtzznCvTC+nLB8XgTtvv6M5FQMAWGZjIuDzKndpy8FLgr8uOfb06dP58+enpKQAgKmpqVKp3LZtGwBMmjRJl8pUVFTQaDQ6nV5dXR0dHX3gwIEPfUn9+++/79+/v2zZsitXrjT6VWFhIXK9+Pv7ayMsAPVv2r17d8Odysry+pjIyn1bC+d+kenZRVMFYlsHs5nmht3ZTOq/XaiWdNoQIw6PSQeATnp0lOFX+K2Octtrr14S8HkoVWlHB7MsX9eWL0lqCWL6ES5btgz5OS0sLG7evBkbG/vjjz/27dsXWbslS5aoVKr09HRNm9C0tLT4+HiU6wMADg4O3t7eqE3o77//TnhHULVaPWPGjLCwMDMzs4iICFT/kChsbW0123369LGyssrNzU1OTkaZsDqDyWQGBARcunQpNDT0u+++MzU1TU9Pf/HiRcubFCLr7uXlRYSaTUM1MlbkZkcJxUvzKnCAby24PTiMpHpZilieUC/NlynzZfXBVQAAHCrFlc1012e6CMW98nIMr10GAIq+AbNbD72evRi2vIrtf6jr6nCZFABwgAd10nnZ5Soc5lkZfWVuaPjZVJMfftHehXzipKWlPX36NDU19cmTJ2q1umvXrp07d87IyLh79+7YsWMXLFgQFhYmk8kahVsTTn19fU1NjY2NjampqZeX1507d27cuOHs7JyWljZkyJAPlaZWqz09PZ88eTJs2DCNl0soFI4YMSI7O7t3794hISHauKIm7zuqSTtO/4Gc/gMBAJfLZKnPpE8fcZITbZ4+GllVCQASNf5cLEsRy5NEsvt10hKFsqRG2Z5BM6JRD3e0QJEyqspywrVtEo6PH0alDuKyE+qlkULx8Noa6ZNElrunbkb/MLRhXceMGaOR/44khCY7xdDpdHt7+4ULFzbsFNNCkKvQ0NAwMVHrsfIN1+p0zPHjxwEgICAAf/06+eefBHRyGDhwIABcunSp5aKapC4iTNDLIbCTJZOCAcA8KyONm1TA571ws9d4gdAih4Z/e4HaNzwL/Vzpam1IpQDAKj4BkgAAIABJREFUF2YGAj6vZMkPuEqnaS2fGhKJpKqqSiaT1dbWouqaixYtAoBFixbhr4ukNKeEW0uQSqWDBg2ys7ND/RRRhru9vf2WLVvu3bv3QYFs9+7dW7NmTXZ29t69e0+fPq3ZLxKJUJPqbt26aWqrEgtKP9PX12++x1VRVlIXca38z1X5X4xCHtSXfF64c/s5FlwAsGXQ0ErhL9bGKz1dtaFzkxTOnhzdzQYADKiUNDf78s1rdDb0B6EVQ3jv3r0//vhj5MiRpqamDZ9cLBbLx8cHeUQ19es0SQgTJ05s165dw+Ob7BTzoSxbtgwNjeqfaZuGa3VaRS6XHz9+vLi4+NmzZ0eOHCkqKqqsrNQ4gs6fPw8A3t7eHyQT/ZEzMjISExPRyr8mdE1LtbLED+MzPTs3slgCPu9UJ0tzOnW4qcEaX6/LYwen9+msWfM/4Gj+rQXXXZ9Jf6Pziz+Xvbi98dnOlqlu9pHd2rejUwFgtAkng8/LGdZX/T/VU/C/wZ07d+D1qv+KFSsA4LvvvtPecI2aYNfV1fH5/IaR6i3PaZbJZChF0tbW9qMfSu/l4sWLADBo0EcWZBFeOJ3Zt8vrV8lXxQtvOLe/7GQFAFYmRHaPeTc1pw4L+DzUvPBEJ8uckf10M+6HovUSax+ahBARETFnzpzZs2e/o1PM06dPm5kbgPpEU6lUHTQnQzRcq9PqQHK5PCQkJCkpqbi4+O7du+iNdcCAAQBw5syZhqU9mikwPT3922+/xXF8zZo1SUlJaOejR49Aa+FL0pQnWf2cG1msTI+OWf1dfrW3aPivNzAw8O/ruWT86NMTRz71dUV3+DNX+8BOlj9bG/lyWY16Z7MoGLKsflwWykTOHd1fG5dA8m6USiXKh3v+/HlSUhIAWFtba+kp3KgJtkwmGzp0KBpx8+bNX3/99ZuVobp06fLll18eOHAgJSWlmVqhLGQLC4uXL19q4yoQaCa9cuXKjztdrVDkjPLJfB01Ot5UHwB+sTZ+yedZ6jEAQAe+MYSiMF/A531nyQWAGWaGAj5P9jJdN0N/EDqtNVpZWXnlypVly5YNGDCgUUKhsbHx8OHD161b17Cv7Ns6xcA7C/RpOHHiBIZhGIYdOXKkyQO0BOoovWvXLm0PdOvWLWSxTp8+jSz9li1bAGDy5Mk4jqOnwKFDh5ovUNNcbdmyZSiICRUvnT59OuHKywQvsnxd47rbtGfQAKCfISvNzb5gxhjxk0Tx/bjSx4kpKSnHjh2bNWtWE51f7Owm+w3YPGZY5BCvl6/v9lvdbP7itZvczqCjHh0DsKTTzOjUZ66v63EE6CKxmuRNvvzySwD4448/1Go1WlB/+PChNgZq2ARbqVROmjQJAMzMzJCPFFFbW4tymkeOHMnlchu9bGlymht2zFi3bt24ceOQmbx69er69euzsrJQloj2QL2Fw8PDP1qCoqggZ5hXpldXAZ+3x8EcAFw5TAGf97VffwBoWH1UG6Snp+/evXvXrl3nz5/f2bfnXgdzALBm0F7yeVUHd77/fJ3TakW3GyYhoOArxM2bN997/LsL9KGvbEhICI1GA+00qn03DdfqtMrvv/++bdu2mzdv7tq1C/Wzzs7OBgAOh6NxSnfo0KGZXqDq6uoFCxbk5+eHhISsXbsWzWinTp0KAHv37iVWc0VJUc6wvgk9bB316ADgxmE+c7XPmzgYlb2+evXq3r17L126dPz48aVLl2ZnZzfZ3wBhYW4+vH+/JWNGnPJ2ff7a7EU421AxoGGYJq2qYMZYYi+BpJlcvnwZAPr06YPj+A8//AAAv/32G+GjbNiwAV43wVar1Wipnsvlamogv4lCoUhISNi+ffvnn39uY2PT8EuFFmV++umn4ODghQsXduzYEXV0OXv2LFrv1CpSqZTJZFIolBZmPaqlkppTh7L93J652rMoGAXgbnfbs+OHAUCPHj2I0vZtqFSqNWvWnDhxYuf0z691tbak0wAg1Mk6f+oIbQ/9EbSV7hN5eXmnT5/+6aefhEJhc44vLCw8f/78ggUL+vTp82bv7AEDBqAYnI/2LbQEzVqdjtOHEW8LE0VeoIMHDz5//rxJL1B1dXViYmJBQUFJSYnGoYpaqxD7/qusrMgd5/+kp50LmwEATixGUk+73FH9G5bljY+PDwsLw3F89+7dqPe3BolEEhcX99dff40dO9bC4l8eVAYF62Oghwpt9NbXA4BtHcxQDmJtMMGto0iaiUgkYrPZGIYVFBTcvHkTAFxcXIgd4tixY6gJ9pkzZ/DXRYNZLJamq19zaJjTrIkCHTFixMKFCw8ePOjk5FRZWakbQxgXFwcA3bt3J0RafUykgM/z57IBYL2d6QvPLkZcLgA09L0RjlQq3bZtW1FRUVVVVd3TRwusjKa0M4DXoXDZAb2FF0/hrVFf8220FUPYEpqsEWphYfHZZ5+1lkq+vr4A0DDSTDeUl5ejDF8+n//s2bMP9QI1orCwEAAMDQ0/tIZ4RkYGSuc/d+7c/v37UTV2hKquNn/KiBRXe2So7Jn0e91tswe5N+xKHxsbu2fPHrFYfOrUqZCQkHdH+hUWFgYFBb1ahMYwvgELTQF/szEBgJHGHAGflzfOj4wXbUVGjRoFAPv375fL5agJUUYGYR0/NC1Ft23bhuM4Slik0+nXrn18Cb36+vpbt26tW7fu3LlzCxcuvHjx4v79+2fPnq0bQ7hp0yYgLqpILZVkeTv/YWcKAH5cloDP+8xvAABs3bqVEPlNkpSUtGvXrgsXLjx58mT/ju2Jbh0Od7QAgK4shqY+Rskv37UdW9gmDGFdXd26devy8vLi4+N37Njx4MFH9hyQSqVxcXEpKSloeeznn3/GcTw8PHzSpEnIc6gztm7dCgCff/65LgcVCoWo9USPHj0aTUbf5oiG145lVAlP03wKgUJPB/v5fYQyqCb7tGnTjhw5InsdrqmWSgq+nvjCjTfEiA0AFnTqbRebrP7dpen/GvfWrVtBQUHPnj27ePFiUFBQoxlhI9RqdWBgYGBgYHl5+Yb16x8s+zmrb5fMXg63Xf4J2i5bv+wjLoGEKA4dOgQAw4cPx3F88uTJQNyChaal6Pr16/E3poaEgAyhSqXy9PT89ddfdWAIUWU4AttrFy+c86CHLarwktzTbt9nIwHA19eXKPnvpmTxd5m9HFPd7DlUCgCg/vXIFlaf1WmXynfQJgwhjuPh4eEpKSloCfejF3I3bdr0+PHjTZs2xcbGwutYx5UrVwIAiofUGWitztDQUKarkH2xWIxCRjt27PjeSNEmK9tpHMuavM958+Yhb0b24N4lv35fc/qI5HGCunmJTcgQLlu2LC4uDr2FqBWKop9mvXzdpcyIRglHjZAeJ7TkwhUKRWVl5apVq2pra1HepKKooOSX7wR8XmcWAwCOdbTIGeHddt49P0FKS0upVCqTyaytrT1z5gwADBgwoOViHzx40LCl6OXLl1FYALFzHWQIcRxPTEzkcDg6MISogD6BUam1oecFfB6fw4T/Z++8A5o6vz5+bnZuQhL2EgkgCgoiy8VUQFFBtHXV2Wpra9Vaax1ttT9Xax11a3G01m1dFcEJCgjiQsEFiGHKnglJbva97x9XU19rrUoCQvn8FS7hPOfR5J77PM853wOw1dnqXlBPBoNBpVL1NWzGQ1JSlOj1NJ0tUsABgO8dzP6S1A/socy51/w+UM3n/yWdvyO8tbKMq6trZmZmdXV1//79bWxsCgoKHjx4QFb3k22EDermqxAKhZ6enk1NTSkpKS0wnE6nmzhxYmpqqr29fWJiIvlFegV2dnbR0dE//fRTenp6Q0PD5cuXV6xYMXToUFNT08rKyoSEhEWLFgUFBZEpo4VKTVJBSdn5hLp1y8unjS4e4FU+dXT9ltXyK5fwJvFL7ZeVlcnl8oyMjL59+967dy8gIABwvOb7r7CryavKGo7Vy9gUZKeLtSuXbbNmO6uXX3PmTqPRZDKZpaWliYkJWW9Ds7U3/2oxIEg4nw0ASRJMW1mufpzXnFE6aA5WVlZ9+/ZVqVQXLlwYOnQog8FIT0+vq6trjs2HDx8OGTJEJpNNmjRp06ZNly9fHjdunFarXbly5ZdffmkozwHAzMyM1Nn39fWdOXPmC2qRBkckElVVVVlZWXXp0sVQNtHgMIRKDRegAJAkxlB5U6B3L51OR6onGg+NRjNmzJhRD0uy5SoACOSxAGBbpWRTpfhKk0Kqw3FMXjZxeFFIz79uKdImo7r0j7R2JCYIgtDpdD/++OOePXtu3bq1ffv2rKyst7Pz+PHjo0ePkidzU6dOBYCVK1cSzzI+3nrH9e1YvHgxAHz++efGHgjHcXKy5ubmetXTt4as+5w+fbq7uzuCIM8/KL1E89PPpXRUxEs1PwmC0Eka63dtfjIppvS9sJLhwSIf4Re2AgCgI8ieLtYiP2fp+dPN9JYgiMbGxo8//pjcQZ0/f74+Nb903JCTbrYAYE2nPvYRNuzY2PyxOnhTysvLMzMz8/Pz16xZAwATJ04kCGLLli0XL15sTreykpISshKDbCmqXxrOmjXLcL6/SHFx8YYNG65du2a8IQij9f4smzY6qYc9AAholEfejj+9Fw0ARs2i0Ol05Da4KZ16obv9g16OPpwXRTDIW8rK55pJFfi7PPlgWO3q76XnTmkqyl6wqSrIr1m+sHTkwJIRoZULZxqwq/Y7EQgNhVwur6qqIl/HxcUBgL+/P0EQs2bNAoBvv23Rg6Jbt24BgL29vbFFHL766isAQFHUsG2SUlNTyU/qp9Z8fy6LRfl/n2ABjTKQj35tZ3q4q81ftXrhfhVzptbHbsCup2O3MgqDe+p1gUU+wmUO5gBARWCLk6XIRyg+vMeA3v6d+l/WP/YRkknbcW52Tz54F5O22z3l5eXXr19fvnz548ePwUDdOquqqsjVEtlS9MGDB2Sx0MSJEw3Yg/PvLF26FACmT59uvCGIZ70/DSKO+DyN+3eKfITOLDoAHHS1uTGoL4IgXC7XeC1lyHU5j8uJ694pz9uR7LltRaeu6Gw+zZrnw2Ey/n9QNKdRw/noQnvTP7ra6uugigb1rpgztXHPL4qsW+KDvxb0d/urt5SvU0F/99q1hhGzbFeB8Hmeb8uZmJgIAD169GhJB/Tlw7du3SII4ty5czt27DB4QQX55WQwGM2pvX0pZGHWJEfbN9L81J+Ei3z/n+zneqEl2QiJ7D7f8KvR1QaUufdFPsIJliYAMNtWIPIRasqN26C1g5dy7NgxMlOfjF4zZ868efNmc5oWKZXKkSNH9urVq7GxsbS0tHPnzvqloeG8fglZWVkAYG1tbdRw6+npCUbo/al+UizyEZK6ox9Z8UQ+Qu8ePQAgISHBsAORfPfddwDAYrFOjIx87CN835wLAKY06oXnNIEfeTuecrNb3MlshBnX7m+3FA+UMcWKt1Zokaq/pfgIP7Phb3W2JF+fdrMbasopDOjeeGhP8x1ut4GQeKb9/csvv6jValKY5tGjRy3pwOeffw4AixcvJghi1apVr6jtfSkHDx7cu3dvdnb29u3byc5WL7Bt2zYAoFKpL22W1kyGDx8OAPv379fWVstSk+o2/1T20aiCvn9pfm5xspxixXu15meut6PIR/h7F2vyPQvtTUU+wuolLdSWrDgqcM9zSdviIwZLw+vg9SHTpkpLSy0sLPS9uFEUDQgIIDU/3yJlQ61WNzQ01NTUkFWzoaGhxlvZPA+ZcX39+nXjDXH16tXVq1cbYzqlowcd7WYLAJ0YNJGPcNGIYQDwySefGHygLVu2kPel3SOHiHyEH1nxAIBDpfzpZvvXw7GfS2Fgj7LJIwr6uJJXLvWwXyu0+MDCpBub8ULqCrmD+rPQ4kMr3nrh00B40s02lM8W+QgLg3o0X0a4PQfC3377DQAiIyOJZwopxuh0+AouXLgAzwpjS0pKTp48+UbPX0qlktRp02g05GHn8xw8eJBCoSAI8tIY2UxwHCcrMgsLC//fdY1GmXNPfOi3qgWfF4X5kJ/Ie70673O1mWMrCOaxTf6m+enJYZB7IJ/Z8EU+QpG/s/hQCyne1a7+Ptfbkfssabt8xoSWGbcDPTqdTiKR6DczPT09J02a9ILmA4Ig7u7uU6dO/e2333Jzc1//KIE8d/T19X1NFY7mQ+ZRf/PNNwa3vGzZMn3Lw+zs7I8//tjgQ9RvXZvvI7SkUwEgwd3uYvQAYyxw9+/fT96XNo2OEfkIZz9LC/i9i7XIR1jQt2tBYI+C/u7l08dp62oIgtBhckXWrae3lAHe+lvKka428+1NB/JRvYzwIAH6oRVvZWfzzJ6dM3t23utq/SwQejYz85xo34GQbMvJZDIlEskff/wBAEFBQS0w7o0bN0ihTn35cEFBwdGjR3/88ccX4sqrIQMhhmHr169/4an54sWLZNmDwc8SSPLy8sgvyavehOPqIlFT3NGa5Qv1vbP/rvlJrhEDTNiPnz0M1m8xis9/B7ueLvIRDjXlAMDiTmYFvbvoJM3SrOrgLRCLxT4+PgDg5eWlV2+QSCSk2kN4eDibzX4+LvJ4PFLtITEx8XkpBoIgxo4dS+oNEQTxv//9Ly8vb9OmTW/XROLtuHTpEgC4u7sb3PLs2bP1tY/Xr1+Piooy+BDKB9kiH+EYCxMA+NJWIPJ1EnbuDAAGTP/RC1uuGBkl8hEufZYWsNXZUuTrVLdlTdOpP5oSTj6vnvEC6rKSpvgTNSu/0d9SHnkL493tljqY73Kx/tCK54EywvloOB/tzWU9DYTBnrLL51NTU3Nzc5OSko4cOUKeRr0R7TkQEgQRFBQEAH/88YdUKmUymVQq1dhfmzt37vD5fA8PD7JRWWhoKPnA+9133yUkJJAB8jU5derU5s2bU1NTt27dGhcXp7+ekZFB5nMb48mUhFxMv1FSmU4uw66n18duqJgztcDvaVC80dOBPB6INuWQe6QRZia758wwktsvgGs0haFe64WWANDXhCXyEUrPxf37n3VgODAMI7+Drq6u+kS2F1Cr1devX1+/fv2oUaPs7OyeD4p0Or13795z5sw5evRodXW1g4NDr169pFIpQRAjR440knj3K9BoNEY6ZCEDIY7jOI4bKRASOF48pO9OFysA8EAZIh/hZ0MHA8CiRYsMYj45OZnUAV74fozIR/jzs7SAVY4WIh9h4++xb2pQJ5OSt5Ty6WPJ+8k/bI16lKelrlix4o8//iAIIj4+Picn503HaueBcN26dQAwfvx4giDI5tR79uwx3nCPHz8ma/jee+89rVablpbGZrPJfn56nJ2dJ02aRDafeouE0nv37pFfxQ8//NB4+aikZjF5uvMW1PzwbUHvv7b+AYBHpeR5O5KJozGRkYb19hVUfftFlldnOoJQEcjs2blqkRHT6zt4AbVaPWzYMADo1KlTcXHxa/6VXjPvBbWHHTt2CIXCjRs3kiXtrRIICYKYMGECAKxdu9awZmfPnu3m5hYUFBQUFNSrVy+jBEKCqPnhW1LhBQFI8+h0oHsnAHDv6tp8y9nZ2eTu1yfDIkW+TjtdrKgIAMA39mYiH2Hd5tXNtP/kgyiRj9NLA2HRQO8vZs/et28fKVf0dv817TwQikQiAODz+SqVavv27QAwYoSxuhCUlZWRBYvh4eFKpVIfscaNG3fq1KmFCxcGBQW9sAtkYWERHR29atWq1NRUDMNeZ5S0tDSBQDBmzJg31f98I8j+Hm+9Z6Ktry0K8dJvlpItJva72mT07IwggKLoC1texkCpVBIEIb0Qn+vt2N+EBQA/Cy0KAw1wrt7B64DjONmAycLC4i2e0EmampqSkpKWLVsWGRn58OFDoVCo0Wi8vb3v3r3bWoHw6NGjABAYaOAGs0baGq2oqCCPAJuamgiCkBw/KPIRDhKgALDMwfyRt6OARgWAewmnmjNKfn4+KX8/JnzgY3+Xo91s2RQEAGbaCEQ+wurv5zVf10n54G5Bf/dvO5nt6WJN3lXOd7f/0IpXGOAuvXhGIpHk5eWdPHny0aNHKSkpb2G/nQdC4tk9PSkpqby8HEEQI92Fa2tryYH69u0rk8lEIhG5NBw5cuTzEUuj0eg1P8moqYdGo+k1P58/SvT29p45cyb5+rPPPjt9+nReXp5RldsaGxspFAqTySRjyduhepRTFO5LtkMj23JOseKJfIS+Hj3gmdCP8Th16tRPP/10+fLlbxcsmOdg8akNHwAiBRyRj1CekWrUoTsgeVpGxuMZsAesUCgkCOLKlSshISEjRoxolUCob3n9Tzu9b4cxAmFGRsaff/65du3ac+fOrVixAlepiiL7iHyEaxwtACCQxyY3MA93tREF93zr4/MnT544OjoCQFif3nl9uia425E9sSdYmoh8hJVfTce1hilrkV9JKgzqUdDPjQyEBX1cC/u7iY8dMIjxd1FizbCQRRRxcXF2dnZ+fn4YhiUlJRl2CKlUOmTIkJycHE9PzzNnzojF4oiIiKqqqrCwsMOHD5PS+CQ0Gq1Hjx7Tp0/ft29fUVFRYWHhgQMHZs6c6eXlRRBETk7Ozp07p0yZ4uzsLBQKJ0yYQLatuXnz5s2bN/VGunXr9oJAqGHJyMjAcdzf31/fjOYtYHR1d4xPs/hqMYXDjeCjAJAoxgiAwV2cAICUOzAeMTExfn5+CIIwUPSjiIEoBUEArjQpVDghjT8BLSi2999kyZIlGzduZDAYx48fJ4XgDUhQUJBQKLxy5Yphzb4mXC43NDQUx/GzZ88a0KyFhQUpjgMALBbrX1USX4d+/fr5+vqamJhERkaiKCo7H0dIZQAwkI9SEbguVTbp8Bgzjj+XBUpFw65Nb/G9qKurGzRoUElJSW+vnpso0nKZ/ENRdZMOHyxAv+9kzvbvb71qC0Kl/buh1wANCuscn2b2+Tw0KAztHyKYOsvhxCX+qAkGMd7+V4TXr18HgM6dO+M4vnLlSgCYOnWqAe2rVKpBgwYBgIuLS0VFRV1dHbk07NOnD3mq/5rIZLK0tLSffvopKipKr2e4efNmb2/v5ORkf39/rVZLrggN6PxLIYthFyxYYBBr9dvW5fsIrehUAIh3t0uMCgEAKysro27tpqWlxcbGKhSKhQsXxv/vm90u1t1RBgD82sVa5OtUNNC7Kc7wlZcdkJAStVQq9fjx44a1TK4ICYKorq42NTVtlRUhQRC//PILAMTExLTK6K/PgwcPvv3228rKypqamu+++65kzjR9GV8vDhMAIk05v3exvvuseXVhkEf5jAn1sRtkqUk6adO/2te3u/Fw65Yd0uuqpwMptRFgws7xdnwyKUZn/BMQQ9H+AyGO42T76Tt37ty/f9+wd2GtVjtq1CgAsLOzKywslMvl/fv3BwAPD483ShB9AZ1Od+/evV9++UUkEnl7ezc0NMyePXvjxo0tEwgHDBgAAKdONevYQI/ywV2Rj3Ccvi2nr1MXZ2cASE9PN4j9l5KYmHj06NHc3NzCwsI/f1iqlzn9wMLk6b5KgHvdhh+M58B/Fn0Z2e7du1vbF2NBHrKw2WyZTNbavryK3NzcxMTE7OzsBw8eJCYm5k0eSX74r3o6WNCp5rSnO1WkMtRLND8nDa9ds1R6IV5T9ZJuNtLcB6FurgAgFPBuBnrc6ulApgL04jDv93IsHT1IJ/nHRqfvIO0/EBLP5PvIbvWurq6GugvjOD5t2jQA4PP5WVlZKpWKTEx1dnZ+dQu9N4IMhGKx2M3NbdSoUcYOhBqNhtyiMdgRCI4XD+m728UaALqjDJGPcGZUJADMnz/fMPZfiU4uKwzuKfIRxrvbAYAFnZr/7KG4IMBdcad1lhTtldOnT5NlZC2sXNHy9O7d24APiyqVat++fTqd7tChQ1euXDGIzb9TtXiuyEeoj1iuLPokS14vDpP2N2WowQL0205mx7rZkspQL2h+4kpl7Zql+X3dRlvwrOjUFI9Od706e6JMAOjGZtz26lw8pJ+mymA3wJah/Z8RwnPHhAAQFRUFBjqjWrBgwa+//oqiaEJCgqen58SJEy9cuGBlZXXu3DmyTbwB4fP5ixcv/vPPPw1r9u/cvXtXJpO5urqSaWAGAEHQoPD+PBaHSsnB1GVq7UA6AQAtMBcAuLJ9U7lCCQDubEYnBq1Oo7svV5G/IhSKmuUL5Fcu4TJpC3jS7klJSSGTmZcsWTJv3jxjD3f27Nnz588be5R/gryl3LlzxyDWdu/enZeXJ5VKw8LCyLQAg6NrbFBm3ZTr8KmimgKlphubcbir7f8czI53s33Qy4HU/BxiyjGjUWs0ugti7MeyhtGPKj2zS0fkVawoa0h4XPQkObF+y+ryaaOLgjwlR/dR1MofOpv96WZnTafOLKq9j6k6M2l7ulibWVnb7ThMszbwDdDYGOYY8x1n4MCBJiYm2dnZRUVFMTExGzZsOHPmDKnP9NasXLly3bp1DAbjxIkTAQEB06dPP3bsGJ/PP3/+fNeuXQ3lOQD06dOHTqcDwPjx41NSUkjlM+ORkZEBAOQGr6HghEY0HT8QZMI6L8aSJdiEsgILc3ORSJSXl+fm5mbAgV7g/v37I79fwdZpj3a1sWXQ3FFGhVo7q6g2jM/25rB8ucxOpcVVcz9GqFS6ozOrlx/Ly4/l7U+3dzCeS+2VrKysmJgYpVL5+eefL1++3NjDqdXq5ORkU1PT8PBwcg3awkRFRY0cOdLd3R0A5HJ5Y2Mjef7yFjx69KiqqkqhUFCpVKVS+YKkgEHAZdLKmZMVFWXPRywB7ekqiE6jeVpwPbiqD3EdANRodLdlyky56rZMmYOpH2DqB5h6LwAAWNGpvlyWL4fpx2V1RxkUAAsadU5RbXqTwopO3edqY42ybbfsoTs4GnwKxqadB8Kamprs7OzQ0NDBgwcfP348ISFhxowZ+/fvHzJkSHPMxsbGLlmyhEKh7N+/PzIycsGCBbt370ZRND632h/XAAAgAElEQVQ+3tvb21DOk5An8wBw6tQpuVxOyv4aD2MEQrZ/f4oJL1wgOy/GksSKSZbaQT5ehxIvx8XFGS8QFhYWDh48WKxQ+vFRKzo1W65Kb1LSKUilWnugVnqgVgoAlnSqJ8r05TJ9JXJPUT7z5GEAoFpYMd092L38Wb38mD28EDqdNEjotNKTh8SH92qrKxAKjdnT2+zTL1k9fYzkf9vCxsZGKBT26NGDFFw2NhiGcbncuro6hULxgmBFy7Bp0yZ9ILxx48auXbsOHz78dqbs7e0//PDDgwcPlpeXz58/n1xrGhBCpaya+zGW93BuUZ0+YlkxqEAAQqcjNCq7b4j1yg0ETqjzc5TZmWj2LZu7d4Y0iQFAosOzZKosueq2XHlXrqrR6M41ys81ygGAR6V4c5iNWt09TC2gUX7vYt2JQaOw2cxuPQzrf8vQzgNhWVmZiYnJyZMnY2Jijh8/HhcXN3v27IkTJzbHZnx8/MyZMxEEiY2NHTNmzKpVq9auXUun048fP06qSRmJ3bt3nz17NiwsjDyYNBLGCIQIjYb2DQptjKcicEOmlOjwMB77EEBcXNzChQsNOJCempqaIUOGVFZWBnV12cTRFqq0HxdUK3B8uBn3QyveHZnytlx1Q6qs1eguS7DLEgwAaAjixqb7cll+jfLeVZXmaZcBgMJGGV27M909mN17Sg7+2lBUgKqVCAABIL6W1nTnls3ncwWTphtjCu8OjY2Nhw8f9vPzIw/GSMrKyg4ePFhVVeXt7T1hwgRbW9uUlBQul0uhtMRpC0EQKpXKxMSEaPuVMFwul8vlLlmyBABOnz5tWOOEVlu1YCZ25+bi0rrzYjmPSvm1i7UDl8OLGQM0GtXMnBMUxnB1AwAEgNXLj9XLTwCfAY6rCx8rszNN7t22uHsntKwEAHQEFKo0t2XKTJnqAaYSKTWpTQobOpVBQXY4W3dlMwAAl8vS09MFAoGHh4darb527VpISIhhZ2QkkHbwSXoFOI5///330dHRXbt2JTcV582bFxoa2r9/fz6f/3Y2Gxsbo6KiYmJiFixYsHfv3o8++ghBkIMHD5LtmI3Hzp07P/300+joaIN/W/RUVFTY29sLBIL6+nrD3tFk5+Oqv/tywuOqG1LlBifLCDsrv9sFarW6vLzcICVTzyORSEJDQ7Ozs/08PfbwCLFEMia/qlKtDeOj250tqc+lBjxRaTPlygeYmtwFwp8z8vddIACIyq34rYs1WQqys1pCAfjE0cZ2wy527wDDTuGdYvXq1U5OTkFBQfqT7+Li4iFDhixdutTZ2fnIkSPFxcUnTpxoXSdbmGnTppF1yQBw//79hw8fvvWK0IgQRM3yhdLTx34qb9xdLWFTkN+72PgJODbrd6IBA17fjK6hTvngrir3vvJupjLzBqHTAkCVRnu1SfldaT0OxA1PB1MaFQBUHBPFhj1HjhxZu3ZtbGxsWVkZWbH27tPOV4QXLlxwdHQsLy+/d+8ejuMCgWDNmjXk6aCzs3NAQEBgYGBAQED37t2R/5869QpMTU2Tk5MZDMapU6emTZtGEMSGDRuMHQUBICYmZsaMGUlJSXK5nBTdNji2tra5ubklJSUGf65HAwcidHo4H70hVSaJsWhT+QA/n3PpGfHx8aSuqaHAMCwqKio7O9vV2SnWjIY11k8RVVeqtX1NWJud/oqCCJPF7Na9G1/gePfOyCYxAIi1eJZclSVX3par7v3/XSA+leLNZX5g8ZItOEKpqN/0U6eD8QacwruGVCoNCAiIjY1dtmwZeWXjxo1ffvnl2LFjAcDf379Pnz5ZWVkGPxR4x6msrCQVHMvLy1vbl5dTv+EH6elj26rEu6sldATZ5mzly2NbLV//RlEQAKhmFpzgME5wGACo8nPLp4wk1CobOu19c+7pBvlVqSK1STHCjItQaeaBAzjdupmamubm5pICXhqNhv7scOFdpp1njQ4ZMmT8+PEUCmXGjBkEQbz33ntff/11//79mUxmYWHh/v37P/30Uw8PDxsbmxEjRqxZsyY9PV2pVP6rWVLY5fjx4zqd7ocffpgzZ47xpwLW1ta9e/dWKBTGyCvr2bNndXU1giBubm7Z2dnr1683rH0K14Tl05sUOUxpUqgJYpC1ORhaYkaj0YwaNSo9Pd3B3m6fsyVV3PCRqLpQqXFnM7Y7WzFpFArXhMLhUrgm5l9+Y7/nhO3GX50uZTocvWC17OfOYyYM9u75lb3ZQVebbC/Hc93tV3Y2H2HGdWDSJDo8RaKo1egAIE+hvoep7mGqKrWOHFT1OI/QaAw4i3eNcePGnTx58vl90ZycnOfDnq+vb25ubmu41pqMGDFi3rx58+bNGz16dGv78hIaYjeID/56qE66oUJMReBnoUUwj23x1WLu4OjmmGV2decEDUCeaU6FC9gAkCTGAABoVO2YKaR4JJvN9vLyqq+v17SRr0Y7XxECwPXr18eNG6fT6X788cdvvvmGvKjVau/evZuenn779u3U1NTS0tK4uDjypkyj0by8vAICAnx9fUNCQkgZPXiWfHH69GnyhLx///5paWkjRowgC+pbhpiYmOvXr8fFxY0cObLFBjUUnJBB9jeuurEZeQr1DakyWFJFoVCSkpKkUqlB8h1wHJ80adK5c+csLSz29epiUl7yUUFNDqYWMul7ulib2dpZ/7CR0GgpfD7D1e0v2ScKleHSleHS1STqPXhuF4h7N7NrVuY4tQoAKtXa23KVH5d5oFZ6UYyRgsK5CrUdgw0ACIVy8ugf9XJs8uTJBw8e5HA4LbA90JJ4eHh4eHg8f4XD4SgUCv2PGIa1SsZKB/+E5Oi+xl2bL4ixZU/qEYDlDuZDTTlmn8/jf/BR841bLV9fOfsjZe59QoENEnCWP2m40qRU4YRZn0ALj55kBzdTU1OhUBgYGEg2ZmoDtGYRo/G5fv06WR4+e/bsV7xNJBLt27fvs88+8/T0fGFX0MnJaeLEidu2bbtx44ajo+OAAQPI5kf29vYtNYm/yMnJAQBzc3ONxjA6tno8PT1v3LghEolEItGCBQveugHTK9BUlot8nWbZCuCZIG+fXl4AcOLEieYbx3F8+vTpAMDj8c4ND8/zdgzlswHAhk5L9ehUNMBbVZD/xja1GmXOPfGh38qnjSI7abixGRmeDmSJ8QJ700X2piIfYWFA9+qqquXLlxcVFX399dfLly9v/nTecdavXz937lzytVwud3Fxqax8ifhIO+bIkSMPHz4kXz9+/Hjfvn2t68/zSM/+KfJz3utqzUAQAFhgbyryEdau/t6QY+C49GJCycgBIh9hD5QBALtcrIsH92l+l4nWoj0Hwvv375OinZMmTXr91n1SqVSv+Un2USJJTk4ePHjwtGnTyI6GrRIICYIgixRTUw3cQsHT03Ps2LFTpkyZMmWKr6+vMQIhQRBPPhh2ys0OAKzo1Mc+wgUOFgAwadzY5ltetGgRALDZ7JPvReb7CKNMOQBgSqNe6G5f0N9dkd2sBgi4SknK0/w9EBb0ca1ZtlAsFq9evTotLW3btm0LFixogSZTrYtCoRgyZMi4ceOWLFni5+e3a9eu1vaog6fIUpMK/F2OP2uE9KEVT+QjrF78JaHTGXwsTU2VyNdpjq0AAMZamIh8hMoHdw0+SsvQbrdGyZ3MhoaG4cOH//bbb6+fC8PlcgMDAwMDAxcuXKjT6R48eHD16tWHDx+SKXOrVq0KDAyMjm7WPntzGD58+Lp16+Li4oKDgw1redOmTaSazOrVqw1rWQ/V1LQHyrBl0CrV2geYKsyEuQbgwsmT6ifFxQr1jh071qxZ8+uvvz58+PCrr77Sb0r/K5s3b/7pp5/odPquoQN7Fj1cWdaQ0CjnUil7ulh3MUFt1sWyvJrVAAFhMC2/+6Fm+YIgHptFefpBcmHREQShcLhmsxf8fvy4TqdzdHRMT0+3sLBoTteONgGLxTpz5kxubm51dfXs2bNbpmSig39CeT9Lnp6sq6mmMJnS+GP5cuVUUbUCJ8ZYmHzXyYwTEm65dC0Y4f+IZmnN7O4ZjmVuqhRfkmArwFyemsjs0dPgA7UErR2JjUJ1dTW5chowYIBCoTCIzby8vMGDBxME8csvv8ycObO1VoRpaWkA4OLiYliznp6eenHRn376yRgrQsXd22QvsQmWJvCsaecOF6tsb2HJ+2GETqcf9I16TO/duxdBEARBNr83TOQj/NyGDwAsCnKoq43Iz0WaeMZQ/jclnCgM7F4Y0F3kIxT5OhUGeZS8F6Z+8rqN19sljx49cnZ2JpuI/Te5devWnDlzGhsbv//++xUrVrTw6DqZtHzGhMKA7gX+LiIfocjHSeQjvNerc4AJO0KAPvJ2LP9kHK56+66i/0rD7i0iHyHZdOJ4N9vS0YOMN5ZRaYcrQolEEhkZmZ+f7+/vHxcXZ/DT2unTpwcFBcnlcsOafU369+9vbW1dUFDw8OHDHj0MJuLQt29f/TpGKBQaQ7aqYcdGQq0CgAg+erBWmiTB5toJwvgoAGjLnoj37yK0WgB49OgRmY70OsTFxZEVLCtGDhta/HB/bdP2KgkVgZ+Flr1N2Jbf/cANH2oo/02GvccJDpcnX1AV5CMsNurTm+3f3xgP2m0IoVBYV1dXWFhYVFRkbM2jdxCtVpuamurg4JCenh4dHZ2ZmVlVVWXwulg9p0+fzs/Pnzhx4tmzZxsbG+fOmVMxY6L6cW6lHDtSJ6tWa13ZjPEWJiiFssPFioIAu1t3m593IAwj7k9wQgc1bP85TIDurWlKkmC9CvI1pcX0zkLjjWgk2tvXGMOw6OjorKwsV1fXhIQEAyaz0el08iNOoVA2b9781tKCzYRCoQwdOhQMXXiwc+dOgUBAvh47duz7779vQOMkqvtZZOfPPiYslELJV6gXldTFN8or1VpCo36wbmXd1jWnBvZ5/PMPgbhSW1H2rwYvX748btw4rVb77cioD0oexjXIVjxpQABWdrYYLEDNv1jEGzHWsFOgmPBMho+2mPud+Yyv2H0C/+NREAAYDEZkZCQYQRKlTXDr1i0URe/du8disaqqqsRisVGzZyMjI4OCgrKysiZOnMhgMMpPHtEUimrkikn51W5s+sfWfB1BTHpchQOwKAhq72C3bR/FhGc8fwCA4dKV3lkY/qzzNgDIrxi47XnL0K6+yWQZWVpamoODQ2JiopWVlQGNOzs7//777+RrX19fsrVhq/B8M402hL7YLr5BrsBxPpVyvF42t6g26EFZ//tP/vekQYfjqvJSl8wrdUu/LokOKh0eXL14ruToPtWjHMB1/8+UWp2xblVM5GClUvlRF4epJQ8uSbAFJXU4wDedzEabc02nzhRMbufKZ+8IbfTTaBD69es3Y8aMWbNmhYWFKRSK3r17G0npgkShUKSkpISHh5eUlLBYLMqF07hCfrBOOsaCGynguLDon1jzTWnUjCYFAHDChlDNLIznjB5OcHhvLlNAoxQoNUUqDZaa2AKDGpz2szWK4/jkyZPPnTtnaWl58eLF10+1aHMMGjSIw+HcunWrrKys+QvTmpqa+Ph4Nzc3LpebmZkZGhrq4uJiED9fgMrja+tqLkmwb0rrCIAoM44VnXZHrsySqWqe0/xkUxBSCNtbgvmUlAjOnYJnmp8sbz+Wlx/d1q5q7nR+Q60Pm25qwvqGR70hVX5RVKsj4AtbwVQrHu/98WYzvzbGFDr4O8OGDWMwGFeuXKmvrzc3N29td1oBf39/AGiBsvrt27cLhcKCgoI9e/b4+fk1FBegAIVKzWhzrv497mxGoUoTCGxtZQvp3aAhEeIDu0N4aFyDLEmMOWXf1okbqQLTf//Ld4n2Ewjnzp175MgRHo93/vx5ozb3IcnJycnOzh4/fryxB/o7bDY7PDz81q1bhYWFzQ+ETCZzwIABR48e/eyzz6RS6bVr14wRCOUpF3UNddefi1hky3gAPjzT/LwtU2XKlAVKzU2Z8qbsqb6PA5Pmy2F5oAy/enH3u5kUAEAQAGARxA4XKwrAI4V6RmGNCicmWJp8YSvgRgyzXGT0NkAd6OHz+UFBQZcuXTp37lwz5ew7eDV6PRAyr7tk7yatGLhUihz/Sy9ajuNCKg0AKGwjrk2fh93LlyowjRDI4xpkSRLsE2s+ln7ZJMrwZytGpZ1sjf7www+bN29ms9nx8fE+PkbvjIPj+JkzZ6qqqow90D8xZcqUkpISsoIiLy+vpKTkrU3x+XyZTEalUgUCAYZhOI7/+9+8IYpbGdXfzM6RKz5/LmLpf4vQaF169nxfaL+ys/n57vZZXp33ulp/YSsIMGGzKcgTlfZUg2xlWcOIvAqfu6VTHldvrmi8LJZLdTgdQZ6otR+Jqpt0+HAzzv8czBldulktXw8UqsGn0MEr+C/vjrYibN8+QKH05bJIRVwAUOHElSaFP5eFoFy2f78W8oNCRQMHBvPYTAqSJVPVanTylLa3O9pOuk/k5eUNGzZs8+bNw4YNa4HhduzYUVZW9ujRo0OHDrVKX1BnZ+d79+6RojlLlizp1KnTp59++namcnNz09PTmUymg4PDo0ePunbtOnDgQAO6qnp4t+Kz8YWNknH5VXUa3XAzzjqhJYVKRag0hEEHoFguXsWNGAq4Tl1UoMp9oLybqczOVBc+BgAtQTzE1Hfkqtsy1R25skbz10khDUG6sRhlGo1Ei4fy2bHOVjQE4QSH22zYZUDnO3gdSktLhUIhh8Opra01kqTWlStXCgsLP/jgg4yMjOLi4o8+MoBUWFtHXZBfNmmETqX4tqSuUq3ryqbflCnHmJtMsDShCkwdz2YgzBaSN5MnX6j6+rNpourUJsUqR4sx9pZOl24jLHbLjG4Q2sDW6OnTp/Py8kaMGPF85/fjx4//+eefGo0mIiLi448/dnNzy83NJbWwWwAy6pw4caJVoqBhcXd315crDBjwZrL0/4q6IL9i1ocVkqYpj6vrNLpAHnu1owW7Ww/emMmgVdNsO7H9+z1N7/7/mp/a2mrl3TvKu5l97t3plffgI60WAGo0ugeY6rZMlSlX3pOrHypUnRg0LoOyxcmKhiAAoGuoM6z/HbwOnTt39vLyys7OTk5ObmbL6yVLlgQEBJCZqLdv3961a1dsbCwAuLi45OXl3bt3LyUlZfLkyYbxu43DcOlqNmt+w/a1Pzla1Gh0lWrtbFsBhuMAYD5nUYtFQQBA+wUjLHa4AE1tUiSJsdHmCsWta2iQIZ+njU0buI8PHz7c1dU1OztbHwhjY2MTEhK2bt3KYDC++eaboqKiH3/8scWioB5j1Bi8PuT0AeDGjRutVcvxarTVlZWzP6xvqJ/yuLpcrfXmMH9xtuJ06WYXe4DCE7z6b2mW1tzwIdzwIQBAaLXqx7nK7ExudqZ1auJAvgYAMBw/XCdbVdbgyKSzn6m9UO0djD2pDl5KTExMdnZ2XFxcMwNhfX29vkJXqVTW1NSQr3k8XlNTU2Njo0ajOXz48CeffEKqIP3HEYz/iOHgWLvmf1ZV5QTAsNwKHUFc9XTQVLRoZyiExWb79wuTJn4P9VelCgVOyFMutq1A2AbOCOvr68+cOfN8v4X169fv2LFDKBTa2dlt37599+7dOp3uFRbaJY6Ojk5OTk5OTvr6v3cKXUN9xYyJ4oryj0TVBUpNNzZjdxdrnoOj3fb9/xoFXwCh0ZjunvwPPrJevc3qf2soLDYAoBTKh5Y8Uxq1RKUpUGoAgIJyTAYPN8pkOvg3yGPCU6dONf+MGcdxnU6n0+meN5WQkKBWq11dXVEUBYB38zPfKqBBAx3j0wQTPramU6kANRrdfUwlb/EaBk7oICs6tSeHqcSJ2zJlU9yxqrmfqPPbTHOuNrAiPHToEIfDycnJ8fLyAgAcx+vq6uzt7cnfcjgcS0vLysrKd3NVZDyio6PJM8I7d+60ti8vgsuklbOmSIsKphfUPMDUjkz6712szSwtbbf8TrVoVnEnd3B04++xmuJCQquhIhDKY//ZIEuSYC4sPt3Rmewd2kHL4+3t7eTkVFRUlJmZ+XznwtcnPz+fFARetmzZtm3bAKCpqUkoFJK//eCDD8gXixcvNozH7QuToSPF+3eF8tkHaqVJYqxnfq6m/Am9BTdI2N69AeBrO1M7BtWRSQcCb0hNktxIt120jDd8TIu58da0gRXh7NmzZ8yYQUZBAKBQKAwGQ61W698gFovJLhMdvAsQKmXll9OwvIdfF9felCmt6dS9rtbWpgLbrfvojm+pwqXT6RISErRaraiw6PqwD3RCZwrKAYBwAQrP+oLyho+C15ZW78DgREVFwRvmjuI4fvv27aVLl/r5+XXr1o2sCli2bFlKSkpKSsqWLVuM5Wu7g9HVnW7vQCq8JEkUAIClXWpJB2pXfw8IMr+4zpbxdHG1uaLxz4q6utVLVbmtpj3y+rSBQPh3Bg0atG/fPvI1WTVIbpj8d1i6dKleGjQqKiowMLB1/dFDaLVV8z9XZN1aXFp3XowJaJS9rjYOPBPbTb8xu3V/a7MNDQ2ZmZkqlWr37t2dXLvmT5pltWI9vVNnMmn7rlxVq9FhN9INOJEO3hT97ui/vlOpVJ45c2b69On29vZ+fn7Lli27ffu2mZkZucPRwduBBoX1NWHxqZR8hbpYpWnJGgb14zzl3dvwsgIEQq2s3/Zzi3ny1rSBrdG/s2bNmgkTJpw+fZrBYJSXl+/fv7+1PWppnk+c69OnTyt68v/A8Zrvv8KuJq8qazhWL2NTkJ0u1q5cts2a7axefs0xbGlpSbbBMjc3v3DhQkREBCcgAADRzJve34SVLFEkS7Cx19IIpaJtJW23J4KDg01NTXNycvLz859P8NbT0NBw6dKl+Pj4uLi4pqYm8qKjo+PgwYOjoqIGDx7MYDCWLl2qD4dsNpv8T+/gdeCERkiO/B7MY8c3yi9LFMLbN3SSRiq/JRReFJnX4NmBbg6mJlO467Q6IdABJ5RZN1vAh2bSJgOhjY3NpUuXGhoaNBoNgiBKpbK1PWo1tFotWcKB43irtIUjlApZ4hnFzQxCpdDW1ymzMzdXin+raaIjyHZnKx8TttWKDWhAaDNHaWpqSktLs7W1xTDMwsJCLBYDANovCGGxw/loskSRJFGMsVBiN65yQsINMKsO3hw6nT5kyJBDhw7Fx8fPmzdPf724uPjixYvx8fEXLlzQPNOb7d69e3R0dFRUVEBAwPO9QpcuXap/7ePj0wLiGO0Glk9vKt80XCCPb5QnirGpVjzsaqrJ0BFvbVBTViI59Jvi1jVCq2V2ded/8NE/Pc7i0iZC8/SsKq5BTkUAAPIVGj8uCwAIleqtfWgx2mQgJDEzM/v111+nT58+bdq0nTt3trY7rUBTU9Mff/xRUFAwadKkjRs37trV0rXkyvtZVXOmEho1jmFPr+BEohijIrDRyTKIx7aYt4Q7KKr5A/F4vAMHDgDA8OF/5YUiTBbaJyBMemEJ1Kc3KeQ6XJ6a2BEIW5GYmJhDhw7FxcXNmzfv4cOHx44dS0hIuHPnDqnaQaVSAwICRo8e/d577zk4dBS6GBiESkMDQkIaTtIR5I5c2ajVcVMvvnUglJ45Wffjd4RGS+i0AKB5Uiy/mmwydKTlNysBQVauXLlgwQIGg7Fx48ZJkyYxOjkibJTA5ADwTSdTBoIAwNryRtIUtS0kcLThQAgAfn5+OI6fPn06Njb2P9gmm8fj9erVq6CgoEePHq/fw89QaEqLKz+feOxJjYBGIdsKVmm0O6qaDna1uSVThvFRs1nz+eM+NKoPnJAIi9Sknhxmtlx1VaocknYJcF2HxFprER4eTqfT09PT7ezsKisryYt8Pn/IkCExMTFDhgzh8/mt62H7Bg0ZxD17qo8JK71JkSxRjMpIJdSqt+hHqMzOrPtx8fbiamsGdaQZFwCKlepVoupdcIpmY3cBNa+vr9dqtSkpKRUVFVKptHPggDocf6lEGcJkmUS3Ad3Rth08vLy8nJycqqurb95sA9vQBqexsZE8RFGr1QqFQqFQtOTodeuW4kpVmVpbpX5axKnAiRyFikelhPFR/vhpph99bmwf0KAwoFCfJcthuoZ65f2s5pvF5TJtbTUYQXa1XSKXy+Pj4ydPnuzs7KzRaLhMZmVlpTmdNmnC+NOnT9fU1Bw+fHjcuHEdUdDYoP1DEAYz4tnXAccwxa1rb2Gnbu1SXKnAcFz1LLrpCGjS4bgCK9255dCBA7W1tffv39+2bVtTU1Nubi6Fxzebs4jCRgfw2fqH0K5sRmc2gyoQmE6dZZjpGZO2HQgBIDo6Gv6rgr98Pp/s0lldXd21a9fCwsIWG5rQaBQ3M15oE6gHodE5QQZWa3spVDNzVk/vCAEKAJclmI4gmpksJzt/umR4cHGY95ORAwuDPGpXLsKbxAZytr1RWlq6devWiIgIU1PT4cOH79+/XyKR2NCpUqWyjwnrumen2BkfR0dHt7zk038WCoqy/fuFC1AEIK1JocCJN62s15SXivftUD3KIX9U4oRUh0t1uPzZQyGPyTjy7fyRI0d6eXnFxcWNGTOGLGzjj5ls+vnXP3TtREfZAAAUyohOVkG9vOz3/EnhtIFk4La9NQoAMTExmzdvjouLW7VqVWv70tJQKBTyOQAAWvjQRddQBzQaaDQA8GuNJL5RDgBKHGeSamcMura6smU84YQOcsnOdGbRC5Wa23JVQPIF8znfvJ2putXfF538Q6tQWNGphEarI+DWscM90pLt98cl371fUFDg4eGRkZEhEAgmT55sJHXpd5+HDx8mJCTEx8dnZGQ8f/jn6emJ3rneW1z9QX7lPblKiRPylEQ0oCWehzrQwwmJsL6a0gNlPMDU16SKiOSLlotWwKuPjXBc9eih/MoleeIZdZEIAPIUanIpeLxeliFVAoA+EAKO6xob9OqSzwv0C8Z/ZBIZLb98QV1aiLA5qF9ftl+/tjDYaY0AACAASURBVFLa2+ZXhMHBwebm5rm5ufn5+a3tS3sGx/Fdu3Zt3ryZIIi6urqFP/4E2qcZgNOs+Ee62hzparPByZK8glColBbJ2wYATuggACAPKRPFmOZJCfllflPkyRek8ScSKuuO1knJKzIcn51fqW2sr1rweURERGVlJY1G02q17aNhyxuh0+nS09MXLVrUrVs3Dw+PRYsWXb16lc1mR0VF7dixo7y8PD093d3d3b1fgCub7oEyFThxTaqQpyR2bC+3MGhwGCCIvrJe11CnzLn30ncSKqXixtW6tcuKh/Qrmzi8bsemjPsP1pY3Dsopj8qt2FgpBoCJliY7Xax2ulgtd3jWcplCoVn9o8or1cyCN2qCxVdLbgrdf8+8W15RsXHjxqtXrxp+noamzQdCGo1G6vz+N3dHWwwKhRIZGVleXk5GRGt7e7pjl396M6HRsL39W8YxuoMjw6lL+LNACABYaqJGo9m/f39dXV1OTk5sbGx9ff2/2mnYtg5XYC/5hU6nET2qvX3jiy++uH79+pw5c5ydnW/dumXoebQmOp3u+Uf7r7/+mpwghmHx8fGffvqpnZ1dUFDQ6tWr8/PzLSwsJk2adPTo0Zqamvj4+OnTp5P61zNmzBi3YNHeWmm4gA0AiWLsFXfhDgyFTqfbunXr/PnzKysrY2Njtxw4xOzek1RcuiTGcICab+fILsTrn0h0jQ3SuKNV86YXDfCu+Hxi1aE9Z0TF84vr+twvHZdftaNaUqjUmNOo9ox/2CwkCJbXv9QESySS0tJSDMP2799Pp9PbxN54m98aBYCYmJgDBw7ExcXNnz+/maYIgkD+tpbX6XS///67QqEYPHhwcnJyY2PjwoULmzlQW8TCwgJF0evXr8tksrKyMpg2m7J8HgWA+uwfDAGgAoKw2PyxkykmvBZzDA2J8C4SWdKpZWptvkLdMyWR/cFUFotVVVV14sSJhQsXbty4cdGiRS/9W21lOXbtivxKon4dmafQnG6QA4Di2b2DwPHs82cLLezGjh177tw5qVQ6adKklplay0AQxKNHj/Q/PnnypLS09Pvvv09OTlY9KwLr3r378OHDR4wY4e/v/9IM7YyMjIcPH0b69IKCRxsqxJclCh0BWEoiy6NXC03jPwmVSp01a9aqVavMzMx69Ohx+fJltpev28O7nRi0MrX2rlzlXV5au/Ib8W9buZEx2K0MZeZ1Qqdr1OpSmhSXJYoUCaZ4lhHjwKQN5KMD+ey+XBYVQQ7USk1pT3NfmBREyKRR2KjFV98h/xbYDh8+rFarb9265e3tPXny5I0bN/r7t9Bj8VvTHgJhZGQki8W6du1aVVWVjY1Nc0x17949PT3d3NwcAFauXMnj8b744gsKhTJ+/PiNGzd27tx5ypQpv/32m4Ecb0totdr9+/ebmZn169cvICAgISHBYdBQiaThi40/gEpNEDgACJn0I71c0H7B5rOa+0TyRnBCI8S//xLKYx+rlyVJFF0f3qVJJWSOYnh4+N69e/WdffSoC/KxtMvyK5eU924DQTxRaZMkGB1BAEBNEDIcBwClPiEc1/k7OkRM/BgARo0a1ZJTay34fP6NGzc0Go2vr29UVNTYsWP/tT4nJCQkJCREjCL1W9YImfRilSZbruqXmmjWsh+G/yDx8fF9+vRRqVS9e/dOPHdOeuU8AEQI0D01TUlizJvDxDG5SpSv2rr2iUp7SYIlSxTXZQodAQBAAfBAGQP56EA+6oEyAIDh7MoJiaBYWE7e9jOh0xIqJQA4oKyfunUSfDzLZMS4f/Xns88+AwB3d3cvL699+/aFhbUBKfz2EAi5XO6AAQPOnTt39uzZqVOnGtw+giAlJSXW1tZMJnPfvn3PN4T670Cj0aZPn67/kVRY5o+eyPb2F//+iyLrFqHVMJxc+eOntnwLCFYPL6qFVbgEO1YvSxLLP7fhS1MuJt9+2LlzZx8fH6VSOWHCBAAAXKe8lyVPuyS/fF5TWgwAj5Wac43yyxLsIaYmAOwYtGnWvJ4oY7yFCQBIdPiROikAIAwmw9m1hSfVwtTV1QUFBZGv8/LyZsyY8eeff3bv3t3S0vKN7KAhEfVb1gzgs/fUaJIkmG/hY01J0VuLrXfwr8hkMpFIxOFw3NzcTpw40RtX4golAITz0T01TRfE2Dx70xxMfVmCnW2Ui5RPz/WZFKQvlzWAzx5qyrGiU4FCYXbrgQYN5A6KYjg9PfLgDR3RdPq44lYGoVSyPHuZxIylOzi+vmMREREAMHPmTEPP2Ci0h0AIADExMefOnYuLi2t+ICwsLGxoaACA+vp6Ho8HAE1NTRs2bPD19ZVKpWw2u5mLznYGo0s3q5UbW9kJCoUTHBZQc4hNQe5j6iqNFln9v9l9Ai0GT2U4u/p79MAyUqv3/4JdTcGlTRqCuC5VJkmwJDFWrXla/mFCpQTz2BECtE7zkoIQhMFg9w5o2SkZi9zc3GvXrnE4HBqNVl9fHx4e7uzsDAAWFhZpaWnke8aOHQsAISEhb2Gf4dSF7ugUIVPuqWm6KMYW2pvKryQJJn1iwCl08DxcLnfu3LkAgDeJRztY1+3bpFMpAMADZXKplGKVpve9UrH26Sa/gEYZyEfD+Ggwj82mIAiTxe7dnxMczgkO+3t/NApPIJj4sWDixy08o1ahnQTC6OjoGTNmJCYmyuVyDofzpn/e0NBw5syZwYMHA8DGjRvJxg537951cnICAB6Pt2PHDvKdo0ePNqjjHRgGmrUti4IE8tiJYuySWDHBkqa8kV42IYrZrbvqUQ6hVpN5jGcbsUsSTKp7el8wp1GDeOyhpmggj81AEKBSsmUqlfZpLGQhyHgLE4TFtv5hM0JrJ98Ud3f3oqKikpISHMdRFNX3MDEgnOBw3+Iifc9kVsrFjkBoPDTlT7DURHlqkjLrJqHTibX4NanikkSRKMHkOtyEShFr8U4MWiCPPZDPDuaxaQhCNTPnBIejweFo30CE+R+tAnqBdvL1trOz8/f3v3nzZlJSEtkO5nUoKSm5cOGCXg44NjYWADZv3qw/IzSixx0YDl1jg3jvDgAI56OJYixJgk2wNCFwHNTqwtuZV5oUlyWKtCaF5lnZQxcWPYyPDuCzfbksBIBmY4f2D0GDwlie3pyV32DXUhEaHXQ6NpU2zdLa+seNbL9+rTo/Q6JSqcLCwn788cfFixfjOL5u3brvvvsOQZDn9znMzMyaEyA5oYPE+3f91TP53h1dQx3VzKKZnhMaDeC6jhs3yQuH3CUqTZJYkSTB7siV5OEfAuDIpJeoNO5sRry7HflXTFd387nfsfz6INR2cuc3FO3nnyMmJubmzZtxcXGvDoQEQdy5cycuLu706dN3794lL9Lp9PDwcH3X+w7aFpJj+0nx+zA+SkXgulR5V666LlNelmB3ZCoy+lER8OUyB/LRCD7qzKIDAMPZFQ0O4wSFsbx89WW/Nj/v0FaUKe9m4ioVvbMTu5dvO1MuffLkyeXLlwcMGJCRkfHgwQOynxeVSr19+7b+Pb/88ktzhmD19KGaWYSLsT8bZEli7FNrPpaebDL8bbdSCEKacKJx91ZNZRkAUM0t+eOnCsZ/1I5v5djVZGncUXVxIZXPR4PDee+NfyrOguuU97JkiWfkyRdIwQr9IfcD7GnzB/JzPkTAiTRFeVSK/70njxTqWo3Okk5FUNRi4TJWS9U1tS2QdlMd/PDhQw8PD3Nz8+rqair1xZuXTqe7du3asWPH/vzzzydPnpAXURQdOHDg6NGjhw8fLhAIAODjjz/esGGDiYkJABw6dIjD4bz++rKDFoZQKbEbV7G0S9LTxwmtRkcQN2Sq+cW11c+d86EUSjCPFS5AQ3mogEYBCpXl6c0JDuMMjKR3Frae7+2cmmULak4d7X2vVIUTVz0dhBGRNj+/VX8YHK/+dnZJchJTpeRSEQBEhRMSOt3B3cN+5+HfDx2uqan54osvFArF3Llz9+7da+h5tDSESln51aequ5n6klaExaYwGPxJn6gf52EZqbhMqiOILLnqnBg73yjXf9TZFKSfCXuIKRrOR02ofxW3fFxQnSJRrHK0GG3OZfcJtNv+n2vd+pq0n6eqHj16uLq6Pn78+Nq1a/qO7XK5/PLly8eOHYuPjyeb2AGApaVlZGTk6NGjBw0a9MIW0O7du/Wvx48f32LOd/D66Brq5KlJ8tRExY2rhFpFHv5dligSxVi9VgcATApCEDDUlBPGZ4fyUTYFoXC4aEAoJyQCDQhtyQLH/yyckAj26WP9TNiXJdhlCTbuWhquwChs9E3tiI/sxdJTthdX9eIwo005AJCnUG8tqvmVRqtbv3LwlM/XrFkDADt27OjWrZvhp9Hi1PxvvjLrZvTdwtNuTzcz1xVW+HFZIdvWSXR4RpPikkTx/CG3HYMWzGMP5LODeGw6glB4ArR3f1ZPX8nRfbr6WlyBhfPRFIkiUYyNNueajPz3yof/LO0nEAJAdHT0+vXr4+Liunbtev78+WPHjl28eFGtfrpp4OzsHBUVNXr06Bd6gXbw7oDLZQid8dKKXU15KXblkjztElkRXKPRkZmf16VK9bNdDRcWvY8J61Ct1IRKWeVoTkcQQAANCLVZtxOh01t2Kv9p0H5BFDYazmdflmBJEmyshVJx4yonNOLNrBBE465NL5X7wVVKafxxm0/muLu737x5s6qqqqKioqioiMxua6OoC/KxtEuESqlv5wIAEi3eoNVNflx1Q/b08A8A3NmMCAEaxkd7oAwAoNs7oCERnJBwlrc/uWPMGztZnnSmfuOP4Rrd91CfIVUocEJx7YpJxLDWmFkboF0Fwh49egDAli1bfv75Z70ccGho6PDhw2NiYsg08Q7eQXC5rCF2vfT0cUKpJAiC4eRiPmsBGjTwLzngpLPqwscAQFYEnxPLs2Qq8qlYXxE8zJTjwqIDwE2pUqTU3JKp+puwKCy22WdfdUTBFgZhsth9AsKk5yml9VeblE97Jr92INQ11GMZqU0Jx/EmCXklB1NzKAgAlKi0T99EZxzeugVs7QMCAkJCQhITE9t0FAQA7MolQvt0dtpnz3Y4AJtCeaLWAjw95B4kQJ2Y/3jITYLQaNzIGEKl0i5fSHbrTGtSdHTrfAVtPhCSh38JCQmnTp0iZaJwjYaBQFAn29GLlw4fPryj7O8dR1dfWzYppqCqygEhyMONyryc2q+mW3bpqqur0TXU6wjIVagvS7AzjfKCZxXBLAriy3muIhihIAhC4DoACBegoipJkhjrb8JCgyOY7p6tN7n/LpyQCPOURC8OM0uuSpcqh6Ym/etd+IVMyHK19pIE68SgAUCVWvtYSQEA/WqJAjBuQDAnJJz8kSzfbtNoayoJrQYAtATxoaiavFik1ATy2FucrByYND716SE3N2IoZ2Akzdr21Qb13Tqz5aokCTaooV55P+tflUL/m7TVQCiTyc6fP3/69OkzZ86Q9e8AYEGnmlApRUrNl7aCWdZs4aj3mp+03YGxqZo/Q1tXOzWn7JSbLXnOf7BWak6jvq/NyZAqLksUlyRY7bOkAAGNEspDw/jsYB6bQ6VQ2Ci7XzAnJAINDJUcOyDeE0toVBF8NLZKkiTBljiYMZxcWnVy/13QkHCgUMMFaJZclSTGBgsalfeyWL3+dhfWy/0kX9SUFALAY6WGPFkkM36DeGxnFn2gACXPCO/KVVurxACAa7UMYZvf47l48eKtW7fef//99PR0vLAsnE4nNBoaghxwffr4/n1pPQB4oAyEybL89gdOaASFa/Kaxqlm5ixP7wjs2rqKRn23zo5A+FLaWCCsq6s7e/ZsQkLC2bNn9QKS5OGfnZ2d+vdfLNWKGYU1yU2KWba4/Mol3oixretwB69G9ShHlZ8LOs0L13EgAh880StiCJn0CAEaxmd7c1hUBKgCUzQgFA0OR/uHUtCnKRhmn3whGPdh7YqFPS+dt6HTKtTaXEztnZpk+skXLTqlDgAAgMo3ZfX0DseurS1vTG7CdARRMWMiL2aM6WdzqQJTHMOwjFTsSqI8LRlvEmsJ4oZMmSRWXJJgFeqn24McKiXIhD3EFL0jV71oHUFotvZ0x7YdCOVyuUgkYrFYbm5ujx49KnUQwoPrZI/PF0AYDN6oCSZR773pEJzQCJe7mU5MepFKc0eu6t+Mbp3tm7YRCAsLC+Pj448dO3bt2jUcxwGAQqH8X3v3GR9FtTYA/JmZbTNb0wshhYTeDIRASEI6igKCFBGxUK5iQxR59aIC4tVruyJWEMtVQBSJ9JoeEkqoEiCUBEJIQvr2md2d3Zn3wyQrAhcxQHbJnv8vH3ZndmefE5g8O3POeY5QDnjy5Ml9+vQRXrYkf3dCXQWJY8fN1nrWQeXvRonQzVl+PwQ8B4ABQJ6eIXEMACosbKxCNkQhu2Bh7/eSO8sBi7uEUomp8hHp/2tGMK5UaZ581pSzM0VNrm0yZuvpPqdP2Osv/+VNJOROEAcGR8rEzjWTYzHMsPFn47bfZPcMsRwt4RjaWe4nV08b2kZCeouIEVeU+8EwjMCwkLZVgXzFRKqawmWygHdcXdjvlm3bto2iqAMHDuh0utGjRy85ckSReq8pd2eo9I//275iQkHguIzymtGeop3ylHubl/07TUN9U6/P0tFDLl1kKyvE4eg2ydXcIhHm5uauWrXq+++/F56GhoZWVVVxHHf06NEtW7asW7eurKxM2CWTyRISEoTBn8HBwVcdRxLZg2w4LwzaztPTgQeKONqMU3+74hpyRzU2Nnp5eYlEovr6eptWB20DBKptdimGAYDewQHA5xH+BAZ/lAPOeOBmKl9Le/cTBQSmG5i1TcYsHT0nSGMuzFZP6lSrJt0V2MoKU94uAEhTU+ct+iwdHauQ8SzLs2x1YU6BgdmhpYsMjHPEr7AG0CgNNUghwwFEAUHyEenylJGEX+DY156zX67hHXbg+a4KxbSQkMAPv5L27OvS9t0GkydPBoDIyEi9Xr9+/fpRo0b5DRrE0XQmhvMWBngeAF7sFoyTZPCXqwlNe1a6FncNE4dHpptOflOvz9bTC0K8zfm7NU8+c5tbcvdzi0TocDickxwAwGKxbN26dcaMGY2NjcIWX1/f0aNHjx079t5776Wo689G2rNnj83Hv4mQZGgoYdD2FF8lc6BInnJvR7QBuTkNDQ1FRUX79+9PS0u7fPlyf1LhLSV5uxEAHvNTCn2EZo4DAAIDnFKEbsi5thzwjWCYfERGXN2PcgIvY2zVNjuVn4USYcfTfvMZz7IAkK6mVtbrs3T0434qYcSvs9zPtSN+rzsSsusvOy0njllPHOM5Ttq9FxkzrDMNfRQW/Zg1q7W2deB/VjAH9xo3r7dVluNKtTw5QzlmYjumYDrJk0cOqqzwExNV1tbVOlEivJZbJEIAYBimpqZGeMxxXERERGNjY3h4+NixY8eMGZOUlCT+qxHwiYmJiYmJdeb61KztBAZ7hUHb+VkoEboVf39/YYHfoqKiiIiIUgeffL1VXgEAl8nUj874e1kQAACo5AzJr6sSleROnTlXT3c9tI8zGtA8+o7BWy2WY4fNhdnGXVuA4xw82HhehmPVNnvKyWrhNSSOJarINDWVqia9RMQf5X5SRl6/2w/DZP2jZf2jO7QlrkMOGU4OGX67jnbtap2OpoZ2nFadm7skwiNHjsybN094bDKZ+vbtW1ZW1qtXr797HHlyhk/ernvk0sMm6x4j88CeXN5h78RlCe86tbW1CoXCbDZHRUX17NkzNzfX762PGhbMmeijkLRdAUTLpXKJmPAP9Hpydjs+goyJw5WqDI1pp86craMf91PR+woVI0ff1nYgf+LQttCF2ebCbHp/EW9hLBwvjPjN1tPCylYyHAOA+zTyNDWZpCYpHMcpihqeRI3IkCem4CqNq1vQaf15tU762UC1eU+uClWZ+bOOzhBbt249efLk8OHDy8rKcBx/+OGHhcKe8fHxa9asEV7j7+8PAO3IggBAJaZiBJGupg6brFk65j6N1vL7EXJQ7G1sAnIrgoODL1269Morr/j7+5eUlLz88styuTzgvc+fX/Qy73DwNhYIIklGSu+JCXh3GSYj2/ERmEhExY1I0W0WYViJyap3cIqCLJQI7wS25hJdmO0s99PIOoReib1Gi5Vr7fzrJhN3l4l36ej+lPSjcF8AAIJQjp3o939vYZLbvwgUcjUclyemxjesJXGslLbWsXYqPwslwqt0dCIcPXp0WFjY2bNn8/Ly4uLi7G0DJW4XQu0lGzh4JF38fo02T0/beZ4uyEKJ0K0MHTr0qgdUYmrYzhLm4F5bZQVOycnoIbc4sE2elKHavXWIQrrPaMnXM+OL8niWRfVl/haHXqtdscy4cxOn12EyGRkT5/PCq5KongBgqzhryt5O78m1lpVCW7mfPD2z38QIZcCcnX+pamqfkVETRKGBOUFb61h7oFiEi8Xe/5iLsmCHkSdnyDb8HK8ks/V0rp4JKkGjCK/W0Ynw3LlzxcXFTz311PHjx2NjYw8cOHDfffd5eXldWTPX+fexfaikjLAjJZEycYWFPWSyJuZn+bz0+i2GzVsYtroKI0lxcFdAdUrvAEwioeKTqfjk23I0KiEFE4vT1dQ+oyVbTz9oMlqOlJBDO8kq8x2AraqsmTHhslbvDw4A4C2W2sJc3f4i9aBYW8VZR3MjB3CKtuXq6e1ac3lbuR8pjg1TXFnuB0pM1kiZuJF1XLFmslL95LOiAFTvqeOQsQk4JU/XUEJ53qm+SmZfoTxtlKvjciPXH6dw5xw+fBjH8aNHj44ePbq8vFwojBQTE7Nw4ULna7Zs2XIrHyGUNExXUwCQrafZ6ou2irPtPpqjqaF+/uwLyQNrZk66NGVUZUq0bs23wHG3EiFyp+EKpWxQbLqGwgAK9IyV480Fu10d1N2Dc9S+8ASn0405Xunc9nZVU0mLQbe/qLCy6u3qloTSS+NO1356WVduYTUifJSX/MNw3wP9u/7QPWB6aEBExn3+C98P3VJ0NrhbtQOrsNrT1SQAZOtpAJB2i3JVyzwTJpGQwxJT1SSBQbmFdfB8/WvP182bzdZUuTo0d9HRV4RTpvxxb3rIkDuyRKQ4JEwS2SPdXLqiXp+lo18P8Tbn75ZE9mjHodiaSzWPjT1Q1zRARkhYFgAqrXZs6Xs9jxz0e//z5StWVFRUvPLKK1u3bjUajc7BPog7kCeN7HKguBcpKWNsB0yW1LzdvvMXo6v5m2EuzOVaWnj+6m97OgcXc7yK4f6Y+ZeupjI01GCh3I/ai0oQyv0kOW+7LcotMp8vP/jiLGXVBQJr3me0GBycsiALXY50MMLXn8TxlZEBCSoSB+A57vju7ZElRV2+XOU5w3FvoKOvCDuGPHnkQLnUX0zU2OynGZu5IKt9x6l/9VmH0bCoskHfVutru868q66FObDHvGX9c8895+Pj4+fn17NnT5PJdPvCR24DecpIwLB0DQUA2Tra3lBnPXPS1UHdHZgDRRxjBgA7z+83WoSfJpbTEHiQRBQlE88J0mzsFZzbN+T1EO/4nt29H3ky+MvVYVkl/ks+VqTff1Xnk7xb1OBn5mpE+CC5zM7zewyMeU8e77jNgwOQG7DXVps2rzvL2FY1Gpx/8Z86V2c0GutenHHdha48TSdNhEkZOECKuvWPoPVUqb2+7u8exFpWyp4vv+5dUI6htd99kZmZmZSUZDKZhg4d6nA4rn0Z4kIi/0Bpz77OO+Q8gG7Nt7yFcXVcbspZuddsNjuMeqGsiY3nD5gswk+T3QEAm3oF7+zTZU6QZlC/vt5PvRiyenPo5kLf+YvIofE3mKQkT0jGCCKj7UsJZ9BZjh7skGYhAAC61d9y7PW/eXA2m2nn5g6Oxw11zgl20j79RQGB6XrmlyZjtp5+IUhD78lRTXz0Zt7LWy30gWJ6T45p11bOahE2/tpsEpZDO2KyxipkAKCrra26cKG5uTkqKmrjxo2jRqFbPW5HnpzR5/SJnqSkh0xscnD4rs2Vebu9nnlZ8+hMV4fmXsrLyw8fPnzmzJnk5OSampqWOu0oiZS3WSkcfzGodYZflZUFABLHREHBXb7LFPn/jdEuuEoji45Np/e8W92Sb2BYnjfnZ5ExcXekMcg1mJIicNgBoJF17NS1Xv8xHAcAPEMz+wrRbIrOmQgBw6jEtPi61XICP0nbqm12qiDrxonQodPSRXn0nhx6bz5H02YHV2hgsvX0rAA1APiIcBWBA4CCaO1kUoqIF597Vih9NH369DvfJORvszfUmR3cdH/VRB8FAPAObkNNQ+pnH4Y21vvMXeDq6NxIVFRUWVmZQqEYMWLEO++8EzNyFHaqhL/eKzGS8n5q7t/KggJ5ckbooX3dZeJzFrbEZEnK3+37ysK/fhtyO/C21uU7LBx/uW1xD7btHxjdGoXOemsUAORJGRIMS1DKACBfzzAH9zoMumtfxtZU6dd+X/vstIsjhzQsmle1c0tmdcNTFQ1Djl964ULjphbzLh0NAKlqapSXfJSXvAcpEd6Iq9S3UgAQudNsFWeN2zYYHNyaRqNz489NpmaTyfDrauvpEy6Mzd2cP39+4MCBTU1Nx48fnzZt2pGKC+onn8ZJaqz3H719QxWyIAUliezRjsWAAECePBIA2rpsGfvlGtu507cYNnvxvHFrpnHTOuvJ48BfN3EjAADitqGCXaWi6f4q4Uf4Zo+JRBK0cnWnvSIU6mzJ5ekaapeOztbT0/yUF0fGKsdM8HlxAU7JLaVHzQVZ5vws51qg2To6W08fN7eWAyYwiFHI0tXkfV7yLN3V35gwGame8mRHNwn5Owy/rRXW+74WZ7MY1q/2e+O9Dg7JbYWEhOTk5MyZM0csFh84cGDu3LkkSWIS6Rtff4oROEfTmFQ6JYQkhyX6v720fQWvRUFdJN17pZt//6pOv1tnXtjV21yQJenenupRAOBoycbycQAAIABJREFUbqxfMMd64nfAMZ7jAcdF/oGBH3zpHByu1+uVSiX+P8rYehr1pMcsh/bBtcs6AoBIpBo9ocMjcjudNhECgWNSWYqKIjDYb7ToHZwaWOPmTNPOLSCVcFqtc0bwNq25om1GsAzHBsuvmBGM4xjAUwFqBdF6Rg1XygiJRBLeTfP4U65rG/LXrKd+B4cDAKpt9tcuNgkbK60sAADHW0+WujA2dyORSJyd3Pfff7/wwOvJZ1QPPkwX5bI1lwiNNzk0XhJxS/P/5EkZA86dDhSL6lh7GW2Lzs/ymvVCO47DGQ3Vjz1ob26sYyx7DBaW52MVsiiGrnlyQsjqTeKwbidPnvz999/Ly8uvnJ3syajhSVRcUmBu1kjNH18NJ/sqpBSlmfaUODTcdaG5i06bCHU/rnQYjRoRFqOQHTBaCg3MGC85b2cZm23vZSZXz+To6Ua2dainRoQnq6g0NTlCRcoJHJPKyNjh8hHp8qR0R3PTxAVz7HU1GCEGgAESq/K+B31fXYzqdbk5TNx6E9tfTMwOVAuPzzBs2170z/fXCC9v5ZiJt+to8uQM7TefparJn25tzeTmT99zaFuO6M1vVjU/4adU4PirF5se91M+6AP1b7wUsmpT3759u3btunz58tsVeSfg/+9PiaXvBmauxcQinmUxseSZMNLr2Xlo4JigkyZCntf99ytgbQBYupo6YLRs15rtPJ+rZwr0DN02IyJEIkrTUKlqcphCRmAYofGi4oUZwcl426qHhI9f6Pos24VytrICk8pk/QaiSvl3BVlsvOXEMbDZJRgWLm1Ne1IcAwBMLCZjb9syN8hNkvbqJwoISjcwPznXTC7IUk9+/OaPwLJsQdYu7drVg6TERzXaJV19BiukABCnlD105vIYb7nt/Dm2pqoBiG+++ea559qzpHtnhREi31cWes14linZ62hpEgUGk0MTcLnC1XG5i86WCIVywOa8XZzJCAAXrKywCkyWjha6+nCAgXJphppK11BRMjEAiLuEUomp8hHpspih/2sulCQi6hbvCyEdTP3QI/ofrn9NgBEi1aS/8fcXuT0wTD4ifVjdj4q2NZPJ/JtKhDRNZ23Z9POKFTv27tdbrUkq8tuogLMW2z3y1ot+PzGhJPA6myNEKbKdO82G94iPjz9//ryvr+8dbtJdhvD2Vdw3FgBeeumlMSA5fvw4RVHjx4/38/NzdWgu1hkSIW+zMYf2mfN304U59sZ6Z+dfrp4+QbcufI8B9CGlCSqZnMD7U5JEtVw2IFqelCFPzrj+WqDIXY7w9vV/+xPrP+e8HfZHSYSFXX2ClUq/xR+hos8u0bpmsorcoTXn6Oiuh/ffYM3kmpqajat+2LB27Z6Tp2yO1n/EKJl4oFwKABhgHIBz3I6D50UYhvEAgIWHh4eHh9/xxty1fv311/j4eJZlSZJkWZZlrz+mzKO4eyLkDHqHUS/y9ceksmt30SXFdGG2uSCbMxmtHL/XaMnW07l/7vxLUlFWntuppe9RSMQ49kygelm9Ycr6dbKBgzu8NUiHkidnRHy7TvH+QtuZE5hIyrO26Oj+vq+9hYoruoqwZnK62rxDa87W00/4q/TrVnlNfwauGN55vrx8w3ff/LpuXUnFBWEIt3NRpwe85JEyMQBYOb4/JSkxWeKVJADU2uwsz/uJCY5lpT37uKZtd4+ysjKO4zQazdSpU7VabU5OzmOPPebqoFwM4911/g29f0/Th0vsNRcxkYS322TRQ/xeXSIOj7TX1dJ7C8yF2cz+PTzL6uzcPiOTo2ey9bSp7WtjF4koUUWmqslEFSnGsFLaOv705QAxMdlX+UKQ15c20dLS9q9Hgdx1ONpsaawvb2jqO2jwqVOnbDZbRESEt7e3q+PyRPUL5tRs35RyonqEilwa4YcTBK7x9ln4/jEWNn779eZdu8ubWoRXynBsuJJMVZNpaspPTFx5pydSJpkVoJpX2TTJRyHFsV+ajHOCNGneClm/6C7frXdtA+8KTU1NRqOxpqbm/PnzU6ZMkUgkro7Ixdw0Eep+/m/l0n/XmczdZa3DHI7S1mi1QhzUha2qBIBqm73IwOTqmUIDY29rQpRMnKamUtTkYIUMA8BEIuA4nuN4gMTS6jrWviIyoIa1J3/0ecokTy8p5GlKSko4jisuLh45cmR2dnZycnJ0NLoudIHa2Y8yB/c6eP6shT1J2/zEhIXjXq9q0dlb7+L4iIhUNZmuoeKVpAzHrnunJ1QmyenfVWe1HTBZbBzEKKRdpBJMoQhZs1XcpavrGofcrdzx1qjt3OmWT98/pTWsbjJ+FtHai/tcRUNhP8m5s+d2aM25evokbXPOfB+skI7SyO/VUEESEWCYtM8AeXKGPClD5Off8NardHE+sLY0Dbmm0VhKW+cGacLiE1zYOsQlYmNjly5d2r179/79++/atQtlQZdgDu+3lh4FgCw9vbLeMNlHsdfIJCpJnd3RVSpKVf8xhFtn5/L09FV3ekLUqoyE4eOenDkyeYTu32/g+wrv16iBB97hkEREBvz7c5QFkfZxx0So+2E5sLZrt29poedfbBQeKwl8hIrM0FBJKlJJ4BhBSPtFKzLul6eOunIcROB/VjiaGqoeeSDDwKxpNGbr6LlBGvOeXPXDaNCgZ9m/f//gwYNLSkpOnz7dr18/V4fjiU6Xla165qnmS7Xzg70KDZYpvspJPq3D97P7dhGmuFTb7L82m66609MzwG/0yJEPzvpHQuIIrG1FycD/fG2vr7OWHQeHQxLZQxwe6ZJGIZ2DOyZC5uhBnuMAoNpqX9fUWijSwvGJKlmIRJSkJjPU1FClTIxhuEpNxcZTiWny5Axcobzu0Qhff2XG/cN+/kFF4KcZ2yWrnSzYjRKhpxk8eHB5eflLL71kNpt79uzp6nA8BcdxRw4e3LByeeaWrWcamgBAgmHPBqhHqql/VjXV2OwTfRQhEpEYw5bW6rL19Bmm9RuwCMdT+vQaN/nh8dNndO16/es8UUAgGv2L3BZukQj1en1VVVX//v0BoKKigmdZ4VsfjoHoiiXFNSI8v18IAIgCg6nhSVRiGhU34mZKhMiTRup/+TFRRW7TmrP1dOjhA5xBj6vUd6g5iBsSi8W9e/cGAJXq+oP1kduIYZis7dt++/67bfkFTebWUr0aEZ6iotI1lATHktXkpl7BW7XmqWfrPovws/PwRZ0OAEiRKKl/38kzZ45/9DGNBlWuQDqIWyTC/fv319bW6nS6sLCwl19+eXFwmKq5EQCCJaKH2m6efFSrBQCMIFQPTfV99S24IkH+JdngobhKna4xC4lwur+K3lsgTCxFEOTv4RyW40fZ6irCy0s2MObKOzEtLS27M9dvWrN66779Jlvr7LQQiShBRaaqyREqUoRhBgd3grZFy6X+YmKGv8rK8YUG5rkgzawgr1GPPTH67fdFIhEqlo10MLdIhPfee++KFStCQ0NXrVr18MMPq+RSvPwUGC3XvhITS7xmPf+3siAAYCIRNTw5WbtBjGGHTBat3aEoyEKJEEH+Lro4v2HxK7zVBjwHOM6zrHrqDOP9D/32/fdbfsssOn3Wzv0x8/1+L3mqmupLSTCAWpt9fbMpV8/sMTByAnsuUEPhmILAN7eYloT64AALugWGvvbmkd9/X7169bJly1zbTMTTuEUi/PTTT6VSqUgk8vPzy8vLC5gypd+ItNDdO8c4/qgJ8nSAWkTKvee9Qfj6t+Mj5MkZyp2bYhWyYiNTYGAeKsrjbTbM42fPIMjNM+fubHjzZc7CHDNbzzI2XzERryQvrPwi/YX/E14gxrAEFZmhptI0ZKBYBACnaNtnl3XZevpUW40nAsN6UdIhCtlpxtbAOj6O8OtNSgDA+6kXCS/vIUO89+zZ46oGIh7LLRLhuHHj7Ha7SqV66qmnpk6dSpIkkZIs7hIa/NO3GCEWvnvOUKl9//kvxcjR7fsIKj4Fk0jSNWSxkcnW0eO8zczh/VTciNvbEATprDizqWHRfM7C/Ku6pcZmH6mhjpitn17Wre4e2J+ShktF6RoqSUUqCNzBw1GzZVWDcbeOvmBtvUFKikRJA/s/+MjU8VOnin75Qb/ux34Ka5PVvvhSSx1rX98zCMQSALBYLAzDWK1WqVTq0uYinsUtEmFoaKjzsULR2ino/dwrmieetvx+yKFtEQWFyAYMupWlc3CKIgcPG2nOW3KppdBgsXK8OT8LJUIEuUnm3J088GcZ2wGjZXPvYKFzggBsVaNxQ68gAGA4fp+RydUzWTq6uW12vDcpGzls6PjpMx54aIJc3rbe/dx/aqbPbnjzFU1Rzj4jo3dwlVaWzM9SPzK9qqqqR48eNTU13bqhCsBIx3GLRPi/4AolFZ9yu44mT84I2FfYm5Kcom37jJb0gix4bcnf7W5EEM9kKT3G0+aTjG2IQuY8Z4YqZWsaDc12x/zKpv1Gi80588/fd3RG+sRnno+Ni7vuyBdC7aV5fBZdnDtCRW7RmnP1TPiREode26NHjx49enRUmxCklQeNzqKSMgDD0tUUAGTraXtjvbXshKuDQhC3duTIkZycHAAAngcADODKkow88BiAhiBO0DY7wMCuXV5/+h+nTp48Xd/40eq1w+LjbzD+kxwUS2i80jUUAGTpaOAcdHHBHW4NglyfByVCkV+AtHe/DE1rIuQAzAW7XR0Ugrg1sVh8+PDh5uZmad8BOEn1paSHTBZnLjxosvajpAQGK9OG1dXXH6uq/tfyr3v3ubn1H3CCik9OVpESDDtitmjtDhqdj4iLeFAiBAB50sjepCREImpiHaVmqzk/y9URIYhb8/Hxqa6uFolEirRRgEF3mXiIQvbihcZtWvOyy7p8Pf2YnxIjqXtfW9SOxV3lSRlyAo9Vyhw85OkZem8Bb7PeiVYgyI15WCJMzgCANOFujJ62lZ8xbvsNOIer40IQN7Vjxw6KohiGwZUqvzfew2Tkwq7ej/spW+yOXqTklx5BCoWcGpognFl/FxmXhEmkGW29FRxNMwf33Uq0vNVi3L6x8e3X6he+rP/5B0dL860cDfEcbroM051zcXRi0dnyZZd1D/sqxnkrMKmUUKoD3v9Cdk+Mq0NDELfD8zzHcQTRuhS8OW9X49uv8g4O7HYQETzLqiY86jP3nxjRzmF3l+fMqMzPji+9JMOxkgGhAZMe9VvwTvsOZSk9WvfSLM5q42kTAGBSGYZjvq8uUY6ZeOrUqYqKitGjR5eUlBgMhoyM9qRtpBMjFi9e7OoYOo5Dp9V993m5iUlTU8lqCgCarbb1lxq6Fe8mhwwXBQS5OkAEcS8Yhl054EUSEaWeOlPWP1ra7x7FyDG+8xcrUu/FbqEiGs/QWHFenp6psdmj5dKuuibNtFntGMvNXrxQO3PiL5W1TQwTJixkwVi+rG4eVHZIEhGlpZSVlZUMw+Tm5mIYJpVK23EjF+nEPOvWaPMn73Ise9hkOd1W5F5n57ZpzTzD1C+YAx52cYwg7YCJxWRsvOqhRxTpowiN1y0eTZ6cATieriEBIEtHO1qaLKeOt+M4je8v4izMRStb37Z4L+3gSmkrzzCN//pncGDAsWPHOI4LCQmJioqqrq6+xbCRTsaDEiHvsJt2bwG7/bp7HTotmk2BIB2M8PaV9R0oTGrK1TMOHui/OYSNd9iZg3stB4uBu/4XWZ61b165Qq1WK5XKkydPbtu2LSYG9YMgf+LWE+pvL0djA7Tdw1ndaMzVMwBAc85yphh7sULap7+LokMQDyVPzuhZerSrVHTJav+dtg4ryPJ+fv5fvosz6OmSYrow21yQzZmMVo43OjgAWFGnz2w2AQDDcUoCBwAe+InR/amRY3Acf//993mex1AZDeTPPCgRYlIZtFXxnuCjEBZ4qrSw79VoAQDDMUwqc2V8COKRqKSM5s8+SFdT3zcYsnX0oPPn2IsXxGER132xva6W3ltgLsxm9u/hWVZn5/YZmRw9k62nR2oofzHxdKBaWPj+LGNbUt0CABiG4yqNs6cTZUHkWh6UCAkvb1ytcTTWAwCJY2oCBwAF0XZzmGVlAwa5MDwE8UySiChxWES60fJ9g2G3jv6/Ll5N/1niO+9Ncdgf5UZtFWfpPbnmwhzL8cPA85es9mw9na2nD5ksDh4AAANoYB3+YuLa4/N2m2zg4A5rDnI38qBECAA+s19q+mgJgPaq7ZhESo5Ia98CTwiC3CJqaGJM5QUvEVFpZSssbOTegkuH9ivvH6fIuN9cmGMuyLZfrgGAcxZ2h9acq6dP0jahP5DAYLBCOkojv1dDBUlEwvLdV8JIUv3wk7hc0eFtQu4mHjaPkOcbFs27uHsbYbEIV4Q2nm/AxN26RXT572/obEGQjsc77JceSmerL86vbNzQYp7fxevpALVzr7Co0w4dvUtL17GtI91IHItTkqO8qDQ1pSJwTCIhY+IwmYwuLuBZq3PUDEZS8rgRAe9/Dvh1rhQRxMmzrggBw/yXfEwNS2xZsYy9XINhGKlQ9J/0mNeMZzEJWv8MQVzAuHm9vbkRANI18g0t5mwd/XSAWljUabuWztHTxraufR8Rkagi7/eiElSkBMNwlZqKjacS0+TJGbhCCQDWU6W6775gSo+CwyGOiNQ8OlOePNKVbUPuEh52RXgF3mY9U3baxLIxMTG5ubkqlQoNqkaQDsbWVF1+eip7uQYAGI4ffLyK5fghCtkRs9Xe9qepFylJU1PpGrIfJcUARIHB1PAkKjGNihtxK2uUIoiTh10RXkksqdNqi4uLAwMDT5w4MX36dFcHhCCegXMwRw/RBVnm/Cy2pgoAzlnYXD2dq6dtHC8n8BKThcBggFySrKJGe8m7ycQAIO3ZV56cQSWlS3v2dXUDkM7GcxMhhmFJSUn5+flqtVqlUr399tsffPCBq4NCkE6Lt1roA8X0nhxzQbajudHB8yUma7aeztHR1bbWzj8xhpkdXG9K8l6o7x4Do3U4IoIDfR6dJU+9Txwa7tLwkc7McxMhy7LPPvtsWlpaS0uLSCRCs4sQpN3sdbWmnB3s+XLCx5ccmkAOHurc5dBp6aI8ek8OvTefo2mh8y9Xz2Tp6GZ7azk0LxGRpCLT1GR/uTT1RHUFw16wsElqspTlYfZ8zYSHXdQsxFN4cB8hz+t0OgBQqVQmk0mhUDhL7CMIcrN4vuWrj/Wrv+GB561WwHCcJMURUb7z3rAcPWQuyLKcOAYc12J3FBiYHVq6yMDY2v7mdJWKUtXUKA01SCFzFnucdObyUbN1UVcfO883UcrPjp8RS9FANuTO8twrQgzDvLxaSwar1eobvxhBkOtq+epj/U/fvXK2+oMwXwAAnlt1sa5fk3bgjEkAcMlqz9HTO3TmoyarMPQTB+hHSVLV1ANe8kiZGADEXUKlvfuZi/LAzvJ2e7qGOmq2Hjdbnw9Sd1vyAcqCSAfw3ESIIMgtstfV6ld/w1kt+XrGufEUY1MR+HatKUtHV1n/mPkXryTTNFSamvQWEYATZPQQKildnpwh7hIKAPbGet33Xxp++zldTX1Yo80z0O+F+Siryl3TMMTDoESIIEg7mXN38nCdvhUJjv3WbNbaHRoRnqyi0tTkCBUpJ3BMKiNjh8tHpMuTMwhv3yvfIvIL8P2/t0RBIZGfvNtNJj5vYQ+brfH5u33mLuio1iCeCyVCBEHayVZZwVutAGDl+UfO1gkbK61ssopc1NU7UExEy2UEBoTGi4pPpkakU8OTcYq6wQHlySObP3k3TU2dt+izdHTspYu2C+WSiKiOaAziwVAiRBDkZplMprVr16rV6gEDBmzfvv1JjTcQODg4KYat7REovOb1qmYAGO0lxwhcNelx+Yh0WcxQjLipPzXirmGSiKh008mV9fosHf16iDddkIUSIXKnedDCvAiC3CKSJFNSUsrKyrp37w4A5LBEXEpe95UYQSjue9B3/iJyaPxNZkEBlZQRrZD6iYlqm/0sYzP/zXV6EaQdUCJEEORmEQShUqmsVqsw14gcFCuOiALRdfIcJpF4/ePFdnyEPDkDB0hWkQCQrWcsJ393NDXcYtgIcmMoESIIcrOam5t/++23sLCwioqK2traw4cPB33yjTgwuDDmj7uXi8P80gN9/N/5VNw1rB0fIes7kPD1T9dQAJCto4HjzIU5t60BCHI9njuhHkGQ24K3WnQ/fW/cvM7eUI9TFDUs0eupue3LgoLGdxY0rP9pyPEqC8fv6R/SLTkj6NPvbmPACHIVlAgRBHEvdHHe5TkzZlc0ZOvpJaE+jwb7hOccwSm5q+NCOi10axRBEPdCDonHKbnz7ihvszH7Cl0dFNKZoUSIIIh7wSQSMm5EupoiMNhntJgcnLkAjR1F7iCUCBEEcTvypAyNCB8kl7E8X2hgzHvyeIfd1UEhnRZKhAiCuB15YgpGEOlqCgCy9TRn0FmOHXJ1UEinhRIhgiBuB1dpZNGxaRoSAAr0jIOHuvnPan/8mrdaXB0a0gmhRIggiDuS9uoXLhV/FO67rU8wgQGn12q/XlY1McNeX+fq0JDOBiVCBEHcDmfQGTb+fMxs3aWjA8WtlWtSDp011tXUPv8YcA7Xhod0MigRIgjidnRr/8uzNh6Au2KeM8cDb3c46utQrRnk9kKJEEEQt2PO2yUs8GTh+GqbXfgRLgM5s8mcn+3a8JBOBi3DhCCI2+GMBuHBeSu7rFYnPNbbOeGBo6XRNWEhnRRKhAiCuB1RYJC9rhYA+pCSD8Nb17I/eKIaADAcF4dFuDI4pNNBt0YRBHE7qjGTsP9VXFQqU973YMeGg3RyKBEiCOJ2FGMmiIO6qCSS3pTEuXGwQiaSUfKEVGnfgS6MDel80OoTCIK4I4dee/nFmWzFWY6hgecxQgRisTw5w3/xR5hY7OrokE4FJUIEQdwXU1JsLsh2aJvFwSHy9Pulvfq5OiKkE0KJEEEQd5eVlVVRUZGUlFRSUlJTUzN37lyKolwdFNJ5oD5CBEHcXWpqKsdxzc3N06ZNi4iIqK6udnVESKeCEiGCIO4Ow7C4uLizZ89WVVVptdoePXq4OiKkU0GJEEEQd5ednb13797ExMRPP/1UJBKhK0Lk9kJ9hAiCIIhHQ1eECIIgiEdDiRBBEATxaCgRIgiCIB4NJUIEQRDEo6FEiCAIgng0lAgRBEEQj4YSIYIgCOLRUCJEEARBPBpKhAiCIIhHQ4kQQRAE8WgoESIIgiAeDSVCBEEQxKOhRIggCIJ4NJQIEQRBEI+GEiGCIAji0VAiRBAEQTyayNUBeJacnJz9+/c/8cQTISEhzo00Ta9Zs+bkyZMSiSQmJmbixIk4/qcvKPv379+xY0ddXV2XLl3GjBkTHR0tbDeZTL/88svx48cpioqLixs7duxV79q4caPBYOjdu/fjjz+uVqv/Mjy73Z6ZmXnx4sXnn3+eoqjb0WIEcSMWi+Wnn37S6/UvvfTSldurqqp++umnS5cu+fn5jRo1aujQoVfutdvtmzZt2rdvn8ViiYyMnDJlSlBQkHPv2bNnN2zYcPHiRY1Gk5ycnJGRgWGYsOv06dO//PJLbW1teHj4I488Eh4efjNBlpSU7Nq1a9KkSb169brVBiM3iUfuPKvVum7dutjYWOF3vn37dueuurq68PBwb2/vadOmTZgwQSKRpKSk2Gw2Ya/dbp8xYwYAREREjB49OiYmJi4ujuM4nufLyspCQ0PVavUDDzwgHHncuHEOh0N448KFCzEM69mzZ0JCAkmSYWFhly5dukGEBoPhk08+CQsLEyKsqam5Y78MBHGBhoaG9957Lzg4GABwHL9y1+7du6VSae/evadPn56QkAAA//rXv5x76+rqoqOjCYK45557xowZ061bt4ULFzr3fvzxxyKRKCAg4N57701KSurSpYtWqxV2ZWZmSiSSrl27jh07NiAgQC6X5+Xl3SBCh8OxefPm9PR04Rz8+uuvb2f7kRtCibAjVFRUDB48+K233lq5cuVViXDBggUYhp05c0Z4unbtWgD49ddfhacffvghAHz55ZfO1ztz5MyZMwcMGNDY2Cg8XbhwofPIJSUlGIbNnDlTSJknTpxQKBRTpky5QYSbNm1KSUlZunTp66+/jhIh0vmsWLFi1KhRy5cvf/rpp69KhIMGDerVq5fzzHriiScIgtDr9cLTjIwMtVp9+PBh4SnHcSzLCo9zcnIwDJs9e7Zzi/Mger3ex8cnOjpaOI5Wq+3Vq1dERITzldfS6XSDBg167bXXMjMzUSLsYCgRdqh9+/ZdlQinTZtGkqTdbheenj59GgA+/vhjnuftdntQUFBcXNx1D8VxnPO7J8/zlZWVAPDOO+/wPL9o0SIAqKysdO6dOXOmVCq1WCx/GeHy5ctRIkQ6sTfffPOqROjj4zN27Fjn02XLlgHAqVOneJ4/evQoACxatOi6hxo1apSPj4/BYLh21+rVqwEgMzPTueXLL78EgOzs7L+M8NKlSygRdjA0WMbFhg4dyjDM888/T9M0AKxbt04qlY4aNQoAysrKLl++PH78eACorKwsLS212WzON2IYptFonE8dDoewEQAYhgGAKzv5BgwYYLVaa2pqOqhVCHL3GDZs2M6dO3/88Uee5x0Ox/r16/v27dujRw8AyM3NBYDx48fb7faysrJz58453+VwOAoKCtLT05VKZUNDw7Fjx0wmk3NvWVkZADjvczofnzp1qsPahdw8lAhdbPbs2dOmTVu+fHlwcPCDDz74ySefbN26VegkP3/+PABcuHAhMjIyIiJiwIABoaGh27Ztu+5xtm7dCm0nW1xcHAAIt2EBQKvV5ufnAwBKhAhyreXLl/fo0eOJJ56IiopKSUkxm807duwgCALazsENGzZ4eXn16dOnR48eQ4YMETbW1dXRNM2y7PDhwwMCAqKjowMDA5cuXSocs6amhiRJlUrl/JSAgABA56C7QonQxS5evHjo0KG0tLST7EmkAAAFz0lEQVTZs2cfPXq0paXl888/NxgM0HZht3379iVLlly8ePHIkSOhoaGTJ0++9lyqqal5++23J0+ePGTIEAAYO3bsQw899Prrr99zzz3Dhw8PDQ0tLy93vnjgwIFBV+jWrVsHNhdB3E5JSUlVVdULL7yQkJBw9OjREydO/PDDDzzPA4DFYgGAgoKCjRs3Xr58ecuWLRUVFVOmTIG20zM7O3vSpElnzpwpLy9/4IEHXn755ezsbACwWq1isfjKT5FIJMJ2AJg7d27QnwmdJoiroOkTLvbII4/gOL5t2zapVPruu+9+++23zzzzzLx581auXOnv7w8An3zyybhx4wAgNDT0448/TkxM3LJly+zZs51HaG5uHj16tJeX16effipswXH8119/3bx58969e318fD777LPt27eXlpYGBgYCwIIFC4RzWCASof8DiOeqra199NFHZ82aJZw+X3zxxQsvvPDmm2/27t17woQJfn5+ALB161a5XA4Ao0ePfuGFF5YsWXL+/Hnh9JwzZ45zJsa3336bmZm5bt269PT04OBgg8FgtVqlUqmwt7GxEQC6dOkCABMnTrznnnuuDCMiIqLj2oxcA/0RdCWj0Xjw4MF58+YJZwuO4//4xz9++umnvLw8aDtnLly44Hy9cHflyq6IM2fOjB8/3mKxFBQUCHsFOI6PGzdOyKAAsHDhQh8fn8jISAB4+OGHO6JtCHI3KC4utlgszjNFoVB8+eWXP/zwQ15e3oQJE4RzsLKysm/fvsILhPxnMpm6deumVCqFQWrO98rlcqPRCADCTKTS0tKYmBhh7/HjxwFAmEqYkJAgzNNA3AS6NepKCoVCo9EI/eoClmUrKyuF76FRUVHBwcFr167lOE7Yu3HjRgAYNGiQ8HTz5s3Dhg3z8/Pbt29f165d/9enHDx4cMeOHU888cRV8/QRBBFKW1w5hqW8vJzneeEcTEpKAoA1a9YIu3ie37Rpk0qlioqKAoARI0Zs2bJFr9cLe3Nzcw0Gw+DBgwHg/vvvJwhCGIMt+O677+Ry+ZXDZxD3QSxevNjVMXiEzMzMLVu27Nmz5+DBgxKJRJgmERYW1tjY+OOPP16+fJmiqHPnzs2fP7+kpGTZsmW9e/fGMMzLy+urr746cOAATdO//PLLO++8k5aW9uabb2IY9sYbbzz33HMqlWrq1KnHjx8vLi4uLi6uqanp168fACxevLi0tLS8vHz16tVz586NjIz88ccfZTLZDSL86quvcnNzCwoKTp8+LZPJDh065Ofn5+vr20G/IAS5wz744IOioqL8/PwLFy7IZLLi4uJu3bp179598+bNmZmZIpGI5/ni4uLnnnsOw7Dly5er1eqAgIDTp09//fXXjY2N9fX1b7311vbt299+++3k5GQAiIqKWrly5ZYtW+x2e15e3ty5cwMDA1esWCGTyby9vRsbG1esWFFXV2cymT766KOff/55yZIlN06Eu3fvXr9+fVFRUVFRkVgsrqysNBqN3bt376BfkCdz6eQNDzJr1qxuf7Z06VKe5x0OxzfffBMTE6NWq+VyeWJi4tatW69846pVq2JiYjQaTWRk5GuvvUbTtLA9Li6u2zUee+wxnudZln3++ecjIyM1Gk2fPn3++c9/6nS6v4wwISHhqqPt2LHjDvwmEMQ1oqKirvoffuzYMZ7nm5ubX3vttZ49e0qlUl9f38mTJ589e9b5LoZhFixYEBUV5eXlNXjw4P/+979XHrOwsDA1NdXHx6dLly7Tp0+vra117mJZ9r333uvVq5dGoxkwYMAXX3whFLi4gTfffPOqCF999dXb+jtArg/jed7VuRhBEARBXAZ1GiEIgiAeDSVCBEEQxKOhRIggCIJ4NJQIEQRBEI+GEiGCIAji0VAiRBAEQTwaSoQIgiCIR0OJEEEQBPFoKBEiCIIgHg0lQgRBEMSjoUSIIAiCeDSUCBEEQRCPhhIhgiAI4tFQIkQQBEE82v8DmdagAPw2xVAAAAKPelRYdHJka2l0UEtMIHJka2l0IDIwMjMuMDkuNAAAeJx7v2/tPQYg4GdAAE0g1gLiBkY2BgUgzQKlOBg0gBQzE5sDmGZhh9DMMD46zc6AJg/mM0HFmZjh8hAaYT7UVhzGEpBmBJvCyDhYaG4GRgYGcQYGCQYGSQZGJgZGKQZGaaDvFZg5M5iYWRJYWDOYWNkSWHkU2NgzmNhkGNg5FNg5EzhkGTjkGDi5FLi4NZh5eBV45Bl4+TSYePkZ+AUY+BUY+BUZBMQSBAQzmASFEgSVGISEGYREMpiElRmEVRiEVRlERBNE1BhExTKYRNUZxDQYRJiArmFjZmFlY+dkExQSERUTEP8GdBkjPNaN3/YcUNVuPgDiTJWcfUB6nhaY/c115YHrp+fuB7HfL+k40H+FfR+IzbPe+MCGtHdg9p+bT/Yb5SvZg9iHjvId+BPM4gBiT0nIOdC5WBLMXhPTcmBndCmYHXhx2oFzpcvA6nfNO3rghchFMFs558sBpi2/weykicv2/UmcZQdid+w3tD+SuRks/mVHg51QrinYnC1cXA6rTnWAxduWpjvIh9uA2ar/Gx3mdxqB3dx3ZoPDq8fNEPf/2OegukoW4sfciw5br/bZgtjGjocddsceAOs9VTzF4eqfV2C2mZLdgfa/mWD13id3HWgPnwhmL2qsPWDLvhHMXvP1xIH739zA7J9VUQciXPnA7HT22fvn7/ECu9Oz3P2A3qO5YLao1uYDi0NbwezXlz7YPrw+Aew2xyh5B3UGJbC4X9lL++erT4LD1nqPk4Oo2DOwGvarbxwSAxnB5t+QmejwgskKzA5UPesQklQJZtfLMjj+OdYG1mv16LFDw3Q1sJkZ7m0Os8wCwWwxAMiXwzsFD1bxAAADmHpUWHRNT0wgcmRraXQgMjAyMy4wOS40AAB4nH1Wy24kNwy8+yv0AyPwJUo6+rFYLwKPgcTJP+Se/8cW1ba6F0tk7EOLU00Wiw8ND5d544cSnz9f/vj3v7I/8vIAO/3P/5yz/KNE9PBW4qE8ffv+416ePx6fvizP73/fP/4qxsUE71DhX7GPH+9vXxYuz+Vm1Uhna/GEAMS9UKX1KTuOHMhhPrqWm1T3NgPwG1LLe7m1KmP2SeXGVVT60ARph0/pxGrlRpVV3LLordwj5qDe2gykeXPJkB4+ufaB4Ei/ulqjmQB7AAXkaAjSq+TdxRPgCKBWnwqRADQipww4g6QhCVeWonWodsnyZjoS76zUuHBFQa1nWvIqkFfuLcgx0ol8MqRE9A4A0sGxTndTzpAaSKoqTWUAoMRNMok4CgQJpym+Z2TOqHoGbKg5VWlsYIw6qfUhGTDKI5WbT1J4JB8+Uo9RHojOE57wfdfWyTJglAd96xLVuQXbbpzGnkC22sRmX31JirbP6iO0kNP7GCOaxFwbZ6pL1MdrM/vsxoie0RRZQMZwUUjZSIanHnXl4zpjJhhStmFZGcXKa3BDMkPH6tDmGN8M2gLa4KtTl+i8Zjw10x1N9hq+pjNpj5fQJMEkgfaAOsZ3zjHjJaYxeGTQcXg1VjTyGjuRmXYIGu11LQ1mdkULsHcMZrZn6HDK0ZQOzTCguaYYg5V/m6hnBxJv5N2kAiT2EObt2F2s3EaWkiqQ6IwBn4aHhplvmfgadUId0Z+obczd1DFTmlEmrWTSda4lNnuz1GdUqcc8YnGEnCTUZipSFAn1xkB2Xu1Cbuni1KiRo0Q0qIWuAxskR0aJBsxdiCMjcRXNkEaLJ6OD3CGSk8yZAnnR5OmCyVd4HLNlsn+7v/xygR1X2tP7/eW80uJPzntrHe28nda5nXfQOvt50+BU9LxO4ij9vDXWeZyXA8Pl9j7hDx6vmz4MOxq2I05lR8OiMsTY7jnoIeaOz/F6LzseB7+OKblsVAaL84z+DlbXBcngpdc9uAz7Z4Es0YLcZa1pcOVTxqUjjDtV0cOiJ8ZCbaS/05VgG5adcFxii/NOWfph0Z2zjE/LGSt0RWayMUfl8OpWRkPaSHZLoYvzwFxdhpYjf7lOpy3Lzl1XB8SMXabtsGzO2j8tZ/QBP5BNthoaMoeQm48FZwh5ZmGr99AD5yAEZ0hrm090/LW/4/z1cw/PDz8Bn9vniRxtdDUAAAKIelRYdFNNSUxFUyByZGtpdCAyMDIzLjA5LjQAAHicZZK9blsxDIVfpUAXB7gR+CdSlNEpSyane9ChCDq2KYqMefgeyUXNosu1SJOHnw71/PjlhV9Oz49f7l5OD/t3fx5On57uLte8/Hg5Pf3z39/jn76PF3wvt4xc8/+p7gTj++H9FI2FNQ5pTnqcvTFx8MGtkww/ztZckxWJoX3YSnC6yKFNfCQqtDmnjYNaaA9CiTTunmghHz5WbCPHwIyuLGiBmGjKcU9NU0ceZ2qeprKajNhjZaSzMaNrqAVkVrV0lTVKibvsPuboedxzY2UczjjFiESNq3VaGShQdF/jzLsL1O+tSRDuhRyruK1cbzIytpio7JHWhvmIAxruW97RmIkihVVjCFLaDBb6KhKRvPYZafYDB8ok2RQZBAdRDgje84YGxSrqxqlbKp3hIf7DTVm3VLBShzNKtDmxJFxn7cQVd0QmcAIKo9vtquOpmjDPiPYw7E1dGXsbqnHFZnb3wxpK167XUOwpkcEfsZlFCcKCVYbrdlcYbZDBlmI/EHKx5aNnGMt6EGQStmyMjA4+6IplrAwpfFmZ9MAkTDDXDsBYi18xCS2j4QnWvp1P2pdy2EyDl4F4eL4z3dCOXdMarhg1GlHslyWugod9d3x9e/3++dfrz0ltHS+vb9/w7CbfIuEpJZKpt8ho2i1in71EfXrRlBkl0jlKpc4skU0uMCyTC43y5ILTJ1ecyQVHJxccyBQcqBQc8cmFR2JyAaIphUd0SnXHplR7+pQClFOqP1CqBsHYghRTCtKYUokgVIiUphYkn1qJxtRCxDG1EKlNrUgorkg5tS6tT61bw6ACpVAuUIK3UB/ReP8NSt5yg/yoEYEAAAMUelRYdHJka2l0UEtMMSByZGtpdCAyMDIzLjA5LjQAAHic1dJ/LJRxHAfwz/Pcj+fc+e3OOedyCBelEH8ofLVk1WazMk2a0xanWFaTTWsx5cfWyEY2wkZpSaMhJXNfpFArWobWtGgVJbZkWle6+/jR5h9/92zfvV/fz/d5Ps/3+THbeXccjIcV/Dt2GkeAcWQxQlAbk2+NIRSBxhg8djVXVldirUow+dxy8lbn65ODdes4Z1fqLG9tfTn56++6rt0GyxuczuCUYf6XlAADsAnAGYz7Z1gRy/CMgw98AfBdgO8KAiEI3ECwGYScmrPQsZxIKzLTsWZirZm1WizRsWJ3kJirJRZacw8w9wQLS7WllYZnbaO21oCNrYa1sQM7KdhtATsvkCq1UpmOldmrZQ5aeznIvUG+FeTbwEGhYx18QOGoVWwHR6WOdXRSK3eAkwpUvqDyA5U/SFnTr8OJzMQSC6HMQeGolMozjTVm7W8b1yTQ6MlxaprUZF+gwdw99Jl+F/r2TQ166noDrfbXo/1nrlB37xx0qaKCKqu80Avht+nIs0q9ybM38mnRa67TZPNGf9qU+A1tGPug9zvtGmpyd68lNRziE5NLtCm0oFaBboi7RB8eTUdHDV2jL9Lr8Pz2ql76WTqEdkuZp2zLL/Tx4rpOQ0J5iMn5et/Qx8nNWJ9/kBVimxqAfVrEYlI/kI/13JtJxDlmN9p9KZtUF/jhnnd17CEy+4/oJWk8CeqJxOcqfN5EpidzsF6aOkRahwuD8T2E9ZBHxyj2GThbQoYN0+igiUmSVeaB9x1tHSajntnoxjQB/X5/EHvmpVXRNqsZtHJwL22LF3aZfLC/nebFFGM90DWE5v1ORjf86KPvFvahf2bG0iPhlugkrkJf3XEA++/PiKA+E5VomVczrY2+jP7yai74/chV3H9YrDPxBFesR56bCv10px+/y8s4HvmjPIU9yxIrScZJP3R36nnSGlyKnl3sJO71KvRFFYQZnuTitbqIXFIeGIU9F/uYsKDDReiusVvk68IJdEbBUzLHa0Tb/wWdh/s9uI10JAAABGl6VFh0TU9MMSByZGtpdCAyMDIzLjA5LjQAAHicfVdbbiQ3DPz3KXSBafAt6XNtL7JBsGMg6+QO+5/7I0W1rZ5FiIwNY8QuiWQVSbV5RNCNn1p+/nz94+c/bX/k9Ql2+p/fOWf7W4no6XvLL+3562+/39vL+5fnT8vL21/39x/NpbliDzX+Ffvl/e37p4XbS7vp4TyYZ7vFMcPFudFB69O2H2k/EjmDSXu7+eEqrFYgtb21mxwufQolksYUjgJpifRDp7FbfpvdqfTuGacdRjrd8xuIIO4FMk7ksBhdM44Inwn4D7Kf3mXMPhEnH6LShxbIcZ4pnTLjGx2sElZ5n+2ePgd195lICw+pkEx5KB99wLsAEGpOs0IukQTh0QChclD0kIpPllPOmAqegDSioBKpGaghkVDs0mOodqlyZzuT76wpDR8oPusVn7xEioO7Z3iMjDKlChnpvQOAhLBEVYVppTskvieNKii3AYASu5QspUhgcZriOSN1hvIVcEJ3OlDlBmahlVofUlV8KiQHe0xSnEgxYlQnSgoE1nniJDzv6p2qzpDUB7UbkvLcMtpuXPrOJtKDTLrOVSZoDavyFlvObTgqLcVHmURUmkvqg74Vm33VOynaqdJcsonicLOP2s04y4T6AjJakZJ0JxlRKS5jZR46s4MYpPuwcsykOv1gzBYkge4lmbPqnxx0cB19mI0kVYO5HEfcvmX70HCCjihQF1Gt8lZJqB3TWTSyQo0Gx6igmlAo1F3QvreBKTY0ykgtoY6cO3XJ8914alVJMK5YIdDQsVrZA6OugkZCA0NpzjETyjQGl7H2M1Zj7VkjGCUis6x5OP22RiEzh6KuODqGTYWc56GcbRYQADOn1t7ozN/nGKMDiR11f1hKhemKCXJOZFb2UaVkqRTm28CZhi+OKeYVTZY6od7QceipnCRTxyzDtHUk4f5DxEk9+ri8DixVQsI8+nnFYIZ3K8NMkXBpyvBuqXyE1leMpUa4AFHPSBhnWqhzGWdKNGDuQpwZSahoVXg2V5w8QzBHMRliTK/CdFpHQnMMEewwXEnlOHZeUYq54jneG6bi9AqY+qA41T1XyAb0Vyd+vb/+8kJyvqI8v91fr1eU/JHrPSSXut9p9Fzv53au9XpzEPzsZaylXe8AOLr5ddEzNsR1m+dSN5rpNGw8p69o/eECzrXuE1hPw4XI+HobD5empdvLRyzDfLgBLQN5vOhsRbIp4IwzLduLLB5gvGhbNIKY7VkWk/izuUGD2LLsYGSxiTmww8Elsiz2eFnwSmuzgltBMzHeNEgSi0z48j5Pi11CLm0B3L50xTyQzcOA5kxOrl16WmxnmvfLsuy8NDkGAbK9a3xYrl2rElAb167kOS07L82YQZJsfiwLAiTZZeEPy95l8mHZbFjyDCLlsqyYEeZW0FbMqNbLkjzDYjsLy9IA2VdeljynZXNoK2aksi2+Yp7g+6Grua0nD+17WjbPrh+WzVh27mOf5vrz3xB8f/oXcKliENG8Vh4AAAMXelRYdFNNSUxFUzEgcmRraXQgMjAyMy4wOS40AAB4nGWTPW9eNwyF/0qBLjZwLYifIvWiU5ZMToGOQYbC6Ji6KDLmx/dQdwjbDr6WKPLw0RHfzx+/vNHb0+ePX57fnj59OIvzuSMt8OHpl0/Pr3cm//nv5Lb8rdLq7/9aP7/i+/ojwnf8fOk/vX/6/hRjzsXXyxzswrKuhw9TdbnmmJ5Lxa6HDWPNdb3QmDIlK5K+Iq8XHsg1uh6KdNYSqiri6yFjKi+tqpXLrCIa5n69yGCZjmY8prFpRXyJRekkxVqlvPD/VCWHIaLDXVZUxCk1gIiaNbV0yDwv8Hl41F4jIy4eJsR+PWgES56LSgrIHwWqwlWkkwoGHhgpEapCtBpVNptwtZJJxqeOaFnWtUgIi0ddMFYix0VtVgQKc5lXO3VzhjrweU2SipGwa8VscOQ6Yix8WuoI9TgGuB95R2Fmlkk0I2AtVkqyvJKYOe86xdNY2TQzJx/1kDWPc6aUcsByzbgNN6cjlU7wENm4Kd1Jho5coRnJt5SkklUIbzntFBoFHhp86XjFUzjDKmDMIgcqjWosFuiC1imDM6gKKIbcxiwSSBI8nscWH7AYM0hwFJYisrDCzQmtXOXIeApGES8957mIwlYXugS3lnW7ROSYN1CIhJ9rGMYiEcHBOsSYRAiD3JfLeUwmlEEGQwGLMZEuSQUTmFCtAKXDFUyxR3r9ZGjSImTY5OqzBsHJBVWfUuf4seAaeBlxzNcjAIaBRUBXVgbmQA2OwdMUrgoWM7kM45Ms1/P1+7f3r7/+/f7XnqOWr+/f/kDxph87ts1tp1tapm9tZ7St7Xh728lerU52tJ3ubDvb1GB4bmo0lJsajtKmzsObGhDhIo2IYlNDIt/UmdCoQaFPg4rNjWltbki+uRHBrQYk2DYgQW4D0s2NR2Rz4xGcNh7a3Hh4S+ORLY1nbmk8gm0Hoi0dCELdISh1h/DYjYhsSyeCVEMi3tqZYmuDktzaqGhu7VRrax8kbLtNkOqjhKFrVIzTRsVo1KcptzUqm9saldH3fwA6VNW9CTweaAAAAABJRU5ErkJggg==", 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", 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", 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", 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", 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", 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", 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", 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", 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", 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", 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", 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", 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", 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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# Display all the atom mappings\n", - "jnk1_edges = [edge for edge in jnk1_network.edges]\n", - "for edge in jnk1_edges:\n", + "edges = [edge for edge in network.edges]\n", + "for edge in edges:\n", " display(edge)" ] }, @@ -841,7 +494,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "id": "0be4c1f4", "metadata": { "id": "0be4c1f4" @@ -855,7 +508,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "id": "5ebec1d5", "metadata": { "id": "5ebec1d5" @@ -873,7 +526,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "id": "05b277f8", "metadata": { "colab": { @@ -882,17 +535,7 @@ "id": "05b277f8", "outputId": "2bd39d43-c089-45a3-bb5f-adea9efe2a02" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "edge 0 molecule 1: benzene\n", - "edge 0 molecule 2: anisole\n", - "edge 0 mapping: {0: 5, 1: 6, 2: 7, 3: 8, 4: 9, 5: 10, 6: 11, 7: 12, 8: 13, 9: 14, 11: 15}\n" - ] - } - ], + "outputs": [], "source": [ "edges = [edge for edge in new_network.edges]\n", "print(f\"edge 0 molecule 1: {edges[0].componentA.name}\")\n", @@ -909,14 +552,12 @@ "source": [ "### The OpenFE CLI\n", "\n", - "The OpenFE toolkit also has a command line interface which we plan to add several convenience methods to.\n", - "\n", - "For now functionality is limited to atom mapping, but it will be expanded upon as the project grows." + "The OpenFE toolkit also has a command line interface which we plan to add several convenience methods to." ] }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "id": "eecd0fea", "metadata": { "colab": { @@ -925,39 +566,7 @@ "id": "eecd0fea", "outputId": "c64ee46e-aada-49f0-f8e7-05c3aaa48b9d" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Usage: openfe [OPTIONS] COMMAND [ARGS]...\n", - "\n", - " This is the command line tool to provide easy access to functionality from\n", - " the OpenFE Python library.\n", - "\n", - "Options:\n", - " --version Show the version and exit.\n", - " --log PATH logging configuration file\n", - " -h, --help Show this message and exit.\n", - "\n", - "Network Planning Commands:\n", - " plan-rhfe-network Plan a relative hydration free energy network, saved as\n", - " JSON files for the quickrun command.\n", - " plan-rbfe-network Plan a relative binding free energy network, saved as\n", - " JSON files for the quickrun command.\n", - " view-ligand-network Visualize a ligand network\n", - "\n", - "Quickrun Executor Commands:\n", - " gather Gather result jsons for network of RFE results into a TSV file\n", - " quickrun Run a given transformation, saved as a JSON file\n", - "\n", - "Miscellaneous Commands:\n", - " fetch Fetch tutorial or other resource.\n", - " test Run the OpenFE test suite\n", - "\u001b[0m" - ] - } - ], + "outputs": [], "source": [ "# Call help on the OpenFE CLI\n", "locale.getpreferredencoding = lambda: 'UTF-8' # hack for google colab, not needed for local execution\n", @@ -966,7 +575,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "id": "363f9691", "metadata": { "colab": { @@ -975,16 +584,7 @@ "id": "363f9691", "outputId": "b20a66f8-c14f-490e-d761-3b5c01677c13" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "{0: 5, 1: 6, 2: 7, 3: 8, 4: 9, 5: 10, 6: 11, 7: 12, 8: 13, 9: 14, 10: 4, 11: 15}\n", - "\u001b[0m" - ] - } - ], + "outputs": [], "source": [ "# Get an atom mapping using the CLI\n", "\n", @@ -993,7 +593,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "id": "3b0dc398", "metadata": { "colab": { @@ -1003,26 +603,7 @@ "id": "3b0dc398", "outputId": "cec53cce-2f7a-4e0c-98af-fb31cc57c62d" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[0m" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# We can also directly visualise the mapping\n", "!openfe atommapping --mapper LomapAtomMapper --mol inputs/benzene.sdf --mol inputs/styrene.sdf --output test.png\n", @@ -1078,7 +659,7 @@ "The `RelativeHybridTopologyProtocol` class in `openfe.protocols.openmm_rfe`\n", "implements a means to achieve all the above with minimal intervention.\n", "\n", - "Here we work through its usage for the benzene -> phenol binding free energy\n", + "Here we work through its usage for the `lig_ejm_31` -> `lig_ejm_47` binding free energy\n", "test case. As this involves both a relative binding free energy in solvent\n", "and complex phases, the `RelativeHybridTopologyProtocol` Protocol will\n", "be used to build two separate `ProtocolDAG` (directed-acyclic-graph) classes, one for each phase.\n", @@ -1126,24 +707,24 @@ "id": "f5506f1a" }, "source": [ - "In the case of a relative ligand binding free energy calculation for benzene -> phenol,\n", + "In the case of a relative ligand binding free energy calculation for `lig_ejm_31` -> `lig_ejm_47`,\n", "four `ChemicalSystems` must be defined:\n", "\n", - "1. Benzene in complex with T4 lysozyme in a box of water\n", + "1. `lig_ejm_31` in complex with TYK2 in a box of water\n", "\n", "\n", - "2. Phenol in complex with T4 lysozyme in a box of water\n", + "2. `lig_ejm_47` in complex with TYK2 in a box of water\n", "\n", "\n", - "3. Benzene in a box of water\n", + "3. `lig_ejm_31` in a box of water\n", "\n", "\n", - "4. Phenol in a box of water\n", + "4. `lig_ejm_47` in a box of water\n", "\n", "\n", - "Here we will be passing the previously defined `SmallMoleculeComponents` for benzene\n", - "and phenol. We will also pass a `ProteinComponent` generated from the PDB file\n", - "present under `inputs/181L_mod_capped_protonated.pdb`. Finally, instead of passing\n", + "Here we will be passing the previously defined `SmallMoleculeComponents` for `lig_ejm_31`\n", + "and `lig_ejm_47`. We will also pass a `ProteinComponent` generated from the PDB file\n", + "present under `inputs/tyk2_protein.pdb`. Finally, instead of passing\n", "in a specific box of water, we will define a `SolventComponent` which will contain\n", "the necessary information for OpenMM's `Modeller` class to add water and 0.15 M NaCl\n", "around the solute when creating the OpenMM simulation objects." @@ -1151,7 +732,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "id": "0b6c9ec3", "metadata": { "id": "0b6c9ec3" @@ -1162,7 +743,7 @@ "from openfe import SolventComponent, ProteinComponent\n", "from openff.units import unit\n", "\n", - "protein = ProteinComponent.from_pdb_file('inputs/181L_mod_capped_protonated.pdb')\n", + "protein = ProteinComponent.from_pdb_file('inputs/tyk2_protein.pdb')\n", "\n", "# Note: the distance from the solute to add water is not defined here but in the\n", "# the relevant RBFE solver method\n", @@ -1172,7 +753,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "id": "8c6d6504", "metadata": { "colab": { @@ -1182,28 +763,17 @@ "id": "8c6d6504", "outputId": "47026705-938a-4e62-f1af-66e9c50334aa" }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ - "# Extract the relevant edge for the benzene -> phenol transform in the radial graph\n", - "benz_to_phenol = [edge for edge in network.edges if edge.componentB.name == \"phenol\"][0]\n", + "# Extract the relevant edge for the lig_ejm_31 -> lig_ejm_47 transform in the radial graph\n", + "ejm_31_to_ejm_47 = [edge for edge in network.edges if edge.componentB.name == \"lig_ejm_47\"][0]\n", "\n", - "benz_to_phenol" + "ejm_31_to_ejm_47" ] }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "id": "23b778d6", "metadata": { "id": "23b778d6" @@ -1213,16 +783,16 @@ "# Let's create the four ChemicalSystems\n", "from openfe import ChemicalSystem\n", "\n", - "benzene_complex = ChemicalSystem({'ligand': benz_to_phenol.componentA,\n", + "ejm_31_complex = ChemicalSystem({'ligand': ejm_31_to_ejm_47.componentA,\n", " 'solvent': solvent,\n", " 'protein': protein,})\n", - "benzene_solvent = ChemicalSystem({'ligand': benz_to_phenol.componentA,\n", + "ejm_31_solvent = ChemicalSystem({'ligand': ejm_31_to_ejm_47.componentA,\n", " 'solvent': solvent,})\n", "\n", - "phenol_complex = ChemicalSystem({'ligand': benz_to_phenol.componentB,\n", + "ejm_47_complex = ChemicalSystem({'ligand': ejm_31_to_ejm_47.componentB,\n", " 'solvent': solvent,\n", " 'protein': protein,})\n", - "phenol_solvent = ChemicalSystem({'ligand': benz_to_phenol.componentB,\n", + "ejm_47_solvent = ChemicalSystem({'ligand': ejm_31_to_ejm_47.componentB,\n", " 'solvent': solvent,})" ] }, @@ -1277,73 +847,12 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "id": "2da2945b", "metadata": { "id": "2da2945b" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "{'alchemical_settings': {'endstate_dispersion_correction': False,\n", - " 'explicit_charge_correction': False,\n", - " 'explicit_charge_correction_cutoff': ,\n", - " 'softcore_LJ': 'gapsys',\n", - " 'softcore_alpha': 0.85,\n", - " 'turn_off_core_unique_exceptions': False,\n", - " 'use_dispersion_correction': False},\n", - " 'engine_settings': {'compute_platform': None},\n", - " 'forcefield_settings': {'constraints': 'hbonds',\n", - " 'forcefields': ['amber/ff14SB.xml',\n", - " 'amber/tip3p_standard.xml',\n", - " 'amber/tip3p_HFE_multivalent.xml',\n", - " 'amber/phosaa10.xml'],\n", - " 'hydrogen_mass': 3.0,\n", - " 'nonbonded_cutoff': ,\n", - " 'nonbonded_method': 'PME',\n", - " 'rigid_water': True,\n", - " 'small_molecule_forcefield': 'openff-2.0.0'},\n", - " 'integrator_settings': {'barostat_frequency': ,\n", - " 'constraint_tolerance': 1e-06,\n", - " 'langevin_collision_rate': ,\n", - " 'n_restart_attempts': 20,\n", - " 'reassign_velocities': False,\n", - " 'remove_com': False,\n", - " 'timestep': },\n", - " 'lambda_settings': {'lambda_functions': 'default', 'lambda_windows': 11},\n", - " 'output_settings': {'checkpoint_interval': ,\n", - " 'checkpoint_storage_filename': 'checkpoint.chk',\n", - " 'forcefield_cache': 'db.json',\n", - " 'output_filename': 'simulation.nc',\n", - " 'output_indices': 'not water',\n", - " 'output_structure': 'hybrid_system.pdb'},\n", - " 'partial_charge_settings': {'nagl_model': None,\n", - " 'number_of_conformers': None,\n", - " 'off_toolkit_backend': 'ambertools',\n", - " 'partial_charge_method': 'am1bcc'},\n", - " 'protocol_repeats': 3,\n", - " 'simulation_settings': {'early_termination_target_error': ,\n", - " 'equilibration_length': ,\n", - " 'minimization_steps': 5000,\n", - " 'n_replicas': 11,\n", - " 'production_length': ,\n", - " 'real_time_analysis_interval': ,\n", - " 'real_time_analysis_minimum_time': ,\n", - " 'sampler_method': 'repex',\n", - " 'sams_flatness_criteria': 'logZ-flatness',\n", - " 'sams_gamma0': 1.0,\n", - " 'time_per_iteration': },\n", - " 'solvation_settings': {'solvent_model': 'tip3p',\n", - " 'solvent_padding': },\n", - " 'thermo_settings': {'ph': None,\n", - " 'pressure': ,\n", - " 'redox_potential': None,\n", - " 'temperature': }}\n" - ] - } - ], + "outputs": [], "source": [ "from openfe.protocols.openmm_rfe import RelativeHybridTopologyProtocol\n", "from pprint import pprint\n", @@ -1354,7 +863,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "id": "85b38150", "metadata": { "colab": { @@ -1363,25 +872,7 @@ "id": "85b38150", "outputId": "ebda0606-2d74-406c-e430-911c057d05fb" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "{'early_termination_target_error': ,\n", - " 'equilibration_length': ,\n", - " 'minimization_steps': 5000,\n", - " 'n_replicas': 11,\n", - " 'production_length': ,\n", - " 'real_time_analysis_interval': ,\n", - " 'real_time_analysis_minimum_time': ,\n", - " 'sampler_method': 'repex',\n", - " 'sams_flatness_criteria': 'logZ-flatness',\n", - " 'sams_gamma0': 1.0,\n", - " 'time_per_iteration': }\n" - ] - } - ], + "outputs": [], "source": [ "from pprint import pp\n", "from openff.units import unit\n", @@ -1414,7 +905,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "id": "d1829ab6", "metadata": { "id": "d1829ab6" @@ -1450,39 +941,32 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "id": "c1c63d13-d2a0-4eda-b731-9a353020328b", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "LigandAtomMapping(componentA=SmallMoleculeComponent(name=benzene), componentB=SmallMoleculeComponent(name=phenol), componentA_to_componentB={0: 0, 1: 1, 2: 2, 3: 3, 4: 4, 5: 5, 6: 6, 7: 7, 8: 8, 9: 9, 11: 11}, annotations={})\n" - ] - } - ], + "outputs": [], "source": [ - "print(benz_to_phenol)" + "print(ejm_31_to_ejm_47)" ] }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "id": "b3237be8", "metadata": { - "id": "b3237be8" + "id": "b3237be8", + "tags": [] }, "outputs": [], "source": [ "complex_dag = rbfe_transform.create(\n", - " stateA=benzene_complex, stateB=phenol_complex,\n", - " mapping=benz_to_phenol,\n", + " stateA=ejm_31_complex, stateB=ejm_47_complex,\n", + " mapping=ejm_31_to_ejm_47,\n", ")\n", "\n", "solvent_dag = rbfe_transform.create(\n", - " stateA=benzene_solvent, stateB=phenol_solvent,\n", - " mapping=benz_to_phenol,\n", + " stateA=ejm_31_solvent, stateB=ejm_47_solvent,\n", + " mapping=ejm_31_to_ejm_47,\n", ")" ] }, @@ -1500,7 +984,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": null, "id": "dd35cb04", "metadata": { "colab": { @@ -1509,20 +993,7 @@ "id": "dd35cb04", "outputId": "aa3008b0-6286-46c0-aba2-868bd6422939" }, - "outputs": [ - { - "data": { - "text/plain": [ - "[RelativeHybridTopologyProtocolUnit(benzene to phenol repeat 2 generation 0),\n", - " RelativeHybridTopologyProtocolUnit(benzene to phenol repeat 1 generation 0),\n", - " RelativeHybridTopologyProtocolUnit(benzene to phenol repeat 0 generation 0)]" - ] - }, - "execution_count": 27, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "list(complex_dag.protocol_units)" ] @@ -1600,7 +1071,7 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": null, "id": "9abc4787", "metadata": { "id": "9abc4787" @@ -1613,7 +1084,7 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": null, "id": "106ec948", "metadata": { "colab": { @@ -1626,992 +1097,7 @@ "nbval-skip" ] }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:\tSYSTEM CONFIG DETAILS:\n", - "INFO:\thostname: 'beast'\n", - "INFO:\tGPU: uuid='GPU-7ca18861-0aa7-302a-b413-9a48a3479dde' NVIDIA GeForce RTX 4070 Ti mode=Default\n", - "INFO:\tMemory used: 3.1G (6.2%)\n", - "INFO:\tcomplex/scratch_RelativeHybridTopologyProtocolUnit-021ba9e75a724ff6b506122cbb3e91d5_attempt_0: 4% full (837.5G free)\n", - "INFO:\tPreparing the hybrid topology simulation\n", - "INFO:\tParameterizing molecules\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][O][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tCreating hybrid system\n", - "INFO:\tSetting force field terms\n", - "INFO:\tAdding forces\n", - "INFO:\tHybrid system created\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "/home/hannah/mambaforge/envs/openfe_dev/lib/python3.11/site-packages/mdtraj/core/topology.py:91: UserWarning: atom_indices are not monotonically increasing\n", - " warnings.warn('atom_indices are not monotonically increasing')\n", - "INFO:\tCreating and setting up the sampler\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Please cite the following:\n", - "\n", - " Friedrichs MS, Eastman P, Vaidyanathan V, Houston M, LeGrand S, Beberg AL, Ensign DL, Bruns CM, and Pande VS. Accelerating molecular dynamic simulations on graphics processing unit. J. Comput. Chem. 30:864, 2009. DOI: 10.1002/jcc.21209\n", - " Eastman P and Pande VS. OpenMM: A hardware-independent framework for molecular simulations. Comput. Sci. Eng. 12:34, 2010. DOI: 10.1109/MCSE.2010.27\n", - " Eastman P and Pande VS. Efficient nonbonded interactions for molecular dynamics on a graphics processing unit. J. Comput. Chem. 31:1268, 2010. DOI: 10.1002/jcc.21413\n", - " Eastman P and Pande VS. Constant constraint matrix approximation: A robust, parallelizable constraint method for molecular simulations. J. Chem. Theor. Comput. 6:434, 2010. DOI: 10.1021/ct900463w\n", - " Chodera JD and Shirts MR. Replica exchange and expanded ensemble simulations as Gibbs multistate: Simple improvements for enhanced mixing. J. Chem. Phys., 135:194110, 2011. DOI:10.1063/1.3660669\n", - " \n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:\tRunning minimization\n", - "INFO:\tRunning equilibration phase\n", - "INFO:\tEquilibration iteration 1/10\n", - "INFO:\tIteration took 2.050s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:18.450695, at Fri Feb 23 14:38:37 2024 (consuming total wall clock time 0:00:20.500772).\n", - "INFO:\tEquilibration iteration 2/10\n", - "INFO:\tIteration took 1.315s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:13.462997, at Fri Feb 23 14:38:33 2024 (consuming total wall clock time 0:00:16.828747).\n", - "INFO:\tEquilibration iteration 3/10\n", - "INFO:\tIteration took 1.321s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:10.937745, at Fri Feb 23 14:38:32 2024 (consuming total wall clock time 0:00:15.625350).\n", - "INFO:\tEquilibration iteration 4/10\n", - "INFO:\tIteration took 1.324s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:09.018557, at Fri Feb 23 14:38:31 2024 (consuming total wall clock time 0:00:15.030928).\n", - "INFO:\tEquilibration iteration 5/10\n", - "INFO:\tIteration took 1.330s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:07.342725, at Fri Feb 23 14:38:31 2024 (consuming total wall clock time 0:00:14.685450).\n", - "INFO:\tEquilibration iteration 6/10\n", - "INFO:\tIteration took 1.327s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:05.780439, at Fri Feb 23 14:38:31 2024 (consuming total wall clock time 0:00:14.451097).\n", - "INFO:\tEquilibration iteration 7/10\n", - "INFO:\tIteration took 1.331s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:04.286697, at Fri Feb 23 14:38:30 2024 (consuming total wall clock time 0:00:14.288988).\n", - "INFO:\tEquilibration iteration 8/10\n", - "INFO:\tIteration took 1.325s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:02.831965, at Fri Feb 23 14:38:30 2024 (consuming total wall clock time 0:00:14.159826).\n", - "INFO:\tEquilibration iteration 9/10\n", - "INFO:\tIteration took 1.329s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:01.406352, at Fri Feb 23 14:38:30 2024 (consuming total wall clock time 0:00:14.063524).\n", - "INFO:\tEquilibration iteration 10/10\n", - "INFO:\tIteration took 1.336s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:00, at Fri Feb 23 14:38:30 2024 (consuming total wall clock time 0:00:13.993869).\n", - "INFO:\tRunning production phase\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 1/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.647s.\n", - "INFO:\tEstimated completion in 0:01:20.743156, at 2024-Feb-23-14:39:53 (consuming total wall clock time 0:01:22.390976).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 2/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.496s.\n", - "INFO:\tEstimated completion in 0:01:15.491861, at 2024-Feb-23-14:39:49 (consuming total wall clock time 0:01:18.637356).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 3/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.498s.\n", - "INFO:\tEstimated completion in 0:01:12.773896, at 2024-Feb-23-14:39:48 (consuming total wall clock time 0:01:17.419039).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 4/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.499s.\n", - "INFO:\tEstimated completion in 0:01:10.674420, at 2024-Feb-23-14:39:47 (consuming total wall clock time 0:01:16.820022).\n", - "INFO:\t********************************************************************************\n", - 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"INFO:\tEstimated completion in 0:01:00.616044, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.770055).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 11/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.504s.\n", - "INFO:\tEstimated completion in 0:00:59.064326, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.723495).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 12/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.504s.\n", - "INFO:\tEstimated completion in 0:00:57.521489, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.686170).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 13/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.503s.\n", - "INFO:\tEstimated completion in 0:00:55.980230, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.648960).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 14/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.503s.\n", - "INFO:\tEstimated completion in 0:00:54.444843, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.617838).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 15/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.504s.\n", - "INFO:\tEstimated completion in 0:00:52.915397, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.593424).\n", - 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"INFO:\tEstimated completion in 0:00:48.354804, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.554381).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 19/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.503s.\n", - "INFO:\tEstimated completion in 0:00:46.832473, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.536247).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 20/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.506s.\n", - "INFO:\tEstimated completion in 0:00:45.316772, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.527954).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 21/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.509s.\n", - "INFO:\tEstimated completion in 0:00:43.805520, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.526759).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 22/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.512s.\n", - "INFO:\tEstimated completion in 0:00:42.298711, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.533412).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 23/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.507s.\n", - "INFO:\tEstimated completion in 0:00:40.785364, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.528452).\n", - 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"INFO:\tEstimated completion in 0:00:36.255251, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.531772).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 27/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.510s.\n", - "INFO:\tEstimated completion in 0:00:34.745200, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.533043).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 28/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.511s.\n", - "INFO:\tEstimated completion in 0:00:33.235941, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.536229).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 29/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.507s.\n", - "INFO:\tEstimated completion in 0:00:31.723635, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.532464).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 30/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.509s.\n", - "INFO:\tEstimated completion in 0:00:30.212753, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.531882).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 31/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.513s.\n", - "INFO:\tEstimated completion in 0:00:28.704129, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.537181).\n", - 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"INFO:\tEstimated completion in 0:00:24.177710, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.555345).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 35/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.513s.\n", - "INFO:\tEstimated completion in 0:00:22.667908, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.559692).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 36/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.512s.\n", - "INFO:\tEstimated completion in 0:00:21.157345, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.561948).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 37/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.511s.\n", - "INFO:\tEstimated completion in 0:00:19.646369, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.562958).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 38/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.514s.\n", - "INFO:\tEstimated completion in 0:00:18.136397, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.568320).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 39/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.512s.\n", - "INFO:\tEstimated completion in 0:00:16.625526, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.570571).\n", - 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"INFO:\tEstimated completion in 0:00:12.092463, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.577892).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 43/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.521s.\n", - "INFO:\tEstimated completion in 0:00:10.582625, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.590176).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 44/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.513s.\n", - "INFO:\tEstimated completion in 0:00:09.071121, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.592673).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 45/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.524s.\n", - "INFO:\tEstimated completion in 0:00:07.560773, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.607731).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 46/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.518s.\n", - "INFO:\tEstimated completion in 0:00:06.049225, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.615309).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 47/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.513s.\n", - "INFO:\tEstimated completion in 0:00:04.537039, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.617323).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 48/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.518s.\n", - "INFO:\tEstimated completion in 0:00:03.024996, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.624912).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 49/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.512s.\n", - "INFO:\tEstimated completion in 0:00:01.512524, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.626208).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 50/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.516s.\n", - "INFO:\tEstimated completion in 0:00:00, at 2024-Feb-23-14:39:46 (consuming total wall clock time 0:01:15.630815).\n", - "INFO:\tProduction phase complete\n", - "INFO:\tPost-simulation analysis of results\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "INFO:\tSYSTEM CONFIG DETAILS:\n", - "INFO:\thostname: 'beast'\n", - "INFO:\tGPU: uuid='GPU-7ca18861-0aa7-302a-b413-9a48a3479dde' NVIDIA GeForce RTX 4070 Ti mode=Default\n", - "INFO:\tMemory used: 3.6G (7.1%)\n", - "INFO:\tcomplex/scratch_RelativeHybridTopologyProtocolUnit-12842fe815f7400bb572ea0cfe67a300_attempt_0: 4% full (837.0G free)\n", - "INFO:\tPreparing the hybrid topology simulation\n", - "INFO:\tParameterizing molecules\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][O][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tCreating hybrid system\n", - "INFO:\tSetting force field terms\n", - "INFO:\tAdding forces\n", - "INFO:\tHybrid system created\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "/home/hannah/mambaforge/envs/openfe_dev/lib/python3.11/site-packages/mdtraj/core/topology.py:91: UserWarning: atom_indices are not monotonically increasing\n", - " warnings.warn('atom_indices are not monotonically increasing')\n", - "INFO:\tCreating and setting up the sampler\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Please cite the following:\n", - "\n", - " Friedrichs MS, Eastman P, Vaidyanathan V, Houston M, LeGrand S, Beberg AL, Ensign DL, Bruns CM, and Pande VS. Accelerating molecular dynamic simulations on graphics processing unit. J. Comput. Chem. 30:864, 2009. DOI: 10.1002/jcc.21209\n", - " Eastman P and Pande VS. OpenMM: A hardware-independent framework for molecular simulations. Comput. Sci. Eng. 12:34, 2010. DOI: 10.1109/MCSE.2010.27\n", - " Eastman P and Pande VS. Efficient nonbonded interactions for molecular dynamics on a graphics processing unit. J. Comput. Chem. 31:1268, 2010. DOI: 10.1002/jcc.21413\n", - " Eastman P and Pande VS. Constant constraint matrix approximation: A robust, parallelizable constraint method for molecular simulations. J. Chem. Theor. Comput. 6:434, 2010. DOI: 10.1021/ct900463w\n", - " Chodera JD and Shirts MR. Replica exchange and expanded ensemble simulations as Gibbs multistate: Simple improvements for enhanced mixing. J. Chem. Phys., 135:194110, 2011. DOI:10.1063/1.3660669\n", - " \n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:\tRunning minimization\n", - "INFO:\tRunning equilibration phase\n", - "INFO:\tEquilibration iteration 1/10\n", - "INFO:\tIteration took 1.709s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:15.384760, at Fri Feb 23 14:42:11 2024 (consuming total wall clock time 0:00:17.094178).\n", - "INFO:\tEquilibration iteration 2/10\n", - "INFO:\tIteration took 1.317s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:12.109181, at Fri Feb 23 14:42:09 2024 (consuming total wall clock time 0:00:15.136477).\n", - "INFO:\tEquilibration iteration 3/10\n", - "INFO:\tIteration took 1.319s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:10.142573, at Fri Feb 23 14:42:09 2024 (consuming total wall clock time 0:00:14.489390).\n", - "INFO:\tEquilibration iteration 4/10\n", - "INFO:\tIteration took 1.326s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:08.510132, at Fri Feb 23 14:42:09 2024 (consuming total wall clock time 0:00:14.183554).\n", - "INFO:\tEquilibration iteration 5/10\n", - "INFO:\tIteration took 1.327s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:07.000862, at Fri Feb 23 14:42:08 2024 (consuming total wall clock time 0:00:14.001725).\n", - "INFO:\tEquilibration iteration 6/10\n", - "INFO:\tIteration took 1.332s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:05.555518, at Fri Feb 23 14:42:08 2024 (consuming total wall clock time 0:00:13.888795).\n", - "INFO:\tEquilibration iteration 7/10\n", - "INFO:\tIteration took 1.331s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:04.142268, at Fri Feb 23 14:42:08 2024 (consuming total wall clock time 0:00:13.807561).\n", - "INFO:\tEquilibration iteration 8/10\n", - "INFO:\tIteration took 1.336s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:02.750387, at Fri Feb 23 14:42:08 2024 (consuming total wall clock time 0:00:13.751936).\n", - "INFO:\tEquilibration iteration 9/10\n", - "INFO:\tIteration took 1.337s.\n", - 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"INFO:\tIteration took 1.499s.\n", - "INFO:\tEstimated completion in 0:01:15.703360, at 2024-Feb-23-14:43:27 (consuming total wall clock time 0:01:18.857666).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 3/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.503s.\n", - "INFO:\tEstimated completion in 0:01:12.981429, at 2024-Feb-23-14:43:26 (consuming total wall clock time 0:01:17.639818).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 4/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.495s.\n", - "INFO:\tEstimated completion in 0:01:10.781688, at 2024-Feb-23-14:43:25 (consuming total wall clock time 0:01:16.936617).\n", - "INFO:\t********************************************************************************\n", - 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"INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.509s.\n", - "INFO:\tEstimated completion in 0:00:43.882584, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.659628).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 22/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.508s.\n", - "INFO:\tEstimated completion in 0:00:42.363942, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.649897).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 23/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.510s.\n", - "INFO:\tEstimated completion in 0:00:40.849066, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.646418).\n", - 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"INFO:\tEstimated completion in 0:00:36.304388, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.634141).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 27/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.511s.\n", - "INFO:\tEstimated completion in 0:00:34.791137, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.632906).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 28/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.506s.\n", - "INFO:\tEstimated completion in 0:00:33.274488, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.623836).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 29/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.514s.\n", - "INFO:\tEstimated completion in 0:00:31.763791, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.628074).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 30/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.512s.\n", - "INFO:\tEstimated completion in 0:00:30.251631, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.629079).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 31/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.513s.\n", - "INFO:\tEstimated completion in 0:00:28.740129, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.631920).\n", - 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"INFO:\tEstimated completion in 0:00:24.206604, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.645638).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 35/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.513s.\n", - "INFO:\tEstimated completion in 0:00:22.694309, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.647698).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 36/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.514s.\n", - "INFO:\tEstimated completion in 0:00:21.182170, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.650608).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 37/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.517s.\n", - "INFO:\tEstimated completion in 0:00:19.671142, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.658237).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 38/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.500s.\n", - "INFO:\tEstimated completion in 0:00:18.154351, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.643128).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 39/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.531s.\n", - "INFO:\tEstimated completion in 0:00:16.646943, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.667925).\n", - 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"INFO:\tEstimated completion in 0:00:12.111054, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.694090).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 43/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.532s.\n", - "INFO:\tEstimated completion in 0:00:10.600336, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.716689).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 44/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 1.514s.\n", - "INFO:\tEstimated completion in 0:00:09.086085, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.717372).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 45/50\n", - 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"INFO:\tEstimated completion in 0:00:00, at 2024-Feb-23-14:43:24 (consuming total wall clock time 0:01:15.726758).\n", - "INFO:\tProduction phase complete\n", - "INFO:\tPost-simulation analysis of results\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "INFO:\tSYSTEM CONFIG DETAILS:\n", - "INFO:\thostname: 'beast'\n", - "INFO:\tGPU: uuid='GPU-7ca18861-0aa7-302a-b413-9a48a3479dde' NVIDIA GeForce RTX 4070 Ti mode=Default\n", - "INFO:\tMemory used: 3.9G (7.5%)\n", - "INFO:\tcomplex/scratch_RelativeHybridTopologyProtocolUnit-c87ed11203c64e3a9e49f7d18bb16f03_attempt_0: 4% full (836.6G free)\n", - "INFO:\tPreparing the hybrid topology simulation\n", - "INFO:\tParameterizing molecules\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][O][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tCreating hybrid system\n", - "INFO:\tSetting force field terms\n", - "INFO:\tAdding forces\n", - "INFO:\tHybrid system created\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "/home/hannah/mambaforge/envs/openfe_dev/lib/python3.11/site-packages/mdtraj/core/topology.py:91: UserWarning: atom_indices are not monotonically increasing\n", - " warnings.warn('atom_indices are not monotonically increasing')\n", - "INFO:\tCreating and setting up the sampler\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Please cite the following:\n", - "\n", - " Friedrichs MS, Eastman P, Vaidyanathan V, Houston M, LeGrand S, Beberg AL, Ensign DL, Bruns CM, and Pande VS. Accelerating molecular dynamic simulations on graphics processing unit. J. Comput. Chem. 30:864, 2009. DOI: 10.1002/jcc.21209\n", - " Eastman P and Pande VS. OpenMM: A hardware-independent framework for molecular simulations. Comput. Sci. Eng. 12:34, 2010. DOI: 10.1109/MCSE.2010.27\n", - " Eastman P and Pande VS. Efficient nonbonded interactions for molecular dynamics on a graphics processing unit. J. Comput. Chem. 31:1268, 2010. DOI: 10.1002/jcc.21413\n", - " Eastman P and Pande VS. Constant constraint matrix approximation: A robust, parallelizable constraint method for molecular simulations. J. Chem. Theor. Comput. 6:434, 2010. DOI: 10.1021/ct900463w\n", - " Chodera JD and Shirts MR. Replica exchange and expanded ensemble simulations as Gibbs multistate: Simple improvements for enhanced mixing. J. Chem. Phys., 135:194110, 2011. DOI:10.1063/1.3660669\n", - " \n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:\tRunning minimization\n", - "INFO:\tRunning equilibration phase\n", - "INFO:\tEquilibration iteration 1/10\n", - "INFO:\tIteration took 1.687s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:15.186863, at Fri Feb 23 14:45:41 2024 (consuming total wall clock time 0:00:16.874292).\n", - "INFO:\tEquilibration iteration 2/10\n", - "INFO:\tIteration took 1.321s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:12.034927, at Fri Feb 23 14:45:39 2024 (consuming total wall clock time 0:00:15.043659).\n", - "INFO:\tEquilibration iteration 3/10\n", - "INFO:\tIteration took 1.326s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:10.115407, at Fri Feb 23 14:45:39 2024 (consuming total wall clock time 0:00:14.450581).\n", - "INFO:\tEquilibration iteration 4/10\n", - "INFO:\tIteration took 1.330s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:08.498115, at Fri Feb 23 14:45:38 2024 (consuming total wall clock time 0:00:14.163525).\n", - 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"INFO:\tEstimated completion in 0:00:00, at 2024-Feb-23-14:46:54 (consuming total wall clock time 0:01:15.947045).\n", - "INFO:\tProduction phase complete\n", - "INFO:\tPost-simulation analysis of results\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n" - ] - } - ], + "outputs": [], "source": [ "# Finally we can run the simulations\n", "complex_path = pathlib.Path('./complex')\n", @@ -2623,7 +1109,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": null, "id": "820aaf86", "metadata": { "colab": { @@ -2636,992 +1122,7 @@ "nbval-skip" ] }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:\tSYSTEM CONFIG DETAILS:\n", - "INFO:\thostname: 'beast'\n", - "INFO:\tGPU: uuid='GPU-7ca18861-0aa7-302a-b413-9a48a3479dde' NVIDIA GeForce RTX 4070 Ti mode=Default\n", - "INFO:\tMemory used: 3.9G (7.5%)\n", - "INFO:\tsolvent/scratch_RelativeHybridTopologyProtocolUnit-e78939653dde47bb967deb840bf81cf7_attempt_0: 4% full (837.5G free)\n", - "INFO:\tPreparing the hybrid topology simulation\n", - "INFO:\tParameterizing molecules\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][O][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tCreating hybrid system\n", - "INFO:\tSetting force field terms\n", - "INFO:\tAdding forces\n", - "INFO:\tHybrid system created\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "/home/hannah/mambaforge/envs/openfe_dev/lib/python3.11/site-packages/mdtraj/core/topology.py:91: UserWarning: atom_indices are not monotonically increasing\n", - " warnings.warn('atom_indices are not monotonically increasing')\n", - "INFO:\tCreating and setting up the sampler\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "INFO:\tRunning minimization\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Please cite the following:\n", - "\n", - " Friedrichs MS, Eastman P, Vaidyanathan V, Houston M, LeGrand S, Beberg AL, Ensign DL, Bruns CM, and Pande VS. Accelerating molecular dynamic simulations on graphics processing unit. J. Comput. Chem. 30:864, 2009. DOI: 10.1002/jcc.21209\n", - " Eastman P and Pande VS. OpenMM: A hardware-independent framework for molecular simulations. Comput. Sci. Eng. 12:34, 2010. DOI: 10.1109/MCSE.2010.27\n", - " Eastman P and Pande VS. Efficient nonbonded interactions for molecular dynamics on a graphics processing unit. J. Comput. Chem. 31:1268, 2010. DOI: 10.1002/jcc.21413\n", - " Eastman P and Pande VS. Constant constraint matrix approximation: A robust, parallelizable constraint method for molecular simulations. J. Chem. Theor. Comput. 6:434, 2010. DOI: 10.1021/ct900463w\n", - " Chodera JD and Shirts MR. Replica exchange and expanded ensemble simulations as Gibbs multistate: Simple improvements for enhanced mixing. J. Chem. Phys., 135:194110, 2011. DOI:10.1063/1.3660669\n", - " \n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:\tRunning equilibration phase\n", - "INFO:\tEquilibration iteration 1/10\n", - "INFO:\tIteration took 0.498s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:04.484926, at Fri Feb 23 14:47:11 2024 (consuming total wall clock time 0:00:04.983251).\n", - "INFO:\tEquilibration iteration 2/10\n", - "INFO:\tIteration took 0.265s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:03.059072, at Fri Feb 23 14:47:10 2024 (consuming total wall clock time 0:00:03.823839).\n", - "INFO:\tEquilibration iteration 3/10\n", - "INFO:\tIteration took 0.273s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:02.421645, at Fri Feb 23 14:47:10 2024 (consuming total wall clock time 0:00:03.459493).\n", - "INFO:\tEquilibration iteration 4/10\n", - "INFO:\tIteration took 0.271s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:01.964701, at Fri Feb 23 14:47:09 2024 (consuming total wall clock time 0:00:03.274502).\n", - 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"INFO:\tEstimated completion in 0:00:00, at 2024-Feb-23-14:47:23 (consuming total wall clock time 0:00:13.940940).\n", - "INFO:\tProduction phase complete\n", - "INFO:\tPost-simulation analysis of results\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "INFO:\tSYSTEM CONFIG DETAILS:\n", - "INFO:\thostname: 'beast'\n", - "INFO:\tGPU: uuid='GPU-7ca18861-0aa7-302a-b413-9a48a3479dde' NVIDIA GeForce RTX 4070 Ti mode=Default\n", - "INFO:\tMemory used: 4.0G (7.7%)\n", - "INFO:\tsolvent/scratch_RelativeHybridTopologyProtocolUnit-39aa53c2c54e45dda79fa4ee11932ec0_attempt_0: 4% full (837.4G free)\n", - "INFO:\tPreparing the hybrid topology simulation\n", - "INFO:\tParameterizing molecules\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][O][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tCreating hybrid system\n", - "INFO:\tSetting force field terms\n", - "INFO:\tAdding forces\n", - "INFO:\tHybrid system created\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "/home/hannah/mambaforge/envs/openfe_dev/lib/python3.11/site-packages/mdtraj/core/topology.py:91: UserWarning: atom_indices are not monotonically increasing\n", - " warnings.warn('atom_indices are not monotonically increasing')\n", - "INFO:\tCreating and setting up the sampler\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "INFO:\tRunning minimization\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Please cite the following:\n", - "\n", - " Friedrichs MS, Eastman P, Vaidyanathan V, Houston M, LeGrand S, Beberg AL, Ensign DL, Bruns CM, and Pande VS. Accelerating molecular dynamic simulations on graphics processing unit. J. Comput. Chem. 30:864, 2009. DOI: 10.1002/jcc.21209\n", - " Eastman P and Pande VS. OpenMM: A hardware-independent framework for molecular simulations. Comput. Sci. Eng. 12:34, 2010. DOI: 10.1109/MCSE.2010.27\n", - " Eastman P and Pande VS. Efficient nonbonded interactions for molecular dynamics on a graphics processing unit. J. Comput. Chem. 31:1268, 2010. DOI: 10.1002/jcc.21413\n", - " Eastman P and Pande VS. Constant constraint matrix approximation: A robust, parallelizable constraint method for molecular simulations. J. Chem. Theor. Comput. 6:434, 2010. DOI: 10.1021/ct900463w\n", - " Chodera JD and Shirts MR. Replica exchange and expanded ensemble simulations as Gibbs multistate: Simple improvements for enhanced mixing. J. Chem. Phys., 135:194110, 2011. DOI:10.1063/1.3660669\n", - " \n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:\tRunning equilibration phase\n", - "INFO:\tEquilibration iteration 1/10\n", - "INFO:\tIteration took 0.322s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:02.895239, at Fri Feb 23 14:47:35 2024 (consuming total wall clock time 0:00:03.216932).\n", - "INFO:\tEquilibration iteration 2/10\n", - "INFO:\tIteration took 0.266s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:02.354962, at Fri Feb 23 14:47:35 2024 (consuming total wall clock time 0:00:02.943703).\n", - "INFO:\tEquilibration iteration 3/10\n", - "INFO:\tIteration took 0.263s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:01.988822, at Fri Feb 23 14:47:35 2024 (consuming total wall clock time 0:00:02.841175).\n", - "INFO:\tEquilibration iteration 4/10\n", - "INFO:\tIteration took 0.265s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:01.676454, at Fri Feb 23 14:47:35 2024 (consuming total wall clock time 0:00:02.794089).\n", - 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"INFO:\tEstimated completion in 0:00:00, at 2024-Feb-23-14:47:48 (consuming total wall clock time 0:00:13.785946).\n", - "INFO:\tProduction phase complete\n", - "INFO:\tPost-simulation analysis of results\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "INFO:\tSYSTEM CONFIG DETAILS:\n", - "INFO:\thostname: 'beast'\n", - "INFO:\tGPU: uuid='GPU-7ca18861-0aa7-302a-b413-9a48a3479dde' NVIDIA GeForce RTX 4070 Ti mode=Default\n", - "INFO:\tMemory used: 4.0G (7.7%)\n", - "INFO:\tsolvent/scratch_RelativeHybridTopologyProtocolUnit-cf845dc9d6724ebeaa551612f0e57391_attempt_0: 4% full (837.4G free)\n", - "INFO:\tPreparing the hybrid topology simulation\n", - "INFO:\tParameterizing molecules\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tRequested to generate parameters for residue \n", - "INFO:\tGenerating a residue template for [H][O][c]1[c]([H])[c]([H])[c]([H])[c]([H])[c]1[H] using openff-2.0.0\n", - "INFO:\tCreating hybrid system\n", - "INFO:\tSetting force field terms\n", - "INFO:\tAdding forces\n", - "INFO:\tHybrid system created\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "/home/hannah/mambaforge/envs/openfe_dev/lib/python3.11/site-packages/mdtraj/core/topology.py:91: UserWarning: atom_indices are not monotonically increasing\n", - " warnings.warn('atom_indices are not monotonically increasing')\n", - "INFO:\tCreating and setting up the sampler\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", - "INFO:\tRunning minimization\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Please cite the following:\n", - "\n", - " Friedrichs MS, Eastman P, Vaidyanathan V, Houston M, LeGrand S, Beberg AL, Ensign DL, Bruns CM, and Pande VS. Accelerating molecular dynamic simulations on graphics processing unit. J. Comput. Chem. 30:864, 2009. DOI: 10.1002/jcc.21209\n", - " Eastman P and Pande VS. OpenMM: A hardware-independent framework for molecular simulations. Comput. Sci. Eng. 12:34, 2010. DOI: 10.1109/MCSE.2010.27\n", - " Eastman P and Pande VS. Efficient nonbonded interactions for molecular dynamics on a graphics processing unit. J. Comput. Chem. 31:1268, 2010. DOI: 10.1002/jcc.21413\n", - " Eastman P and Pande VS. Constant constraint matrix approximation: A robust, parallelizable constraint method for molecular simulations. J. Chem. Theor. Comput. 6:434, 2010. DOI: 10.1021/ct900463w\n", - " Chodera JD and Shirts MR. Replica exchange and expanded ensemble simulations as Gibbs multistate: Simple improvements for enhanced mixing. J. Chem. Phys., 135:194110, 2011. DOI:10.1063/1.3660669\n", - " \n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:\tRunning equilibration phase\n", - "INFO:\tEquilibration iteration 1/10\n", - "INFO:\tIteration took 0.324s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:02.922475, at Fri Feb 23 14:48:00 2024 (consuming total wall clock time 0:00:03.247194).\n", - "INFO:\tEquilibration iteration 2/10\n", - "INFO:\tIteration took 0.267s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:02.367698, at Fri Feb 23 14:48:00 2024 (consuming total wall clock time 0:00:02.959622).\n", - "INFO:\tEquilibration iteration 3/10\n", - "INFO:\tIteration took 0.267s.\n", - "INFO:\tEstimated completion (of equilibration only) in 0:00:02.005912, at Fri Feb 23 14:48:00 2024 (consuming total wall clock time 0:00:02.865589).\n", - "INFO:\tEquilibration iteration 4/10\n", - "INFO:\tIteration took 0.267s.\n", - "INFO:\tEstimated completion (of equilibration only) in 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"INFO:\tIteration took 0.278s.\n", - "INFO:\tEstimated completion in 0:00:11.467587, at 2024-Feb-23-14:48:14 (consuming total wall clock time 0:00:13.984862).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 10/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 0.276s.\n", - "INFO:\tEstimated completion in 0:00:11.176376, at 2024-Feb-23-14:48:14 (consuming total wall clock time 0:00:13.970470).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 11/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 0.276s.\n", - "INFO:\tEstimated completion in 0:00:10.888898, at 2024-Feb-23-14:48:14 (consuming total wall clock time 0:00:13.960125).\n", - 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"INFO:\tIteration took 0.275s.\n", - "INFO:\tEstimated completion in 0:00:03.050566, at 2024-Feb-23-14:48:14 (consuming total wall clock time 0:00:13.866208).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 40/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 0.275s.\n", - "INFO:\tEstimated completion in 0:00:02.772822, at 2024-Feb-23-14:48:14 (consuming total wall clock time 0:00:13.864108).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 41/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 0.275s.\n", - "INFO:\tEstimated completion in 0:00:02.495172, at 2024-Feb-23-14:48:14 (consuming total wall clock time 0:00:13.862067).\n", - 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"INFO:\tIteration took 0.279s.\n", - "INFO:\tEstimated completion in 0:00:01.663578, at 2024-Feb-23-14:48:14 (consuming total wall clock time 0:00:13.863153).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 45/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 0.280s.\n", - "INFO:\tEstimated completion in 0:00:01.386725, at 2024-Feb-23-14:48:14 (consuming total wall clock time 0:00:13.867249).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 46/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 0.276s.\n", - "INFO:\tEstimated completion in 0:00:01.109353, at 2024-Feb-23-14:48:14 (consuming total wall clock time 0:00:13.866910).\n", - 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"INFO:\tIteration took 0.277s.\n", - "INFO:\tEstimated completion in 0:00:00.277411, at 2024-Feb-23-14:48:14 (consuming total wall clock time 0:00:13.870567).\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration 50/50\n", - "INFO:\t********************************************************************************\n", - "INFO:\tIteration took 0.276s.\n", - "INFO:\tEstimated completion in 0:00:00, at 2024-Feb-23-14:48:14 (consuming total wall clock time 0:00:13.870145).\n", - "INFO:\tProduction phase complete\n", - "INFO:\tPost-simulation analysis of results\n", - "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n" - ] - } - ], + "outputs": [], "source": [ "# Next the solvent state transformation\n", "solvent_path = pathlib.Path('./solvent')\n", @@ -3656,7 +1157,7 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": null, "id": "fd1332db", "metadata": { "colab": { @@ -3668,16 +1169,7 @@ "nbval-skip" ] }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Complex dG: 3.7351953809232703 kilocalorie_per_mole, err 0.10340360099413659 kilocalorie_per_mole\n", - "Solvent dG: 1.0288482528700544 kilocalorie_per_mole, err 0.23196273582173413 kilocalorie_per_mole\n" - ] - } - ], + "outputs": [], "source": [ "# Get the complex and solvent results\n", "complex_results = rbfe_transform.gather([complex_dag_results])\n", @@ -3717,7 +1209,58 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.7" + "version": "3.10.14" + }, + "nbdime-conflicts": { + "local_diff": [ + { + "diff": [ + { + "diff": [ + { + "diff": [ + { + "key": 6, + "op": "addrange", + "valuelist": "3" + }, + { + "key": 6, + "length": 1, + "op": "removerange" + } + ], + "key": 0, + "op": "patch" + } + ], + "key": "version", + "op": "patch" + } + ], + "key": "language_info", + "op": "patch" + } + ], + "remote_diff": [ + { + "diff": [ + { + "diff": [ + { + "key": 0, + "length": 1, + "op": "removerange" + } + ], + "key": "version", + "op": "patch" + } + ], + "key": "language_info", + "op": "patch" + } + ] } }, "nbformat": 4, diff --git a/openmm_rbfe/benchmark_demo.ipynb b/openmm_rbfe/benchmark_demo.ipynb index bdd6641..8a4bf8f 100644 --- a/openmm_rbfe/benchmark_demo.ipynb +++ b/openmm_rbfe/benchmark_demo.ipynb @@ -17,7 +17,12 @@ "cell_type": "code", "execution_count": 1, "id": "77759687", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:54:58.291089661Z", + "start_time": "2024-03-04T11:54:57.366081248Z" + } + }, "outputs": [], "source": [ "import openfe\n", @@ -29,7 +34,12 @@ "cell_type": "code", "execution_count": 2, "id": "398fd391", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:54:58.422164038Z", + "start_time": "2024-03-04T11:54:58.280320Z" + } + }, "outputs": [], "source": [ "# load ligands first into rdkit, then pass these into SmallMoleculeComponent containers\n", @@ -50,13 +60,16 @@ "cell_type": "code", "execution_count": 3, "id": "c6a62ed0", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:54:58.428078693Z", + "start_time": "2024-03-04T11:54:58.424307535Z" + } + }, "outputs": [ { "data": { - "text/plain": [ - "21" - ] + "text/plain": "21" }, "execution_count": 3, "metadata": {}, @@ -83,7 +96,12 @@ "cell_type": "code", "execution_count": 4, "id": "38f6f48c", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:54:59.751528655Z", + "start_time": "2024-03-04T11:54:59.728275911Z" + } + }, "outputs": [], "source": [ "# give indices of all edges you want Lomap to form\n", @@ -105,7 +123,12 @@ "cell_type": "code", "execution_count": 5, "id": "d28a54ac", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:55:00.997498943Z", + "start_time": "2024-03-04T11:55:00.991805045Z" + } + }, "outputs": [], "source": [ "# fix up mappings\n", @@ -130,14 +153,17 @@ "cell_type": "code", "execution_count": 6, "id": "d001ffbb", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:55:01.408528374Z", + "start_time": "2024-03-04T11:55:01.345585009Z" + } + }, "outputs": [ { "data": { - "image/png": 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", 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", + "text/plain": "" }, "metadata": {}, "output_type": "display_data" @@ -151,7 +177,12 @@ "cell_type": "code", "execution_count": 7, "id": "61ad110a", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:55:02.077105541Z", + "start_time": "2024-03-04T11:55:02.073991145Z" + } + }, "outputs": [], "source": [ "from openfe.utils.visualization_3D import view_mapping_3d" @@ -161,121 +192,24 @@ "cell_type": "code", "execution_count": 8, "id": "a2bf6ba1", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:55:02.695962259Z", + "start_time": "2024-03-04T11:55:02.677155137Z" + } + }, "outputs": [ { "data": { - "application/3dmoljs_load.v0": "
\n

You appear to be running in JupyterLab (or JavaScript failed to load for some other reason). You need to install the 3dmol extension:
\n jupyter labextension install jupyterlab_3dmol

\n
\n", - "text/html": [ - "
\n", - "

You appear to be running in JupyterLab (or JavaScript failed to load for some other reason). You need to install the 3dmol extension:
\n", - " jupyter labextension install jupyterlab_3dmol

\n", - "
\n", - "" - ] + "application/3dmoljs_load.v0": "
\n

You appear to be running in JupyterLab (or JavaScript failed to load for some other reason). You need to install the 3dmol extension:
\n jupyter labextension install jupyterlab_3dmol

\n
\n", + "text/html": "
\n

You appear to be running in JupyterLab (or JavaScript failed to load for some other reason). You need to install the 3dmol extension:
\n jupyter labextension install jupyterlab_3dmol

\n
\n" }, "metadata": {}, "output_type": "display_data" }, { "data": { - "text/plain": [ - "" - ] + "text/plain": "" }, "execution_count": 8, "metadata": {}, @@ -298,7 +232,12 @@ "cell_type": "code", "execution_count": 9, "id": "d2b59d8a", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:55:05.502224537Z", + "start_time": "2024-03-04T11:55:05.500281698Z" + } + }, "outputs": [], "source": [ "from openfe.protocols import openmm_rfe\n" @@ -308,7 +247,12 @@ "cell_type": "code", "execution_count": 10, "id": "6b667256", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:55:05.984143333Z", + "start_time": "2024-03-04T11:55:05.980143257Z" + } + }, "outputs": [], "source": [ "# generate default starting settings\n", @@ -320,7 +264,6 @@ "settings.simulation_settings.production_length = 6 * unit.picosecond\n", "settings.protocol_repeats = 1 # number of completely independent runs, variance is std of means of these\n", "\n", - "\n", "# put Settings into Protocol\n", "# the settings are now \"locked in\"/read-only and can't be further modified\n", "# this is deliberate, the Protocol is now a fixed record of what you will do/have done\n", @@ -346,7 +289,12 @@ "cell_type": "code", "execution_count": 11, "id": "85f2ab07", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:55:07.712205236Z", + "start_time": "2024-03-04T11:55:07.708864853Z" + } + }, "outputs": [], "source": [ "# build both a solvent and complex network\n", @@ -400,7 +348,12 @@ "cell_type": "code", "execution_count": 12, "id": "4c137a1f", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:55:09.938727566Z", + "start_time": "2024-03-04T11:55:09.806667406Z" + } + }, "outputs": [], "source": [ "!rm -r work_rootdir" @@ -410,7 +363,12 @@ "cell_type": "code", "execution_count": 13, "id": "b1e76dd6", - "metadata": {}, + "metadata": { + "ExecuteTime": { + "end_time": "2024-03-04T11:55:10.605252569Z", + "start_time": "2024-03-04T11:55:10.532373171Z" + } + }, "outputs": [], "source": [ "import os\n", @@ -463,6 +421,16 @@ " cls=gufe.tokenization.JSON_HANDLER.decoder)\n", "\n" ] + }, + { + "cell_type": "code", + "execution_count": null, + "outputs": [], + "source": [], + "metadata": { + "collapsed": false + }, + "id": "8e64bd30f5fe9270" } ], "metadata": { diff --git a/openmm_rbfe/inputs/tyk2_ligands.sdf b/openmm_rbfe/inputs/tyk2_ligands.sdf new file mode 100644 index 0000000..8fea28e --- /dev/null +++ b/openmm_rbfe/inputs/tyk2_ligands.sdf @@ -0,0 +1,808 @@ +lig_ejm_31 + 3D + Schrodinger Suite 2021-1. + 32 33 0 0 1 0 999 V2000 + -4.7726 -2.8276 -16.4990 H 0 0 0 0 0 0 + -5.3616 -3.6890 -16.2224 C 0 0 0 0 0 0 + -4.7777 -4.9643 -16.1989 C 0 0 0 0 0 0 + -5.5357 -6.0885 -15.8273 C 0 0 0 0 0 0 + -6.9007 -5.9451 -15.4736 C 0 0 0 0 0 0 + -7.4915 -4.6571 -15.5270 C 0 0 0 0 0 0 + -6.7187 -3.5398 -15.8968 C 0 0 0 0 0 0 + -7.1766 -2.5639 -15.9391 H 0 0 0 0 0 0 + -9.1733 -4.4152 -15.1872 Cl 0 0 0 0 0 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-5.3788 -3.6540 -16.2032 C 0 0 0 0 0 0 + -4.7842 -4.9254 -16.1895 C 0 0 0 0 0 0 + -5.5365 -6.0583 -15.8239 C 0 0 0 0 0 0 + -6.9024 -5.9288 -15.4613 C 0 0 0 0 0 0 + -7.4999 -4.6438 -15.5003 C 0 0 0 0 0 0 + -6.7356 -3.5208 -15.8669 C 0 0 0 0 0 0 + -7.1930 -2.5443 -15.8928 H 0 0 0 0 0 0 + -9.1769 -4.4052 -15.1506 Cl 0 0 0 0 0 0 + -7.7083 -7.1203 -15.0262 C 0 0 0 0 0 0 + -8.1436 -7.1856 -13.8767 O 0 0 0 0 0 0 + -7.8838 -8.0479 -15.9847 N 0 0 0 0 0 0 + -7.4002 -7.8655 -16.8511 H 0 0 0 0 0 0 + -8.7100 -9.2031 -15.9928 C 0 0 0 0 0 0 + -9.5717 -9.5861 -14.9420 C 0 0 0 0 0 0 + -10.3774 -10.7205 -15.1209 C 0 0 0 0 0 0 + -10.3600 -11.4760 -16.2385 N 0 0 0 0 0 0 + -9.5290 -11.1353 -17.2521 C 0 0 0 0 0 0 + -8.6974 -9.9916 -17.1601 C 0 0 0 0 0 0 + -8.0618 -9.6948 -17.9809 H 0 0 0 0 0 0 + -9.5770 -11.9206 -18.4322 N 0 0 0 0 0 0 + -10.4274 -12.4608 -18.5322 H 0 0 0 0 0 0 + -8.6810 -12.0611 -19.4286 C 0 0 0 0 0 0 + -7.5776 -11.5115 -19.4762 O 0 0 0 0 0 0 + -9.1224 -12.9805 -20.5744 C 0 0 0 0 0 0 + -9.3530 -12.3758 -21.4514 H 0 0 0 0 0 0 + -10.0327 -13.5198 -20.3069 H 0 0 0 0 0 0 + -8.1134 -13.9200 -20.8980 O 0 0 0 0 0 0 + -8.4590 -14.4776 -21.5795 H 0 0 0 0 0 0 + -11.0554 -11.0362 -14.3423 H 0 0 0 0 0 0 + -9.6558 -9.0323 -14.0202 H 0 0 0 0 0 0 + -4.7358 -7.5856 -15.8221 Cl 0 0 0 0 0 0 + -3.7408 -5.0305 -16.4513 H 0 0 0 0 0 0 + 1 2 1 0 0 0 + 2 7 1 0 0 0 + 2 3 2 0 0 0 + 3 4 1 0 0 0 + 3 33 1 0 0 0 + 4 5 2 0 0 0 + 4 32 1 0 0 0 + 5 6 1 0 0 0 + 5 10 1 0 0 0 + 6 7 2 0 0 0 + 6 9 1 0 0 0 + 7 8 1 0 0 0 + 10 11 2 0 0 0 + 10 12 1 0 0 0 + 12 13 1 0 0 0 + 12 14 1 0 0 0 + 14 19 1 0 0 0 + 14 15 2 0 0 0 + 15 16 1 0 0 0 + 15 31 1 0 0 0 + 16 17 2 0 0 0 + 16 30 1 0 0 0 + 17 18 1 0 0 0 + 18 19 2 0 0 0 + 18 21 1 0 0 0 + 19 20 1 0 0 0 + 21 22 1 0 0 0 + 21 23 1 0 0 0 + 23 24 2 0 0 0 + 23 25 1 0 0 0 + 25 26 1 0 0 0 + 25 27 1 0 0 0 + 25 28 1 0 0 0 + 28 29 1 0 0 0 +M END +$$$$ +lig_jmc_23 + 3D + Schrodinger Suite 2021-1. + 36 38 0 0 1 0 999 V2000 + -4.7871 -2.7885 -16.4970 H 0 0 0 0 0 0 + -5.3697 -3.6577 -16.2217 C 0 0 0 0 0 0 + -4.7769 -4.9309 -16.1922 C 0 0 0 0 0 0 + -5.5340 -6.0593 -15.8230 C 0 0 0 0 0 0 + -6.9023 -5.9231 -15.4705 C 0 0 0 0 0 0 + -7.4977 -4.6364 -15.5270 C 0 0 0 0 0 0 + -6.7277 -3.5164 -15.8967 C 0 0 0 0 0 0 + -7.1783 -2.5375 -15.9389 H 0 0 0 0 0 0 + -9.1769 -4.3939 -15.1975 Cl 0 0 0 0 0 0 + -7.7122 -7.1118 -15.0366 C 0 0 0 0 0 0 + -8.1396 -7.1851 -13.8839 O 0 0 0 0 0 0 + -7.9032 -8.0308 -15.9995 N 0 0 0 0 0 0 + -7.4257 -7.8484 -16.8690 H 0 0 0 0 0 0 + -8.7261 -9.1875 -16.0036 C 0 0 0 0 0 0 + -9.5483 -9.5964 -14.9328 C 0 0 0 0 0 0 + -10.3511 -10.7349 -15.1078 C 0 0 0 0 0 0 + -10.3507 -11.4835 -16.2324 N 0 0 0 0 0 0 + -9.5485 -11.1226 -17.2638 C 0 0 0 0 0 0 + -8.7412 -9.9596 -17.1804 C 0 0 0 0 0 0 + -8.1391 -9.6368 -18.0149 H 0 0 0 0 0 0 + -9.5669 -11.9191 -18.4439 N 0 0 0 0 0 0 + -10.3812 -12.5111 -18.5394 H 0 0 0 0 0 0 + -8.6403 -12.0386 -19.4227 C 0 0 0 0 0 0 + -7.5787 -11.4151 -19.4628 O 0 0 0 0 0 0 + -9.0326 -13.0172 -20.4895 C 0 0 2 0 0 0 + -7.9828 -13.8780 -21.1725 C 0 0 1 0 0 0 + -8.5985 -12.7210 -21.9125 C 0 0 0 0 0 0 + -7.9711 -11.8488 -22.0970 H 0 0 0 0 0 0 + -9.3252 -12.9339 -22.6915 H 0 0 0 0 0 0 + -8.2299 -14.9031 -21.4408 H 0 0 0 0 0 0 + -6.6531 -13.7447 -20.8110 F 0 0 0 0 0 0 + -10.0144 -13.4741 -20.3734 H 0 0 0 0 0 0 + -11.0124 -11.0557 -14.3155 H 0 0 0 0 0 0 + -9.6070 -9.0544 -14.0007 H 0 0 0 0 0 0 + -4.7367 -7.5877 -15.8252 Cl 0 0 0 0 0 0 + -3.7329 -5.0446 -16.4497 H 0 0 0 0 0 0 + 1 2 1 0 0 0 + 2 7 1 0 0 0 + 2 3 2 0 0 0 + 3 4 1 0 0 0 + 3 36 1 0 0 0 + 4 5 2 0 0 0 + 4 35 1 0 0 0 + 5 6 1 0 0 0 + 5 10 1 0 0 0 + 6 7 2 0 0 0 + 6 9 1 0 0 0 + 7 8 1 0 0 0 + 10 11 2 0 0 0 + 10 12 1 0 0 0 + 12 13 1 0 0 0 + 12 14 1 0 0 0 + 14 19 1 0 0 0 + 14 15 2 0 0 0 + 15 16 1 0 0 0 + 15 34 1 0 0 0 + 16 17 2 0 0 0 + 16 33 1 0 0 0 + 17 18 1 0 0 0 + 18 19 2 0 0 0 + 18 21 1 0 0 0 + 19 20 1 0 0 0 + 21 22 1 0 0 0 + 21 23 1 0 0 0 + 23 24 2 0 0 0 + 23 25 1 0 0 0 + 25 27 1 0 0 0 + 25 26 1 0 0 0 + 25 32 1 0 0 0 + 26 27 1 0 0 0 + 26 30 1 0 0 0 + 26 31 1 0 0 0 + 27 28 1 0 0 0 + 27 29 1 0 0 0 +M END +$$$$ +lig_jmc_27 + 3D + Schrodinger Suite 2021-1. + 36 38 0 0 1 0 999 V2000 + -4.7850 -2.7769 -16.4290 H 0 0 0 0 0 0 + -5.3697 -3.6480 -16.1728 C 0 0 0 0 0 0 + -4.7769 -4.9212 -16.1644 C 0 0 0 0 0 0 + -5.5349 -6.0557 -15.8170 C 0 0 0 0 0 0 + -6.9040 -5.9250 -15.4663 C 0 0 0 0 0 0 + -7.4991 -4.6383 -15.5006 C 0 0 0 0 0 0 + -6.7300 -3.5136 -15.8503 C 0 0 0 0 0 0 + -7.1893 -2.5374 -15.8751 H 0 0 0 0 0 0 + -9.1768 -4.3997 -15.1586 Cl 0 0 0 0 0 0 + -7.7148 -7.1180 -15.0457 C 0 0 0 0 0 0 + -8.1389 -7.1991 -13.8934 O 0 0 0 0 0 0 + -7.9049 -8.0287 -16.0180 N 0 0 0 0 0 0 + -7.4294 -7.8335 -16.8865 H 0 0 0 0 0 0 + -8.7326 -9.1839 -16.0340 C 0 0 0 0 0 0 + -9.5767 -9.5845 -14.9768 C 0 0 0 0 0 0 + -10.3787 -10.7211 -15.1617 C 0 0 0 0 0 0 + -10.3684 -11.4682 -16.2855 N 0 0 0 0 0 0 + -9.5511 -11.1143 -17.3033 C 0 0 0 0 0 0 + -8.7345 -9.9579 -17.2108 C 0 0 0 0 0 0 + -8.1156 -9.6410 -18.0354 H 0 0 0 0 0 0 + -9.5769 -11.9102 -18.4820 N 0 0 0 0 0 0 + -10.4125 -12.4719 -18.5849 H 0 0 0 0 0 0 + -8.6418 -12.0583 -19.4429 C 0 0 0 0 0 0 + -7.5768 -11.4445 -19.4773 O 0 0 0 0 0 0 + -9.0300 -13.0424 -20.5007 C 0 0 2 0 0 0 + -7.9790 -13.8599 -21.2474 C 0 0 1 0 0 0 + -8.6725 -12.7173 -21.9374 C 0 0 0 0 0 0 + -8.0920 -11.8168 -22.1314 H 0 0 0 0 0 0 + -9.4254 -12.9488 -22.6885 H 0 0 0 0 0 0 + -8.2615 -14.8677 -21.5420 H 0 0 0 0 0 0 + -6.2468 -13.7466 -21.0219 Cl 0 0 0 0 0 0 + -9.9956 -13.5261 -20.3580 H 0 0 0 0 0 0 + -11.0483 -11.0477 -14.3796 H 0 0 0 0 0 0 + -9.6507 -9.0421 -14.0475 H 0 0 0 0 0 0 + -4.7400 -7.5863 -15.8220 Cl 0 0 0 0 0 0 + -3.7318 -5.0262 -16.4169 H 0 0 0 0 0 0 + 1 2 1 0 0 0 + 2 7 1 0 0 0 + 2 3 2 0 0 0 + 3 4 1 0 0 0 + 3 36 1 0 0 0 + 4 5 2 0 0 0 + 4 35 1 0 0 0 + 5 6 1 0 0 0 + 5 10 1 0 0 0 + 6 7 2 0 0 0 + 6 9 1 0 0 0 + 7 8 1 0 0 0 + 10 11 2 0 0 0 + 10 12 1 0 0 0 + 12 13 1 0 0 0 + 12 14 1 0 0 0 + 14 19 1 0 0 0 + 14 15 2 0 0 0 + 15 16 1 0 0 0 + 15 34 1 0 0 0 + 16 17 2 0 0 0 + 16 33 1 0 0 0 + 17 18 1 0 0 0 + 18 19 2 0 0 0 + 18 21 1 0 0 0 + 19 20 1 0 0 0 + 21 22 1 0 0 0 + 21 23 1 0 0 0 + 23 24 2 0 0 0 + 23 25 1 0 0 0 + 25 27 1 0 0 0 + 25 26 1 0 0 0 + 25 32 1 0 0 0 + 26 27 1 0 0 0 + 26 30 1 0 0 0 + 26 31 1 0 0 0 + 27 28 1 0 0 0 + 27 29 1 0 0 0 +M END +$$$$ +lig_jmc_28 + 3D + Schrodinger Suite 2021-1. + 39 41 0 0 1 0 999 V2000 + -4.7734 -2.7882 -16.4516 H 0 0 0 0 0 0 + -5.3693 -3.6534 -16.1928 C 0 0 0 0 0 0 + -4.7771 -4.9295 -16.1748 C 0 0 0 0 0 0 + -5.5384 -6.0580 -15.8222 C 0 0 0 0 0 0 + -6.9079 -5.9170 -15.4723 C 0 0 0 0 0 0 + -7.5021 -4.6266 -15.5098 C 0 0 0 0 0 0 + -6.7258 -3.5070 -15.8679 C 0 0 0 0 0 0 + -7.1773 -2.5281 -15.8986 H 0 0 0 0 0 0 + -9.1766 -4.3876 -15.1626 Cl 0 0 0 0 0 0 + -7.7200 -7.1066 -15.0434 C 0 0 0 0 0 0 + -8.1390 -7.1894 -13.8908 O 0 0 0 0 0 0 + -7.9167 -8.0154 -16.0156 N 0 0 0 0 0 0 + -7.4475 -7.8102 -16.8862 H 0 0 0 0 0 0 + -8.7431 -9.1695 -16.0273 C 0 0 0 0 0 0 + -9.5769 -9.5853 -14.9643 C 0 0 0 0 0 0 + -10.3771 -10.7245 -15.1583 C 0 0 0 0 0 0 + -10.3740 -11.4620 -16.2885 N 0 0 0 0 0 0 + -9.5582 -11.0924 -17.3052 C 0 0 0 0 0 0 + -8.7548 -9.9313 -17.2084 C 0 0 0 0 0 0 + -8.1464 -9.5935 -18.0346 H 0 0 0 0 0 0 + -9.5735 -11.8790 -18.4906 N 0 0 0 0 0 0 + -10.4150 -12.4196 -18.6299 H 0 0 0 0 0 0 + -8.6246 -12.0098 -19.4382 C 0 0 0 0 0 0 + -7.5447 -11.4192 -19.4291 O 0 0 0 0 0 0 + -9.0144 -12.9414 -20.5374 C 0 0 2 0 0 0 + -7.9968 -13.8618 -21.2117 C 0 0 1 0 0 0 + -8.4999 -12.6404 -21.9316 C 0 0 0 0 0 0 + -7.8110 -11.8050 -22.0554 H 0 0 0 0 0 0 + -9.1848 -12.7929 -22.7629 H 0 0 0 0 0 0 + -8.4286 -14.8054 -21.5270 H 0 0 0 0 0 0 + -6.5243 -14.0038 -20.8986 C 0 0 0 0 0 0 + -6.0378 -13.0412 -20.7510 H 0 0 0 0 0 0 + -6.0098 -14.5270 -21.7113 H 0 0 0 0 0 0 + -6.4164 -14.5984 -19.9932 H 0 0 0 0 0 0 + -10.0347 -13.3181 -20.4861 H 0 0 0 0 0 0 + -11.0392 -11.0690 -14.3787 H 0 0 0 0 0 0 + -9.6406 -9.0508 -14.0279 H 0 0 0 0 0 0 + -4.7554 -7.5923 -15.8220 Cl 0 0 0 0 0 0 + -3.7300 -5.0400 -16.4263 H 0 0 0 0 0 0 + 1 2 1 0 0 0 + 2 7 1 0 0 0 + 2 3 2 0 0 0 + 3 4 1 0 0 0 + 3 39 1 0 0 0 + 4 5 2 0 0 0 + 4 38 1 0 0 0 + 5 6 1 0 0 0 + 5 10 1 0 0 0 + 6 7 2 0 0 0 + 6 9 1 0 0 0 + 7 8 1 0 0 0 + 10 11 2 0 0 0 + 10 12 1 0 0 0 + 12 13 1 0 0 0 + 12 14 1 0 0 0 + 14 19 1 0 0 0 + 14 15 2 0 0 0 + 15 16 1 0 0 0 + 15 37 1 0 0 0 + 16 17 2 0 0 0 + 16 36 1 0 0 0 + 17 18 1 0 0 0 + 18 19 2 0 0 0 + 18 21 1 0 0 0 + 19 20 1 0 0 0 + 21 22 1 0 0 0 + 21 23 1 0 0 0 + 23 24 2 0 0 0 + 23 25 1 0 0 0 + 25 27 1 0 0 0 + 25 26 1 0 0 0 + 25 35 1 0 0 0 + 26 27 1 0 0 0 + 26 30 1 0 0 0 + 26 31 1 0 0 0 + 27 28 1 0 0 0 + 27 29 1 0 0 0 + 31 32 1 0 0 0 + 31 33 1 0 0 0 + 31 34 1 0 0 0 +M END +$$$$ diff --git a/openmm_rbfe/inputs/tyk2_protein.pdb b/openmm_rbfe/inputs/tyk2_protein.pdb new file mode 100644 index 0000000..8b0ba04 --- /dev/null +++ b/openmm_rbfe/inputs/tyk2_protein.pdb @@ -0,0 +1,5265 @@ +HEADER TRANSFERASE/TRANSFERASE INHIBITOR 08-AUG-12 4GIH +TITLE TYK2 (JH1) IN COMPLEX WITH +TITLE 2 2,6-DICHLORO-N-{2-[(CYCLOPROPYLCARBONYL) +TITLE 3 AMINO]PYRIDIN-4-YL}BENZAMIDE +EXPDTA X-RAY DIFFRACTION +REMARK 2 RESOLUTION. 2.00 ANGSTROMS +REMARK 3 R VALUE : 0.188000 +REMARK 3 FREE R VALUE : 0.217000 +REMARK 4 4GIH COMPLIES WITH FORMAT V. 3.30, +REMARK 200 TEMPERATURE (KELVIN) : 173.00 +REMARK 200 PH : 6.50 +REMARK 350 BIOMOLECULE: 1 +REMARK 350 APPLY THE FOLLOWING TO CHAINS: A +REMARK 350 BIOMT1 1 1.000000 0.000000 0.000000 0.000000 +REMARK 350 BIOMT2 1 0.000000 1.000000 0.000000 0.000000 +REMARK 350 BIOMT3 1 0.000000 0.000000 1.000000 0.000000 +REMARK 888 +REMARK 888 WRITTEN BY MAESTRO (A PRODUCT OF SCHRODINGER, LLC) +SEQRES 1 A 290 ACE THR VAL PHE HIS LYS ARG TYR LEU LYS LYS ILE ARG +SEQRES 2 A 290 ASP LEU GLY GLU GLY HIS PHE GLY LYS VAL SER LEU TYR +SEQRES 3 A 290 CYS TYR ASP PRO THR ASN ASP GLY THR GLY GLU MET VAL +SEQRES 4 A 290 ALA VAL LYS ALA LEU LYS ALA ASP ALA GLY PRO GLN HIS +SEQRES 5 A 290 ARG SER GLY TRP LYS GLN GLU ILE ASP ILE LEU ARG THR +SEQRES 6 A 290 LEU TYR HIS GLU HIS ILE ILE LYS TYR LYS GLY CYS CYS +SEQRES 7 A 290 GLU ASP ALA GLY ALA ALA SER LEU GLN LEU VAL MET GLU +SEQRES 8 A 290 TYR VAL PRO LEU GLY SER LEU ARG ASP TYR LEU PRO ARG +SEQRES 9 A 290 HIS SER ILE GLY LEU ALA GLN LEU LEU LEU PHE ALA GLN +SEQRES 10 A 290 GLN ILE CYS GLU GLY MET ALA TYR LEU HIS ALA GLN HIS +SEQRES 11 A 290 TYR ILE HIS ARG ASN LEU ALA ALA ARG ASN VAL LEU LEU +SEQRES 12 A 290 ASP ASN ASP ARG LEU VAL LYS ILE GLY ASP PHE GLY LEU +SEQRES 13 A 290 ALA LYS ALA VAL PRO GLU GLY HIS GLU TYR TYR ARG VAL +SEQRES 14 A 290 ARG GLU ASP GLY ASP SER PRO VAL PHE TRP TYR ALA PRO +SEQRES 15 A 290 GLU CYS LEU LYS GLU TYR LYS PHE TYR TYR ALA SER ASP +SEQRES 16 A 290 VAL TRP SER PHE GLY VAL THR LEU TYR GLU LEU LEU THR +SEQRES 17 A 290 HIS CYS ASP SER SER GLN SER PRO PRO THR LYS PHE LEU +SEQRES 18 A 290 GLU LEU ILE GLY ILE ALA GLN GLY GLN MET THR VAL LEU +SEQRES 19 A 290 ARG LEU THR GLU LEU LEU GLU ARG GLY GLU ARG LEU PRO +SEQRES 20 A 290 ARG PRO ASP LYS CYS PRO ALA GLU VAL TYR HIS LEU MET +SEQRES 21 A 290 LYS ASN CYS TRP GLU THR GLU ALA SER PHE ARG PRO THR +SEQRES 22 A 290 PHE GLU ASN LEU ILE PRO ILE LEU LYS THR VAL HIS GLU +SEQRES 23 A 290 LYS TYR ARG NME +FORMUL 2 HOH *46(H2 0) +HELIX 1 1 HIS A 940 HIS A 940 1 +HELIX 2 2 ARG A 941 ARG A 941 1 +HELIX 3 3 SER A 942 SER A 942 1 +HELIX 4 4 GLY A 943 GLY A 943 1 +HELIX 5 5 TRP A 944 TRP A 944 1 +HELIX 6 6 LYS A 945 LYS A 945 1 +HELIX 7 7 GLN A 946 GLN A 946 1 +HELIX 8 8 GLU A 947 GLU A 947 1 +HELIX 9 9 ILE A 948 ILE A 948 1 +HELIX 10 10 ASP A 949 ASP A 949 1 +HELIX 11 11 ILE A 950 ILE A 950 1 +HELIX 12 12 LEU A 951 LEU A 951 1 +HELIX 13 13 ARG A 952 ARG A 952 1 +HELIX 14 14 THR A 953 THR A 953 1 +HELIX 15 15 LEU A 986 LEU A 986 1 +HELIX 16 16 ARG A 987 ARG A 987 1 +HELIX 17 17 ASP A 988 ASP A 988 1 +HELIX 18 18 TYR A 989 TYR A 989 1 +HELIX 19 19 LEU A 997 LEU A 997 1 +HELIX 20 20 ALA A 998 ALA A 998 1 +HELIX 21 21 GLN A 999 GLN A 999 1 +HELIX 22 22 LEU A 1000 LEU A 1000 1 +HELIX 23 23 LEU A 1001 LEU A 1001 1 +HELIX 24 24 LEU A 1002 LEU A 1002 1 +HELIX 25 25 PHE A 1003 PHE A 1003 1 +HELIX 26 26 ALA A 1004 ALA A 1004 1 +HELIX 27 27 GLN A 1005 GLN A 1005 1 +HELIX 28 28 GLN A 1006 GLN A 1006 1 +HELIX 29 29 ILE A 1007 ILE A 1007 1 +HELIX 30 30 CYS A 1008 CYS A 1008 1 +HELIX 31 31 GLU A 1009 GLU A 1009 1 +HELIX 32 32 GLY A 1010 GLY A 1010 1 +HELIX 33 33 MET A 1011 MET A 1011 1 +HELIX 34 34 ALA A 1012 ALA A 1012 1 +HELIX 35 35 TYR A 1013 TYR A 1013 1 +HELIX 36 36 LEU A 1014 LEU A 1014 1 +HELIX 37 37 HIS A 1015 HIS A 1015 1 +HELIX 38 38 ALA A 1016 ALA A 1016 1 +HELIX 39 39 TYR A 1080 TYR A 1080 1 +HELIX 40 40 ALA A 1081 ALA A 1081 1 +HELIX 41 41 SER A 1082 SER A 1082 1 +HELIX 42 42 ASP A 1083 ASP A 1083 1 +HELIX 43 43 VAL A 1084 VAL A 1084 1 +HELIX 44 44 TRP A 1085 TRP A 1085 1 +HELIX 45 45 SER A 1086 SER A 1086 1 +HELIX 46 46 PHE A 1087 PHE A 1087 1 +HELIX 47 47 GLY A 1088 GLY A 1088 1 +HELIX 48 48 VAL A 1089 VAL A 1089 1 +HELIX 49 49 THR A 1090 THR A 1090 1 +HELIX 50 50 LEU A 1091 LEU A 1091 1 +HELIX 51 51 TYR A 1092 TYR A 1092 1 +HELIX 52 52 GLU A 1093 GLU A 1093 1 +HELIX 53 53 LEU A 1094 LEU A 1094 1 +HELIX 54 54 LEU A 1095 LEU A 1095 1 +HELIX 55 55 LYS A 1107 LYS A 1107 1 +HELIX 56 56 PHE A 1108 PHE A 1108 1 +HELIX 57 57 LEU A 1109 LEU A 1109 1 +HELIX 58 58 GLU A 1110 GLU A 1110 1 +HELIX 59 59 LEU A 1111 LEU A 1111 1 +HELIX 60 60 ILE A 1112 ILE A 1112 1 +HELIX 61 61 THR A 1120 THR A 1120 1 +HELIX 62 62 VAL A 1121 VAL A 1121 1 +HELIX 63 63 LEU A 1122 LEU A 1122 1 +HELIX 64 64 ARG A 1123 ARG A 1123 1 +HELIX 65 65 LEU A 1124 LEU A 1124 1 +HELIX 66 66 THR A 1125 THR A 1125 1 +HELIX 67 67 GLU A 1126 GLU A 1126 1 +HELIX 68 68 LEU A 1127 LEU A 1127 1 +HELIX 69 69 LEU A 1128 LEU A 1128 1 +HELIX 70 70 GLU A 1129 GLU A 1129 1 +HELIX 71 71 GLU A 1143 GLU A 1143 1 +HELIX 72 72 VAL A 1144 VAL A 1144 1 +HELIX 73 73 TYR A 1145 TYR A 1145 1 +HELIX 74 74 HIS A 1146 HIS A 1146 1 +HELIX 75 75 LEU A 1147 LEU A 1147 1 +HELIX 76 76 MET A 1148 MET A 1148 1 +HELIX 77 77 LYS A 1149 LYS A 1149 1 +HELIX 78 78 ASN A 1150 ASN A 1150 1 +HELIX 79 79 CYS A 1151 CYS A 1151 1 +HELIX 80 80 PHE A 1162 PHE A 1162 1 +HELIX 81 81 GLU A 1163 GLU A 1163 1 +HELIX 82 82 ASN A 1164 ASN A 1164 1 +HELIX 83 83 LEU A 1165 LEU A 1165 1 +HELIX 84 84 ILE A 1166 ILE A 1166 1 +HELIX 85 85 PRO A 1167 PRO A 1167 1 +HELIX 86 86 ILE A 1168 ILE A 1168 1 +HELIX 87 87 LEU A 1169 LEU A 1169 1 +HELIX 88 88 LYS A 1170 LYS A 1170 1 +HELIX 89 89 THR A 1171 THR A 1171 1 +HELIX 90 90 VAL A 1172 VAL A 1172 1 +HELIX 91 91 HIS A 1173 HIS A 1173 1 +HELIX 92 92 GLU A 1174 GLU A 1174 1 +HELIX 93 93 LYS A 1175 LYS A 1175 1 +HELIX 94 94 TYR A 1176 TYR A 1176 1 +TURN 1 1 THR A 890 THR A 890 +TURN 2 2 VAL A 891 VAL A 891 +TURN 3 3 HIS A 893 HIS A 893 +TURN 4 4 LYS A 894 LYS A 894 +TURN 5 5 ARG A 895 ARG A 895 +TURN 6 6 TYR A 896 TYR A 896 +TURN 7 7 GLY A 906 GLY A 906 +TURN 8 8 HIS A 907 HIS A 907 +TURN 9 9 PHE A 908 PHE A 908 +TURN 10 10 GLY A 909 GLY A 909 +TURN 11 11 ASP A 917 ASP A 917 +TURN 12 12 PRO A 918 PRO A 918 +TURN 13 13 THR A 919 THR A 919 +TURN 14 14 ASN A 920 ASN A 920 +TURN 15 15 ASP A 921 ASP A 921 +TURN 16 16 GLY A 922 GLY A 922 +TURN 17 17 THR A 923 THR A 923 +TURN 18 18 GLY A 924 GLY A 924 +TURN 19 19 ALA A 931 ALA A 931 +TURN 20 20 LEU A 932 LEU A 932 +TURN 21 21 LYS A 933 LYS A 933 +TURN 22 22 ALA A 934 ALA A 934 +TURN 23 23 ASP A 935 ASP A 935 +TURN 24 24 ALA A 936 ALA A 936 +TURN 25 25 GLY A 937 GLY A 937 +TURN 26 26 PRO A 938 PRO A 938 +TURN 27 27 GLN A 939 GLN A 939 +TURN 28 28 LEU A 954 LEU A 954 +TURN 29 29 TYR A 955 TYR A 955 +TURN 30 30 HIS A 956 HIS A 956 +TURN 31 31 GLU A 957 GLU A 957 +TURN 32 32 HIS A 958 HIS A 958 +TURN 33 33 ILE A 959 ILE A 959 +TURN 34 34 ILE A 960 ILE A 960 +TURN 35 35 LYS A 961 LYS A 961 +TURN 36 36 ALA A 969 ALA A 969 +TURN 37 37 GLY A 970 GLY A 970 +TURN 38 38 ALA A 971 ALA A 971 +TURN 39 39 ALA A 972 ALA A 972 +TURN 40 40 TYR A 980 TYR A 980 +TURN 41 41 VAL A 981 VAL A 981 +TURN 42 42 PRO A 982 PRO A 982 +TURN 43 43 LEU A 983 LEU A 983 +TURN 44 44 LEU A 990 LEU A 990 +TURN 45 45 PRO A 991 PRO A 991 +TURN 46 46 ARG A 992 ARG A 992 +TURN 47 47 HIS A 993 HIS A 993 +TURN 48 48 SER A 994 SER A 994 +TURN 49 49 ILE A 995 ILE A 995 +TURN 50 50 GLY A 996 GLY A 996 +TURN 51 51 GLN A1017 GLN A1017 +TURN 52 52 HIS A1018 HIS A1018 +TURN 53 53 HIS A1021 HIS A1021 +TURN 54 54 ARG A1022 ARG A1022 +TURN 55 55 ASN A1023 ASN A1023 +TURN 56 56 LEU A1024 LEU A1024 +TURN 57 57 ALA A1025 ALA A1025 +TURN 58 58 ALA A1026 ALA A1026 +TURN 59 59 ARG A1027 ARG A1027 +TURN 60 60 ASN A1028 ASN A1028 +TURN 61 61 ASP A1034 ASP A1034 +TURN 62 62 ARG A1035 ARG A1035 +TURN 63 63 GLY A1040 GLY A1040 +TURN 64 64 ASP A1041 ASP A1041 +TURN 65 65 PHE A1042 PHE A1042 +TURN 66 66 GLY A1043 GLY A1043 +TURN 67 67 LEU A1044 LEU A1044 +TURN 68 68 ALA A1045 ALA A1045 +TURN 69 69 VAL A1048 VAL A1048 +TURN 70 70 PRO A1049 PRO A1049 +TURN 71 71 GLU A1050 GLU A1050 +TURN 72 72 GLY A1051 GLY A1051 +TURN 73 73 HIS A1052 HIS A1052 +TURN 74 74 GLU A1053 GLU A1053 +TURN 75 75 VAL A1057 VAL A1057 +TURN 76 76 ARG A1058 ARG A1058 +TURN 77 77 GLU A1059 GLU A1059 +TURN 78 78 ASP A1060 ASP A1060 +TURN 79 79 GLY A1061 GLY A1061 +TURN 80 80 ASP A1062 ASP A1062 +TURN 81 81 SER A1063 SER A1063 +TURN 82 82 PRO A1064 PRO A1064 +TURN 83 83 VAL A1065 VAL A1065 +TURN 84 84 PHE A1066 PHE A1066 +TURN 85 85 TRP A1067 TRP A1067 +TURN 86 86 TYR A1068 TYR A1068 +TURN 87 87 ALA A1069 ALA A1069 +TURN 88 88 PRO A1070 PRO A1070 +TURN 89 89 GLU A1071 GLU A1071 +TURN 90 90 CYS A1072 CYS A1072 +TURN 91 91 LEU A1073 LEU A1073 +TURN 92 92 LYS A1074 LYS A1074 +TURN 93 93 GLU A1075 GLU A1075 +TURN 94 94 TYR A1076 TYR A1076 +TURN 95 95 THR A1096 THR A1096 +TURN 96 96 HIS A1097 HIS A1097 +TURN 97 97 CYS A1098 CYS A1098 +TURN 98 98 ASP A1099 ASP A1099 +TURN 99 99 SER A1100 SER A1100 +TURN 100 100 SER A1101 SER A1101 +TURN 101 101 GLN A1102 GLN A1102 +TURN 102 102 SER A1103 SER A1103 +TURN 103 103 PRO A1104 PRO A1104 +TURN 104 104 PRO A1105 PRO A1105 +TURN 105 105 THR A1106 THR A1106 +TURN 106 106 GLY A1113 GLY A1113 +TURN 107 107 ILE A1114 ILE A1114 +TURN 108 108 ALA A1115 ALA A1115 +TURN 109 109 GLN A1116 GLN A1116 +TURN 110 110 GLY A1117 GLY A1117 +TURN 111 111 GLN A1118 GLN A1118 +TURN 112 112 MET A1119 MET A1119 +TURN 113 113 ARG A1130 ARG A1130 +TURN 114 114 GLY A1131 GLY A1131 +TURN 115 115 GLU A1132 GLU A1132 +TURN 116 116 ARG A1133 ARG A1133 +TURN 117 117 LEU A1134 LEU A1134 +TURN 118 118 PRO A1135 PRO A1135 +TURN 119 119 ARG A1136 ARG A1136 +TURN 120 120 PRO A1137 PRO A1137 +TURN 121 121 ASP A1138 ASP A1138 +TURN 122 122 LYS A1139 LYS A1139 +TURN 123 123 CYS A1140 CYS A1140 +TURN 124 124 PRO A1141 PRO A1141 +TURN 125 125 ALA A1142 ALA A1142 +TURN 126 126 TRP A1152 TRP A1152 +TURN 127 127 GLU A1153 GLU A1153 +TURN 128 128 THR A1154 THR A1154 +TURN 129 129 GLU A1155 GLU A1155 +TURN 130 130 ALA A1156 ALA A1156 +TURN 131 131 SER A1157 SER A1157 +TURN 132 132 PHE A1158 PHE A1158 +TURN 133 133 ARG A1159 ARG A1159 +TURN 134 134 PRO A1160 PRO A1160 +TURN 135 135 THR A1161 THR A1161 +TURN 136 136 ARG A1177 ARG A1177 +SHEET 1 1 1 PHE A 892 PHE A 892 0 +SHEET 1 2 1 LEU A 897 LEU A 897 0 +SHEET 1 3 1 LYS A 898 LYS A 898 0 +SHEET 1 4 1 LYS A 899 LYS A 899 0 +SHEET 1 5 1 ILE A 900 ILE A 900 0 +SHEET 1 6 1 ARG A 901 ARG A 901 0 +SHEET 1 7 1 ASP A 902 ASP A 902 0 +SHEET 1 8 1 LEU A 903 LEU A 903 0 +SHEET 1 9 1 GLY A 904 GLY A 904 0 +SHEET 1 10 1 GLU A 905 GLU A 905 0 +SHEET 1 11 1 LYS A 910 LYS A 910 0 +SHEET 1 12 1 VAL A 911 VAL A 911 0 +SHEET 1 13 1 SER A 912 SER A 912 0 +SHEET 1 14 1 LEU A 913 LEU A 913 0 +SHEET 1 15 1 TYR A 914 TYR A 914 0 +SHEET 1 16 1 CYS A 915 CYS A 915 0 +SHEET 1 17 1 TYR A 916 TYR A 916 0 +SHEET 1 18 1 GLU A 925 GLU A 925 0 +SHEET 1 19 1 MET A 926 MET A 926 0 +SHEET 1 20 1 VAL A 927 VAL A 927 0 +SHEET 1 21 1 ALA A 928 ALA A 928 0 +SHEET 1 22 1 VAL A 929 VAL A 929 0 +SHEET 1 23 1 LYS A 930 LYS A 930 0 +SHEET 1 24 1 TYR A 962 TYR A 962 0 +SHEET 1 25 1 LYS A 963 LYS A 963 0 +SHEET 1 26 1 GLY A 964 GLY A 964 0 +SHEET 1 27 1 CYS A 965 CYS A 965 0 +SHEET 1 28 1 CYS A 966 CYS A 966 0 +SHEET 1 29 1 GLU A 967 GLU A 967 0 +SHEET 1 30 1 ASP A 968 ASP A 968 0 +SHEET 1 31 1 SER A 973 SER A 973 0 +SHEET 1 32 1 LEU A 974 LEU A 974 0 +SHEET 1 33 1 GLN A 975 GLN A 975 0 +SHEET 1 34 1 LEU A 976 LEU A 976 0 +SHEET 1 35 1 VAL A 977 VAL A 977 0 +SHEET 1 36 1 MET A 978 MET A 978 0 +SHEET 1 37 1 GLU A 979 GLU A 979 0 +SHEET 1 38 1 GLY A 984 GLY A 984 0 +SHEET 1 39 1 SER A 985 SER A 985 0 +SHEET 1 40 1 TYR A1019 TYR A1019 0 +SHEET 1 41 1 ILE A1020 ILE A1020 0 +SHEET 1 42 1 VAL A1029 VAL A1029 0 +SHEET 1 43 1 LEU A1030 LEU A1030 0 +SHEET 1 44 1 LEU A1031 LEU A1031 0 +SHEET 1 45 1 ASP A1032 ASP A1032 0 +SHEET 1 46 1 ASN A1033 ASN A1033 0 +SHEET 1 47 1 LEU A1036 LEU A1036 0 +SHEET 1 48 1 VAL A1037 VAL A1037 0 +SHEET 1 49 1 LYS A1038 LYS A1038 0 +SHEET 1 50 1 ILE A1039 ILE A1039 0 +SHEET 1 51 1 LYS A1046 LYS A1046 0 +SHEET 1 52 1 ALA A1047 ALA A1047 0 +SHEET 1 53 1 TYR A1054 TYR A1054 0 +SHEET 1 54 1 TYR A1055 TYR A1055 0 +SHEET 1 55 1 ARG A1056 ARG A1056 0 +SHEET 1 56 1 LYS A1077 LYS A1077 0 +SHEET 1 57 1 PHE A1078 PHE A1078 0 +SHEET 1 58 1 TYR A1079 TYR A1079 0 +CRYST1 36.165 74.378 105.855 90.00 90.00 90.00 P 21 21 21 4 +HETATM 1 CH3 ACE A 889 -15.732 -12.864 4.220 1.00 0.00 C +HETATM 2 C ACE A 889 -15.275 -14.196 3.637 1.00 0.00 C +HETATM 3 O ACE A 889 -14.652 -14.991 4.340 1.00 0.00 O +HETATM 4 H1 ACE A 889 -16.002 -12.982 5.270 1.00 0.00 H +HETATM 5 H2 ACE A 889 -14.929 -12.130 4.152 1.00 0.00 H +HETATM 6 H3 ACE A 889 -16.601 -12.476 3.688 1.00 0.00 H +ATOM 7 N THR A 890 -15.598 -14.429 2.353 1.00 62.43 N +ATOM 8 CA THR A 890 -15.253 -15.636 1.596 1.00 60.76 C +ATOM 9 C THR A 890 -13.728 -15.808 1.437 1.00 61.63 C +ATOM 10 O THR A 890 -13.057 -14.865 1.010 1.00 59.62 O +ATOM 11 CB THR A 890 -15.878 -15.600 0.175 1.00 68.55 C +ATOM 12 OG1 THR A 890 -17.275 -15.404 0.279 1.00 68.98 O +ATOM 13 CG2 THR A 890 -15.641 -16.864 -0.673 1.00 67.10 C +ATOM 14 H THR A 890 -16.131 -13.741 1.843 1.00 62.43 H +ATOM 15 HA THR A 890 -15.657 -16.495 2.138 1.00 60.76 H +ATOM 16 HB THR A 890 -15.486 -14.740 -0.370 1.00 68.55 H +ATOM 17 HG1 THR A 890 -17.660 -15.485 -0.597 1.00 68.98 H +ATOM 18 HG21 THR A 890 -16.174 -16.811 -1.622 1.00 67.10 H +ATOM 19 HG22 THR A 890 -14.586 -17.003 -0.909 1.00 67.10 H +ATOM 20 HG23 THR A 890 -15.983 -17.757 -0.151 1.00 67.10 H +ATOM 21 N VAL A 891 -13.227 -17.004 1.789 1.00 57.37 N +ATOM 22 CA VAL A 891 -11.803 -17.336 1.789 1.00 55.39 C +ATOM 23 C VAL A 891 -11.483 -18.439 0.760 1.00 56.21 C +ATOM 24 O VAL A 891 -12.250 -19.389 0.602 1.00 57.24 O +ATOM 25 CB VAL A 891 -11.320 -17.758 3.209 1.00 60.85 C +ATOM 26 CG1 VAL A 891 -11.950 -19.060 3.745 1.00 62.96 C +ATOM 27 CG2 VAL A 891 -9.784 -17.834 3.316 1.00 59.88 C +ATOM 28 H VAL A 891 -13.847 -17.732 2.112 1.00 57.37 H +ATOM 29 HA VAL A 891 -11.234 -16.448 1.521 1.00 55.39 H +ATOM 30 HB VAL A 891 -11.634 -16.961 3.885 1.00 60.85 H +ATOM 31 HG11 VAL A 891 -11.669 -19.225 4.785 1.00 62.96 H +ATOM 32 HG12 VAL A 891 -13.039 -19.021 3.707 1.00 62.96 H +ATOM 33 HG13 VAL A 891 -11.625 -19.935 3.183 1.00 62.96 H +ATOM 34 HG21 VAL A 891 -9.472 -17.993 4.349 1.00 59.88 H +ATOM 35 HG22 VAL A 891 -9.371 -18.651 2.725 1.00 59.88 H +ATOM 36 HG23 VAL A 891 -9.317 -16.908 2.976 1.00 59.88 H +ATOM 37 N PHE A 892 -10.332 -18.268 0.093 1.00 49.19 N +ATOM 38 CA PHE A 892 -9.736 -19.179 -0.880 1.00 47.07 C +ATOM 39 C PHE A 892 -8.379 -19.653 -0.337 1.00 52.74 C +ATOM 40 O PHE A 892 -7.608 -18.826 0.150 1.00 53.11 O +ATOM 41 CB PHE A 892 -9.546 -18.424 -2.216 1.00 45.10 C +ATOM 42 CG PHE A 892 -10.806 -18.200 -3.035 1.00 44.18 C +ATOM 43 CD1 PHE A 892 -11.099 -19.048 -4.122 1.00 44.87 C +ATOM 44 CD2 PHE A 892 -11.756 -17.229 -2.654 1.00 45.07 C +ATOM 45 CE1 PHE A 892 -12.289 -18.908 -4.823 1.00 45.27 C +ATOM 46 CE2 PHE A 892 -12.944 -17.110 -3.362 1.00 46.87 C +ATOM 47 CZ PHE A 892 -13.211 -17.944 -4.440 1.00 44.38 C +ATOM 48 H PHE A 892 -9.787 -17.438 0.287 1.00 49.19 H +ATOM 49 HA PHE A 892 -10.371 -20.052 -1.044 1.00 47.07 H +ATOM 50 HB3 PHE A 892 -8.819 -18.942 -2.845 1.00 45.10 H +ATOM 51 HB2 PHE A 892 -9.116 -17.444 -2.011 1.00 45.10 H +ATOM 52 HD1 PHE A 892 -10.391 -19.801 -4.420 1.00 44.87 H +ATOM 53 HD2 PHE A 892 -11.569 -16.581 -1.809 1.00 45.07 H +ATOM 54 HE1 PHE A 892 -12.501 -19.556 -5.660 1.00 45.27 H +ATOM 55 HE2 PHE A 892 -13.672 -16.374 -3.064 1.00 46.87 H +ATOM 56 HZ PHE A 892 -14.142 -17.847 -4.977 1.00 44.38 H +ATOM 57 N HIS A 893 -8.096 -20.961 -0.436 1.00 50.80 N +ATOM 58 CA HIS A 893 -6.829 -21.549 0.015 1.00 51.86 C +ATOM 59 C HIS A 893 -5.854 -21.664 -1.167 1.00 53.50 C +ATOM 60 O HIS A 893 -6.229 -22.208 -2.207 1.00 52.26 O +ATOM 61 CB HIS A 893 -7.080 -22.921 0.672 1.00 55.68 C +ATOM 62 CG HIS A 893 -8.193 -22.954 1.691 1.00 61.81 C +ATOM 63 ND1 HIS A 893 -9.452 -23.496 1.413 1.00 65.50 N +ATOM 64 CD2 HIS A 893 -8.184 -22.495 2.993 1.00 65.19 C +ATOM 65 CE1 HIS A 893 -10.148 -23.333 2.531 1.00 67.02 C +ATOM 66 NE2 HIS A 893 -9.446 -22.747 3.501 1.00 67.16 N +ATOM 67 H HIS A 893 -8.769 -21.596 -0.844 1.00 50.80 H +ATOM 68 HA HIS A 893 -6.383 -20.908 0.779 1.00 51.86 H +ATOM 69 HB3 HIS A 893 -6.171 -23.242 1.179 1.00 55.68 H +ATOM 70 HB2 HIS A 893 -7.292 -23.675 -0.087 1.00 55.68 H +ATOM 71 HD2 HIS A 893 -7.410 -22.016 3.574 1.00 65.19 H +ATOM 72 HE1 HIS A 893 -11.176 -23.645 2.643 1.00 67.02 H +ATOM 73 HE2 HIS A 893 -9.776 -22.523 4.430 1.00 67.16 H +ATOM 74 N LYS A 894 -4.615 -21.166 -0.990 1.00 50.22 N +ATOM 75 CA LYS A 894 -3.603 -21.102 -2.055 1.00 49.02 C +ATOM 76 C LYS A 894 -3.093 -22.481 -2.531 1.00 53.09 C +ATOM 77 O LYS A 894 -2.649 -22.591 -3.672 1.00 51.68 O +ATOM 78 CB LYS A 894 -2.443 -20.167 -1.638 1.00 52.12 C +ATOM 79 CG LYS A 894 -1.600 -19.701 -2.841 1.00 67.25 C +ATOM 80 CD LYS A 894 -0.571 -18.609 -2.518 1.00 79.06 C +ATOM 81 CE LYS A 894 0.105 -18.102 -3.806 1.00 86.18 C +ATOM 82 NZ LYS A 894 1.179 -17.132 -3.537 1.00 95.28 N1+ +ATOM 83 H LYS A 894 -4.367 -20.734 -0.111 1.00 50.22 H +ATOM 84 HA LYS A 894 -4.096 -20.649 -2.916 1.00 49.02 H +ATOM 85 HB3 LYS A 894 -1.815 -20.639 -0.881 1.00 52.12 H +ATOM 86 HB2 LYS A 894 -2.857 -19.278 -1.165 1.00 52.12 H +ATOM 87 HG3 LYS A 894 -2.267 -19.334 -3.621 1.00 67.25 H +ATOM 88 HG2 LYS A 894 -1.071 -20.551 -3.272 1.00 67.25 H +ATOM 89 HD3 LYS A 894 0.177 -19.010 -1.831 1.00 79.06 H +ATOM 90 HD2 LYS A 894 -1.058 -17.783 -1.996 1.00 79.06 H +ATOM 91 HE3 LYS A 894 -0.633 -17.631 -4.457 1.00 86.18 H +ATOM 92 HE2 LYS A 894 0.534 -18.936 -4.361 1.00 86.18 H +ATOM 93 HZ1 LYS A 894 1.906 -17.573 -2.992 1.00 95.28 H +ATOM 94 HZ2 LYS A 894 1.567 -16.796 -4.406 1.00 95.28 H +ATOM 95 HZ3 LYS A 894 0.818 -16.346 -3.009 1.00 95.28 H +ATOM 96 N ARG A 895 -3.219 -23.513 -1.678 1.00 51.74 N +ATOM 97 CA ARG A 895 -2.936 -24.922 -1.981 1.00 52.94 C +ATOM 98 C ARG A 895 -3.820 -25.522 -3.099 1.00 55.31 C +ATOM 99 O ARG A 895 -3.417 -26.518 -3.700 1.00 55.61 O +ATOM 100 CB ARG A 895 -3.055 -25.742 -0.675 1.00 57.62 C +ATOM 101 CG ARG A 895 -4.449 -25.700 -0.018 1.00 70.70 C +ATOM 102 CD ARG A 895 -4.551 -26.532 1.269 1.00 85.20 C +ATOM 103 NE ARG A 895 -5.826 -26.282 1.965 1.00 97.62 N +ATOM 104 CZ ARG A 895 -6.474 -27.088 2.829 1.00116.87 C +ATOM 105 NH1 ARG A 895 -6.007 -28.297 3.178 1.00109.22 N +ATOM 106 NH2 ARG A 895 -7.629 -26.662 3.356 1.00103.80 N1+ +ATOM 107 H ARG A 895 -3.593 -23.332 -0.758 1.00 51.74 H +ATOM 108 HA ARG A 895 -1.902 -24.980 -2.325 1.00 52.94 H +ATOM 109 HB3 ARG A 895 -2.322 -25.366 0.041 1.00 57.62 H +ATOM 110 HB2 ARG A 895 -2.772 -26.779 -0.866 1.00 57.62 H +ATOM 111 HG3 ARG A 895 -5.142 -26.145 -0.732 1.00 70.70 H +ATOM 112 HG2 ARG A 895 -4.799 -24.681 0.135 1.00 70.70 H +ATOM 113 HD3 ARG A 895 -3.681 -26.417 1.916 1.00 85.20 H +ATOM 114 HD2 ARG A 895 -4.581 -27.578 0.965 1.00 85.20 H +ATOM 115 HE ARG A 895 -6.255 -25.393 1.754 1.00 97.62 H +ATOM 116 HH12 ARG A 895 -6.515 -28.879 3.827 1.00109.22 H +ATOM 117 HH11 ARG A 895 -5.149 -28.646 2.769 1.00109.22 H +ATOM 118 HH22 ARG A 895 -8.146 -27.249 3.995 1.00103.80 H +ATOM 119 HH21 ARG A 895 -8.011 -25.764 3.096 1.00103.80 H +ATOM 120 N TYR A 896 -4.993 -24.917 -3.353 1.00 49.98 N +ATOM 121 CA TYR A 896 -5.948 -25.341 -4.378 1.00 49.28 C +ATOM 122 C TYR A 896 -5.900 -24.464 -5.642 1.00 50.16 C +ATOM 123 O TYR A 896 -6.491 -24.862 -6.644 1.00 48.17 O +ATOM 124 CB TYR A 896 -7.364 -25.348 -3.770 1.00 51.36 C +ATOM 125 CG TYR A 896 -7.587 -26.246 -2.560 1.00 55.87 C +ATOM 126 CD1 TYR A 896 -6.988 -27.524 -2.475 1.00 59.63 C +ATOM 127 CD2 TYR A 896 -8.449 -25.818 -1.529 1.00 57.59 C +ATOM 128 CE1 TYR A 896 -7.261 -28.365 -1.380 1.00 63.33 C +ATOM 129 CE2 TYR A 896 -8.717 -26.657 -0.430 1.00 61.39 C +ATOM 130 CZ TYR A 896 -8.130 -27.935 -0.360 1.00 71.07 C +ATOM 131 OH TYR A 896 -8.409 -28.757 0.692 1.00 74.22 O +ATOM 132 H TYR A 896 -5.258 -24.104 -2.814 1.00 49.98 H +ATOM 133 HA TYR A 896 -5.716 -26.351 -4.712 1.00 49.28 H +ATOM 134 HB3 TYR A 896 -8.095 -25.639 -4.525 1.00 51.36 H +ATOM 135 HB2 TYR A 896 -7.618 -24.330 -3.482 1.00 51.36 H +ATOM 136 HD1 TYR A 896 -6.338 -27.885 -3.257 1.00 59.63 H +ATOM 137 HD2 TYR A 896 -8.922 -24.848 -1.582 1.00 57.59 H +ATOM 138 HE1 TYR A 896 -6.810 -29.346 -1.334 1.00 63.33 H +ATOM 139 HE2 TYR A 896 -9.385 -26.322 0.350 1.00 61.39 H +ATOM 140 HH TYR A 896 -7.997 -29.621 0.612 1.00 74.22 H +ATOM 141 N LEU A 897 -5.197 -23.318 -5.597 1.00 46.72 N +ATOM 142 CA LEU A 897 -5.001 -22.416 -6.732 1.00 44.74 C +ATOM 143 C LEU A 897 -3.851 -22.919 -7.625 1.00 48.16 C +ATOM 144 O LEU A 897 -2.685 -22.753 -7.264 1.00 48.59 O +ATOM 145 CB LEU A 897 -4.714 -20.987 -6.202 1.00 44.20 C +ATOM 146 CG LEU A 897 -5.924 -20.222 -5.622 1.00 48.88 C +ATOM 147 CD1 LEU A 897 -5.488 -18.979 -4.825 1.00 51.85 C +ATOM 148 CD2 LEU A 897 -6.961 -19.837 -6.697 1.00 47.58 C +ATOM 149 H LEU A 897 -4.710 -23.068 -4.748 1.00 46.72 H +ATOM 150 HA LEU A 897 -5.907 -22.403 -7.338 1.00 44.74 H +ATOM 151 HB3 LEU A 897 -4.297 -20.372 -6.995 1.00 44.20 H +ATOM 152 HB2 LEU A 897 -3.930 -21.049 -5.447 1.00 44.20 H +ATOM 153 HG LEU A 897 -6.405 -20.889 -4.908 1.00 48.88 H +ATOM 154 HD11 LEU A 897 -5.824 -19.067 -3.792 1.00 51.85 H +ATOM 155 HD12 LEU A 897 -4.406 -18.850 -4.810 1.00 51.85 H +ATOM 156 HD13 LEU A 897 -5.915 -18.056 -5.220 1.00 51.85 H +ATOM 157 HD21 LEU A 897 -7.934 -19.654 -6.242 1.00 47.58 H +ATOM 158 HD22 LEU A 897 -6.673 -18.927 -7.224 1.00 47.58 H +ATOM 159 HD23 LEU A 897 -7.099 -20.607 -7.454 1.00 47.58 H +ATOM 160 N LYS A 898 -4.206 -23.500 -8.784 1.00 44.15 N +ATOM 161 CA LYS A 898 -3.275 -23.916 -9.836 1.00 44.11 C +ATOM 162 C LYS A 898 -3.159 -22.787 -10.871 1.00 46.50 C +ATOM 163 O LYS A 898 -4.147 -22.500 -11.546 1.00 45.72 O +ATOM 164 CB LYS A 898 -3.788 -25.205 -10.521 1.00 48.28 C +ATOM 165 CG LYS A 898 -3.559 -26.517 -9.749 1.00 70.59 C +ATOM 166 CD LYS A 898 -4.421 -26.693 -8.490 1.00 82.83 C +ATOM 167 CE LYS A 898 -4.393 -28.144 -7.981 1.00 97.68 C +ATOM 168 NZ LYS A 898 -5.185 -28.320 -6.753 1.00107.26 N1+ +ATOM 169 H LYS A 898 -5.188 -23.612 -9.002 1.00 44.15 H +ATOM 170 HA LYS A 898 -2.289 -24.117 -9.411 1.00 44.11 H +ATOM 171 HB3 LYS A 898 -3.252 -25.321 -11.464 1.00 48.28 H +ATOM 172 HB2 LYS A 898 -4.839 -25.106 -10.797 1.00 48.28 H +ATOM 173 HG3 LYS A 898 -2.505 -26.604 -9.484 1.00 70.59 H +ATOM 174 HG2 LYS A 898 -3.761 -27.344 -10.431 1.00 70.59 H +ATOM 175 HD3 LYS A 898 -5.444 -26.381 -8.702 1.00 82.83 H +ATOM 176 HD2 LYS A 898 -4.049 -26.031 -7.707 1.00 82.83 H +ATOM 177 HE3 LYS A 898 -3.368 -28.453 -7.777 1.00 97.68 H +ATOM 178 HE2 LYS A 898 -4.788 -28.816 -8.743 1.00 97.68 H +ATOM 179 HZ1 LYS A 898 -4.817 -27.724 -6.025 1.00107.26 H +ATOM 180 HZ2 LYS A 898 -6.153 -28.082 -6.930 1.00107.26 H +ATOM 181 HZ3 LYS A 898 -5.133 -29.284 -6.455 1.00107.26 H +ATOM 182 N LYS A 899 -1.972 -22.166 -10.979 1.00 42.86 N +ATOM 183 CA LYS A 899 -1.712 -21.052 -11.897 1.00 42.35 C +ATOM 184 C LYS A 899 -1.708 -21.508 -13.365 1.00 45.75 C +ATOM 185 O LYS A 899 -1.008 -22.465 -13.695 1.00 46.24 O +ATOM 186 CB LYS A 899 -0.382 -20.375 -11.512 1.00 45.46 C +ATOM 187 CG LYS A 899 -0.117 -19.063 -12.271 1.00 54.73 C +ATOM 188 CD LYS A 899 1.114 -18.319 -11.740 1.00 64.90 C +ATOM 189 CE LYS A 899 1.426 -17.068 -12.571 1.00 74.92 C +ATOM 190 NZ LYS A 899 2.594 -16.337 -12.051 1.00 84.51 N1+ +ATOM 191 H LYS A 899 -1.198 -22.461 -10.402 1.00 42.86 H +ATOM 192 HA LYS A 899 -2.511 -20.319 -11.766 1.00 42.35 H +ATOM 193 HB3 LYS A 899 0.450 -21.065 -11.661 1.00 45.46 H +ATOM 194 HB2 LYS A 899 -0.393 -20.156 -10.446 1.00 45.46 H +ATOM 195 HG3 LYS A 899 -0.991 -18.414 -12.196 1.00 54.73 H +ATOM 196 HG2 LYS A 899 0.021 -19.269 -13.333 1.00 54.73 H +ATOM 197 HD3 LYS A 899 1.973 -18.993 -11.741 1.00 64.90 H +ATOM 198 HD2 LYS A 899 0.939 -18.039 -10.700 1.00 64.90 H +ATOM 199 HE3 LYS A 899 0.570 -16.395 -12.579 1.00 74.92 H +ATOM 200 HE2 LYS A 899 1.622 -17.344 -13.608 1.00 74.92 H +ATOM 201 HZ1 LYS A 899 2.755 -15.539 -12.651 1.00 84.51 H +ATOM 202 HZ2 LYS A 899 2.411 -16.027 -11.108 1.00 84.51 H +ATOM 203 HZ3 LYS A 899 3.406 -16.938 -12.065 1.00 84.51 H +ATOM 204 N ILE A 900 -2.473 -20.796 -14.207 1.00 41.32 N +ATOM 205 CA ILE A 900 -2.604 -21.076 -15.636 1.00 41.22 C +ATOM 206 C ILE A 900 -1.686 -20.142 -16.451 1.00 44.92 C +ATOM 207 O ILE A 900 -0.918 -20.640 -17.272 1.00 45.41 O +ATOM 208 CB ILE A 900 -4.078 -20.931 -16.133 1.00 44.36 C +ATOM 209 CG1 ILE A 900 -5.025 -21.868 -15.338 1.00 45.50 C +ATOM 210 CG2 ILE A 900 -4.224 -21.186 -17.654 1.00 46.17 C +ATOM 211 CD1 ILE A 900 -6.527 -21.664 -15.604 1.00 56.14 C +ATOM 212 H ILE A 900 -3.010 -20.012 -13.856 1.00 41.32 H +ATOM 213 HA ILE A 900 -2.293 -22.103 -15.839 1.00 41.22 H +ATOM 214 HB ILE A 900 -4.399 -19.906 -15.939 1.00 44.36 H +ATOM 215 HG13 ILE A 900 -4.869 -21.739 -14.267 1.00 45.50 H +ATOM 216 HG12 ILE A 900 -4.762 -22.906 -15.546 1.00 45.50 H +ATOM 217 HG21 ILE A 900 -5.257 -21.102 -17.988 1.00 46.17 H +ATOM 218 HG22 ILE A 900 -3.655 -20.476 -18.252 1.00 46.17 H +ATOM 219 HG23 ILE A 900 -3.880 -22.187 -17.914 1.00 46.17 H +ATOM 220 HD11 ILE A 900 -6.981 -22.574 -15.996 1.00 56.14 H +ATOM 221 HD12 ILE A 900 -7.057 -21.403 -14.689 1.00 56.14 H +ATOM 222 HD13 ILE A 900 -6.724 -20.869 -16.318 1.00 56.14 H +ATOM 223 N ARG A 901 -1.769 -18.822 -16.202 1.00 40.97 N +ATOM 224 CA ARG A 901 -0.997 -17.785 -16.899 1.00 41.13 C +ATOM 225 C ARG A 901 -1.153 -16.426 -16.197 1.00 44.46 C +ATOM 226 O ARG A 901 -2.028 -16.266 -15.349 1.00 43.07 O +ATOM 227 CB ARG A 901 -1.415 -17.689 -18.393 1.00 41.29 C +ATOM 228 CG ARG A 901 -2.893 -17.330 -18.655 1.00 52.38 C +ATOM 229 CD ARG A 901 -3.184 -17.151 -20.154 1.00 59.92 C +ATOM 230 NE ARG A 901 -4.626 -17.047 -20.439 1.00 68.07 N +ATOM 231 CZ ARG A 901 -5.470 -18.056 -20.731 1.00 83.41 C +ATOM 232 NH1 ARG A 901 -5.064 -19.333 -20.802 1.00 64.57 N +ATOM 233 NH2 ARG A 901 -6.760 -17.779 -20.958 1.00 77.22 N1+ +ATOM 234 H ARG A 901 -2.406 -18.484 -15.493 1.00 40.97 H +ATOM 235 HA ARG A 901 0.058 -18.059 -16.843 1.00 41.13 H +ATOM 236 HB3 ARG A 901 -1.194 -18.631 -18.895 1.00 41.29 H +ATOM 237 HB2 ARG A 901 -0.782 -16.954 -18.894 1.00 41.29 H +ATOM 238 HG3 ARG A 901 -3.069 -16.365 -18.179 1.00 52.38 H +ATOM 239 HG2 ARG A 901 -3.588 -18.026 -18.182 1.00 52.38 H +ATOM 240 HD3 ARG A 901 -2.658 -17.871 -20.782 1.00 59.92 H +ATOM 241 HD2 ARG A 901 -2.800 -16.172 -20.446 1.00 59.92 H +ATOM 242 HE ARG A 901 -5.007 -16.113 -20.381 1.00 68.07 H +ATOM 243 HH12 ARG A 901 -5.714 -20.071 -21.028 1.00 64.57 H +ATOM 244 HH11 ARG A 901 -4.093 -19.560 -20.642 1.00 64.57 H +ATOM 245 HH22 ARG A 901 -7.411 -18.517 -21.182 1.00 77.22 H +ATOM 246 HH21 ARG A 901 -7.103 -16.830 -20.897 1.00 77.22 H +ATOM 247 N ASP A 902 -0.327 -15.455 -16.617 1.00 41.92 N +ATOM 248 CA ASP A 902 -0.466 -14.033 -16.281 1.00 41.86 C +ATOM 249 C ASP A 902 -1.534 -13.379 -17.179 1.00 43.46 C +ATOM 250 O ASP A 902 -1.649 -13.756 -18.347 1.00 42.68 O +ATOM 251 CB ASP A 902 0.870 -13.255 -16.417 1.00 46.10 C +ATOM 252 CG ASP A 902 2.075 -13.816 -15.638 1.00 63.12 C +ATOM 253 OD1 ASP A 902 1.868 -14.510 -14.618 1.00 62.46 O +ATOM 254 OD2 ASP A 902 3.207 -13.412 -15.980 1.00 75.36 O1- +ATOM 255 H ASP A 902 0.372 -15.668 -17.314 1.00 41.92 H +ATOM 256 HA ASP A 902 -0.795 -13.952 -15.245 1.00 41.86 H +ATOM 257 HB3 ASP A 902 0.722 -12.227 -16.081 1.00 46.10 H +ATOM 258 HB2 ASP A 902 1.153 -13.205 -17.470 1.00 46.10 H +ATOM 259 N LEU A 903 -2.271 -12.398 -16.628 1.00 39.42 N +ATOM 260 CA LEU A 903 -3.273 -11.609 -17.359 1.00 38.97 C +ATOM 261 C LEU A 903 -2.810 -10.164 -17.625 1.00 45.51 C +ATOM 262 O LEU A 903 -3.374 -9.534 -18.520 1.00 47.25 O +ATOM 263 CB LEU A 903 -4.619 -11.607 -16.593 1.00 37.74 C +ATOM 264 CG LEU A 903 -5.296 -12.990 -16.448 1.00 40.14 C +ATOM 265 CD1 LEU A 903 -6.586 -12.886 -15.603 1.00 39.42 C +ATOM 266 CD2 LEU A 903 -5.545 -13.682 -17.807 1.00 39.39 C +ATOM 267 H LEU A 903 -2.124 -12.142 -15.660 1.00 39.42 H +ATOM 268 HA LEU A 903 -3.440 -12.040 -18.346 1.00 38.97 H +ATOM 269 HB3 LEU A 903 -5.320 -10.938 -17.097 1.00 37.74 H +ATOM 270 HB2 LEU A 903 -4.461 -11.178 -15.603 1.00 37.74 H +ATOM 271 HG LEU A 903 -4.609 -13.626 -15.891 1.00 40.14 H +ATOM 272 HD11 LEU A 903 -7.473 -13.231 -16.134 1.00 39.42 H +ATOM 273 HD12 LEU A 903 -6.505 -13.482 -14.694 1.00 39.42 H +ATOM 274 HD13 LEU A 903 -6.792 -11.860 -15.296 1.00 39.42 H +ATOM 275 HD21 LEU A 903 -6.525 -14.154 -17.871 1.00 39.39 H +ATOM 276 HD22 LEU A 903 -5.480 -12.984 -18.642 1.00 39.39 H +ATOM 277 HD23 LEU A 903 -4.806 -14.466 -17.979 1.00 39.39 H +ATOM 278 N GLY A 904 -1.802 -9.669 -16.884 1.00 41.87 N +ATOM 279 CA GLY A 904 -1.253 -8.324 -17.054 1.00 43.49 C +ATOM 280 C GLY A 904 -1.005 -7.670 -15.690 1.00 48.38 C +ATOM 281 O GLY A 904 -1.010 -8.335 -14.653 1.00 47.59 O +ATOM 282 H GLY A 904 -1.396 -10.235 -16.152 1.00 41.87 H +ATOM 283 HA3 GLY A 904 -1.915 -7.681 -17.638 1.00 43.49 H +ATOM 284 HA2 GLY A 904 -0.308 -8.393 -17.594 1.00 43.49 H +ATOM 285 N GLU A 905 -0.757 -6.351 -15.724 1.00 46.73 N +ATOM 286 CA GLU A 905 -0.417 -5.520 -14.569 1.00 47.46 C +ATOM 287 C GLU A 905 -1.527 -4.496 -14.305 1.00 51.67 C +ATOM 288 O GLU A 905 -1.856 -3.713 -15.197 1.00 51.35 O +ATOM 289 CB GLU A 905 0.926 -4.797 -14.834 1.00 51.27 C +ATOM 290 CG GLU A 905 2.146 -5.732 -15.018 1.00 66.56 C +ATOM 291 CD GLU A 905 2.576 -6.520 -13.769 1.00 94.70 C +ATOM 292 OE1 GLU A 905 2.395 -6.005 -12.643 1.00 96.75 O +ATOM 293 OE2 GLU A 905 3.103 -7.639 -13.964 1.00 86.75 O1- +ATOM 294 H GLU A 905 -0.773 -5.869 -16.611 1.00 46.73 H +ATOM 295 HA GLU A 905 -0.307 -6.133 -13.677 1.00 47.46 H +ATOM 296 HB3 GLU A 905 1.125 -4.080 -14.036 1.00 51.27 H +ATOM 297 HB2 GLU A 905 0.832 -4.191 -15.737 1.00 51.27 H +ATOM 298 HG3 GLU A 905 3.002 -5.131 -15.326 1.00 66.56 H +ATOM 299 HG2 GLU A 905 1.960 -6.422 -15.843 1.00 66.56 H +ATOM 300 N GLY A 906 -2.038 -4.492 -13.063 1.00 48.81 N +ATOM 301 CA GLY A 906 -2.898 -3.437 -12.529 1.00 50.44 C +ATOM 302 C GLY A 906 -2.033 -2.425 -11.758 1.00 59.13 C +ATOM 303 O GLY A 906 -0.802 -2.468 -11.826 1.00 59.62 O +ATOM 304 H GLY A 906 -1.693 -5.164 -12.391 1.00 48.81 H +ATOM 305 HA3 GLY A 906 -3.632 -3.885 -11.863 1.00 50.44 H +ATOM 306 HA2 GLY A 906 -3.453 -2.925 -13.317 1.00 50.44 H +ATOM 307 N HIS A 907 -2.685 -1.495 -11.037 1.00 58.87 N +ATOM 308 CA HIS A 907 -2.024 -0.392 -10.326 1.00 61.58 C +ATOM 309 C HIS A 907 -1.031 -0.830 -9.225 1.00 65.75 C +ATOM 310 O HIS A 907 0.140 -0.461 -9.313 1.00 67.01 O +ATOM 311 CB HIS A 907 -3.071 0.615 -9.806 1.00 64.07 C +ATOM 312 CG HIS A 907 -2.464 1.855 -9.191 1.00 71.10 C +ATOM 313 ND1 HIS A 907 -2.421 2.072 -7.824 1.00 74.01 N +ATOM 314 CD2 HIS A 907 -1.844 2.946 -9.759 1.00 75.68 C +ATOM 315 CE1 HIS A 907 -1.781 3.227 -7.629 1.00 76.67 C +ATOM 316 NE2 HIS A 907 -1.401 3.813 -8.758 1.00 78.22 N +ATOM 317 H HIS A 907 -3.695 -1.465 -11.060 1.00 58.87 H +ATOM 318 HA HIS A 907 -1.436 0.136 -11.080 1.00 61.58 H +ATOM 319 HB3 HIS A 907 -3.722 0.137 -9.074 1.00 64.07 H +ATOM 320 HB2 HIS A 907 -3.717 0.935 -10.625 1.00 64.07 H +ATOM 321 HD1 HIS A 907 -2.801 1.473 -7.103 1.00 74.01 H +ATOM 322 HD2 HIS A 907 -1.664 3.165 -10.801 1.00 75.68 H +ATOM 323 HE1 HIS A 907 -1.598 3.647 -6.651 1.00 76.67 H +ATOM 324 N PHE A 908 -1.500 -1.593 -8.220 1.00 61.05 N +ATOM 325 CA PHE A 908 -0.670 -2.041 -7.090 1.00 61.65 C +ATOM 326 C PHE A 908 0.158 -3.312 -7.352 1.00 63.63 C +ATOM 327 O PHE A 908 1.051 -3.603 -6.555 1.00 65.29 O +ATOM 328 CB PHE A 908 -1.529 -2.186 -5.816 1.00 63.30 C +ATOM 329 CG PHE A 908 -2.026 -0.870 -5.245 1.00 67.27 C +ATOM 330 CD1 PHE A 908 -1.113 0.118 -4.816 1.00 73.63 C +ATOM 331 CD2 PHE A 908 -3.407 -0.616 -5.143 1.00 68.80 C +ATOM 332 CE1 PHE A 908 -1.582 1.333 -4.333 1.00 76.93 C +ATOM 333 CE2 PHE A 908 -3.854 0.595 -4.639 1.00 73.69 C +ATOM 334 CZ PHE A 908 -2.947 1.573 -4.254 1.00 75.01 C +ATOM 335 H PHE A 908 -2.475 -1.851 -8.194 1.00 61.05 H +ATOM 336 HA PHE A 908 0.075 -1.268 -6.889 1.00 61.65 H +ATOM 337 HB3 PHE A 908 -0.967 -2.687 -5.026 1.00 63.30 H +ATOM 338 HB2 PHE A 908 -2.382 -2.833 -6.027 1.00 63.30 H +ATOM 339 HD1 PHE A 908 -0.050 -0.062 -4.872 1.00 73.63 H +ATOM 340 HD2 PHE A 908 -4.123 -1.361 -5.449 1.00 68.80 H +ATOM 341 HE1 PHE A 908 -0.886 2.096 -4.018 1.00 76.93 H +ATOM 342 HE2 PHE A 908 -4.914 0.778 -4.550 1.00 73.69 H +ATOM 343 HZ PHE A 908 -3.306 2.520 -3.880 1.00 75.01 H +ATOM 344 N GLY A 909 -0.118 -4.030 -8.451 1.00 56.05 N +ATOM 345 CA GLY A 909 0.641 -5.220 -8.813 1.00 53.59 C +ATOM 346 C GLY A 909 -0.135 -6.069 -9.822 1.00 52.99 C +ATOM 347 O GLY A 909 -1.181 -5.674 -10.342 1.00 51.95 O +ATOM 348 H GLY A 909 -0.847 -3.737 -9.086 1.00 56.05 H +ATOM 349 HA3 GLY A 909 0.870 -5.821 -7.931 1.00 53.59 H +ATOM 350 HA2 GLY A 909 1.590 -4.917 -9.258 1.00 53.59 H +ATOM 351 N LYS A 910 0.446 -7.242 -10.114 1.00 47.39 N +ATOM 352 CA LYS A 910 0.039 -8.174 -11.161 1.00 44.86 C +ATOM 353 C LYS A 910 -1.302 -8.879 -10.907 1.00 43.37 C +ATOM 354 O LYS A 910 -1.655 -9.140 -9.759 1.00 42.02 O +ATOM 355 CB LYS A 910 1.174 -9.198 -11.371 1.00 48.19 C +ATOM 356 CG LYS A 910 1.463 -10.135 -10.177 1.00 70.18 C +ATOM 357 CD LYS A 910 2.696 -11.044 -10.355 1.00 80.07 C +ATOM 358 CE LYS A 910 2.500 -12.254 -11.290 1.00 90.27 C +ATOM 359 NZ LYS A 910 2.509 -11.895 -12.720 1.00 99.37 N1+ +ATOM 360 H LYS A 910 1.299 -7.487 -9.634 1.00 47.39 H +ATOM 361 HA LYS A 910 -0.058 -7.598 -12.079 1.00 44.86 H +ATOM 362 HB3 LYS A 910 2.088 -8.663 -11.624 1.00 48.19 H +ATOM 363 HB2 LYS A 910 0.918 -9.787 -12.250 1.00 48.19 H +ATOM 364 HG3 LYS A 910 0.595 -10.759 -9.970 1.00 70.18 H +ATOM 365 HG2 LYS A 910 1.611 -9.535 -9.280 1.00 70.18 H +ATOM 366 HD3 LYS A 910 2.986 -11.415 -9.371 1.00 80.07 H +ATOM 367 HD2 LYS A 910 3.543 -10.445 -10.692 1.00 80.07 H +ATOM 368 HE3 LYS A 910 1.575 -12.777 -11.046 1.00 90.27 H +ATOM 369 HE2 LYS A 910 3.311 -12.965 -11.133 1.00 90.27 H +ATOM 370 HZ1 LYS A 910 1.759 -11.248 -12.914 1.00 99.37 H +ATOM 371 HZ2 LYS A 910 3.388 -11.459 -12.961 1.00 99.37 H +ATOM 372 HZ3 LYS A 910 2.383 -12.725 -13.287 1.00 99.37 H +ATOM 373 N VAL A 911 -1.971 -9.225 -12.016 1.00 37.15 N +ATOM 374 CA VAL A 911 -3.138 -10.101 -12.065 1.00 34.94 C +ATOM 375 C VAL A 911 -2.732 -11.374 -12.827 1.00 36.97 C +ATOM 376 O VAL A 911 -2.030 -11.287 -13.838 1.00 35.74 O +ATOM 377 CB VAL A 911 -4.323 -9.449 -12.832 1.00 38.64 C +ATOM 378 CG1 VAL A 911 -5.604 -10.312 -12.836 1.00 37.50 C +ATOM 379 CG2 VAL A 911 -4.665 -8.046 -12.301 1.00 39.45 C +ATOM 380 H VAL A 911 -1.594 -8.964 -12.919 1.00 37.15 H +ATOM 381 HA VAL A 911 -3.461 -10.380 -11.067 1.00 34.94 H +ATOM 382 HB VAL A 911 -4.013 -9.331 -13.869 1.00 38.64 H +ATOM 383 HG11 VAL A 911 -6.413 -9.808 -13.365 1.00 37.50 H +ATOM 384 HG12 VAL A 911 -5.459 -11.273 -13.327 1.00 37.50 H +ATOM 385 HG13 VAL A 911 -5.949 -10.509 -11.820 1.00 37.50 H +ATOM 386 HG21 VAL A 911 -5.489 -7.603 -12.859 1.00 39.45 H +ATOM 387 HG22 VAL A 911 -4.967 -8.091 -11.259 1.00 39.45 H +ATOM 388 HG23 VAL A 911 -3.822 -7.359 -12.381 1.00 39.45 H +ATOM 389 N SER A 912 -3.188 -12.530 -12.325 1.00 32.82 N +ATOM 390 CA SER A 912 -2.920 -13.839 -12.909 1.00 32.44 C +ATOM 391 C SER A 912 -4.187 -14.693 -12.861 1.00 36.01 C +ATOM 392 O SER A 912 -4.950 -14.617 -11.899 1.00 34.87 O +ATOM 393 CB SER A 912 -1.780 -14.527 -12.136 1.00 36.04 C +ATOM 394 OG SER A 912 -0.549 -13.884 -12.379 1.00 45.71 O +ATOM 395 H SER A 912 -3.765 -12.527 -11.494 1.00 32.82 H +ATOM 396 HA SER A 912 -2.642 -13.737 -13.958 1.00 32.44 H +ATOM 397 HB3 SER A 912 -1.683 -15.572 -12.436 1.00 36.04 H +ATOM 398 HB2 SER A 912 -1.975 -14.516 -11.066 1.00 36.04 H +ATOM 399 HG SER A 912 -0.594 -13.012 -11.977 1.00 45.71 H +ATOM 400 N LEU A 913 -4.360 -15.518 -13.900 1.00 32.94 N +ATOM 401 CA LEU A 913 -5.421 -16.505 -14.016 1.00 32.73 C +ATOM 402 C LEU A 913 -5.002 -17.794 -13.295 1.00 36.98 C +ATOM 403 O LEU A 913 -3.924 -18.324 -13.568 1.00 35.71 O +ATOM 404 CB LEU A 913 -5.708 -16.725 -15.517 1.00 33.31 C +ATOM 405 CG LEU A 913 -6.770 -17.793 -15.857 1.00 38.67 C +ATOM 406 CD1 LEU A 913 -8.125 -17.524 -15.168 1.00 39.26 C +ATOM 407 CD2 LEU A 913 -6.897 -17.945 -17.387 1.00 40.96 C +ATOM 408 H LEU A 913 -3.653 -15.554 -14.623 1.00 32.94 H +ATOM 409 HA LEU A 913 -6.319 -16.103 -13.545 1.00 32.73 H +ATOM 410 HB3 LEU A 913 -4.776 -16.989 -16.019 1.00 33.31 H +ATOM 411 HB2 LEU A 913 -6.024 -15.778 -15.951 1.00 33.31 H +ATOM 412 HG LEU A 913 -6.411 -18.748 -15.479 1.00 38.67 H +ATOM 413 HD11 LEU A 913 -8.969 -17.675 -15.835 1.00 39.26 H +ATOM 414 HD12 LEU A 913 -8.270 -18.198 -14.324 1.00 39.26 H +ATOM 415 HD13 LEU A 913 -8.203 -16.505 -14.788 1.00 39.26 H +ATOM 416 HD21 LEU A 913 -6.656 -18.960 -17.702 1.00 40.96 H +ATOM 417 HD22 LEU A 913 -7.896 -17.721 -17.755 1.00 40.96 H +ATOM 418 HD23 LEU A 913 -6.216 -17.279 -17.917 1.00 40.96 H +ATOM 419 N TYR A 914 -5.887 -18.270 -12.410 1.00 34.34 N +ATOM 420 CA TYR A 914 -5.761 -19.522 -11.672 1.00 35.26 C +ATOM 421 C TYR A 914 -7.035 -20.352 -11.864 1.00 40.97 C +ATOM 422 O TYR A 914 -8.122 -19.790 -11.984 1.00 41.41 O +ATOM 423 CB TYR A 914 -5.585 -19.230 -10.167 1.00 36.25 C +ATOM 424 CG TYR A 914 -4.258 -18.632 -9.738 1.00 37.55 C +ATOM 425 CD1 TYR A 914 -3.251 -19.461 -9.207 1.00 41.10 C +ATOM 426 CD2 TYR A 914 -4.046 -17.242 -9.800 1.00 37.73 C +ATOM 427 CE1 TYR A 914 -2.054 -18.909 -8.717 1.00 42.72 C +ATOM 428 CE2 TYR A 914 -2.845 -16.686 -9.315 1.00 39.24 C +ATOM 429 CZ TYR A 914 -1.847 -17.519 -8.776 1.00 49.59 C +ATOM 430 OH TYR A 914 -0.685 -16.979 -8.308 1.00 54.45 O +ATOM 431 H TYR A 914 -6.749 -17.762 -12.251 1.00 34.34 H +ATOM 432 HA TYR A 914 -4.909 -20.094 -12.040 1.00 35.26 H +ATOM 433 HB3 TYR A 914 -5.705 -20.158 -9.605 1.00 36.25 H +ATOM 434 HB2 TYR A 914 -6.386 -18.578 -9.817 1.00 36.25 H +ATOM 435 HD1 TYR A 914 -3.405 -20.526 -9.149 1.00 41.10 H +ATOM 436 HD2 TYR A 914 -4.816 -16.599 -10.198 1.00 37.73 H +ATOM 437 HE1 TYR A 914 -1.299 -19.558 -8.297 1.00 42.72 H +ATOM 438 HE2 TYR A 914 -2.701 -15.617 -9.335 1.00 39.24 H +ATOM 439 HH TYR A 914 -0.088 -17.635 -7.941 1.00 54.45 H +ATOM 440 N CYS A 915 -6.871 -21.680 -11.807 1.00 39.05 N +ATOM 441 CA CYS A 915 -7.950 -22.649 -11.663 1.00 40.20 C +ATOM 442 C CYS A 915 -7.988 -23.052 -10.181 1.00 43.77 C +ATOM 443 O CYS A 915 -7.093 -23.769 -9.728 1.00 43.29 O +ATOM 444 CB CYS A 915 -7.745 -23.856 -12.604 1.00 41.99 C +ATOM 445 SG CYS A 915 -9.062 -25.098 -12.432 1.00 48.59 S +ATOM 446 H CYS A 915 -5.935 -22.054 -11.712 1.00 39.05 H +ATOM 447 HA CYS A 915 -8.905 -22.191 -11.927 1.00 40.20 H +ATOM 448 HB3 CYS A 915 -6.786 -24.339 -12.412 1.00 41.99 H +ATOM 449 HB2 CYS A 915 -7.727 -23.525 -13.642 1.00 41.99 H +ATOM 450 HG CYS A 915 -10.049 -24.342 -12.923 1.00 48.59 H +ATOM 451 N TYR A 916 -9.007 -22.565 -9.452 1.00 39.62 N +ATOM 452 CA TYR A 916 -9.266 -22.950 -8.066 1.00 39.96 C +ATOM 453 C TYR A 916 -9.955 -24.317 -8.054 1.00 45.20 C +ATOM 454 O TYR A 916 -11.103 -24.411 -8.485 1.00 45.42 O +ATOM 455 CB TYR A 916 -10.123 -21.883 -7.362 1.00 40.18 C +ATOM 456 CG TYR A 916 -10.338 -22.159 -5.882 1.00 41.11 C +ATOM 457 CD1 TYR A 916 -9.235 -22.141 -5.005 1.00 41.72 C +ATOM 458 CD2 TYR A 916 -11.625 -22.431 -5.372 1.00 43.06 C +ATOM 459 CE1 TYR A 916 -9.421 -22.339 -3.626 1.00 42.69 C +ATOM 460 CE2 TYR A 916 -11.807 -22.654 -3.991 1.00 44.62 C +ATOM 461 CZ TYR A 916 -10.704 -22.596 -3.116 1.00 47.56 C +ATOM 462 OH TYR A 916 -10.866 -22.784 -1.774 1.00 49.11 O +ATOM 463 H TYR A 916 -9.717 -21.999 -9.899 1.00 39.62 H +ATOM 464 HA TYR A 916 -8.313 -23.020 -7.541 1.00 39.96 H +ATOM 465 HB3 TYR A 916 -11.089 -21.777 -7.861 1.00 40.18 H +ATOM 466 HB2 TYR A 916 -9.641 -20.909 -7.450 1.00 40.18 H +ATOM 467 HD1 TYR A 916 -8.244 -21.965 -5.390 1.00 41.72 H +ATOM 468 HD2 TYR A 916 -12.478 -22.459 -6.035 1.00 43.06 H +ATOM 469 HE1 TYR A 916 -8.578 -22.297 -2.958 1.00 42.69 H +ATOM 470 HE2 TYR A 916 -12.797 -22.853 -3.609 1.00 44.62 H +ATOM 471 HH TYR A 916 -11.780 -22.931 -1.519 1.00 49.11 H +ATOM 472 N ASP A 917 -9.224 -25.343 -7.600 1.00 46.60 N +ATOM 473 CA ASP A 917 -9.548 -26.742 -7.857 1.00 48.33 C +ATOM 474 C ASP A 917 -9.310 -27.589 -6.586 1.00 54.57 C +ATOM 475 O ASP A 917 -8.280 -28.261 -6.507 1.00 54.85 O +ATOM 476 CB ASP A 917 -8.720 -27.202 -9.088 1.00 50.11 C +ATOM 477 CG ASP A 917 -8.948 -28.619 -9.626 1.00 62.07 C +ATOM 478 OD1 ASP A 917 -10.074 -29.144 -9.481 1.00 63.23 O +ATOM 479 OD2 ASP A 917 -8.018 -29.099 -10.308 1.00 69.60 O1- +ATOM 480 H ASP A 917 -8.291 -25.168 -7.248 1.00 46.60 H +ATOM 481 HA ASP A 917 -10.604 -26.840 -8.110 1.00 48.33 H +ATOM 482 HB3 ASP A 917 -7.660 -27.061 -8.876 1.00 50.11 H +ATOM 483 HB2 ASP A 917 -8.925 -26.518 -9.911 1.00 50.11 H +ATOM 484 N PRO A 918 -10.233 -27.531 -5.592 1.00 52.47 N +ATOM 485 CA PRO A 918 -10.097 -28.298 -4.337 1.00 54.47 C +ATOM 486 C PRO A 918 -10.108 -29.832 -4.468 1.00 61.35 C +ATOM 487 O PRO A 918 -9.390 -30.493 -3.718 1.00 62.40 O +ATOM 488 CB PRO A 918 -11.249 -27.795 -3.449 1.00 56.45 C +ATOM 489 CG PRO A 918 -11.619 -26.442 -4.028 1.00 58.90 C +ATOM 490 CD PRO A 918 -11.398 -26.646 -5.519 1.00 53.43 C +ATOM 491 HA PRO A 918 -9.154 -28.002 -3.890 1.00 54.47 H +ATOM 492 HB3 PRO A 918 -10.970 -27.730 -2.397 1.00 56.45 H +ATOM 493 HB2 PRO A 918 -12.112 -28.460 -3.518 1.00 56.45 H +ATOM 494 HG3 PRO A 918 -10.924 -25.686 -3.658 1.00 58.90 H +ATOM 495 HG2 PRO A 918 -12.631 -26.122 -3.778 1.00 58.90 H +ATOM 496 HD2 PRO A 918 -12.253 -27.150 -5.969 1.00 53.43 H +ATOM 497 HD3 PRO A 918 -11.278 -25.684 -6.008 1.00 53.43 H +ATOM 498 N THR A 919 -10.909 -30.361 -5.407 1.00 59.02 N +ATOM 499 CA THR A 919 -11.072 -31.799 -5.649 1.00 61.06 C +ATOM 500 C THR A 919 -9.985 -32.394 -6.578 1.00 66.39 C +ATOM 501 O THR A 919 -9.864 -33.618 -6.624 1.00 67.71 O +ATOM 502 CB THR A 919 -12.460 -32.093 -6.275 1.00 69.24 C +ATOM 503 OG1 THR A 919 -12.585 -31.469 -7.533 1.00 68.64 O +ATOM 504 CG2 THR A 919 -13.638 -31.637 -5.400 1.00 68.24 C +ATOM 505 H THR A 919 -11.466 -29.756 -5.994 1.00 59.02 H +ATOM 506 HA THR A 919 -11.011 -32.326 -4.695 1.00 61.06 H +ATOM 507 HB THR A 919 -12.561 -33.168 -6.437 1.00 69.24 H +ATOM 508 HG1 THR A 919 -13.251 -31.932 -8.052 1.00 68.64 H +ATOM 509 HG21 THR A 919 -14.591 -31.908 -5.855 1.00 68.24 H +ATOM 510 HG22 THR A 919 -13.598 -32.106 -4.417 1.00 68.24 H +ATOM 511 HG23 THR A 919 -13.640 -30.556 -5.253 1.00 68.24 H +ATOM 512 N ASN A 920 -9.199 -31.539 -7.261 1.00 62.42 N +ATOM 513 CA ASN A 920 -8.037 -31.885 -8.094 1.00 62.48 C +ATOM 514 C ASN A 920 -8.379 -32.616 -9.418 1.00 68.30 C +ATOM 515 O ASN A 920 -7.483 -33.225 -10.005 1.00 68.75 O +ATOM 516 CB ASN A 920 -6.961 -32.649 -7.260 1.00 64.50 C +ATOM 517 CG ASN A 920 -5.483 -32.372 -7.591 1.00 90.28 C +ATOM 518 OD1 ASN A 920 -4.611 -32.755 -6.815 1.00 80.74 O +ATOM 519 ND2 ASN A 920 -5.167 -31.729 -8.718 1.00 86.67 N +ATOM 520 H ASN A 920 -9.390 -30.550 -7.183 1.00 62.42 H +ATOM 521 HA ASN A 920 -7.608 -30.945 -8.433 1.00 62.48 H +ATOM 522 HB3 ASN A 920 -7.149 -33.724 -7.262 1.00 64.50 H +ATOM 523 HB2 ASN A 920 -7.058 -32.342 -6.217 1.00 64.50 H +ATOM 524 HD22 ASN A 920 -4.198 -31.571 -8.954 1.00 86.67 H +ATOM 525 HD21 ASN A 920 -5.888 -31.454 -9.372 1.00 86.67 H +ATOM 526 N ASP A 921 -9.638 -32.539 -9.885 1.00 65.11 N +ATOM 527 CA ASP A 921 -10.110 -33.196 -11.116 1.00 65.45 C +ATOM 528 C ASP A 921 -9.985 -32.313 -12.380 1.00 68.10 C +ATOM 529 O ASP A 921 -10.142 -32.837 -13.482 1.00 68.54 O +ATOM 530 CB ASP A 921 -11.542 -33.785 -10.972 1.00 68.72 C +ATOM 531 CG ASP A 921 -12.662 -32.858 -10.464 1.00 75.04 C +ATOM 532 OD1 ASP A 921 -12.517 -31.619 -10.549 1.00 72.94 O +ATOM 533 OD2 ASP A 921 -13.716 -33.411 -10.080 1.00 81.22 O1- +ATOM 534 H ASP A 921 -10.326 -31.995 -9.382 1.00 65.11 H +ATOM 535 HA ASP A 921 -9.464 -34.056 -11.306 1.00 65.45 H +ATOM 536 HB3 ASP A 921 -11.484 -34.629 -10.282 1.00 68.72 H +ATOM 537 HB2 ASP A 921 -11.865 -34.214 -11.922 1.00 68.72 H +ATOM 538 N GLY A 922 -9.711 -31.008 -12.210 1.00 62.38 N +ATOM 539 CA GLY A 922 -9.551 -30.041 -13.297 1.00 60.09 C +ATOM 540 C GLY A 922 -10.863 -29.330 -13.668 1.00 63.42 C +ATOM 541 O GLY A 922 -10.834 -28.480 -14.557 1.00 62.74 O +ATOM 542 H GLY A 922 -9.599 -30.648 -11.270 1.00 62.38 H +ATOM 543 HA3 GLY A 922 -9.136 -30.518 -14.186 1.00 60.09 H +ATOM 544 HA2 GLY A 922 -8.828 -29.287 -12.986 1.00 60.09 H +ATOM 545 N THR A 923 -11.995 -29.645 -13.011 1.00 59.47 N +ATOM 546 CA THR A 923 -13.310 -29.037 -13.264 1.00 58.79 C +ATOM 547 C THR A 923 -13.573 -27.766 -12.417 1.00 58.95 C +ATOM 548 O THR A 923 -14.667 -27.206 -12.506 1.00 58.00 O +ATOM 549 CB THR A 923 -14.472 -30.055 -13.053 1.00 71.45 C +ATOM 550 OG1 THR A 923 -14.846 -30.240 -11.699 1.00 74.26 O +ATOM 551 CG2 THR A 923 -14.234 -31.420 -13.720 1.00 71.82 C +ATOM 552 H THR A 923 -11.966 -30.341 -12.275 1.00 59.47 H +ATOM 553 HA THR A 923 -13.355 -28.722 -14.308 1.00 58.79 H +ATOM 554 HB THR A 923 -15.355 -29.634 -13.535 1.00 71.45 H +ATOM 555 HG1 THR A 923 -14.145 -30.727 -11.249 1.00 74.26 H +ATOM 556 HG21 THR A 923 -15.102 -32.069 -13.603 1.00 71.82 H +ATOM 557 HG22 THR A 923 -14.051 -31.305 -14.788 1.00 71.82 H +ATOM 558 HG23 THR A 923 -13.377 -31.943 -13.294 1.00 71.82 H +ATOM 559 N GLY A 924 -12.571 -27.323 -11.637 1.00 53.95 N +ATOM 560 CA GLY A 924 -12.623 -26.151 -10.763 1.00 52.08 C +ATOM 561 C GLY A 924 -12.788 -24.830 -11.535 1.00 53.45 C +ATOM 562 O GLY A 924 -12.426 -24.728 -12.708 1.00 52.18 O +ATOM 563 H GLY A 924 -11.706 -27.844 -11.632 1.00 53.95 H +ATOM 564 HA3 GLY A 924 -11.683 -26.125 -10.215 1.00 52.08 H +ATOM 565 HA2 GLY A 924 -13.425 -26.270 -10.033 1.00 52.08 H +ATOM 566 N GLU A 925 -13.324 -23.810 -10.844 1.00 49.00 N +ATOM 567 CA GLU A 925 -13.602 -22.474 -11.376 1.00 47.60 C +ATOM 568 C GLU A 925 -12.333 -21.684 -11.730 1.00 48.02 C +ATOM 569 O GLU A 925 -11.391 -21.647 -10.938 1.00 45.98 O +ATOM 570 CB GLU A 925 -14.441 -21.680 -10.347 1.00 49.51 C +ATOM 571 CG GLU A 925 -15.856 -22.247 -10.096 1.00 66.63 C +ATOM 572 CD GLU A 925 -16.796 -22.122 -11.304 1.00 94.52 C +ATOM 573 OE1 GLU A 925 -16.972 -20.979 -11.784 1.00 89.72 O +ATOM 574 OE2 GLU A 925 -17.331 -23.170 -11.725 1.00 93.17 O1- +ATOM 575 H GLU A 925 -13.590 -23.957 -9.880 1.00 49.00 H +ATOM 576 HA GLU A 925 -14.185 -22.600 -12.290 1.00 47.60 H +ATOM 577 HB3 GLU A 925 -14.507 -20.633 -10.646 1.00 49.51 H +ATOM 578 HB2 GLU A 925 -13.910 -21.669 -9.394 1.00 49.51 H +ATOM 579 HG3 GLU A 925 -16.312 -21.709 -9.264 1.00 66.63 H +ATOM 580 HG2 GLU A 925 -15.791 -23.287 -9.773 1.00 66.63 H +ATOM 581 N MET A 926 -12.376 -21.016 -12.893 1.00 43.85 N +ATOM 582 CA MET A 926 -11.372 -20.052 -13.336 1.00 42.46 C +ATOM 583 C MET A 926 -11.611 -18.704 -12.636 1.00 43.50 C +ATOM 584 O MET A 926 -12.731 -18.192 -12.664 1.00 43.72 O +ATOM 585 CB MET A 926 -11.429 -19.907 -14.871 1.00 44.66 C +ATOM 586 CG MET A 926 -11.085 -21.206 -15.622 1.00 50.18 C +ATOM 587 SD MET A 926 -11.210 -21.107 -17.430 1.00 55.18 S +ATOM 588 CE MET A 926 -9.740 -20.126 -17.815 1.00 50.66 C +ATOM 589 H MET A 926 -13.209 -21.073 -13.464 1.00 43.85 H +ATOM 590 HA MET A 926 -10.384 -20.428 -13.070 1.00 42.46 H +ATOM 591 HB3 MET A 926 -10.737 -19.124 -15.180 1.00 44.66 H +ATOM 592 HB2 MET A 926 -12.419 -19.565 -15.178 1.00 44.66 H +ATOM 593 HG3 MET A 926 -11.755 -22.005 -15.304 1.00 50.18 H +ATOM 594 HG2 MET A 926 -10.078 -21.532 -15.362 1.00 50.18 H +ATOM 595 HE1 MET A 926 -9.634 -20.012 -18.894 1.00 50.66 H +ATOM 596 HE2 MET A 926 -9.824 -19.135 -17.376 1.00 50.66 H +ATOM 597 HE3 MET A 926 -8.844 -20.609 -17.427 1.00 50.66 H +ATOM 598 N VAL A 927 -10.551 -18.168 -12.017 1.00 36.95 N +ATOM 599 CA VAL A 927 -10.570 -16.927 -11.247 1.00 34.96 C +ATOM 600 C VAL A 927 -9.331 -16.077 -11.575 1.00 36.30 C +ATOM 601 O VAL A 927 -8.232 -16.612 -11.722 1.00 35.86 O +ATOM 602 CB VAL A 927 -10.610 -17.194 -9.711 1.00 39.31 C +ATOM 603 CG1 VAL A 927 -11.992 -17.683 -9.251 1.00 40.52 C +ATOM 604 CG2 VAL A 927 -9.507 -18.134 -9.180 1.00 39.38 C +ATOM 605 H VAL A 927 -9.662 -18.654 -12.039 1.00 36.95 H +ATOM 606 HA VAL A 927 -11.448 -16.339 -11.522 1.00 34.96 H +ATOM 607 HB VAL A 927 -10.456 -16.236 -9.212 1.00 39.31 H +ATOM 608 HG11 VAL A 927 -12.038 -17.771 -8.165 1.00 40.52 H +ATOM 609 HG12 VAL A 927 -12.769 -16.982 -9.554 1.00 40.52 H +ATOM 610 HG13 VAL A 927 -12.235 -18.658 -9.674 1.00 40.52 H +ATOM 611 HG21 VAL A 927 -9.586 -18.255 -8.099 1.00 39.38 H +ATOM 612 HG22 VAL A 927 -9.578 -19.128 -9.623 1.00 39.38 H +ATOM 613 HG23 VAL A 927 -8.510 -17.750 -9.382 1.00 39.38 H +ATOM 614 N ALA A 928 -9.546 -14.756 -11.667 1.00 33.12 N +ATOM 615 CA ALA A 928 -8.506 -13.752 -11.857 1.00 33.29 C +ATOM 616 C ALA A 928 -8.086 -13.216 -10.483 1.00 37.02 C +ATOM 617 O ALA A 928 -8.817 -12.428 -9.884 1.00 37.68 O +ATOM 618 CB ALA A 928 -9.054 -12.636 -12.757 1.00 33.26 C +ATOM 619 H ALA A 928 -10.476 -14.395 -11.503 1.00 33.12 H +ATOM 620 HA ALA A 928 -7.640 -14.190 -12.357 1.00 33.29 H +ATOM 621 HB1 ALA A 928 -8.316 -11.845 -12.901 1.00 33.26 H +ATOM 622 HB2 ALA A 928 -9.308 -13.028 -13.742 1.00 33.26 H +ATOM 623 HB3 ALA A 928 -9.953 -12.181 -12.339 1.00 33.26 H +ATOM 624 N VAL A 929 -6.929 -13.685 -9.998 1.00 32.01 N +ATOM 625 CA VAL A 929 -6.385 -13.331 -8.692 1.00 31.43 C +ATOM 626 C VAL A 929 -5.339 -12.221 -8.875 1.00 34.06 C +ATOM 627 O VAL A 929 -4.322 -12.445 -9.535 1.00 33.04 O +ATOM 628 CB VAL A 929 -5.698 -14.547 -8.012 1.00 35.67 C +ATOM 629 CG1 VAL A 929 -5.130 -14.225 -6.617 1.00 35.66 C +ATOM 630 CG2 VAL A 929 -6.643 -15.756 -7.910 1.00 35.86 C +ATOM 631 H VAL A 929 -6.365 -14.309 -10.561 1.00 32.01 H +ATOM 632 HA VAL A 929 -7.179 -12.977 -8.034 1.00 31.43 H +ATOM 633 HB VAL A 929 -4.857 -14.854 -8.629 1.00 35.67 H +ATOM 634 HG11 VAL A 929 -4.714 -15.115 -6.143 1.00 35.66 H +ATOM 635 HG12 VAL A 929 -4.328 -13.487 -6.657 1.00 35.66 H +ATOM 636 HG13 VAL A 929 -5.914 -13.838 -5.965 1.00 35.66 H +ATOM 637 HG21 VAL A 929 -6.160 -16.590 -7.401 1.00 35.86 H +ATOM 638 HG22 VAL A 929 -7.545 -15.504 -7.357 1.00 35.86 H +ATOM 639 HG23 VAL A 929 -6.942 -16.112 -8.895 1.00 35.86 H +ATOM 640 N LYS A 930 -5.610 -11.055 -8.273 1.00 30.97 N +ATOM 641 CA LYS A 930 -4.688 -9.925 -8.224 1.00 30.96 C +ATOM 642 C LYS A 930 -3.874 -9.976 -6.925 1.00 37.68 C +ATOM 643 O LYS A 930 -4.421 -10.310 -5.875 1.00 36.55 O +ATOM 644 CB LYS A 930 -5.482 -8.618 -8.397 1.00 33.16 C +ATOM 645 CG LYS A 930 -4.599 -7.367 -8.542 1.00 48.15 C +ATOM 646 CD LYS A 930 -5.416 -6.121 -8.900 1.00 51.77 C +ATOM 647 CE LYS A 930 -4.523 -4.890 -9.108 1.00 60.76 C +ATOM 648 NZ LYS A 930 -5.318 -3.714 -9.493 1.00 63.79 N1+ +ATOM 649 H LYS A 930 -6.465 -10.954 -7.740 1.00 30.97 H +ATOM 650 HA LYS A 930 -3.992 -9.993 -9.053 1.00 30.96 H +ATOM 651 HB3 LYS A 930 -6.191 -8.486 -7.580 1.00 33.16 H +ATOM 652 HB2 LYS A 930 -6.087 -8.710 -9.299 1.00 33.16 H +ATOM 653 HG3 LYS A 930 -3.847 -7.538 -9.312 1.00 48.15 H +ATOM 654 HG2 LYS A 930 -4.040 -7.183 -7.626 1.00 48.15 H +ATOM 655 HD3 LYS A 930 -6.143 -5.928 -8.109 1.00 51.77 H +ATOM 656 HD2 LYS A 930 -5.995 -6.317 -9.804 1.00 51.77 H +ATOM 657 HE3 LYS A 930 -3.789 -5.088 -9.888 1.00 60.76 H +ATOM 658 HE2 LYS A 930 -3.969 -4.658 -8.199 1.00 60.76 H +ATOM 659 HZ1 LYS A 930 -5.988 -3.511 -8.759 1.00 63.79 H +ATOM 660 HZ2 LYS A 930 -4.721 -2.911 -9.618 1.00 63.79 H +ATOM 661 HZ3 LYS A 930 -5.818 -3.896 -10.350 1.00 63.79 H +ATOM 662 N ALA A 931 -2.580 -9.642 -7.031 1.00 37.96 N +ATOM 663 CA ALA A 931 -1.623 -9.687 -5.933 1.00 40.37 C +ATOM 664 C ALA A 931 -0.830 -8.379 -5.859 1.00 49.88 C +ATOM 665 O ALA A 931 -0.449 -7.826 -6.890 1.00 48.28 O +ATOM 666 CB ALA A 931 -0.678 -10.880 -6.150 1.00 41.64 C +ATOM 667 H ALA A 931 -2.209 -9.351 -7.928 1.00 37.96 H +ATOM 668 HA ALA A 931 -2.145 -9.825 -4.984 1.00 40.37 H +ATOM 669 HB1 ALA A 931 0.015 -10.988 -5.314 1.00 41.64 H +ATOM 670 HB2 ALA A 931 -1.235 -11.814 -6.232 1.00 41.64 H +ATOM 671 HB3 ALA A 931 -0.088 -10.766 -7.060 1.00 41.64 H +ATOM 672 N LEU A 932 -0.559 -7.956 -4.618 1.00 51.32 N +ATOM 673 CA LEU A 932 0.354 -6.877 -4.255 1.00 53.72 C +ATOM 674 C LEU A 932 1.768 -7.462 -4.129 1.00 62.30 C +ATOM 675 O LEU A 932 1.938 -8.492 -3.473 1.00 63.20 O +ATOM 676 CB LEU A 932 -0.203 -6.237 -2.959 1.00 54.88 C +ATOM 677 CG LEU A 932 0.643 -5.234 -2.140 1.00 61.02 C +ATOM 678 CD1 LEU A 932 1.578 -5.910 -1.118 1.00 63.21 C +ATOM 679 CD2 LEU A 932 1.333 -4.164 -3.002 1.00 63.43 C +ATOM 680 H LEU A 932 -0.898 -8.507 -3.839 1.00 51.32 H +ATOM 681 HA LEU A 932 0.353 -6.121 -5.044 1.00 53.72 H +ATOM 682 HB3 LEU A 932 -0.550 -7.017 -2.280 1.00 54.88 H +ATOM 683 HB2 LEU A 932 -1.098 -5.708 -3.275 1.00 54.88 H +ATOM 684 HG LEU A 932 -0.082 -4.685 -1.537 1.00 61.02 H +ATOM 685 HD11 LEU A 932 2.578 -5.486 -1.128 1.00 63.21 H +ATOM 686 HD12 LEU A 932 1.192 -5.785 -0.107 1.00 63.21 H +ATOM 687 HD13 LEU A 932 1.671 -6.983 -1.281 1.00 63.21 H +ATOM 688 HD21 LEU A 932 1.351 -3.201 -2.490 1.00 63.43 H +ATOM 689 HD22 LEU A 932 2.361 -4.440 -3.233 1.00 63.43 H +ATOM 690 HD23 LEU A 932 0.815 -4.017 -3.948 1.00 63.43 H +ATOM 691 N LYS A 933 2.746 -6.805 -4.775 1.00 61.35 N +ATOM 692 CA LYS A 933 4.151 -7.223 -4.806 1.00 63.52 C +ATOM 693 C LYS A 933 4.791 -7.220 -3.401 1.00 70.14 C +ATOM 694 O LYS A 933 4.505 -6.330 -2.602 1.00 70.50 O +ATOM 695 CB LYS A 933 4.920 -6.342 -5.819 1.00 66.45 C +ATOM 696 CG LYS A 933 5.118 -4.872 -5.401 1.00 83.56 C +ATOM 697 CD LYS A 933 5.932 -4.051 -6.408 1.00 96.14 C +ATOM 698 CE LYS A 933 6.299 -2.668 -5.844 1.00107.75 C +ATOM 699 NZ LYS A 933 7.319 -1.991 -6.663 1.00116.59 N1+ +ATOM 700 H LYS A 933 2.523 -5.965 -5.289 1.00 61.35 H +ATOM 701 HA LYS A 933 4.168 -8.249 -5.180 1.00 63.52 H +ATOM 702 HB3 LYS A 933 4.426 -6.386 -6.790 1.00 66.45 H +ATOM 703 HB2 LYS A 933 5.906 -6.784 -5.971 1.00 66.45 H +ATOM 704 HG3 LYS A 933 5.647 -4.840 -4.451 1.00 83.56 H +ATOM 705 HG2 LYS A 933 4.149 -4.396 -5.240 1.00 83.56 H +ATOM 706 HD3 LYS A 933 5.354 -3.933 -7.326 1.00 96.14 H +ATOM 707 HD2 LYS A 933 6.830 -4.606 -6.684 1.00 96.14 H +ATOM 708 HE3 LYS A 933 6.712 -2.771 -4.840 1.00107.75 H +ATOM 709 HE2 LYS A 933 5.413 -2.038 -5.765 1.00107.75 H +ATOM 710 HZ1 LYS A 933 8.154 -2.563 -6.671 1.00116.59 H +ATOM 711 HZ2 LYS A 933 6.989 -1.866 -7.610 1.00116.59 H +ATOM 712 HZ3 LYS A 933 7.539 -1.092 -6.261 1.00116.59 H +ATOM 713 N ALA A 934 5.650 -8.217 -3.131 1.00 68.33 N +ATOM 714 CA ALA A 934 6.298 -8.425 -1.831 1.00 69.84 C +ATOM 715 C ALA A 934 7.265 -7.306 -1.401 1.00 75.29 C +ATOM 716 O ALA A 934 7.435 -7.096 -0.201 1.00 75.68 O +ATOM 717 CB ALA A 934 7.019 -9.781 -1.846 1.00 71.23 C +ATOM 718 H ALA A 934 5.847 -8.909 -3.840 1.00 68.33 H +ATOM 719 HA ALA A 934 5.511 -8.468 -1.076 1.00 69.84 H +ATOM 720 HB1 ALA A 934 7.460 -10.006 -0.874 1.00 71.23 H +ATOM 721 HB2 ALA A 934 6.330 -10.591 -2.085 1.00 71.23 H +ATOM 722 HB3 ALA A 934 7.820 -9.799 -2.587 1.00 71.23 H +ATOM 723 N ASP A 935 7.863 -6.609 -2.380 1.00 72.17 N +ATOM 724 CA ASP A 935 8.836 -5.527 -2.197 1.00 73.50 C +ATOM 725 C ASP A 935 8.185 -4.144 -1.962 1.00 75.83 C +ATOM 726 O ASP A 935 8.922 -3.179 -1.754 1.00 76.32 O +ATOM 727 CB ASP A 935 9.864 -5.475 -3.361 1.00 76.23 C +ATOM 728 CG ASP A 935 9.276 -5.328 -4.776 1.00 89.05 C +ATOM 729 OD1 ASP A 935 8.665 -6.306 -5.264 1.00 88.80 O +ATOM 730 OD2 ASP A 935 9.356 -4.200 -5.311 1.00 97.21 O1- +ATOM 731 H ASP A 935 7.672 -6.851 -3.344 1.00 72.17 H +ATOM 732 HA ASP A 935 9.406 -5.746 -1.292 1.00 73.50 H +ATOM 733 HB3 ASP A 935 10.432 -6.406 -3.352 1.00 76.23 H +ATOM 734 HB2 ASP A 935 10.609 -4.697 -3.179 1.00 76.23 H +ATOM 735 N ALA A 936 6.842 -4.054 -1.996 1.00 70.25 N +ATOM 736 CA ALA A 936 6.074 -2.822 -1.798 1.00 69.55 C +ATOM 737 C ALA A 936 6.250 -2.196 -0.405 1.00 73.05 C +ATOM 738 O ALA A 936 6.327 -2.920 0.589 1.00 73.05 O +ATOM 739 CB ALA A 936 4.591 -3.122 -2.034 1.00 68.72 C +ATOM 740 H ALA A 936 6.301 -4.891 -2.162 1.00 70.25 H +ATOM 741 HA ALA A 936 6.404 -2.099 -2.546 1.00 69.55 H +ATOM 742 HB1 ALA A 936 3.968 -2.252 -1.839 1.00 68.72 H +ATOM 743 HB2 ALA A 936 4.413 -3.419 -3.064 1.00 68.72 H +ATOM 744 HB3 ALA A 936 4.241 -3.921 -1.381 1.00 68.72 H +ATOM 745 N GLY A 937 6.263 -0.854 -0.374 1.00 68.94 N +ATOM 746 CA GLY A 937 6.335 -0.057 0.850 1.00 69.45 C +ATOM 747 C GLY A 937 4.933 0.143 1.460 1.00 71.44 C +ATOM 748 O GLY A 937 3.934 -0.265 0.865 1.00 69.33 O +ATOM 749 H GLY A 937 6.175 -0.344 -1.241 1.00 68.94 H +ATOM 750 HA3 GLY A 937 6.771 0.911 0.607 1.00 69.45 H +ATOM 751 HA2 GLY A 937 6.996 -0.534 1.576 1.00 69.45 H +ATOM 752 N PRO A 938 4.847 0.779 2.651 1.00 68.74 N +ATOM 753 CA PRO A 938 3.589 0.933 3.409 1.00 68.21 C +ATOM 754 C PRO A 938 2.501 1.788 2.729 1.00 71.10 C +ATOM 755 O PRO A 938 1.321 1.556 2.990 1.00 70.04 O +ATOM 756 CB PRO A 938 4.043 1.532 4.751 1.00 71.88 C +ATOM 757 CG PRO A 938 5.339 2.259 4.429 1.00 77.34 C +ATOM 758 CD PRO A 938 5.977 1.366 3.372 1.00 72.04 C +ATOM 759 HA PRO A 938 3.163 -0.053 3.593 1.00 68.21 H +ATOM 760 HB3 PRO A 938 4.244 0.723 5.455 1.00 71.88 H +ATOM 761 HB2 PRO A 938 3.305 2.188 5.216 1.00 71.88 H +ATOM 762 HG3 PRO A 938 5.975 2.421 5.300 1.00 77.34 H +ATOM 763 HG2 PRO A 938 5.111 3.233 3.994 1.00 77.34 H +ATOM 764 HD2 PRO A 938 6.648 1.939 2.732 1.00 72.04 H +ATOM 765 HD3 PRO A 938 6.549 0.565 3.842 1.00 72.04 H +ATOM 766 N GLN A 939 2.905 2.724 1.853 1.00 67.61 N +ATOM 767 CA GLN A 939 2.021 3.560 1.038 1.00 66.36 C +ATOM 768 C GLN A 939 1.200 2.757 0.008 1.00 68.88 C +ATOM 769 O GLN A 939 0.018 3.051 -0.168 1.00 67.37 O +ATOM 770 CB GLN A 939 2.817 4.723 0.389 1.00 68.30 C +ATOM 771 CG GLN A 939 3.855 4.379 -0.712 1.00 77.62 C +ATOM 772 CD GLN A 939 5.122 3.666 -0.222 1.00 79.26 C +ATOM 773 OE1 GLN A 939 5.529 3.809 0.929 1.00 70.91 O +ATOM 774 NE2 GLN A 939 5.769 2.907 -1.106 1.00 67.19 N +ATOM 775 H GLN A 939 3.896 2.872 1.712 1.00 67.61 H +ATOM 776 HA GLN A 939 1.304 4.015 1.725 1.00 66.36 H +ATOM 777 HB3 GLN A 939 3.296 5.311 1.174 1.00 68.30 H +ATOM 778 HB2 GLN A 939 2.092 5.403 -0.059 1.00 68.30 H +ATOM 779 HG3 GLN A 939 4.183 5.309 -1.175 1.00 77.62 H +ATOM 780 HG2 GLN A 939 3.393 3.803 -1.513 1.00 77.62 H +ATOM 781 HE22 GLN A 939 6.630 2.450 -0.845 1.00 67.19 H +ATOM 782 HE21 GLN A 939 5.407 2.784 -2.042 1.00 67.19 H +ATOM 783 N HIS A 940 1.825 1.743 -0.617 1.00 64.95 N +ATOM 784 CA HIS A 940 1.173 0.836 -1.562 1.00 63.06 C +ATOM 785 C HIS A 940 0.336 -0.247 -0.865 1.00 62.55 C +ATOM 786 O HIS A 940 -0.666 -0.669 -1.435 1.00 60.85 O +ATOM 787 CB HIS A 940 2.221 0.189 -2.485 1.00 64.66 C +ATOM 788 CG HIS A 940 2.915 1.133 -3.435 1.00 69.42 C +ATOM 789 ND1 HIS A 940 4.296 1.361 -3.394 1.00 71.01 N +ATOM 790 CD2 HIS A 940 2.373 1.877 -4.463 1.00 73.12 C +ATOM 791 CE1 HIS A 940 4.528 2.217 -4.381 1.00 71.34 C +ATOM 792 NE2 HIS A 940 3.425 2.560 -5.046 1.00 72.94 N +ATOM 793 H HIS A 940 2.793 1.547 -0.404 1.00 64.95 H +ATOM 794 HA HIS A 940 0.488 1.415 -2.185 1.00 63.06 H +ATOM 795 HB3 HIS A 940 1.764 -0.598 -3.086 1.00 64.66 H +ATOM 796 HB2 HIS A 940 2.982 -0.293 -1.874 1.00 64.66 H +ATOM 797 HD2 HIS A 940 1.359 1.973 -4.821 1.00 73.12 H +ATOM 798 HE1 HIS A 940 5.511 2.597 -4.622 1.00 71.34 H +ATOM 799 HE2 HIS A 940 3.370 3.192 -5.834 1.00 72.94 H +ATOM 800 N ARG A 941 0.746 -0.666 0.344 1.00 57.11 N +ATOM 801 CA ARG A 941 0.052 -1.670 1.157 1.00 55.94 C +ATOM 802 C ARG A 941 -1.244 -1.135 1.786 1.00 58.15 C +ATOM 803 O ARG A 941 -2.224 -1.878 1.834 1.00 56.90 O +ATOM 804 CB ARG A 941 1.002 -2.196 2.248 1.00 56.27 C +ATOM 805 CG ARG A 941 2.156 -3.035 1.684 1.00 60.46 C +ATOM 806 CD ARG A 941 3.217 -3.361 2.743 1.00 68.18 C +ATOM 807 NE ARG A 941 4.165 -4.372 2.252 1.00 73.45 N +ATOM 808 CZ ARG A 941 4.018 -5.707 2.308 1.00 81.37 C +ATOM 809 NH1 ARG A 941 2.961 -6.288 2.896 1.00 62.04 N +ATOM 810 NH2 ARG A 941 4.956 -6.483 1.753 1.00 66.65 N1+ +ATOM 811 H ARG A 941 1.591 -0.278 0.739 1.00 57.11 H +ATOM 812 HA ARG A 941 -0.219 -2.508 0.511 1.00 55.94 H +ATOM 813 HB3 ARG A 941 0.446 -2.825 2.943 1.00 56.27 H +ATOM 814 HB2 ARG A 941 1.388 -1.363 2.836 1.00 56.27 H +ATOM 815 HG3 ARG A 941 2.640 -2.439 0.911 1.00 60.46 H +ATOM 816 HG2 ARG A 941 1.797 -3.928 1.174 1.00 60.46 H +ATOM 817 HD3 ARG A 941 2.794 -3.586 3.722 1.00 68.18 H +ATOM 818 HD2 ARG A 941 3.836 -2.474 2.881 1.00 68.18 H +ATOM 819 HE ARG A 941 4.974 -4.003 1.765 1.00 73.45 H +ATOM 820 HH12 ARG A 941 2.887 -7.298 2.921 1.00 62.04 H +ATOM 821 HH11 ARG A 941 2.246 -5.725 3.329 1.00 62.04 H +ATOM 822 HH22 ARG A 941 4.856 -7.489 1.785 1.00 66.65 H +ATOM 823 HH21 ARG A 941 5.763 -6.083 1.293 1.00 66.65 H +ATOM 824 N SER A 942 -1.239 0.131 2.236 1.00 54.55 N +ATOM 825 CA SER A 942 -2.417 0.822 2.767 1.00 53.96 C +ATOM 826 C SER A 942 -3.462 1.145 1.681 1.00 53.99 C +ATOM 827 O SER A 942 -4.658 1.084 1.968 1.00 53.04 O +ATOM 828 CB SER A 942 -1.974 2.067 3.564 1.00 59.58 C +ATOM 829 OG SER A 942 -1.436 3.085 2.742 1.00 72.10 O +ATOM 830 H SER A 942 -0.386 0.673 2.189 1.00 54.55 H +ATOM 831 HA SER A 942 -2.895 0.143 3.476 1.00 53.96 H +ATOM 832 HB3 SER A 942 -1.237 1.795 4.320 1.00 59.58 H +ATOM 833 HB2 SER A 942 -2.827 2.484 4.101 1.00 59.58 H +ATOM 834 HG SER A 942 -0.537 2.843 2.506 1.00 72.10 H +ATOM 835 N GLY A 943 -2.996 1.435 0.454 1.00 48.43 N +ATOM 836 CA GLY A 943 -3.852 1.679 -0.702 1.00 46.49 C +ATOM 837 C GLY A 943 -4.391 0.364 -1.290 1.00 48.75 C +ATOM 838 O GLY A 943 -5.500 0.360 -1.821 1.00 47.89 O +ATOM 839 H GLY A 943 -1.998 1.478 0.302 1.00 48.43 H +ATOM 840 HA3 GLY A 943 -3.269 2.198 -1.462 1.00 46.49 H +ATOM 841 HA2 GLY A 943 -4.681 2.335 -0.430 1.00 46.49 H +ATOM 842 N TRP A 944 -3.627 -0.738 -1.184 1.00 44.46 N +ATOM 843 CA TRP A 944 -4.021 -2.081 -1.615 1.00 42.89 C +ATOM 844 C TRP A 944 -5.169 -2.670 -0.781 1.00 46.22 C +ATOM 845 O TRP A 944 -6.091 -3.245 -1.358 1.00 45.15 O +ATOM 846 CB TRP A 944 -2.793 -3.010 -1.631 1.00 42.12 C +ATOM 847 CG TRP A 944 -3.080 -4.467 -1.824 1.00 42.65 C +ATOM 848 CD1 TRP A 944 -2.885 -5.439 -0.904 1.00 46.33 C +ATOM 849 CD2 TRP A 944 -3.681 -5.119 -2.981 1.00 41.21 C +ATOM 850 NE1 TRP A 944 -3.284 -6.649 -1.429 1.00 45.34 N +ATOM 851 CE2 TRP A 944 -3.782 -6.515 -2.707 1.00 45.67 C +ATOM 852 CE3 TRP A 944 -4.149 -4.674 -4.238 1.00 41.70 C +ATOM 853 CZ2 TRP A 944 -4.298 -7.428 -3.640 1.00 44.10 C +ATOM 854 CZ3 TRP A 944 -4.676 -5.579 -5.179 1.00 42.27 C +ATOM 855 CH2 TRP A 944 -4.740 -6.953 -4.884 1.00 43.10 C +ATOM 856 H TRP A 944 -2.705 -0.662 -0.777 1.00 44.46 H +ATOM 857 HA TRP A 944 -4.393 -2.009 -2.639 1.00 42.89 H +ATOM 858 HB3 TRP A 944 -2.239 -2.906 -0.699 1.00 42.12 H +ATOM 859 HB2 TRP A 944 -2.112 -2.699 -2.425 1.00 42.12 H +ATOM 860 HD1 TRP A 944 -2.471 -5.278 0.081 1.00 46.33 H +ATOM 861 HE1 TRP A 944 -3.228 -7.524 -0.922 1.00 45.34 H +ATOM 862 HE3 TRP A 944 -4.103 -3.624 -4.481 1.00 41.70 H +ATOM 863 HZ2 TRP A 944 -4.352 -8.480 -3.407 1.00 44.10 H +ATOM 864 HZ3 TRP A 944 -5.029 -5.218 -6.131 1.00 42.27 H +ATOM 865 HH2 TRP A 944 -5.129 -7.641 -5.615 1.00 43.10 H +ATOM 866 N LYS A 945 -5.105 -2.485 0.550 1.00 43.92 N +ATOM 867 CA LYS A 945 -6.191 -2.822 1.471 1.00 44.34 C +ATOM 868 C LYS A 945 -7.476 -2.042 1.160 1.00 46.56 C +ATOM 869 O LYS A 945 -8.554 -2.623 1.243 1.00 45.36 O +ATOM 870 CB LYS A 945 -5.751 -2.571 2.926 1.00 49.05 C +ATOM 871 CG LYS A 945 -4.726 -3.589 3.445 1.00 67.10 C +ATOM 872 CD LYS A 945 -4.305 -3.287 4.894 1.00 82.17 C +ATOM 873 CE LYS A 945 -3.208 -4.218 5.438 1.00 95.75 C +ATOM 874 NZ LYS A 945 -1.895 -3.952 4.822 1.00106.63 N1+ +ATOM 875 H LYS A 945 -4.304 -2.017 0.951 1.00 43.92 H +ATOM 876 HA LYS A 945 -6.411 -3.885 1.350 1.00 44.34 H +ATOM 877 HB3 LYS A 945 -6.625 -2.624 3.579 1.00 49.05 H +ATOM 878 HB2 LYS A 945 -5.361 -1.556 3.025 1.00 49.05 H +ATOM 879 HG3 LYS A 945 -3.858 -3.605 2.789 1.00 67.10 H +ATOM 880 HG2 LYS A 945 -5.156 -4.590 3.397 1.00 67.10 H +ATOM 881 HD3 LYS A 945 -5.182 -3.377 5.537 1.00 82.17 H +ATOM 882 HD2 LYS A 945 -3.988 -2.245 4.978 1.00 82.17 H +ATOM 883 HE3 LYS A 945 -3.481 -5.262 5.281 1.00 95.75 H +ATOM 884 HE2 LYS A 945 -3.108 -4.074 6.514 1.00 95.75 H +ATOM 885 HZ1 LYS A 945 -1.958 -4.096 3.824 1.00106.63 H +ATOM 886 HZ2 LYS A 945 -1.626 -2.996 5.006 1.00106.63 H +ATOM 887 HZ3 LYS A 945 -1.206 -4.578 5.214 1.00106.63 H +ATOM 888 N GLN A 946 -7.327 -0.768 0.757 1.00 43.11 N +ATOM 889 CA GLN A 946 -8.435 0.101 0.379 1.00 42.59 C +ATOM 890 C GLN A 946 -9.104 -0.329 -0.944 1.00 44.21 C +ATOM 891 O GLN A 946 -10.323 -0.212 -1.029 1.00 44.62 O +ATOM 892 CB GLN A 946 -7.949 1.562 0.342 1.00 44.07 C +ATOM 893 CG GLN A 946 -9.112 2.570 0.435 1.00 72.22 C +ATOM 894 CD GLN A 946 -8.722 4.039 0.262 1.00 92.80 C +ATOM 895 OE1 GLN A 946 -9.605 4.886 0.154 1.00 86.97 O +ATOM 896 NE2 GLN A 946 -7.426 4.364 0.235 1.00 85.94 N +ATOM 897 H GLN A 946 -6.402 -0.366 0.700 1.00 43.11 H +ATOM 898 HA GLN A 946 -9.185 0.018 1.169 1.00 42.59 H +ATOM 899 HB3 GLN A 946 -7.370 1.733 -0.566 1.00 44.07 H +ATOM 900 HB2 GLN A 946 -7.272 1.737 1.180 1.00 44.07 H +ATOM 901 HG3 GLN A 946 -9.613 2.463 1.399 1.00 72.22 H +ATOM 902 HG2 GLN A 946 -9.861 2.347 -0.322 1.00 72.22 H +ATOM 903 HE22 GLN A 946 -7.136 5.321 0.106 1.00 85.94 H +ATOM 904 HE21 GLN A 946 -6.724 3.644 0.323 1.00 85.94 H +ATOM 905 N GLU A 947 -8.341 -0.874 -1.917 1.00 38.42 N +ATOM 906 CA GLU A 947 -8.896 -1.497 -3.128 1.00 36.42 C +ATOM 907 C GLU A 947 -9.773 -2.720 -2.812 1.00 41.24 C +ATOM 908 O GLU A 947 -10.865 -2.832 -3.369 1.00 41.44 O +ATOM 909 CB GLU A 947 -7.793 -1.835 -4.165 1.00 36.47 C +ATOM 910 CG GLU A 947 -8.321 -2.647 -5.383 1.00 37.83 C +ATOM 911 CD GLU A 947 -7.332 -2.963 -6.510 1.00 51.81 C +ATOM 912 OE1 GLU A 947 -6.118 -2.704 -6.360 1.00 50.51 O +ATOM 913 OE2 GLU A 947 -7.819 -3.483 -7.537 1.00 44.67 O1- +ATOM 914 H GLU A 947 -7.338 -0.927 -1.800 1.00 38.42 H +ATOM 915 HA GLU A 947 -9.549 -0.755 -3.593 1.00 36.42 H +ATOM 916 HB3 GLU A 947 -6.983 -2.382 -3.682 1.00 36.47 H +ATOM 917 HB2 GLU A 947 -7.355 -0.901 -4.515 1.00 36.47 H +ATOM 918 HG3 GLU A 947 -9.177 -2.127 -5.813 1.00 37.83 H +ATOM 919 HG2 GLU A 947 -8.692 -3.617 -5.051 1.00 37.83 H +ATOM 920 N ILE A 948 -9.272 -3.599 -1.926 1.00 37.07 N +ATOM 921 CA ILE A 948 -9.967 -4.801 -1.461 1.00 37.44 C +ATOM 922 C ILE A 948 -11.283 -4.464 -0.730 1.00 42.50 C +ATOM 923 O ILE A 948 -12.288 -5.117 -1.003 1.00 40.78 O +ATOM 924 CB ILE A 948 -9.054 -5.688 -0.558 1.00 40.85 C +ATOM 925 CG1 ILE A 948 -7.887 -6.291 -1.375 1.00 40.33 C +ATOM 926 CG2 ILE A 948 -9.796 -6.814 0.199 1.00 41.59 C +ATOM 927 CD1 ILE A 948 -6.671 -6.699 -0.527 1.00 45.34 C +ATOM 928 H ILE A 948 -8.358 -3.431 -1.528 1.00 37.07 H +ATOM 929 HA ILE A 948 -10.228 -5.382 -2.348 1.00 37.44 H +ATOM 930 HB ILE A 948 -8.610 -5.037 0.195 1.00 40.85 H +ATOM 931 HG13 ILE A 948 -7.538 -5.577 -2.122 1.00 40.33 H +ATOM 932 HG12 ILE A 948 -8.245 -7.151 -1.939 1.00 40.33 H +ATOM 933 HG21 ILE A 948 -9.110 -7.460 0.744 1.00 41.59 H +ATOM 934 HG22 ILE A 948 -10.494 -6.421 0.937 1.00 41.59 H +ATOM 935 HG23 ILE A 948 -10.361 -7.442 -0.491 1.00 41.59 H +ATOM 936 HD11 ILE A 948 -6.199 -7.594 -0.931 1.00 45.34 H +ATOM 937 HD12 ILE A 948 -5.924 -5.906 -0.520 1.00 45.34 H +ATOM 938 HD13 ILE A 948 -6.932 -6.902 0.510 1.00 45.34 H +ATOM 939 N ASP A 949 -11.260 -3.427 0.129 1.00 41.37 N +ATOM 940 CA ASP A 949 -12.433 -2.867 0.812 1.00 43.58 C +ATOM 941 C ASP A 949 -13.472 -2.293 -0.166 1.00 46.27 C +ATOM 942 O ASP A 949 -14.650 -2.611 -0.023 1.00 45.58 O +ATOM 943 CB ASP A 949 -12.082 -1.793 1.877 1.00 47.36 C +ATOM 944 CG ASP A 949 -11.137 -2.216 3.016 1.00 66.46 C +ATOM 945 OD1 ASP A 949 -11.033 -3.431 3.296 1.00 66.64 O +ATOM 946 OD2 ASP A 949 -10.616 -1.293 3.681 1.00 76.34 O1- +ATOM 947 H ASP A 949 -10.380 -2.965 0.319 1.00 41.37 H +ATOM 948 HA ASP A 949 -12.919 -3.699 1.326 1.00 43.58 H +ATOM 949 HB3 ASP A 949 -13.001 -1.432 2.342 1.00 47.36 H +ATOM 950 HB2 ASP A 949 -11.627 -0.936 1.377 1.00 47.36 H +ATOM 951 N ILE A 950 -13.021 -1.484 -1.143 1.00 42.07 N +ATOM 952 CA ILE A 950 -13.865 -0.856 -2.165 1.00 41.21 C +ATOM 953 C ILE A 950 -14.584 -1.879 -3.065 1.00 44.57 C +ATOM 954 O ILE A 950 -15.796 -1.776 -3.223 1.00 44.89 O +ATOM 955 CB ILE A 950 -13.074 0.179 -3.030 1.00 43.50 C +ATOM 956 CG1 ILE A 950 -12.772 1.447 -2.199 1.00 44.25 C +ATOM 957 CG2 ILE A 950 -13.743 0.588 -4.366 1.00 43.82 C +ATOM 958 CD1 ILE A 950 -11.740 2.389 -2.835 1.00 47.81 C +ATOM 959 H ILE A 950 -12.034 -1.263 -1.187 1.00 42.07 H +ATOM 960 HA ILE A 950 -14.646 -0.310 -1.630 1.00 41.21 H +ATOM 961 HB ILE A 950 -12.115 -0.277 -3.283 1.00 43.50 H +ATOM 962 HG13 ILE A 950 -12.436 1.183 -1.197 1.00 44.25 H +ATOM 963 HG12 ILE A 950 -13.700 1.993 -2.049 1.00 44.25 H +ATOM 964 HG21 ILE A 950 -13.176 1.363 -4.881 1.00 43.82 H +ATOM 965 HG22 ILE A 950 -13.808 -0.244 -5.066 1.00 43.82 H +ATOM 966 HG23 ILE A 950 -14.750 0.974 -4.203 1.00 43.82 H +ATOM 967 HD11 ILE A 950 -11.203 2.958 -2.077 1.00 47.81 H +ATOM 968 HD12 ILE A 950 -11.002 1.842 -3.421 1.00 47.81 H +ATOM 969 HD13 ILE A 950 -12.224 3.110 -3.494 1.00 47.81 H +ATOM 970 N LEU A 951 -13.844 -2.860 -3.609 1.00 41.27 N +ATOM 971 CA LEU A 951 -14.394 -3.889 -4.496 1.00 41.85 C +ATOM 972 C LEU A 951 -15.322 -4.889 -3.774 1.00 47.62 C +ATOM 973 O LEU A 951 -16.249 -5.398 -4.403 1.00 47.54 O +ATOM 974 CB LEU A 951 -13.231 -4.574 -5.249 1.00 41.42 C +ATOM 975 CG LEU A 951 -13.649 -5.508 -6.410 1.00 46.53 C +ATOM 976 CD1 LEU A 951 -14.414 -4.752 -7.521 1.00 46.18 C +ATOM 977 CD2 LEU A 951 -12.432 -6.278 -6.956 1.00 49.35 C +ATOM 978 H LEU A 951 -12.847 -2.896 -3.436 1.00 41.27 H +ATOM 979 HA LEU A 951 -15.012 -3.367 -5.227 1.00 41.85 H +ATOM 980 HB3 LEU A 951 -12.633 -5.137 -4.530 1.00 41.42 H +ATOM 981 HB2 LEU A 951 -12.564 -3.808 -5.649 1.00 41.42 H +ATOM 982 HG LEU A 951 -14.325 -6.266 -6.019 1.00 46.53 H +ATOM 983 HD11 LEU A 951 -14.019 -4.940 -8.518 1.00 46.18 H +ATOM 984 HD12 LEU A 951 -15.464 -5.047 -7.534 1.00 46.18 H +ATOM 985 HD13 LEU A 951 -14.385 -3.672 -7.381 1.00 46.18 H +ATOM 986 HD21 LEU A 951 -12.413 -6.333 -8.044 1.00 49.35 H +ATOM 987 HD22 LEU A 951 -11.496 -5.819 -6.643 1.00 49.35 H +ATOM 988 HD23 LEU A 951 -12.429 -7.303 -6.584 1.00 49.35 H +ATOM 989 N ARG A 952 -15.086 -5.118 -2.470 1.00 45.43 N +ATOM 990 CA ARG A 952 -15.912 -5.959 -1.601 1.00 47.25 C +ATOM 991 C ARG A 952 -17.298 -5.357 -1.286 1.00 52.09 C +ATOM 992 O ARG A 952 -18.247 -6.129 -1.145 1.00 53.68 O +ATOM 993 CB ARG A 952 -15.091 -6.318 -0.340 1.00 49.60 C +ATOM 994 CG ARG A 952 -15.843 -7.068 0.779 1.00 64.86 C +ATOM 995 CD ARG A 952 -14.937 -7.823 1.770 1.00 76.56 C +ATOM 996 NE ARG A 952 -13.881 -6.986 2.376 1.00 87.65 N +ATOM 997 CZ ARG A 952 -12.715 -7.407 2.908 1.00104.51 C +ATOM 998 NH1 ARG A 952 -12.352 -8.699 2.914 1.00 93.37 N +ATOM 999 NH2 ARG A 952 -11.884 -6.512 3.453 1.00 92.17 N1+ +ATOM 1000 H ARG A 952 -14.301 -4.663 -2.025 1.00 45.43 H +ATOM 1001 HA ARG A 952 -16.101 -6.892 -2.134 1.00 47.25 H +ATOM 1002 HB3 ARG A 952 -14.697 -5.398 0.092 1.00 49.60 H +ATOM 1003 HB2 ARG A 952 -14.226 -6.906 -0.649 1.00 49.60 H +ATOM 1004 HG3 ARG A 952 -16.421 -7.837 0.264 1.00 64.86 H +ATOM 1005 HG2 ARG A 952 -16.577 -6.448 1.297 1.00 64.86 H +ATOM 1006 HD3 ARG A 952 -14.592 -8.768 1.357 1.00 76.56 H +ATOM 1007 HD2 ARG A 952 -15.557 -8.089 2.626 1.00 76.56 H +ATOM 1008 HE ARG A 952 -14.078 -5.996 2.402 1.00 87.65 H +ATOM 1009 HH12 ARG A 952 -11.476 -8.988 3.325 1.00 93.37 H +ATOM 1010 HH11 ARG A 952 -12.951 -9.389 2.485 1.00 93.37 H +ATOM 1011 HH22 ARG A 952 -12.087 -5.519 3.426 1.00 92.17 H +ATOM 1012 HH21 ARG A 952 -11.009 -6.805 3.861 1.00 92.17 H +ATOM 1013 N THR A 953 -17.407 -4.018 -1.203 1.00 47.85 N +ATOM 1014 CA THR A 953 -18.679 -3.317 -0.978 1.00 48.24 C +ATOM 1015 C THR A 953 -19.466 -3.052 -2.282 1.00 50.96 C +ATOM 1016 O THR A 953 -20.681 -2.871 -2.196 1.00 52.21 O +ATOM 1017 CB THR A 953 -18.474 -1.955 -0.257 1.00 56.81 C +ATOM 1018 OG1 THR A 953 -17.729 -1.035 -1.034 1.00 60.06 O +ATOM 1019 CG2 THR A 953 -17.848 -2.087 1.139 1.00 56.45 C +ATOM 1020 H THR A 953 -16.592 -3.432 -1.323 1.00 47.85 H +ATOM 1021 HA THR A 953 -19.313 -3.933 -0.338 1.00 48.24 H +ATOM 1022 HB THR A 953 -19.453 -1.494 -0.115 1.00 56.81 H +ATOM 1023 HG1 THR A 953 -17.579 -0.237 -0.518 1.00 60.06 H +ATOM 1024 HG21 THR A 953 -17.701 -1.110 1.601 1.00 56.45 H +ATOM 1025 HG22 THR A 953 -18.495 -2.666 1.798 1.00 56.45 H +ATOM 1026 HG23 THR A 953 -16.885 -2.591 1.111 1.00 56.45 H +ATOM 1027 N LEU A 954 -18.797 -3.053 -3.450 1.00 45.03 N +ATOM 1028 CA LEU A 954 -19.441 -2.879 -4.754 1.00 43.59 C +ATOM 1029 C LEU A 954 -20.046 -4.200 -5.254 1.00 47.51 C +ATOM 1030 O LEU A 954 -19.407 -5.248 -5.151 1.00 46.90 O +ATOM 1031 CB LEU A 954 -18.416 -2.343 -5.779 1.00 41.91 C +ATOM 1032 CG LEU A 954 -17.939 -0.893 -5.544 1.00 44.98 C +ATOM 1033 CD1 LEU A 954 -16.672 -0.604 -6.360 1.00 43.77 C +ATOM 1034 CD2 LEU A 954 -19.026 0.163 -5.817 1.00 45.62 C +ATOM 1035 H LEU A 954 -17.798 -3.203 -3.455 1.00 45.03 H +ATOM 1036 HA LEU A 954 -20.251 -2.157 -4.649 1.00 43.59 H +ATOM 1037 HB3 LEU A 954 -18.832 -2.405 -6.787 1.00 41.91 H +ATOM 1038 HB2 LEU A 954 -17.551 -3.010 -5.778 1.00 41.91 H +ATOM 1039 HG LEU A 954 -17.680 -0.790 -4.492 1.00 44.98 H +ATOM 1040 HD11 LEU A 954 -16.372 0.440 -6.268 1.00 43.77 H +ATOM 1041 HD12 LEU A 954 -15.835 -1.211 -6.014 1.00 43.77 H +ATOM 1042 HD13 LEU A 954 -16.821 -0.822 -7.417 1.00 43.77 H +ATOM 1043 HD21 LEU A 954 -18.846 1.060 -5.227 1.00 45.62 H +ATOM 1044 HD22 LEU A 954 -19.047 0.454 -6.867 1.00 45.62 H +ATOM 1045 HD23 LEU A 954 -20.022 -0.184 -5.556 1.00 45.62 H +ATOM 1046 N TYR A 955 -21.260 -4.105 -5.819 1.00 44.63 N +ATOM 1047 CA TYR A 955 -21.983 -5.219 -6.422 1.00 45.07 C +ATOM 1048 C TYR A 955 -22.881 -4.667 -7.538 1.00 45.96 C +ATOM 1049 O TYR A 955 -23.879 -4.007 -7.245 1.00 46.41 O +ATOM 1050 CB TYR A 955 -22.766 -5.994 -5.338 1.00 49.65 C +ATOM 1051 CG TYR A 955 -23.413 -7.280 -5.825 1.00 54.91 C +ATOM 1052 CD1 TYR A 955 -22.690 -8.491 -5.774 1.00 57.41 C +ATOM 1053 CD2 TYR A 955 -24.729 -7.275 -6.334 1.00 57.57 C +ATOM 1054 CE1 TYR A 955 -23.279 -9.687 -6.228 1.00 59.75 C +ATOM 1055 CE2 TYR A 955 -25.314 -8.469 -6.797 1.00 60.10 C +ATOM 1056 CZ TYR A 955 -24.590 -9.676 -6.742 1.00 68.68 C +ATOM 1057 OH TYR A 955 -25.161 -10.833 -7.187 1.00 72.06 O +ATOM 1058 H TYR A 955 -21.733 -3.211 -5.844 1.00 44.63 H +ATOM 1059 HA TYR A 955 -21.264 -5.905 -6.873 1.00 45.07 H +ATOM 1060 HB3 TYR A 955 -23.529 -5.356 -4.888 1.00 49.65 H +ATOM 1061 HB2 TYR A 955 -22.091 -6.258 -4.522 1.00 49.65 H +ATOM 1062 HD1 TYR A 955 -21.681 -8.504 -5.389 1.00 57.41 H +ATOM 1063 HD2 TYR A 955 -25.291 -6.353 -6.378 1.00 57.57 H +ATOM 1064 HE1 TYR A 955 -22.717 -10.608 -6.181 1.00 59.75 H +ATOM 1065 HE2 TYR A 955 -26.320 -8.458 -7.190 1.00 60.10 H +ATOM 1066 HH TYR A 955 -24.592 -11.599 -7.087 1.00 72.06 H +ATOM 1067 N HIS A 956 -22.500 -4.944 -8.794 1.00 39.68 N +ATOM 1068 CA HIS A 956 -23.212 -4.512 -9.996 1.00 38.26 C +ATOM 1069 C HIS A 956 -22.866 -5.445 -11.162 1.00 41.07 C +ATOM 1070 O HIS A 956 -21.760 -5.986 -11.208 1.00 39.48 O +ATOM 1071 CB HIS A 956 -22.844 -3.047 -10.318 1.00 37.69 C +ATOM 1072 CG HIS A 956 -23.836 -2.324 -11.193 1.00 40.30 C +ATOM 1073 ND1 HIS A 956 -23.676 -2.210 -12.577 1.00 40.74 N +ATOM 1074 CD2 HIS A 956 -25.002 -1.686 -10.825 1.00 42.24 C +ATOM 1075 CE1 HIS A 956 -24.733 -1.519 -12.984 1.00 40.29 C +ATOM 1076 NE2 HIS A 956 -25.550 -1.179 -11.989 1.00 41.53 N +ATOM 1077 H HIS A 956 -21.665 -5.494 -8.953 1.00 39.68 H +ATOM 1078 HA HIS A 956 -24.284 -4.585 -9.796 1.00 38.26 H +ATOM 1079 HB3 HIS A 956 -21.857 -2.986 -10.778 1.00 37.69 H +ATOM 1080 HB2 HIS A 956 -22.772 -2.476 -9.395 1.00 37.69 H +ATOM 1081 HD2 HIS A 956 -25.467 -1.557 -9.859 1.00 42.24 H +ATOM 1082 HE1 HIS A 956 -24.909 -1.252 -14.014 1.00 40.29 H +ATOM 1083 HE2 HIS A 956 -26.411 -0.655 -12.072 1.00 41.53 H +ATOM 1084 N GLU A 957 -23.808 -5.580 -12.110 1.00 37.79 N +ATOM 1085 CA GLU A 957 -23.646 -6.366 -13.338 1.00 37.07 C +ATOM 1086 C GLU A 957 -22.581 -5.811 -14.309 1.00 38.36 C +ATOM 1087 O GLU A 957 -22.069 -6.584 -15.119 1.00 38.29 O +ATOM 1088 CB GLU A 957 -25.017 -6.521 -14.032 1.00 39.83 C +ATOM 1089 CG GLU A 957 -25.639 -5.202 -14.545 1.00 51.33 C +ATOM 1090 CD GLU A 957 -26.973 -5.377 -15.283 1.00 75.08 C +ATOM 1091 OE1 GLU A 957 -27.876 -4.551 -15.023 1.00 76.02 O +ATOM 1092 OE2 GLU A 957 -27.077 -6.311 -16.109 1.00 61.54 O1- +ATOM 1093 H GLU A 957 -24.697 -5.109 -11.999 1.00 37.79 H +ATOM 1094 HA GLU A 957 -23.315 -7.363 -13.038 1.00 37.07 H +ATOM 1095 HB3 GLU A 957 -25.713 -7.007 -13.347 1.00 39.83 H +ATOM 1096 HB2 GLU A 957 -24.898 -7.214 -14.866 1.00 39.83 H +ATOM 1097 HG3 GLU A 957 -24.955 -4.731 -15.244 1.00 51.33 H +ATOM 1098 HG2 GLU A 957 -25.753 -4.493 -13.725 1.00 51.33 H +ATOM 1099 N HIS A 958 -22.266 -4.507 -14.202 1.00 33.06 N +ATOM 1100 CA HIS A 958 -21.263 -3.805 -15.008 1.00 30.23 C +ATOM 1101 C HIS A 958 -20.045 -3.370 -14.175 1.00 34.52 C +ATOM 1102 O HIS A 958 -19.363 -2.415 -14.546 1.00 33.24 O +ATOM 1103 CB HIS A 958 -21.913 -2.635 -15.775 1.00 29.49 C +ATOM 1104 CG HIS A 958 -23.094 -3.030 -16.626 1.00 32.84 C +ATOM 1105 ND1 HIS A 958 -23.069 -4.116 -17.483 1.00 34.50 N +ATOM 1106 CD2 HIS A 958 -24.367 -2.515 -16.722 1.00 35.61 C +ATOM 1107 CE1 HIS A 958 -24.286 -4.227 -18.018 1.00 34.74 C +ATOM 1108 NE2 HIS A 958 -25.123 -3.285 -17.606 1.00 35.88 N +ATOM 1109 H HIS A 958 -22.751 -3.939 -13.519 1.00 33.06 H +ATOM 1110 HA HIS A 958 -20.862 -4.495 -15.749 1.00 30.23 H +ATOM 1111 HB3 HIS A 958 -21.178 -2.172 -16.435 1.00 29.49 H +ATOM 1112 HB2 HIS A 958 -22.237 -1.860 -15.079 1.00 29.49 H +ATOM 1113 HD1 HIS A 958 -22.273 -4.714 -17.661 1.00 34.50 H +ATOM 1114 HD2 HIS A 958 -24.807 -1.676 -16.210 1.00 35.61 H +ATOM 1115 HE1 HIS A 958 -24.562 -4.994 -18.726 1.00 34.74 H +ATOM 1116 N ILE A 959 -19.758 -4.122 -13.102 1.00 33.55 N +ATOM 1117 CA ILE A 959 -18.513 -4.085 -12.339 1.00 33.44 C +ATOM 1118 C ILE A 959 -18.048 -5.543 -12.152 1.00 38.25 C +ATOM 1119 O ILE A 959 -18.891 -6.426 -11.973 1.00 38.75 O +ATOM 1120 CB ILE A 959 -18.700 -3.369 -10.959 1.00 37.20 C +ATOM 1121 CG1 ILE A 959 -18.910 -1.848 -11.173 1.00 36.98 C +ATOM 1122 CG2 ILE A 959 -17.554 -3.612 -9.949 1.00 38.30 C +ATOM 1123 CD1 ILE A 959 -19.229 -1.049 -9.902 1.00 43.20 C +ATOM 1124 H ILE A 959 -20.381 -4.880 -12.858 1.00 33.55 H +ATOM 1125 HA ILE A 959 -17.747 -3.561 -12.911 1.00 33.44 H +ATOM 1126 HB ILE A 959 -19.610 -3.762 -10.502 1.00 37.20 H +ATOM 1127 HG13 ILE A 959 -19.722 -1.677 -11.879 1.00 36.98 H +ATOM 1128 HG12 ILE A 959 -18.021 -1.424 -11.638 1.00 36.98 H +ATOM 1129 HG21 ILE A 959 -17.680 -3.036 -9.034 1.00 38.30 H +ATOM 1130 HG22 ILE A 959 -17.504 -4.652 -9.633 1.00 38.30 H +ATOM 1131 HG23 ILE A 959 -16.590 -3.347 -10.379 1.00 38.30 H +ATOM 1132 HD11 ILE A 959 -19.719 -0.110 -10.158 1.00 43.20 H +ATOM 1133 HD12 ILE A 959 -19.889 -1.604 -9.235 1.00 43.20 H +ATOM 1134 HD13 ILE A 959 -18.323 -0.797 -9.352 1.00 43.20 H +ATOM 1135 N ILE A 960 -16.722 -5.778 -12.199 1.00 34.04 N +ATOM 1136 CA ILE A 960 -16.103 -7.089 -11.969 1.00 34.30 C +ATOM 1137 C ILE A 960 -16.404 -7.598 -10.542 1.00 39.83 C +ATOM 1138 O ILE A 960 -16.171 -6.877 -9.571 1.00 39.81 O +ATOM 1139 CB ILE A 960 -14.562 -7.077 -12.223 1.00 35.69 C +ATOM 1140 CG1 ILE A 960 -13.980 -8.512 -12.252 1.00 36.05 C +ATOM 1141 CG2 ILE A 960 -13.761 -6.184 -11.246 1.00 35.48 C +ATOM 1142 CD1 ILE A 960 -12.566 -8.631 -12.844 1.00 37.96 C +ATOM 1143 H ILE A 960 -16.085 -5.009 -12.369 1.00 34.04 H +ATOM 1144 HA ILE A 960 -16.557 -7.774 -12.688 1.00 34.30 H +ATOM 1145 HB ILE A 960 -14.424 -6.656 -13.220 1.00 35.69 H +ATOM 1146 HG13 ILE A 960 -14.642 -9.150 -12.839 1.00 36.05 H +ATOM 1147 HG12 ILE A 960 -13.984 -8.936 -11.247 1.00 36.05 H +ATOM 1148 HG21 ILE A 960 -12.742 -6.020 -11.594 1.00 35.48 H +ATOM 1149 HG22 ILE A 960 -14.222 -5.203 -11.131 1.00 35.48 H +ATOM 1150 HG23 ILE A 960 -13.683 -6.633 -10.257 1.00 35.48 H +ATOM 1151 HD11 ILE A 960 -11.934 -9.264 -12.221 1.00 37.96 H +ATOM 1152 HD12 ILE A 960 -12.597 -9.084 -13.834 1.00 37.96 H +ATOM 1153 HD13 ILE A 960 -12.065 -7.670 -12.948 1.00 37.96 H +ATOM 1154 N LYS A 961 -16.984 -8.804 -10.450 1.00 38.47 N +ATOM 1155 CA LYS A 961 -17.508 -9.334 -9.197 1.00 40.15 C +ATOM 1156 C LYS A 961 -16.382 -9.870 -8.302 1.00 44.21 C +ATOM 1157 O LYS A 961 -15.549 -10.660 -8.753 1.00 42.58 O +ATOM 1158 CB LYS A 961 -18.572 -10.416 -9.471 1.00 43.99 C +ATOM 1159 CG LYS A 961 -19.531 -10.611 -8.279 1.00 65.82 C +ATOM 1160 CD LYS A 961 -20.376 -11.889 -8.358 1.00 82.27 C +ATOM 1161 CE LYS A 961 -19.590 -13.141 -7.933 1.00 98.09 C +ATOM 1162 NZ LYS A 961 -20.439 -14.344 -7.951 1.00108.33 N1+ +ATOM 1163 H LYS A 961 -17.162 -9.351 -11.285 1.00 38.47 H +ATOM 1164 HA LYS A 961 -18.005 -8.516 -8.672 1.00 40.15 H +ATOM 1165 HB3 LYS A 961 -18.087 -11.352 -9.750 1.00 43.99 H +ATOM 1166 HB2 LYS A 961 -19.179 -10.126 -10.330 1.00 43.99 H +ATOM 1167 HG3 LYS A 961 -20.200 -9.751 -8.233 1.00 65.82 H +ATOM 1168 HG2 LYS A 961 -18.986 -10.605 -7.335 1.00 65.82 H +ATOM 1169 HD3 LYS A 961 -20.746 -12.012 -9.378 1.00 82.27 H +ATOM 1170 HD2 LYS A 961 -21.259 -11.767 -7.729 1.00 82.27 H +ATOM 1171 HE3 LYS A 961 -19.197 -13.012 -6.923 1.00 98.09 H +ATOM 1172 HE2 LYS A 961 -18.735 -13.304 -8.589 1.00 98.09 H +ATOM 1173 HZ1 LYS A 961 -20.777 -14.500 -8.890 1.00108.33 H +ATOM 1174 HZ2 LYS A 961 -19.902 -15.143 -7.647 1.00108.33 H +ATOM 1175 HZ3 LYS A 961 -21.224 -14.213 -7.329 1.00108.33 H +ATOM 1176 N TYR A 962 -16.430 -9.444 -7.032 1.00 42.43 N +ATOM 1177 CA TYR A 962 -15.610 -9.940 -5.935 1.00 43.53 C +ATOM 1178 C TYR A 962 -16.001 -11.390 -5.592 1.00 47.09 C +ATOM 1179 O TYR A 962 -17.139 -11.625 -5.182 1.00 48.07 O +ATOM 1180 CB TYR A 962 -15.807 -8.977 -4.743 1.00 46.00 C +ATOM 1181 CG TYR A 962 -15.052 -9.322 -3.473 1.00 48.99 C +ATOM 1182 CD1 TYR A 962 -13.693 -8.973 -3.349 1.00 50.72 C +ATOM 1183 CD2 TYR A 962 -15.708 -9.972 -2.407 1.00 51.43 C +ATOM 1184 CE1 TYR A 962 -12.986 -9.292 -2.173 1.00 52.08 C +ATOM 1185 CE2 TYR A 962 -15.003 -10.287 -1.231 1.00 53.15 C +ATOM 1186 CZ TYR A 962 -13.638 -9.957 -1.118 1.00 59.98 C +ATOM 1187 OH TYR A 962 -12.946 -10.296 0.007 1.00 63.78 O +ATOM 1188 H TYR A 962 -17.144 -8.781 -6.769 1.00 42.43 H +ATOM 1189 HA TYR A 962 -14.562 -9.907 -6.242 1.00 43.53 H +ATOM 1190 HB3 TYR A 962 -16.868 -8.902 -4.498 1.00 46.00 H +ATOM 1191 HB2 TYR A 962 -15.510 -7.972 -5.041 1.00 46.00 H +ATOM 1192 HD1 TYR A 962 -13.193 -8.463 -4.159 1.00 50.72 H +ATOM 1193 HD2 TYR A 962 -16.752 -10.238 -2.492 1.00 51.43 H +ATOM 1194 HE1 TYR A 962 -11.942 -9.032 -2.085 1.00 52.08 H +ATOM 1195 HE2 TYR A 962 -15.506 -10.796 -0.421 1.00 53.15 H +ATOM 1196 HH TYR A 962 -12.006 -10.107 -0.068 1.00 63.78 H +ATOM 1197 N LYS A 963 -15.056 -12.326 -5.771 1.00 42.37 N +ATOM 1198 CA LYS A 963 -15.203 -13.726 -5.366 1.00 42.56 C +ATOM 1199 C LYS A 963 -14.894 -13.913 -3.870 1.00 48.47 C +ATOM 1200 O LYS A 963 -15.618 -14.649 -3.202 1.00 50.00 O +ATOM 1201 CB LYS A 963 -14.273 -14.612 -6.220 1.00 43.06 C +ATOM 1202 CG LYS A 963 -14.767 -14.929 -7.644 1.00 48.30 C +ATOM 1203 CD LYS A 963 -15.641 -16.192 -7.735 1.00 61.25 C +ATOM 1204 CE LYS A 963 -15.976 -16.567 -9.192 1.00 72.82 C +ATOM 1205 NZ LYS A 963 -16.598 -17.901 -9.298 1.00 84.70 N1+ +ATOM 1206 H LYS A 963 -14.146 -12.058 -6.119 1.00 42.37 H +ATOM 1207 HA LYS A 963 -16.234 -14.043 -5.540 1.00 42.56 H +ATOM 1208 HB3 LYS A 963 -14.079 -15.557 -5.715 1.00 43.06 H +ATOM 1209 HB2 LYS A 963 -13.305 -14.125 -6.282 1.00 43.06 H +ATOM 1210 HG3 LYS A 963 -13.891 -15.083 -8.273 1.00 48.30 H +ATOM 1211 HG2 LYS A 963 -15.294 -14.072 -8.064 1.00 48.30 H +ATOM 1212 HD3 LYS A 963 -16.561 -16.038 -7.170 1.00 61.25 H +ATOM 1213 HD2 LYS A 963 -15.118 -17.020 -7.253 1.00 61.25 H +ATOM 1214 HE3 LYS A 963 -15.071 -16.580 -9.798 1.00 72.82 H +ATOM 1215 HE2 LYS A 963 -16.640 -15.822 -9.633 1.00 72.82 H +ATOM 1216 HZ1 LYS A 963 -17.463 -17.922 -8.778 1.00 84.70 H +ATOM 1217 HZ2 LYS A 963 -16.786 -18.114 -10.268 1.00 84.70 H +ATOM 1218 HZ3 LYS A 963 -15.968 -18.599 -8.928 1.00 84.70 H +ATOM 1219 N GLY A 964 -13.828 -13.257 -3.383 1.00 44.37 N +ATOM 1220 CA GLY A 964 -13.322 -13.425 -2.026 1.00 45.35 C +ATOM 1221 C GLY A 964 -11.876 -12.923 -1.976 1.00 49.58 C +ATOM 1222 O GLY A 964 -11.436 -12.157 -2.835 1.00 45.71 O +ATOM 1223 H GLY A 964 -13.284 -12.660 -3.993 1.00 44.37 H +ATOM 1224 HA3 GLY A 964 -13.348 -14.475 -1.734 1.00 45.35 H +ATOM 1225 HA2 GLY A 964 -13.937 -12.871 -1.318 1.00 45.35 H +ATOM 1226 N CYS A 965 -11.142 -13.356 -0.943 1.00 49.54 N +ATOM 1227 CA CYS A 965 -9.711 -13.105 -0.776 1.00 51.02 C +ATOM 1228 C CYS A 965 -8.996 -14.425 -0.468 1.00 57.60 C +ATOM 1229 O CYS A 965 -9.612 -15.360 0.039 1.00 57.77 O +ATOM 1230 CB CYS A 965 -9.421 -12.070 0.332 1.00 52.68 C +ATOM 1231 SG CYS A 965 -9.626 -10.388 -0.314 1.00 55.96 S +ATOM 1232 H CYS A 965 -11.563 -13.969 -0.256 1.00 49.54 H +ATOM 1233 HA CYS A 965 -9.296 -12.749 -1.718 1.00 51.02 H +ATOM 1234 HB3 CYS A 965 -8.393 -12.146 0.688 1.00 52.68 H +ATOM 1235 HB2 CYS A 965 -10.070 -12.219 1.196 1.00 52.68 H +ATOM 1236 HG CYS A 965 -8.572 -10.428 -1.135 1.00 55.96 H +ATOM 1237 N CYS A 966 -7.692 -14.458 -0.772 1.00 56.83 N +ATOM 1238 CA CYS A 966 -6.805 -15.582 -0.501 1.00 59.37 C +ATOM 1239 C CYS A 966 -5.684 -15.111 0.433 1.00 64.61 C +ATOM 1240 O CYS A 966 -5.062 -14.084 0.157 1.00 62.66 O +ATOM 1241 CB CYS A 966 -6.273 -16.194 -1.818 1.00 59.95 C +ATOM 1242 SG CYS A 966 -5.028 -17.487 -1.549 1.00 65.77 S +ATOM 1243 H CYS A 966 -7.257 -13.642 -1.183 1.00 56.83 H +ATOM 1244 HA CYS A 966 -7.354 -16.359 0.028 1.00 59.37 H +ATOM 1245 HB3 CYS A 966 -5.833 -15.427 -2.450 1.00 59.95 H +ATOM 1246 HB2 CYS A 966 -7.087 -16.624 -2.397 1.00 59.95 H +ATOM 1247 HG CYS A 966 -5.856 -18.347 -0.947 1.00 65.77 H +ATOM 1248 N GLU A 967 -5.426 -15.894 1.495 1.00 64.28 N +ATOM 1249 CA GLU A 967 -4.285 -15.722 2.393 1.00 65.86 C +ATOM 1250 C GLU A 967 -2.977 -16.001 1.633 1.00 70.57 C +ATOM 1251 O GLU A 967 -2.751 -17.140 1.218 1.00 70.73 O +ATOM 1252 CB GLU A 967 -4.432 -16.675 3.601 1.00 69.10 C +ATOM 1253 CG GLU A 967 -3.299 -16.537 4.661 1.00 81.26 C +ATOM 1254 CD GLU A 967 -2.819 -17.832 5.345 1.00 98.19 C +ATOM 1255 OE1 GLU A 967 -1.791 -17.730 6.051 1.00 78.88 O +ATOM 1256 OE2 GLU A 967 -3.452 -18.898 5.170 1.00 93.22 O1- +ATOM 1257 H GLU A 967 -5.983 -16.723 1.647 1.00 64.28 H +ATOM 1258 HA GLU A 967 -4.285 -14.693 2.759 1.00 65.86 H +ATOM 1259 HB3 GLU A 967 -4.506 -17.692 3.214 1.00 69.10 H +ATOM 1260 HB2 GLU A 967 -5.388 -16.487 4.092 1.00 69.10 H +ATOM 1261 HG3 GLU A 967 -3.640 -15.856 5.442 1.00 81.26 H +ATOM 1262 HG2 GLU A 967 -2.419 -16.055 4.236 1.00 81.26 H +ATOM 1263 N ASP A 968 -2.146 -14.959 1.486 1.00 66.99 N +ATOM 1264 CA ASP A 968 -0.819 -15.061 0.893 1.00 67.07 C +ATOM 1265 C ASP A 968 0.183 -15.084 2.058 1.00 72.70 C +ATOM 1266 O ASP A 968 0.385 -14.059 2.713 1.00 72.95 O +ATOM 1267 CB ASP A 968 -0.562 -13.898 -0.102 1.00 67.90 C +ATOM 1268 CG ASP A 968 0.531 -14.115 -1.163 1.00 83.41 C +ATOM 1269 OD1 ASP A 968 1.212 -15.166 -1.136 1.00 85.94 O +ATOM 1270 OD2 ASP A 968 0.684 -13.199 -2.001 1.00 90.83 O1- +ATOM 1271 H ASP A 968 -2.394 -14.052 1.856 1.00 66.99 H +ATOM 1272 HA ASP A 968 -0.742 -16.003 0.347 1.00 67.07 H +ATOM 1273 HB3 ASP A 968 -0.318 -12.982 0.436 1.00 67.90 H +ATOM 1274 HB2 ASP A 968 -1.498 -13.674 -0.611 1.00 67.90 H +ATOM 1275 N ALA A 969 0.769 -16.269 2.300 1.00 69.93 N +ATOM 1276 CA ALA A 969 1.803 -16.496 3.313 1.00 70.98 C +ATOM 1277 C ALA A 969 3.133 -15.800 2.972 1.00 74.28 C +ATOM 1278 O ALA A 969 3.798 -15.301 3.880 1.00 74.55 O +ATOM 1279 CB ALA A 969 1.999 -18.007 3.503 1.00 72.54 C +ATOM 1280 H ALA A 969 0.520 -17.067 1.734 1.00 69.93 H +ATOM 1281 HA ALA A 969 1.442 -16.082 4.258 1.00 70.98 H +ATOM 1282 HB1 ALA A 969 2.753 -18.215 4.264 1.00 72.54 H +ATOM 1283 HB2 ALA A 969 1.072 -18.482 3.826 1.00 72.54 H +ATOM 1284 HB3 ALA A 969 2.317 -18.490 2.579 1.00 72.54 H +ATOM 1285 N GLY A 970 3.455 -15.723 1.668 1.00 69.45 N +ATOM 1286 CA GLY A 970 4.486 -14.840 1.127 1.00 69.02 C +ATOM 1287 C GLY A 970 3.895 -13.429 0.997 1.00 72.14 C +ATOM 1288 O GLY A 970 2.682 -13.266 0.899 1.00 71.87 O +ATOM 1289 H GLY A 970 2.832 -16.144 0.993 1.00 69.45 H +ATOM 1290 HA3 GLY A 970 4.784 -15.198 0.141 1.00 69.02 H +ATOM 1291 HA2 GLY A 970 5.374 -14.835 1.761 1.00 69.02 H +ATOM 1292 N ALA A 971 4.753 -12.396 1.021 1.00 67.87 N +ATOM 1293 CA ALA A 971 4.399 -10.968 0.975 1.00 66.36 C +ATOM 1294 C ALA A 971 3.642 -10.423 2.209 1.00 68.68 C +ATOM 1295 O ALA A 971 3.602 -9.204 2.353 1.00 67.93 O +ATOM 1296 CB ALA A 971 3.635 -10.620 -0.324 1.00 65.39 C +ATOM 1297 H ALA A 971 5.740 -12.592 1.108 1.00 67.87 H +ATOM 1298 HA ALA A 971 5.351 -10.437 0.943 1.00 66.36 H +ATOM 1299 HB1 ALA A 971 3.520 -9.542 -0.439 1.00 65.39 H +ATOM 1300 HB2 ALA A 971 4.163 -10.985 -1.204 1.00 65.39 H +ATOM 1301 HB3 ALA A 971 2.631 -11.045 -0.345 1.00 65.39 H +ATOM 1302 N ALA A 972 3.071 -11.293 3.066 1.00 64.62 N +ATOM 1303 CA ALA A 972 2.294 -10.981 4.274 1.00 64.42 C +ATOM 1304 C ALA A 972 1.103 -10.047 3.984 1.00 65.37 C +ATOM 1305 O ALA A 972 1.060 -8.921 4.484 1.00 65.17 O +ATOM 1306 CB ALA A 972 3.227 -10.442 5.377 1.00 66.93 C +ATOM 1307 H ALA A 972 3.134 -12.278 2.848 1.00 64.62 H +ATOM 1308 HA ALA A 972 1.876 -11.926 4.624 1.00 64.42 H +ATOM 1309 HB1 ALA A 972 2.682 -10.275 6.307 1.00 66.93 H +ATOM 1310 HB2 ALA A 972 4.025 -11.154 5.594 1.00 66.93 H +ATOM 1311 HB3 ALA A 972 3.695 -9.499 5.094 1.00 66.93 H +ATOM 1312 N SER A 973 0.184 -10.522 3.129 1.00 59.44 N +ATOM 1313 CA SER A 973 -0.932 -9.741 2.593 1.00 57.90 C +ATOM 1314 C SER A 973 -2.075 -10.655 2.119 1.00 59.01 C +ATOM 1315 O SER A 973 -1.921 -11.876 2.086 1.00 59.49 O +ATOM 1316 CB SER A 973 -0.403 -8.798 1.481 1.00 60.76 C +ATOM 1317 OG SER A 973 0.026 -9.508 0.334 1.00 68.97 O +ATOM 1318 H SER A 973 0.267 -11.466 2.774 1.00 59.44 H +ATOM 1319 HA SER A 973 -1.339 -9.130 3.402 1.00 57.90 H +ATOM 1320 HB3 SER A 973 0.421 -8.183 1.842 1.00 60.76 H +ATOM 1321 HB2 SER A 973 -1.186 -8.105 1.171 1.00 60.76 H +ATOM 1322 HG SER A 973 0.794 -10.035 0.572 1.00 68.97 H +ATOM 1323 N LEU A 974 -3.205 -10.033 1.747 1.00 52.28 N +ATOM 1324 CA LEU A 974 -4.302 -10.697 1.044 1.00 50.34 C +ATOM 1325 C LEU A 974 -4.106 -10.533 -0.466 1.00 50.70 C +ATOM 1326 O LEU A 974 -3.776 -9.438 -0.918 1.00 49.90 O +ATOM 1327 CB LEU A 974 -5.652 -10.057 1.444 1.00 50.33 C +ATOM 1328 CG LEU A 974 -6.133 -10.385 2.872 1.00 55.89 C +ATOM 1329 CD1 LEU A 974 -7.390 -9.560 3.225 1.00 55.99 C +ATOM 1330 CD2 LEU A 974 -6.349 -11.900 3.087 1.00 57.89 C +ATOM 1331 H LEU A 974 -3.270 -9.028 1.815 1.00 52.28 H +ATOM 1332 HA LEU A 974 -4.317 -11.761 1.282 1.00 50.34 H +ATOM 1333 HB3 LEU A 974 -6.429 -10.378 0.746 1.00 50.33 H +ATOM 1334 HB2 LEU A 974 -5.580 -8.974 1.322 1.00 50.33 H +ATOM 1335 HG LEU A 974 -5.348 -10.068 3.560 1.00 55.89 H +ATOM 1336 HD11 LEU A 974 -7.239 -9.004 4.151 1.00 55.99 H +ATOM 1337 HD12 LEU A 974 -7.635 -8.832 2.451 1.00 55.99 H +ATOM 1338 HD13 LEU A 974 -8.277 -10.179 3.359 1.00 55.99 H +ATOM 1339 HD21 LEU A 974 -7.274 -12.124 3.617 1.00 57.89 H +ATOM 1340 HD22 LEU A 974 -6.384 -12.447 2.144 1.00 57.89 H +ATOM 1341 HD23 LEU A 974 -5.535 -12.324 3.676 1.00 57.89 H +ATOM 1342 N GLN A 975 -4.395 -11.603 -1.216 1.00 44.54 N +ATOM 1343 CA GLN A 975 -4.655 -11.549 -2.651 1.00 42.17 C +ATOM 1344 C GLN A 975 -6.158 -11.329 -2.878 1.00 43.56 C +ATOM 1345 O GLN A 975 -6.971 -11.919 -2.168 1.00 42.93 O +ATOM 1346 CB GLN A 975 -4.191 -12.855 -3.311 1.00 43.83 C +ATOM 1347 CG GLN A 975 -2.665 -12.973 -3.441 1.00 59.19 C +ATOM 1348 CD GLN A 975 -2.252 -14.354 -3.950 1.00 77.91 C +ATOM 1349 OE1 GLN A 975 -1.888 -14.512 -5.113 1.00 74.64 O +ATOM 1350 NE2 GLN A 975 -2.324 -15.365 -3.082 1.00 71.32 N +ATOM 1351 H GLN A 975 -4.643 -12.473 -0.760 1.00 44.54 H +ATOM 1352 HA GLN A 975 -4.101 -10.725 -3.104 1.00 42.17 H +ATOM 1353 HB3 GLN A 975 -4.625 -12.926 -4.306 1.00 43.83 H +ATOM 1354 HB2 GLN A 975 -4.582 -13.695 -2.742 1.00 43.83 H +ATOM 1355 HG3 GLN A 975 -2.186 -12.784 -2.484 1.00 59.19 H +ATOM 1356 HG2 GLN A 975 -2.291 -12.209 -4.121 1.00 59.19 H +ATOM 1357 HE22 GLN A 975 -2.096 -16.302 -3.374 1.00 71.32 H +ATOM 1358 HE21 GLN A 975 -2.627 -15.202 -2.132 1.00 71.32 H +ATOM 1359 N LEU A 976 -6.488 -10.492 -3.868 1.00 37.72 N +ATOM 1360 CA LEU A 976 -7.847 -10.131 -4.255 1.00 36.76 C +ATOM 1361 C LEU A 976 -8.327 -11.093 -5.350 1.00 38.66 C +ATOM 1362 O LEU A 976 -7.956 -10.919 -6.512 1.00 37.25 O +ATOM 1363 CB LEU A 976 -7.819 -8.656 -4.717 1.00 36.56 C +ATOM 1364 CG LEU A 976 -9.143 -8.055 -5.237 1.00 41.61 C +ATOM 1365 CD1 LEU A 976 -10.288 -8.184 -4.216 1.00 43.42 C +ATOM 1366 CD2 LEU A 976 -8.926 -6.598 -5.699 1.00 42.85 C +ATOM 1367 H LEU A 976 -5.752 -10.099 -4.441 1.00 37.72 H +ATOM 1368 HA LEU A 976 -8.510 -10.216 -3.392 1.00 36.76 H +ATOM 1369 HB3 LEU A 976 -7.085 -8.565 -5.513 1.00 36.56 H +ATOM 1370 HB2 LEU A 976 -7.445 -8.039 -3.900 1.00 36.56 H +ATOM 1371 HG LEU A 976 -9.442 -8.613 -6.124 1.00 41.61 H +ATOM 1372 HD11 LEU A 976 -10.930 -7.303 -4.187 1.00 43.42 H +ATOM 1373 HD12 LEU A 976 -10.920 -9.035 -4.469 1.00 43.42 H +ATOM 1374 HD13 LEU A 976 -9.917 -8.343 -3.204 1.00 43.42 H +ATOM 1375 HD21 LEU A 976 -9.526 -5.885 -5.134 1.00 42.85 H +ATOM 1376 HD22 LEU A 976 -7.888 -6.282 -5.594 1.00 42.85 H +ATOM 1377 HD23 LEU A 976 -9.185 -6.482 -6.752 1.00 42.85 H +ATOM 1378 N VAL A 977 -9.134 -12.091 -4.958 1.00 35.03 N +ATOM 1379 CA VAL A 977 -9.722 -13.059 -5.882 1.00 34.91 C +ATOM 1380 C VAL A 977 -10.993 -12.447 -6.502 1.00 38.85 C +ATOM 1381 O VAL A 977 -11.896 -12.025 -5.778 1.00 39.08 O +ATOM 1382 CB VAL A 977 -10.085 -14.406 -5.191 1.00 39.71 C +ATOM 1383 CG1 VAL A 977 -10.564 -15.484 -6.188 1.00 39.45 C +ATOM 1384 CG2 VAL A 977 -8.900 -14.967 -4.381 1.00 39.89 C +ATOM 1385 H VAL A 977 -9.424 -12.162 -3.993 1.00 35.03 H +ATOM 1386 HA VAL A 977 -9.005 -13.279 -6.676 1.00 34.91 H +ATOM 1387 HB VAL A 977 -10.902 -14.237 -4.489 1.00 39.71 H +ATOM 1388 HG11 VAL A 977 -10.841 -16.401 -5.668 1.00 39.45 H +ATOM 1389 HG12 VAL A 977 -11.429 -15.174 -6.770 1.00 39.45 H +ATOM 1390 HG13 VAL A 977 -9.779 -15.739 -6.898 1.00 39.45 H +ATOM 1391 HG21 VAL A 977 -9.153 -15.924 -3.927 1.00 39.89 H +ATOM 1392 HG22 VAL A 977 -8.024 -15.122 -5.011 1.00 39.89 H +ATOM 1393 HG23 VAL A 977 -8.610 -14.298 -3.573 1.00 39.89 H +ATOM 1394 N MET A 978 -11.015 -12.404 -7.839 1.00 34.03 N +ATOM 1395 CA MET A 978 -12.113 -11.896 -8.660 1.00 34.32 C +ATOM 1396 C MET A 978 -12.538 -12.993 -9.643 1.00 36.69 C +ATOM 1397 O MET A 978 -11.818 -13.978 -9.822 1.00 35.63 O +ATOM 1398 CB MET A 978 -11.644 -10.647 -9.443 1.00 36.81 C +ATOM 1399 CG MET A 978 -10.999 -9.544 -8.586 1.00 41.50 C +ATOM 1400 SD MET A 978 -10.358 -8.128 -9.522 1.00 45.78 S +ATOM 1401 CE MET A 978 -8.942 -8.902 -10.352 1.00 42.96 C +ATOM 1402 H MET A 978 -10.221 -12.753 -8.360 1.00 34.03 H +ATOM 1403 HA MET A 978 -12.972 -11.635 -8.040 1.00 34.32 H +ATOM 1404 HB3 MET A 978 -12.500 -10.218 -9.964 1.00 36.81 H +ATOM 1405 HB2 MET A 978 -10.949 -10.945 -10.226 1.00 36.81 H +ATOM 1406 HG3 MET A 978 -10.167 -9.942 -8.007 1.00 41.50 H +ATOM 1407 HG2 MET A 978 -11.729 -9.178 -7.865 1.00 41.50 H +ATOM 1408 HE1 MET A 978 -8.326 -8.141 -10.832 1.00 42.96 H +ATOM 1409 HE2 MET A 978 -8.328 -9.444 -9.634 1.00 42.96 H +ATOM 1410 HE3 MET A 978 -9.276 -9.600 -11.120 1.00 42.96 H +ATOM 1411 N GLU A 979 -13.692 -12.793 -10.297 1.00 33.63 N +ATOM 1412 CA GLU A 979 -14.132 -13.639 -11.407 1.00 33.95 C +ATOM 1413 C GLU A 979 -13.224 -13.450 -12.637 1.00 35.56 C +ATOM 1414 O GLU A 979 -12.741 -12.343 -12.884 1.00 32.73 O +ATOM 1415 CB GLU A 979 -15.611 -13.341 -11.735 1.00 36.17 C +ATOM 1416 CG GLU A 979 -15.895 -11.927 -12.301 1.00 42.68 C +ATOM 1417 CD GLU A 979 -17.362 -11.631 -12.644 1.00 58.73 C +ATOM 1418 OE1 GLU A 979 -18.206 -12.554 -12.607 1.00 57.48 O +ATOM 1419 OE2 GLU A 979 -17.624 -10.444 -12.930 1.00 43.43 O1- +ATOM 1420 H GLU A 979 -14.250 -11.971 -10.107 1.00 33.63 H +ATOM 1421 HA GLU A 979 -14.064 -14.680 -11.082 1.00 33.95 H +ATOM 1422 HB3 GLU A 979 -16.208 -13.495 -10.835 1.00 36.17 H +ATOM 1423 HB2 GLU A 979 -15.958 -14.090 -12.449 1.00 36.17 H +ATOM 1424 HG3 GLU A 979 -15.329 -11.770 -13.218 1.00 42.68 H +ATOM 1425 HG2 GLU A 979 -15.547 -11.175 -11.591 1.00 42.68 H +ATOM 1426 N TYR A 980 -13.046 -14.537 -13.401 1.00 33.04 N +ATOM 1427 CA TYR A 980 -12.435 -14.501 -14.725 1.00 34.05 C +ATOM 1428 C TYR A 980 -13.483 -14.026 -15.745 1.00 39.90 C +ATOM 1429 O TYR A 980 -14.472 -14.726 -15.958 1.00 41.17 O +ATOM 1430 CB TYR A 980 -11.868 -15.895 -15.054 1.00 36.60 C +ATOM 1431 CG TYR A 980 -11.332 -16.062 -16.464 1.00 38.89 C +ATOM 1432 CD1 TYR A 980 -10.181 -15.355 -16.870 1.00 40.20 C +ATOM 1433 CD2 TYR A 980 -11.982 -16.925 -17.372 1.00 40.57 C +ATOM 1434 CE1 TYR A 980 -9.674 -15.525 -18.172 1.00 41.79 C +ATOM 1435 CE2 TYR A 980 -11.480 -17.085 -18.677 1.00 41.35 C +ATOM 1436 CZ TYR A 980 -10.325 -16.386 -19.077 1.00 46.65 C +ATOM 1437 OH TYR A 980 -9.838 -16.543 -20.341 1.00 46.21 O +ATOM 1438 H TYR A 980 -13.471 -15.414 -13.135 1.00 33.04 H +ATOM 1439 HA TYR A 980 -11.599 -13.798 -14.714 1.00 34.05 H +ATOM 1440 HB3 TYR A 980 -12.642 -16.648 -14.893 1.00 36.60 H +ATOM 1441 HB2 TYR A 980 -11.066 -16.137 -14.355 1.00 36.60 H +ATOM 1442 HD1 TYR A 980 -9.678 -14.693 -16.181 1.00 40.20 H +ATOM 1443 HD2 TYR A 980 -12.868 -17.466 -17.073 1.00 40.57 H +ATOM 1444 HE1 TYR A 980 -8.783 -14.995 -18.472 1.00 41.79 H +ATOM 1445 HE2 TYR A 980 -11.986 -17.745 -19.366 1.00 41.35 H +ATOM 1446 HH TYR A 980 -10.419 -17.063 -20.902 1.00 46.21 H +ATOM 1447 N VAL A 981 -13.243 -12.844 -16.331 1.00 35.70 N +ATOM 1448 CA VAL A 981 -14.105 -12.203 -17.322 1.00 35.13 C +ATOM 1449 C VAL A 981 -13.580 -12.610 -18.729 1.00 39.95 C +ATOM 1450 O VAL A 981 -12.511 -12.123 -19.104 1.00 40.49 O +ATOM 1451 CB VAL A 981 -14.061 -10.658 -17.131 1.00 37.53 C +ATOM 1452 CG1 VAL A 981 -14.865 -9.900 -18.194 1.00 37.76 C +ATOM 1453 CG2 VAL A 981 -14.577 -10.251 -15.736 1.00 36.89 C +ATOM 1454 H VAL A 981 -12.403 -12.336 -16.094 1.00 35.70 H +ATOM 1455 HA VAL A 981 -15.141 -12.487 -17.157 1.00 35.13 H +ATOM 1456 HB VAL A 981 -13.027 -10.316 -17.194 1.00 37.53 H +ATOM 1457 HG11 VAL A 981 -15.030 -8.860 -17.916 1.00 37.76 H +ATOM 1458 HG12 VAL A 981 -14.337 -9.900 -19.144 1.00 37.76 H +ATOM 1459 HG13 VAL A 981 -15.848 -10.347 -18.332 1.00 37.76 H +ATOM 1460 HG21 VAL A 981 -14.545 -9.169 -15.601 1.00 36.89 H +ATOM 1461 HG22 VAL A 981 -15.608 -10.571 -15.585 1.00 36.89 H +ATOM 1462 HG23 VAL A 981 -13.974 -10.689 -14.942 1.00 36.89 H +ATOM 1463 N PRO A 982 -14.241 -13.581 -19.416 1.00 37.29 N +ATOM 1464 CA PRO A 982 -13.592 -14.428 -20.446 1.00 36.67 C +ATOM 1465 C PRO A 982 -12.871 -13.788 -21.645 1.00 38.06 C +ATOM 1466 O PRO A 982 -11.842 -14.330 -22.047 1.00 37.41 O +ATOM 1467 CB PRO A 982 -14.705 -15.369 -20.926 1.00 39.18 C +ATOM 1468 CG PRO A 982 -15.606 -15.513 -19.720 1.00 44.96 C +ATOM 1469 CD PRO A 982 -15.576 -14.120 -19.111 1.00 40.09 C +ATOM 1470 HA PRO A 982 -12.855 -15.022 -19.904 1.00 36.67 H +ATOM 1471 HB3 PRO A 982 -14.326 -16.330 -21.276 1.00 39.18 H +ATOM 1472 HB2 PRO A 982 -15.269 -14.915 -21.745 1.00 39.18 H +ATOM 1473 HG3 PRO A 982 -15.167 -16.226 -19.021 1.00 44.96 H +ATOM 1474 HG2 PRO A 982 -16.612 -15.855 -19.966 1.00 44.96 H +ATOM 1475 HD2 PRO A 982 -16.322 -13.488 -19.589 1.00 40.09 H +ATOM 1476 HD3 PRO A 982 -15.833 -14.200 -18.058 1.00 40.09 H +ATOM 1477 N LEU A 983 -13.410 -12.695 -22.212 1.00 33.36 N +ATOM 1478 CA LEU A 983 -12.867 -12.076 -23.431 1.00 31.91 C +ATOM 1479 C LEU A 983 -11.838 -10.960 -23.155 1.00 34.62 C +ATOM 1480 O LEU A 983 -11.266 -10.441 -24.114 1.00 34.03 O +ATOM 1481 CB LEU A 983 -14.023 -11.600 -24.346 1.00 31.79 C +ATOM 1482 CG LEU A 983 -14.935 -12.735 -24.868 1.00 36.75 C +ATOM 1483 CD1 LEU A 983 -16.149 -12.165 -25.617 1.00 37.07 C +ATOM 1484 CD2 LEU A 983 -14.182 -13.760 -25.739 1.00 39.07 C +ATOM 1485 H LEU A 983 -14.253 -12.283 -21.835 1.00 33.36 H +ATOM 1486 HA LEU A 983 -12.308 -12.827 -23.990 1.00 31.91 H +ATOM 1487 HB3 LEU A 983 -13.617 -11.066 -25.205 1.00 31.79 H +ATOM 1488 HB2 LEU A 983 -14.631 -10.871 -23.818 1.00 31.79 H +ATOM 1489 HG LEU A 983 -15.336 -13.264 -24.002 1.00 36.75 H +ATOM 1490 HD11 LEU A 983 -16.944 -12.908 -25.684 1.00 37.07 H +ATOM 1491 HD12 LEU A 983 -16.559 -11.295 -25.106 1.00 37.07 H +ATOM 1492 HD13 LEU A 983 -15.890 -11.865 -26.633 1.00 37.07 H +ATOM 1493 HD21 LEU A 983 -14.730 -14.004 -26.649 1.00 39.07 H +ATOM 1494 HD22 LEU A 983 -13.202 -13.396 -26.048 1.00 39.07 H +ATOM 1495 HD23 LEU A 983 -14.030 -14.692 -25.194 1.00 39.07 H +ATOM 1496 N GLY A 984 -11.577 -10.645 -21.872 1.00 30.54 N +ATOM 1497 CA GLY A 984 -10.542 -9.702 -21.438 1.00 29.44 C +ATOM 1498 C GLY A 984 -10.893 -8.247 -21.772 1.00 30.46 C +ATOM 1499 O GLY A 984 -12.035 -7.935 -22.104 1.00 29.51 O +ATOM 1500 H GLY A 984 -12.090 -11.120 -21.142 1.00 30.54 H +ATOM 1501 HA3 GLY A 984 -9.590 -9.962 -21.901 1.00 29.44 H +ATOM 1502 HA2 GLY A 984 -10.415 -9.792 -20.359 1.00 29.44 H +ATOM 1503 N SER A 985 -9.900 -7.349 -21.647 1.00 25.72 N +ATOM 1504 CA SER A 985 -10.058 -5.906 -21.855 1.00 25.55 C +ATOM 1505 C SER A 985 -10.449 -5.533 -23.295 1.00 28.85 C +ATOM 1506 O SER A 985 -10.017 -6.199 -24.235 1.00 26.31 O +ATOM 1507 CB SER A 985 -8.804 -5.158 -21.361 1.00 29.24 C +ATOM 1508 OG SER A 985 -7.724 -5.184 -22.273 1.00 35.45 O +ATOM 1509 H SER A 985 -8.976 -7.668 -21.385 1.00 25.72 H +ATOM 1510 HA SER A 985 -10.867 -5.593 -21.205 1.00 25.55 H +ATOM 1511 HB3 SER A 985 -8.479 -5.544 -20.395 1.00 29.24 H +ATOM 1512 HB2 SER A 985 -9.060 -4.111 -21.202 1.00 29.24 H +ATOM 1513 HG SER A 985 -7.369 -6.078 -22.315 1.00 35.45 H +ATOM 1514 N LEU A 986 -11.219 -4.440 -23.432 1.00 27.52 N +ATOM 1515 CA LEU A 986 -11.584 -3.835 -24.717 1.00 27.90 C +ATOM 1516 C LEU A 986 -10.369 -3.303 -25.499 1.00 31.20 C +ATOM 1517 O LEU A 986 -10.426 -3.281 -26.727 1.00 30.54 O +ATOM 1518 CB LEU A 986 -12.621 -2.712 -24.492 1.00 27.75 C +ATOM 1519 CG LEU A 986 -14.045 -3.208 -24.157 1.00 32.92 C +ATOM 1520 CD1 LEU A 986 -14.956 -2.019 -23.808 1.00 33.36 C +ATOM 1521 CD2 LEU A 986 -14.667 -4.058 -25.284 1.00 36.70 C +ATOM 1522 H LEU A 986 -11.542 -3.953 -22.605 1.00 27.52 H +ATOM 1523 HA LEU A 986 -12.030 -4.614 -25.334 1.00 27.90 H +ATOM 1524 HB3 LEU A 986 -12.688 -2.084 -25.381 1.00 27.75 H +ATOM 1525 HB2 LEU A 986 -12.263 -2.052 -23.700 1.00 27.75 H +ATOM 1526 HG LEU A 986 -13.980 -3.829 -23.262 1.00 32.92 H +ATOM 1527 HD11 LEU A 986 -15.724 -2.314 -23.100 1.00 33.36 H +ATOM 1528 HD12 LEU A 986 -14.399 -1.202 -23.350 1.00 33.36 H +ATOM 1529 HD13 LEU A 986 -15.463 -1.625 -24.690 1.00 33.36 H +ATOM 1530 HD21 LEU A 986 -15.731 -3.859 -25.406 1.00 36.70 H +ATOM 1531 HD22 LEU A 986 -14.192 -3.868 -26.245 1.00 36.70 H +ATOM 1532 HD23 LEU A 986 -14.561 -5.121 -25.075 1.00 36.70 H +ATOM 1533 N ARG A 987 -9.286 -2.929 -24.793 1.00 29.06 N +ATOM 1534 CA ARG A 987 -8.017 -2.516 -25.394 1.00 29.96 C +ATOM 1535 C ARG A 987 -7.291 -3.652 -26.137 1.00 34.81 C +ATOM 1536 O ARG A 987 -6.680 -3.387 -27.172 1.00 34.10 O +ATOM 1537 CB ARG A 987 -7.130 -1.836 -24.336 1.00 32.11 C +ATOM 1538 CG ARG A 987 -5.888 -1.139 -24.920 1.00 46.98 C +ATOM 1539 CD ARG A 987 -5.085 -0.392 -23.849 1.00 59.29 C +ATOM 1540 NE ARG A 987 -3.827 0.162 -24.375 1.00 65.62 N +ATOM 1541 CZ ARG A 987 -2.647 -0.473 -24.496 1.00 80.85 C +ATOM 1542 NH1 ARG A 987 -1.601 0.204 -24.984 1.00 71.30 N +ATOM 1543 NH2 ARG A 987 -2.483 -1.757 -24.139 1.00 64.23 N1+ +ATOM 1544 H ARG A 987 -9.312 -2.973 -23.784 1.00 29.06 H +ATOM 1545 HA ARG A 987 -8.262 -1.763 -26.133 1.00 29.96 H +ATOM 1546 HB3 ARG A 987 -6.823 -2.568 -23.588 1.00 32.11 H +ATOM 1547 HB2 ARG A 987 -7.722 -1.088 -23.808 1.00 32.11 H +ATOM 1548 HG3 ARG A 987 -6.268 -0.398 -25.626 1.00 46.98 H +ATOM 1549 HG2 ARG A 987 -5.251 -1.807 -25.500 1.00 46.98 H +ATOM 1550 HD3 ARG A 987 -4.953 -0.979 -22.940 1.00 59.29 H +ATOM 1551 HD2 ARG A 987 -5.653 0.492 -23.566 1.00 59.29 H +ATOM 1552 HE ARG A 987 -3.886 1.115 -24.706 1.00 65.62 H +ATOM 1553 HH12 ARG A 987 -0.701 -0.246 -25.082 1.00 71.30 H +ATOM 1554 HH11 ARG A 987 -1.705 1.173 -25.259 1.00 71.30 H +ATOM 1555 HH22 ARG A 987 -1.576 -2.198 -24.220 1.00 64.23 H +ATOM 1556 HH21 ARG A 987 -3.272 -2.303 -23.824 1.00 64.23 H +ATOM 1557 N ASP A 988 -7.393 -4.883 -25.612 1.00 32.33 N +ATOM 1558 CA ASP A 988 -6.818 -6.091 -26.208 1.00 32.03 C +ATOM 1559 C ASP A 988 -7.773 -6.753 -27.216 1.00 34.79 C +ATOM 1560 O ASP A 988 -7.292 -7.360 -28.172 1.00 33.45 O +ATOM 1561 CB ASP A 988 -6.383 -7.129 -25.141 1.00 34.09 C +ATOM 1562 CG ASP A 988 -5.386 -6.633 -24.076 1.00 50.64 C +ATOM 1563 OD1 ASP A 988 -4.621 -5.682 -24.352 1.00 52.94 O +ATOM 1564 OD2 ASP A 988 -5.324 -7.306 -23.023 1.00 55.56 O1- +ATOM 1565 H ASP A 988 -7.905 -5.013 -24.750 1.00 32.33 H +ATOM 1566 HA ASP A 988 -5.926 -5.807 -26.770 1.00 32.03 H +ATOM 1567 HB3 ASP A 988 -5.929 -7.992 -25.631 1.00 34.09 H +ATOM 1568 HB2 ASP A 988 -7.271 -7.493 -24.620 1.00 34.09 H +ATOM 1569 N TYR A 989 -9.092 -6.640 -26.993 1.00 30.87 N +ATOM 1570 CA TYR A 989 -10.115 -7.301 -27.799 1.00 30.93 C +ATOM 1571 C TYR A 989 -10.388 -6.577 -29.130 1.00 31.61 C +ATOM 1572 O TYR A 989 -10.312 -7.223 -30.174 1.00 30.88 O +ATOM 1573 CB TYR A 989 -11.391 -7.498 -26.954 1.00 32.58 C +ATOM 1574 CG TYR A 989 -12.492 -8.296 -27.630 1.00 35.88 C +ATOM 1575 CD1 TYR A 989 -12.518 -9.702 -27.516 1.00 38.76 C +ATOM 1576 CD2 TYR A 989 -13.493 -7.638 -28.372 1.00 37.33 C +ATOM 1577 CE1 TYR A 989 -13.542 -10.443 -28.137 1.00 41.81 C +ATOM 1578 CE2 TYR A 989 -14.514 -8.378 -28.996 1.00 39.43 C +ATOM 1579 CZ TYR A 989 -14.541 -9.782 -28.878 1.00 47.08 C +ATOM 1580 OH TYR A 989 -15.532 -10.501 -29.479 1.00 54.57 O +ATOM 1581 H TYR A 989 -9.417 -6.150 -26.170 1.00 30.87 H +ATOM 1582 HA TYR A 989 -9.748 -8.300 -28.046 1.00 30.93 H +ATOM 1583 HB3 TYR A 989 -11.794 -6.531 -26.652 1.00 32.58 H +ATOM 1584 HB2 TYR A 989 -11.134 -8.012 -26.026 1.00 32.58 H +ATOM 1585 HD1 TYR A 989 -11.755 -10.216 -26.949 1.00 38.76 H +ATOM 1586 HD2 TYR A 989 -13.476 -6.563 -28.464 1.00 37.33 H +ATOM 1587 HE1 TYR A 989 -13.559 -11.519 -28.045 1.00 41.81 H +ATOM 1588 HE2 TYR A 989 -15.272 -7.863 -29.563 1.00 39.43 H +ATOM 1589 HH TYR A 989 -16.158 -9.956 -29.961 1.00 54.57 H +ATOM 1590 N LEU A 990 -10.706 -5.269 -29.079 1.00 26.64 N +ATOM 1591 CA LEU A 990 -11.169 -4.493 -30.238 1.00 26.55 C +ATOM 1592 C LEU A 990 -10.208 -4.338 -31.443 1.00 32.26 C +ATOM 1593 O LEU A 990 -10.730 -4.254 -32.554 1.00 32.40 O +ATOM 1594 CB LEU A 990 -11.721 -3.111 -29.816 1.00 25.29 C +ATOM 1595 CG LEU A 990 -12.967 -3.137 -28.906 1.00 28.64 C +ATOM 1596 CD1 LEU A 990 -13.282 -1.724 -28.386 1.00 28.39 C +ATOM 1597 CD2 LEU A 990 -14.197 -3.752 -29.604 1.00 27.70 C +ATOM 1598 H LEU A 990 -10.708 -4.785 -28.191 1.00 26.64 H +ATOM 1599 HA LEU A 990 -12.009 -5.067 -30.634 1.00 26.55 H +ATOM 1600 HB3 LEU A 990 -11.971 -2.532 -30.706 1.00 25.29 H +ATOM 1601 HB2 LEU A 990 -10.926 -2.554 -29.318 1.00 25.29 H +ATOM 1602 HG LEU A 990 -12.740 -3.756 -28.038 1.00 28.64 H +ATOM 1603 HD11 LEU A 990 -14.289 -1.658 -27.974 1.00 28.39 H +ATOM 1604 HD12 LEU A 990 -12.591 -1.441 -27.593 1.00 28.39 H +ATOM 1605 HD13 LEU A 990 -13.197 -0.978 -29.176 1.00 28.39 H +ATOM 1606 HD21 LEU A 990 -15.056 -3.083 -29.591 1.00 27.70 H +ATOM 1607 HD22 LEU A 990 -14.006 -3.989 -30.651 1.00 27.70 H +ATOM 1608 HD23 LEU A 990 -14.506 -4.670 -29.108 1.00 27.70 H +ATOM 1609 N PRO A 991 -8.862 -4.368 -31.272 1.00 29.17 N +ATOM 1610 CA PRO A 991 -7.934 -4.390 -32.422 1.00 30.32 C +ATOM 1611 C PRO A 991 -7.982 -5.660 -33.292 1.00 37.04 C +ATOM 1612 O PRO A 991 -7.685 -5.568 -34.482 1.00 39.83 O +ATOM 1613 CB PRO A 991 -6.545 -4.175 -31.796 1.00 31.53 C +ATOM 1614 CG PRO A 991 -6.828 -3.468 -30.483 1.00 34.07 C +ATOM 1615 CD PRO A 991 -8.127 -4.120 -30.032 1.00 29.12 C +ATOM 1616 HA PRO A 991 -8.172 -3.530 -33.048 1.00 30.32 H +ATOM 1617 HB3 PRO A 991 -5.880 -3.597 -32.438 1.00 31.53 H +ATOM 1618 HB2 PRO A 991 -6.059 -5.130 -31.592 1.00 31.53 H +ATOM 1619 HG3 PRO A 991 -6.998 -2.407 -30.671 1.00 34.07 H +ATOM 1620 HG2 PRO A 991 -6.017 -3.559 -29.761 1.00 34.07 H +ATOM 1621 HD2 PRO A 991 -7.914 -5.074 -29.554 1.00 29.12 H +ATOM 1622 HD3 PRO A 991 -8.663 -3.490 -29.323 1.00 29.12 H +ATOM 1623 N ARG A 992 -8.364 -6.801 -32.693 1.00 33.12 N +ATOM 1624 CA ARG A 992 -8.473 -8.101 -33.362 1.00 35.22 C +ATOM 1625 C ARG A 992 -9.923 -8.477 -33.721 1.00 42.35 C +ATOM 1626 O ARG A 992 -10.101 -9.442 -34.464 1.00 43.35 O +ATOM 1627 CB ARG A 992 -7.847 -9.181 -32.452 1.00 36.79 C +ATOM 1628 CG ARG A 992 -6.321 -9.042 -32.266 1.00 49.00 C +ATOM 1629 CD ARG A 992 -5.895 -8.581 -30.862 1.00 65.39 C +ATOM 1630 NE ARG A 992 -4.429 -8.630 -30.709 1.00 83.52 N +ATOM 1631 CZ ARG A 992 -3.697 -8.245 -29.646 1.00101.34 C +ATOM 1632 NH1 ARG A 992 -4.252 -7.730 -28.539 1.00 87.97 N +ATOM 1633 NH2 ARG A 992 -2.366 -8.382 -29.694 1.00 90.05 N1+ +ATOM 1634 H ARG A 992 -8.610 -6.788 -31.713 1.00 33.12 H +ATOM 1635 HA ARG A 992 -7.920 -8.089 -34.303 1.00 35.22 H +ATOM 1636 HB3 ARG A 992 -8.028 -10.163 -32.891 1.00 36.79 H +ATOM 1637 HB2 ARG A 992 -8.353 -9.200 -31.486 1.00 36.79 H +ATOM 1638 HG3 ARG A 992 -5.962 -8.307 -32.988 1.00 49.00 H +ATOM 1639 HG2 ARG A 992 -5.815 -9.970 -32.534 1.00 49.00 H +ATOM 1640 HD3 ARG A 992 -6.407 -9.141 -30.079 1.00 65.39 H +ATOM 1641 HD2 ARG A 992 -6.177 -7.534 -30.743 1.00 65.39 H +ATOM 1642 HE ARG A 992 -3.934 -9.003 -31.505 1.00 83.52 H +ATOM 1643 HH12 ARG A 992 -3.684 -7.448 -27.753 1.00 87.97 H +ATOM 1644 HH11 ARG A 992 -5.259 -7.626 -28.485 1.00 87.97 H +ATOM 1645 HH22 ARG A 992 -1.795 -8.104 -28.909 1.00 90.05 H +ATOM 1646 HH21 ARG A 992 -1.920 -8.767 -30.514 1.00 90.05 H +ATOM 1647 N HIS A 993 -10.920 -7.742 -33.199 1.00 39.31 N +ATOM 1648 CA HIS A 993 -12.343 -8.029 -33.380 1.00 40.02 C +ATOM 1649 C HIS A 993 -13.064 -6.735 -33.771 1.00 44.39 C +ATOM 1650 O HIS A 993 -13.235 -5.856 -32.926 1.00 42.90 O +ATOM 1651 CB HIS A 993 -12.933 -8.636 -32.087 1.00 40.24 C +ATOM 1652 CG HIS A 993 -12.280 -9.913 -31.615 1.00 43.95 C +ATOM 1653 ND1 HIS A 993 -11.178 -9.921 -30.777 1.00 44.82 N +ATOM 1654 CD2 HIS A 993 -12.584 -11.239 -31.832 1.00 46.86 C +ATOM 1655 CE1 HIS A 993 -10.862 -11.196 -30.543 1.00 45.15 C +ATOM 1656 NE2 HIS A 993 -11.674 -12.053 -31.151 1.00 46.64 N +ATOM 1657 H HIS A 993 -10.700 -6.953 -32.607 1.00 39.31 H +ATOM 1658 HA HIS A 993 -12.488 -8.755 -34.182 1.00 40.02 H +ATOM 1659 HB3 HIS A 993 -13.998 -8.834 -32.223 1.00 40.24 H +ATOM 1660 HB2 HIS A 993 -12.864 -7.911 -31.275 1.00 40.24 H +ATOM 1661 HD1 HIS A 993 -10.706 -9.101 -30.417 1.00 44.82 H +ATOM 1662 HD2 HIS A 993 -13.381 -11.668 -32.421 1.00 46.86 H +ATOM 1663 HE1 HIS A 993 -10.035 -11.499 -29.918 1.00 45.15 H +ATOM 1664 N SER A 994 -13.470 -6.644 -35.048 1.00 43.61 N +ATOM 1665 CA SER A 994 -14.209 -5.516 -35.617 1.00 44.09 C +ATOM 1666 C SER A 994 -15.687 -5.527 -35.171 1.00 48.55 C +ATOM 1667 O SER A 994 -16.525 -6.165 -35.809 1.00 49.91 O +ATOM 1668 CB SER A 994 -14.007 -5.502 -37.150 1.00 50.40 C +ATOM 1669 OG SER A 994 -14.571 -6.626 -37.802 1.00 64.99 O +ATOM 1670 H SER A 994 -13.279 -7.408 -35.685 1.00 43.61 H +ATOM 1671 HA SER A 994 -13.757 -4.597 -35.238 1.00 44.09 H +ATOM 1672 HB3 SER A 994 -12.944 -5.455 -37.390 1.00 50.40 H +ATOM 1673 HB2 SER A 994 -14.458 -4.603 -37.573 1.00 50.40 H +ATOM 1674 HG SER A 994 -15.515 -6.632 -37.619 1.00 64.99 H +ATOM 1675 N ILE A 995 -15.965 -4.828 -34.059 1.00 42.04 N +ATOM 1676 CA ILE A 995 -17.296 -4.714 -33.464 1.00 40.91 C +ATOM 1677 C ILE A 995 -18.064 -3.520 -34.068 1.00 43.90 C +ATOM 1678 O ILE A 995 -17.480 -2.455 -34.267 1.00 43.46 O +ATOM 1679 CB ILE A 995 -17.192 -4.556 -31.916 1.00 42.36 C +ATOM 1680 CG1 ILE A 995 -16.536 -5.790 -31.248 1.00 42.65 C +ATOM 1681 CG2 ILE A 995 -18.529 -4.242 -31.218 1.00 41.71 C +ATOM 1682 CD1 ILE A 995 -17.228 -7.139 -31.513 1.00 43.19 C +ATOM 1683 H ILE A 995 -15.219 -4.349 -33.575 1.00 42.04 H +ATOM 1684 HA ILE A 995 -17.863 -5.619 -33.689 1.00 40.91 H +ATOM 1685 HB ILE A 995 -16.532 -3.711 -31.714 1.00 42.36 H +ATOM 1686 HG13 ILE A 995 -16.475 -5.629 -30.172 1.00 42.65 H +ATOM 1687 HG12 ILE A 995 -15.501 -5.868 -31.578 1.00 42.65 H +ATOM 1688 HG21 ILE A 995 -18.434 -4.276 -30.134 1.00 41.71 H +ATOM 1689 HG22 ILE A 995 -18.899 -3.250 -31.464 1.00 41.71 H +ATOM 1690 HG23 ILE A 995 -19.292 -4.958 -31.512 1.00 41.71 H +ATOM 1691 HD11 ILE A 995 -16.639 -7.748 -32.199 1.00 43.19 H +ATOM 1692 HD12 ILE A 995 -17.348 -7.704 -30.589 1.00 43.19 H +ATOM 1693 HD13 ILE A 995 -18.221 -7.025 -31.946 1.00 43.19 H +ATOM 1694 N GLY A 996 -19.363 -3.733 -34.347 1.00 39.60 N +ATOM 1695 CA GLY A 996 -20.252 -2.755 -34.979 1.00 39.64 C +ATOM 1696 C GLY A 996 -20.596 -1.588 -34.040 1.00 40.81 C +ATOM 1697 O GLY A 996 -20.520 -1.711 -32.818 1.00 40.20 O +ATOM 1698 H GLY A 996 -19.764 -4.635 -34.139 1.00 39.60 H +ATOM 1699 HA3 GLY A 996 -21.173 -3.256 -35.273 1.00 39.64 H +ATOM 1700 HA2 GLY A 996 -19.788 -2.377 -35.892 1.00 39.64 H +ATOM 1701 N LEU A 997 -20.997 -0.458 -34.647 1.00 36.29 N +ATOM 1702 CA LEU A 997 -21.277 0.836 -34.014 1.00 34.21 C +ATOM 1703 C LEU A 997 -22.273 0.785 -32.840 1.00 36.59 C +ATOM 1704 O LEU A 997 -21.980 1.361 -31.794 1.00 34.53 O +ATOM 1705 CB LEU A 997 -21.711 1.829 -35.121 1.00 34.53 C +ATOM 1706 CG LEU A 997 -22.124 3.249 -34.665 1.00 38.00 C +ATOM 1707 CD1 LEU A 997 -21.037 3.947 -33.824 1.00 36.32 C +ATOM 1708 CD2 LEU A 997 -22.558 4.106 -35.869 1.00 39.98 C +ATOM 1709 H LEU A 997 -21.051 -0.455 -35.657 1.00 36.29 H +ATOM 1710 HA LEU A 997 -20.326 1.179 -33.603 1.00 34.21 H +ATOM 1711 HB3 LEU A 997 -22.545 1.391 -35.671 1.00 34.53 H +ATOM 1712 HB2 LEU A 997 -20.897 1.921 -35.842 1.00 34.53 H +ATOM 1713 HG LEU A 997 -23.015 3.149 -34.047 1.00 38.00 H +ATOM 1714 HD11 LEU A 997 -20.949 5.005 -34.060 1.00 36.32 H +ATOM 1715 HD12 LEU A 997 -21.263 3.882 -32.760 1.00 36.32 H +ATOM 1716 HD13 LEU A 997 -20.056 3.499 -33.980 1.00 36.32 H +ATOM 1717 HD21 LEU A 997 -23.419 4.725 -35.614 1.00 39.98 H +ATOM 1718 HD22 LEU A 997 -21.763 4.769 -36.208 1.00 39.98 H +ATOM 1719 HD23 LEU A 997 -22.845 3.494 -36.724 1.00 39.98 H +ATOM 1720 N ALA A 998 -23.409 0.089 -33.016 1.00 34.25 N +ATOM 1721 CA ALA A 998 -24.444 -0.055 -31.989 1.00 34.26 C +ATOM 1722 C ALA A 998 -23.979 -0.830 -30.750 1.00 36.18 C +ATOM 1723 O ALA A 998 -24.385 -0.484 -29.643 1.00 35.22 O +ATOM 1724 CB ALA A 998 -25.666 -0.747 -32.595 1.00 36.52 C +ATOM 1725 H ALA A 998 -23.583 -0.370 -33.900 1.00 34.25 H +ATOM 1726 HA ALA A 998 -24.741 0.949 -31.677 1.00 34.26 H +ATOM 1727 HB1 ALA A 998 -26.532 -0.659 -31.938 1.00 36.52 H +ATOM 1728 HB2 ALA A 998 -25.920 -0.291 -33.546 1.00 36.52 H +ATOM 1729 HB3 ALA A 998 -25.492 -1.807 -32.778 1.00 36.52 H +ATOM 1730 N GLN A 999 -23.130 -1.847 -30.960 1.00 32.90 N +ATOM 1731 CA GLN A 999 -22.559 -2.689 -29.914 1.00 31.66 C +ATOM 1732 C GLN A 999 -21.446 -1.975 -29.116 1.00 31.83 C +ATOM 1733 O GLN A 999 -21.293 -2.274 -27.934 1.00 31.42 O +ATOM 1734 CB GLN A 999 -22.134 -4.016 -30.571 1.00 33.78 C +ATOM 1735 CG GLN A 999 -21.621 -5.106 -29.611 1.00 53.37 C +ATOM 1736 CD GLN A 999 -21.398 -6.443 -30.329 1.00 79.04 C +ATOM 1737 OE1 GLN A 999 -22.211 -6.864 -31.150 1.00 77.41 O +ATOM 1738 NE2 GLN A 999 -20.304 -7.132 -30.005 1.00 70.04 N +ATOM 1739 H GLN A 999 -22.847 -2.066 -31.906 1.00 32.90 H +ATOM 1740 HA GLN A 999 -23.358 -2.921 -29.208 1.00 31.66 H +ATOM 1741 HB3 GLN A 999 -21.389 -3.822 -31.342 1.00 33.78 H +ATOM 1742 HB2 GLN A 999 -23.006 -4.407 -31.098 1.00 33.78 H +ATOM 1743 HG3 GLN A 999 -22.345 -5.266 -28.811 1.00 53.37 H +ATOM 1744 HG2 GLN A 999 -20.695 -4.784 -29.133 1.00 53.37 H +ATOM 1745 HE22 GLN A 999 -20.123 -8.026 -30.439 1.00 70.04 H +ATOM 1746 HE21 GLN A 999 -19.667 -6.780 -29.305 1.00 70.04 H +ATOM 1747 N LEU A1000 -20.751 -0.997 -29.732 1.00 27.73 N +ATOM 1748 CA LEU A1000 -19.837 -0.069 -29.050 1.00 27.15 C +ATOM 1749 C LEU A1000 -20.595 0.953 -28.181 1.00 30.03 C +ATOM 1750 O LEU A1000 -20.124 1.276 -27.092 1.00 28.40 O +ATOM 1751 CB LEU A1000 -18.945 0.674 -30.074 1.00 27.39 C +ATOM 1752 CG LEU A1000 -17.991 -0.227 -30.886 1.00 31.72 C +ATOM 1753 CD1 LEU A1000 -17.371 0.546 -32.070 1.00 31.24 C +ATOM 1754 CD2 LEU A1000 -16.934 -0.917 -29.997 1.00 32.46 C +ATOM 1755 H LEU A1000 -20.916 -0.817 -30.713 1.00 27.73 H +ATOM 1756 HA LEU A1000 -19.200 -0.650 -28.383 1.00 27.15 H +ATOM 1757 HB3 LEU A1000 -18.351 1.434 -29.562 1.00 27.39 H +ATOM 1758 HB2 LEU A1000 -19.586 1.222 -30.765 1.00 27.39 H +ATOM 1759 HG LEU A1000 -18.585 -1.019 -31.332 1.00 31.72 H +ATOM 1760 HD11 LEU A1000 -16.292 0.426 -32.140 1.00 31.24 H +ATOM 1761 HD12 LEU A1000 -17.786 0.194 -33.015 1.00 31.24 H +ATOM 1762 HD13 LEU A1000 -17.569 1.617 -32.011 1.00 31.24 H +ATOM 1763 HD21 LEU A1000 -15.920 -0.822 -30.385 1.00 32.46 H +ATOM 1764 HD22 LEU A1000 -16.925 -0.518 -28.983 1.00 32.46 H +ATOM 1765 HD23 LEU A1000 -17.146 -1.982 -29.914 1.00 32.46 H +ATOM 1766 N LEU A1001 -21.763 1.420 -28.659 1.00 27.18 N +ATOM 1767 CA LEU A1001 -22.668 2.317 -27.931 1.00 26.38 C +ATOM 1768 C LEU A1001 -23.415 1.608 -26.786 1.00 30.80 C +ATOM 1769 O LEU A1001 -23.803 2.280 -25.831 1.00 31.19 O +ATOM 1770 CB LEU A1001 -23.664 2.964 -28.916 1.00 26.55 C +ATOM 1771 CG LEU A1001 -23.009 3.940 -29.919 1.00 30.43 C +ATOM 1772 CD1 LEU A1001 -23.960 4.224 -31.098 1.00 31.54 C +ATOM 1773 CD2 LEU A1001 -22.500 5.228 -29.235 1.00 29.53 C +ATOM 1774 H LEU A1001 -22.074 1.125 -29.576 1.00 27.18 H +ATOM 1775 HA LEU A1001 -22.066 3.104 -27.475 1.00 26.38 H +ATOM 1776 HB3 LEU A1001 -24.448 3.493 -28.371 1.00 26.55 H +ATOM 1777 HB2 LEU A1001 -24.174 2.171 -29.464 1.00 26.55 H +ATOM 1778 HG LEU A1001 -22.132 3.458 -30.347 1.00 30.43 H +ATOM 1779 HD11 LEU A1001 -23.986 5.276 -31.382 1.00 31.54 H +ATOM 1780 HD12 LEU A1001 -23.649 3.668 -31.980 1.00 31.54 H +ATOM 1781 HD13 LEU A1001 -24.984 3.918 -30.880 1.00 31.54 H +ATOM 1782 HD21 LEU A1001 -22.846 6.137 -29.725 1.00 29.53 H +ATOM 1783 HD22 LEU A1001 -22.816 5.291 -28.193 1.00 29.53 H +ATOM 1784 HD23 LEU A1001 -21.410 5.261 -29.241 1.00 29.53 H +ATOM 1785 N LEU A1002 -23.566 0.274 -26.876 1.00 28.48 N +ATOM 1786 CA LEU A1002 -24.071 -0.573 -25.798 1.00 29.15 C +ATOM 1787 C LEU A1002 -23.034 -0.720 -24.674 1.00 32.78 C +ATOM 1788 O LEU A1002 -23.419 -0.645 -23.512 1.00 33.09 O +ATOM 1789 CB LEU A1002 -24.495 -1.945 -26.361 1.00 30.13 C +ATOM 1790 CG LEU A1002 -25.243 -2.859 -25.364 1.00 35.32 C +ATOM 1791 CD1 LEU A1002 -26.559 -2.231 -24.853 1.00 35.94 C +ATOM 1792 CD2 LEU A1002 -25.461 -4.257 -25.970 1.00 37.39 C +ATOM 1793 H LEU A1002 -23.251 -0.204 -27.709 1.00 28.48 H +ATOM 1794 HA LEU A1002 -24.950 -0.077 -25.383 1.00 29.15 H +ATOM 1795 HB3 LEU A1002 -23.607 -2.464 -26.722 1.00 30.13 H +ATOM 1796 HB2 LEU A1002 -25.123 -1.797 -27.238 1.00 30.13 H +ATOM 1797 HG LEU A1002 -24.597 -3.010 -24.498 1.00 35.32 H +ATOM 1798 HD11 LEU A1002 -27.382 -2.945 -24.829 1.00 35.94 H +ATOM 1799 HD12 LEU A1002 -26.434 -1.855 -23.837 1.00 35.94 H +ATOM 1800 HD13 LEU A1002 -26.882 -1.394 -25.473 1.00 35.94 H +ATOM 1801 HD21 LEU A1002 -25.178 -5.038 -25.263 1.00 37.39 H +ATOM 1802 HD22 LEU A1002 -26.499 -4.429 -26.254 1.00 37.39 H +ATOM 1803 HD23 LEU A1002 -24.861 -4.403 -26.868 1.00 37.39 H +ATOM 1804 N PHE A1003 -21.743 -0.871 -25.023 1.00 28.23 N +ATOM 1805 CA PHE A1003 -20.641 -0.882 -24.054 1.00 28.18 C +ATOM 1806 C PHE A1003 -20.492 0.469 -23.336 1.00 29.97 C +ATOM 1807 O PHE A1003 -20.248 0.473 -22.133 1.00 28.15 O +ATOM 1808 CB PHE A1003 -19.312 -1.272 -24.735 1.00 29.26 C +ATOM 1809 CG PHE A1003 -19.273 -2.605 -25.466 1.00 30.64 C +ATOM 1810 CD1 PHE A1003 -20.024 -3.718 -25.024 1.00 35.83 C +ATOM 1811 CD2 PHE A1003 -18.349 -2.783 -26.518 1.00 32.41 C +ATOM 1812 CE1 PHE A1003 -19.919 -4.932 -25.687 1.00 37.36 C +ATOM 1813 CE2 PHE A1003 -18.254 -4.007 -27.165 1.00 35.63 C +ATOM 1814 CZ PHE A1003 -19.051 -5.071 -26.763 1.00 35.58 C +ATOM 1815 H PHE A1003 -21.488 -0.949 -25.998 1.00 28.23 H +ATOM 1816 HA PHE A1003 -20.872 -1.624 -23.287 1.00 28.18 H +ATOM 1817 HB3 PHE A1003 -18.513 -1.280 -23.993 1.00 29.26 H +ATOM 1818 HB2 PHE A1003 -19.040 -0.498 -25.453 1.00 29.26 H +ATOM 1819 HD1 PHE A1003 -20.697 -3.642 -24.184 1.00 35.83 H +ATOM 1820 HD2 PHE A1003 -17.720 -1.964 -26.835 1.00 32.41 H +ATOM 1821 HE1 PHE A1003 -20.509 -5.774 -25.354 1.00 37.36 H +ATOM 1822 HE2 PHE A1003 -17.555 -4.132 -27.978 1.00 35.63 H +ATOM 1823 HZ PHE A1003 -18.975 -6.020 -27.272 1.00 35.58 H +ATOM 1824 N ALA A1004 -20.705 1.578 -24.067 1.00 26.49 N +ATOM 1825 CA ALA A1004 -20.726 2.944 -23.542 1.00 26.36 C +ATOM 1826 C ALA A1004 -21.860 3.187 -22.532 1.00 28.13 C +ATOM 1827 O ALA A1004 -21.618 3.810 -21.500 1.00 27.39 O +ATOM 1828 CB ALA A1004 -20.837 3.926 -24.715 1.00 27.23 C +ATOM 1829 H ALA A1004 -20.890 1.484 -25.057 1.00 26.49 H +ATOM 1830 HA ALA A1004 -19.773 3.115 -23.041 1.00 26.36 H +ATOM 1831 HB1 ALA A1004 -20.637 4.947 -24.390 1.00 27.23 H +ATOM 1832 HB2 ALA A1004 -20.122 3.678 -25.500 1.00 27.23 H +ATOM 1833 HB3 ALA A1004 -21.829 3.918 -25.164 1.00 27.23 H +ATOM 1834 N GLN A1005 -23.060 2.661 -22.839 1.00 24.98 N +ATOM 1835 CA GLN A1005 -24.241 2.670 -21.976 1.00 26.13 C +ATOM 1836 C GLN A1005 -24.005 1.880 -20.676 1.00 30.14 C +ATOM 1837 O GLN A1005 -24.287 2.400 -19.601 1.00 29.23 O +ATOM 1838 CB GLN A1005 -25.433 2.097 -22.770 1.00 27.37 C +ATOM 1839 CG GLN A1005 -26.787 2.123 -22.034 1.00 34.59 C +ATOM 1840 CD GLN A1005 -27.753 1.102 -22.634 1.00 45.52 C +ATOM 1841 OE1 GLN A1005 -28.014 1.121 -23.835 1.00 37.97 O +ATOM 1842 NE2 GLN A1005 -28.296 0.216 -21.798 1.00 40.39 N +ATOM 1843 H GLN A1005 -23.170 2.180 -23.722 1.00 24.98 H +ATOM 1844 HA GLN A1005 -24.463 3.706 -21.713 1.00 26.13 H +ATOM 1845 HB3 GLN A1005 -25.200 1.069 -23.046 1.00 27.37 H +ATOM 1846 HB2 GLN A1005 -25.542 2.624 -23.717 1.00 27.37 H +ATOM 1847 HG3 GLN A1005 -27.223 3.120 -22.095 1.00 34.59 H +ATOM 1848 HG2 GLN A1005 -26.674 1.906 -20.973 1.00 34.59 H +ATOM 1849 HE22 GLN A1005 -28.941 -0.481 -22.142 1.00 40.39 H +ATOM 1850 HE21 GLN A1005 -28.027 0.204 -20.821 1.00 40.39 H +ATOM 1851 N GLN A1006 -23.477 0.652 -20.811 1.00 27.56 N +ATOM 1852 CA GLN A1006 -23.173 -0.270 -19.716 1.00 27.14 C +ATOM 1853 C GLN A1006 -22.072 0.236 -18.768 1.00 28.50 C +ATOM 1854 O GLN A1006 -22.194 0.035 -17.560 1.00 29.35 O +ATOM 1855 CB GLN A1006 -22.838 -1.652 -20.304 1.00 28.20 C +ATOM 1856 CG GLN A1006 -24.071 -2.360 -20.908 1.00 30.44 C +ATOM 1857 CD GLN A1006 -23.732 -3.689 -21.587 1.00 43.69 C +ATOM 1858 OE1 GLN A1006 -22.570 -4.021 -21.806 1.00 40.01 O +ATOM 1859 NE2 GLN A1006 -24.762 -4.459 -21.939 1.00 39.19 N +ATOM 1860 H GLN A1006 -23.289 0.300 -21.741 1.00 27.56 H +ATOM 1861 HA GLN A1006 -24.079 -0.372 -19.117 1.00 27.14 H +ATOM 1862 HB3 GLN A1006 -22.408 -2.289 -19.530 1.00 28.20 H +ATOM 1863 HB2 GLN A1006 -22.063 -1.537 -21.063 1.00 28.20 H +ATOM 1864 HG3 GLN A1006 -24.572 -1.725 -21.635 1.00 30.44 H +ATOM 1865 HG2 GLN A1006 -24.815 -2.535 -20.135 1.00 30.44 H +ATOM 1866 HE22 GLN A1006 -24.602 -5.353 -22.387 1.00 39.19 H +ATOM 1867 HE21 GLN A1006 -25.716 -4.155 -21.777 1.00 39.19 H +ATOM 1868 N ILE A1007 -21.062 0.943 -19.312 1.00 24.53 N +ATOM 1869 CA ILE A1007 -20.069 1.692 -18.536 1.00 23.52 C +ATOM 1870 C ILE A1007 -20.727 2.816 -17.713 1.00 26.94 C +ATOM 1871 O ILE A1007 -20.405 2.941 -16.536 1.00 25.88 O +ATOM 1872 CB ILE A1007 -18.931 2.286 -19.427 1.00 26.23 C +ATOM 1873 CG1 ILE A1007 -18.024 1.167 -19.988 1.00 26.44 C +ATOM 1874 CG2 ILE A1007 -18.040 3.356 -18.749 1.00 26.63 C +ATOM 1875 CD1 ILE A1007 -17.291 1.555 -21.285 1.00 29.19 C +ATOM 1876 H ILE A1007 -21.013 1.046 -20.317 1.00 24.53 H +ATOM 1877 HA ILE A1007 -19.614 0.992 -17.831 1.00 23.52 H +ATOM 1878 HB ILE A1007 -19.417 2.769 -20.276 1.00 26.23 H +ATOM 1879 HG13 ILE A1007 -18.608 0.270 -20.180 1.00 26.44 H +ATOM 1880 HG12 ILE A1007 -17.298 0.870 -19.230 1.00 26.44 H +ATOM 1881 HG21 ILE A1007 -17.216 3.653 -19.397 1.00 26.63 H +ATOM 1882 HG22 ILE A1007 -18.590 4.267 -18.511 1.00 26.63 H +ATOM 1883 HG23 ILE A1007 -17.606 2.974 -17.825 1.00 26.63 H +ATOM 1884 HD11 ILE A1007 -17.143 0.685 -21.925 1.00 29.19 H +ATOM 1885 HD12 ILE A1007 -17.847 2.290 -21.866 1.00 29.19 H +ATOM 1886 HD13 ILE A1007 -16.313 1.980 -21.071 1.00 29.19 H +ATOM 1887 N CYS A1008 -21.665 3.570 -18.316 1.00 24.96 N +ATOM 1888 CA CYS A1008 -22.405 4.643 -17.644 1.00 26.23 C +ATOM 1889 C CYS A1008 -23.328 4.144 -16.518 1.00 28.78 C +ATOM 1890 O CYS A1008 -23.468 4.853 -15.526 1.00 27.82 O +ATOM 1891 CB CYS A1008 -23.199 5.533 -18.619 1.00 27.44 C +ATOM 1892 SG CYS A1008 -22.060 6.457 -19.678 1.00 31.30 S +ATOM 1893 H CYS A1008 -21.894 3.406 -19.288 1.00 24.96 H +ATOM 1894 HA CYS A1008 -21.653 5.263 -17.158 1.00 26.23 H +ATOM 1895 HB3 CYS A1008 -23.802 6.261 -18.076 1.00 27.44 H +ATOM 1896 HB2 CYS A1008 -23.879 4.950 -19.240 1.00 27.44 H +ATOM 1897 HG CYS A1008 -21.658 5.407 -20.404 1.00 31.30 H +ATOM 1898 N GLU A1009 -23.905 2.938 -16.664 1.00 27.13 N +ATOM 1899 CA GLU A1009 -24.712 2.274 -15.636 1.00 27.79 C +ATOM 1900 C GLU A1009 -23.884 1.789 -14.430 1.00 31.65 C +ATOM 1901 O GLU A1009 -24.361 1.902 -13.301 1.00 32.67 O +ATOM 1902 CB GLU A1009 -25.530 1.130 -16.269 1.00 29.33 C +ATOM 1903 CG GLU A1009 -26.650 1.632 -17.202 1.00 35.16 C +ATOM 1904 CD GLU A1009 -27.432 0.501 -17.874 1.00 58.21 C +ATOM 1905 OE1 GLU A1009 -26.942 -0.003 -18.909 1.00 48.70 O +ATOM 1906 OE2 GLU A1009 -28.529 0.175 -17.369 1.00 60.77 O1- +ATOM 1907 H GLU A1009 -23.769 2.425 -17.524 1.00 27.13 H +ATOM 1908 HA GLU A1009 -25.420 3.006 -15.244 1.00 27.79 H +ATOM 1909 HB3 GLU A1009 -25.961 0.497 -15.492 1.00 29.33 H +ATOM 1910 HB2 GLU A1009 -24.857 0.492 -16.843 1.00 29.33 H +ATOM 1911 HG3 GLU A1009 -26.235 2.264 -17.984 1.00 35.16 H +ATOM 1912 HG2 GLU A1009 -27.341 2.262 -16.641 1.00 35.16 H +ATOM 1913 N GLY A1010 -22.657 1.295 -14.679 1.00 27.84 N +ATOM 1914 CA GLY A1010 -21.732 0.852 -13.634 1.00 27.29 C +ATOM 1915 C GLY A1010 -21.077 2.043 -12.915 1.00 30.56 C +ATOM 1916 O GLY A1010 -20.854 1.969 -11.707 1.00 30.70 O +ATOM 1917 H GLY A1010 -22.337 1.226 -15.636 1.00 27.84 H +ATOM 1918 HA3 GLY A1010 -20.956 0.239 -14.093 1.00 27.29 H +ATOM 1919 HA2 GLY A1010 -22.247 0.220 -12.909 1.00 27.29 H +ATOM 1920 N MET A1011 -20.798 3.140 -13.643 1.00 27.80 N +ATOM 1921 CA MET A1011 -20.230 4.381 -13.113 1.00 26.42 C +ATOM 1922 C MET A1011 -21.251 5.243 -12.348 1.00 31.30 C +ATOM 1923 O MET A1011 -20.854 5.901 -11.387 1.00 31.07 O +ATOM 1924 CB MET A1011 -19.591 5.196 -14.253 1.00 27.40 C +ATOM 1925 CG MET A1011 -18.266 4.634 -14.804 1.00 29.13 C +ATOM 1926 SD MET A1011 -16.888 4.453 -13.634 1.00 32.16 S +ATOM 1927 CE MET A1011 -16.919 6.084 -12.860 1.00 29.76 C +ATOM 1928 H MET A1011 -20.981 3.129 -14.638 1.00 27.80 H +ATOM 1929 HA MET A1011 -19.451 4.119 -12.397 1.00 26.42 H +ATOM 1930 HB3 MET A1011 -19.416 6.218 -13.918 1.00 27.40 H +ATOM 1931 HB2 MET A1011 -20.304 5.291 -15.073 1.00 27.40 H +ATOM 1932 HG3 MET A1011 -17.929 5.278 -15.615 1.00 29.13 H +ATOM 1933 HG2 MET A1011 -18.424 3.657 -15.250 1.00 29.13 H +ATOM 1934 HE1 MET A1011 -15.990 6.273 -12.328 1.00 29.76 H +ATOM 1935 HE2 MET A1011 -17.055 6.852 -13.618 1.00 29.76 H +ATOM 1936 HE3 MET A1011 -17.742 6.148 -12.148 1.00 29.76 H +ATOM 1937 N ALA A1012 -22.535 5.211 -12.749 1.00 27.75 N +ATOM 1938 CA ALA A1012 -23.634 5.849 -12.016 1.00 28.69 C +ATOM 1939 C ALA A1012 -23.888 5.180 -10.659 1.00 34.11 C +ATOM 1940 O ALA A1012 -24.101 5.891 -9.678 1.00 34.50 O +ATOM 1941 CB ALA A1012 -24.917 5.843 -12.856 1.00 29.26 C +ATOM 1942 H ALA A1012 -22.793 4.685 -13.573 1.00 27.75 H +ATOM 1943 HA ALA A1012 -23.360 6.890 -11.829 1.00 28.69 H +ATOM 1944 HB1 ALA A1012 -25.767 6.222 -12.287 1.00 29.26 H +ATOM 1945 HB2 ALA A1012 -24.815 6.478 -13.734 1.00 29.26 H +ATOM 1946 HB3 ALA A1012 -25.167 4.837 -13.194 1.00 29.26 H +ATOM 1947 N TYR A1013 -23.802 3.837 -10.621 1.00 31.58 N +ATOM 1948 CA TYR A1013 -23.833 3.052 -9.389 1.00 32.97 C +ATOM 1949 C TYR A1013 -22.647 3.367 -8.458 1.00 36.19 C +ATOM 1950 O TYR A1013 -22.873 3.547 -7.265 1.00 37.27 O +ATOM 1951 CB TYR A1013 -23.952 1.546 -9.717 1.00 34.46 C +ATOM 1952 CG TYR A1013 -23.724 0.624 -8.528 1.00 37.28 C +ATOM 1953 CD1 TYR A1013 -24.733 0.447 -7.560 1.00 41.29 C +ATOM 1954 CD2 TYR A1013 -22.475 -0.004 -8.357 1.00 37.10 C +ATOM 1955 CE1 TYR A1013 -24.484 -0.335 -6.415 1.00 41.87 C +ATOM 1956 CE2 TYR A1013 -22.228 -0.795 -7.220 1.00 38.57 C +ATOM 1957 CZ TYR A1013 -23.227 -0.947 -6.240 1.00 45.11 C +ATOM 1958 OH TYR A1013 -22.971 -1.682 -5.119 1.00 46.37 O +ATOM 1959 H TYR A1013 -23.632 3.324 -11.475 1.00 31.58 H +ATOM 1960 HA TYR A1013 -24.744 3.336 -8.858 1.00 32.97 H +ATOM 1961 HB3 TYR A1013 -23.229 1.281 -10.489 1.00 34.46 H +ATOM 1962 HB2 TYR A1013 -24.932 1.339 -10.149 1.00 34.46 H +ATOM 1963 HD1 TYR A1013 -25.691 0.933 -7.679 1.00 41.29 H +ATOM 1964 HD2 TYR A1013 -21.699 0.134 -9.093 1.00 37.10 H +ATOM 1965 HE1 TYR A1013 -25.254 -0.453 -5.668 1.00 41.87 H +ATOM 1966 HE2 TYR A1013 -21.271 -1.279 -7.103 1.00 38.57 H +ATOM 1967 HH TYR A1013 -23.715 -1.718 -4.512 1.00 46.37 H +ATOM 1968 N LEU A1014 -21.426 3.458 -9.016 1.00 29.93 N +ATOM 1969 CA LEU A1014 -20.195 3.785 -8.288 1.00 29.88 C +ATOM 1970 C LEU A1014 -20.270 5.149 -7.570 1.00 33.60 C +ATOM 1971 O LEU A1014 -19.846 5.249 -6.419 1.00 34.49 O +ATOM 1972 CB LEU A1014 -19.001 3.715 -9.269 1.00 29.28 C +ATOM 1973 CG LEU A1014 -17.604 3.885 -8.634 1.00 33.67 C +ATOM 1974 CD1 LEU A1014 -17.247 2.688 -7.739 1.00 34.68 C +ATOM 1975 CD2 LEU A1014 -16.526 4.121 -9.705 1.00 34.91 C +ATOM 1976 H LEU A1014 -21.321 3.285 -10.007 1.00 29.93 H +ATOM 1977 HA LEU A1014 -20.068 3.014 -7.526 1.00 29.88 H +ATOM 1978 HB3 LEU A1014 -19.131 4.492 -10.023 1.00 29.28 H +ATOM 1979 HB2 LEU A1014 -19.028 2.770 -9.814 1.00 29.28 H +ATOM 1980 HG LEU A1014 -17.600 4.778 -8.012 1.00 33.67 H +ATOM 1981 HD11 LEU A1014 -16.188 2.679 -7.476 1.00 34.68 H +ATOM 1982 HD12 LEU A1014 -17.808 2.711 -6.806 1.00 34.68 H +ATOM 1983 HD13 LEU A1014 -17.477 1.744 -8.233 1.00 34.68 H +ATOM 1984 HD21 LEU A1014 -15.644 3.497 -9.557 1.00 34.91 H +ATOM 1985 HD22 LEU A1014 -16.898 3.915 -10.707 1.00 34.91 H +ATOM 1986 HD23 LEU A1014 -16.193 5.159 -9.688 1.00 34.91 H +ATOM 1987 N HIS A1015 -20.849 6.150 -8.253 1.00 30.39 N +ATOM 1988 CA HIS A1015 -21.057 7.508 -7.748 1.00 30.40 C +ATOM 1989 C HIS A1015 -22.203 7.615 -6.730 1.00 37.10 C +ATOM 1990 O HIS A1015 -22.134 8.480 -5.858 1.00 37.94 O +ATOM 1991 CB HIS A1015 -21.294 8.459 -8.934 1.00 29.83 C +ATOM 1992 CG HIS A1015 -20.101 8.684 -9.828 1.00 31.72 C +ATOM 1993 ND1 HIS A1015 -20.082 9.715 -10.769 1.00 32.83 N +ATOM 1994 CD2 HIS A1015 -18.898 8.007 -9.891 1.00 32.40 C +ATOM 1995 CE1 HIS A1015 -18.890 9.629 -11.339 1.00 31.99 C +ATOM 1996 NE2 HIS A1015 -18.143 8.644 -10.852 1.00 31.94 N +ATOM 1997 H HIS A1015 -21.169 5.978 -9.197 1.00 30.39 H +ATOM 1998 HA HIS A1015 -20.152 7.828 -7.229 1.00 30.40 H +ATOM 1999 HB3 HIS A1015 -21.608 9.438 -8.569 1.00 29.83 H +ATOM 2000 HB2 HIS A1015 -22.112 8.089 -9.554 1.00 29.83 H +ATOM 2001 HD2 HIS A1015 -18.524 7.155 -9.345 1.00 32.40 H +ATOM 2002 HE1 HIS A1015 -18.573 10.275 -12.138 1.00 31.99 H +ATOM 2003 HE2 HIS A1015 -17.190 8.424 -11.119 1.00 31.94 H +ATOM 2004 N ALA A1016 -23.211 6.730 -6.834 1.00 34.33 N +ATOM 2005 CA ALA A1016 -24.292 6.585 -5.856 1.00 35.70 C +ATOM 2006 C ALA A1016 -23.821 5.922 -4.546 1.00 40.39 C +ATOM 2007 O ALA A1016 -24.360 6.244 -3.489 1.00 42.00 O +ATOM 2008 CB ALA A1016 -25.451 5.800 -6.489 1.00 36.70 C +ATOM 2009 H ALA A1016 -23.210 6.064 -7.594 1.00 34.33 H +ATOM 2010 HA ALA A1016 -24.662 7.581 -5.608 1.00 35.70 H +ATOM 2011 HB1 ALA A1016 -26.291 5.712 -5.799 1.00 36.70 H +ATOM 2012 HB2 ALA A1016 -25.818 6.300 -7.386 1.00 36.70 H +ATOM 2013 HB3 ALA A1016 -25.152 4.791 -6.772 1.00 36.70 H +ATOM 2014 N GLN A1017 -22.787 5.064 -4.635 1.00 37.13 N +ATOM 2015 CA GLN A1017 -22.036 4.512 -3.502 1.00 37.34 C +ATOM 2016 C GLN A1017 -20.962 5.483 -2.955 1.00 40.83 C +ATOM 2017 O GLN A1017 -20.257 5.120 -2.013 1.00 41.85 O +ATOM 2018 CB GLN A1017 -21.413 3.155 -3.915 1.00 37.57 C +ATOM 2019 CG GLN A1017 -22.410 2.027 -4.261 1.00 50.69 C +ATOM 2020 CD GLN A1017 -23.428 1.735 -3.159 1.00 63.42 C +ATOM 2021 OE1 GLN A1017 -23.055 1.428 -2.030 1.00 61.45 O +ATOM 2022 NE2 GLN A1017 -24.719 1.815 -3.487 1.00 53.50 N +ATOM 2023 H GLN A1017 -22.426 4.834 -5.551 1.00 37.13 H +ATOM 2024 HA GLN A1017 -22.727 4.347 -2.674 1.00 37.34 H +ATOM 2025 HB3 GLN A1017 -20.770 2.791 -3.113 1.00 37.57 H +ATOM 2026 HB2 GLN A1017 -20.758 3.304 -4.773 1.00 37.57 H +ATOM 2027 HG3 GLN A1017 -21.859 1.109 -4.466 1.00 50.69 H +ATOM 2028 HG2 GLN A1017 -22.944 2.264 -5.177 1.00 50.69 H +ATOM 2029 HE22 GLN A1017 -25.427 1.631 -2.791 1.00 53.50 H +ATOM 2030 HE21 GLN A1017 -24.995 2.075 -4.422 1.00 53.50 H +ATOM 2031 N HIS A1018 -20.868 6.694 -3.535 1.00 43.65 N +ATOM 2032 CA HIS A1018 -19.987 7.804 -3.159 1.00 42.72 C +ATOM 2033 C HIS A1018 -18.485 7.544 -3.385 1.00 42.39 C +ATOM 2034 O HIS A1018 -17.658 8.063 -2.636 1.00 42.28 O +ATOM 2035 CB HIS A1018 -20.325 8.353 -1.751 1.00 46.64 C +ATOM 2036 CG HIS A1018 -21.690 8.984 -1.654 1.00 52.37 C +ATOM 2037 ND1 HIS A1018 -21.945 10.278 -2.076 1.00 54.35 N +ATOM 2038 CD2 HIS A1018 -22.888 8.509 -1.166 1.00 56.51 C +ATOM 2039 CE1 HIS A1018 -23.236 10.521 -1.839 1.00 55.92 C +ATOM 2040 NE2 HIS A1018 -23.871 9.493 -1.289 1.00 57.64 N +ATOM 2041 H HIS A1018 -21.499 6.901 -4.297 1.00 43.65 H +ATOM 2042 HA HIS A1018 -20.228 8.589 -3.873 1.00 42.72 H +ATOM 2043 HB3 HIS A1018 -19.613 9.122 -1.457 1.00 46.64 H +ATOM 2044 HB2 HIS A1018 -20.245 7.572 -0.994 1.00 46.64 H +ATOM 2045 HD1 HIS A1018 -21.281 10.930 -2.475 1.00 54.35 H +ATOM 2046 HD2 HIS A1018 -23.116 7.542 -0.744 1.00 56.51 H +ATOM 2047 HE1 HIS A1018 -23.715 11.462 -2.067 1.00 55.92 H +ATOM 2048 N TYR A1019 -18.162 6.786 -4.443 1.00 35.47 N +ATOM 2049 CA TYR A1019 -16.796 6.540 -4.899 1.00 33.30 C +ATOM 2050 C TYR A1019 -16.560 7.203 -6.265 1.00 34.14 C +ATOM 2051 O TYR A1019 -17.489 7.334 -7.060 1.00 33.14 O +ATOM 2052 CB TYR A1019 -16.557 5.022 -5.022 1.00 34.28 C +ATOM 2053 CG TYR A1019 -16.661 4.215 -3.739 1.00 38.78 C +ATOM 2054 CD1 TYR A1019 -15.668 4.330 -2.746 1.00 41.85 C +ATOM 2055 CD2 TYR A1019 -17.732 3.318 -3.549 1.00 40.74 C +ATOM 2056 CE1 TYR A1019 -15.753 3.568 -1.566 1.00 44.99 C +ATOM 2057 CE2 TYR A1019 -17.808 2.539 -2.378 1.00 43.80 C +ATOM 2058 CZ TYR A1019 -16.817 2.663 -1.385 1.00 51.67 C +ATOM 2059 OH TYR A1019 -16.885 1.906 -0.251 1.00 54.79 O +ATOM 2060 H TYR A1019 -18.894 6.392 -5.020 1.00 35.47 H +ATOM 2061 HA TYR A1019 -16.081 6.951 -4.188 1.00 33.30 H +ATOM 2062 HB3 TYR A1019 -15.565 4.835 -5.438 1.00 34.28 H +ATOM 2063 HB2 TYR A1019 -17.263 4.613 -5.740 1.00 34.28 H +ATOM 2064 HD1 TYR A1019 -14.835 4.996 -2.893 1.00 41.85 H +ATOM 2065 HD2 TYR A1019 -18.492 3.220 -4.308 1.00 40.74 H +ATOM 2066 HE1 TYR A1019 -14.987 3.663 -0.812 1.00 44.99 H +ATOM 2067 HE2 TYR A1019 -18.625 1.845 -2.245 1.00 43.80 H +ATOM 2068 HH TYR A1019 -16.158 2.067 0.354 1.00 54.79 H +ATOM 2069 N ILE A1020 -15.289 7.536 -6.521 1.00 29.77 N +ATOM 2070 CA ILE A1020 -14.732 7.899 -7.826 1.00 28.07 C +ATOM 2071 C ILE A1020 -13.745 6.798 -8.262 1.00 32.77 C +ATOM 2072 O ILE A1020 -13.145 6.156 -7.399 1.00 34.18 O +ATOM 2073 CB ILE A1020 -13.975 9.261 -7.762 1.00 30.74 C +ATOM 2074 CG1 ILE A1020 -12.981 9.361 -6.573 1.00 31.83 C +ATOM 2075 CG2 ILE A1020 -14.990 10.419 -7.776 1.00 31.74 C +ATOM 2076 CD1 ILE A1020 -12.103 10.614 -6.545 1.00 34.37 C +ATOM 2077 H ILE A1020 -14.600 7.396 -5.793 1.00 29.77 H +ATOM 2078 HA ILE A1020 -15.529 7.954 -8.569 1.00 28.07 H +ATOM 2079 HB ILE A1020 -13.387 9.362 -8.676 1.00 30.74 H +ATOM 2080 HG13 ILE A1020 -12.317 8.498 -6.563 1.00 31.83 H +ATOM 2081 HG12 ILE A1020 -13.528 9.323 -5.635 1.00 31.83 H +ATOM 2082 HG21 ILE A1020 -14.504 11.393 -7.804 1.00 31.74 H +ATOM 2083 HG22 ILE A1020 -15.631 10.362 -8.656 1.00 31.74 H +ATOM 2084 HG23 ILE A1020 -15.638 10.391 -6.901 1.00 31.74 H +ATOM 2085 HD11 ILE A1020 -11.396 10.561 -5.718 1.00 34.37 H +ATOM 2086 HD12 ILE A1020 -11.523 10.701 -7.459 1.00 34.37 H +ATOM 2087 HD13 ILE A1020 -12.688 11.525 -6.418 1.00 34.37 H +ATOM 2088 N HIS A1021 -13.614 6.578 -9.582 1.00 29.57 N +ATOM 2089 CA HIS A1021 -12.786 5.511 -10.155 1.00 28.01 C +ATOM 2090 C HIS A1021 -11.322 5.937 -10.347 1.00 30.31 C +ATOM 2091 O HIS A1021 -10.436 5.175 -9.969 1.00 28.41 O +ATOM 2092 CB HIS A1021 -13.403 5.013 -11.479 1.00 27.19 C +ATOM 2093 CG HIS A1021 -12.853 3.693 -11.959 1.00 29.30 C +ATOM 2094 ND1 HIS A1021 -11.667 3.594 -12.689 1.00 30.35 N +ATOM 2095 CD2 HIS A1021 -13.363 2.425 -11.774 1.00 30.30 C +ATOM 2096 CE1 HIS A1021 -11.504 2.297 -12.912 1.00 29.49 C +ATOM 2097 NE2 HIS A1021 -12.474 1.556 -12.382 1.00 29.77 N +ATOM 2098 H HIS A1021 -14.123 7.159 -10.238 1.00 29.57 H +ATOM 2099 HA HIS A1021 -12.801 4.668 -9.461 1.00 28.01 H +ATOM 2100 HB3 HIS A1021 -13.282 5.753 -12.271 1.00 27.19 H +ATOM 2101 HB2 HIS A1021 -14.474 4.880 -11.356 1.00 27.19 H +ATOM 2102 HD2 HIS A1021 -14.255 2.085 -11.273 1.00 30.30 H +ATOM 2103 HE1 HIS A1021 -10.667 1.883 -13.456 1.00 29.49 H +ATOM 2104 HE2 HIS A1021 -12.538 0.547 -12.425 1.00 29.77 H +ATOM 2105 N ARG A1022 -11.096 7.121 -10.943 1.00 26.88 N +ATOM 2106 CA ARG A1022 -9.784 7.722 -11.235 1.00 26.62 C +ATOM 2107 C ARG A1022 -8.908 6.986 -12.278 1.00 29.84 C +ATOM 2108 O ARG A1022 -7.774 7.416 -12.489 1.00 30.79 O +ATOM 2109 CB ARG A1022 -8.980 7.994 -9.941 1.00 26.30 C +ATOM 2110 CG ARG A1022 -9.678 8.917 -8.919 1.00 34.16 C +ATOM 2111 CD ARG A1022 -8.867 9.205 -7.638 1.00 40.37 C +ATOM 2112 NE ARG A1022 -7.494 9.662 -7.927 1.00 53.37 N +ATOM 2113 CZ ARG A1022 -6.339 9.249 -7.370 1.00 66.01 C +ATOM 2114 NH1 ARG A1022 -6.301 8.376 -6.352 1.00 50.08 N +ATOM 2115 NH2 ARG A1022 -5.186 9.718 -7.861 1.00 58.24 N1+ +ATOM 2116 H ARG A1022 -11.894 7.664 -11.248 1.00 26.88 H +ATOM 2117 HA ARG A1022 -10.003 8.685 -11.691 1.00 26.62 H +ATOM 2118 HB3 ARG A1022 -8.038 8.461 -10.224 1.00 26.30 H +ATOM 2119 HB2 ARG A1022 -8.703 7.055 -9.468 1.00 26.30 H +ATOM 2120 HG3 ARG A1022 -10.571 8.380 -8.599 1.00 34.16 H +ATOM 2121 HG2 ARG A1022 -10.035 9.838 -9.374 1.00 34.16 H +ATOM 2122 HD3 ARG A1022 -8.962 8.416 -6.896 1.00 40.37 H +ATOM 2123 HD2 ARG A1022 -9.304 10.086 -7.170 1.00 40.37 H +ATOM 2124 HE ARG A1022 -7.428 10.323 -8.688 1.00 53.37 H +ATOM 2125 HH12 ARG A1022 -5.420 8.065 -5.971 1.00 50.08 H +ATOM 2126 HH11 ARG A1022 -7.160 7.948 -6.033 1.00 50.08 H +ATOM 2127 HH22 ARG A1022 -4.301 9.402 -7.489 1.00 58.24 H +ATOM 2128 HH21 ARG A1022 -5.185 10.345 -8.654 1.00 58.24 H +ATOM 2129 N ASN A1023 -9.418 5.931 -12.935 1.00 25.28 N +ATOM 2130 CA ASN A1023 -8.672 5.162 -13.934 1.00 24.95 C +ATOM 2131 C ASN A1023 -9.615 4.581 -15.005 1.00 27.49 C +ATOM 2132 O ASN A1023 -9.413 3.447 -15.436 1.00 27.32 O +ATOM 2133 CB ASN A1023 -7.816 4.068 -13.232 1.00 27.86 C +ATOM 2134 CG ASN A1023 -6.588 3.573 -14.014 1.00 46.94 C +ATOM 2135 OD1 ASN A1023 -6.243 4.089 -15.076 1.00 37.71 O +ATOM 2136 ND2 ASN A1023 -5.925 2.544 -13.483 1.00 47.99 N +ATOM 2137 H ASN A1023 -10.358 5.614 -12.735 1.00 25.28 H +ATOM 2138 HA ASN A1023 -8.030 5.821 -14.520 1.00 24.95 H +ATOM 2139 HB3 ASN A1023 -8.437 3.219 -12.941 1.00 27.86 H +ATOM 2140 HB2 ASN A1023 -7.417 4.470 -12.303 1.00 27.86 H +ATOM 2141 HD22 ASN A1023 -5.119 2.161 -13.957 1.00 47.99 H +ATOM 2142 HD21 ASN A1023 -6.237 2.118 -12.622 1.00 47.99 H +ATOM 2143 N LEU A1024 -10.648 5.336 -15.411 1.00 23.70 N +ATOM 2144 CA LEU A1024 -11.619 4.879 -16.405 1.00 23.85 C +ATOM 2145 C LEU A1024 -11.026 4.992 -17.823 1.00 29.77 C +ATOM 2146 O LEU A1024 -10.781 6.099 -18.301 1.00 30.30 O +ATOM 2147 CB LEU A1024 -12.947 5.643 -16.212 1.00 23.60 C +ATOM 2148 CG LEU A1024 -14.133 5.123 -17.053 1.00 28.86 C +ATOM 2149 CD1 LEU A1024 -14.514 3.664 -16.722 1.00 29.18 C +ATOM 2150 CD2 LEU A1024 -15.338 6.057 -16.884 1.00 32.57 C +ATOM 2151 H LEU A1024 -10.782 6.267 -15.035 1.00 23.70 H +ATOM 2152 HA LEU A1024 -11.821 3.825 -16.203 1.00 23.85 H +ATOM 2153 HB3 LEU A1024 -12.786 6.698 -16.431 1.00 23.60 H +ATOM 2154 HB2 LEU A1024 -13.227 5.603 -15.157 1.00 23.60 H +ATOM 2155 HG LEU A1024 -13.855 5.162 -18.107 1.00 28.86 H +ATOM 2156 HD11 LEU A1024 -15.581 3.551 -16.533 1.00 29.18 H +ATOM 2157 HD12 LEU A1024 -14.259 2.998 -17.547 1.00 29.18 H +ATOM 2158 HD13 LEU A1024 -14.004 3.295 -15.832 1.00 29.18 H +ATOM 2159 HD21 LEU A1024 -16.218 5.670 -17.397 1.00 32.57 H +ATOM 2160 HD22 LEU A1024 -15.592 6.194 -15.833 1.00 32.57 H +ATOM 2161 HD23 LEU A1024 -15.118 7.041 -17.292 1.00 32.57 H +ATOM 2162 N ALA A1025 -10.781 3.825 -18.437 1.00 25.59 N +ATOM 2163 CA ALA A1025 -10.140 3.647 -19.741 1.00 24.45 C +ATOM 2164 C ALA A1025 -10.518 2.265 -20.300 1.00 24.35 C +ATOM 2165 O ALA A1025 -10.969 1.410 -19.538 1.00 23.60 O +ATOM 2166 CB ALA A1025 -8.617 3.790 -19.578 1.00 25.60 C +ATOM 2167 H ALA A1025 -11.033 2.965 -17.971 1.00 25.59 H +ATOM 2168 HA ALA A1025 -10.493 4.413 -20.432 1.00 24.45 H +ATOM 2169 HB1 ALA A1025 -8.133 3.871 -20.549 1.00 25.60 H +ATOM 2170 HB2 ALA A1025 -8.354 4.689 -19.019 1.00 25.60 H +ATOM 2171 HB3 ALA A1025 -8.180 2.936 -19.064 1.00 25.60 H +ATOM 2172 N ALA A1026 -10.313 2.052 -21.613 1.00 21.93 N +ATOM 2173 CA ALA A1026 -10.616 0.790 -22.307 1.00 22.59 C +ATOM 2174 C ALA A1026 -9.798 -0.431 -21.830 1.00 27.08 C +ATOM 2175 O ALA A1026 -10.290 -1.554 -21.927 1.00 26.36 O +ATOM 2176 CB ALA A1026 -10.453 0.991 -23.819 1.00 24.44 C +ATOM 2177 H ALA A1026 -9.928 2.793 -22.186 1.00 21.93 H +ATOM 2178 HA ALA A1026 -11.668 0.563 -22.117 1.00 22.59 H +ATOM 2179 HB1 ALA A1026 -10.733 0.090 -24.365 1.00 24.44 H +ATOM 2180 HB2 ALA A1026 -11.089 1.800 -24.179 1.00 24.44 H +ATOM 2181 HB3 ALA A1026 -9.423 1.233 -24.083 1.00 24.44 H +ATOM 2182 N ARG A1027 -8.591 -0.185 -21.289 1.00 25.25 N +ATOM 2183 CA ARG A1027 -7.742 -1.139 -20.565 1.00 25.45 C +ATOM 2184 C ARG A1027 -8.425 -1.710 -19.307 1.00 28.29 C +ATOM 2185 O ARG A1027 -8.223 -2.878 -18.976 1.00 27.42 O +ATOM 2186 CB ARG A1027 -6.432 -0.403 -20.184 1.00 27.95 C +ATOM 2187 CG ARG A1027 -5.435 -1.193 -19.307 1.00 42.70 C +ATOM 2188 CD ARG A1027 -4.162 -0.408 -18.947 1.00 56.67 C +ATOM 2189 NE ARG A1027 -3.234 -0.266 -20.085 1.00 69.04 N +ATOM 2190 CZ ARG A1027 -2.191 0.580 -20.180 1.00 82.45 C +ATOM 2191 NH1 ARG A1027 -1.417 0.527 -21.271 1.00 58.12 N +ATOM 2192 NH2 ARG A1027 -1.893 1.468 -19.218 1.00 78.84 N1+ +ATOM 2193 H ARG A1027 -8.243 0.766 -21.316 1.00 25.25 H +ATOM 2194 HA ARG A1027 -7.506 -1.970 -21.231 1.00 25.45 H +ATOM 2195 HB3 ARG A1027 -6.693 0.509 -19.645 1.00 27.95 H +ATOM 2196 HB2 ARG A1027 -5.932 -0.070 -21.091 1.00 27.95 H +ATOM 2197 HG3 ARG A1027 -5.149 -2.068 -19.890 1.00 42.70 H +ATOM 2198 HG2 ARG A1027 -5.880 -1.580 -18.390 1.00 42.70 H +ATOM 2199 HD3 ARG A1027 -3.675 -0.813 -18.060 1.00 56.67 H +ATOM 2200 HD2 ARG A1027 -4.467 0.608 -18.695 1.00 56.67 H +ATOM 2201 HE ARG A1027 -3.396 -0.904 -20.850 1.00 69.04 H +ATOM 2202 HH12 ARG A1027 -0.649 1.172 -21.381 1.00 58.12 H +ATOM 2203 HH11 ARG A1027 -1.615 -0.134 -22.007 1.00 58.12 H +ATOM 2204 HH22 ARG A1027 -1.107 2.094 -19.316 1.00 78.84 H +ATOM 2205 HH21 ARG A1027 -2.462 1.513 -18.385 1.00 78.84 H +ATOM 2206 N ASN A1028 -9.194 -0.846 -18.632 1.00 25.48 N +ATOM 2207 CA ASN A1028 -9.823 -1.077 -17.334 1.00 25.69 C +ATOM 2208 C ASN A1028 -11.317 -1.429 -17.473 1.00 31.11 C +ATOM 2209 O ASN A1028 -11.999 -1.498 -16.454 1.00 31.65 O +ATOM 2210 CB ASN A1028 -9.602 0.176 -16.449 1.00 25.12 C +ATOM 2211 CG ASN A1028 -8.115 0.495 -16.245 1.00 40.47 C +ATOM 2212 OD1 ASN A1028 -7.402 -0.253 -15.588 1.00 35.79 O +ATOM 2213 ND2 ASN A1028 -7.627 1.597 -16.814 1.00 30.20 N +ATOM 2214 H ASN A1028 -9.333 0.079 -19.016 1.00 25.48 H +ATOM 2215 HA ASN A1028 -9.355 -1.930 -16.841 1.00 25.69 H +ATOM 2216 HB3 ASN A1028 -10.038 0.026 -15.461 1.00 25.12 H +ATOM 2217 HB2 ASN A1028 -10.111 1.042 -16.878 1.00 25.12 H +ATOM 2218 HD22 ASN A1028 -6.658 1.847 -16.685 1.00 30.20 H +ATOM 2219 HD21 ASN A1028 -8.239 2.229 -17.310 1.00 30.20 H +ATOM 2220 N VAL A1029 -11.798 -1.668 -18.706 1.00 26.95 N +ATOM 2221 CA VAL A1029 -13.139 -2.175 -18.986 1.00 26.70 C +ATOM 2222 C VAL A1029 -12.988 -3.520 -19.714 1.00 31.33 C +ATOM 2223 O VAL A1029 -12.373 -3.583 -20.778 1.00 31.48 O +ATOM 2224 CB VAL A1029 -13.976 -1.193 -19.852 1.00 30.65 C +ATOM 2225 CG1 VAL A1029 -15.338 -1.776 -20.277 1.00 31.45 C +ATOM 2226 CG2 VAL A1029 -14.220 0.131 -19.105 1.00 29.49 C +ATOM 2227 H VAL A1029 -11.183 -1.583 -19.503 1.00 26.95 H +ATOM 2228 HA VAL A1029 -13.684 -2.346 -18.056 1.00 26.70 H +ATOM 2229 HB VAL A1029 -13.412 -0.960 -20.757 1.00 30.65 H +ATOM 2230 HG11 VAL A1029 -15.924 -1.049 -20.837 1.00 31.45 H +ATOM 2231 HG12 VAL A1029 -15.230 -2.654 -20.910 1.00 31.45 H +ATOM 2232 HG13 VAL A1029 -15.921 -2.070 -19.403 1.00 31.45 H +ATOM 2233 HG21 VAL A1029 -14.744 0.849 -19.734 1.00 29.49 H +ATOM 2234 HG22 VAL A1029 -14.822 -0.027 -18.209 1.00 29.49 H +ATOM 2235 HG23 VAL A1029 -13.291 0.602 -18.790 1.00 29.49 H +ATOM 2236 N LEU A1030 -13.548 -4.562 -19.088 1.00 29.26 N +ATOM 2237 CA LEU A1030 -13.434 -5.968 -19.450 1.00 29.87 C +ATOM 2238 C LEU A1030 -14.733 -6.447 -20.113 1.00 34.28 C +ATOM 2239 O LEU A1030 -15.816 -6.037 -19.705 1.00 33.78 O +ATOM 2240 CB LEU A1030 -13.138 -6.783 -18.169 1.00 30.51 C +ATOM 2241 CG LEU A1030 -11.936 -6.290 -17.328 1.00 34.35 C +ATOM 2242 CD1 LEU A1030 -11.856 -7.064 -16.001 1.00 34.54 C +ATOM 2243 CD2 LEU A1030 -10.610 -6.344 -18.112 1.00 35.67 C +ATOM 2244 H LEU A1030 -14.085 -4.388 -18.246 1.00 29.26 H +ATOM 2245 HA LEU A1030 -12.621 -6.109 -20.154 1.00 29.87 H +ATOM 2246 HB3 LEU A1030 -12.970 -7.825 -18.443 1.00 30.51 H +ATOM 2247 HB2 LEU A1030 -14.023 -6.771 -17.529 1.00 30.51 H +ATOM 2248 HG LEU A1030 -12.099 -5.248 -17.048 1.00 34.35 H +ATOM 2249 HD11 LEU A1030 -10.853 -7.056 -15.576 1.00 34.54 H +ATOM 2250 HD12 LEU A1030 -12.517 -6.617 -15.257 1.00 34.54 H +ATOM 2251 HD13 LEU A1030 -12.155 -8.106 -16.124 1.00 34.54 H +ATOM 2252 HD21 LEU A1030 -9.796 -6.774 -17.533 1.00 35.67 H +ATOM 2253 HD22 LEU A1030 -10.700 -6.943 -19.016 1.00 35.67 H +ATOM 2254 HD23 LEU A1030 -10.295 -5.343 -18.409 1.00 35.67 H +ATOM 2255 N LEU A1031 -14.593 -7.319 -21.118 1.00 30.49 N +ATOM 2256 CA LEU A1031 -15.677 -7.865 -21.925 1.00 32.51 C +ATOM 2257 C LEU A1031 -15.990 -9.291 -21.448 1.00 35.33 C +ATOM 2258 O LEU A1031 -15.113 -10.153 -21.506 1.00 35.33 O +ATOM 2259 CB LEU A1031 -15.209 -7.845 -23.396 1.00 33.91 C +ATOM 2260 CG LEU A1031 -16.302 -8.174 -24.433 1.00 41.72 C +ATOM 2261 CD1 LEU A1031 -17.357 -7.065 -24.522 1.00 42.04 C +ATOM 2262 CD2 LEU A1031 -15.696 -8.439 -25.818 1.00 45.52 C +ATOM 2263 H LEU A1031 -13.662 -7.617 -21.389 1.00 30.49 H +ATOM 2264 HA LEU A1031 -16.567 -7.241 -21.825 1.00 32.51 H +ATOM 2265 HB3 LEU A1031 -14.375 -8.541 -23.507 1.00 33.91 H +ATOM 2266 HB2 LEU A1031 -14.790 -6.866 -23.627 1.00 33.91 H +ATOM 2267 HG LEU A1031 -16.801 -9.093 -24.128 1.00 41.72 H +ATOM 2268 HD11 LEU A1031 -17.957 -7.181 -25.423 1.00 42.04 H +ATOM 2269 HD12 LEU A1031 -18.043 -7.102 -23.679 1.00 42.04 H +ATOM 2270 HD13 LEU A1031 -16.903 -6.074 -24.546 1.00 42.04 H +ATOM 2271 HD21 LEU A1031 -16.156 -9.306 -26.290 1.00 45.52 H +ATOM 2272 HD22 LEU A1031 -15.839 -7.592 -26.491 1.00 45.52 H +ATOM 2273 HD23 LEU A1031 -14.625 -8.629 -25.764 1.00 45.52 H +ATOM 2274 N ASP A1032 -17.230 -9.515 -20.985 1.00 33.70 N +ATOM 2275 CA ASP A1032 -17.712 -10.827 -20.543 1.00 35.49 C +ATOM 2276 C ASP A1032 -18.166 -11.661 -21.755 1.00 42.98 C +ATOM 2277 O ASP A1032 -17.727 -12.798 -21.921 1.00 43.01 O +ATOM 2278 CB ASP A1032 -18.822 -10.678 -19.476 1.00 38.24 C +ATOM 2279 CG ASP A1032 -19.218 -11.987 -18.779 1.00 57.45 C +ATOM 2280 OD1 ASP A1032 -20.169 -12.639 -19.268 1.00 62.50 O +ATOM 2281 OD2 ASP A1032 -18.465 -12.387 -17.864 1.00 62.05 O1- +ATOM 2282 H ASP A1032 -17.907 -8.764 -20.978 1.00 33.70 H +ATOM 2283 HA ASP A1032 -16.879 -11.358 -20.082 1.00 35.49 H +ATOM 2284 HB3 ASP A1032 -19.703 -10.217 -19.924 1.00 38.24 H +ATOM 2285 HB2 ASP A1032 -18.498 -9.962 -18.720 1.00 38.24 H +ATOM 2286 N ASN A1033 -19.010 -11.038 -22.589 1.00 43.24 N +ATOM 2287 CA ASN A1033 -19.496 -11.544 -23.869 1.00 46.44 C +ATOM 2288 C ASN A1033 -19.762 -10.349 -24.801 1.00 51.69 C +ATOM 2289 O ASN A1033 -19.561 -9.203 -24.398 1.00 49.09 O +ATOM 2290 CB ASN A1033 -20.703 -12.502 -23.675 1.00 48.31 C +ATOM 2291 CG ASN A1033 -21.947 -11.875 -23.033 1.00 66.28 C +ATOM 2292 OD1 ASN A1033 -22.671 -11.117 -23.674 1.00 59.86 O +ATOM 2293 ND2 ASN A1033 -22.211 -12.205 -21.767 1.00 59.92 N +ATOM 2294 H ASN A1033 -19.289 -10.090 -22.377 1.00 43.24 H +ATOM 2295 HA ASN A1033 -18.694 -12.117 -24.331 1.00 46.44 H +ATOM 2296 HB3 ASN A1033 -20.389 -13.358 -23.076 1.00 48.31 H +ATOM 2297 HB2 ASN A1033 -21.002 -12.918 -24.638 1.00 48.31 H +ATOM 2298 HD22 ASN A1033 -23.026 -11.828 -21.307 1.00 59.92 H +ATOM 2299 HD21 ASN A1033 -21.579 -12.797 -21.242 1.00 59.92 H +ATOM 2300 N ASP A1034 -20.218 -10.631 -26.032 1.00 52.34 N +ATOM 2301 CA ASP A1034 -20.535 -9.640 -27.073 1.00 53.71 C +ATOM 2302 C ASP A1034 -21.507 -8.516 -26.646 1.00 56.50 C +ATOM 2303 O ASP A1034 -21.409 -7.420 -27.190 1.00 55.06 O +ATOM 2304 CB ASP A1034 -20.990 -10.266 -28.427 1.00 59.25 C +ATOM 2305 CG ASP A1034 -21.924 -11.494 -28.402 1.00 77.62 C +ATOM 2306 OD1 ASP A1034 -22.639 -11.706 -27.397 1.00 79.51 O +ATOM 2307 OD2 ASP A1034 -22.007 -12.140 -29.469 1.00 88.40 O1- +ATOM 2308 H ASP A1034 -20.398 -11.592 -26.284 1.00 52.34 H +ATOM 2309 HA ASP A1034 -19.585 -9.140 -27.273 1.00 53.71 H +ATOM 2310 HB3 ASP A1034 -20.095 -10.532 -28.993 1.00 59.25 H +ATOM 2311 HB2 ASP A1034 -21.495 -9.512 -29.032 1.00 59.25 H +ATOM 2312 N ARG A1035 -22.406 -8.796 -25.687 1.00 52.42 N +ATOM 2313 CA ARG A1035 -23.448 -7.882 -25.216 1.00 52.12 C +ATOM 2314 C ARG A1035 -23.343 -7.580 -23.704 1.00 53.91 C +ATOM 2315 O ARG A1035 -24.336 -7.124 -23.136 1.00 54.42 O +ATOM 2316 CB ARG A1035 -24.835 -8.467 -25.595 1.00 56.06 C +ATOM 2317 CG ARG A1035 -25.086 -8.703 -27.101 1.00 68.03 C +ATOM 2318 CD ARG A1035 -24.897 -7.444 -27.966 1.00 74.26 C +ATOM 2319 NE ARG A1035 -25.309 -7.644 -29.365 1.00 83.22 N +ATOM 2320 CZ ARG A1035 -26.494 -7.332 -29.925 1.00103.41 C +ATOM 2321 NH1 ARG A1035 -27.506 -6.799 -29.222 1.00 95.23 N +ATOM 2322 NH2 ARG A1035 -26.668 -7.561 -31.233 1.00 92.56 N1+ +ATOM 2323 H ARG A1035 -22.419 -9.724 -25.282 1.00 52.42 H +ATOM 2324 HA ARG A1035 -23.344 -6.910 -25.700 1.00 52.12 H +ATOM 2325 HB3 ARG A1035 -25.620 -7.801 -25.237 1.00 56.06 H +ATOM 2326 HB2 ARG A1035 -24.983 -9.410 -25.066 1.00 56.06 H +ATOM 2327 HG3 ARG A1035 -26.057 -9.166 -27.280 1.00 68.03 H +ATOM 2328 HG2 ARG A1035 -24.352 -9.442 -27.423 1.00 68.03 H +ATOM 2329 HD3 ARG A1035 -23.832 -7.242 -28.056 1.00 74.26 H +ATOM 2330 HD2 ARG A1035 -25.331 -6.559 -27.506 1.00 74.26 H +ATOM 2331 HE ARG A1035 -24.607 -8.071 -29.954 1.00 83.22 H +ATOM 2332 HH12 ARG A1035 -28.382 -6.569 -29.667 1.00 95.23 H +ATOM 2333 HH11 ARG A1035 -27.412 -6.662 -28.223 1.00 95.23 H +ATOM 2334 HH22 ARG A1035 -27.544 -7.335 -31.681 1.00 92.56 H +ATOM 2335 HH21 ARG A1035 -25.921 -7.962 -31.782 1.00 92.56 H +ATOM 2336 N LEU A1036 -22.174 -7.803 -23.070 1.00 47.46 N +ATOM 2337 CA LEU A1036 -21.967 -7.538 -21.640 1.00 44.95 C +ATOM 2338 C LEU A1036 -20.533 -7.065 -21.368 1.00 44.87 C +ATOM 2339 O LEU A1036 -19.582 -7.752 -21.739 1.00 44.01 O +ATOM 2340 CB LEU A1036 -22.340 -8.791 -20.812 1.00 46.48 C +ATOM 2341 CG LEU A1036 -22.180 -8.679 -19.274 1.00 50.35 C +ATOM 2342 CD1 LEU A1036 -22.973 -7.502 -18.671 1.00 50.69 C +ATOM 2343 CD2 LEU A1036 -22.529 -10.018 -18.591 1.00 54.50 C +ATOM 2344 H LEU A1036 -21.382 -8.171 -23.579 1.00 47.46 H +ATOM 2345 HA LEU A1036 -22.630 -6.724 -21.343 1.00 44.95 H +ATOM 2346 HB3 LEU A1036 -21.719 -9.617 -21.159 1.00 46.48 H +ATOM 2347 HB2 LEU A1036 -23.369 -9.073 -21.040 1.00 46.48 H +ATOM 2348 HG LEU A1036 -21.127 -8.494 -19.056 1.00 50.35 H +ATOM 2349 HD11 LEU A1036 -23.473 -7.760 -17.737 1.00 50.69 H +ATOM 2350 HD12 LEU A1036 -22.306 -6.670 -18.448 1.00 50.69 H +ATOM 2351 HD13 LEU A1036 -23.741 -7.137 -19.353 1.00 50.69 H +ATOM 2352 HD21 LEU A1036 -21.721 -10.346 -17.938 1.00 54.50 H +ATOM 2353 HD22 LEU A1036 -23.433 -9.959 -17.986 1.00 54.50 H +ATOM 2354 HD23 LEU A1036 -22.691 -10.816 -19.315 1.00 54.50 H +ATOM 2355 N VAL A1037 -20.428 -5.918 -20.680 1.00 38.25 N +ATOM 2356 CA VAL A1037 -19.183 -5.244 -20.316 1.00 36.27 C +ATOM 2357 C VAL A1037 -19.170 -4.944 -18.803 1.00 39.75 C +ATOM 2358 O VAL A1037 -20.229 -4.712 -18.218 1.00 42.27 O +ATOM 2359 CB VAL A1037 -19.016 -3.946 -21.177 1.00 39.78 C +ATOM 2360 CG1 VAL A1037 -19.009 -2.583 -20.456 1.00 38.54 C +ATOM 2361 CG2 VAL A1037 -17.802 -4.070 -22.103 1.00 38.84 C +ATOM 2362 H VAL A1037 -21.272 -5.428 -20.415 1.00 38.25 H +ATOM 2363 HA VAL A1037 -18.349 -5.920 -20.508 1.00 36.27 H +ATOM 2364 HB VAL A1037 -19.873 -3.887 -21.850 1.00 39.78 H +ATOM 2365 HG11 VAL A1037 -18.916 -1.774 -21.181 1.00 38.54 H +ATOM 2366 HG12 VAL A1037 -19.935 -2.413 -19.907 1.00 38.54 H +ATOM 2367 HG13 VAL A1037 -18.179 -2.490 -19.757 1.00 38.54 H +ATOM 2368 HG21 VAL A1037 -17.730 -3.211 -22.767 1.00 38.84 H +ATOM 2369 HG22 VAL A1037 -16.873 -4.154 -21.540 1.00 38.84 H +ATOM 2370 HG23 VAL A1037 -17.890 -4.953 -22.732 1.00 38.84 H +ATOM 2371 N LYS A1038 -17.968 -4.982 -18.204 1.00 33.36 N +ATOM 2372 CA LYS A1038 -17.714 -4.878 -16.766 1.00 33.06 C +ATOM 2373 C LYS A1038 -16.485 -4.002 -16.491 1.00 35.92 C +ATOM 2374 O LYS A1038 -15.436 -4.235 -17.082 1.00 35.20 O +ATOM 2375 CB LYS A1038 -17.479 -6.290 -16.190 1.00 36.83 C +ATOM 2376 CG LYS A1038 -18.749 -7.145 -16.080 1.00 43.54 C +ATOM 2377 CD LYS A1038 -18.421 -8.608 -15.749 1.00 43.25 C +ATOM 2378 CE LYS A1038 -19.663 -9.482 -15.509 1.00 48.33 C +ATOM 2379 NZ LYS A1038 -20.306 -9.193 -14.214 1.00 58.37 N1+ +ATOM 2380 H LYS A1038 -17.149 -5.184 -18.767 1.00 33.36 H +ATOM 2381 HA LYS A1038 -18.574 -4.425 -16.277 1.00 33.06 H +ATOM 2382 HB3 LYS A1038 -17.052 -6.212 -15.188 1.00 36.83 H +ATOM 2383 HB2 LYS A1038 -16.730 -6.807 -16.793 1.00 36.83 H +ATOM 2384 HG3 LYS A1038 -19.317 -7.118 -17.009 1.00 43.54 H +ATOM 2385 HG2 LYS A1038 -19.391 -6.713 -15.312 1.00 43.54 H +ATOM 2386 HD3 LYS A1038 -17.751 -8.642 -14.891 1.00 43.25 H +ATOM 2387 HD2 LYS A1038 -17.852 -9.036 -16.575 1.00 43.25 H +ATOM 2388 HE3 LYS A1038 -19.380 -10.535 -15.514 1.00 48.33 H +ATOM 2389 HE2 LYS A1038 -20.386 -9.341 -16.312 1.00 48.33 H +ATOM 2390 HZ1 LYS A1038 -20.568 -8.218 -14.175 1.00 58.37 H +ATOM 2391 HZ2 LYS A1038 -21.132 -9.766 -14.115 1.00 58.37 H +ATOM 2392 HZ3 LYS A1038 -19.651 -9.405 -13.472 1.00 58.37 H +ATOM 2393 N ILE A1039 -16.614 -3.050 -15.556 1.00 32.33 N +ATOM 2394 CA ILE A1039 -15.529 -2.171 -15.108 1.00 30.26 C +ATOM 2395 C ILE A1039 -14.627 -2.911 -14.094 1.00 36.96 C +ATOM 2396 O ILE A1039 -15.145 -3.519 -13.160 1.00 36.41 O +ATOM 2397 CB ILE A1039 -16.108 -0.894 -14.429 1.00 32.08 C +ATOM 2398 CG1 ILE A1039 -17.001 -0.080 -15.398 1.00 32.40 C +ATOM 2399 CG2 ILE A1039 -15.044 0.034 -13.803 1.00 30.46 C +ATOM 2400 CD1 ILE A1039 -18.035 0.790 -14.673 1.00 32.90 C +ATOM 2401 H ILE A1039 -17.509 -2.910 -15.106 1.00 32.33 H +ATOM 2402 HA ILE A1039 -14.934 -1.867 -15.971 1.00 30.26 H +ATOM 2403 HB ILE A1039 -16.746 -1.235 -13.613 1.00 32.08 H +ATOM 2404 HG13 ILE A1039 -17.551 -0.733 -16.075 1.00 32.40 H +ATOM 2405 HG12 ILE A1039 -16.380 0.544 -16.043 1.00 32.40 H +ATOM 2406 HG21 ILE A1039 -15.498 0.926 -13.372 1.00 30.46 H +ATOM 2407 HG22 ILE A1039 -14.493 -0.448 -12.997 1.00 30.46 H +ATOM 2408 HG23 ILE A1039 -14.320 0.364 -14.550 1.00 30.46 H +ATOM 2409 HD11 ILE A1039 -18.793 1.149 -15.368 1.00 32.90 H +ATOM 2410 HD12 ILE A1039 -18.548 0.231 -13.890 1.00 32.90 H +ATOM 2411 HD13 ILE A1039 -17.570 1.656 -14.208 1.00 32.90 H +ATOM 2412 N GLY A1040 -13.302 -2.826 -14.292 1.00 34.99 N +ATOM 2413 CA GLY A1040 -12.289 -3.434 -13.430 1.00 35.46 C +ATOM 2414 C GLY A1040 -11.231 -2.398 -13.023 1.00 40.57 C +ATOM 2415 O GLY A1040 -11.286 -1.237 -13.431 1.00 40.24 O +ATOM 2416 H GLY A1040 -12.951 -2.287 -15.075 1.00 34.99 H +ATOM 2417 HA3 GLY A1040 -11.814 -4.254 -13.968 1.00 35.46 H +ATOM 2418 HA2 GLY A1040 -12.724 -3.850 -12.522 1.00 35.46 H +ATOM 2419 N ASP A1041 -10.271 -2.859 -12.199 1.00 37.60 N +ATOM 2420 CA ASP A1041 -9.139 -2.132 -11.605 1.00 37.19 C +ATOM 2421 C ASP A1041 -9.620 -0.924 -10.778 1.00 39.90 C +ATOM 2422 O ASP A1041 -9.731 0.180 -11.309 1.00 40.83 O +ATOM 2423 CB ASP A1041 -8.025 -1.778 -12.635 1.00 38.16 C +ATOM 2424 CG ASP A1041 -6.667 -1.263 -12.095 1.00 45.68 C +ATOM 2425 OD1 ASP A1041 -5.762 -1.083 -12.938 1.00 47.53 O +ATOM 2426 OD2 ASP A1041 -6.511 -1.058 -10.870 1.00 46.86 O1- +ATOM 2427 H ASP A1041 -10.325 -3.828 -11.918 1.00 37.60 H +ATOM 2428 HA ASP A1041 -8.695 -2.841 -10.905 1.00 37.19 H +ATOM 2429 HB3 ASP A1041 -8.418 -1.044 -13.339 1.00 38.16 H +ATOM 2430 HB2 ASP A1041 -7.825 -2.662 -13.241 1.00 38.16 H +ATOM 2431 N PHE A1042 -9.874 -1.177 -9.486 1.00 32.99 N +ATOM 2432 CA PHE A1042 -10.252 -0.180 -8.482 1.00 32.48 C +ATOM 2433 C PHE A1042 -9.048 0.246 -7.614 1.00 35.62 C +ATOM 2434 O PHE A1042 -9.241 0.681 -6.480 1.00 35.44 O +ATOM 2435 CB PHE A1042 -11.446 -0.723 -7.659 1.00 35.36 C +ATOM 2436 CG PHE A1042 -12.746 -0.802 -8.444 1.00 36.03 C +ATOM 2437 CD1 PHE A1042 -13.628 0.299 -8.473 1.00 39.47 C +ATOM 2438 CD2 PHE A1042 -12.997 -1.898 -9.298 1.00 37.32 C +ATOM 2439 CE1 PHE A1042 -14.757 0.263 -9.281 1.00 39.56 C +ATOM 2440 CE2 PHE A1042 -14.124 -1.908 -10.107 1.00 40.21 C +ATOM 2441 CZ PHE A1042 -15.004 -0.835 -10.094 1.00 38.02 C +ATOM 2442 H PHE A1042 -9.761 -2.121 -9.143 1.00 32.99 H +ATOM 2443 HA PHE A1042 -10.592 0.732 -8.974 1.00 32.48 H +ATOM 2444 HB3 PHE A1042 -11.630 -0.106 -6.779 1.00 35.36 H +ATOM 2445 HB2 PHE A1042 -11.210 -1.720 -7.281 1.00 35.36 H +ATOM 2446 HD1 PHE A1042 -13.434 1.171 -7.865 1.00 39.47 H +ATOM 2447 HD2 PHE A1042 -12.311 -2.731 -9.331 1.00 37.32 H +ATOM 2448 HE1 PHE A1042 -15.438 1.099 -9.293 1.00 39.56 H +ATOM 2449 HE2 PHE A1042 -14.309 -2.752 -10.753 1.00 40.21 H +ATOM 2450 HZ PHE A1042 -15.878 -0.849 -10.728 1.00 38.02 H +ATOM 2451 N GLY A1043 -7.822 0.119 -8.156 1.00 33.72 N +ATOM 2452 CA GLY A1043 -6.562 0.403 -7.464 1.00 35.61 C +ATOM 2453 C GLY A1043 -6.236 1.898 -7.376 1.00 40.83 C +ATOM 2454 O GLY A1043 -5.336 2.268 -6.627 1.00 42.94 O +ATOM 2455 H GLY A1043 -7.738 -0.245 -9.097 1.00 33.72 H +ATOM 2456 HA3 GLY A1043 -5.756 -0.110 -7.987 1.00 35.61 H +ATOM 2457 HA2 GLY A1043 -6.588 -0.000 -6.454 1.00 35.61 H +ATOM 2458 N LEU A1044 -6.964 2.757 -8.101 1.00 35.95 N +ATOM 2459 CA LEU A1044 -6.868 4.212 -8.002 1.00 35.55 C +ATOM 2460 C LEU A1044 -8.174 4.815 -7.450 1.00 38.20 C +ATOM 2461 O LEU A1044 -8.207 6.019 -7.209 1.00 37.43 O +ATOM 2462 CB LEU A1044 -6.463 4.769 -9.392 1.00 34.71 C +ATOM 2463 CG LEU A1044 -5.546 6.012 -9.370 1.00 41.15 C +ATOM 2464 CD1 LEU A1044 -4.267 5.793 -8.534 1.00 45.80 C +ATOM 2465 CD2 LEU A1044 -5.202 6.468 -10.803 1.00 40.55 C +ATOM 2466 H LEU A1044 -7.669 2.407 -8.738 1.00 35.95 H +ATOM 2467 HA LEU A1044 -6.111 4.481 -7.266 1.00 35.55 H +ATOM 2468 HB3 LEU A1044 -7.359 4.978 -9.980 1.00 34.71 H +ATOM 2469 HB2 LEU A1044 -5.931 3.993 -9.948 1.00 34.71 H +ATOM 2470 HG LEU A1044 -6.111 6.821 -8.906 1.00 41.15 H +ATOM 2471 HD11 LEU A1044 -3.368 6.181 -9.013 1.00 45.80 H +ATOM 2472 HD12 LEU A1044 -4.346 6.292 -7.569 1.00 45.80 H +ATOM 2473 HD13 LEU A1044 -4.091 4.735 -8.341 1.00 45.80 H +ATOM 2474 HD21 LEU A1044 -5.457 7.516 -10.941 1.00 40.55 H +ATOM 2475 HD22 LEU A1044 -4.144 6.362 -11.044 1.00 40.55 H +ATOM 2476 HD23 LEU A1044 -5.746 5.901 -11.558 1.00 40.55 H +ATOM 2477 N ALA A1045 -9.209 3.982 -7.223 1.00 34.45 N +ATOM 2478 CA ALA A1045 -10.511 4.387 -6.698 1.00 35.33 C +ATOM 2479 C ALA A1045 -10.439 4.900 -5.252 1.00 41.48 C +ATOM 2480 O ALA A1045 -9.613 4.431 -4.467 1.00 41.92 O +ATOM 2481 CB ALA A1045 -11.497 3.216 -6.820 1.00 35.84 C +ATOM 2482 H ALA A1045 -9.099 2.998 -7.419 1.00 34.45 H +ATOM 2483 HA ALA A1045 -10.854 5.202 -7.333 1.00 35.33 H +ATOM 2484 HB1 ALA A1045 -12.507 3.520 -6.545 1.00 35.84 H +ATOM 2485 HB2 ALA A1045 -11.536 2.843 -7.844 1.00 35.84 H +ATOM 2486 HB3 ALA A1045 -11.218 2.387 -6.170 1.00 35.84 H +ATOM 2487 N LYS A1046 -11.313 5.867 -4.943 1.00 39.67 N +ATOM 2488 CA LYS A1046 -11.335 6.594 -3.679 1.00 41.51 C +ATOM 2489 C LYS A1046 -12.769 6.933 -3.274 1.00 46.70 C +ATOM 2490 O LYS A1046 -13.584 7.254 -4.135 1.00 45.21 O +ATOM 2491 CB LYS A1046 -10.496 7.886 -3.832 1.00 43.95 C +ATOM 2492 CG LYS A1046 -9.006 7.725 -3.484 1.00 52.94 C +ATOM 2493 CD LYS A1046 -8.701 7.356 -2.018 1.00 61.30 C +ATOM 2494 CE LYS A1046 -9.532 8.134 -0.976 1.00 72.46 C +ATOM 2495 NZ LYS A1046 -9.060 7.912 0.401 1.00 80.50 N1+ +ATOM 2496 H LYS A1046 -11.985 6.167 -5.638 1.00 39.67 H +ATOM 2497 HA LYS A1046 -10.921 5.960 -2.893 1.00 41.51 H +ATOM 2498 HB3 LYS A1046 -10.898 8.679 -3.200 1.00 43.95 H +ATOM 2499 HB2 LYS A1046 -10.597 8.276 -4.845 1.00 43.95 H +ATOM 2500 HG3 LYS A1046 -8.499 8.654 -3.726 1.00 52.94 H +ATOM 2501 HG2 LYS A1046 -8.557 6.980 -4.141 1.00 52.94 H +ATOM 2502 HD3 LYS A1046 -7.640 7.539 -1.844 1.00 61.30 H +ATOM 2503 HD2 LYS A1046 -8.836 6.282 -1.891 1.00 61.30 H +ATOM 2504 HE3 LYS A1046 -10.578 7.837 -1.019 1.00 72.46 H +ATOM 2505 HE2 LYS A1046 -9.499 9.201 -1.183 1.00 72.46 H +ATOM 2506 HZ1 LYS A1046 -8.099 8.211 0.485 1.00 80.50 H +ATOM 2507 HZ2 LYS A1046 -9.635 8.436 1.044 1.00 80.50 H +ATOM 2508 HZ3 LYS A1046 -9.132 6.925 0.616 1.00 80.50 H +ATOM 2509 N ALA A1047 -13.023 6.914 -1.956 1.00 45.97 N +ATOM 2510 CA ALA A1047 -14.239 7.449 -1.350 1.00 47.89 C +ATOM 2511 C ALA A1047 -14.187 8.983 -1.308 1.00 53.43 C +ATOM 2512 O ALA A1047 -13.174 9.547 -0.891 1.00 53.75 O +ATOM 2513 CB ALA A1047 -14.388 6.876 0.067 1.00 51.21 C +ATOM 2514 H ALA A1047 -12.304 6.619 -1.313 1.00 45.97 H +ATOM 2515 HA ALA A1047 -15.102 7.133 -1.938 1.00 47.89 H +ATOM 2516 HB1 ALA A1047 -15.310 7.226 0.534 1.00 51.21 H +ATOM 2517 HB2 ALA A1047 -14.428 5.787 0.048 1.00 51.21 H +ATOM 2518 HB3 ALA A1047 -13.557 7.165 0.711 1.00 51.21 H +ATOM 2519 N VAL A1048 -15.298 9.611 -1.716 1.00 51.14 N +ATOM 2520 CA VAL A1048 -15.535 11.047 -1.614 1.00 52.52 C +ATOM 2521 C VAL A1048 -16.597 11.229 -0.503 1.00 61.61 C +ATOM 2522 O VAL A1048 -17.722 10.765 -0.700 1.00 62.08 O +ATOM 2523 CB VAL A1048 -16.114 11.607 -2.948 1.00 54.59 C +ATOM 2524 CG1 VAL A1048 -16.530 13.092 -2.876 1.00 55.28 C +ATOM 2525 CG2 VAL A1048 -15.135 11.410 -4.114 1.00 51.78 C +ATOM 2526 H VAL A1048 -16.088 9.063 -2.035 1.00 51.14 H +ATOM 2527 HA VAL A1048 -14.610 11.585 -1.415 1.00 52.52 H +ATOM 2528 HB VAL A1048 -17.003 11.032 -3.204 1.00 54.59 H +ATOM 2529 HG11 VAL A1048 -16.861 13.457 -3.849 1.00 55.28 H +ATOM 2530 HG12 VAL A1048 -17.357 13.256 -2.187 1.00 55.28 H +ATOM 2531 HG13 VAL A1048 -15.699 13.722 -2.555 1.00 55.28 H +ATOM 2532 HG21 VAL A1048 -15.521 11.853 -5.033 1.00 51.78 H +ATOM 2533 HG22 VAL A1048 -14.167 11.868 -3.908 1.00 51.78 H +ATOM 2534 HG23 VAL A1048 -14.975 10.351 -4.307 1.00 51.78 H +ATOM 2535 N PRO A1049 -16.236 11.864 0.641 1.00 62.00 N +ATOM 2536 CA PRO A1049 -17.184 12.176 1.737 1.00 66.09 C +ATOM 2537 C PRO A1049 -18.459 12.905 1.278 1.00 73.83 C +ATOM 2538 O PRO A1049 -18.379 13.730 0.371 1.00 71.64 O +ATOM 2539 CB PRO A1049 -16.360 13.056 2.691 1.00 69.51 C +ATOM 2540 CG PRO A1049 -14.922 12.638 2.458 1.00 71.48 C +ATOM 2541 CD PRO A1049 -14.889 12.341 0.967 1.00 63.48 C +ATOM 2542 HA PRO A1049 -17.442 11.236 2.228 1.00 66.09 H +ATOM 2543 HB3 PRO A1049 -16.661 12.943 3.733 1.00 69.51 H +ATOM 2544 HB2 PRO A1049 -16.469 14.109 2.431 1.00 69.51 H +ATOM 2545 HG3 PRO A1049 -14.718 11.723 3.016 1.00 71.48 H +ATOM 2546 HG2 PRO A1049 -14.195 13.390 2.766 1.00 71.48 H +ATOM 2547 HD2 PRO A1049 -14.690 13.250 0.396 1.00 63.48 H +ATOM 2548 HD3 PRO A1049 -14.110 11.611 0.746 1.00 63.48 H +ATOM 2549 N GLU A1050 -19.602 12.569 1.895 1.00 75.69 N +ATOM 2550 CA GLU A1050 -20.946 13.047 1.546 1.00 77.51 C +ATOM 2551 C GLU A1050 -21.137 14.581 1.530 1.00 84.15 C +ATOM 2552 O GLU A1050 -21.986 15.059 0.779 1.00 83.15 O +ATOM 2553 CB GLU A1050 -22.008 12.341 2.426 1.00 82.22 C +ATOM 2554 CG GLU A1050 -21.885 12.532 3.963 1.00 97.93 C +ATOM 2555 CD GLU A1050 -20.916 11.603 4.721 1.00120.70 C +ATOM 2556 OE1 GLU A1050 -20.359 10.662 4.111 1.00108.26 O +ATOM 2557 OE2 GLU A1050 -20.744 11.858 5.932 1.00119.67 O1- +ATOM 2558 H GLU A1050 -19.579 11.872 2.631 1.00 75.69 H +ATOM 2559 HA GLU A1050 -21.125 12.712 0.524 1.00 77.51 H +ATOM 2560 HB3 GLU A1050 -22.050 11.282 2.167 1.00 82.22 H +ATOM 2561 HB2 GLU A1050 -22.989 12.719 2.132 1.00 82.22 H +ATOM 2562 HG3 GLU A1050 -22.872 12.366 4.398 1.00 97.93 H +ATOM 2563 HG2 GLU A1050 -21.638 13.568 4.194 1.00 97.93 H +ATOM 2564 N GLY A1051 -20.338 15.319 2.321 1.00 83.36 N +ATOM 2565 CA GLY A1051 -20.349 16.784 2.369 1.00 84.58 C +ATOM 2566 C GLY A1051 -19.399 17.422 1.337 1.00 86.36 C +ATOM 2567 O GLY A1051 -19.389 18.646 1.220 1.00 86.86 O +ATOM 2568 H GLY A1051 -19.670 14.844 2.911 1.00 83.36 H +ATOM 2569 HA3 GLY A1051 -20.033 17.094 3.366 1.00 84.58 H +ATOM 2570 HA2 GLY A1051 -21.358 17.172 2.226 1.00 84.58 H +ATOM 2571 N HIS A1052 -18.603 16.617 0.612 1.00 79.97 N +ATOM 2572 CA HIS A1052 -17.629 17.044 -0.396 1.00 76.91 C +ATOM 2573 C HIS A1052 -18.094 16.595 -1.790 1.00 76.64 C +ATOM 2574 O HIS A1052 -18.787 15.585 -1.914 1.00 75.70 O +ATOM 2575 CB HIS A1052 -16.251 16.409 -0.088 1.00 77.26 C +ATOM 2576 CG HIS A1052 -15.567 16.850 1.187 1.00 83.91 C +ATOM 2577 ND1 HIS A1052 -16.152 16.768 2.440 1.00 88.78 N +ATOM 2578 CD2 HIS A1052 -14.313 17.378 1.406 1.00 86.52 C +ATOM 2579 CE1 HIS A1052 -15.265 17.223 3.327 1.00 90.57 C +ATOM 2580 NE2 HIS A1052 -14.124 17.610 2.771 1.00 89.68 N +ATOM 2581 H HIS A1052 -18.692 15.614 0.718 1.00 79.97 H +ATOM 2582 HA HIS A1052 -17.523 18.131 -0.401 1.00 76.91 H +ATOM 2583 HB3 HIS A1052 -15.563 16.629 -0.906 1.00 77.26 H +ATOM 2584 HB2 HIS A1052 -16.332 15.322 -0.062 1.00 77.26 H +ATOM 2585 HD1 HIS A1052 -17.082 16.431 2.642 1.00 88.78 H +ATOM 2586 HD2 HIS A1052 -13.535 17.600 0.692 1.00 86.52 H +ATOM 2587 HE1 HIS A1052 -15.456 17.273 4.389 1.00 90.57 H +ATOM 2588 N GLU A1053 -17.659 17.337 -2.818 1.00 70.38 N +ATOM 2589 CA GLU A1053 -17.883 17.022 -4.230 1.00 67.41 C +ATOM 2590 C GLU A1053 -16.584 16.601 -4.949 1.00 65.39 C +ATOM 2591 O GLU A1053 -16.664 16.257 -6.128 1.00 62.86 O +ATOM 2592 CB GLU A1053 -18.593 18.212 -4.927 1.00 69.51 C +ATOM 2593 CG GLU A1053 -17.779 19.512 -5.135 1.00 81.78 C +ATOM 2594 CD GLU A1053 -17.774 20.453 -3.921 1.00109.48 C +ATOM 2595 OE1 GLU A1053 -16.893 20.272 -3.050 1.00107.26 O +ATOM 2596 OE2 GLU A1053 -18.640 21.354 -3.893 1.00107.68 O1- +ATOM 2597 H GLU A1053 -17.139 18.188 -2.639 1.00 70.38 H +ATOM 2598 HA GLU A1053 -18.554 16.164 -4.313 1.00 67.41 H +ATOM 2599 HB3 GLU A1053 -19.513 18.442 -4.385 1.00 69.51 H +ATOM 2600 HB2 GLU A1053 -18.934 17.872 -5.906 1.00 69.51 H +ATOM 2601 HG3 GLU A1053 -18.205 20.053 -5.981 1.00 81.78 H +ATOM 2602 HG2 GLU A1053 -16.758 19.288 -5.435 1.00 81.78 H +ATOM 2603 N TYR A1054 -15.432 16.620 -4.250 1.00 59.91 N +ATOM 2604 CA TYR A1054 -14.128 16.231 -4.792 1.00 57.06 C +ATOM 2605 C TYR A1054 -13.225 15.603 -3.718 1.00 59.88 C +ATOM 2606 O TYR A1054 -13.480 15.733 -2.520 1.00 61.73 O +ATOM 2607 CB TYR A1054 -13.443 17.442 -5.481 1.00 57.75 C +ATOM 2608 CG TYR A1054 -12.910 18.540 -4.568 1.00 61.72 C +ATOM 2609 CD1 TYR A1054 -13.741 19.618 -4.206 1.00 65.51 C +ATOM 2610 CD2 TYR A1054 -11.587 18.494 -4.077 1.00 63.03 C +ATOM 2611 CE1 TYR A1054 -13.273 20.625 -3.342 1.00 68.28 C +ATOM 2612 CE2 TYR A1054 -11.118 19.497 -3.207 1.00 66.37 C +ATOM 2613 CZ TYR A1054 -11.960 20.564 -2.838 1.00 76.35 C +ATOM 2614 OH TYR A1054 -11.500 21.539 -2.001 1.00 81.80 O +ATOM 2615 H TYR A1054 -15.438 16.902 -3.281 1.00 59.91 H +ATOM 2616 HA TYR A1054 -14.295 15.452 -5.536 1.00 57.06 H +ATOM 2617 HB3 TYR A1054 -14.127 17.883 -6.202 1.00 57.75 H +ATOM 2618 HB2 TYR A1054 -12.603 17.084 -6.077 1.00 57.75 H +ATOM 2619 HD1 TYR A1054 -14.747 19.671 -4.589 1.00 65.51 H +ATOM 2620 HD2 TYR A1054 -10.931 17.684 -4.358 1.00 63.03 H +ATOM 2621 HE1 TYR A1054 -13.928 21.440 -3.069 1.00 68.28 H +ATOM 2622 HE2 TYR A1054 -10.112 19.450 -2.823 1.00 66.37 H +ATOM 2623 HH TYR A1054 -12.176 22.187 -1.785 1.00 81.80 H +ATOM 2624 N TYR A1055 -12.149 14.975 -4.212 1.00 53.09 N +ATOM 2625 CA TYR A1055 -11.007 14.471 -3.457 1.00 53.10 C +ATOM 2626 C TYR A1055 -9.726 15.055 -4.077 1.00 56.32 C +ATOM 2627 O TYR A1055 -9.573 14.988 -5.298 1.00 53.18 O +ATOM 2628 CB TYR A1055 -11.033 12.925 -3.512 1.00 53.04 C +ATOM 2629 CG TYR A1055 -9.744 12.229 -3.105 1.00 55.26 C +ATOM 2630 CD1 TYR A1055 -9.403 12.116 -1.742 1.00 59.33 C +ATOM 2631 CD2 TYR A1055 -8.864 11.731 -4.090 1.00 54.82 C +ATOM 2632 CE1 TYR A1055 -8.189 11.509 -1.366 1.00 60.69 C +ATOM 2633 CE2 TYR A1055 -7.648 11.129 -3.714 1.00 56.92 C +ATOM 2634 CZ TYR A1055 -7.317 11.005 -2.350 1.00 68.28 C +ATOM 2635 OH TYR A1055 -6.152 10.396 -1.981 1.00 72.13 O +ATOM 2636 H TYR A1055 -12.056 14.902 -5.217 1.00 53.09 H +ATOM 2637 HA TYR A1055 -11.071 14.792 -2.416 1.00 53.10 H +ATOM 2638 HB3 TYR A1055 -11.259 12.613 -4.532 1.00 53.04 H +ATOM 2639 HB2 TYR A1055 -11.853 12.545 -2.902 1.00 53.04 H +ATOM 2640 HD1 TYR A1055 -10.066 12.505 -0.983 1.00 59.33 H +ATOM 2641 HD2 TYR A1055 -9.109 11.827 -5.138 1.00 54.82 H +ATOM 2642 HE1 TYR A1055 -7.931 11.427 -0.320 1.00 60.69 H +ATOM 2643 HE2 TYR A1055 -6.979 10.757 -4.475 1.00 56.92 H +ATOM 2644 HH TYR A1055 -5.609 10.143 -2.731 1.00 72.13 H +ATOM 2645 N ARG A1056 -8.817 15.579 -3.235 1.00 56.46 N +ATOM 2646 CA ARG A1056 -7.489 16.027 -3.666 1.00 57.19 C +ATOM 2647 C ARG A1056 -6.566 14.824 -3.911 1.00 61.89 C +ATOM 2648 O ARG A1056 -6.398 13.993 -3.019 1.00 62.29 O +ATOM 2649 CB ARG A1056 -6.850 16.976 -2.627 1.00 60.29 C +ATOM 2650 CG ARG A1056 -6.976 18.462 -2.999 1.00 71.82 C +ATOM 2651 CD ARG A1056 -6.155 19.357 -2.056 1.00 85.08 C +ATOM 2652 NE ARG A1056 -6.336 20.793 -2.326 1.00 93.43 N +ATOM 2653 CZ ARG A1056 -7.282 21.607 -1.821 1.00108.81 C +ATOM 2654 NH1 ARG A1056 -8.250 21.157 -1.008 1.00 96.57 N +ATOM 2655 NH2 ARG A1056 -7.252 22.907 -2.136 1.00 96.30 N1+ +ATOM 2656 H ARG A1056 -8.994 15.588 -2.241 1.00 56.46 H +ATOM 2657 HA ARG A1056 -7.612 16.564 -4.604 1.00 57.19 H +ATOM 2658 HB3 ARG A1056 -5.781 16.771 -2.542 1.00 60.29 H +ATOM 2659 HB2 ARG A1056 -7.256 16.789 -1.632 1.00 60.29 H +ATOM 2660 HG3 ARG A1056 -8.009 18.791 -3.096 1.00 71.82 H +ATOM 2661 HG2 ARG A1056 -6.539 18.558 -3.995 1.00 71.82 H +ATOM 2662 HD3 ARG A1056 -5.101 19.189 -2.278 1.00 85.08 H +ATOM 2663 HD2 ARG A1056 -6.280 19.090 -1.006 1.00 85.08 H +ATOM 2664 HE ARG A1056 -5.661 21.191 -2.965 1.00 93.43 H +ATOM 2665 HH12 ARG A1056 -8.966 21.778 -0.657 1.00 96.57 H +ATOM 2666 HH11 ARG A1056 -8.277 20.181 -0.750 1.00 96.57 H +ATOM 2667 HH22 ARG A1056 -7.936 23.542 -1.749 1.00 96.30 H +ATOM 2668 HH21 ARG A1056 -6.504 23.276 -2.706 1.00 96.30 H +ATOM 2669 N VAL A1057 -5.959 14.797 -5.106 1.00 58.85 N +ATOM 2670 CA VAL A1057 -5.003 13.780 -5.542 1.00 59.44 C +ATOM 2671 C VAL A1057 -3.557 14.281 -5.359 1.00 68.20 C +ATOM 2672 O VAL A1057 -3.329 15.483 -5.206 1.00 69.34 O +ATOM 2673 CB VAL A1057 -5.225 13.404 -7.038 1.00 60.80 C +ATOM 2674 CG1 VAL A1057 -6.682 12.977 -7.283 1.00 59.13 C +ATOM 2675 CG2 VAL A1057 -4.790 14.446 -8.089 1.00 60.31 C +ATOM 2676 H VAL A1057 -6.124 15.552 -5.759 1.00 58.85 H +ATOM 2677 HA VAL A1057 -5.125 12.877 -4.941 1.00 59.44 H +ATOM 2678 HB VAL A1057 -4.617 12.519 -7.229 1.00 60.80 H +ATOM 2679 HG11 VAL A1057 -6.821 12.608 -8.299 1.00 59.13 H +ATOM 2680 HG12 VAL A1057 -6.979 12.188 -6.594 1.00 59.13 H +ATOM 2681 HG13 VAL A1057 -7.368 13.812 -7.139 1.00 59.13 H +ATOM 2682 HG21 VAL A1057 -4.998 14.090 -9.099 1.00 60.31 H +ATOM 2683 HG22 VAL A1057 -5.330 15.380 -7.961 1.00 60.31 H +ATOM 2684 HG23 VAL A1057 -3.723 14.663 -8.049 1.00 60.31 H +ATOM 2685 N ARG A1058 -2.607 13.334 -5.385 1.00 67.56 N +ATOM 2686 CA ARG A1058 -1.172 13.599 -5.282 1.00 70.37 C +ATOM 2687 C ARG A1058 -0.536 13.789 -6.667 1.00 74.80 C +ATOM 2688 O ARG A1058 -1.065 13.300 -7.667 1.00 72.29 O +ATOM 2689 CB ARG A1058 -0.482 12.425 -4.555 1.00 73.21 C +ATOM 2690 CG ARG A1058 -1.096 12.069 -3.190 1.00 89.24 C +ATOM 2691 CD ARG A1058 -0.267 11.012 -2.441 1.00105.70 C +ATOM 2692 NE ARG A1058 -0.997 10.452 -1.291 1.00119.40 N +ATOM 2693 CZ ARG A1058 -1.790 9.362 -1.293 1.00134.49 C +ATOM 2694 NH1 ARG A1058 -1.990 8.620 -2.394 1.00120.12 N +ATOM 2695 NH2 ARG A1058 -2.400 9.001 -0.157 1.00122.85 N1+ +ATOM 2696 H ARG A1058 -2.868 12.371 -5.537 1.00 67.56 H +ATOM 2697 HA ARG A1058 -1.012 14.506 -4.696 1.00 70.37 H +ATOM 2698 HB3 ARG A1058 0.576 12.656 -4.421 1.00 73.21 H +ATOM 2699 HB2 ARG A1058 -0.516 11.536 -5.188 1.00 73.21 H +ATOM 2700 HG3 ARG A1058 -2.147 11.782 -3.259 1.00 89.24 H +ATOM 2701 HG2 ARG A1058 -1.072 12.989 -2.605 1.00 89.24 H +ATOM 2702 HD3 ARG A1058 0.578 11.523 -1.980 1.00105.70 H +ATOM 2703 HD2 ARG A1058 0.168 10.261 -3.102 1.00105.70 H +ATOM 2704 HE ARG A1058 -0.910 10.974 -0.431 1.00119.40 H +ATOM 2705 HH12 ARG A1058 -2.574 7.793 -2.360 1.00120.12 H +ATOM 2706 HH11 ARG A1058 -1.525 8.863 -3.256 1.00120.12 H +ATOM 2707 HH22 ARG A1058 -2.991 8.183 -0.135 1.00122.85 H +ATOM 2708 HH21 ARG A1058 -2.266 9.536 0.689 1.00122.85 H +ATOM 2709 N GLU A1059 0.632 14.450 -6.673 1.00 74.50 N +ATOM 2710 CA GLU A1059 1.553 14.525 -7.807 1.00 74.23 C +ATOM 2711 C GLU A1059 2.254 13.163 -7.955 1.00 77.46 C +ATOM 2712 O GLU A1059 3.042 12.795 -7.083 1.00 79.77 O +ATOM 2713 CB GLU A1059 2.560 15.668 -7.559 1.00 78.25 C +ATOM 2714 CG GLU A1059 1.890 17.055 -7.402 1.00 89.76 C +ATOM 2715 CD GLU A1059 2.828 18.212 -7.020 1.00113.50 C +ATOM 2716 OE1 GLU A1059 4.065 18.018 -7.008 1.00107.60 O +ATOM 2717 OE2 GLU A1059 2.274 19.295 -6.731 1.00107.56 O1- +ATOM 2718 H GLU A1059 0.989 14.826 -5.807 1.00 74.50 H +ATOM 2719 HA GLU A1059 0.987 14.746 -8.714 1.00 74.23 H +ATOM 2720 HB3 GLU A1059 3.270 15.702 -8.387 1.00 78.25 H +ATOM 2721 HB2 GLU A1059 3.147 15.447 -6.666 1.00 78.25 H +ATOM 2722 HG3 GLU A1059 1.105 17.011 -6.647 1.00 89.76 H +ATOM 2723 HG2 GLU A1059 1.396 17.315 -8.337 1.00 89.76 H +ATOM 2724 N ASP A1060 1.895 12.418 -9.011 1.00 70.23 N +ATOM 2725 CA ASP A1060 2.226 11.001 -9.159 1.00 68.85 C +ATOM 2726 C ASP A1060 2.470 10.671 -10.644 1.00 68.50 C +ATOM 2727 O ASP A1060 1.778 11.208 -11.510 1.00 66.16 O +ATOM 2728 CB ASP A1060 1.134 10.133 -8.477 1.00 69.42 C +ATOM 2729 CG ASP A1060 1.308 8.615 -8.603 1.00 81.45 C +ATOM 2730 OD1 ASP A1060 0.565 8.022 -9.413 1.00 81.04 O +ATOM 2731 OD2 ASP A1060 2.259 8.097 -7.975 1.00 89.83 O1- +ATOM 2732 H ASP A1060 1.248 12.789 -9.693 1.00 70.23 H +ATOM 2733 HA ASP A1060 3.171 10.811 -8.645 1.00 68.85 H +ATOM 2734 HB3 ASP A1060 0.147 10.430 -8.837 1.00 69.42 H +ATOM 2735 HB2 ASP A1060 1.112 10.376 -7.413 1.00 69.42 H +ATOM 2736 N GLY A1061 3.463 9.803 -10.905 1.00 63.47 N +ATOM 2737 CA GLY A1061 3.919 9.458 -12.253 1.00 61.92 C +ATOM 2738 C GLY A1061 3.025 8.411 -12.936 1.00 61.80 C +ATOM 2739 O GLY A1061 2.926 8.424 -14.163 1.00 61.49 O +ATOM 2740 H GLY A1061 3.960 9.380 -10.133 1.00 63.47 H +ATOM 2741 HA3 GLY A1061 4.930 9.056 -12.184 1.00 61.92 H +ATOM 2742 HA2 GLY A1061 3.980 10.354 -12.873 1.00 61.92 H +ATOM 2743 N ASP A1062 2.365 7.532 -12.159 1.00 55.28 N +ATOM 2744 CA ASP A1062 1.462 6.477 -12.645 1.00 52.23 C +ATOM 2745 C ASP A1062 0.018 6.962 -12.892 1.00 50.35 C +ATOM 2746 O ASP A1062 -0.809 6.161 -13.330 1.00 49.00 O +ATOM 2747 CB ASP A1062 1.471 5.215 -11.744 1.00 54.90 C +ATOM 2748 CG ASP A1062 2.871 4.616 -11.542 1.00 73.36 C +ATOM 2749 OD1 ASP A1062 3.348 3.959 -12.494 1.00 75.14 O +ATOM 2750 OD2 ASP A1062 3.499 4.932 -10.507 1.00 82.10 O1- +ATOM 2751 H ASP A1062 2.477 7.575 -11.155 1.00 55.28 H +ATOM 2752 HA ASP A1062 1.824 6.157 -13.624 1.00 52.23 H +ATOM 2753 HB3 ASP A1062 0.835 4.437 -12.171 1.00 54.90 H +ATOM 2754 HB2 ASP A1062 1.050 5.454 -10.766 1.00 54.90 H +ATOM 2755 N SER A1063 -0.262 8.254 -12.645 1.00 43.08 N +ATOM 2756 CA SER A1063 -1.541 8.912 -12.926 1.00 39.71 C +ATOM 2757 C SER A1063 -1.834 8.917 -14.445 1.00 36.74 C +ATOM 2758 O SER A1063 -0.950 9.325 -15.200 1.00 35.65 O +ATOM 2759 CB SER A1063 -1.451 10.363 -12.416 1.00 44.05 C +ATOM 2760 OG SER A1063 -1.561 10.394 -11.008 1.00 56.19 O +ATOM 2761 H SER A1063 0.470 8.845 -12.278 1.00 43.08 H +ATOM 2762 HA SER A1063 -2.308 8.385 -12.360 1.00 39.71 H +ATOM 2763 HB3 SER A1063 -2.274 10.959 -12.814 1.00 44.05 H +ATOM 2764 HB2 SER A1063 -0.529 10.848 -12.736 1.00 44.05 H +ATOM 2765 HG SER A1063 -0.820 9.909 -10.633 1.00 56.19 H +ATOM 2766 N PRO A1064 -3.031 8.450 -14.878 1.00 30.99 N +ATOM 2767 CA PRO A1064 -3.409 8.434 -16.303 1.00 29.59 C +ATOM 2768 C PRO A1064 -3.804 9.836 -16.823 1.00 32.01 C +ATOM 2769 O PRO A1064 -4.987 10.123 -17.008 1.00 29.67 O +ATOM 2770 CB PRO A1064 -4.545 7.398 -16.344 1.00 29.56 C +ATOM 2771 CG PRO A1064 -5.231 7.543 -14.998 1.00 33.51 C +ATOM 2772 CD PRO A1064 -4.076 7.842 -14.049 1.00 30.17 C +ATOM 2773 HA PRO A1064 -2.580 8.066 -16.908 1.00 29.59 H +ATOM 2774 HB3 PRO A1064 -4.115 6.399 -16.418 1.00 29.56 H +ATOM 2775 HB2 PRO A1064 -5.230 7.518 -17.184 1.00 29.56 H +ATOM 2776 HG3 PRO A1064 -5.811 6.671 -14.703 1.00 33.51 H +ATOM 2777 HG2 PRO A1064 -5.910 8.392 -15.038 1.00 33.51 H +ATOM 2778 HD2 PRO A1064 -4.396 8.489 -13.233 1.00 30.17 H +ATOM 2779 HD3 PRO A1064 -3.692 6.913 -13.624 1.00 30.17 H +ATOM 2780 N VAL A1065 -2.786 10.690 -17.026 1.00 29.66 N +ATOM 2781 CA VAL A1065 -2.902 12.106 -17.382 1.00 29.04 C +ATOM 2782 C VAL A1065 -3.565 12.389 -18.746 1.00 30.30 C +ATOM 2783 O VAL A1065 -4.209 13.429 -18.873 1.00 30.19 O +ATOM 2784 CB VAL A1065 -1.522 12.819 -17.348 1.00 34.62 C +ATOM 2785 CG1 VAL A1065 -0.968 12.886 -15.914 1.00 34.92 C +ATOM 2786 CG2 VAL A1065 -0.478 12.246 -18.328 1.00 35.44 C +ATOM 2787 H VAL A1065 -1.845 10.366 -16.844 1.00 29.66 H +ATOM 2788 HA VAL A1065 -3.532 12.562 -16.618 1.00 29.04 H +ATOM 2789 HB VAL A1065 -1.673 13.855 -17.651 1.00 34.62 H +ATOM 2790 HG11 VAL A1065 -0.022 13.424 -15.880 1.00 34.92 H +ATOM 2791 HG12 VAL A1065 -1.661 13.400 -15.247 1.00 34.92 H +ATOM 2792 HG13 VAL A1065 -0.786 11.895 -15.503 1.00 34.92 H +ATOM 2793 HG21 VAL A1065 0.477 12.764 -18.227 1.00 35.44 H +ATOM 2794 HG22 VAL A1065 -0.296 11.188 -18.145 1.00 35.44 H +ATOM 2795 HG23 VAL A1065 -0.788 12.357 -19.367 1.00 35.44 H +ATOM 2796 N PHE A1066 -3.447 11.462 -19.715 1.00 25.62 N +ATOM 2797 CA PHE A1066 -4.084 11.560 -21.034 1.00 24.82 C +ATOM 2798 C PHE A1066 -5.578 11.163 -21.042 1.00 26.45 C +ATOM 2799 O PHE A1066 -6.220 11.285 -22.086 1.00 25.78 O +ATOM 2800 CB PHE A1066 -3.251 10.779 -22.074 1.00 26.47 C +ATOM 2801 CG PHE A1066 -1.844 11.322 -22.286 1.00 27.98 C +ATOM 2802 CD1 PHE A1066 -1.649 12.632 -22.772 1.00 31.46 C +ATOM 2803 CD2 PHE A1066 -0.713 10.538 -21.974 1.00 29.97 C +ATOM 2804 CE1 PHE A1066 -0.365 13.135 -22.936 1.00 33.77 C +ATOM 2805 CE2 PHE A1066 0.563 11.055 -22.150 1.00 33.43 C +ATOM 2806 CZ PHE A1066 0.737 12.349 -22.625 1.00 32.31 C +ATOM 2807 H PHE A1066 -2.904 10.626 -19.541 1.00 25.62 H +ATOM 2808 HA PHE A1066 -4.075 12.609 -21.337 1.00 24.82 H +ATOM 2809 HB3 PHE A1066 -3.756 10.782 -23.040 1.00 26.47 H +ATOM 2810 HB2 PHE A1066 -3.184 9.732 -21.779 1.00 26.47 H +ATOM 2811 HD1 PHE A1066 -2.496 13.256 -23.012 1.00 31.46 H +ATOM 2812 HD2 PHE A1066 -0.829 9.530 -21.608 1.00 29.97 H +ATOM 2813 HE1 PHE A1066 -0.222 14.140 -23.303 1.00 33.77 H +ATOM 2814 HE2 PHE A1066 1.426 10.449 -21.914 1.00 33.43 H +ATOM 2815 HZ PHE A1066 1.733 12.745 -22.753 1.00 32.31 H +ATOM 2816 N TRP A1067 -6.110 10.745 -19.880 1.00 22.72 N +ATOM 2817 CA TRP A1067 -7.531 10.523 -19.603 1.00 23.65 C +ATOM 2818 C TRP A1067 -8.099 11.559 -18.615 1.00 26.48 C +ATOM 2819 O TRP A1067 -9.285 11.467 -18.304 1.00 25.01 O +ATOM 2820 CB TRP A1067 -7.743 9.090 -19.059 1.00 21.85 C +ATOM 2821 CG TRP A1067 -7.607 7.990 -20.066 1.00 23.25 C +ATOM 2822 CD1 TRP A1067 -8.642 7.341 -20.645 1.00 25.76 C +ATOM 2823 CD2 TRP A1067 -6.398 7.444 -20.678 1.00 23.75 C +ATOM 2824 NE1 TRP A1067 -8.162 6.446 -21.576 1.00 25.21 N +ATOM 2825 CE2 TRP A1067 -6.788 6.472 -21.648 1.00 27.61 C +ATOM 2826 CE3 TRP A1067 -5.010 7.675 -20.529 1.00 25.53 C +ATOM 2827 CZ2 TRP A1067 -5.855 5.779 -22.436 1.00 27.61 C +ATOM 2828 CZ3 TRP A1067 -4.067 6.991 -21.323 1.00 27.51 C +ATOM 2829 CH2 TRP A1067 -4.488 6.046 -22.275 1.00 28.26 C +ATOM 2830 H TRP A1067 -5.501 10.650 -19.078 1.00 22.72 H +ATOM 2831 HA TRP A1067 -8.122 10.631 -20.512 1.00 23.65 H +ATOM 2832 HB3 TRP A1067 -8.742 8.988 -18.631 1.00 21.85 H +ATOM 2833 HB2 TRP A1067 -7.054 8.892 -18.237 1.00 21.85 H +ATOM 2834 HD1 TRP A1067 -9.684 7.521 -20.419 1.00 25.76 H +ATOM 2835 HE1 TRP A1067 -8.763 5.856 -22.143 1.00 25.21 H +ATOM 2836 HE3 TRP A1067 -4.665 8.393 -19.801 1.00 25.53 H +ATOM 2837 HZ2 TRP A1067 -6.179 5.054 -23.162 1.00 27.61 H +ATOM 2838 HZ3 TRP A1067 -3.015 7.191 -21.200 1.00 27.51 H +ATOM 2839 HH2 TRP A1067 -3.763 5.530 -22.885 1.00 28.26 H +ATOM 2840 N TYR A1068 -7.272 12.497 -18.115 1.00 25.06 N +ATOM 2841 CA TYR A1068 -7.642 13.429 -17.048 1.00 24.40 C +ATOM 2842 C TYR A1068 -8.088 14.804 -17.559 1.00 29.09 C +ATOM 2843 O TYR A1068 -7.539 15.325 -18.530 1.00 29.03 O +ATOM 2844 CB TYR A1068 -6.472 13.562 -16.048 1.00 25.40 C +ATOM 2845 CG TYR A1068 -6.380 12.528 -14.932 1.00 26.29 C +ATOM 2846 CD1 TYR A1068 -7.163 11.349 -14.925 1.00 27.65 C +ATOM 2847 CD2 TYR A1068 -5.512 12.778 -13.847 1.00 27.90 C +ATOM 2848 CE1 TYR A1068 -7.106 10.464 -13.835 1.00 28.32 C +ATOM 2849 CE2 TYR A1068 -5.448 11.886 -12.759 1.00 27.93 C +ATOM 2850 CZ TYR A1068 -6.256 10.733 -12.747 1.00 32.15 C +ATOM 2851 OH TYR A1068 -6.220 9.881 -11.685 1.00 34.10 O +ATOM 2852 H TYR A1068 -6.314 12.541 -18.432 1.00 25.06 H +ATOM 2853 HA TYR A1068 -8.495 13.017 -16.518 1.00 24.40 H +ATOM 2854 HB3 TYR A1068 -6.558 14.518 -15.532 1.00 25.40 H +ATOM 2855 HB2 TYR A1068 -5.525 13.618 -16.580 1.00 25.40 H +ATOM 2856 HD1 TYR A1068 -7.828 11.106 -15.737 1.00 27.65 H +ATOM 2857 HD2 TYR A1068 -4.905 13.672 -13.836 1.00 27.90 H +ATOM 2858 HE1 TYR A1068 -7.730 9.583 -13.840 1.00 28.32 H +ATOM 2859 HE2 TYR A1068 -4.789 12.095 -11.929 1.00 27.93 H +ATOM 2860 HH TYR A1068 -6.736 9.083 -11.841 1.00 34.10 H +ATOM 2861 N ALA A1069 -9.063 15.368 -16.828 1.00 26.27 N +ATOM 2862 CA ALA A1069 -9.621 16.707 -17.003 1.00 27.33 C +ATOM 2863 C ALA A1069 -8.659 17.817 -16.518 1.00 31.87 C +ATOM 2864 O ALA A1069 -7.763 17.513 -15.730 1.00 30.37 O +ATOM 2865 CB ALA A1069 -10.947 16.754 -16.231 1.00 27.85 C +ATOM 2866 H ALA A1069 -9.448 14.841 -16.054 1.00 26.27 H +ATOM 2867 HA ALA A1069 -9.810 16.823 -18.066 1.00 27.33 H +ATOM 2868 HB1 ALA A1069 -11.438 17.722 -16.320 1.00 27.85 H +ATOM 2869 HB2 ALA A1069 -11.646 16.004 -16.594 1.00 27.85 H +ATOM 2870 HB3 ALA A1069 -10.785 16.554 -15.172 1.00 27.85 H +ATOM 2871 N PRO A1070 -8.853 19.082 -16.970 1.00 28.98 N +ATOM 2872 CA PRO A1070 -7.923 20.191 -16.665 1.00 30.25 C +ATOM 2873 C PRO A1070 -7.700 20.518 -15.175 1.00 34.14 C +ATOM 2874 O PRO A1070 -6.573 20.852 -14.818 1.00 33.30 O +ATOM 2875 CB PRO A1070 -8.493 21.396 -17.433 1.00 33.24 C +ATOM 2876 CG PRO A1070 -9.331 20.784 -18.540 1.00 37.12 C +ATOM 2877 CD PRO A1070 -9.901 19.534 -17.888 1.00 31.16 C +ATOM 2878 HA PRO A1070 -6.962 19.920 -17.107 1.00 30.25 H +ATOM 2879 HB3 PRO A1070 -7.714 22.051 -17.825 1.00 33.24 H +ATOM 2880 HB2 PRO A1070 -9.134 22.001 -16.791 1.00 33.24 H +ATOM 2881 HG3 PRO A1070 -8.680 20.494 -19.364 1.00 37.12 H +ATOM 2882 HG2 PRO A1070 -10.095 21.455 -18.934 1.00 37.12 H +ATOM 2883 HD2 PRO A1070 -10.795 19.780 -17.314 1.00 31.16 H +ATOM 2884 HD3 PRO A1070 -10.174 18.813 -18.654 1.00 31.16 H +ATOM 2885 N GLU A1071 -8.744 20.397 -14.334 1.00 30.48 N +ATOM 2886 CA GLU A1071 -8.670 20.632 -12.886 1.00 31.43 C +ATOM 2887 C GLU A1071 -8.015 19.474 -12.104 1.00 36.54 C +ATOM 2888 O GLU A1071 -7.610 19.696 -10.965 1.00 37.63 O +ATOM 2889 CB GLU A1071 -10.061 21.021 -12.323 1.00 32.56 C +ATOM 2890 CG GLU A1071 -11.111 19.899 -12.136 1.00 35.76 C +ATOM 2891 CD GLU A1071 -11.663 19.243 -13.409 1.00 37.74 C +ATOM 2892 OE1 GLU A1071 -11.773 19.921 -14.455 1.00 31.58 O +ATOM 2893 OE2 GLU A1071 -12.001 18.047 -13.308 1.00 25.56 O1- +ATOM 2894 H GLU A1071 -9.652 20.128 -14.691 1.00 30.48 H +ATOM 2895 HA GLU A1071 -8.027 21.502 -12.737 1.00 31.43 H +ATOM 2896 HB3 GLU A1071 -10.485 21.824 -12.925 1.00 32.56 H +ATOM 2897 HB2 GLU A1071 -9.904 21.480 -11.346 1.00 32.56 H +ATOM 2898 HG3 GLU A1071 -11.971 20.327 -11.620 1.00 35.76 H +ATOM 2899 HG2 GLU A1071 -10.723 19.135 -11.462 1.00 35.76 H +ATOM 2900 N CYS A1072 -7.886 18.284 -12.717 1.00 32.49 N +ATOM 2901 CA CYS A1072 -7.132 17.152 -12.167 1.00 32.58 C +ATOM 2902 C CYS A1072 -5.622 17.310 -12.419 1.00 37.39 C +ATOM 2903 O CYS A1072 -4.826 16.835 -11.611 1.00 38.08 O +ATOM 2904 CB CYS A1072 -7.587 15.806 -12.759 1.00 31.25 C +ATOM 2905 SG CYS A1072 -9.352 15.554 -12.470 1.00 34.42 S +ATOM 2906 H CYS A1072 -8.257 18.161 -13.649 1.00 32.49 H +ATOM 2907 HA CYS A1072 -7.287 17.115 -11.087 1.00 32.58 H +ATOM 2908 HB3 CYS A1072 -7.039 14.977 -12.309 1.00 31.25 H +ATOM 2909 HB2 CYS A1072 -7.406 15.766 -13.832 1.00 31.25 H +ATOM 2910 HG CYS A1072 -9.290 15.627 -11.137 1.00 34.42 H +ATOM 2911 N LEU A1073 -5.266 17.967 -13.536 1.00 33.94 N +ATOM 2912 CA LEU A1073 -3.891 18.219 -13.963 1.00 35.43 C +ATOM 2913 C LEU A1073 -3.294 19.478 -13.307 1.00 43.48 C +ATOM 2914 O LEU A1073 -2.085 19.509 -13.081 1.00 44.33 O +ATOM 2915 CB LEU A1073 -3.869 18.390 -15.499 1.00 35.06 C +ATOM 2916 CG LEU A1073 -4.341 17.170 -16.321 1.00 37.87 C +ATOM 2917 CD1 LEU A1073 -4.517 17.552 -17.804 1.00 38.52 C +ATOM 2918 CD2 LEU A1073 -3.436 15.937 -16.139 1.00 39.19 C +ATOM 2919 H LEU A1073 -5.988 18.313 -14.153 1.00 33.94 H +ATOM 2920 HA LEU A1073 -3.265 17.368 -13.686 1.00 35.43 H +ATOM 2921 HB3 LEU A1073 -2.858 18.647 -15.817 1.00 35.06 H +ATOM 2922 HB2 LEU A1073 -4.489 19.252 -15.755 1.00 35.06 H +ATOM 2923 HG LEU A1073 -5.329 16.889 -15.963 1.00 37.87 H +ATOM 2924 HD11 LEU A1073 -5.382 17.049 -18.237 1.00 38.52 H +ATOM 2925 HD12 LEU A1073 -4.671 18.624 -17.940 1.00 38.52 H +ATOM 2926 HD13 LEU A1073 -3.644 17.286 -18.396 1.00 38.52 H +ATOM 2927 HD21 LEU A1073 -3.149 15.499 -17.094 1.00 39.19 H +ATOM 2928 HD22 LEU A1073 -2.519 16.169 -15.600 1.00 39.19 H +ATOM 2929 HD23 LEU A1073 -3.949 15.160 -15.574 1.00 39.19 H +ATOM 2930 N LYS A1074 -4.137 20.497 -13.064 1.00 42.49 N +ATOM 2931 CA LYS A1074 -3.729 21.836 -12.643 1.00 45.58 C +ATOM 2932 C LYS A1074 -3.934 22.044 -11.135 1.00 51.72 C +ATOM 2933 O LYS A1074 -2.973 22.372 -10.442 1.00 52.85 O +ATOM 2934 CB LYS A1074 -4.514 22.869 -13.483 1.00 49.18 C +ATOM 2935 CG LYS A1074 -4.055 24.328 -13.301 1.00 71.38 C +ATOM 2936 CD LYS A1074 -4.725 25.346 -14.249 1.00 85.44 C +ATOM 2937 CE LYS A1074 -6.183 25.718 -13.902 1.00 97.19 C +ATOM 2938 NZ LYS A1074 -7.173 24.740 -14.390 1.00104.18 N1+ +ATOM 2939 H LYS A1074 -5.112 20.390 -13.308 1.00 42.49 H +ATOM 2940 HA LYS A1074 -2.667 21.980 -12.852 1.00 45.58 H +ATOM 2941 HB3 LYS A1074 -5.576 22.781 -13.261 1.00 49.18 H +ATOM 2942 HB2 LYS A1074 -4.402 22.609 -14.535 1.00 49.18 H +ATOM 2943 HG3 LYS A1074 -2.977 24.371 -13.462 1.00 71.38 H +ATOM 2944 HG2 LYS A1074 -4.211 24.646 -12.269 1.00 71.38 H +ATOM 2945 HD3 LYS A1074 -4.664 24.985 -15.278 1.00 85.44 H +ATOM 2946 HD2 LYS A1074 -4.129 26.259 -14.237 1.00 85.44 H +ATOM 2947 HE3 LYS A1074 -6.429 26.674 -14.365 1.00 97.19 H +ATOM 2948 HE2 LYS A1074 -6.297 25.853 -12.826 1.00 97.19 H +ATOM 2949 HZ1 LYS A1074 -7.139 24.699 -15.403 1.00104.18 H +ATOM 2950 HZ2 LYS A1074 -6.976 23.827 -14.010 1.00104.18 H +ATOM 2951 HZ3 LYS A1074 -8.101 25.030 -14.113 1.00104.18 H +ATOM 2952 N GLU A1075 -5.180 21.863 -10.665 1.00 48.00 N +ATOM 2953 CA GLU A1075 -5.585 22.077 -9.272 1.00 49.76 C +ATOM 2954 C GLU A1075 -5.469 20.825 -8.390 1.00 53.28 C +ATOM 2955 O GLU A1075 -5.564 20.955 -7.169 1.00 53.10 O +ATOM 2956 CB GLU A1075 -7.027 22.637 -9.249 1.00 51.48 C +ATOM 2957 CG GLU A1075 -7.124 24.120 -9.674 1.00 66.34 C +ATOM 2958 CD GLU A1075 -6.547 25.137 -8.670 1.00 98.88 C +ATOM 2959 OE1 GLU A1075 -6.396 24.794 -7.475 1.00 95.63 O +ATOM 2960 OE2 GLU A1075 -6.278 26.270 -9.122 1.00 98.68 O1- +ATOM 2961 H GLU A1075 -5.913 21.578 -11.297 1.00 48.00 H +ATOM 2962 HA GLU A1075 -4.918 22.813 -8.819 1.00 49.76 H +ATOM 2963 HB3 GLU A1075 -7.494 22.492 -8.274 1.00 51.48 H +ATOM 2964 HB2 GLU A1075 -7.647 22.060 -9.934 1.00 51.48 H +ATOM 2965 HG3 GLU A1075 -8.175 24.373 -9.823 1.00 66.34 H +ATOM 2966 HG2 GLU A1075 -6.644 24.255 -10.644 1.00 66.34 H +ATOM 2967 N TYR A1076 -5.279 19.648 -9.014 1.00 50.13 N +ATOM 2968 CA TYR A1076 -5.184 18.331 -8.378 1.00 50.19 C +ATOM 2969 C TYR A1076 -6.446 17.957 -7.577 1.00 52.11 C +ATOM 2970 O TYR A1076 -6.327 17.366 -6.507 1.00 53.52 O +ATOM 2971 CB TYR A1076 -3.875 18.202 -7.561 1.00 54.13 C +ATOM 2972 CG TYR A1076 -2.614 18.454 -8.368 1.00 57.78 C +ATOM 2973 CD1 TYR A1076 -1.910 19.668 -8.226 1.00 62.12 C +ATOM 2974 CD2 TYR A1076 -2.156 17.481 -9.280 1.00 57.80 C +ATOM 2975 CE1 TYR A1076 -0.757 19.910 -8.998 1.00 64.82 C +ATOM 2976 CE2 TYR A1076 -1.005 17.725 -10.054 1.00 59.85 C +ATOM 2977 CZ TYR A1076 -0.305 18.940 -9.913 1.00 71.28 C +ATOM 2978 OH TYR A1076 0.811 19.178 -10.660 1.00 75.29 O +ATOM 2979 H TYR A1076 -5.206 19.646 -10.021 1.00 50.13 H +ATOM 2980 HA TYR A1076 -5.136 17.606 -9.189 1.00 50.19 H +ATOM 2981 HB3 TYR A1076 -3.793 17.199 -7.144 1.00 54.13 H +ATOM 2982 HB2 TYR A1076 -3.889 18.877 -6.704 1.00 54.13 H +ATOM 2983 HD1 TYR A1076 -2.257 20.423 -7.536 1.00 62.12 H +ATOM 2984 HD2 TYR A1076 -2.693 16.552 -9.399 1.00 57.80 H +ATOM 2985 HE1 TYR A1076 -0.223 20.842 -8.889 1.00 64.82 H +ATOM 2986 HE2 TYR A1076 -0.665 16.978 -10.756 1.00 59.85 H +ATOM 2987 HH TYR A1076 1.035 18.453 -11.248 1.00 75.29 H +ATOM 2988 N LYS A1077 -7.625 18.303 -8.117 1.00 44.81 N +ATOM 2989 CA LYS A1077 -8.935 17.968 -7.561 1.00 43.60 C +ATOM 2990 C LYS A1077 -9.643 17.020 -8.530 1.00 41.76 C +ATOM 2991 O LYS A1077 -9.712 17.322 -9.722 1.00 38.21 O +ATOM 2992 CB LYS A1077 -9.773 19.248 -7.392 1.00 46.62 C +ATOM 2993 CG LYS A1077 -9.225 20.227 -6.347 1.00 58.33 C +ATOM 2994 CD LYS A1077 -10.181 21.413 -6.133 1.00 67.59 C +ATOM 2995 CE LYS A1077 -9.692 22.437 -5.097 1.00 79.50 C +ATOM 2996 NZ LYS A1077 -8.547 23.225 -5.587 1.00 87.69 N1+ +ATOM 2997 H LYS A1077 -7.639 18.785 -9.007 1.00 44.81 H +ATOM 2998 HA LYS A1077 -8.838 17.480 -6.589 1.00 43.60 H +ATOM 2999 HB3 LYS A1077 -10.784 18.965 -7.093 1.00 46.62 H +ATOM 3000 HB2 LYS A1077 -9.869 19.760 -8.351 1.00 46.62 H +ATOM 3001 HG3 LYS A1077 -8.247 20.587 -6.666 1.00 58.33 H +ATOM 3002 HG2 LYS A1077 -9.067 19.705 -5.403 1.00 58.33 H +ATOM 3003 HD3 LYS A1077 -11.151 21.030 -5.811 1.00 67.59 H +ATOM 3004 HD2 LYS A1077 -10.370 21.908 -7.087 1.00 67.59 H +ATOM 3005 HE3 LYS A1077 -9.420 21.938 -4.166 1.00 79.50 H +ATOM 3006 HE2 LYS A1077 -10.500 23.130 -4.860 1.00 79.50 H +ATOM 3007 HZ1 LYS A1077 -8.803 23.715 -6.432 1.00 87.69 H +ATOM 3008 HZ2 LYS A1077 -8.267 23.900 -4.892 1.00 87.69 H +ATOM 3009 HZ3 LYS A1077 -7.769 22.614 -5.792 1.00 87.69 H +ATOM 3010 N PHE A1078 -10.177 15.913 -7.995 1.00 36.93 N +ATOM 3011 CA PHE A1078 -10.895 14.905 -8.764 1.00 34.49 C +ATOM 3012 C PHE A1078 -12.338 14.858 -8.243 1.00 39.60 C +ATOM 3013 O PHE A1078 -12.585 14.362 -7.144 1.00 40.48 O +ATOM 3014 CB PHE A1078 -10.163 13.553 -8.631 1.00 35.26 C +ATOM 3015 CG PHE A1078 -10.493 12.591 -9.753 1.00 34.98 C +ATOM 3016 CD1 PHE A1078 -9.616 12.456 -10.849 1.00 36.30 C +ATOM 3017 CD2 PHE A1078 -11.752 11.962 -9.802 1.00 35.94 C +ATOM 3018 CE1 PHE A1078 -9.990 11.692 -11.946 1.00 35.94 C +ATOM 3019 CE2 PHE A1078 -12.103 11.200 -10.902 1.00 37.30 C +ATOM 3020 CZ PHE A1078 -11.232 11.074 -11.975 1.00 34.53 C +ATOM 3021 H PHE A1078 -10.074 15.726 -7.005 1.00 36.93 H +ATOM 3022 HA PHE A1078 -10.911 15.172 -9.822 1.00 34.49 H +ATOM 3023 HB3 PHE A1078 -10.381 13.079 -7.673 1.00 35.26 H +ATOM 3024 HB2 PHE A1078 -9.086 13.717 -8.642 1.00 35.26 H +ATOM 3025 HD1 PHE A1078 -8.660 12.960 -10.852 1.00 36.30 H +ATOM 3026 HD2 PHE A1078 -12.462 12.090 -8.999 1.00 35.94 H +ATOM 3027 HE1 PHE A1078 -9.324 11.597 -12.788 1.00 35.94 H +ATOM 3028 HE2 PHE A1078 -13.078 10.743 -10.924 1.00 37.30 H +ATOM 3029 HZ PHE A1078 -11.523 10.502 -12.843 1.00 34.53 H +ATOM 3030 N TYR A1079 -13.251 15.383 -9.069 1.00 35.49 N +ATOM 3031 CA TYR A1079 -14.699 15.432 -8.867 1.00 35.71 C +ATOM 3032 C TYR A1079 -15.372 14.145 -9.384 1.00 36.13 C +ATOM 3033 O TYR A1079 -14.705 13.288 -9.964 1.00 33.76 O +ATOM 3034 CB TYR A1079 -15.243 16.673 -9.619 1.00 37.14 C +ATOM 3035 CG TYR A1079 -14.753 18.019 -9.104 1.00 41.82 C +ATOM 3036 CD1 TYR A1079 -15.584 18.803 -8.276 1.00 45.55 C +ATOM 3037 CD2 TYR A1079 -13.470 18.498 -9.452 1.00 42.95 C +ATOM 3038 CE1 TYR A1079 -15.127 20.039 -7.777 1.00 48.19 C +ATOM 3039 CE2 TYR A1079 -13.011 19.728 -8.945 1.00 44.97 C +ATOM 3040 CZ TYR A1079 -13.835 20.496 -8.101 1.00 54.63 C +ATOM 3041 OH TYR A1079 -13.381 21.681 -7.599 1.00 58.40 O +ATOM 3042 H TYR A1079 -12.940 15.728 -9.968 1.00 35.49 H +ATOM 3043 HA TYR A1079 -14.910 15.528 -7.804 1.00 35.71 H +ATOM 3044 HB3 TYR A1079 -16.331 16.687 -9.569 1.00 37.14 H +ATOM 3045 HB2 TYR A1079 -15.004 16.605 -10.682 1.00 37.14 H +ATOM 3046 HD1 TYR A1079 -16.571 18.454 -8.007 1.00 45.55 H +ATOM 3047 HD2 TYR A1079 -12.828 17.919 -10.099 1.00 42.95 H +ATOM 3048 HE1 TYR A1079 -15.767 20.629 -7.137 1.00 48.19 H +ATOM 3049 HE2 TYR A1079 -12.025 20.081 -9.205 1.00 44.97 H +ATOM 3050 HH TYR A1079 -14.028 22.123 -7.043 1.00 58.40 H +ATOM 3051 N TYR A1080 -16.702 14.042 -9.223 1.00 32.40 N +ATOM 3052 CA TYR A1080 -17.512 13.046 -9.939 1.00 30.87 C +ATOM 3053 C TYR A1080 -17.542 13.317 -11.455 1.00 32.51 C +ATOM 3054 O TYR A1080 -17.430 12.377 -12.238 1.00 30.72 O +ATOM 3055 CB TYR A1080 -18.938 12.999 -9.362 1.00 32.98 C +ATOM 3056 CG TYR A1080 -19.032 12.486 -7.936 1.00 35.85 C +ATOM 3057 CD1 TYR A1080 -18.695 11.147 -7.644 1.00 37.45 C +ATOM 3058 CD2 TYR A1080 -19.477 13.336 -6.902 1.00 38.07 C +ATOM 3059 CE1 TYR A1080 -18.818 10.655 -6.331 1.00 40.49 C +ATOM 3060 CE2 TYR A1080 -19.600 12.844 -5.588 1.00 40.41 C +ATOM 3061 CZ TYR A1080 -19.277 11.503 -5.305 1.00 44.30 C +ATOM 3062 OH TYR A1080 -19.410 11.026 -4.036 1.00 44.69 O +ATOM 3063 H TYR A1080 -17.208 14.750 -8.710 1.00 32.40 H +ATOM 3064 HA TYR A1080 -17.052 12.066 -9.794 1.00 30.87 H +ATOM 3065 HB3 TYR A1080 -19.560 12.345 -9.974 1.00 32.98 H +ATOM 3066 HB2 TYR A1080 -19.400 13.985 -9.425 1.00 32.98 H +ATOM 3067 HD1 TYR A1080 -18.346 10.490 -8.426 1.00 37.45 H +ATOM 3068 HD2 TYR A1080 -19.735 14.363 -7.111 1.00 38.07 H +ATOM 3069 HE1 TYR A1080 -18.566 9.627 -6.116 1.00 40.49 H +ATOM 3070 HE2 TYR A1080 -19.946 13.496 -4.799 1.00 40.41 H +ATOM 3071 HH TYR A1080 -19.090 10.127 -3.938 1.00 44.69 H +ATOM 3072 N ALA A1081 -17.605 14.604 -11.842 1.00 29.56 N +ATOM 3073 CA ALA A1081 -17.512 15.064 -13.228 1.00 27.95 C +ATOM 3074 C ALA A1081 -16.170 14.748 -13.915 1.00 27.99 C +ATOM 3075 O ALA A1081 -16.124 14.729 -15.142 1.00 26.14 O +ATOM 3076 CB ALA A1081 -17.798 16.573 -13.264 1.00 28.95 C +ATOM 3077 H ALA A1081 -17.713 15.325 -11.141 1.00 29.56 H +ATOM 3078 HA ALA A1081 -18.290 14.551 -13.796 1.00 27.95 H +ATOM 3079 HB1 ALA A1081 -17.793 16.956 -14.285 1.00 28.95 H +ATOM 3080 HB2 ALA A1081 -18.781 16.794 -12.847 1.00 28.95 H +ATOM 3081 HB3 ALA A1081 -17.061 17.135 -12.690 1.00 28.95 H +ATOM 3082 N SER A1082 -15.102 14.505 -13.138 1.00 25.39 N +ATOM 3083 CA SER A1082 -13.776 14.151 -13.646 1.00 24.95 C +ATOM 3084 C SER A1082 -13.745 12.745 -14.282 1.00 27.35 C +ATOM 3085 O SER A1082 -13.055 12.563 -15.284 1.00 26.99 O +ATOM 3086 CB SER A1082 -12.763 14.260 -12.500 1.00 28.68 C +ATOM 3087 OG SER A1082 -12.732 15.566 -11.967 1.00 33.92 O +ATOM 3088 H SER A1082 -15.195 14.533 -12.132 1.00 25.39 H +ATOM 3089 HA SER A1082 -13.498 14.869 -14.420 1.00 24.95 H +ATOM 3090 HB3 SER A1082 -11.764 14.000 -12.839 1.00 28.68 H +ATOM 3091 HB2 SER A1082 -13.008 13.569 -11.703 1.00 28.68 H +ATOM 3092 HG SER A1082 -12.333 16.169 -12.606 1.00 33.92 H +ATOM 3093 N ASP A1083 -14.537 11.799 -13.743 1.00 23.13 N +ATOM 3094 CA ASP A1083 -14.788 10.488 -14.354 1.00 22.18 C +ATOM 3095 C ASP A1083 -15.611 10.564 -15.651 1.00 25.02 C +ATOM 3096 O ASP A1083 -15.428 9.691 -16.496 1.00 23.63 O +ATOM 3097 CB ASP A1083 -15.474 9.498 -13.386 1.00 24.19 C +ATOM 3098 CG ASP A1083 -14.601 8.937 -12.259 1.00 28.00 C +ATOM 3099 OD1 ASP A1083 -13.433 8.581 -12.529 1.00 27.87 O +ATOM 3100 OD2 ASP A1083 -15.162 8.716 -11.167 1.00 31.18 O1- +ATOM 3101 H ASP A1083 -15.083 12.016 -12.921 1.00 23.13 H +ATOM 3102 HA ASP A1083 -13.818 10.082 -14.642 1.00 22.18 H +ATOM 3103 HB3 ASP A1083 -15.865 8.648 -13.943 1.00 24.19 H +ATOM 3104 HB2 ASP A1083 -16.333 9.997 -12.937 1.00 24.19 H +ATOM 3105 N VAL A1084 -16.478 11.581 -15.808 1.00 23.20 N +ATOM 3106 CA VAL A1084 -17.237 11.816 -17.043 1.00 22.46 C +ATOM 3107 C VAL A1084 -16.326 12.236 -18.215 1.00 25.25 C +ATOM 3108 O VAL A1084 -16.560 11.779 -19.334 1.00 23.49 O +ATOM 3109 CB VAL A1084 -18.378 12.855 -16.849 1.00 25.40 C +ATOM 3110 CG1 VAL A1084 -19.004 13.409 -18.149 1.00 24.52 C +ATOM 3111 CG2 VAL A1084 -19.467 12.272 -15.928 1.00 25.38 C +ATOM 3112 H VAL A1084 -16.590 12.265 -15.073 1.00 23.20 H +ATOM 3113 HA VAL A1084 -17.704 10.870 -17.322 1.00 22.46 H +ATOM 3114 HB VAL A1084 -17.970 13.719 -16.335 1.00 25.40 H +ATOM 3115 HG11 VAL A1084 -19.744 14.170 -17.923 1.00 24.52 H +ATOM 3116 HG12 VAL A1084 -18.280 13.911 -18.790 1.00 24.52 H +ATOM 3117 HG13 VAL A1084 -19.487 12.624 -18.732 1.00 24.52 H +ATOM 3118 HG21 VAL A1084 -20.235 13.007 -15.704 1.00 25.38 H +ATOM 3119 HG22 VAL A1084 -19.957 11.412 -16.385 1.00 25.38 H +ATOM 3120 HG23 VAL A1084 -19.053 11.952 -14.972 1.00 25.38 H +ATOM 3121 N TRP A1085 -15.279 13.034 -17.932 1.00 23.54 N +ATOM 3122 CA TRP A1085 -14.206 13.342 -18.882 1.00 23.20 C +ATOM 3123 C TRP A1085 -13.454 12.077 -19.319 1.00 25.99 C +ATOM 3124 O TRP A1085 -13.253 11.889 -20.518 1.00 26.38 O +ATOM 3125 CB TRP A1085 -13.269 14.426 -18.303 1.00 22.62 C +ATOM 3126 CG TRP A1085 -12.128 14.881 -19.175 1.00 22.84 C +ATOM 3127 CD1 TRP A1085 -11.055 14.132 -19.515 1.00 25.30 C +ATOM 3128 CD2 TRP A1085 -11.921 16.174 -19.828 1.00 22.79 C +ATOM 3129 NE1 TRP A1085 -10.233 14.839 -20.359 1.00 24.54 N +ATOM 3130 CE2 TRP A1085 -10.718 16.104 -20.594 1.00 26.50 C +ATOM 3131 CE3 TRP A1085 -12.618 17.404 -19.853 1.00 24.28 C +ATOM 3132 CZ2 TRP A1085 -10.252 17.180 -21.365 1.00 26.19 C +ATOM 3133 CZ3 TRP A1085 -12.152 18.496 -20.615 1.00 25.94 C +ATOM 3134 CH2 TRP A1085 -10.975 18.384 -21.378 1.00 26.22 C +ATOM 3135 H TRP A1085 -15.153 13.373 -16.988 1.00 23.54 H +ATOM 3136 HA TRP A1085 -14.660 13.744 -19.784 1.00 23.20 H +ATOM 3137 HB3 TRP A1085 -12.840 14.080 -17.363 1.00 22.62 H +ATOM 3138 HB2 TRP A1085 -13.860 15.308 -18.052 1.00 22.62 H +ATOM 3139 HD1 TRP A1085 -10.890 13.120 -19.184 1.00 25.30 H +ATOM 3140 HE1 TRP A1085 -9.371 14.455 -20.731 1.00 24.54 H +ATOM 3141 HE3 TRP A1085 -13.527 17.507 -19.285 1.00 24.28 H +ATOM 3142 HZ2 TRP A1085 -9.346 17.075 -21.938 1.00 26.19 H +ATOM 3143 HZ3 TRP A1085 -12.701 19.424 -20.620 1.00 25.94 H +ATOM 3144 HH2 TRP A1085 -10.626 19.223 -21.962 1.00 26.22 H +ATOM 3145 N SER A1086 -13.092 11.228 -18.343 1.00 23.27 N +ATOM 3146 CA SER A1086 -12.412 9.953 -18.565 1.00 22.29 C +ATOM 3147 C SER A1086 -13.274 8.947 -19.353 1.00 25.76 C +ATOM 3148 O SER A1086 -12.707 8.181 -20.130 1.00 25.35 O +ATOM 3149 CB SER A1086 -11.978 9.362 -17.215 1.00 24.31 C +ATOM 3150 OG SER A1086 -11.144 10.256 -16.504 1.00 27.11 O +ATOM 3151 H SER A1086 -13.281 11.465 -17.378 1.00 23.27 H +ATOM 3152 HA SER A1086 -11.518 10.152 -19.159 1.00 22.29 H +ATOM 3153 HB3 SER A1086 -11.420 8.439 -17.370 1.00 24.31 H +ATOM 3154 HB2 SER A1086 -12.840 9.115 -16.597 1.00 24.31 H +ATOM 3155 HG SER A1086 -10.415 10.519 -17.077 1.00 27.11 H +ATOM 3156 N PHE A1087 -14.612 9.007 -19.195 1.00 22.49 N +ATOM 3157 CA PHE A1087 -15.589 8.295 -20.022 1.00 21.87 C +ATOM 3158 C PHE A1087 -15.618 8.765 -21.483 1.00 26.76 C +ATOM 3159 O PHE A1087 -15.773 7.924 -22.363 1.00 27.22 O +ATOM 3160 CB PHE A1087 -16.998 8.282 -19.373 1.00 24.21 C +ATOM 3161 CG PHE A1087 -18.139 7.909 -20.310 1.00 25.86 C +ATOM 3162 CD1 PHE A1087 -18.280 6.574 -20.745 1.00 28.01 C +ATOM 3163 CD2 PHE A1087 -18.909 8.917 -20.932 1.00 26.70 C +ATOM 3164 CE1 PHE A1087 -19.174 6.264 -21.760 1.00 28.28 C +ATOM 3165 CE2 PHE A1087 -19.803 8.585 -21.941 1.00 28.37 C +ATOM 3166 CZ PHE A1087 -19.928 7.266 -22.358 1.00 26.26 C +ATOM 3167 H PHE A1087 -14.996 9.642 -18.508 1.00 22.49 H +ATOM 3168 HA PHE A1087 -15.264 7.254 -20.052 1.00 21.87 H +ATOM 3169 HB3 PHE A1087 -17.220 9.244 -18.916 1.00 24.21 H +ATOM 3170 HB2 PHE A1087 -17.001 7.559 -18.562 1.00 24.21 H +ATOM 3171 HD1 PHE A1087 -17.662 5.798 -20.320 1.00 28.01 H +ATOM 3172 HD2 PHE A1087 -18.781 9.951 -20.647 1.00 26.70 H +ATOM 3173 HE1 PHE A1087 -19.270 5.244 -22.097 1.00 28.28 H +ATOM 3174 HE2 PHE A1087 -20.388 9.359 -22.416 1.00 28.37 H +ATOM 3175 HZ PHE A1087 -20.613 7.022 -23.156 1.00 26.26 H +ATOM 3176 N GLY A1088 -15.463 10.078 -21.725 1.00 25.20 N +ATOM 3177 CA GLY A1088 -15.397 10.647 -23.072 1.00 24.53 C +ATOM 3178 C GLY A1088 -14.144 10.153 -23.812 1.00 25.56 C +ATOM 3179 O GLY A1088 -14.215 9.886 -25.010 1.00 24.64 O +ATOM 3180 H GLY A1088 -15.360 10.718 -20.948 1.00 25.20 H +ATOM 3181 HA3 GLY A1088 -15.369 11.734 -23.000 1.00 24.53 H +ATOM 3182 HA2 GLY A1088 -16.295 10.385 -23.634 1.00 24.53 H +ATOM 3183 N VAL A1089 -13.018 9.990 -23.092 1.00 22.27 N +ATOM 3184 CA VAL A1089 -11.773 9.430 -23.621 1.00 21.54 C +ATOM 3185 C VAL A1089 -11.845 7.892 -23.772 1.00 25.32 C +ATOM 3186 O VAL A1089 -11.253 7.367 -24.713 1.00 25.91 O +ATOM 3187 CB VAL A1089 -10.538 9.818 -22.757 1.00 24.92 C +ATOM 3188 CG1 VAL A1089 -9.205 9.300 -23.330 1.00 24.42 C +ATOM 3189 CG2 VAL A1089 -10.419 11.342 -22.593 1.00 24.24 C +ATOM 3190 H VAL A1089 -13.022 10.219 -22.107 1.00 22.27 H +ATOM 3191 HA VAL A1089 -11.612 9.844 -24.616 1.00 21.54 H +ATOM 3192 HB VAL A1089 -10.659 9.389 -21.761 1.00 24.92 H +ATOM 3193 HG11 VAL A1089 -8.358 9.619 -22.723 1.00 24.42 H +ATOM 3194 HG12 VAL A1089 -9.165 8.214 -23.374 1.00 24.42 H +ATOM 3195 HG13 VAL A1089 -9.045 9.679 -24.340 1.00 24.42 H +ATOM 3196 HG21 VAL A1089 -9.521 11.613 -22.042 1.00 24.24 H +ATOM 3197 HG22 VAL A1089 -10.373 11.837 -23.563 1.00 24.24 H +ATOM 3198 HG23 VAL A1089 -11.258 11.760 -22.043 1.00 24.24 H +ATOM 3199 N THR A1090 -12.615 7.201 -22.911 1.00 22.27 N +ATOM 3200 CA THR A1090 -12.918 5.771 -23.052 1.00 21.73 C +ATOM 3201 C THR A1090 -13.803 5.497 -24.282 1.00 24.89 C +ATOM 3202 O THR A1090 -13.496 4.581 -25.038 1.00 24.37 O +ATOM 3203 CB THR A1090 -13.638 5.177 -21.811 1.00 26.43 C +ATOM 3204 OG1 THR A1090 -12.855 5.394 -20.661 1.00 23.21 O +ATOM 3205 CG2 THR A1090 -13.917 3.664 -21.880 1.00 26.50 C +ATOM 3206 H THR A1090 -13.071 7.685 -22.149 1.00 22.27 H +ATOM 3207 HA THR A1090 -11.974 5.239 -23.187 1.00 21.73 H +ATOM 3208 HB THR A1090 -14.587 5.688 -21.652 1.00 26.43 H +ATOM 3209 HG1 THR A1090 -12.746 6.342 -20.526 1.00 23.21 H +ATOM 3210 HG21 THR A1090 -14.289 3.293 -20.925 1.00 26.50 H +ATOM 3211 HG22 THR A1090 -14.666 3.418 -22.633 1.00 26.50 H +ATOM 3212 HG23 THR A1090 -13.011 3.107 -22.118 1.00 26.50 H +ATOM 3213 N LEU A1091 -14.844 6.326 -24.480 1.00 21.38 N +ATOM 3214 CA LEU A1091 -15.754 6.315 -25.626 1.00 21.26 C +ATOM 3215 C LEU A1091 -15.027 6.594 -26.953 1.00 25.55 C +ATOM 3216 O LEU A1091 -15.338 5.943 -27.948 1.00 24.92 O +ATOM 3217 CB LEU A1091 -16.902 7.321 -25.358 1.00 21.18 C +ATOM 3218 CG LEU A1091 -18.043 7.343 -26.400 1.00 26.34 C +ATOM 3219 CD1 LEU A1091 -18.736 5.972 -26.517 1.00 27.66 C +ATOM 3220 CD2 LEU A1091 -19.046 8.478 -26.096 1.00 28.91 C +ATOM 3221 H LEU A1091 -15.031 7.043 -23.789 1.00 21.38 H +ATOM 3222 HA LEU A1091 -16.172 5.309 -25.684 1.00 21.26 H +ATOM 3223 HB3 LEU A1091 -16.476 8.322 -25.277 1.00 21.18 H +ATOM 3224 HB2 LEU A1091 -17.339 7.107 -24.381 1.00 21.18 H +ATOM 3225 HG LEU A1091 -17.612 7.573 -27.373 1.00 26.34 H +ATOM 3226 HD11 LEU A1091 -19.820 6.049 -26.604 1.00 27.66 H +ATOM 3227 HD12 LEU A1091 -18.386 5.428 -27.392 1.00 27.66 H +ATOM 3228 HD13 LEU A1091 -18.522 5.346 -25.651 1.00 27.66 H +ATOM 3229 HD21 LEU A1091 -19.158 9.136 -26.959 1.00 28.91 H +ATOM 3230 HD22 LEU A1091 -20.039 8.108 -25.839 1.00 28.91 H +ATOM 3231 HD23 LEU A1091 -18.721 9.099 -25.260 1.00 28.91 H +ATOM 3232 N TYR A1092 -14.031 7.499 -26.923 1.00 23.80 N +ATOM 3233 CA TYR A1092 -13.099 7.753 -28.021 1.00 23.59 C +ATOM 3234 C TYR A1092 -12.315 6.491 -28.425 1.00 28.07 C +ATOM 3235 O TYR A1092 -12.272 6.181 -29.614 1.00 28.26 O +ATOM 3236 CB TYR A1092 -12.173 8.936 -27.658 1.00 24.03 C +ATOM 3237 CG TYR A1092 -11.033 9.197 -28.626 1.00 25.49 C +ATOM 3238 CD1 TYR A1092 -11.301 9.688 -29.920 1.00 27.64 C +ATOM 3239 CD2 TYR A1092 -9.705 8.903 -28.251 1.00 25.28 C +ATOM 3240 CE1 TYR A1092 -10.251 9.863 -30.838 1.00 27.61 C +ATOM 3241 CE2 TYR A1092 -8.652 9.096 -29.166 1.00 25.84 C +ATOM 3242 CZ TYR A1092 -8.929 9.573 -30.462 1.00 31.24 C +ATOM 3243 OH TYR A1092 -7.926 9.744 -31.367 1.00 30.99 O +ATOM 3244 H TYR A1092 -13.854 8.006 -26.066 1.00 23.80 H +ATOM 3245 HA TYR A1092 -13.698 8.053 -28.883 1.00 23.59 H +ATOM 3246 HB3 TYR A1092 -11.731 8.761 -26.683 1.00 24.03 H +ATOM 3247 HB2 TYR A1092 -12.756 9.847 -27.538 1.00 24.03 H +ATOM 3248 HD1 TYR A1092 -12.315 9.900 -30.224 1.00 27.64 H +ATOM 3249 HD2 TYR A1092 -9.491 8.520 -27.264 1.00 25.28 H +ATOM 3250 HE1 TYR A1092 -10.457 10.196 -31.843 1.00 27.61 H +ATOM 3251 HE2 TYR A1092 -7.639 8.871 -28.867 1.00 25.84 H +ATOM 3252 HH TYR A1092 -7.106 9.333 -31.072 1.00 30.99 H +ATOM 3253 N GLU A1093 -11.768 5.761 -27.435 1.00 24.82 N +ATOM 3254 CA GLU A1093 -11.086 4.484 -27.646 1.00 23.87 C +ATOM 3255 C GLU A1093 -11.975 3.389 -28.258 1.00 29.02 C +ATOM 3256 O GLU A1093 -11.477 2.664 -29.115 1.00 29.63 O +ATOM 3257 CB GLU A1093 -10.427 3.973 -26.356 1.00 24.44 C +ATOM 3258 CG GLU A1093 -9.237 4.821 -25.884 1.00 27.04 C +ATOM 3259 CD GLU A1093 -8.637 4.226 -24.611 1.00 39.48 C +ATOM 3260 OE1 GLU A1093 -9.243 4.419 -23.533 1.00 26.77 O +ATOM 3261 OE2 GLU A1093 -7.591 3.554 -24.738 1.00 32.38 O1- +ATOM 3262 H GLU A1093 -11.845 6.074 -26.476 1.00 24.82 H +ATOM 3263 HA GLU A1093 -10.281 4.673 -28.357 1.00 23.87 H +ATOM 3264 HB3 GLU A1093 -10.087 2.947 -26.501 1.00 24.44 H +ATOM 3265 HB2 GLU A1093 -11.167 3.920 -25.560 1.00 24.44 H +ATOM 3266 HG3 GLU A1093 -9.531 5.852 -25.702 1.00 27.04 H +ATOM 3267 HG2 GLU A1093 -8.481 4.862 -26.670 1.00 27.04 H +ATOM 3268 N LEU A1094 -13.259 3.299 -27.860 1.00 26.56 N +ATOM 3269 CA LEU A1094 -14.192 2.306 -28.409 1.00 27.12 C +ATOM 3270 C LEU A1094 -14.478 2.531 -29.905 1.00 29.23 C +ATOM 3271 O LEU A1094 -14.481 1.561 -30.660 1.00 30.58 O +ATOM 3272 CB LEU A1094 -15.520 2.246 -27.615 1.00 27.75 C +ATOM 3273 CG LEU A1094 -15.421 2.018 -26.089 1.00 33.45 C +ATOM 3274 CD1 LEU A1094 -16.789 1.644 -25.482 1.00 34.25 C +ATOM 3275 CD2 LEU A1094 -14.323 1.027 -25.666 1.00 37.20 C +ATOM 3276 H LEU A1094 -13.614 3.919 -27.144 1.00 26.56 H +ATOM 3277 HA LEU A1094 -13.708 1.330 -28.327 1.00 27.12 H +ATOM 3278 HB3 LEU A1094 -16.113 1.436 -28.041 1.00 27.75 H +ATOM 3279 HB2 LEU A1094 -16.100 3.154 -27.790 1.00 27.75 H +ATOM 3280 HG LEU A1094 -15.166 2.977 -25.652 1.00 33.45 H +ATOM 3281 HD11 LEU A1094 -17.053 2.322 -24.669 1.00 34.25 H +ATOM 3282 HD12 LEU A1094 -17.592 1.700 -26.216 1.00 34.25 H +ATOM 3283 HD13 LEU A1094 -16.794 0.632 -25.076 1.00 34.25 H +ATOM 3284 HD21 LEU A1094 -14.466 0.703 -24.636 1.00 37.20 H +ATOM 3285 HD22 LEU A1094 -14.313 0.140 -26.299 1.00 37.20 H +ATOM 3286 HD23 LEU A1094 -13.335 1.487 -25.711 1.00 37.20 H +ATOM 3287 N LEU A1095 -14.672 3.802 -30.304 1.00 26.35 N +ATOM 3288 CA LEU A1095 -14.961 4.209 -31.682 1.00 28.85 C +ATOM 3289 C LEU A1095 -13.734 4.120 -32.619 1.00 32.34 C +ATOM 3290 O LEU A1095 -13.931 3.898 -33.813 1.00 33.48 O +ATOM 3291 CB LEU A1095 -15.577 5.632 -31.691 1.00 29.95 C +ATOM 3292 CG LEU A1095 -17.110 5.748 -31.482 1.00 37.01 C +ATOM 3293 CD1 LEU A1095 -17.928 4.993 -32.548 1.00 41.99 C +ATOM 3294 CD2 LEU A1095 -17.598 5.424 -30.060 1.00 37.43 C +ATOM 3295 H LEU A1095 -14.644 4.545 -29.618 1.00 26.35 H +ATOM 3296 HA LEU A1095 -15.694 3.506 -32.081 1.00 28.85 H +ATOM 3297 HB3 LEU A1095 -15.375 6.094 -32.658 1.00 29.95 H +ATOM 3298 HB2 LEU A1095 -15.062 6.260 -30.963 1.00 29.95 H +ATOM 3299 HG LEU A1095 -17.340 6.802 -31.630 1.00 37.01 H +ATOM 3300 HD11 LEU A1095 -18.648 5.658 -33.026 1.00 41.99 H +ATOM 3301 HD12 LEU A1095 -17.300 4.585 -33.335 1.00 41.99 H +ATOM 3302 HD13 LEU A1095 -18.483 4.155 -32.126 1.00 41.99 H +ATOM 3303 HD21 LEU A1095 -18.614 5.029 -30.052 1.00 37.43 H +ATOM 3304 HD22 LEU A1095 -16.973 4.692 -29.555 1.00 37.43 H +ATOM 3305 HD23 LEU A1095 -17.608 6.330 -29.455 1.00 37.43 H +ATOM 3306 N THR A1096 -12.506 4.251 -32.084 1.00 28.49 N +ATOM 3307 CA THR A1096 -11.253 3.995 -32.816 1.00 28.46 C +ATOM 3308 C THR A1096 -10.852 2.497 -32.815 1.00 34.09 C +ATOM 3309 O THR A1096 -9.856 2.153 -33.452 1.00 34.31 O +ATOM 3310 CB THR A1096 -10.059 4.808 -32.236 1.00 31.93 C +ATOM 3311 OG1 THR A1096 -9.741 4.419 -30.916 1.00 28.23 O +ATOM 3312 CG2 THR A1096 -10.258 6.329 -32.269 1.00 33.74 C +ATOM 3313 H THR A1096 -12.415 4.453 -31.098 1.00 28.49 H +ATOM 3314 HA THR A1096 -11.377 4.297 -33.856 1.00 28.46 H +ATOM 3315 HB THR A1096 -9.172 4.597 -32.833 1.00 31.93 H +ATOM 3316 HG1 THR A1096 -10.439 4.736 -30.336 1.00 28.23 H +ATOM 3317 HG21 THR A1096 -9.410 6.848 -31.821 1.00 33.74 H +ATOM 3318 HG22 THR A1096 -10.359 6.687 -33.292 1.00 33.74 H +ATOM 3319 HG23 THR A1096 -11.150 6.635 -31.735 1.00 33.74 H +ATOM 3320 N HIS A1097 -11.615 1.642 -32.103 1.00 31.69 N +ATOM 3321 CA HIS A1097 -11.381 0.204 -31.900 1.00 31.97 C +ATOM 3322 C HIS A1097 -10.062 -0.104 -31.165 1.00 33.69 C +ATOM 3323 O HIS A1097 -9.451 -1.146 -31.396 1.00 33.12 O +ATOM 3324 CB HIS A1097 -11.554 -0.597 -33.212 1.00 35.14 C +ATOM 3325 CG HIS A1097 -12.938 -0.518 -33.800 1.00 40.55 C +ATOM 3326 ND1 HIS A1097 -13.357 0.538 -34.617 1.00 43.74 N +ATOM 3327 CD2 HIS A1097 -13.982 -1.406 -33.645 1.00 43.94 C +ATOM 3328 CE1 HIS A1097 -14.618 0.257 -34.914 1.00 44.01 C +ATOM 3329 NE2 HIS A1097 -15.038 -0.885 -34.369 1.00 44.57 N +ATOM 3330 H HIS A1097 -12.425 2.012 -31.624 1.00 31.69 H +ATOM 3331 HA HIS A1097 -12.165 -0.123 -31.216 1.00 31.97 H +ATOM 3332 HB3 HIS A1097 -11.341 -1.653 -33.046 1.00 35.14 H +ATOM 3333 HB2 HIS A1097 -10.844 -0.264 -33.967 1.00 35.14 H +ATOM 3334 HD2 HIS A1097 -14.056 -2.331 -33.092 1.00 43.94 H +ATOM 3335 HE1 HIS A1097 -15.240 0.888 -35.531 1.00 44.01 H +ATOM 3336 HE2 HIS A1097 -15.963 -1.292 -34.456 1.00 44.57 H +ATOM 3337 N CYS A1098 -9.658 0.828 -30.285 1.00 28.70 N +ATOM 3338 CA CYS A1098 -8.478 0.796 -29.422 1.00 27.70 C +ATOM 3339 C CYS A1098 -7.155 0.700 -30.208 1.00 30.22 C +ATOM 3340 O CYS A1098 -6.198 0.093 -29.727 1.00 27.75 O +ATOM 3341 CB CYS A1098 -8.592 -0.268 -28.315 1.00 27.86 C +ATOM 3342 SG CYS A1098 -10.039 0.093 -27.277 1.00 31.27 S +ATOM 3343 H CYS A1098 -10.254 1.635 -30.150 1.00 28.70 H +ATOM 3344 HA CYS A1098 -8.453 1.767 -28.928 1.00 27.70 H +ATOM 3345 HB3 CYS A1098 -7.706 -0.255 -27.682 1.00 27.86 H +ATOM 3346 HB2 CYS A1098 -8.685 -1.270 -28.729 1.00 27.86 H +ATOM 3347 HG CYS A1098 -10.014 -1.059 -26.600 1.00 31.27 H +ATOM 3348 N ASP A1099 -7.130 1.319 -31.404 1.00 28.20 N +ATOM 3349 CA ASP A1099 -5.967 1.423 -32.283 1.00 29.09 C +ATOM 3350 C ASP A1099 -4.871 2.253 -31.590 1.00 32.04 C +ATOM 3351 O ASP A1099 -5.137 3.386 -31.191 1.00 29.80 O +ATOM 3352 CB ASP A1099 -6.383 2.011 -33.658 1.00 31.01 C +ATOM 3353 CG ASP A1099 -5.334 2.058 -34.786 1.00 42.86 C +ATOM 3354 OD1 ASP A1099 -4.205 1.546 -34.615 1.00 44.82 O +ATOM 3355 OD2 ASP A1099 -5.706 2.585 -35.856 1.00 55.40 O1- +ATOM 3356 H ASP A1099 -7.968 1.778 -31.732 1.00 28.20 H +ATOM 3357 HA ASP A1099 -5.599 0.408 -32.440 1.00 29.09 H +ATOM 3358 HB3 ASP A1099 -6.782 3.015 -33.511 1.00 31.01 H +ATOM 3359 HB2 ASP A1099 -7.232 1.442 -34.033 1.00 31.01 H +ATOM 3360 N SER A1100 -3.673 1.660 -31.457 1.00 30.26 N +ATOM 3361 CA SER A1100 -2.501 2.255 -30.813 1.00 30.30 C +ATOM 3362 C SER A1100 -2.007 3.557 -31.475 1.00 34.31 C +ATOM 3363 O SER A1100 -1.544 4.442 -30.757 1.00 34.07 O +ATOM 3364 CB SER A1100 -1.395 1.186 -30.688 1.00 35.14 C +ATOM 3365 OG SER A1100 -0.812 0.863 -31.936 1.00 49.21 O +ATOM 3366 H SER A1100 -3.544 0.722 -31.816 1.00 30.26 H +ATOM 3367 HA SER A1100 -2.810 2.508 -29.798 1.00 30.30 H +ATOM 3368 HB3 SER A1100 -1.789 0.278 -30.231 1.00 35.14 H +ATOM 3369 HB2 SER A1100 -0.604 1.548 -30.030 1.00 35.14 H +ATOM 3370 HG SER A1100 -0.171 0.161 -31.804 1.00 49.21 H +ATOM 3371 N SER A1101 -2.165 3.675 -32.806 1.00 31.40 N +ATOM 3372 CA SER A1101 -1.859 4.886 -33.572 1.00 31.93 C +ATOM 3373 C SER A1101 -2.867 6.034 -33.343 1.00 35.91 C +ATOM 3374 O SER A1101 -2.506 7.191 -33.557 1.00 36.89 O +ATOM 3375 CB SER A1101 -1.697 4.523 -35.064 1.00 36.50 C +ATOM 3376 OG SER A1101 -2.929 4.318 -35.729 1.00 42.36 O +ATOM 3377 H SER A1101 -2.558 2.902 -33.327 1.00 31.40 H +ATOM 3378 HA SER A1101 -0.886 5.241 -33.226 1.00 31.93 H +ATOM 3379 HB3 SER A1101 -1.073 3.636 -35.181 1.00 36.50 H +ATOM 3380 HB2 SER A1101 -1.179 5.333 -35.580 1.00 36.50 H +ATOM 3381 HG SER A1101 -3.291 3.462 -35.475 1.00 42.36 H +ATOM 3382 N GLN A1102 -4.091 5.700 -32.898 1.00 29.85 N +ATOM 3383 CA GLN A1102 -5.158 6.649 -32.581 1.00 28.09 C +ATOM 3384 C GLN A1102 -5.318 6.881 -31.067 1.00 29.55 C +ATOM 3385 O GLN A1102 -6.205 7.643 -30.690 1.00 27.73 O +ATOM 3386 CB GLN A1102 -6.487 6.161 -33.198 1.00 29.07 C +ATOM 3387 CG GLN A1102 -6.456 6.050 -34.735 1.00 37.94 C +ATOM 3388 CD GLN A1102 -7.845 5.775 -35.316 1.00 47.98 C +ATOM 3389 OE1 GLN A1102 -8.717 6.640 -35.277 1.00 45.96 O +ATOM 3390 NE2 GLN A1102 -8.059 4.581 -35.868 1.00 43.70 N +ATOM 3391 H GLN A1102 -4.308 4.725 -32.740 1.00 29.85 H +ATOM 3392 HA GLN A1102 -4.936 7.620 -33.021 1.00 28.09 H +ATOM 3393 HB3 GLN A1102 -7.282 6.854 -32.919 1.00 29.07 H +ATOM 3394 HB2 GLN A1102 -6.763 5.199 -32.764 1.00 29.07 H +ATOM 3395 HG3 GLN A1102 -5.755 5.277 -35.050 1.00 37.94 H +ATOM 3396 HG2 GLN A1102 -6.095 6.985 -35.164 1.00 37.94 H +ATOM 3397 HE22 GLN A1102 -8.960 4.358 -36.266 1.00 43.70 H +ATOM 3398 HE21 GLN A1102 -7.316 3.889 -35.901 1.00 43.70 H +ATOM 3399 N SER A1103 -4.496 6.236 -30.218 1.00 26.76 N +ATOM 3400 CA SER A1103 -4.636 6.266 -28.758 1.00 25.27 C +ATOM 3401 C SER A1103 -4.416 7.666 -28.134 1.00 28.60 C +ATOM 3402 O SER A1103 -3.673 8.456 -28.717 1.00 28.62 O +ATOM 3403 CB SER A1103 -3.733 5.180 -28.139 1.00 27.32 C +ATOM 3404 OG SER A1103 -2.362 5.531 -28.107 1.00 35.29 O +ATOM 3405 H SER A1103 -3.775 5.633 -30.588 1.00 26.76 H +ATOM 3406 HA SER A1103 -5.664 5.963 -28.587 1.00 25.27 H +ATOM 3407 HB3 SER A1103 -3.855 4.235 -28.667 1.00 27.32 H +ATOM 3408 HB2 SER A1103 -4.052 4.997 -27.114 1.00 27.32 H +ATOM 3409 HG SER A1103 -1.996 5.451 -28.995 1.00 35.29 H +ATOM 3410 N PRO A1104 -5.039 7.954 -26.962 1.00 25.17 N +ATOM 3411 CA PRO A1104 -4.893 9.264 -26.293 1.00 24.67 C +ATOM 3412 C PRO A1104 -3.456 9.762 -26.008 1.00 26.87 C +ATOM 3413 O PRO A1104 -3.206 10.927 -26.311 1.00 25.99 O +ATOM 3414 CB PRO A1104 -5.768 9.172 -25.030 1.00 26.01 C +ATOM 3415 CG PRO A1104 -6.761 8.063 -25.336 1.00 29.46 C +ATOM 3416 CD PRO A1104 -5.996 7.109 -26.241 1.00 25.85 C +ATOM 3417 HA PRO A1104 -5.359 9.984 -26.965 1.00 24.67 H +ATOM 3418 HB3 PRO A1104 -6.271 10.113 -24.806 1.00 26.01 H +ATOM 3419 HB2 PRO A1104 -5.186 8.913 -24.146 1.00 26.01 H +ATOM 3420 HG3 PRO A1104 -7.598 8.483 -25.894 1.00 29.46 H +ATOM 3421 HG2 PRO A1104 -7.161 7.577 -24.447 1.00 29.46 H +ATOM 3422 HD2 PRO A1104 -5.453 6.369 -25.652 1.00 25.85 H +ATOM 3423 HD3 PRO A1104 -6.704 6.583 -26.879 1.00 25.85 H +ATOM 3424 N PRO A1105 -2.512 8.903 -25.540 1.00 24.58 N +ATOM 3425 CA PRO A1105 -1.095 9.290 -25.409 1.00 24.76 C +ATOM 3426 C PRO A1105 -0.414 9.681 -26.728 1.00 29.78 C +ATOM 3427 O PRO A1105 0.275 10.696 -26.749 1.00 30.24 O +ATOM 3428 CB PRO A1105 -0.416 8.074 -24.751 1.00 25.88 C +ATOM 3429 CG PRO A1105 -1.547 7.335 -24.062 1.00 29.87 C +ATOM 3430 CD PRO A1105 -2.716 7.555 -25.010 1.00 25.57 C +ATOM 3431 HA PRO A1105 -1.051 10.139 -24.727 1.00 24.76 H +ATOM 3432 HB3 PRO A1105 0.372 8.361 -24.055 1.00 25.88 H +ATOM 3433 HB2 PRO A1105 0.031 7.420 -25.501 1.00 25.88 H +ATOM 3434 HG3 PRO A1105 -1.760 7.813 -23.106 1.00 29.87 H +ATOM 3435 HG2 PRO A1105 -1.332 6.283 -23.876 1.00 29.87 H +ATOM 3436 HD2 PRO A1105 -2.673 6.841 -25.829 1.00 25.57 H +ATOM 3437 HD3 PRO A1105 -3.660 7.421 -24.492 1.00 25.57 H +ATOM 3438 N THR A1106 -0.644 8.900 -27.798 1.00 26.99 N +ATOM 3439 CA THR A1106 -0.097 9.143 -29.134 1.00 27.47 C +ATOM 3440 C THR A1106 -0.563 10.483 -29.734 1.00 31.84 C +ATOM 3441 O THR A1106 0.284 11.263 -30.166 1.00 32.09 O +ATOM 3442 CB THR A1106 -0.470 7.995 -30.114 1.00 33.90 C +ATOM 3443 OG1 THR A1106 0.169 6.812 -29.680 1.00 35.61 O +ATOM 3444 CG2 THR A1106 -0.091 8.228 -31.588 1.00 32.59 C +ATOM 3445 H THR A1106 -1.225 8.079 -27.705 1.00 26.99 H +ATOM 3446 HA THR A1106 0.990 9.178 -29.039 1.00 27.47 H +ATOM 3447 HB THR A1106 -1.542 7.801 -30.070 1.00 33.90 H +ATOM 3448 HG1 THR A1106 1.077 6.817 -30.001 1.00 35.61 H +ATOM 3449 HG21 THR A1106 -0.167 7.307 -32.166 1.00 32.59 H +ATOM 3450 HG22 THR A1106 -0.747 8.958 -32.064 1.00 32.59 H +ATOM 3451 HG23 THR A1106 0.931 8.592 -31.679 1.00 32.59 H +ATOM 3452 N LYS A1107 -1.881 10.734 -29.718 1.00 27.48 N +ATOM 3453 CA LYS A1107 -2.498 11.914 -30.325 1.00 28.03 C +ATOM 3454 C LYS A1107 -2.239 13.220 -29.553 1.00 32.41 C +ATOM 3455 O LYS A1107 -2.116 14.260 -30.199 1.00 32.90 O +ATOM 3456 CB LYS A1107 -4.004 11.655 -30.524 1.00 29.00 C +ATOM 3457 CG LYS A1107 -4.332 10.463 -31.452 1.00 40.91 C +ATOM 3458 CD LYS A1107 -3.799 10.551 -32.893 1.00 47.46 C +ATOM 3459 CE LYS A1107 -4.424 11.691 -33.711 1.00 56.00 C +ATOM 3460 NZ LYS A1107 -3.900 11.720 -35.087 1.00 65.65 N1+ +ATOM 3461 H LYS A1107 -2.514 10.051 -29.322 1.00 27.48 H +ATOM 3462 HA LYS A1107 -2.042 12.056 -31.305 1.00 28.03 H +ATOM 3463 HB3 LYS A1107 -4.486 12.553 -30.910 1.00 29.00 H +ATOM 3464 HB2 LYS A1107 -4.459 11.467 -29.551 1.00 29.00 H +ATOM 3465 HG3 LYS A1107 -5.412 10.339 -31.485 1.00 40.91 H +ATOM 3466 HG2 LYS A1107 -3.949 9.546 -31.011 1.00 40.91 H +ATOM 3467 HD3 LYS A1107 -3.999 9.605 -33.395 1.00 47.46 H +ATOM 3468 HD2 LYS A1107 -2.713 10.638 -32.883 1.00 47.46 H +ATOM 3469 HE3 LYS A1107 -4.217 12.652 -33.244 1.00 56.00 H +ATOM 3470 HE2 LYS A1107 -5.507 11.575 -33.750 1.00 56.00 H +ATOM 3471 HZ1 LYS A1107 -2.898 11.867 -35.052 1.00 65.65 H +ATOM 3472 HZ2 LYS A1107 -4.094 10.843 -35.549 1.00 65.65 H +ATOM 3473 HZ3 LYS A1107 -4.332 12.478 -35.596 1.00 65.65 H +ATOM 3474 N PHE A1108 -2.117 13.159 -28.214 1.00 27.91 N +ATOM 3475 CA PHE A1108 -1.728 14.312 -27.396 1.00 26.74 C +ATOM 3476 C PHE A1108 -0.225 14.638 -27.463 1.00 30.76 C +ATOM 3477 O PHE A1108 0.112 15.819 -27.437 1.00 31.53 O +ATOM 3478 CB PHE A1108 -2.223 14.161 -25.939 1.00 27.18 C +ATOM 3479 CG PHE A1108 -3.708 14.423 -25.709 1.00 27.38 C +ATOM 3480 CD1 PHE A1108 -4.294 15.643 -26.113 1.00 29.59 C +ATOM 3481 CD2 PHE A1108 -4.499 13.500 -24.989 1.00 28.32 C +ATOM 3482 CE1 PHE A1108 -5.631 15.902 -25.840 1.00 30.31 C +ATOM 3483 CE2 PHE A1108 -5.834 13.775 -24.728 1.00 29.39 C +ATOM 3484 CZ PHE A1108 -6.397 14.972 -25.151 1.00 28.52 C +ATOM 3485 H PHE A1108 -2.248 12.280 -27.730 1.00 27.91 H +ATOM 3486 HA PHE A1108 -2.218 15.191 -27.816 1.00 26.74 H +ATOM 3487 HB3 PHE A1108 -1.680 14.842 -25.282 1.00 27.18 H +ATOM 3488 HB2 PHE A1108 -1.976 13.159 -25.590 1.00 27.18 H +ATOM 3489 HD1 PHE A1108 -3.706 16.390 -26.627 1.00 29.59 H +ATOM 3490 HD2 PHE A1108 -4.075 12.576 -24.629 1.00 28.32 H +ATOM 3491 HE1 PHE A1108 -6.075 16.835 -26.155 1.00 30.31 H +ATOM 3492 HE2 PHE A1108 -6.435 13.059 -24.188 1.00 29.39 H +ATOM 3493 HZ PHE A1108 -7.436 15.180 -24.942 1.00 28.52 H +ATOM 3494 N LEU A1109 0.650 13.622 -27.593 1.00 27.77 N +ATOM 3495 CA LEU A1109 2.100 13.811 -27.752 1.00 28.51 C +ATOM 3496 C LEU A1109 2.516 14.255 -29.168 1.00 34.25 C +ATOM 3497 O LEU A1109 3.626 14.765 -29.315 1.00 34.88 O +ATOM 3498 CB LEU A1109 2.860 12.542 -27.309 1.00 28.11 C +ATOM 3499 CG LEU A1109 2.842 12.310 -25.779 1.00 32.10 C +ATOM 3500 CD1 LEU A1109 3.338 10.893 -25.419 1.00 30.45 C +ATOM 3501 CD2 LEU A1109 3.605 13.410 -25.010 1.00 36.17 C +ATOM 3502 H LEU A1109 0.319 12.666 -27.597 1.00 27.77 H +ATOM 3503 HA LEU A1109 2.404 14.626 -27.095 1.00 28.51 H +ATOM 3504 HB3 LEU A1109 3.901 12.592 -27.634 1.00 28.11 H +ATOM 3505 HB2 LEU A1109 2.437 11.682 -27.830 1.00 28.11 H +ATOM 3506 HG LEU A1109 1.804 12.362 -25.449 1.00 32.10 H +ATOM 3507 HD11 LEU A1109 2.593 10.366 -24.822 1.00 30.45 H +ATOM 3508 HD12 LEU A1109 3.521 10.287 -26.306 1.00 30.45 H +ATOM 3509 HD13 LEU A1109 4.266 10.903 -24.848 1.00 30.45 H +ATOM 3510 HD21 LEU A1109 4.230 13.014 -24.210 1.00 36.17 H +ATOM 3511 HD22 LEU A1109 4.255 13.987 -25.667 1.00 36.17 H +ATOM 3512 HD23 LEU A1109 2.908 14.111 -24.549 1.00 36.17 H +ATOM 3513 N GLU A1110 1.626 14.116 -30.166 1.00 32.96 N +ATOM 3514 CA GLU A1110 1.757 14.754 -31.480 1.00 35.44 C +ATOM 3515 C GLU A1110 1.538 16.278 -31.416 1.00 38.81 C +ATOM 3516 O GLU A1110 2.214 17.004 -32.143 1.00 38.69 O +ATOM 3517 CB GLU A1110 0.776 14.106 -32.477 1.00 36.99 C +ATOM 3518 CG GLU A1110 1.234 12.724 -32.992 1.00 47.30 C +ATOM 3519 CD GLU A1110 0.184 11.941 -33.801 1.00 70.21 C +ATOM 3520 OE1 GLU A1110 -0.902 12.492 -34.093 1.00 64.58 O +ATOM 3521 OE2 GLU A1110 0.490 10.773 -34.124 1.00 65.32 O1- +ATOM 3522 H GLU A1110 0.748 13.648 -29.986 1.00 32.96 H +ATOM 3523 HA GLU A1110 2.773 14.593 -31.847 1.00 35.44 H +ATOM 3524 HB3 GLU A1110 0.605 14.769 -33.327 1.00 36.99 H +ATOM 3525 HB2 GLU A1110 -0.188 13.999 -31.980 1.00 36.99 H +ATOM 3526 HG3 GLU A1110 1.562 12.107 -32.159 1.00 47.30 H +ATOM 3527 HG2 GLU A1110 2.115 12.857 -33.622 1.00 47.30 H +ATOM 3528 N LEU A1111 0.621 16.731 -30.540 1.00 35.92 N +ATOM 3529 CA LEU A1111 0.318 18.147 -30.309 1.00 37.14 C +ATOM 3530 C LEU A1111 1.372 18.829 -29.418 1.00 40.62 C +ATOM 3531 O LEU A1111 1.740 19.971 -29.693 1.00 41.55 O +ATOM 3532 CB LEU A1111 -1.087 18.286 -29.673 1.00 36.92 C +ATOM 3533 CG LEU A1111 -2.260 17.801 -30.555 1.00 41.87 C +ATOM 3534 CD1 LEU A1111 -3.572 17.728 -29.743 1.00 41.05 C +ATOM 3535 CD2 LEU A1111 -2.410 18.636 -31.845 1.00 44.81 C +ATOM 3536 H LEU A1111 0.107 16.071 -29.975 1.00 35.92 H +ATOM 3537 HA LEU A1111 0.322 18.664 -31.270 1.00 37.14 H +ATOM 3538 HB3 LEU A1111 -1.265 19.329 -29.406 1.00 36.92 H +ATOM 3539 HB2 LEU A1111 -1.100 17.738 -28.731 1.00 36.92 H +ATOM 3540 HG LEU A1111 -2.038 16.781 -30.864 1.00 41.87 H +ATOM 3541 HD11 LEU A1111 -4.009 16.731 -29.803 1.00 41.05 H +ATOM 3542 HD12 LEU A1111 -3.410 17.942 -28.686 1.00 41.05 H +ATOM 3543 HD13 LEU A1111 -4.325 18.435 -30.089 1.00 41.05 H +ATOM 3544 HD21 LEU A1111 -3.440 18.931 -32.041 1.00 44.81 H +ATOM 3545 HD22 LEU A1111 -1.820 19.552 -31.810 1.00 44.81 H +ATOM 3546 HD23 LEU A1111 -2.074 18.066 -32.712 1.00 44.81 H +ATOM 3547 N ILE A1112 1.827 18.124 -28.368 1.00 34.80 N +ATOM 3548 CA ILE A1112 2.759 18.628 -27.356 1.00 34.93 C +ATOM 3549 C ILE A1112 4.230 18.572 -27.815 1.00 40.11 C +ATOM 3550 O ILE A1112 4.994 19.473 -27.471 1.00 41.74 O +ATOM 3551 CB ILE A1112 2.614 17.819 -26.027 1.00 36.99 C +ATOM 3552 CG1 ILE A1112 1.226 18.047 -25.391 1.00 35.84 C +ATOM 3553 CG2 ILE A1112 3.707 18.065 -24.963 1.00 37.00 C +ATOM 3554 CD1 ILE A1112 0.810 16.938 -24.417 1.00 35.00 C +ATOM 3555 H ILE A1112 1.452 17.199 -28.201 1.00 34.80 H +ATOM 3556 HA ILE A1112 2.514 19.672 -27.148 1.00 34.93 H +ATOM 3557 HB ILE A1112 2.677 16.764 -26.294 1.00 36.99 H +ATOM 3558 HG13 ILE A1112 0.460 18.112 -26.162 1.00 35.84 H +ATOM 3559 HG12 ILE A1112 1.208 19.011 -24.881 1.00 35.84 H +ATOM 3560 HG21 ILE A1112 3.496 17.533 -24.036 1.00 37.00 H +ATOM 3561 HG22 ILE A1112 4.688 17.726 -25.289 1.00 37.00 H +ATOM 3562 HG23 ILE A1112 3.786 19.123 -24.726 1.00 37.00 H +ATOM 3563 HD11 ILE A1112 -0.272 16.926 -24.293 1.00 35.00 H +ATOM 3564 HD12 ILE A1112 1.106 15.951 -24.774 1.00 35.00 H +ATOM 3565 HD13 ILE A1112 1.261 17.086 -23.438 1.00 35.00 H +ATOM 3566 N GLY A1113 4.598 17.509 -28.549 1.00 36.74 N +ATOM 3567 CA GLY A1113 5.986 17.125 -28.807 1.00 38.59 C +ATOM 3568 C GLY A1113 6.458 16.152 -27.712 1.00 41.94 C +ATOM 3569 O GLY A1113 5.723 15.847 -26.772 1.00 39.30 O +ATOM 3570 H GLY A1113 3.896 16.830 -28.812 1.00 36.74 H +ATOM 3571 HA3 GLY A1113 6.645 17.994 -28.846 1.00 38.59 H +ATOM 3572 HA2 GLY A1113 6.038 16.630 -29.777 1.00 38.59 H +ATOM 3573 N ILE A1114 7.697 15.653 -27.849 1.00 41.30 N +ATOM 3574 CA ILE A1114 8.305 14.668 -26.942 1.00 41.02 C +ATOM 3575 C ILE A1114 9.607 15.170 -26.275 1.00 47.14 C +ATOM 3576 O ILE A1114 10.221 14.411 -25.524 1.00 48.03 O +ATOM 3577 CB ILE A1114 8.578 13.319 -27.673 1.00 43.24 C +ATOM 3578 CG1 ILE A1114 9.541 13.438 -28.881 1.00 44.89 C +ATOM 3579 CG2 ILE A1114 7.256 12.629 -28.061 1.00 42.60 C +ATOM 3580 CD1 ILE A1114 10.047 12.085 -29.402 1.00 50.07 C +ATOM 3581 H ILE A1114 8.254 15.920 -28.647 1.00 41.30 H +ATOM 3582 HA ILE A1114 7.632 14.455 -26.109 1.00 41.02 H +ATOM 3583 HB ILE A1114 9.054 12.649 -26.955 1.00 43.24 H +ATOM 3584 HG13 ILE A1114 10.411 14.042 -28.624 1.00 44.89 H +ATOM 3585 HG12 ILE A1114 9.044 13.969 -29.694 1.00 44.89 H +ATOM 3586 HG21 ILE A1114 7.425 11.627 -28.454 1.00 42.60 H +ATOM 3587 HG22 ILE A1114 6.597 12.528 -27.198 1.00 42.60 H +ATOM 3588 HG23 ILE A1114 6.716 13.194 -28.821 1.00 42.60 H +ATOM 3589 HD11 ILE A1114 10.937 12.217 -30.019 1.00 50.07 H +ATOM 3590 HD12 ILE A1114 10.311 11.414 -28.585 1.00 50.07 H +ATOM 3591 HD13 ILE A1114 9.294 11.590 -30.015 1.00 50.07 H +ATOM 3592 N ALA A1115 9.991 16.433 -26.530 1.00 42.26 N +ATOM 3593 CA ALA A1115 11.194 17.067 -25.991 1.00 43.31 C +ATOM 3594 C ALA A1115 10.820 18.401 -25.327 1.00 48.36 C +ATOM 3595 O ALA A1115 11.240 19.462 -25.791 1.00 49.43 O +ATOM 3596 CB ALA A1115 12.223 17.220 -27.127 1.00 45.24 C +ATOM 3597 H ALA A1115 9.424 17.010 -27.133 1.00 42.26 H +ATOM 3598 HA ALA A1115 11.645 16.449 -25.212 1.00 43.31 H +ATOM 3599 HB1 ALA A1115 13.140 17.690 -26.770 1.00 45.24 H +ATOM 3600 HB2 ALA A1115 12.495 16.247 -27.537 1.00 45.24 H +ATOM 3601 HB3 ALA A1115 11.832 17.826 -27.946 1.00 45.24 H +ATOM 3602 N GLN A1116 10.012 18.309 -24.258 1.00 44.35 N +ATOM 3603 CA GLN A1116 9.464 19.450 -23.516 1.00 44.30 C +ATOM 3604 C GLN A1116 9.925 19.478 -22.046 1.00 49.79 C +ATOM 3605 O GLN A1116 9.447 20.327 -21.292 1.00 49.85 O +ATOM 3606 CB GLN A1116 7.918 19.420 -23.615 1.00 44.27 C +ATOM 3607 CG GLN A1116 7.347 19.441 -25.051 1.00 53.29 C +ATOM 3608 CD GLN A1116 7.835 20.599 -25.930 1.00 72.09 C +ATOM 3609 OE1 GLN A1116 8.158 20.396 -27.098 1.00 65.48 O +ATOM 3610 NE2 GLN A1116 7.883 21.818 -25.389 1.00 65.05 N +ATOM 3611 H GLN A1116 9.716 17.395 -23.938 1.00 44.35 H +ATOM 3612 HA GLN A1116 9.827 20.386 -23.941 1.00 44.30 H +ATOM 3613 HB3 GLN A1116 7.499 20.263 -23.064 1.00 44.27 H +ATOM 3614 HB2 GLN A1116 7.541 18.532 -23.106 1.00 44.27 H +ATOM 3615 HG3 GLN A1116 6.262 19.478 -25.007 1.00 53.29 H +ATOM 3616 HG2 GLN A1116 7.588 18.503 -25.555 1.00 53.29 H +ATOM 3617 HE22 GLN A1116 8.200 22.601 -25.942 1.00 65.05 H +ATOM 3618 HE21 GLN A1116 7.607 21.967 -24.430 1.00 65.05 H +ATOM 3619 N GLY A1117 10.844 18.574 -21.657 1.00 46.41 N +ATOM 3620 CA GLY A1117 11.368 18.465 -20.296 1.00 44.66 C +ATOM 3621 C GLY A1117 10.279 17.930 -19.358 1.00 42.63 C +ATOM 3622 O GLY A1117 9.610 16.945 -19.673 1.00 37.23 O +ATOM 3623 H GLY A1117 11.190 17.910 -22.334 1.00 46.41 H +ATOM 3624 HA3 GLY A1117 11.738 19.434 -19.957 1.00 44.66 H +ATOM 3625 HA2 GLY A1117 12.213 17.776 -20.293 1.00 44.66 H +ATOM 3626 N GLN A1118 10.122 18.593 -18.202 1.00 39.82 N +ATOM 3627 CA GLN A1118 9.103 18.311 -17.187 1.00 38.37 C +ATOM 3628 C GLN A1118 7.702 18.861 -17.532 1.00 40.30 C +ATOM 3629 O GLN A1118 6.772 18.611 -16.767 1.00 41.07 O +ATOM 3630 CB GLN A1118 9.579 18.887 -15.835 1.00 41.27 C +ATOM 3631 CG GLN A1118 10.836 18.198 -15.270 1.00 52.25 C +ATOM 3632 CD GLN A1118 11.326 18.877 -13.990 1.00 66.80 C +ATOM 3633 OE1 GLN A1118 11.669 20.058 -14.005 1.00 64.29 O +ATOM 3634 NE2 GLN A1118 11.383 18.133 -12.884 1.00 50.92 N +ATOM 3635 H GLN A1118 10.710 19.396 -18.014 1.00 39.82 H +ATOM 3636 HA GLN A1118 9.006 17.229 -17.079 1.00 38.37 H +ATOM 3637 HB3 GLN A1118 8.784 18.797 -15.092 1.00 41.27 H +ATOM 3638 HB2 GLN A1118 9.757 19.958 -15.946 1.00 41.27 H +ATOM 3639 HG3 GLN A1118 11.650 18.234 -15.995 1.00 52.25 H +ATOM 3640 HG2 GLN A1118 10.632 17.142 -15.085 1.00 52.25 H +ATOM 3641 HE22 GLN A1118 11.710 18.541 -12.020 1.00 50.92 H +ATOM 3642 HE21 GLN A1118 11.099 17.164 -12.899 1.00 50.92 H +ATOM 3643 N MET A1119 7.569 19.615 -18.638 1.00 34.93 N +ATOM 3644 CA MET A1119 6.375 20.393 -18.980 1.00 34.58 C +ATOM 3645 C MET A1119 5.309 19.636 -19.797 1.00 34.58 C +ATOM 3646 O MET A1119 4.432 20.303 -20.340 1.00 34.71 O +ATOM 3647 CB MET A1119 6.788 21.702 -19.694 1.00 38.63 C +ATOM 3648 CG MET A1119 7.827 22.543 -18.940 1.00 44.95 C +ATOM 3649 SD MET A1119 8.154 24.140 -19.731 1.00 52.97 S +ATOM 3650 CE MET A1119 9.330 24.826 -18.536 1.00 51.70 C +ATOM 3651 H MET A1119 8.371 19.756 -19.237 1.00 34.93 H +ATOM 3652 HA MET A1119 5.885 20.689 -18.052 1.00 34.58 H +ATOM 3653 HB3 MET A1119 5.908 22.328 -19.853 1.00 38.63 H +ATOM 3654 HB2 MET A1119 7.169 21.473 -20.690 1.00 38.63 H +ATOM 3655 HG3 MET A1119 8.773 22.006 -18.862 1.00 44.95 H +ATOM 3656 HG2 MET A1119 7.483 22.729 -17.922 1.00 44.95 H +ATOM 3657 HE1 MET A1119 9.653 25.818 -18.853 1.00 51.70 H +ATOM 3658 HE2 MET A1119 8.868 24.912 -17.553 1.00 51.70 H +ATOM 3659 HE3 MET A1119 10.208 24.186 -18.455 1.00 51.70 H +ATOM 3660 N THR A1120 5.357 18.294 -19.887 1.00 29.62 N +ATOM 3661 CA THR A1120 4.382 17.500 -20.655 1.00 28.01 C +ATOM 3662 C THR A1120 2.922 17.666 -20.173 1.00 30.48 C +ATOM 3663 O THR A1120 2.044 17.875 -21.008 1.00 31.09 O +ATOM 3664 CB THR A1120 4.714 15.984 -20.657 1.00 32.05 C +ATOM 3665 OG1 THR A1120 6.047 15.796 -21.089 1.00 33.94 O +ATOM 3666 CG2 THR A1120 3.806 15.122 -21.558 1.00 34.10 C +ATOM 3667 H THR A1120 6.099 17.780 -19.434 1.00 29.62 H +ATOM 3668 HA THR A1120 4.429 17.856 -21.687 1.00 28.01 H +ATOM 3669 HB THR A1120 4.654 15.596 -19.640 1.00 32.05 H +ATOM 3670 HG1 THR A1120 6.086 15.941 -22.042 1.00 33.94 H +ATOM 3671 HG21 THR A1120 4.157 14.090 -21.595 1.00 34.10 H +ATOM 3672 HG22 THR A1120 2.778 15.093 -21.197 1.00 34.10 H +ATOM 3673 HG23 THR A1120 3.789 15.501 -22.580 1.00 34.10 H +ATOM 3674 N VAL A1121 2.703 17.617 -18.846 1.00 28.98 N +ATOM 3675 CA VAL A1121 1.392 17.805 -18.215 1.00 29.28 C +ATOM 3676 C VAL A1121 0.911 19.271 -18.238 1.00 34.54 C +ATOM 3677 O VAL A1121 -0.286 19.494 -18.411 1.00 33.68 O +ATOM 3678 CB VAL A1121 1.377 17.249 -16.760 1.00 33.58 C +ATOM 3679 CG1 VAL A1121 0.177 17.681 -15.888 1.00 33.26 C +ATOM 3680 CG2 VAL A1121 1.457 15.714 -16.784 1.00 32.88 C +ATOM 3681 H VAL A1121 3.476 17.441 -18.218 1.00 28.98 H +ATOM 3682 HA VAL A1121 0.669 17.224 -18.791 1.00 29.28 H +ATOM 3683 HB VAL A1121 2.275 17.603 -16.253 1.00 33.58 H +ATOM 3684 HG11 VAL A1121 0.163 17.145 -14.938 1.00 33.26 H +ATOM 3685 HG12 VAL A1121 0.205 18.744 -15.644 1.00 33.26 H +ATOM 3686 HG13 VAL A1121 -0.765 17.478 -16.396 1.00 33.26 H +ATOM 3687 HG21 VAL A1121 1.485 15.304 -15.775 1.00 32.88 H +ATOM 3688 HG22 VAL A1121 0.594 15.285 -17.294 1.00 32.88 H +ATOM 3689 HG23 VAL A1121 2.350 15.362 -17.300 1.00 32.88 H +ATOM 3690 N LEU A1122 1.842 20.235 -18.115 1.00 32.43 N +ATOM 3691 CA LEU A1122 1.585 21.672 -18.261 1.00 33.01 C +ATOM 3692 C LEU A1122 1.097 22.028 -19.675 1.00 36.61 C +ATOM 3693 O LEU A1122 0.147 22.792 -19.813 1.00 35.87 O +ATOM 3694 CB LEU A1122 2.865 22.455 -17.871 1.00 35.17 C +ATOM 3695 CG LEU A1122 2.831 23.990 -18.076 1.00 42.10 C +ATOM 3696 CD1 LEU A1122 1.697 24.666 -17.275 1.00 43.87 C +ATOM 3697 CD2 LEU A1122 4.213 24.615 -17.788 1.00 45.28 C +ATOM 3698 H LEU A1122 2.802 19.973 -17.936 1.00 32.43 H +ATOM 3699 HA LEU A1122 0.790 21.933 -17.561 1.00 33.01 H +ATOM 3700 HB3 LEU A1122 3.699 22.056 -18.448 1.00 35.17 H +ATOM 3701 HB2 LEU A1122 3.102 22.243 -16.827 1.00 35.17 H +ATOM 3702 HG LEU A1122 2.640 24.189 -19.131 1.00 42.10 H +ATOM 3703 HD11 LEU A1122 2.023 25.573 -16.765 1.00 43.87 H +ATOM 3704 HD12 LEU A1122 0.879 24.954 -17.937 1.00 43.87 H +ATOM 3705 HD13 LEU A1122 1.280 24.004 -16.515 1.00 43.87 H +ATOM 3706 HD21 LEU A1122 4.553 25.207 -18.639 1.00 45.28 H +ATOM 3707 HD22 LEU A1122 4.206 25.272 -16.919 1.00 45.28 H +ATOM 3708 HD23 LEU A1122 4.975 23.858 -17.601 1.00 45.28 H +ATOM 3709 N ARG A1123 1.746 21.445 -20.692 1.00 32.17 N +ATOM 3710 CA ARG A1123 1.467 21.679 -22.105 1.00 32.60 C +ATOM 3711 C ARG A1123 0.200 20.951 -22.588 1.00 33.95 C +ATOM 3712 O ARG A1123 -0.493 21.472 -23.462 1.00 32.13 O +ATOM 3713 CB ARG A1123 2.736 21.303 -22.888 1.00 37.04 C +ATOM 3714 CG ARG A1123 2.892 21.997 -24.254 1.00 59.77 C +ATOM 3715 CD ARG A1123 4.363 22.141 -24.691 1.00 74.58 C +ATOM 3716 NE ARG A1123 5.119 23.067 -23.819 1.00 91.08 N +ATOM 3717 CZ ARG A1123 5.295 24.392 -23.966 1.00107.84 C +ATOM 3718 NH1 ARG A1123 4.844 25.057 -25.040 1.00 95.16 N +ATOM 3719 NH2 ARG A1123 5.939 25.067 -23.005 1.00 96.44 N1+ +ATOM 3720 H ARG A1123 2.526 20.832 -20.491 1.00 32.17 H +ATOM 3721 HA ARG A1123 1.305 22.752 -22.216 1.00 32.60 H +ATOM 3722 HB3 ARG A1123 2.821 20.221 -22.983 1.00 37.04 H +ATOM 3723 HB2 ARG A1123 3.583 21.603 -22.275 1.00 37.04 H +ATOM 3724 HG3 ARG A1123 2.490 23.004 -24.140 1.00 59.77 H +ATOM 3725 HG2 ARG A1123 2.293 21.525 -25.033 1.00 59.77 H +ATOM 3726 HD3 ARG A1123 4.461 22.348 -25.756 1.00 74.58 H +ATOM 3727 HD2 ARG A1123 4.854 21.184 -24.530 1.00 74.58 H +ATOM 3728 HE ARG A1123 5.455 22.651 -22.962 1.00 91.08 H +ATOM 3729 HH12 ARG A1123 4.979 26.054 -25.126 1.00 95.16 H +ATOM 3730 HH11 ARG A1123 4.356 24.557 -25.770 1.00 95.16 H +ATOM 3731 HH22 ARG A1123 6.066 26.066 -23.080 1.00 96.44 H +ATOM 3732 HH21 ARG A1123 6.276 24.592 -22.179 1.00 96.44 H +ATOM 3733 N LEU A1124 -0.112 19.805 -21.954 1.00 29.63 N +ATOM 3734 CA LEU A1124 -1.388 19.096 -22.055 1.00 27.63 C +ATOM 3735 C LEU A1124 -2.543 19.916 -21.454 1.00 32.17 C +ATOM 3736 O LEU A1124 -3.597 19.988 -22.075 1.00 30.80 O +ATOM 3737 CB LEU A1124 -1.248 17.704 -21.396 1.00 26.83 C +ATOM 3738 CG LEU A1124 -2.516 16.823 -21.323 1.00 30.02 C +ATOM 3739 CD1 LEU A1124 -3.141 16.553 -22.711 1.00 28.94 C +ATOM 3740 CD2 LEU A1124 -2.214 15.525 -20.543 1.00 30.63 C +ATOM 3741 H LEU A1124 0.538 19.434 -21.274 1.00 29.63 H +ATOM 3742 HA LEU A1124 -1.597 18.955 -23.116 1.00 27.63 H +ATOM 3743 HB3 LEU A1124 -0.887 17.844 -20.379 1.00 26.83 H +ATOM 3744 HB2 LEU A1124 -0.465 17.145 -21.905 1.00 26.83 H +ATOM 3745 HG LEU A1124 -3.267 17.355 -20.740 1.00 30.02 H +ATOM 3746 HD11 LEU A1124 -3.376 15.502 -22.874 1.00 28.94 H +ATOM 3747 HD12 LEU A1124 -4.075 17.103 -22.827 1.00 28.94 H +ATOM 3748 HD13 LEU A1124 -2.488 16.857 -23.527 1.00 28.94 H +ATOM 3749 HD21 LEU A1124 -2.585 14.631 -21.039 1.00 30.63 H +ATOM 3750 HD22 LEU A1124 -1.145 15.379 -20.382 1.00 30.63 H +ATOM 3751 HD23 LEU A1124 -2.678 15.549 -19.558 1.00 30.63 H +ATOM 3752 N THR A1125 -2.322 20.555 -20.291 1.00 30.97 N +ATOM 3753 CA THR A1125 -3.292 21.455 -19.661 1.00 31.58 C +ATOM 3754 C THR A1125 -3.564 22.701 -20.526 1.00 35.29 C +ATOM 3755 O THR A1125 -4.728 23.042 -20.712 1.00 34.46 O +ATOM 3756 CB THR A1125 -2.835 21.924 -18.252 1.00 40.93 C +ATOM 3757 OG1 THR A1125 -2.671 20.794 -17.421 1.00 39.64 O +ATOM 3758 CG2 THR A1125 -3.789 22.892 -17.526 1.00 41.19 C +ATOM 3759 H THR A1125 -1.430 20.452 -19.824 1.00 30.97 H +ATOM 3760 HA THR A1125 -4.231 20.908 -19.552 1.00 31.58 H +ATOM 3761 HB THR A1125 -1.860 22.404 -18.322 1.00 40.93 H +ATOM 3762 HG1 THR A1125 -1.976 20.241 -17.794 1.00 39.64 H +ATOM 3763 HG21 THR A1125 -3.407 23.132 -16.535 1.00 41.19 H +ATOM 3764 HG22 THR A1125 -3.900 23.840 -18.054 1.00 41.19 H +ATOM 3765 HG23 THR A1125 -4.782 22.457 -17.407 1.00 41.19 H +ATOM 3766 N GLU A1126 -2.501 23.309 -21.082 1.00 33.17 N +ATOM 3767 CA GLU A1126 -2.564 24.482 -21.955 1.00 34.02 C +ATOM 3768 C GLU A1126 -3.392 24.279 -23.235 1.00 37.28 C +ATOM 3769 O GLU A1126 -4.216 25.145 -23.522 1.00 35.08 O +ATOM 3770 CB GLU A1126 -1.143 24.993 -22.262 1.00 36.83 C +ATOM 3771 CG GLU A1126 -0.506 25.747 -21.070 1.00 44.51 C +ATOM 3772 CD GLU A1126 0.990 26.084 -21.204 1.00 58.80 C +ATOM 3773 OE1 GLU A1126 1.481 26.792 -20.298 1.00 49.54 O +ATOM 3774 OE2 GLU A1126 1.634 25.646 -22.185 1.00 45.75 O1- +ATOM 3775 H GLU A1126 -1.572 22.967 -20.873 1.00 33.17 H +ATOM 3776 HA GLU A1126 -3.075 25.262 -21.386 1.00 34.02 H +ATOM 3777 HB3 GLU A1126 -1.153 25.649 -23.133 1.00 36.83 H +ATOM 3778 HB2 GLU A1126 -0.524 24.139 -22.539 1.00 36.83 H +ATOM 3779 HG3 GLU A1126 -0.641 25.179 -20.151 1.00 44.51 H +ATOM 3780 HG2 GLU A1126 -1.051 26.680 -20.919 1.00 44.51 H +ATOM 3781 N LEU A1127 -3.213 23.152 -23.954 1.00 34.11 N +ATOM 3782 CA LEU A1127 -4.014 22.845 -25.150 1.00 33.79 C +ATOM 3783 C LEU A1127 -5.491 22.548 -24.835 1.00 35.23 C +ATOM 3784 O LEU A1127 -6.346 22.943 -25.626 1.00 34.81 O +ATOM 3785 CB LEU A1127 -3.321 21.794 -26.055 1.00 33.69 C +ATOM 3786 CG LEU A1127 -3.213 20.336 -25.549 1.00 37.11 C +ATOM 3787 CD1 LEU A1127 -4.490 19.501 -25.786 1.00 35.27 C +ATOM 3788 CD2 LEU A1127 -1.978 19.633 -26.146 1.00 40.08 C +ATOM 3789 H LEU A1127 -2.527 22.467 -23.671 1.00 34.11 H +ATOM 3790 HA LEU A1127 -4.026 23.762 -25.744 1.00 33.79 H +ATOM 3791 HB3 LEU A1127 -2.314 22.167 -26.235 1.00 33.69 H +ATOM 3792 HB2 LEU A1127 -3.792 21.791 -27.039 1.00 33.69 H +ATOM 3793 HG LEU A1127 -3.048 20.386 -24.476 1.00 37.11 H +ATOM 3794 HD11 LEU A1127 -4.753 18.940 -24.890 1.00 35.27 H +ATOM 3795 HD12 LEU A1127 -5.351 20.108 -26.056 1.00 35.27 H +ATOM 3796 HD13 LEU A1127 -4.367 18.778 -26.592 1.00 35.27 H +ATOM 3797 HD21 LEU A1127 -2.160 18.585 -26.384 1.00 40.08 H +ATOM 3798 HD22 LEU A1127 -1.629 20.117 -27.058 1.00 40.08 H +ATOM 3799 HD23 LEU A1127 -1.156 19.657 -25.433 1.00 40.08 H +ATOM 3800 N LEU A1128 -5.779 21.925 -23.675 1.00 30.68 N +ATOM 3801 CA LEU A1128 -7.149 21.698 -23.203 1.00 29.82 C +ATOM 3802 C LEU A1128 -7.868 23.003 -22.796 1.00 37.95 C +ATOM 3803 O LEU A1128 -9.078 23.099 -23.001 1.00 37.53 O +ATOM 3804 CB LEU A1128 -7.182 20.679 -22.042 1.00 28.63 C +ATOM 3805 CG LEU A1128 -6.730 19.245 -22.401 1.00 31.65 C +ATOM 3806 CD1 LEU A1128 -6.586 18.387 -21.126 1.00 31.42 C +ATOM 3807 CD2 LEU A1128 -7.611 18.567 -23.467 1.00 31.56 C +ATOM 3808 H LEU A1128 -5.032 21.625 -23.062 1.00 30.68 H +ATOM 3809 HA LEU A1128 -7.696 21.275 -24.042 1.00 29.82 H +ATOM 3810 HB3 LEU A1128 -8.195 20.625 -21.642 1.00 28.63 H +ATOM 3811 HB2 LEU A1128 -6.560 21.058 -21.229 1.00 28.63 H +ATOM 3812 HG LEU A1128 -5.745 19.305 -22.850 1.00 31.65 H +ATOM 3813 HD11 LEU A1128 -5.551 18.077 -20.987 1.00 31.42 H +ATOM 3814 HD12 LEU A1128 -6.877 18.930 -20.226 1.00 31.42 H +ATOM 3815 HD13 LEU A1128 -7.192 17.482 -21.154 1.00 31.42 H +ATOM 3816 HD21 LEU A1128 -7.634 17.483 -23.356 1.00 31.56 H +ATOM 3817 HD22 LEU A1128 -8.638 18.927 -23.434 1.00 31.56 H +ATOM 3818 HD23 LEU A1128 -7.222 18.763 -24.465 1.00 31.56 H +ATOM 3819 N GLU A1129 -7.122 23.993 -22.277 1.00 37.30 N +ATOM 3820 CA GLU A1129 -7.628 25.331 -21.956 1.00 38.66 C +ATOM 3821 C GLU A1129 -7.904 26.197 -23.204 1.00 42.10 C +ATOM 3822 O GLU A1129 -8.801 27.037 -23.141 1.00 42.78 O +ATOM 3823 CB GLU A1129 -6.670 26.032 -20.967 1.00 41.41 C +ATOM 3824 CG GLU A1129 -6.622 25.388 -19.556 1.00 54.54 C +ATOM 3825 CD GLU A1129 -7.801 25.679 -18.612 1.00 90.90 C +ATOM 3826 OE1 GLU A1129 -8.677 26.501 -18.958 1.00 94.26 O +ATOM 3827 OE2 GLU A1129 -7.797 25.060 -17.524 1.00 91.13 O1- +ATOM 3828 H GLU A1129 -6.137 23.838 -22.107 1.00 37.30 H +ATOM 3829 HA GLU A1129 -8.591 25.207 -21.456 1.00 38.66 H +ATOM 3830 HB3 GLU A1129 -6.907 27.094 -20.890 1.00 41.41 H +ATOM 3831 HB2 GLU A1129 -5.662 26.002 -21.380 1.00 41.41 H +ATOM 3832 HG3 GLU A1129 -5.711 25.719 -19.055 1.00 54.54 H +ATOM 3833 HG2 GLU A1129 -6.543 24.307 -19.642 1.00 54.54 H +ATOM 3834 N ARG A1130 -7.195 25.946 -24.324 1.00 37.87 N +ATOM 3835 CA ARG A1130 -7.499 26.535 -25.639 1.00 37.84 C +ATOM 3836 C ARG A1130 -8.697 25.873 -26.351 1.00 41.63 C +ATOM 3837 O ARG A1130 -9.138 26.406 -27.369 1.00 42.60 O +ATOM 3838 CB ARG A1130 -6.265 26.498 -26.566 1.00 37.09 C +ATOM 3839 CG ARG A1130 -5.073 27.342 -26.080 1.00 43.14 C +ATOM 3840 CD ARG A1130 -4.008 27.588 -27.166 1.00 47.74 C +ATOM 3841 NE ARG A1130 -3.331 26.356 -27.610 1.00 51.85 N +ATOM 3842 CZ ARG A1130 -2.239 25.772 -27.088 1.00 60.61 C +ATOM 3843 NH1 ARG A1130 -1.609 26.260 -26.010 1.00 54.41 N +ATOM 3844 NH2 ARG A1130 -1.770 24.664 -27.673 1.00 41.74 N1+ +ATOM 3845 H ARG A1130 -6.458 25.254 -24.302 1.00 37.87 H +ATOM 3846 HA ARG A1130 -7.769 27.582 -25.491 1.00 37.84 H +ATOM 3847 HB3 ARG A1130 -6.554 26.873 -27.549 1.00 37.09 H +ATOM 3848 HB2 ARG A1130 -5.950 25.465 -26.724 1.00 37.09 H +ATOM 3849 HG3 ARG A1130 -4.609 26.808 -25.257 1.00 43.14 H +ATOM 3850 HG2 ARG A1130 -5.394 28.295 -25.660 1.00 43.14 H +ATOM 3851 HD3 ARG A1130 -3.308 28.371 -26.873 1.00 47.74 H +ATOM 3852 HD2 ARG A1130 -4.508 27.966 -28.058 1.00 47.74 H +ATOM 3853 HE ARG A1130 -3.771 25.882 -28.391 1.00 51.85 H +ATOM 3854 HH12 ARG A1130 -0.771 25.815 -25.659 1.00 54.41 H +ATOM 3855 HH11 ARG A1130 -1.965 27.084 -25.548 1.00 54.41 H +ATOM 3856 HH22 ARG A1130 -0.975 24.169 -27.288 1.00 41.74 H +ATOM 3857 HH21 ARG A1130 -2.235 24.287 -28.490 1.00 41.74 H +ATOM 3858 N GLY A1131 -9.207 24.747 -25.824 1.00 36.22 N +ATOM 3859 CA GLY A1131 -10.366 24.048 -26.376 1.00 35.40 C +ATOM 3860 C GLY A1131 -9.974 22.960 -27.390 1.00 37.10 C +ATOM 3861 O GLY A1131 -10.871 22.416 -28.034 1.00 36.00 O +ATOM 3862 H GLY A1131 -8.801 24.371 -24.979 1.00 36.22 H +ATOM 3863 HA3 GLY A1131 -11.060 24.747 -26.845 1.00 35.40 H +ATOM 3864 HA2 GLY A1131 -10.909 23.585 -25.554 1.00 35.40 H +ATOM 3865 N GLU A1132 -8.676 22.623 -27.532 1.00 32.13 N +ATOM 3866 CA GLU A1132 -8.205 21.537 -28.397 1.00 31.71 C +ATOM 3867 C GLU A1132 -8.525 20.162 -27.793 1.00 33.67 C +ATOM 3868 O GLU A1132 -8.257 19.935 -26.613 1.00 31.64 O +ATOM 3869 CB GLU A1132 -6.694 21.640 -28.670 1.00 33.82 C +ATOM 3870 CG GLU A1132 -6.247 22.982 -29.287 1.00 48.90 C +ATOM 3871 CD GLU A1132 -4.778 23.022 -29.744 1.00 65.96 C +ATOM 3872 OE1 GLU A1132 -4.195 21.948 -30.019 1.00 51.67 O +ATOM 3873 OE2 GLU A1132 -4.249 24.151 -29.826 1.00 68.15 O1- +ATOM 3874 H GLU A1132 -7.970 23.086 -26.976 1.00 32.13 H +ATOM 3875 HA GLU A1132 -8.720 21.634 -29.353 1.00 31.71 H +ATOM 3876 HB3 GLU A1132 -6.426 20.815 -29.330 1.00 33.82 H +ATOM 3877 HB2 GLU A1132 -6.135 21.468 -27.752 1.00 33.82 H +ATOM 3878 HG3 GLU A1132 -6.417 23.786 -28.569 1.00 48.90 H +ATOM 3879 HG2 GLU A1132 -6.869 23.208 -30.154 1.00 48.90 H +ATOM 3880 N ARG A1133 -9.080 19.277 -28.631 1.00 30.19 N +ATOM 3881 CA ARG A1133 -9.515 17.933 -28.263 1.00 28.71 C +ATOM 3882 C ARG A1133 -8.945 16.892 -29.230 1.00 31.32 C +ATOM 3883 O ARG A1133 -8.505 17.230 -30.331 1.00 31.52 O +ATOM 3884 CB ARG A1133 -11.063 17.876 -28.305 1.00 28.69 C +ATOM 3885 CG ARG A1133 -11.789 18.793 -27.309 1.00 29.69 C +ATOM 3886 CD ARG A1133 -11.505 18.482 -25.831 1.00 29.80 C +ATOM 3887 NE ARG A1133 -12.141 19.468 -24.947 1.00 30.88 N +ATOM 3888 CZ ARG A1133 -11.592 20.560 -24.393 1.00 38.38 C +ATOM 3889 NH1 ARG A1133 -10.317 20.890 -24.594 1.00 29.25 N +ATOM 3890 NH2 ARG A1133 -12.340 21.342 -23.612 1.00 30.33 N1+ +ATOM 3891 H ARG A1133 -9.223 19.537 -29.599 1.00 30.19 H +ATOM 3892 HA ARG A1133 -9.150 17.666 -27.270 1.00 28.71 H +ATOM 3893 HB3 ARG A1133 -11.401 16.856 -28.123 1.00 28.69 H +ATOM 3894 HB2 ARG A1133 -11.407 18.118 -29.312 1.00 28.69 H +ATOM 3895 HG3 ARG A1133 -12.848 18.588 -27.471 1.00 29.69 H +ATOM 3896 HG2 ARG A1133 -11.659 19.851 -27.538 1.00 29.69 H +ATOM 3897 HD3 ARG A1133 -10.455 18.302 -25.603 1.00 29.80 H +ATOM 3898 HD2 ARG A1133 -12.018 17.554 -25.586 1.00 29.80 H +ATOM 3899 HE ARG A1133 -13.129 19.321 -24.780 1.00 30.88 H +ATOM 3900 HH12 ARG A1133 -9.923 21.702 -24.135 1.00 29.25 H +ATOM 3901 HH11 ARG A1133 -9.733 20.336 -25.209 1.00 29.25 H +ATOM 3902 HH22 ARG A1133 -11.950 22.154 -23.148 1.00 30.33 H +ATOM 3903 HH21 ARG A1133 -13.297 21.079 -23.419 1.00 30.33 H +ATOM 3904 N LEU A1134 -9.055 15.621 -28.811 1.00 26.90 N +ATOM 3905 CA LEU A1134 -8.918 14.425 -29.644 1.00 26.48 C +ATOM 3906 C LEU A1134 -9.928 14.480 -30.815 1.00 31.07 C +ATOM 3907 O LEU A1134 -11.084 14.845 -30.581 1.00 29.22 O +ATOM 3908 CB LEU A1134 -9.227 13.190 -28.766 1.00 25.80 C +ATOM 3909 CG LEU A1134 -8.165 12.863 -27.694 1.00 28.43 C +ATOM 3910 CD1 LEU A1134 -8.717 11.905 -26.614 1.00 27.29 C +ATOM 3911 CD2 LEU A1134 -6.854 12.349 -28.325 1.00 31.24 C +ATOM 3912 H LEU A1134 -9.416 15.453 -27.879 1.00 26.90 H +ATOM 3913 HA LEU A1134 -7.887 14.406 -29.992 1.00 26.48 H +ATOM 3914 HB3 LEU A1134 -9.362 12.309 -29.394 1.00 25.80 H +ATOM 3915 HB2 LEU A1134 -10.189 13.350 -28.280 1.00 25.80 H +ATOM 3916 HG LEU A1134 -7.928 13.796 -27.183 1.00 28.43 H +ATOM 3917 HD11 LEU A1134 -8.755 12.402 -25.644 1.00 27.29 H +ATOM 3918 HD12 LEU A1134 -9.729 11.570 -26.840 1.00 27.29 H +ATOM 3919 HD13 LEU A1134 -8.107 11.011 -26.487 1.00 27.29 H +ATOM 3920 HD21 LEU A1134 -5.992 12.885 -27.926 1.00 31.24 H +ATOM 3921 HD22 LEU A1134 -6.697 11.289 -28.144 1.00 31.24 H +ATOM 3922 HD23 LEU A1134 -6.840 12.471 -29.408 1.00 31.24 H +ATOM 3923 N PRO A1135 -9.478 14.161 -32.051 1.00 29.27 N +ATOM 3924 CA PRO A1135 -10.320 14.269 -33.257 1.00 29.71 C +ATOM 3925 C PRO A1135 -11.484 13.263 -33.276 1.00 33.63 C +ATOM 3926 O PRO A1135 -11.495 12.320 -32.486 1.00 33.51 O +ATOM 3927 CB PRO A1135 -9.324 14.011 -34.400 1.00 32.38 C +ATOM 3928 CG PRO A1135 -8.283 13.086 -33.794 1.00 35.83 C +ATOM 3929 CD PRO A1135 -8.159 13.605 -32.368 1.00 30.45 C +ATOM 3930 HA PRO A1135 -10.734 15.274 -33.346 1.00 29.71 H +ATOM 3931 HB3 PRO A1135 -8.853 14.953 -34.686 1.00 32.38 H +ATOM 3932 HB2 PRO A1135 -9.779 13.590 -35.298 1.00 32.38 H +ATOM 3933 HG3 PRO A1135 -7.340 13.077 -34.339 1.00 35.83 H +ATOM 3934 HG2 PRO A1135 -8.673 12.068 -33.776 1.00 35.83 H +ATOM 3935 HD2 PRO A1135 -7.859 12.805 -31.691 1.00 30.45 H +ATOM 3936 HD3 PRO A1135 -7.419 14.404 -32.314 1.00 30.45 H +ATOM 3937 N ARG A1136 -12.446 13.482 -34.185 1.00 30.63 N +ATOM 3938 CA ARG A1136 -13.533 12.542 -34.459 1.00 30.68 C +ATOM 3939 C ARG A1136 -12.962 11.261 -35.110 1.00 36.51 C +ATOM 3940 O ARG A1136 -12.376 11.380 -36.188 1.00 36.37 O +ATOM 3941 CB ARG A1136 -14.560 13.241 -35.376 1.00 28.69 C +ATOM 3942 CG ARG A1136 -15.806 12.379 -35.679 1.00 33.51 C +ATOM 3943 CD ARG A1136 -16.847 13.056 -36.590 1.00 37.56 C +ATOM 3944 NE ARG A1136 -16.358 13.227 -37.972 1.00 52.22 N +ATOM 3945 CZ ARG A1136 -16.281 12.291 -38.939 1.00 71.16 C +ATOM 3946 NH1 ARG A1136 -15.733 12.618 -40.115 1.00 60.58 N +ATOM 3947 NH2 ARG A1136 -16.728 11.038 -38.774 1.00 53.25 N1+ +ATOM 3948 H ARG A1136 -12.389 14.291 -34.792 1.00 30.63 H +ATOM 3949 HA ARG A1136 -14.039 12.330 -33.523 1.00 30.68 H +ATOM 3950 HB3 ARG A1136 -14.076 13.535 -36.309 1.00 28.69 H +ATOM 3951 HB2 ARG A1136 -14.883 14.169 -34.905 1.00 28.69 H +ATOM 3952 HG3 ARG A1136 -16.278 12.004 -34.771 1.00 33.51 H +ATOM 3953 HG2 ARG A1136 -15.454 11.489 -36.199 1.00 33.51 H +ATOM 3954 HD3 ARG A1136 -16.998 14.074 -36.231 1.00 37.56 H +ATOM 3955 HD2 ARG A1136 -17.825 12.577 -36.532 1.00 37.56 H +ATOM 3956 HE ARG A1136 -15.982 14.141 -38.177 1.00 52.22 H +ATOM 3957 HH12 ARG A1136 -15.652 11.923 -40.844 1.00 60.58 H +ATOM 3958 HH11 ARG A1136 -15.382 13.551 -40.280 1.00 60.58 H +ATOM 3959 HH22 ARG A1136 -16.634 10.363 -39.522 1.00 53.25 H +ATOM 3960 HH21 ARG A1136 -17.185 10.766 -37.912 1.00 53.25 H +ATOM 3961 N PRO A1137 -13.133 10.074 -34.473 1.00 34.19 N +ATOM 3962 CA PRO A1137 -12.794 8.777 -35.100 1.00 34.79 C +ATOM 3963 C PRO A1137 -13.518 8.551 -36.438 1.00 39.69 C +ATOM 3964 O PRO A1137 -14.654 9.000 -36.591 1.00 37.63 O +ATOM 3965 CB PRO A1137 -13.235 7.730 -34.059 1.00 35.61 C +ATOM 3966 CG PRO A1137 -13.270 8.479 -32.741 1.00 38.50 C +ATOM 3967 CD PRO A1137 -13.716 9.872 -33.145 1.00 34.62 C +ATOM 3968 HA PRO A1137 -11.711 8.740 -35.234 1.00 34.79 H +ATOM 3969 HB3 PRO A1137 -12.572 6.866 -34.029 1.00 35.61 H +ATOM 3970 HB2 PRO A1137 -14.230 7.351 -34.286 1.00 35.61 H +ATOM 3971 HG3 PRO A1137 -12.259 8.534 -32.343 1.00 38.50 H +ATOM 3972 HG2 PRO A1137 -13.904 8.021 -31.984 1.00 38.50 H +ATOM 3973 HD2 PRO A1137 -14.802 9.926 -33.221 1.00 34.62 H +ATOM 3974 HD3 PRO A1137 -13.386 10.595 -32.401 1.00 34.62 H +ATOM 3975 N ASP A1138 -12.853 7.868 -37.383 1.00 39.28 N +ATOM 3976 CA ASP A1138 -13.426 7.546 -38.693 1.00 41.69 C +ATOM 3977 C ASP A1138 -14.685 6.666 -38.532 1.00 47.14 C +ATOM 3978 O ASP A1138 -14.612 5.633 -37.867 1.00 46.83 O +ATOM 3979 CB ASP A1138 -12.387 6.871 -39.624 1.00 45.59 C +ATOM 3980 CG ASP A1138 -12.841 6.652 -41.080 1.00 68.02 C +ATOM 3981 OD1 ASP A1138 -13.557 7.527 -41.620 1.00 70.17 O +ATOM 3982 OD2 ASP A1138 -12.365 5.662 -41.676 1.00 78.75 O1- +ATOM 3983 H ASP A1138 -11.925 7.516 -37.195 1.00 39.28 H +ATOM 3984 HA ASP A1138 -13.719 8.501 -39.135 1.00 41.69 H +ATOM 3985 HB3 ASP A1138 -12.074 5.921 -39.186 1.00 45.59 H +ATOM 3986 HB2 ASP A1138 -11.481 7.478 -39.648 1.00 45.59 H +ATOM 3987 N LYS A1139 -15.800 7.116 -39.131 1.00 45.46 N +ATOM 3988 CA LYS A1139 -17.138 6.507 -39.107 1.00 46.10 C +ATOM 3989 C LYS A1139 -17.911 6.699 -37.781 1.00 48.03 C +ATOM 3990 O LYS A1139 -19.010 6.158 -37.663 1.00 49.27 O +ATOM 3991 CB LYS A1139 -17.123 5.027 -39.585 1.00 50.14 C +ATOM 3992 CG LYS A1139 -16.482 4.798 -40.972 1.00 69.71 C +ATOM 3993 CD LYS A1139 -17.332 5.278 -42.167 1.00 83.93 C +ATOM 3994 CE LYS A1139 -18.382 4.259 -42.647 1.00 98.25 C +ATOM 3995 NZ LYS A1139 -17.770 3.130 -43.374 1.00107.70 N1+ +ATOM 3996 H LYS A1139 -15.734 7.966 -39.674 1.00 45.46 H +ATOM 3997 HA LYS A1139 -17.712 7.081 -39.834 1.00 46.10 H +ATOM 3998 HB3 LYS A1139 -18.137 4.626 -39.598 1.00 50.14 H +ATOM 3999 HB2 LYS A1139 -16.590 4.415 -38.858 1.00 50.14 H +ATOM 4000 HG3 LYS A1139 -16.252 3.738 -41.079 1.00 69.71 H +ATOM 4001 HG2 LYS A1139 -15.512 5.290 -41.017 1.00 69.71 H +ATOM 4002 HD3 LYS A1139 -16.672 5.557 -42.990 1.00 83.93 H +ATOM 4003 HD2 LYS A1139 -17.850 6.199 -41.901 1.00 83.93 H +ATOM 4004 HE3 LYS A1139 -19.082 4.749 -43.326 1.00 98.25 H +ATOM 4005 HE2 LYS A1139 -18.968 3.879 -41.809 1.00 98.25 H +ATOM 4006 HZ1 LYS A1139 -17.132 2.641 -42.762 1.00107.70 H +ATOM 4007 HZ2 LYS A1139 -18.490 2.494 -43.686 1.00107.70 H +ATOM 4008 HZ3 LYS A1139 -17.261 3.480 -44.174 1.00107.70 H +ATOM 4009 N CYS A1140 -17.379 7.501 -36.836 1.00 40.64 N +ATOM 4010 CA CYS A1140 -18.096 7.964 -35.642 1.00 37.44 C +ATOM 4011 C CYS A1140 -19.135 9.023 -36.075 1.00 40.28 C +ATOM 4012 O CYS A1140 -18.716 10.015 -36.674 1.00 40.75 O +ATOM 4013 CB CYS A1140 -17.119 8.571 -34.608 1.00 35.57 C +ATOM 4014 SG CYS A1140 -17.956 9.233 -33.132 1.00 37.88 S +ATOM 4015 H CYS A1140 -16.464 7.904 -36.986 1.00 40.64 H +ATOM 4016 HA CYS A1140 -18.547 7.094 -35.169 1.00 37.44 H +ATOM 4017 HB3 CYS A1140 -16.551 9.391 -35.044 1.00 35.57 H +ATOM 4018 HB2 CYS A1140 -16.407 7.814 -34.285 1.00 35.57 H +ATOM 4019 HG CYS A1140 -18.601 10.222 -33.759 1.00 37.88 H +ATOM 4020 N PRO A1141 -20.442 8.825 -35.776 1.00 34.69 N +ATOM 4021 CA PRO A1141 -21.483 9.846 -36.018 1.00 34.83 C +ATOM 4022 C PRO A1141 -21.161 11.214 -35.391 1.00 36.98 C +ATOM 4023 O PRO A1141 -20.604 11.262 -34.294 1.00 34.16 O +ATOM 4024 CB PRO A1141 -22.754 9.238 -35.404 1.00 36.57 C +ATOM 4025 CG PRO A1141 -22.512 7.741 -35.389 1.00 40.74 C +ATOM 4026 CD PRO A1141 -21.014 7.635 -35.148 1.00 36.09 C +ATOM 4027 HA PRO A1141 -21.603 9.941 -37.099 1.00 34.83 H +ATOM 4028 HB3 PRO A1141 -23.645 9.500 -35.973 1.00 36.57 H +ATOM 4029 HB2 PRO A1141 -22.903 9.592 -34.384 1.00 36.57 H +ATOM 4030 HG3 PRO A1141 -22.751 7.330 -36.371 1.00 40.74 H +ATOM 4031 HG2 PRO A1141 -23.108 7.209 -34.648 1.00 40.74 H +ATOM 4032 HD2 PRO A1141 -20.788 7.650 -34.081 1.00 36.09 H +ATOM 4033 HD3 PRO A1141 -20.634 6.709 -35.576 1.00 36.09 H +ATOM 4034 N ALA A1142 -21.496 12.292 -36.118 1.00 34.46 N +ATOM 4035 CA ALA A1142 -21.237 13.677 -35.716 1.00 34.01 C +ATOM 4036 C ALA A1142 -21.858 14.063 -34.363 1.00 35.94 C +ATOM 4037 O ALA A1142 -21.196 14.741 -33.582 1.00 33.77 O +ATOM 4038 CB ALA A1142 -21.717 14.626 -36.823 1.00 35.94 C +ATOM 4039 H ALA A1142 -21.956 12.168 -37.008 1.00 34.46 H +ATOM 4040 HA ALA A1142 -20.155 13.788 -35.623 1.00 34.01 H +ATOM 4041 HB1 ALA A1142 -21.528 15.667 -36.559 1.00 35.94 H +ATOM 4042 HB2 ALA A1142 -21.199 14.427 -37.761 1.00 35.94 H +ATOM 4043 HB3 ALA A1142 -22.788 14.519 -37.005 1.00 35.94 H +ATOM 4044 N GLU A1143 -23.085 13.585 -34.095 1.00 34.04 N +ATOM 4045 CA GLU A1143 -23.816 13.835 -32.853 1.00 34.34 C +ATOM 4046 C GLU A1143 -23.305 12.992 -31.664 1.00 35.13 C +ATOM 4047 O GLU A1143 -23.390 13.458 -30.528 1.00 31.94 O +ATOM 4048 CB GLU A1143 -25.318 13.650 -33.135 1.00 37.10 C +ATOM 4049 CG GLU A1143 -26.246 14.080 -31.978 1.00 51.53 C +ATOM 4050 CD GLU A1143 -27.740 14.125 -32.340 1.00 70.35 C +ATOM 4051 OE1 GLU A1143 -28.153 13.422 -33.291 1.00 77.38 O +ATOM 4052 OE2 GLU A1143 -28.460 14.869 -31.638 1.00 51.45 O1- +ATOM 4053 H GLU A1143 -23.564 13.026 -34.790 1.00 34.04 H +ATOM 4054 HA GLU A1143 -23.664 14.883 -32.589 1.00 34.34 H +ATOM 4055 HB3 GLU A1143 -25.505 12.606 -33.385 1.00 37.10 H +ATOM 4056 HB2 GLU A1143 -25.577 14.225 -34.027 1.00 37.10 H +ATOM 4057 HG3 GLU A1143 -25.936 15.065 -31.626 1.00 51.53 H +ATOM 4058 HG2 GLU A1143 -26.129 13.400 -31.134 1.00 51.53 H +ATOM 4059 N VAL A1144 -22.731 11.805 -31.940 1.00 32.23 N +ATOM 4060 CA VAL A1144 -22.009 10.987 -30.957 1.00 30.46 C +ATOM 4061 C VAL A1144 -20.648 11.617 -30.584 1.00 31.37 C +ATOM 4062 O VAL A1144 -20.236 11.503 -29.430 1.00 28.93 O +ATOM 4063 CB VAL A1144 -21.807 9.523 -31.459 1.00 34.90 C +ATOM 4064 CG1 VAL A1144 -20.858 8.650 -30.606 1.00 34.06 C +ATOM 4065 CG2 VAL A1144 -23.162 8.803 -31.593 1.00 35.48 C +ATOM 4066 H VAL A1144 -22.686 11.488 -32.898 1.00 32.23 H +ATOM 4067 HA VAL A1144 -22.610 10.949 -30.046 1.00 30.46 H +ATOM 4068 HB VAL A1144 -21.371 9.566 -32.457 1.00 34.90 H +ATOM 4069 HG11 VAL A1144 -20.841 7.622 -30.969 1.00 34.06 H +ATOM 4070 HG12 VAL A1144 -19.827 9.004 -30.638 1.00 34.06 H +ATOM 4071 HG13 VAL A1144 -21.173 8.625 -29.562 1.00 34.06 H +ATOM 4072 HG21 VAL A1144 -23.040 7.798 -31.997 1.00 35.48 H +ATOM 4073 HG22 VAL A1144 -23.654 8.713 -30.625 1.00 35.48 H +ATOM 4074 HG23 VAL A1144 -23.843 9.336 -32.256 1.00 35.48 H +ATOM 4075 N TYR A1145 -20.010 12.320 -31.540 1.00 28.72 N +ATOM 4076 CA TYR A1145 -18.815 13.130 -31.305 1.00 28.17 C +ATOM 4077 C TYR A1145 -19.111 14.402 -30.483 1.00 32.85 C +ATOM 4078 O TYR A1145 -18.270 14.789 -29.676 1.00 32.29 O +ATOM 4079 CB TYR A1145 -18.111 13.449 -32.643 1.00 29.44 C +ATOM 4080 CG TYR A1145 -16.805 14.215 -32.495 1.00 31.74 C +ATOM 4081 CD1 TYR A1145 -15.727 13.605 -31.826 1.00 33.16 C +ATOM 4082 CD2 TYR A1145 -16.667 15.532 -32.980 1.00 33.69 C +ATOM 4083 CE1 TYR A1145 -14.533 14.312 -31.597 1.00 33.08 C +ATOM 4084 CE2 TYR A1145 -15.457 16.230 -32.785 1.00 34.55 C +ATOM 4085 CZ TYR A1145 -14.395 15.627 -32.079 1.00 36.66 C +ATOM 4086 OH TYR A1145 -13.233 16.310 -31.864 1.00 35.20 O +ATOM 4087 H TYR A1145 -20.399 12.353 -32.473 1.00 28.72 H +ATOM 4088 HA TYR A1145 -18.129 12.519 -30.716 1.00 28.17 H +ATOM 4089 HB3 TYR A1145 -18.775 14.007 -33.302 1.00 29.44 H +ATOM 4090 HB2 TYR A1145 -17.894 12.516 -33.163 1.00 29.44 H +ATOM 4091 HD1 TYR A1145 -15.827 12.586 -31.495 1.00 33.16 H +ATOM 4092 HD2 TYR A1145 -17.486 16.012 -33.496 1.00 33.69 H +ATOM 4093 HE1 TYR A1145 -13.720 13.833 -31.071 1.00 33.08 H +ATOM 4094 HE2 TYR A1145 -15.352 17.237 -33.161 1.00 34.55 H +ATOM 4095 HH TYR A1145 -12.591 15.787 -31.372 1.00 35.20 H +ATOM 4096 N HIS A1146 -20.303 15.000 -30.665 1.00 31.34 N +ATOM 4097 CA HIS A1146 -20.779 16.145 -29.881 1.00 31.80 C +ATOM 4098 C HIS A1146 -21.146 15.778 -28.433 1.00 32.90 C +ATOM 4099 O HIS A1146 -20.947 16.611 -27.550 1.00 31.97 O +ATOM 4100 CB HIS A1146 -21.955 16.843 -30.592 1.00 33.81 C +ATOM 4101 CG HIS A1146 -21.650 17.391 -31.965 1.00 37.86 C +ATOM 4102 ND1 HIS A1146 -22.623 17.473 -32.968 1.00 40.76 N +ATOM 4103 CD2 HIS A1146 -20.458 17.881 -32.464 1.00 39.65 C +ATOM 4104 CE1 HIS A1146 -21.991 17.984 -34.016 1.00 40.91 C +ATOM 4105 NE2 HIS A1146 -20.706 18.244 -33.776 1.00 40.63 N +ATOM 4106 H HIS A1146 -20.940 14.639 -31.363 1.00 31.34 H +ATOM 4107 HA HIS A1146 -19.959 16.864 -29.820 1.00 31.80 H +ATOM 4108 HB3 HIS A1146 -22.316 17.675 -29.985 1.00 33.81 H +ATOM 4109 HB2 HIS A1146 -22.794 16.152 -30.679 1.00 33.81 H +ATOM 4110 HD2 HIS A1146 -19.485 17.986 -32.008 1.00 39.65 H +ATOM 4111 HE1 HIS A1146 -22.472 18.171 -34.965 1.00 40.91 H +ATOM 4112 HE2 HIS A1146 -20.043 18.638 -34.428 1.00 40.63 H +ATOM 4113 N LEU A1147 -21.611 14.536 -28.202 1.00 29.07 N +ATOM 4114 CA LEU A1147 -21.778 13.940 -26.872 1.00 28.56 C +ATOM 4115 C LEU A1147 -20.424 13.756 -26.160 1.00 31.25 C +ATOM 4116 O LEU A1147 -20.338 13.997 -24.958 1.00 29.28 O +ATOM 4117 CB LEU A1147 -22.590 12.626 -27.011 1.00 29.23 C +ATOM 4118 CG LEU A1147 -22.817 11.793 -25.720 1.00 34.50 C +ATOM 4119 CD1 LEU A1147 -24.077 10.917 -25.842 1.00 34.68 C +ATOM 4120 CD2 LEU A1147 -21.606 10.922 -25.312 1.00 36.84 C +ATOM 4121 H LEU A1147 -21.788 13.924 -28.986 1.00 29.07 H +ATOM 4122 HA LEU A1147 -22.369 14.632 -26.270 1.00 28.56 H +ATOM 4123 HB3 LEU A1147 -22.149 11.983 -27.771 1.00 29.23 H +ATOM 4124 HB2 LEU A1147 -23.558 12.917 -27.419 1.00 29.23 H +ATOM 4125 HG LEU A1147 -23.013 12.499 -24.911 1.00 34.50 H +ATOM 4126 HD11 LEU A1147 -24.525 10.753 -24.862 1.00 34.68 H +ATOM 4127 HD12 LEU A1147 -24.837 11.371 -26.478 1.00 34.68 H +ATOM 4128 HD13 LEU A1147 -23.850 9.940 -26.269 1.00 34.68 H +ATOM 4129 HD21 LEU A1147 -21.884 9.888 -25.107 1.00 36.84 H +ATOM 4130 HD22 LEU A1147 -20.841 10.896 -26.088 1.00 36.84 H +ATOM 4131 HD23 LEU A1147 -21.140 11.306 -24.405 1.00 36.84 H +ATOM 4132 N MET A1148 -19.396 13.361 -26.929 1.00 29.35 N +ATOM 4133 CA MET A1148 -18.014 13.182 -26.484 1.00 30.67 C +ATOM 4134 C MET A1148 -17.339 14.513 -26.107 1.00 31.09 C +ATOM 4135 O MET A1148 -16.638 14.554 -25.099 1.00 28.70 O +ATOM 4136 CB MET A1148 -17.240 12.431 -27.592 1.00 34.60 C +ATOM 4137 CG MET A1148 -16.460 11.203 -27.102 1.00 40.60 C +ATOM 4138 SD MET A1148 -16.144 9.982 -28.405 1.00 46.94 S +ATOM 4139 CE MET A1148 -14.969 10.895 -29.430 1.00 42.17 C +ATOM 4140 H MET A1148 -19.567 13.172 -27.907 1.00 29.35 H +ATOM 4141 HA MET A1148 -18.055 12.563 -25.586 1.00 30.67 H +ATOM 4142 HB3 MET A1148 -16.552 13.112 -28.095 1.00 34.60 H +ATOM 4143 HB2 MET A1148 -17.922 12.103 -28.375 1.00 34.60 H +ATOM 4144 HG3 MET A1148 -17.018 10.688 -26.320 1.00 40.60 H +ATOM 4145 HG2 MET A1148 -15.515 11.514 -26.657 1.00 40.60 H +ATOM 4146 HE1 MET A1148 -14.862 10.415 -30.402 1.00 42.17 H +ATOM 4147 HE2 MET A1148 -15.302 11.918 -29.569 1.00 42.17 H +ATOM 4148 HE3 MET A1148 -13.997 10.931 -28.953 1.00 42.17 H +ATOM 4149 N LYS A1149 -17.598 15.580 -26.886 1.00 27.88 N +ATOM 4150 CA LYS A1149 -17.154 16.946 -26.595 1.00 27.39 C +ATOM 4151 C LYS A1149 -17.917 17.609 -25.435 1.00 30.73 C +ATOM 4152 O LYS A1149 -17.329 18.451 -24.759 1.00 30.19 O +ATOM 4153 CB LYS A1149 -17.207 17.818 -27.865 1.00 30.13 C +ATOM 4154 CG LYS A1149 -16.108 17.472 -28.889 1.00 40.57 C +ATOM 4155 CD LYS A1149 -15.915 18.539 -29.980 1.00 49.92 C +ATOM 4156 CE LYS A1149 -15.173 19.793 -29.484 1.00 55.31 C +ATOM 4157 NZ LYS A1149 -14.911 20.746 -30.577 1.00 61.18 N1+ +ATOM 4158 H LYS A1149 -18.158 15.460 -27.720 1.00 27.88 H +ATOM 4159 HA LYS A1149 -16.112 16.888 -26.279 1.00 27.39 H +ATOM 4160 HB3 LYS A1149 -17.079 18.859 -27.571 1.00 30.13 H +ATOM 4161 HB2 LYS A1149 -18.193 17.764 -28.329 1.00 30.13 H +ATOM 4162 HG3 LYS A1149 -16.348 16.522 -29.364 1.00 40.57 H +ATOM 4163 HG2 LYS A1149 -15.157 17.313 -28.382 1.00 40.57 H +ATOM 4164 HD3 LYS A1149 -16.890 18.818 -30.383 1.00 49.92 H +ATOM 4165 HD2 LYS A1149 -15.361 18.095 -30.805 1.00 49.92 H +ATOM 4166 HE3 LYS A1149 -14.215 19.514 -29.049 1.00 55.31 H +ATOM 4167 HE2 LYS A1149 -15.743 20.306 -28.710 1.00 55.31 H +ATOM 4168 HZ1 LYS A1149 -14.403 21.541 -30.215 1.00 61.18 H +ATOM 4169 HZ2 LYS A1149 -14.362 20.296 -31.294 1.00 61.18 H +ATOM 4170 HZ3 LYS A1149 -15.788 21.058 -30.970 1.00 61.18 H +ATOM 4171 N ASN A1150 -19.178 17.207 -25.195 1.00 27.52 N +ATOM 4172 CA ASN A1150 -19.961 17.623 -24.027 1.00 27.53 C +ATOM 4173 C ASN A1150 -19.491 16.903 -22.745 1.00 29.61 C +ATOM 4174 O ASN A1150 -19.527 17.504 -21.674 1.00 29.79 O +ATOM 4175 CB ASN A1150 -21.466 17.425 -24.321 1.00 28.97 C +ATOM 4176 CG ASN A1150 -22.410 17.975 -23.243 1.00 41.34 C +ATOM 4177 OD1 ASN A1150 -23.302 17.265 -22.787 1.00 34.75 O +ATOM 4178 ND2 ASN A1150 -22.230 19.234 -22.833 1.00 35.14 N +ATOM 4179 H ASN A1150 -19.616 16.537 -25.812 1.00 27.52 H +ATOM 4180 HA ASN A1150 -19.788 18.690 -23.883 1.00 27.53 H +ATOM 4181 HB3 ASN A1150 -21.683 16.367 -24.477 1.00 28.97 H +ATOM 4182 HB2 ASN A1150 -21.722 17.929 -25.254 1.00 28.97 H +ATOM 4183 HD22 ASN A1150 -22.824 19.619 -22.112 1.00 35.14 H +ATOM 4184 HD21 ASN A1150 -21.495 19.813 -23.220 1.00 35.14 H +ATOM 4185 N CYS A1151 -18.978 15.668 -22.883 1.00 24.02 N +ATOM 4186 CA CYS A1151 -18.226 14.967 -21.839 1.00 24.87 C +ATOM 4187 C CYS A1151 -16.843 15.601 -21.590 1.00 28.35 C +ATOM 4188 O CYS A1151 -16.282 15.363 -20.527 1.00 26.56 O +ATOM 4189 CB CYS A1151 -18.067 13.466 -22.147 1.00 25.12 C +ATOM 4190 SG CYS A1151 -19.666 12.631 -21.997 1.00 29.56 S +ATOM 4191 H CYS A1151 -19.008 15.218 -23.787 1.00 24.02 H +ATOM 4192 HA CYS A1151 -18.778 15.060 -20.903 1.00 24.87 H +ATOM 4193 HB3 CYS A1151 -17.376 12.992 -21.451 1.00 25.12 H +ATOM 4194 HB2 CYS A1151 -17.671 13.297 -23.146 1.00 25.12 H +ATOM 4195 HG CYS A1151 -20.221 13.209 -23.068 1.00 29.56 H +ATOM 4196 N TRP A1152 -16.334 16.407 -22.539 1.00 24.56 N +ATOM 4197 CA TRP A1152 -15.064 17.120 -22.440 1.00 24.31 C +ATOM 4198 C TRP A1152 -15.252 18.648 -22.357 1.00 28.86 C +ATOM 4199 O TRP A1152 -14.462 19.368 -22.962 1.00 29.11 O +ATOM 4200 CB TRP A1152 -14.150 16.769 -23.635 1.00 23.52 C +ATOM 4201 CG TRP A1152 -13.769 15.351 -23.905 1.00 23.91 C +ATOM 4202 CD1 TRP A1152 -13.464 14.411 -22.983 1.00 26.64 C +ATOM 4203 CD2 TRP A1152 -13.493 14.748 -25.205 1.00 24.07 C +ATOM 4204 NE1 TRP A1152 -13.028 13.271 -23.624 1.00 25.72 N +ATOM 4205 CE2 TRP A1152 -13.021 13.419 -24.996 1.00 26.84 C +ATOM 4206 CE3 TRP A1152 -13.581 15.195 -26.545 1.00 25.78 C +ATOM 4207 CZ2 TRP A1152 -12.651 12.581 -26.063 1.00 25.92 C +ATOM 4208 CZ3 TRP A1152 -13.229 14.360 -27.624 1.00 27.26 C +ATOM 4209 CH2 TRP A1152 -12.760 13.055 -27.383 1.00 27.17 C +ATOM 4210 H TRP A1152 -16.861 16.563 -23.386 1.00 24.56 H +ATOM 4211 HA TRP A1152 -14.549 16.820 -21.531 1.00 24.31 H +ATOM 4212 HB3 TRP A1152 -13.195 17.278 -23.504 1.00 23.52 H +ATOM 4213 HB2 TRP A1152 -14.587 17.165 -24.551 1.00 23.52 H +ATOM 4214 HD1 TRP A1152 -13.530 14.552 -21.914 1.00 26.64 H +ATOM 4215 HE1 TRP A1152 -12.743 12.443 -23.118 1.00 25.72 H +ATOM 4216 HE3 TRP A1152 -13.922 16.199 -26.746 1.00 25.78 H +ATOM 4217 HZ2 TRP A1152 -12.280 11.586 -25.875 1.00 25.92 H +ATOM 4218 HZ3 TRP A1152 -13.304 14.727 -28.637 1.00 27.26 H +ATOM 4219 HH2 TRP A1152 -12.468 12.425 -28.209 1.00 27.17 H +ATOM 4220 N GLU A1153 -16.243 19.166 -21.612 1.00 25.75 N +ATOM 4221 CA GLU A1153 -16.288 20.607 -21.306 1.00 26.82 C +ATOM 4222 C GLU A1153 -15.165 20.957 -20.317 1.00 30.62 C +ATOM 4223 O GLU A1153 -14.982 20.213 -19.355 1.00 26.79 O +ATOM 4224 CB GLU A1153 -17.661 21.015 -20.731 1.00 28.38 C +ATOM 4225 CG GLU A1153 -18.853 20.780 -21.684 1.00 35.13 C +ATOM 4226 CD GLU A1153 -19.078 21.826 -22.787 1.00 54.88 C +ATOM 4227 OE1 GLU A1153 -18.283 22.786 -22.903 1.00 51.30 O +ATOM 4228 OE2 GLU A1153 -20.072 21.633 -23.523 1.00 50.04 O1- +ATOM 4229 H GLU A1153 -16.909 18.570 -21.143 1.00 25.75 H +ATOM 4230 HA GLU A1153 -16.126 21.170 -22.227 1.00 26.82 H +ATOM 4231 HB3 GLU A1153 -17.632 22.059 -20.419 1.00 28.38 H +ATOM 4232 HB2 GLU A1153 -17.847 20.473 -19.807 1.00 28.38 H +ATOM 4233 HG3 GLU A1153 -19.767 20.707 -21.096 1.00 35.13 H +ATOM 4234 HG2 GLU A1153 -18.736 19.816 -22.172 1.00 35.13 H +ATOM 4235 N THR A1154 -14.438 22.064 -20.561 1.00 30.88 N +ATOM 4236 CA THR A1154 -13.383 22.571 -19.668 1.00 31.88 C +ATOM 4237 C THR A1154 -13.939 22.913 -18.271 1.00 35.93 C +ATOM 4238 O THR A1154 -13.325 22.547 -17.269 1.00 35.75 O +ATOM 4239 CB THR A1154 -12.699 23.849 -20.233 1.00 43.66 C +ATOM 4240 OG1 THR A1154 -12.085 23.555 -21.471 1.00 44.97 O +ATOM 4241 CG2 THR A1154 -11.623 24.496 -19.338 1.00 43.44 C +ATOM 4242 H THR A1154 -14.652 22.640 -21.363 1.00 30.88 H +ATOM 4243 HA THR A1154 -12.631 21.787 -19.556 1.00 31.88 H +ATOM 4244 HB THR A1154 -13.464 24.600 -20.437 1.00 43.66 H +ATOM 4245 HG1 THR A1154 -11.510 24.290 -21.702 1.00 44.97 H +ATOM 4246 HG21 THR A1154 -11.136 25.325 -19.853 1.00 43.44 H +ATOM 4247 HG22 THR A1154 -12.041 24.904 -18.417 1.00 43.44 H +ATOM 4248 HG23 THR A1154 -10.847 23.781 -19.063 1.00 43.44 H +ATOM 4249 N GLU A1155 -15.129 23.536 -18.254 1.00 34.13 N +ATOM 4250 CA GLU A1155 -15.937 23.784 -17.069 1.00 35.75 C +ATOM 4251 C GLU A1155 -16.604 22.467 -16.627 1.00 37.89 C +ATOM 4252 O GLU A1155 -17.335 21.863 -17.414 1.00 35.58 O +ATOM 4253 CB GLU A1155 -16.967 24.873 -17.437 1.00 38.82 C +ATOM 4254 CG GLU A1155 -17.778 25.452 -16.258 1.00 56.26 C +ATOM 4255 CD GLU A1155 -17.038 26.450 -15.348 1.00 89.36 C +ATOM 4256 OE1 GLU A1155 -15.839 26.728 -15.577 1.00 94.02 O +ATOM 4257 OE2 GLU A1155 -17.704 26.925 -14.403 1.00 89.74 O1- +ATOM 4258 H GLU A1155 -15.563 23.781 -19.134 1.00 34.13 H +ATOM 4259 HA GLU A1155 -15.283 24.149 -16.275 1.00 35.75 H +ATOM 4260 HB3 GLU A1155 -17.672 24.451 -18.153 1.00 38.82 H +ATOM 4261 HB2 GLU A1155 -16.479 25.683 -17.982 1.00 38.82 H +ATOM 4262 HG3 GLU A1155 -18.176 24.641 -15.648 1.00 56.26 H +ATOM 4263 HG2 GLU A1155 -18.645 25.972 -16.663 1.00 56.26 H +ATOM 4264 N ALA A1156 -16.319 22.041 -15.385 1.00 35.19 N +ATOM 4265 CA ALA A1156 -16.766 20.766 -14.818 1.00 35.22 C +ATOM 4266 C ALA A1156 -18.288 20.639 -14.646 1.00 38.77 C +ATOM 4267 O ALA A1156 -18.817 19.540 -14.816 1.00 37.90 O +ATOM 4268 CB ALA A1156 -16.044 20.526 -13.484 1.00 36.33 C +ATOM 4269 H ALA A1156 -15.724 22.604 -14.793 1.00 35.19 H +ATOM 4270 HA ALA A1156 -16.466 19.984 -15.513 1.00 35.22 H +ATOM 4271 HB1 ALA A1156 -16.329 19.570 -13.043 1.00 36.33 H +ATOM 4272 HB2 ALA A1156 -14.962 20.512 -13.622 1.00 36.33 H +ATOM 4273 HB3 ALA A1156 -16.273 21.306 -12.757 1.00 36.33 H +ATOM 4274 N SER A1157 -18.958 21.763 -14.341 1.00 35.61 N +ATOM 4275 CA SER A1157 -20.409 21.866 -14.176 1.00 35.08 C +ATOM 4276 C SER A1157 -21.211 21.665 -15.479 1.00 37.46 C +ATOM 4277 O SER A1157 -22.359 21.228 -15.400 1.00 37.36 O +ATOM 4278 CB SER A1157 -20.732 23.206 -13.483 1.00 40.33 C +ATOM 4279 OG SER A1157 -20.526 24.317 -14.335 1.00 48.92 O +ATOM 4280 H SER A1157 -18.442 22.623 -14.209 1.00 35.61 H +ATOM 4281 HA SER A1157 -20.705 21.071 -13.490 1.00 35.08 H +ATOM 4282 HB3 SER A1157 -20.130 23.330 -12.582 1.00 40.33 H +ATOM 4283 HB2 SER A1157 -21.774 23.216 -13.163 1.00 40.33 H +ATOM 4284 HG SER A1157 -20.612 25.124 -13.820 1.00 48.92 H +ATOM 4285 N PHE A1158 -20.600 21.963 -16.641 1.00 32.83 N +ATOM 4286 CA PHE A1158 -21.225 21.832 -17.962 1.00 32.10 C +ATOM 4287 C PHE A1158 -21.262 20.383 -18.487 1.00 33.92 C +ATOM 4288 O PHE A1158 -22.027 20.112 -19.414 1.00 31.85 O +ATOM 4289 CB PHE A1158 -20.509 22.753 -18.976 1.00 33.90 C +ATOM 4290 CG PHE A1158 -20.583 24.263 -18.780 1.00 37.34 C +ATOM 4291 CD1 PHE A1158 -21.365 24.870 -17.770 1.00 41.32 C +ATOM 4292 CD2 PHE A1158 -19.866 25.090 -19.671 1.00 39.43 C +ATOM 4293 CE1 PHE A1158 -21.392 26.253 -17.648 1.00 43.51 C +ATOM 4294 CE2 PHE A1158 -19.906 26.471 -19.532 1.00 43.26 C +ATOM 4295 CZ PHE A1158 -20.663 27.049 -18.523 1.00 42.52 C +ATOM 4296 H PHE A1158 -19.654 22.318 -16.628 1.00 32.83 H +ATOM 4297 HA PHE A1158 -22.266 22.152 -17.891 1.00 32.10 H +ATOM 4298 HB3 PHE A1158 -20.891 22.555 -19.979 1.00 33.90 H +ATOM 4299 HB2 PHE A1158 -19.452 22.489 -19.006 1.00 33.90 H +ATOM 4300 HD1 PHE A1158 -21.944 24.280 -17.075 1.00 41.32 H +ATOM 4301 HD2 PHE A1158 -19.276 24.647 -20.460 1.00 39.43 H +ATOM 4302 HE1 PHE A1158 -21.982 26.712 -16.868 1.00 43.51 H +ATOM 4303 HE2 PHE A1158 -19.346 27.095 -20.212 1.00 43.26 H +ATOM 4304 HZ PHE A1158 -20.689 28.124 -18.419 1.00 42.52 H +ATOM 4305 N ARG A1159 -20.451 19.483 -17.901 1.00 27.94 N +ATOM 4306 CA ARG A1159 -20.401 18.062 -18.254 1.00 27.11 C +ATOM 4307 C ARG A1159 -21.635 17.307 -17.701 1.00 29.97 C +ATOM 4308 O ARG A1159 -22.017 17.562 -16.558 1.00 28.45 O +ATOM 4309 CB ARG A1159 -19.085 17.447 -17.725 1.00 27.28 C +ATOM 4310 CG ARG A1159 -17.826 18.123 -18.307 1.00 37.58 C +ATOM 4311 CD ARG A1159 -16.511 17.352 -18.102 1.00 43.51 C +ATOM 4312 NE ARG A1159 -16.026 17.327 -16.716 1.00 43.50 N +ATOM 4313 CZ ARG A1159 -14.971 17.962 -16.172 1.00 45.54 C +ATOM 4314 NH1 ARG A1159 -14.222 18.856 -16.830 1.00 36.88 N +ATOM 4315 NH2 ARG A1159 -14.648 17.676 -14.910 1.00 30.01 N1+ +ATOM 4316 H ARG A1159 -19.858 19.776 -17.138 1.00 27.94 H +ATOM 4317 HA ARG A1159 -20.378 18.025 -19.340 1.00 27.11 H +ATOM 4318 HB3 ARG A1159 -19.064 16.393 -18.001 1.00 27.28 H +ATOM 4319 HB2 ARG A1159 -19.056 17.476 -16.635 1.00 27.28 H +ATOM 4320 HG3 ARG A1159 -17.736 19.090 -17.808 1.00 37.58 H +ATOM 4321 HG2 ARG A1159 -17.947 18.333 -19.368 1.00 37.58 H +ATOM 4322 HD3 ARG A1159 -15.755 17.616 -18.840 1.00 43.51 H +ATOM 4323 HD2 ARG A1159 -16.727 16.298 -18.268 1.00 43.51 H +ATOM 4324 HE ARG A1159 -16.515 16.670 -16.123 1.00 43.50 H +ATOM 4325 HH12 ARG A1159 -13.443 19.305 -16.367 1.00 36.88 H +ATOM 4326 HH11 ARG A1159 -14.479 19.148 -17.766 1.00 36.88 H +ATOM 4327 HH22 ARG A1159 -13.828 18.092 -14.480 1.00 30.01 H +ATOM 4328 HH21 ARG A1159 -15.177 16.993 -14.389 1.00 30.01 H +ATOM 4329 N PRO A1160 -22.245 16.402 -18.505 1.00 26.80 N +ATOM 4330 CA PRO A1160 -23.417 15.614 -18.080 1.00 26.98 C +ATOM 4331 C PRO A1160 -23.023 14.501 -17.094 1.00 32.02 C +ATOM 4332 O PRO A1160 -22.041 13.808 -17.342 1.00 31.35 O +ATOM 4333 CB PRO A1160 -23.937 15.030 -19.406 1.00 28.34 C +ATOM 4334 CG PRO A1160 -22.695 14.855 -20.268 1.00 31.76 C +ATOM 4335 CD PRO A1160 -21.826 16.039 -19.861 1.00 27.47 C +ATOM 4336 HA PRO A1160 -24.178 16.252 -17.628 1.00 26.98 H +ATOM 4337 HB3 PRO A1160 -24.608 15.750 -19.876 1.00 28.34 H +ATOM 4338 HB2 PRO A1160 -24.491 14.098 -19.289 1.00 28.34 H +ATOM 4339 HG3 PRO A1160 -22.907 14.822 -21.337 1.00 31.76 H +ATOM 4340 HG2 PRO A1160 -22.192 13.923 -20.004 1.00 31.76 H +ATOM 4341 HD2 PRO A1160 -20.769 15.781 -19.915 1.00 27.47 H +ATOM 4342 HD3 PRO A1160 -22.012 16.890 -20.516 1.00 27.47 H +ATOM 4343 N THR A1161 -23.789 14.324 -16.007 1.00 29.10 N +ATOM 4344 CA THR A1161 -23.603 13.217 -15.056 1.00 28.91 C +ATOM 4345 C THR A1161 -23.827 11.838 -15.722 1.00 29.63 C +ATOM 4346 O THR A1161 -24.454 11.766 -16.780 1.00 26.66 O +ATOM 4347 CB THR A1161 -24.557 13.351 -13.832 1.00 34.86 C +ATOM 4348 OG1 THR A1161 -25.865 12.856 -14.057 1.00 34.53 O +ATOM 4349 CG2 THR A1161 -24.617 14.763 -13.229 1.00 35.90 C +ATOM 4350 H THR A1161 -24.607 14.901 -15.863 1.00 29.10 H +ATOM 4351 HA THR A1161 -22.573 13.254 -14.697 1.00 28.91 H +ATOM 4352 HB THR A1161 -24.153 12.711 -13.047 1.00 34.86 H +ATOM 4353 HG1 THR A1161 -26.454 13.221 -13.388 1.00 34.53 H +ATOM 4354 HG21 THR A1161 -25.175 14.766 -12.292 1.00 35.90 H +ATOM 4355 HG22 THR A1161 -23.616 15.139 -13.017 1.00 35.90 H +ATOM 4356 HG23 THR A1161 -25.103 15.469 -13.903 1.00 35.90 H +ATOM 4357 N PHE A1162 -23.334 10.762 -15.088 1.00 26.26 N +ATOM 4358 CA PHE A1162 -23.561 9.392 -15.560 1.00 25.89 C +ATOM 4359 C PHE A1162 -25.040 8.966 -15.610 1.00 30.07 C +ATOM 4360 O PHE A1162 -25.403 8.218 -16.515 1.00 29.53 O +ATOM 4361 CB PHE A1162 -22.699 8.388 -14.777 1.00 27.11 C +ATOM 4362 CG PHE A1162 -21.246 8.362 -15.201 1.00 25.98 C +ATOM 4363 CD1 PHE A1162 -20.898 7.838 -16.459 1.00 26.41 C +ATOM 4364 CD2 PHE A1162 -20.245 8.943 -14.402 1.00 27.86 C +ATOM 4365 CE1 PHE A1162 -19.573 7.805 -16.862 1.00 26.21 C +ATOM 4366 CE2 PHE A1162 -18.922 8.912 -14.824 1.00 29.34 C +ATOM 4367 CZ PHE A1162 -18.586 8.329 -16.039 1.00 25.75 C +ATOM 4368 H PHE A1162 -22.822 10.869 -14.222 1.00 26.26 H +ATOM 4369 HA PHE A1162 -23.226 9.366 -16.598 1.00 25.89 H +ATOM 4370 HB3 PHE A1162 -23.079 7.379 -14.930 1.00 27.11 H +ATOM 4371 HB2 PHE A1162 -22.764 8.571 -13.705 1.00 27.11 H +ATOM 4372 HD1 PHE A1162 -21.672 7.455 -17.102 1.00 26.41 H +ATOM 4373 HD2 PHE A1162 -20.507 9.395 -13.461 1.00 27.86 H +ATOM 4374 HE1 PHE A1162 -19.316 7.369 -17.815 1.00 26.21 H +ATOM 4375 HE2 PHE A1162 -18.153 9.342 -14.206 1.00 29.34 H +ATOM 4376 HZ PHE A1162 -17.554 8.293 -16.350 1.00 25.75 H +ATOM 4377 N GLU A1163 -25.873 9.500 -14.699 1.00 27.87 N +ATOM 4378 CA GLU A1163 -27.330 9.355 -14.724 1.00 28.69 C +ATOM 4379 C GLU A1163 -28.021 10.100 -15.882 1.00 33.26 C +ATOM 4380 O GLU A1163 -29.087 9.652 -16.303 1.00 32.51 O +ATOM 4381 CB GLU A1163 -27.927 9.769 -13.366 1.00 31.37 C +ATOM 4382 CG GLU A1163 -27.608 8.760 -12.239 1.00 44.54 C +ATOM 4383 CD GLU A1163 -28.145 9.129 -10.846 1.00 68.84 C +ATOM 4384 OE1 GLU A1163 -28.711 10.233 -10.679 1.00 67.02 O +ATOM 4385 OE2 GLU A1163 -27.958 8.284 -9.944 1.00 62.94 O1- +ATOM 4386 H GLU A1163 -25.498 10.099 -13.976 1.00 27.87 H +ATOM 4387 HA GLU A1163 -27.551 8.297 -14.871 1.00 28.69 H +ATOM 4388 HB3 GLU A1163 -29.009 9.882 -13.452 1.00 31.37 H +ATOM 4389 HB2 GLU A1163 -27.540 10.753 -13.095 1.00 31.37 H +ATOM 4390 HG3 GLU A1163 -26.530 8.625 -12.158 1.00 44.54 H +ATOM 4391 HG2 GLU A1163 -28.013 7.785 -12.512 1.00 44.54 H +ATOM 4392 N ASN A1164 -27.417 11.190 -16.392 1.00 30.86 N +ATOM 4393 CA ASN A1164 -27.882 11.893 -17.596 1.00 30.74 C +ATOM 4394 C ASN A1164 -27.503 11.131 -18.879 1.00 32.00 C +ATOM 4395 O ASN A1164 -28.280 11.151 -19.832 1.00 31.36 O +ATOM 4396 CB ASN A1164 -27.317 13.336 -17.689 1.00 30.05 C +ATOM 4397 CG ASN A1164 -27.571 14.258 -16.490 1.00 41.44 C +ATOM 4398 OD1 ASN A1164 -26.746 15.121 -16.200 1.00 30.45 O +ATOM 4399 ND2 ASN A1164 -28.701 14.110 -15.795 1.00 30.02 N +ATOM 4400 H ASN A1164 -26.552 11.521 -15.984 1.00 30.86 H +ATOM 4401 HA ASN A1164 -28.972 11.954 -17.582 1.00 30.74 H +ATOM 4402 HB3 ASN A1164 -27.734 13.831 -18.567 1.00 30.05 H +ATOM 4403 HB2 ASN A1164 -26.240 13.302 -17.853 1.00 30.05 H +ATOM 4404 HD22 ASN A1164 -28.879 14.703 -14.997 1.00 30.02 H +ATOM 4405 HD21 ASN A1164 -29.374 13.396 -16.037 1.00 30.02 H +ATOM 4406 N LEU A1165 -26.326 10.480 -18.882 1.00 27.37 N +ATOM 4407 CA LEU A1165 -25.766 9.760 -20.028 1.00 26.17 C +ATOM 4408 C LEU A1165 -26.478 8.435 -20.352 1.00 30.32 C +ATOM 4409 O LEU A1165 -26.504 8.068 -21.525 1.00 29.57 O +ATOM 4410 CB LEU A1165 -24.259 9.516 -19.791 1.00 24.98 C +ATOM 4411 CG LEU A1165 -23.381 10.779 -19.932 1.00 27.47 C +ATOM 4412 CD1 LEU A1165 -21.985 10.567 -19.304 1.00 26.17 C +ATOM 4413 CD2 LEU A1165 -23.312 11.261 -21.400 1.00 28.90 C +ATOM 4414 H LEU A1165 -25.739 10.526 -18.060 1.00 27.37 H +ATOM 4415 HA LEU A1165 -25.886 10.396 -20.907 1.00 26.17 H +ATOM 4416 HB3 LEU A1165 -23.883 8.764 -20.486 1.00 24.98 H +ATOM 4417 HB2 LEU A1165 -24.131 9.083 -18.798 1.00 24.98 H +ATOM 4418 HG LEU A1165 -23.853 11.578 -19.359 1.00 27.47 H +ATOM 4419 HD11 LEU A1165 -21.169 10.782 -19.992 1.00 26.17 H +ATOM 4420 HD12 LEU A1165 -21.850 11.218 -18.439 1.00 26.17 H +ATOM 4421 HD13 LEU A1165 -21.842 9.544 -18.956 1.00 26.17 H +ATOM 4422 HD21 LEU A1165 -22.294 11.315 -21.782 1.00 28.90 H +ATOM 4423 HD22 LEU A1165 -23.857 10.602 -22.076 1.00 28.90 H +ATOM 4424 HD23 LEU A1165 -23.747 12.255 -21.501 1.00 28.90 H +ATOM 4425 N ILE A1166 -27.040 7.749 -19.341 1.00 27.97 N +ATOM 4426 CA ILE A1166 -27.745 6.467 -19.487 1.00 28.85 C +ATOM 4427 C ILE A1166 -28.953 6.492 -20.460 1.00 33.75 C +ATOM 4428 O ILE A1166 -28.925 5.705 -21.406 1.00 32.47 O +ATOM 4429 CB ILE A1166 -28.146 5.868 -18.102 1.00 32.86 C +ATOM 4430 CG1 ILE A1166 -26.891 5.392 -17.344 1.00 32.40 C +ATOM 4431 CG2 ILE A1166 -29.182 4.719 -18.139 1.00 34.79 C +ATOM 4432 CD1 ILE A1166 -27.093 5.273 -15.829 1.00 41.27 C +ATOM 4433 H ILE A1166 -26.962 8.109 -18.400 1.00 27.97 H +ATOM 4434 HA ILE A1166 -27.016 5.782 -19.927 1.00 28.85 H +ATOM 4435 HB ILE A1166 -28.578 6.676 -17.513 1.00 32.86 H +ATOM 4436 HG13 ILE A1166 -26.060 6.066 -17.526 1.00 32.40 H +ATOM 4437 HG12 ILE A1166 -26.559 4.439 -17.750 1.00 32.40 H +ATOM 4438 HG21 ILE A1166 -29.368 4.322 -17.141 1.00 34.79 H +ATOM 4439 HG22 ILE A1166 -30.151 5.039 -18.522 1.00 34.79 H +ATOM 4440 HG23 ILE A1166 -28.826 3.895 -18.757 1.00 34.79 H +ATOM 4441 HD11 ILE A1166 -26.139 5.370 -15.317 1.00 41.27 H +ATOM 4442 HD12 ILE A1166 -27.751 6.049 -15.441 1.00 41.27 H +ATOM 4443 HD13 ILE A1166 -27.519 4.310 -15.552 1.00 41.27 H +ATOM 4444 N PRO A1167 -29.961 7.381 -20.270 1.00 32.13 N +ATOM 4445 CA PRO A1167 -31.104 7.471 -21.200 1.00 32.58 C +ATOM 4446 C PRO A1167 -30.756 7.999 -22.606 1.00 34.66 C +ATOM 4447 O PRO A1167 -31.441 7.626 -23.559 1.00 34.80 O +ATOM 4448 CB PRO A1167 -32.110 8.379 -20.476 1.00 35.43 C +ATOM 4449 CG PRO A1167 -31.254 9.243 -19.567 1.00 39.58 C +ATOM 4450 CD PRO A1167 -30.159 8.280 -19.129 1.00 34.49 C +ATOM 4451 HA PRO A1167 -31.550 6.482 -21.322 1.00 32.58 H +ATOM 4452 HB3 PRO A1167 -32.779 7.765 -19.871 1.00 35.43 H +ATOM 4453 HB2 PRO A1167 -32.734 8.973 -21.146 1.00 35.43 H +ATOM 4454 HG3 PRO A1167 -31.803 9.681 -18.734 1.00 39.58 H +ATOM 4455 HG2 PRO A1167 -30.817 10.057 -20.147 1.00 39.58 H +ATOM 4456 HD2 PRO A1167 -29.269 8.825 -18.831 1.00 34.49 H +ATOM 4457 HD3 PRO A1167 -30.503 7.693 -18.277 1.00 34.49 H +ATOM 4458 N ILE A1168 -29.692 8.816 -22.719 1.00 31.51 N +ATOM 4459 CA ILE A1168 -29.174 9.311 -23.996 1.00 32.13 C +ATOM 4460 C ILE A1168 -28.515 8.176 -24.809 1.00 34.20 C +ATOM 4461 O ILE A1168 -28.819 8.042 -25.992 1.00 33.26 O +ATOM 4462 CB ILE A1168 -28.157 10.480 -23.813 1.00 35.61 C +ATOM 4463 CG1 ILE A1168 -28.818 11.695 -23.122 1.00 36.57 C +ATOM 4464 CG2 ILE A1168 -27.491 10.936 -25.133 1.00 37.22 C +ATOM 4465 CD1 ILE A1168 -27.816 12.756 -22.635 1.00 41.21 C +ATOM 4466 H ILE A1168 -29.178 9.087 -21.893 1.00 31.51 H +ATOM 4467 HA ILE A1168 -30.019 9.689 -24.577 1.00 32.13 H +ATOM 4468 HB ILE A1168 -27.363 10.125 -23.154 1.00 35.61 H +ATOM 4469 HG13 ILE A1168 -29.409 11.372 -22.266 1.00 36.57 H +ATOM 4470 HG12 ILE A1168 -29.529 12.160 -23.806 1.00 36.57 H +ATOM 4471 HG21 ILE A1168 -26.825 11.783 -24.973 1.00 37.22 H +ATOM 4472 HG22 ILE A1168 -26.886 10.153 -25.588 1.00 37.22 H +ATOM 4473 HG23 ILE A1168 -28.240 11.243 -25.864 1.00 37.22 H +ATOM 4474 HD11 ILE A1168 -28.223 13.321 -21.796 1.00 41.21 H +ATOM 4475 HD12 ILE A1168 -26.881 12.305 -22.300 1.00 41.21 H +ATOM 4476 HD13 ILE A1168 -27.581 13.469 -23.424 1.00 41.21 H +ATOM 4477 N LEU A1169 -27.664 7.367 -24.155 1.00 29.74 N +ATOM 4478 CA LEU A1169 -26.967 6.225 -24.756 1.00 29.80 C +ATOM 4479 C LEU A1169 -27.885 5.031 -25.075 1.00 35.11 C +ATOM 4480 O LEU A1169 -27.557 4.280 -25.991 1.00 36.14 O +ATOM 4481 CB LEU A1169 -25.777 5.814 -23.865 1.00 29.09 C +ATOM 4482 CG LEU A1169 -24.581 6.789 -23.960 1.00 32.75 C +ATOM 4483 CD1 LEU A1169 -23.587 6.570 -22.808 1.00 32.66 C +ATOM 4484 CD2 LEU A1169 -23.883 6.727 -25.337 1.00 36.03 C +ATOM 4485 H LEU A1169 -27.456 7.545 -23.180 1.00 29.74 H +ATOM 4486 HA LEU A1169 -26.565 6.559 -25.711 1.00 29.80 H +ATOM 4487 HB3 LEU A1169 -25.421 4.823 -24.144 1.00 29.09 H +ATOM 4488 HB2 LEU A1169 -26.125 5.721 -22.835 1.00 29.09 H +ATOM 4489 HG LEU A1169 -24.969 7.801 -23.834 1.00 32.75 H +ATOM 4490 HD11 LEU A1169 -23.208 7.523 -22.440 1.00 32.66 H +ATOM 4491 HD12 LEU A1169 -24.047 6.060 -21.962 1.00 32.66 H +ATOM 4492 HD13 LEU A1169 -22.731 5.971 -23.114 1.00 32.66 H +ATOM 4493 HD21 LEU A1169 -22.797 6.684 -25.255 1.00 36.03 H +ATOM 4494 HD22 LEU A1169 -24.195 5.856 -25.915 1.00 36.03 H +ATOM 4495 HD23 LEU A1169 -24.124 7.609 -25.930 1.00 36.03 H +ATOM 4496 N LYS A1170 -29.028 4.905 -24.376 1.00 32.29 N +ATOM 4497 CA LYS A1170 -30.116 3.981 -24.717 1.00 33.11 C +ATOM 4498 C LYS A1170 -30.825 4.360 -26.028 1.00 37.39 C +ATOM 4499 O LYS A1170 -31.078 3.477 -26.846 1.00 37.67 O +ATOM 4500 CB LYS A1170 -31.124 3.899 -23.551 1.00 37.22 C +ATOM 4501 CG LYS A1170 -30.641 3.002 -22.404 1.00 43.25 C +ATOM 4502 CD LYS A1170 -31.551 3.030 -21.170 1.00 49.41 C +ATOM 4503 CE LYS A1170 -31.093 2.016 -20.108 1.00 57.38 C +ATOM 4504 NZ LYS A1170 -31.915 2.081 -18.888 1.00 64.71 N1+ +ATOM 4505 H LYS A1170 -29.207 5.536 -23.606 1.00 32.29 H +ATOM 4506 HA LYS A1170 -29.678 2.992 -24.863 1.00 33.11 H +ATOM 4507 HB3 LYS A1170 -32.069 3.483 -23.907 1.00 37.22 H +ATOM 4508 HB2 LYS A1170 -31.357 4.899 -23.187 1.00 37.22 H +ATOM 4509 HG3 LYS A1170 -29.633 3.290 -22.111 1.00 43.25 H +ATOM 4510 HG2 LYS A1170 -30.573 1.978 -22.773 1.00 43.25 H +ATOM 4511 HD3 LYS A1170 -32.578 2.820 -21.472 1.00 49.41 H +ATOM 4512 HD2 LYS A1170 -31.550 4.038 -20.751 1.00 49.41 H +ATOM 4513 HE3 LYS A1170 -30.052 2.195 -19.835 1.00 57.38 H +ATOM 4514 HE2 LYS A1170 -31.143 1.003 -20.508 1.00 57.38 H +ATOM 4515 HZ1 LYS A1170 -32.877 1.875 -19.115 1.00 64.71 H +ATOM 4516 HZ2 LYS A1170 -31.574 1.402 -18.221 1.00 64.71 H +ATOM 4517 HZ3 LYS A1170 -31.852 3.005 -18.484 1.00 64.71 H +ATOM 4518 N THR A1171 -31.102 5.663 -26.212 1.00 34.80 N +ATOM 4519 CA THR A1171 -31.738 6.219 -27.411 1.00 35.33 C +ATOM 4520 C THR A1171 -30.800 6.208 -28.638 1.00 39.05 C +ATOM 4521 O THR A1171 -31.260 5.941 -29.748 1.00 39.67 O +ATOM 4522 CB THR A1171 -32.220 7.675 -27.167 1.00 44.81 C +ATOM 4523 OG1 THR A1171 -33.137 7.683 -26.089 1.00 44.59 O +ATOM 4524 CG2 THR A1171 -32.908 8.359 -28.363 1.00 42.98 C +ATOM 4525 H THR A1171 -30.845 6.329 -25.497 1.00 34.80 H +ATOM 4526 HA THR A1171 -32.610 5.604 -27.647 1.00 35.33 H +ATOM 4527 HB THR A1171 -31.373 8.291 -26.863 1.00 44.81 H +ATOM 4528 HG1 THR A1171 -32.663 7.467 -25.282 1.00 44.59 H +ATOM 4529 HG21 THR A1171 -33.310 9.332 -28.077 1.00 42.98 H +ATOM 4530 HG22 THR A1171 -32.218 8.533 -29.189 1.00 42.98 H +ATOM 4531 HG23 THR A1171 -33.736 7.757 -28.739 1.00 42.98 H +ATOM 4532 N VAL A1172 -29.501 6.461 -28.407 1.00 34.64 N +ATOM 4533 CA VAL A1172 -28.437 6.393 -29.409 1.00 35.04 C +ATOM 4534 C VAL A1172 -28.142 4.943 -29.854 1.00 37.21 C +ATOM 4535 O VAL A1172 -27.962 4.722 -31.050 1.00 35.63 O +ATOM 4536 CB VAL A1172 -27.153 7.107 -28.887 1.00 39.11 C +ATOM 4537 CG1 VAL A1172 -25.823 6.718 -29.557 1.00 39.01 C +ATOM 4538 CG2 VAL A1172 -27.323 8.636 -28.939 1.00 39.06 C +ATOM 4539 H VAL A1172 -29.207 6.702 -27.470 1.00 34.64 H +ATOM 4540 HA VAL A1172 -28.785 6.931 -30.293 1.00 35.04 H +ATOM 4541 HB VAL A1172 -27.044 6.843 -27.837 1.00 39.11 H +ATOM 4542 HG11 VAL A1172 -25.005 7.334 -29.184 1.00 39.01 H +ATOM 4543 HG12 VAL A1172 -25.555 5.686 -29.335 1.00 39.01 H +ATOM 4544 HG13 VAL A1172 -25.867 6.841 -30.639 1.00 39.01 H +ATOM 4545 HG21 VAL A1172 -26.478 9.144 -28.472 1.00 39.06 H +ATOM 4546 HG22 VAL A1172 -27.395 8.990 -29.967 1.00 39.06 H +ATOM 4547 HG23 VAL A1172 -28.223 8.960 -28.417 1.00 39.06 H +ATOM 4548 N HIS A1173 -28.170 3.976 -28.917 1.00 33.86 N +ATOM 4549 CA HIS A1173 -28.096 2.540 -29.214 1.00 34.98 C +ATOM 4550 C HIS A1173 -29.277 2.060 -30.084 1.00 39.49 C +ATOM 4551 O HIS A1173 -29.043 1.349 -31.059 1.00 38.50 O +ATOM 4552 CB HIS A1173 -27.984 1.732 -27.901 1.00 35.81 C +ATOM 4553 CG HIS A1173 -28.090 0.234 -28.062 1.00 39.76 C +ATOM 4554 ND1 HIS A1173 -27.102 -0.535 -28.649 1.00 41.19 N +ATOM 4555 CD2 HIS A1173 -29.100 -0.647 -27.743 1.00 42.70 C +ATOM 4556 CE1 HIS A1173 -27.538 -1.797 -28.663 1.00 41.61 C +ATOM 4557 NE2 HIS A1173 -28.744 -1.941 -28.129 1.00 43.01 N +ATOM 4558 H HIS A1173 -28.305 4.222 -27.946 1.00 33.86 H +ATOM 4559 HA HIS A1173 -27.183 2.367 -29.788 1.00 34.98 H +ATOM 4560 HB3 HIS A1173 -28.760 2.045 -27.201 1.00 35.81 H +ATOM 4561 HB2 HIS A1173 -27.032 1.952 -27.414 1.00 35.81 H +ATOM 4562 HD1 HIS A1173 -26.205 -0.215 -28.995 1.00 41.19 H +ATOM 4563 HD2 HIS A1173 -30.059 -0.445 -27.288 1.00 42.70 H +ATOM 4564 HE1 HIS A1173 -26.961 -2.619 -29.062 1.00 41.61 H +ATOM 4565 N GLU A1174 -30.502 2.495 -29.734 1.00 37.68 N +ATOM 4566 CA GLU A1174 -31.744 2.256 -30.476 1.00 39.70 C +ATOM 4567 C GLU A1174 -31.727 2.760 -31.930 1.00 42.94 C +ATOM 4568 O GLU A1174 -32.312 2.102 -32.790 1.00 44.72 O +ATOM 4569 CB GLU A1174 -32.935 2.873 -29.702 1.00 42.32 C +ATOM 4570 CG GLU A1174 -33.555 1.928 -28.651 1.00 60.01 C +ATOM 4571 CD GLU A1174 -34.443 0.805 -29.219 1.00 92.87 C +ATOM 4572 OE1 GLU A1174 -34.832 0.871 -30.407 1.00 94.43 O +ATOM 4573 OE2 GLU A1174 -34.715 -0.138 -28.446 1.00 90.73 O1- +ATOM 4574 H GLU A1174 -30.599 3.061 -28.901 1.00 37.68 H +ATOM 4575 HA GLU A1174 -31.882 1.176 -30.525 1.00 39.70 H +ATOM 4576 HB3 GLU A1174 -33.706 3.247 -30.379 1.00 42.32 H +ATOM 4577 HB2 GLU A1174 -32.594 3.762 -29.175 1.00 42.32 H +ATOM 4578 HG3 GLU A1174 -34.171 2.518 -27.971 1.00 60.01 H +ATOM 4579 HG2 GLU A1174 -32.763 1.493 -28.038 1.00 60.01 H +ATOM 4580 N LYS A1175 -31.050 3.893 -32.178 1.00 37.93 N +ATOM 4581 CA LYS A1175 -30.917 4.504 -33.500 1.00 37.53 C +ATOM 4582 C LYS A1175 -30.053 3.674 -34.468 1.00 41.18 C +ATOM 4583 O LYS A1175 -30.453 3.507 -35.620 1.00 39.68 O +ATOM 4584 CB LYS A1175 -30.402 5.952 -33.337 1.00 38.66 C +ATOM 4585 CG LYS A1175 -30.187 6.714 -34.659 1.00 48.52 C +ATOM 4586 CD LYS A1175 -29.780 8.180 -34.438 1.00 57.93 C +ATOM 4587 CE LYS A1175 -29.465 8.944 -35.737 1.00 71.38 C +ATOM 4588 NZ LYS A1175 -30.655 9.138 -36.585 1.00 86.87 N1+ +ATOM 4589 H LYS A1175 -30.605 4.381 -31.413 1.00 37.93 H +ATOM 4590 HA LYS A1175 -31.920 4.562 -33.929 1.00 37.53 H +ATOM 4591 HB3 LYS A1175 -29.462 5.948 -32.786 1.00 38.66 H +ATOM 4592 HB2 LYS A1175 -31.109 6.507 -32.720 1.00 38.66 H +ATOM 4593 HG3 LYS A1175 -31.100 6.660 -35.253 1.00 48.52 H +ATOM 4594 HG2 LYS A1175 -29.406 6.228 -35.246 1.00 48.52 H +ATOM 4595 HD3 LYS A1175 -28.898 8.205 -33.797 1.00 57.93 H +ATOM 4596 HD2 LYS A1175 -30.561 8.700 -33.881 1.00 57.93 H +ATOM 4597 HE3 LYS A1175 -28.705 8.416 -36.313 1.00 71.38 H +ATOM 4598 HE2 LYS A1175 -29.056 9.926 -35.497 1.00 71.38 H +ATOM 4599 HZ1 LYS A1175 -31.353 9.660 -36.073 1.00 86.87 H +ATOM 4600 HZ2 LYS A1175 -30.398 9.649 -37.418 1.00 86.87 H +ATOM 4601 HZ3 LYS A1175 -31.032 8.238 -36.845 1.00 86.87 H +ATOM 4602 N TYR A1176 -28.889 3.197 -33.995 1.00 37.88 N +ATOM 4603 CA TYR A1176 -27.868 2.567 -34.838 1.00 38.84 C +ATOM 4604 C TYR A1176 -27.921 1.028 -34.865 1.00 43.27 C +ATOM 4605 O TYR A1176 -27.210 0.447 -35.688 1.00 45.60 O +ATOM 4606 CB TYR A1176 -26.473 3.100 -34.436 1.00 39.66 C +ATOM 4607 CG TYR A1176 -26.302 4.594 -34.682 1.00 42.14 C +ATOM 4608 CD1 TYR A1176 -26.315 5.101 -35.999 1.00 44.87 C +ATOM 4609 CD2 TYR A1176 -26.162 5.487 -33.601 1.00 42.46 C +ATOM 4610 CE1 TYR A1176 -26.229 6.489 -36.227 1.00 44.19 C +ATOM 4611 CE2 TYR A1176 -26.089 6.875 -33.825 1.00 43.50 C +ATOM 4612 CZ TYR A1176 -26.135 7.378 -35.138 1.00 49.64 C +ATOM 4613 OH TYR A1176 -26.106 8.725 -35.354 1.00 54.89 O +ATOM 4614 H TYR A1176 -28.635 3.369 -33.031 1.00 37.88 H +ATOM 4615 HA TYR A1176 -28.033 2.870 -35.874 1.00 38.84 H +ATOM 4616 HB3 TYR A1176 -25.694 2.591 -35.006 1.00 39.66 H +ATOM 4617 HB2 TYR A1176 -26.271 2.873 -33.387 1.00 39.66 H +ATOM 4618 HD1 TYR A1176 -26.412 4.428 -36.839 1.00 44.87 H +ATOM 4619 HD2 TYR A1176 -26.126 5.113 -32.593 1.00 42.46 H +ATOM 4620 HE1 TYR A1176 -26.257 6.870 -37.237 1.00 44.19 H +ATOM 4621 HE2 TYR A1176 -26.007 7.551 -32.986 1.00 43.50 H +ATOM 4622 HH TYR A1176 -26.186 9.238 -34.543 1.00 54.89 H +ATOM 4623 N ARG A1177 -28.744 0.383 -34.014 1.00 37.76 N +ATOM 4624 CA ARG A1177 -28.935 -1.075 -34.023 1.00 53.07 C +ATOM 4625 C ARG A1177 -29.798 -1.553 -35.209 1.00 74.57 C +ATOM 4626 O ARG A1177 -30.502 -0.752 -35.827 1.00 46.90 O +ATOM 4627 CB ARG A1177 -29.496 -1.560 -32.664 1.00 52.87 C +ATOM 4628 CG ARG A1177 -30.982 -1.254 -32.399 1.00 64.39 C +ATOM 4629 CD ARG A1177 -31.514 -1.954 -31.138 1.00 74.69 C +ATOM 4630 NE ARG A1177 -32.978 -1.851 -31.034 1.00 82.78 N +ATOM 4631 CZ ARG A1177 -33.907 -2.569 -31.694 1.00 98.29 C +ATOM 4632 NH1 ARG A1177 -33.589 -3.553 -32.550 1.00 84.15 N +ATOM 4633 NH2 ARG A1177 -35.199 -2.283 -31.493 1.00 87.75 N1+ +ATOM 4634 H ARG A1177 -29.299 0.909 -33.353 1.00 37.76 H +ATOM 4635 HA ARG A1177 -27.950 -1.532 -34.140 1.00 53.07 H +ATOM 4636 HB3 ARG A1177 -28.888 -1.173 -31.846 1.00 52.87 H +ATOM 4637 HB2 ARG A1177 -29.369 -2.643 -32.620 1.00 52.87 H +ATOM 4638 HG3 ARG A1177 -31.630 -1.450 -33.253 1.00 64.39 H +ATOM 4639 HG2 ARG A1177 -31.028 -0.179 -32.238 1.00 64.39 H +ATOM 4640 HD3 ARG A1177 -31.155 -1.396 -30.273 1.00 74.69 H +ATOM 4641 HD2 ARG A1177 -31.139 -2.971 -31.017 1.00 74.69 H +ATOM 4642 HE ARG A1177 -33.319 -1.100 -30.445 1.00 82.78 H +ATOM 4643 HH12 ARG A1177 -34.318 -4.055 -33.040 1.00 84.15 H +ATOM 4644 HH11 ARG A1177 -32.621 -3.779 -32.721 1.00 84.15 H +ATOM 4645 HH22 ARG A1177 -35.921 -2.787 -31.991 1.00 87.75 H +ATOM 4646 HH21 ARG A1177 -35.454 -1.517 -30.880 1.00 87.75 H +HETATM 4647 N NME A1178 -29.749 -2.869 -35.465 1.00 0.00 N +HETATM 4648 C NME A1178 -30.535 -3.522 -36.502 1.00 0.00 C +HETATM 4649 H NME A1178 -29.154 -3.459 -34.899 1.00 0.00 H +HETATM 4650 H1 NME A1178 -30.743 -2.862 -37.345 1.00 0.00 H +HETATM 4651 H2 NME A1178 -29.994 -4.388 -36.884 1.00 0.00 H +HETATM 4652 H3 NME A1178 -31.485 -3.868 -36.092 1.00 0.00 H +TER 4653 NME A1178 +HETATM 4654 O HOH A1301 -7.805 13.717 -21.733 1.00 23.87 O +HETATM 4655 H1 HOH A1301 -7.442 12.805 -21.938 1.00 23.87 H +HETATM 4656 H2 HOH A1301 -7.037 14.314 -21.478 1.00 23.87 H +HETATM 4657 O HOH A1302 -7.300 4.134 -29.382 1.00 26.50 O +HETATM 4658 H1 HOH A1302 -6.564 3.946 -30.038 1.00 26.50 H +HETATM 4659 H2 HOH A1302 -8.155 4.275 -29.890 1.00 26.50 H +HETATM 4660 O HOH A1303 -21.765 11.544 -12.438 1.00 28.48 O +HETATM 4661 H1 HOH A1303 -21.483 12.499 -12.298 1.00 28.48 H +HETATM 4662 H2 HOH A1303 -21.181 10.951 -11.877 1.00 28.48 H +HETATM 4663 O HOH A1304 -9.035 2.704 -10.281 1.00 29.39 O +HETATM 4664 H1 HOH A1304 -9.409 1.932 -10.803 1.00 29.39 H +HETATM 4665 H2 HOH A1304 -9.652 3.492 -10.355 1.00 29.39 H +HETATM 4666 O HOH A1305 -10.327 13.333 -14.896 1.00 24.85 O +HETATM 4667 H1 HOH A1305 -11.176 12.866 -15.157 1.00 24.85 H +HETATM 4668 H2 HOH A1305 -10.176 13.221 -13.913 1.00 24.85 H +HETATM 4669 O HOH A1306 -11.177 8.182 -14.397 1.00 26.19 O +HETATM 4670 H1 HOH A1306 -11.137 8.958 -15.033 1.00 26.19 H +HETATM 4671 H2 HOH A1306 -11.960 8.307 -13.778 1.00 26.19 H +HETATM 4672 O HOH A1307 -5.575 15.209 -20.665 1.00 23.28 O +HETATM 4673 H1 HOH A1307 -6.230 15.538 -19.979 1.00 23.28 H +HETATM 4674 H2 HOH A1307 -4.863 14.683 -20.193 1.00 23.28 H +HETATM 4675 O HOH A1310 -7.035 2.198 -22.168 1.00 28.39 O +HETATM 4676 H1 HOH A1310 -7.249 2.734 -22.991 1.00 28.39 H +HETATM 4677 H2 HOH A1310 -6.202 2.562 -21.741 1.00 28.39 H +HETATM 4678 O HOH A1319 -24.975 8.619 -9.410 1.00 28.29 O +HETATM 4679 H1 HOH A1319 -25.977 8.575 -9.470 1.00 28.29 H +HETATM 4680 H2 HOH A1319 -24.615 7.682 -9.428 1.00 28.29 H +HETATM 4681 O HOH A1322 9.260 15.797 -22.620 1.00 33.09 O +HETATM 4682 H1 HOH A1322 9.238 15.995 -21.638 1.00 33.09 H +HETATM 4683 H2 HOH A1322 9.718 14.919 -22.770 1.00 33.09 H +HETATM 4684 O HOH A1323 -15.175 20.060 -25.940 1.00 37.91 O +HETATM 4685 H1 HOH A1323 -15.823 19.549 -25.369 1.00 37.91 H +HETATM 4686 H2 HOH A1323 -15.622 20.901 -26.256 1.00 37.91 H +HETATM 4687 O HOH A1325 -7.181 -8.809 -21.143 1.00 38.47 O +HETATM 4688 H1 HOH A1325 -6.991 -9.743 -20.831 1.00 38.47 H +HETATM 4689 H2 HOH A1325 -6.455 -8.515 -21.774 1.00 38.47 H +HETATM 4690 O HOH A1326 7.389 15.381 -18.526 1.00 32.26 O +HETATM 4691 H1 HOH A1326 8.315 15.733 -18.681 1.00 32.26 H +HETATM 4692 H2 HOH A1326 6.915 15.335 -19.410 1.00 32.26 H +HETATM 4693 O HOH A1329 -19.714 -6.468 -9.012 1.00 36.73 O +HETATM 4694 H1 HOH A1329 -19.884 -6.507 -10.000 1.00 36.73 H +HETATM 4695 H2 HOH A1329 -18.743 -6.288 -8.854 1.00 36.73 H +HETATM 4696 O HOH A1330 4.141 19.654 -16.124 1.00 36.06 O +HETATM 4697 H1 HOH A1330 5.109 19.392 -16.168 1.00 36.06 H +HETATM 4698 H2 HOH A1330 3.830 19.606 -15.174 1.00 36.06 H +HETATM 4699 O HOH A1333 4.982 16.327 -16.962 1.00 30.05 O +HETATM 4700 H1 HOH A1333 5.483 17.156 -16.704 1.00 30.05 H +HETATM 4701 H2 HOH A1333 5.635 15.674 -17.353 1.00 30.05 H +HETATM 4702 O HOH A1339 -8.401 9.401 -34.311 1.00 35.17 O +HETATM 4703 H1 HOH A1339 -8.558 8.457 -34.614 1.00 35.17 H +HETATM 4704 H2 HOH A1339 -8.352 9.426 -33.310 1.00 35.17 H +HETATM 4705 O HOH A1344 -1.246 -9.880 -2.385 1.00 46.63 O +HETATM 4706 H1 HOH A1344 -2.115 -9.784 -1.894 1.00 46.63 H +HETATM 4707 H2 HOH A1344 -0.512 -10.016 -1.717 1.00 46.63 H +HETATM 4708 O HOH A1346 -2.546 14.870 -33.057 1.00 40.94 O +HETATM 4709 H1 HOH A1346 -1.902 14.222 -33.475 1.00 40.94 H +HETATM 4710 H2 HOH A1346 -2.400 14.877 -32.065 1.00 40.94 H +HETATM 4711 O HOH A1349 -15.113 -20.319 -14.132 1.00 44.85 O +HETATM 4712 H1 HOH A1349 -15.777 -20.591 -13.428 1.00 44.85 H +HETATM 4713 H2 HOH A1349 -15.496 -19.565 -14.665 1.00 44.85 H +HETATM 4714 O HOH A1350 -21.241 18.275 -13.756 1.00 31.90 O +HETATM 4715 H1 HOH A1350 -21.949 18.493 -14.431 1.00 31.90 H +HETATM 4716 H2 HOH A1350 -20.384 18.717 -14.034 1.00 31.90 H +HETATM 4717 O HOH A1352 -12.770 -28.593 -8.238 1.00 61.97 O +HETATM 4718 H1 HOH A1352 -11.940 -28.665 -8.798 1.00 61.97 H +HETATM 4719 H2 HOH A1352 -13.089 -29.522 -8.039 1.00 61.97 H +HETATM 4720 O HOH A1353 0.753 -1.961 -23.720 1.00 67.38 O +HETATM 4721 H1 HOH A1353 1.280 -1.741 -22.898 1.00 67.38 H +HETATM 4722 H2 HOH A1353 1.234 -2.673 -24.233 1.00 67.38 H +HETATM 4723 O HOH A1356 -12.183 -25.973 -15.343 1.00 59.40 O +HETATM 4724 H1 HOH A1356 -12.353 -25.498 -14.476 1.00 59.40 H +HETATM 4725 H2 HOH A1356 -11.675 -26.817 -15.157 1.00 59.40 H +HETATM 4726 O HOH A1360 0.186 23.081 -25.812 1.00 35.26 O +HETATM 4727 H1 HOH A1360 0.760 23.841 -25.494 1.00 35.26 H +HETATM 4728 H2 HOH A1360 -0.066 22.506 -25.030 1.00 35.26 H +HETATM 4729 O HOH A1361 6.492 16.072 -23.950 1.00 37.72 O +HETATM 4730 H1 HOH A1361 7.475 15.916 -23.823 1.00 37.72 H +HETATM 4731 H2 HOH A1361 6.255 15.954 -24.918 1.00 37.72 H +HETATM 4732 O HOH A1362 -12.299 4.648 -36.322 1.00 42.24 O +HETATM 4733 H1 HOH A1362 -13.007 4.928 -36.975 1.00 42.24 H +HETATM 4734 H2 HOH A1362 -12.726 4.127 -35.581 1.00 42.24 H +HETATM 4735 O HOH A1364 -16.446 24.494 -21.075 1.00 34.81 O +HETATM 4736 H1 HOH A1364 -17.058 23.972 -21.679 1.00 34.81 H +HETATM 4737 H2 HOH A1364 -16.735 25.452 -21.068 1.00 34.81 H +HETATM 4738 O HOH A1366 -15.941 9.353 -41.405 1.00 52.63 O +HETATM 4739 H1 HOH A1366 -15.091 8.827 -41.524 1.00 52.63 H +HETATM 4740 H2 HOH A1366 -16.453 9.327 -42.264 1.00 52.63 H +HETATM 4741 O HOH A1367 -16.053 4.806 -35.554 1.00 51.77 O +HETATM 4742 H1 HOH A1367 -15.366 4.407 -34.941 1.00 51.77 H +HETATM 4743 H2 HOH A1367 -15.611 5.066 -36.416 1.00 51.77 H +HETATM 4744 O HOH A1374 -11.258 22.843 -15.256 1.00 45.38 O +HETATM 4745 H1 HOH A1374 -11.414 21.917 -14.904 1.00 45.38 H +HETATM 4746 H2 HOH A1374 -11.922 23.020 -15.986 1.00 45.38 H +HETATM 4747 O HOH A1379 1.460 25.653 -25.134 1.00 53.63 O +HETATM 4748 H1 HOH A1379 1.558 25.650 -24.132 1.00 53.63 H +HETATM 4749 H2 HOH A1379 1.812 26.519 -25.489 1.00 53.63 H +HETATM 4750 O HOH A1381 -10.785 -4.363 -35.468 1.00 52.69 O +HETATM 4751 H1 HOH A1381 -10.882 -4.287 -34.472 1.00 52.69 H +HETATM 4752 H2 HOH A1381 -9.819 -4.506 -35.690 1.00 52.69 H +HETATM 4753 O HOH A1382 11.586 21.266 -17.552 1.00 44.12 O +HETATM 4754 H1 HOH A1382 12.072 22.022 -17.992 1.00 44.12 H +HETATM 4755 H2 HOH A1382 11.771 21.284 -16.568 1.00 44.12 H +HETATM 4756 O HOH A1388 -20.268 13.044 -1.959 1.00 51.68 O +HETATM 4757 H1 HOH A1388 -19.953 13.996 -1.925 1.00 51.68 H +HETATM 4758 H2 HOH A1388 -19.556 12.459 -1.568 1.00 51.68 H +HETATM 4759 O HOH A1394 -8.203 1.938 -4.105 1.00 43.33 O +HETATM 4760 H1 HOH A1394 -8.463 1.333 -4.861 1.00 43.33 H +HETATM 4761 H2 HOH A1394 -8.767 2.767 -4.151 1.00 43.33 H +HETATM 4762 O HOH A1396 -27.765 -2.906 -18.989 1.00 50.68 O +HETATM 4763 H1 HOH A1396 -27.731 -1.905 -18.908 1.00 50.68 H +HETATM 4764 H2 HOH A1396 -27.014 -3.284 -18.440 1.00 50.68 H +HETATM 4765 O HOH A1397 -30.874 11.872 -15.139 1.00 52.33 O +HETATM 4766 H1 HOH A1397 -30.767 11.983 -14.146 1.00 52.33 H +HETATM 4767 H2 HOH A1397 -30.470 10.998 -15.416 1.00 52.33 H +HETATM 4768 O HOH A1400 -36.880 -3.993 -33.716 1.00 50.72 O +HETATM 4769 H1 HOH A1400 -37.147 -3.437 -34.504 1.00 50.72 H +HETATM 4770 H2 HOH A1400 -37.524 -4.752 -33.618 1.00 50.72 H +HETATM 4771 O HOH A1401 -24.206 -1.279 -35.770 1.00 53.88 O +HETATM 4772 H1 HOH A1401 -23.632 -1.063 -36.562 1.00 53.88 H +HETATM 4773 H2 HOH A1401 -25.118 -0.889 -35.914 1.00 53.88 H +HETATM 4774 O HOH A1406 -1.292 8.841 -35.635 1.00 44.73 O +HETATM 4775 H1 HOH A1406 -1.662 8.240 -34.923 1.00 44.73 H +HETATM 4776 H2 HOH A1406 -0.648 9.487 -35.214 1.00 44.73 H +HETATM 4777 O HOH A1412 -0.946 21.652 -15.116 1.00 53.19 O +HETATM 4778 H1 HOH A1412 -1.600 21.432 -15.844 1.00 53.19 H +HETATM 4779 H2 HOH A1412 -1.078 21.016 -14.353 1.00 53.19 H +HETATM 4780 O HOH A1415 -23.399 -9.578 -15.048 1.00 55.01 O +HETATM 4781 H1 HOH A1415 -23.421 -8.698 -15.526 1.00 55.01 H +HETATM 4782 H2 HOH A1415 -24.267 -10.053 -15.194 1.00 55.01 H +HETATM 4783 O HOH A1416 5.715 22.275 -28.185 1.00110.14 O +HETATM 4784 H1 HOH A1416 6.698 22.109 -28.267 1.00110.14 H +HETATM 4785 H2 HOH A1416 5.253 21.393 -28.063 1.00110.14 H +HETATM 4786 O HOH A1417 -27.286 10.455 -33.143 1.00 53.90 O +HETATM 4787 H1 HOH A1417 -27.557 11.412 -33.288 1.00 53.90 H +HETATM 4788 H2 HOH A1417 -27.516 10.197 -32.205 1.00 53.90 H +HETATM 4789 O HOH A1419 -33.125 0.444 -35.100 1.00 58.72 O +HETATM 4790 H1 HOH A1419 -32.946 1.047 -34.319 1.00 58.72 H +HETATM 4791 H2 HOH A1419 -32.253 0.120 -35.472 1.00 58.72 H +CONECT 1 4 5 6 +CONECT 4 1 +CONECT 5 1 +CONECT 6 1 +CONECT 4654 4655 4656 +CONECT 4655 4654 +CONECT 4656 4654 +CONECT 4657 4658 4659 +CONECT 4658 4657 +CONECT 4659 4657 +CONECT 4660 4661 4662 +CONECT 4661 4660 +CONECT 4662 4660 +CONECT 4663 4664 4665 +CONECT 4664 4663 +CONECT 4665 4663 +CONECT 4666 4667 4668 +CONECT 4667 4666 +CONECT 4668 4666 +CONECT 4669 4670 4671 +CONECT 4670 4669 +CONECT 4671 4669 +CONECT 4672 4673 4674 +CONECT 4673 4672 +CONECT 4674 4672 +CONECT 4675 4676 4677 +CONECT 4676 4675 +CONECT 4677 4675 +CONECT 4678 4679 4680 +CONECT 4679 4678 +CONECT 4680 4678 +CONECT 4681 4682 4683 +CONECT 4682 4681 +CONECT 4683 4681 +CONECT 4684 4685 4686 +CONECT 4685 4684 +CONECT 4686 4684 +CONECT 4687 4688 4689 +CONECT 4688 4687 +CONECT 4689 4687 +CONECT 4690 4691 4692 +CONECT 4691 4690 +CONECT 4692 4690 +CONECT 4693 4694 4695 +CONECT 4694 4693 +CONECT 4695 4693 +CONECT 4696 4697 4698 +CONECT 4697 4696 +CONECT 4698 4696 +CONECT 4699 4700 4701 +CONECT 4700 4699 +CONECT 4701 4699 +CONECT 4702 4703 4704 +CONECT 4703 4702 +CONECT 4704 4702 +CONECT 4705 4706 4707 +CONECT 4706 4705 +CONECT 4707 4705 +CONECT 4708 4709 4710 +CONECT 4709 4708 +CONECT 4710 4708 +CONECT 4711 4712 4713 +CONECT 4712 4711 +CONECT 4713 4711 +CONECT 4714 4715 4716 +CONECT 4715 4714 +CONECT 4716 4714 +CONECT 4717 4718 4719 +CONECT 4718 4717 +CONECT 4719 4717 +CONECT 4720 4721 4722 +CONECT 4721 4720 +CONECT 4722 4720 +CONECT 4723 4724 4725 +CONECT 4724 4723 +CONECT 4725 4723 +CONECT 4726 4727 4728 +CONECT 4727 4726 +CONECT 4728 4726 +CONECT 4729 4730 4731 +CONECT 4730 4729 +CONECT 4731 4729 +CONECT 4732 4733 4734 +CONECT 4733 4732 +CONECT 4734 4732 +CONECT 4735 4736 4737 +CONECT 4736 4735 +CONECT 4737 4735 +CONECT 4738 4739 4740 +CONECT 4739 4738 +CONECT 4740 4738 +CONECT 4741 4742 4743 +CONECT 4742 4741 +CONECT 4743 4741 +CONECT 4744 4745 4746 +CONECT 4745 4744 +CONECT 4746 4744 +CONECT 4747 4748 4749 +CONECT 4748 4747 +CONECT 4749 4747 +CONECT 4750 4751 4752 +CONECT 4751 4750 +CONECT 4752 4750 +CONECT 4753 4754 4755 +CONECT 4754 4753 +CONECT 4755 4753 +CONECT 4756 4757 4758 +CONECT 4757 4756 +CONECT 4758 4756 +CONECT 4759 4760 4761 +CONECT 4760 4759 +CONECT 4761 4759 +CONECT 4762 4763 4764 +CONECT 4763 4762 +CONECT 4764 4762 +CONECT 4765 4766 4767 +CONECT 4766 4765 +CONECT 4767 4765 +CONECT 4768 4769 4770 +CONECT 4769 4768 +CONECT 4770 4768 +CONECT 4771 4772 4773 +CONECT 4772 4771 +CONECT 4773 4771 +CONECT 4774 4775 4776 +CONECT 4775 4774 +CONECT 4776 4774 +CONECT 4777 4778 4779 +CONECT 4778 4777 +CONECT 4779 4777 +CONECT 4780 4781 4782 +CONECT 4781 4780 +CONECT 4782 4780 +CONECT 4783 4784 4785 +CONECT 4784 4783 +CONECT 4785 4783 +CONECT 4786 4787 4788 +CONECT 4787 4786 +CONECT 4788 4786 +CONECT 4789 4790 4791 +CONECT 4790 4789 +CONECT 4791 4789 +END diff --git a/showcase/inputs/tyk2_ligands.sdf b/showcase/inputs/tyk2_ligands.sdf new file mode 100644 index 0000000..8fea28e --- /dev/null +++ b/showcase/inputs/tyk2_ligands.sdf @@ -0,0 +1,808 @@ +lig_ejm_31 + 3D + Schrodinger Suite 2021-1. + 32 33 0 0 1 0 999 V2000 + -4.7726 -2.8276 -16.4990 H 0 0 0 0 0 0 + -5.3616 -3.6890 -16.2224 C 0 0 0 0 0 0 + -4.7777 -4.9643 -16.1989 C 0 0 0 0 0 0 + -5.5357 -6.0885 -15.8273 C 0 0 0 0 0 0 + -6.9007 -5.9451 -15.4736 C 0 0 0 0 0 0 + -7.4915 -4.6571 -15.5270 C 0 0 0 0 0 0 + -6.7187 -3.5398 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0 0 0 0 0 0 + -8.4190 -11.5446 -22.0668 H 0 0 0 0 0 0 + -9.9768 -12.3220 -22.3078 H 0 0 0 0 0 0 + -9.8199 -13.6608 -20.3658 H 0 0 0 0 0 0 + -11.0370 -11.0599 -14.3932 H 0 0 0 0 0 0 + -9.6473 -9.0490 -14.0569 H 0 0 0 0 0 0 + -4.7462 -7.5852 -15.8223 Cl 0 0 0 0 0 0 + -3.7312 -5.0277 -16.4208 H 0 0 0 0 0 0 + 1 2 1 0 0 0 + 2 7 1 0 0 0 + 2 3 2 0 0 0 + 3 4 1 0 0 0 + 3 42 1 0 0 0 + 4 5 2 0 0 0 + 4 41 1 0 0 0 + 5 6 1 0 0 0 + 5 10 1 0 0 0 + 6 7 2 0 0 0 + 6 9 1 0 0 0 + 7 8 1 0 0 0 + 10 11 2 0 0 0 + 10 12 1 0 0 0 + 12 13 1 0 0 0 + 12 14 1 0 0 0 + 14 19 1 0 0 0 + 14 15 2 0 0 0 + 15 16 1 0 0 0 + 15 40 1 0 0 0 + 16 17 2 0 0 0 + 16 39 1 0 0 0 + 17 18 1 0 0 0 + 18 19 2 0 0 0 + 18 21 1 0 0 0 + 19 20 1 0 0 0 + 21 22 1 0 0 0 + 21 23 1 0 0 0 + 23 24 2 0 0 0 + 23 25 1 0 0 0 + 25 29 1 0 0 0 + 25 26 1 0 0 0 + 25 38 1 0 0 0 + 26 27 1 0 0 0 + 26 36 1 0 0 0 + 26 37 1 0 0 0 + 27 28 1 0 0 0 + 27 34 1 0 0 0 + 27 35 1 0 0 0 + 28 29 1 0 0 0 + 28 32 1 0 0 0 + 28 33 1 0 0 0 + 29 30 1 0 0 0 + 29 31 1 0 0 0 +M END +$$$$ 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-19.4286 C 0 0 0 0 0 0 + -7.5776 -11.5115 -19.4762 O 0 0 0 0 0 0 + -9.1224 -12.9805 -20.5744 C 0 0 0 0 0 0 + -9.3530 -12.3758 -21.4514 H 0 0 0 0 0 0 + -10.0327 -13.5198 -20.3069 H 0 0 0 0 0 0 + -8.1134 -13.9200 -20.8980 O 0 0 0 0 0 0 + -8.4590 -14.4776 -21.5795 H 0 0 0 0 0 0 + -11.0554 -11.0362 -14.3423 H 0 0 0 0 0 0 + -9.6558 -9.0323 -14.0202 H 0 0 0 0 0 0 + -4.7358 -7.5856 -15.8221 Cl 0 0 0 0 0 0 + -3.7408 -5.0305 -16.4513 H 0 0 0 0 0 0 + 1 2 1 0 0 0 + 2 7 1 0 0 0 + 2 3 2 0 0 0 + 3 4 1 0 0 0 + 3 33 1 0 0 0 + 4 5 2 0 0 0 + 4 32 1 0 0 0 + 5 6 1 0 0 0 + 5 10 1 0 0 0 + 6 7 2 0 0 0 + 6 9 1 0 0 0 + 7 8 1 0 0 0 + 10 11 2 0 0 0 + 10 12 1 0 0 0 + 12 13 1 0 0 0 + 12 14 1 0 0 0 + 14 19 1 0 0 0 + 14 15 2 0 0 0 + 15 16 1 0 0 0 + 15 31 1 0 0 0 + 16 17 2 0 0 0 + 16 30 1 0 0 0 + 17 18 1 0 0 0 + 18 19 2 0 0 0 + 18 21 1 0 0 0 + 19 20 1 0 0 0 + 21 22 1 0 0 0 + 21 23 1 0 0 0 + 23 24 2 0 0 0 + 23 25 1 0 0 0 + 25 26 1 0 0 0 + 25 27 1 0 0 0 + 25 28 1 0 0 0 + 28 29 1 0 0 0 +M END +$$$$ +lig_jmc_23 + 3D + Schrodinger Suite 2021-1. + 36 38 0 0 1 0 999 V2000 + -4.7871 -2.7885 -16.4970 H 0 0 0 0 0 0 + -5.3697 -3.6577 -16.2217 C 0 0 0 0 0 0 + -4.7769 -4.9309 -16.1922 C 0 0 0 0 0 0 + -5.5340 -6.0593 -15.8230 C 0 0 0 0 0 0 + -6.9023 -5.9231 -15.4705 C 0 0 0 0 0 0 + -7.4977 -4.6364 -15.5270 C 0 0 0 0 0 0 + -6.7277 -3.5164 -15.8967 C 0 0 0 0 0 0 + -7.1783 -2.5375 -15.9389 H 0 0 0 0 0 0 + -9.1769 -4.3939 -15.1975 Cl 0 0 0 0 0 0 + -7.7122 -7.1118 -15.0366 C 0 0 0 0 0 0 + -8.1396 -7.1851 -13.8839 O 0 0 0 0 0 0 + -7.9032 -8.0308 -15.9995 N 0 0 0 0 0 0 + -7.4257 -7.8484 -16.8690 H 0 0 0 0 0 0 + -8.7261 -9.1875 -16.0036 C 0 0 0 0 0 0 + -9.5483 -9.5964 -14.9328 C 0 0 0 0 0 0 + -10.3511 -10.7349 -15.1078 C 0 0 0 0 0 0 + -10.3507 -11.4835 -16.2324 N 0 0 0 0 0 0 + -9.5485 -11.1226 -17.2638 C 0 0 0 0 0 0 + -8.7412 -9.9596 -17.1804 C 0 0 0 0 0 0 + -8.1391 -9.6368 -18.0149 H 0 0 0 0 0 0 + -9.5669 -11.9191 -18.4439 N 0 0 0 0 0 0 + -10.3812 -12.5111 -18.5394 H 0 0 0 0 0 0 + -8.6403 -12.0386 -19.4227 C 0 0 0 0 0 0 + -7.5787 -11.4151 -19.4628 O 0 0 0 0 0 0 + -9.0326 -13.0172 -20.4895 C 0 0 2 0 0 0 + -7.9828 -13.8780 -21.1725 C 0 0 1 0 0 0 + -8.5985 -12.7210 -21.9125 C 0 0 0 0 0 0 + -7.9711 -11.8488 -22.0970 H 0 0 0 0 0 0 + -9.3252 -12.9339 -22.6915 H 0 0 0 0 0 0 + -8.2299 -14.9031 -21.4408 H 0 0 0 0 0 0 + -6.6531 -13.7447 -20.8110 F 0 0 0 0 0 0 + -10.0144 -13.4741 -20.3734 H 0 0 0 0 0 0 + -11.0124 -11.0557 -14.3155 H 0 0 0 0 0 0 + -9.6070 -9.0544 -14.0007 H 0 0 0 0 0 0 + -4.7367 -7.5877 -15.8252 Cl 0 0 0 0 0 0 + -3.7329 -5.0446 -16.4497 H 0 0 0 0 0 0 + 1 2 1 0 0 0 + 2 7 1 0 0 0 + 2 3 2 0 0 0 + 3 4 1 0 0 0 + 3 36 1 0 0 0 + 4 5 2 0 0 0 + 4 35 1 0 0 0 + 5 6 1 0 0 0 + 5 10 1 0 0 0 + 6 7 2 0 0 0 + 6 9 1 0 0 0 + 7 8 1 0 0 0 + 10 11 2 0 0 0 + 10 12 1 0 0 0 + 12 13 1 0 0 0 + 12 14 1 0 0 0 + 14 19 1 0 0 0 + 14 15 2 0 0 0 + 15 16 1 0 0 0 + 15 34 1 0 0 0 + 16 17 2 0 0 0 + 16 33 1 0 0 0 + 17 18 1 0 0 0 + 18 19 2 0 0 0 + 18 21 1 0 0 0 + 19 20 1 0 0 0 + 21 22 1 0 0 0 + 21 23 1 0 0 0 + 23 24 2 0 0 0 + 23 25 1 0 0 0 + 25 27 1 0 0 0 + 25 26 1 0 0 0 + 25 32 1 0 0 0 + 26 27 1 0 0 0 + 26 30 1 0 0 0 + 26 31 1 0 0 0 + 27 28 1 0 0 0 + 27 29 1 0 0 0 +M END +$$$$ +lig_jmc_27 + 3D + Schrodinger Suite 2021-1. + 36 38 0 0 1 0 999 V2000 + -4.7850 -2.7769 -16.4290 H 0 0 0 0 0 0 + -5.3697 -3.6480 -16.1728 C 0 0 0 0 0 0 + -4.7769 -4.9212 -16.1644 C 0 0 0 0 0 0 + -5.5349 -6.0557 -15.8170 C 0 0 0 0 0 0 + -6.9040 -5.9250 -15.4663 C 0 0 0 0 0 0 + -7.4991 -4.6383 -15.5006 C 0 0 0 0 0 0 + -6.7300 -3.5136 -15.8503 C 0 0 0 0 0 0 + -7.1893 -2.5374 -15.8751 H 0 0 0 0 0 0 + -9.1768 -4.3997 -15.1586 Cl 0 0 0 0 0 0 + -7.7148 -7.1180 -15.0457 C 0 0 0 0 0 0 + -8.1389 -7.1991 -13.8934 O 0 0 0 0 0 0 + -7.9049 -8.0287 -16.0180 N 0 0 0 0 0 0 + -7.4294 -7.8335 -16.8865 H 0 0 0 0 0 0 + -8.7326 -9.1839 -16.0340 C 0 0 0 0 0 0 + -9.5767 -9.5845 -14.9768 C 0 0 0 0 0 0 + -10.3787 -10.7211 -15.1617 C 0 0 0 0 0 0 + -10.3684 -11.4682 -16.2855 N 0 0 0 0 0 0 + -9.5511 -11.1143 -17.3033 C 0 0 0 0 0 0 + -8.7345 -9.9579 -17.2108 C 0 0 0 0 0 0 + -8.1156 -9.6410 -18.0354 H 0 0 0 0 0 0 + -9.5769 -11.9102 -18.4820 N 0 0 0 0 0 0 + -10.4125 -12.4719 -18.5849 H 0 0 0 0 0 0 + -8.6418 -12.0583 -19.4429 C 0 0 0 0 0 0 + -7.5768 -11.4445 -19.4773 O 0 0 0 0 0 0 + -9.0300 -13.0424 -20.5007 C 0 0 2 0 0 0 + -7.9790 -13.8599 -21.2474 C 0 0 1 0 0 0 + -8.6725 -12.7173 -21.9374 C 0 0 0 0 0 0 + -8.0920 -11.8168 -22.1314 H 0 0 0 0 0 0 + -9.4254 -12.9488 -22.6885 H 0 0 0 0 0 0 + -8.2615 -14.8677 -21.5420 H 0 0 0 0 0 0 + -6.2468 -13.7466 -21.0219 Cl 0 0 0 0 0 0 + -9.9956 -13.5261 -20.3580 H 0 0 0 0 0 0 + -11.0483 -11.0477 -14.3796 H 0 0 0 0 0 0 + -9.6507 -9.0421 -14.0475 H 0 0 0 0 0 0 + -4.7400 -7.5863 -15.8220 Cl 0 0 0 0 0 0 + -3.7318 -5.0262 -16.4169 H 0 0 0 0 0 0 + 1 2 1 0 0 0 + 2 7 1 0 0 0 + 2 3 2 0 0 0 + 3 4 1 0 0 0 + 3 36 1 0 0 0 + 4 5 2 0 0 0 + 4 35 1 0 0 0 + 5 6 1 0 0 0 + 5 10 1 0 0 0 + 6 7 2 0 0 0 + 6 9 1 0 0 0 + 7 8 1 0 0 0 + 10 11 2 0 0 0 + 10 12 1 0 0 0 + 12 13 1 0 0 0 + 12 14 1 0 0 0 + 14 19 1 0 0 0 + 14 15 2 0 0 0 + 15 16 1 0 0 0 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0 0 + -10.3771 -10.7245 -15.1583 C 0 0 0 0 0 0 + -10.3740 -11.4620 -16.2885 N 0 0 0 0 0 0 + -9.5582 -11.0924 -17.3052 C 0 0 0 0 0 0 + -8.7548 -9.9313 -17.2084 C 0 0 0 0 0 0 + -8.1464 -9.5935 -18.0346 H 0 0 0 0 0 0 + -9.5735 -11.8790 -18.4906 N 0 0 0 0 0 0 + -10.4150 -12.4196 -18.6299 H 0 0 0 0 0 0 + -8.6246 -12.0098 -19.4382 C 0 0 0 0 0 0 + -7.5447 -11.4192 -19.4291 O 0 0 0 0 0 0 + -9.0144 -12.9414 -20.5374 C 0 0 2 0 0 0 + -7.9968 -13.8618 -21.2117 C 0 0 1 0 0 0 + -8.4999 -12.6404 -21.9316 C 0 0 0 0 0 0 + -7.8110 -11.8050 -22.0554 H 0 0 0 0 0 0 + -9.1848 -12.7929 -22.7629 H 0 0 0 0 0 0 + -8.4286 -14.8054 -21.5270 H 0 0 0 0 0 0 + -6.5243 -14.0038 -20.8986 C 0 0 0 0 0 0 + -6.0378 -13.0412 -20.7510 H 0 0 0 0 0 0 + -6.0098 -14.5270 -21.7113 H 0 0 0 0 0 0 + -6.4164 -14.5984 -19.9932 H 0 0 0 0 0 0 + -10.0347 -13.3181 -20.4861 H 0 0 0 0 0 0 + -11.0392 -11.0690 -14.3787 H 0 0 0 0 0 0 + -9.6406 -9.0508 -14.0279 H 0 0 0 0 0 0 + -4.7554 -7.5923 -15.8220 Cl 0 0 0 0 0 0 + -3.7300 -5.0400 -16.4263 H 0 0 0 0 0 0 + 1 2 1 0 0 0 + 2 7 1 0 0 0 + 2 3 2 0 0 0 + 3 4 1 0 0 0 + 3 39 1 0 0 0 + 4 5 2 0 0 0 + 4 38 1 0 0 0 + 5 6 1 0 0 0 + 5 10 1 0 0 0 + 6 7 2 0 0 0 + 6 9 1 0 0 0 + 7 8 1 0 0 0 + 10 11 2 0 0 0 + 10 12 1 0 0 0 + 12 13 1 0 0 0 + 12 14 1 0 0 0 + 14 19 1 0 0 0 + 14 15 2 0 0 0 + 15 16 1 0 0 0 + 15 37 1 0 0 0 + 16 17 2 0 0 0 + 16 36 1 0 0 0 + 17 18 1 0 0 0 + 18 19 2 0 0 0 + 18 21 1 0 0 0 + 19 20 1 0 0 0 + 21 22 1 0 0 0 + 21 23 1 0 0 0 + 23 24 2 0 0 0 + 23 25 1 0 0 0 + 25 27 1 0 0 0 + 25 26 1 0 0 0 + 25 35 1 0 0 0 + 26 27 1 0 0 0 + 26 30 1 0 0 0 + 26 31 1 0 0 0 + 27 28 1 0 0 0 + 27 29 1 0 0 0 + 31 32 1 0 0 0 + 31 33 1 0 0 0 + 31 34 1 0 0 0 +M END +$$$$ diff --git a/showcase/inputs/tyk2_protein.pdb b/showcase/inputs/tyk2_protein.pdb new file mode 100644 index 0000000..8b0ba04 --- /dev/null +++ b/showcase/inputs/tyk2_protein.pdb @@ -0,0 +1,5265 @@ +HEADER TRANSFERASE/TRANSFERASE INHIBITOR 08-AUG-12 4GIH +TITLE TYK2 (JH1) IN COMPLEX WITH +TITLE 2 2,6-DICHLORO-N-{2-[(CYCLOPROPYLCARBONYL) +TITLE 3 AMINO]PYRIDIN-4-YL}BENZAMIDE +EXPDTA X-RAY DIFFRACTION +REMARK 2 RESOLUTION. 2.00 ANGSTROMS +REMARK 3 R VALUE : 0.188000 +REMARK 3 FREE R VALUE : 0.217000 +REMARK 4 4GIH COMPLIES WITH FORMAT V. 3.30, +REMARK 200 TEMPERATURE (KELVIN) : 173.00 +REMARK 200 PH : 6.50 +REMARK 350 BIOMOLECULE: 1 +REMARK 350 APPLY THE FOLLOWING TO CHAINS: A +REMARK 350 BIOMT1 1 1.000000 0.000000 0.000000 0.000000 +REMARK 350 BIOMT2 1 0.000000 1.000000 0.000000 0.000000 +REMARK 350 BIOMT3 1 0.000000 0.000000 1.000000 0.000000 +REMARK 888 +REMARK 888 WRITTEN BY MAESTRO (A PRODUCT OF SCHRODINGER, LLC) +SEQRES 1 A 290 ACE THR VAL PHE HIS LYS ARG TYR LEU LYS LYS ILE ARG +SEQRES 2 A 290 ASP LEU GLY GLU GLY HIS PHE GLY LYS VAL SER LEU TYR +SEQRES 3 A 290 CYS TYR ASP PRO THR ASN ASP GLY THR GLY GLU MET VAL +SEQRES 4 A 290 ALA VAL LYS ALA LEU LYS ALA ASP ALA GLY PRO GLN HIS +SEQRES 5 A 290 ARG SER GLY TRP LYS GLN GLU ILE ASP ILE LEU ARG THR +SEQRES 6 A 290 LEU TYR HIS GLU HIS ILE ILE LYS TYR LYS GLY CYS CYS +SEQRES 7 A 290 GLU ASP ALA GLY ALA ALA SER LEU GLN LEU VAL MET GLU +SEQRES 8 A 290 TYR VAL PRO LEU GLY SER LEU ARG ASP TYR LEU PRO ARG +SEQRES 9 A 290 HIS SER ILE GLY LEU ALA GLN LEU LEU LEU PHE ALA GLN +SEQRES 10 A 290 GLN ILE CYS GLU GLY MET ALA TYR LEU HIS ALA GLN HIS +SEQRES 11 A 290 TYR ILE HIS ARG ASN LEU ALA ALA ARG ASN VAL LEU LEU +SEQRES 12 A 290 ASP ASN ASP ARG LEU VAL LYS ILE GLY ASP PHE GLY LEU +SEQRES 13 A 290 ALA LYS ALA VAL PRO GLU GLY HIS GLU TYR TYR ARG VAL +SEQRES 14 A 290 ARG GLU ASP GLY ASP SER PRO VAL PHE TRP TYR ALA PRO +SEQRES 15 A 290 GLU CYS LEU LYS GLU TYR LYS PHE TYR TYR ALA SER ASP +SEQRES 16 A 290 VAL TRP SER PHE GLY VAL THR LEU TYR GLU LEU LEU THR +SEQRES 17 A 290 HIS CYS ASP SER SER GLN SER PRO PRO THR LYS PHE LEU +SEQRES 18 A 290 GLU LEU ILE GLY ILE ALA GLN GLY GLN MET THR VAL LEU +SEQRES 19 A 290 ARG LEU THR GLU LEU LEU GLU ARG GLY GLU ARG LEU PRO +SEQRES 20 A 290 ARG PRO ASP LYS CYS PRO ALA GLU VAL TYR HIS LEU MET +SEQRES 21 A 290 LYS ASN CYS TRP GLU THR GLU ALA SER PHE ARG PRO THR +SEQRES 22 A 290 PHE GLU ASN LEU ILE PRO ILE LEU LYS THR VAL HIS GLU +SEQRES 23 A 290 LYS TYR ARG NME +FORMUL 2 HOH *46(H2 0) +HELIX 1 1 HIS A 940 HIS A 940 1 +HELIX 2 2 ARG A 941 ARG A 941 1 +HELIX 3 3 SER A 942 SER A 942 1 +HELIX 4 4 GLY A 943 GLY A 943 1 +HELIX 5 5 TRP A 944 TRP A 944 1 +HELIX 6 6 LYS A 945 LYS A 945 1 +HELIX 7 7 GLN A 946 GLN A 946 1 +HELIX 8 8 GLU A 947 GLU A 947 1 +HELIX 9 9 ILE A 948 ILE A 948 1 +HELIX 10 10 ASP A 949 ASP A 949 1 +HELIX 11 11 ILE A 950 ILE A 950 1 +HELIX 12 12 LEU A 951 LEU A 951 1 +HELIX 13 13 ARG A 952 ARG A 952 1 +HELIX 14 14 THR A 953 THR A 953 1 +HELIX 15 15 LEU A 986 LEU A 986 1 +HELIX 16 16 ARG A 987 ARG A 987 1 +HELIX 17 17 ASP A 988 ASP A 988 1 +HELIX 18 18 TYR A 989 TYR A 989 1 +HELIX 19 19 LEU A 997 LEU A 997 1 +HELIX 20 20 ALA A 998 ALA A 998 1 +HELIX 21 21 GLN A 999 GLN A 999 1 +HELIX 22 22 LEU A 1000 LEU A 1000 1 +HELIX 23 23 LEU A 1001 LEU A 1001 1 +HELIX 24 24 LEU A 1002 LEU A 1002 1 +HELIX 25 25 PHE A 1003 PHE A 1003 1 +HELIX 26 26 ALA A 1004 ALA A 1004 1 +HELIX 27 27 GLN A 1005 GLN A 1005 1 +HELIX 28 28 GLN A 1006 GLN A 1006 1 +HELIX 29 29 ILE A 1007 ILE A 1007 1 +HELIX 30 30 CYS A 1008 CYS A 1008 1 +HELIX 31 31 GLU A 1009 GLU A 1009 1 +HELIX 32 32 GLY A 1010 GLY A 1010 1 +HELIX 33 33 MET A 1011 MET A 1011 1 +HELIX 34 34 ALA A 1012 ALA A 1012 1 +HELIX 35 35 TYR A 1013 TYR A 1013 1 +HELIX 36 36 LEU A 1014 LEU A 1014 1 +HELIX 37 37 HIS A 1015 HIS A 1015 1 +HELIX 38 38 ALA A 1016 ALA A 1016 1 +HELIX 39 39 TYR A 1080 TYR A 1080 1 +HELIX 40 40 ALA A 1081 ALA A 1081 1 +HELIX 41 41 SER A 1082 SER A 1082 1 +HELIX 42 42 ASP A 1083 ASP A 1083 1 +HELIX 43 43 VAL A 1084 VAL A 1084 1 +HELIX 44 44 TRP A 1085 TRP A 1085 1 +HELIX 45 45 SER A 1086 SER A 1086 1 +HELIX 46 46 PHE A 1087 PHE A 1087 1 +HELIX 47 47 GLY A 1088 GLY A 1088 1 +HELIX 48 48 VAL A 1089 VAL A 1089 1 +HELIX 49 49 THR A 1090 THR A 1090 1 +HELIX 50 50 LEU A 1091 LEU A 1091 1 +HELIX 51 51 TYR A 1092 TYR A 1092 1 +HELIX 52 52 GLU A 1093 GLU A 1093 1 +HELIX 53 53 LEU A 1094 LEU A 1094 1 +HELIX 54 54 LEU A 1095 LEU A 1095 1 +HELIX 55 55 LYS A 1107 LYS A 1107 1 +HELIX 56 56 PHE A 1108 PHE A 1108 1 +HELIX 57 57 LEU A 1109 LEU A 1109 1 +HELIX 58 58 GLU A 1110 GLU A 1110 1 +HELIX 59 59 LEU A 1111 LEU A 1111 1 +HELIX 60 60 ILE A 1112 ILE A 1112 1 +HELIX 61 61 THR A 1120 THR A 1120 1 +HELIX 62 62 VAL A 1121 VAL A 1121 1 +HELIX 63 63 LEU A 1122 LEU A 1122 1 +HELIX 64 64 ARG A 1123 ARG A 1123 1 +HELIX 65 65 LEU A 1124 LEU A 1124 1 +HELIX 66 66 THR A 1125 THR A 1125 1 +HELIX 67 67 GLU A 1126 GLU A 1126 1 +HELIX 68 68 LEU A 1127 LEU A 1127 1 +HELIX 69 69 LEU A 1128 LEU A 1128 1 +HELIX 70 70 GLU A 1129 GLU A 1129 1 +HELIX 71 71 GLU A 1143 GLU A 1143 1 +HELIX 72 72 VAL A 1144 VAL A 1144 1 +HELIX 73 73 TYR A 1145 TYR A 1145 1 +HELIX 74 74 HIS A 1146 HIS A 1146 1 +HELIX 75 75 LEU A 1147 LEU A 1147 1 +HELIX 76 76 MET A 1148 MET A 1148 1 +HELIX 77 77 LYS A 1149 LYS A 1149 1 +HELIX 78 78 ASN A 1150 ASN A 1150 1 +HELIX 79 79 CYS A 1151 CYS A 1151 1 +HELIX 80 80 PHE A 1162 PHE A 1162 1 +HELIX 81 81 GLU A 1163 GLU A 1163 1 +HELIX 82 82 ASN A 1164 ASN A 1164 1 +HELIX 83 83 LEU A 1165 LEU A 1165 1 +HELIX 84 84 ILE A 1166 ILE A 1166 1 +HELIX 85 85 PRO A 1167 PRO A 1167 1 +HELIX 86 86 ILE A 1168 ILE A 1168 1 +HELIX 87 87 LEU A 1169 LEU A 1169 1 +HELIX 88 88 LYS A 1170 LYS A 1170 1 +HELIX 89 89 THR A 1171 THR A 1171 1 +HELIX 90 90 VAL A 1172 VAL A 1172 1 +HELIX 91 91 HIS A 1173 HIS A 1173 1 +HELIX 92 92 GLU A 1174 GLU A 1174 1 +HELIX 93 93 LYS A 1175 LYS A 1175 1 +HELIX 94 94 TYR A 1176 TYR A 1176 1 +TURN 1 1 THR A 890 THR A 890 +TURN 2 2 VAL A 891 VAL A 891 +TURN 3 3 HIS A 893 HIS A 893 +TURN 4 4 LYS A 894 LYS A 894 +TURN 5 5 ARG A 895 ARG A 895 +TURN 6 6 TYR A 896 TYR A 896 +TURN 7 7 GLY A 906 GLY A 906 +TURN 8 8 HIS A 907 HIS A 907 +TURN 9 9 PHE A 908 PHE A 908 +TURN 10 10 GLY A 909 GLY A 909 +TURN 11 11 ASP A 917 ASP A 917 +TURN 12 12 PRO A 918 PRO A 918 +TURN 13 13 THR A 919 THR A 919 +TURN 14 14 ASN A 920 ASN A 920 +TURN 15 15 ASP A 921 ASP A 921 +TURN 16 16 GLY A 922 GLY A 922 +TURN 17 17 THR A 923 THR A 923 +TURN 18 18 GLY A 924 GLY A 924 +TURN 19 19 ALA A 931 ALA A 931 +TURN 20 20 LEU A 932 LEU A 932 +TURN 21 21 LYS A 933 LYS A 933 +TURN 22 22 ALA A 934 ALA A 934 +TURN 23 23 ASP A 935 ASP A 935 +TURN 24 24 ALA A 936 ALA A 936 +TURN 25 25 GLY A 937 GLY A 937 +TURN 26 26 PRO A 938 PRO A 938 +TURN 27 27 GLN A 939 GLN A 939 +TURN 28 28 LEU A 954 LEU A 954 +TURN 29 29 TYR A 955 TYR A 955 +TURN 30 30 HIS A 956 HIS A 956 +TURN 31 31 GLU A 957 GLU A 957 +TURN 32 32 HIS A 958 HIS A 958 +TURN 33 33 ILE A 959 ILE A 959 +TURN 34 34 ILE A 960 ILE A 960 +TURN 35 35 LYS A 961 LYS A 961 +TURN 36 36 ALA A 969 ALA A 969 +TURN 37 37 GLY A 970 GLY A 970 +TURN 38 38 ALA A 971 ALA A 971 +TURN 39 39 ALA A 972 ALA A 972 +TURN 40 40 TYR A 980 TYR A 980 +TURN 41 41 VAL A 981 VAL A 981 +TURN 42 42 PRO A 982 PRO A 982 +TURN 43 43 LEU A 983 LEU A 983 +TURN 44 44 LEU A 990 LEU A 990 +TURN 45 45 PRO A 991 PRO A 991 +TURN 46 46 ARG A 992 ARG A 992 +TURN 47 47 HIS A 993 HIS A 993 +TURN 48 48 SER A 994 SER A 994 +TURN 49 49 ILE A 995 ILE A 995 +TURN 50 50 GLY A 996 GLY A 996 +TURN 51 51 GLN A1017 GLN A1017 +TURN 52 52 HIS A1018 HIS A1018 +TURN 53 53 HIS A1021 HIS A1021 +TURN 54 54 ARG A1022 ARG A1022 +TURN 55 55 ASN A1023 ASN A1023 +TURN 56 56 LEU A1024 LEU A1024 +TURN 57 57 ALA A1025 ALA A1025 +TURN 58 58 ALA A1026 ALA A1026 +TURN 59 59 ARG A1027 ARG A1027 +TURN 60 60 ASN A1028 ASN A1028 +TURN 61 61 ASP A1034 ASP A1034 +TURN 62 62 ARG A1035 ARG A1035 +TURN 63 63 GLY A1040 GLY A1040 +TURN 64 64 ASP A1041 ASP A1041 +TURN 65 65 PHE A1042 PHE A1042 +TURN 66 66 GLY A1043 GLY A1043 +TURN 67 67 LEU A1044 LEU A1044 +TURN 68 68 ALA A1045 ALA A1045 +TURN 69 69 VAL A1048 VAL A1048 +TURN 70 70 PRO A1049 PRO A1049 +TURN 71 71 GLU A1050 GLU A1050 +TURN 72 72 GLY A1051 GLY A1051 +TURN 73 73 HIS A1052 HIS A1052 +TURN 74 74 GLU A1053 GLU A1053 +TURN 75 75 VAL A1057 VAL A1057 +TURN 76 76 ARG A1058 ARG A1058 +TURN 77 77 GLU A1059 GLU A1059 +TURN 78 78 ASP A1060 ASP A1060 +TURN 79 79 GLY A1061 GLY A1061 +TURN 80 80 ASP A1062 ASP A1062 +TURN 81 81 SER A1063 SER A1063 +TURN 82 82 PRO A1064 PRO A1064 +TURN 83 83 VAL A1065 VAL A1065 +TURN 84 84 PHE A1066 PHE A1066 +TURN 85 85 TRP A1067 TRP A1067 +TURN 86 86 TYR A1068 TYR A1068 +TURN 87 87 ALA A1069 ALA A1069 +TURN 88 88 PRO A1070 PRO A1070 +TURN 89 89 GLU A1071 GLU A1071 +TURN 90 90 CYS A1072 CYS A1072 +TURN 91 91 LEU A1073 LEU A1073 +TURN 92 92 LYS A1074 LYS A1074 +TURN 93 93 GLU A1075 GLU A1075 +TURN 94 94 TYR A1076 TYR A1076 +TURN 95 95 THR A1096 THR A1096 +TURN 96 96 HIS A1097 HIS A1097 +TURN 97 97 CYS A1098 CYS A1098 +TURN 98 98 ASP A1099 ASP A1099 +TURN 99 99 SER A1100 SER A1100 +TURN 100 100 SER A1101 SER A1101 +TURN 101 101 GLN A1102 GLN A1102 +TURN 102 102 SER A1103 SER A1103 +TURN 103 103 PRO A1104 PRO A1104 +TURN 104 104 PRO A1105 PRO A1105 +TURN 105 105 THR A1106 THR A1106 +TURN 106 106 GLY A1113 GLY A1113 +TURN 107 107 ILE A1114 ILE A1114 +TURN 108 108 ALA A1115 ALA A1115 +TURN 109 109 GLN A1116 GLN A1116 +TURN 110 110 GLY A1117 GLY A1117 +TURN 111 111 GLN A1118 GLN A1118 +TURN 112 112 MET A1119 MET A1119 +TURN 113 113 ARG A1130 ARG A1130 +TURN 114 114 GLY A1131 GLY A1131 +TURN 115 115 GLU A1132 GLU A1132 +TURN 116 116 ARG A1133 ARG A1133 +TURN 117 117 LEU A1134 LEU A1134 +TURN 118 118 PRO A1135 PRO A1135 +TURN 119 119 ARG A1136 ARG A1136 +TURN 120 120 PRO A1137 PRO A1137 +TURN 121 121 ASP A1138 ASP A1138 +TURN 122 122 LYS A1139 LYS A1139 +TURN 123 123 CYS A1140 CYS A1140 +TURN 124 124 PRO A1141 PRO A1141 +TURN 125 125 ALA A1142 ALA A1142 +TURN 126 126 TRP A1152 TRP A1152 +TURN 127 127 GLU A1153 GLU A1153 +TURN 128 128 THR A1154 THR A1154 +TURN 129 129 GLU A1155 GLU A1155 +TURN 130 130 ALA A1156 ALA A1156 +TURN 131 131 SER A1157 SER A1157 +TURN 132 132 PHE A1158 PHE A1158 +TURN 133 133 ARG A1159 ARG A1159 +TURN 134 134 PRO A1160 PRO A1160 +TURN 135 135 THR A1161 THR A1161 +TURN 136 136 ARG A1177 ARG A1177 +SHEET 1 1 1 PHE A 892 PHE A 892 0 +SHEET 1 2 1 LEU A 897 LEU A 897 0 +SHEET 1 3 1 LYS A 898 LYS A 898 0 +SHEET 1 4 1 LYS A 899 LYS A 899 0 +SHEET 1 5 1 ILE A 900 ILE A 900 0 +SHEET 1 6 1 ARG A 901 ARG A 901 0 +SHEET 1 7 1 ASP A 902 ASP A 902 0 +SHEET 1 8 1 LEU A 903 LEU A 903 0 +SHEET 1 9 1 GLY A 904 GLY A 904 0 +SHEET 1 10 1 GLU A 905 GLU A 905 0 +SHEET 1 11 1 LYS A 910 LYS A 910 0 +SHEET 1 12 1 VAL A 911 VAL A 911 0 +SHEET 1 13 1 SER A 912 SER A 912 0 +SHEET 1 14 1 LEU A 913 LEU A 913 0 +SHEET 1 15 1 TYR A 914 TYR A 914 0 +SHEET 1 16 1 CYS A 915 CYS A 915 0 +SHEET 1 17 1 TYR A 916 TYR A 916 0 +SHEET 1 18 1 GLU A 925 GLU A 925 0 +SHEET 1 19 1 MET A 926 MET A 926 0 +SHEET 1 20 1 VAL A 927 VAL A 927 0 +SHEET 1 21 1 ALA A 928 ALA A 928 0 +SHEET 1 22 1 VAL A 929 VAL A 929 0 +SHEET 1 23 1 LYS A 930 LYS A 930 0 +SHEET 1 24 1 TYR A 962 TYR A 962 0 +SHEET 1 25 1 LYS A 963 LYS A 963 0 +SHEET 1 26 1 GLY A 964 GLY A 964 0 +SHEET 1 27 1 CYS A 965 CYS A 965 0 +SHEET 1 28 1 CYS A 966 CYS A 966 0 +SHEET 1 29 1 GLU A 967 GLU A 967 0 +SHEET 1 30 1 ASP A 968 ASP A 968 0 +SHEET 1 31 1 SER A 973 SER A 973 0 +SHEET 1 32 1 LEU A 974 LEU A 974 0 +SHEET 1 33 1 GLN A 975 GLN A 975 0 +SHEET 1 34 1 LEU A 976 LEU A 976 0 +SHEET 1 35 1 VAL A 977 VAL A 977 0 +SHEET 1 36 1 MET A 978 MET A 978 0 +SHEET 1 37 1 GLU A 979 GLU A 979 0 +SHEET 1 38 1 GLY A 984 GLY A 984 0 +SHEET 1 39 1 SER A 985 SER A 985 0 +SHEET 1 40 1 TYR A1019 TYR A1019 0 +SHEET 1 41 1 ILE A1020 ILE A1020 0 +SHEET 1 42 1 VAL A1029 VAL A1029 0 +SHEET 1 43 1 LEU A1030 LEU A1030 0 +SHEET 1 44 1 LEU A1031 LEU A1031 0 +SHEET 1 45 1 ASP A1032 ASP A1032 0 +SHEET 1 46 1 ASN A1033 ASN A1033 0 +SHEET 1 47 1 LEU A1036 LEU A1036 0 +SHEET 1 48 1 VAL A1037 VAL A1037 0 +SHEET 1 49 1 LYS A1038 LYS A1038 0 +SHEET 1 50 1 ILE A1039 ILE A1039 0 +SHEET 1 51 1 LYS A1046 LYS A1046 0 +SHEET 1 52 1 ALA A1047 ALA A1047 0 +SHEET 1 53 1 TYR A1054 TYR A1054 0 +SHEET 1 54 1 TYR A1055 TYR A1055 0 +SHEET 1 55 1 ARG A1056 ARG A1056 0 +SHEET 1 56 1 LYS A1077 LYS A1077 0 +SHEET 1 57 1 PHE A1078 PHE A1078 0 +SHEET 1 58 1 TYR A1079 TYR A1079 0 +CRYST1 36.165 74.378 105.855 90.00 90.00 90.00 P 21 21 21 4 +HETATM 1 CH3 ACE A 889 -15.732 -12.864 4.220 1.00 0.00 C +HETATM 2 C ACE A 889 -15.275 -14.196 3.637 1.00 0.00 C +HETATM 3 O ACE A 889 -14.652 -14.991 4.340 1.00 0.00 O +HETATM 4 H1 ACE A 889 -16.002 -12.982 5.270 1.00 0.00 H +HETATM 5 H2 ACE A 889 -14.929 -12.130 4.152 1.00 0.00 H +HETATM 6 H3 ACE A 889 -16.601 -12.476 3.688 1.00 0.00 H +ATOM 7 N THR A 890 -15.598 -14.429 2.353 1.00 62.43 N +ATOM 8 CA THR A 890 -15.253 -15.636 1.596 1.00 60.76 C +ATOM 9 C THR A 890 -13.728 -15.808 1.437 1.00 61.63 C +ATOM 10 O THR A 890 -13.057 -14.865 1.010 1.00 59.62 O +ATOM 11 CB THR A 890 -15.878 -15.600 0.175 1.00 68.55 C +ATOM 12 OG1 THR A 890 -17.275 -15.404 0.279 1.00 68.98 O +ATOM 13 CG2 THR A 890 -15.641 -16.864 -0.673 1.00 67.10 C +ATOM 14 H THR A 890 -16.131 -13.741 1.843 1.00 62.43 H +ATOM 15 HA THR A 890 -15.657 -16.495 2.138 1.00 60.76 H +ATOM 16 HB THR A 890 -15.486 -14.740 -0.370 1.00 68.55 H +ATOM 17 HG1 THR A 890 -17.660 -15.485 -0.597 1.00 68.98 H +ATOM 18 HG21 THR A 890 -16.174 -16.811 -1.622 1.00 67.10 H +ATOM 19 HG22 THR A 890 -14.586 -17.003 -0.909 1.00 67.10 H +ATOM 20 HG23 THR A 890 -15.983 -17.757 -0.151 1.00 67.10 H +ATOM 21 N VAL A 891 -13.227 -17.004 1.789 1.00 57.37 N +ATOM 22 CA VAL A 891 -11.803 -17.336 1.789 1.00 55.39 C +ATOM 23 C VAL A 891 -11.483 -18.439 0.760 1.00 56.21 C +ATOM 24 O VAL A 891 -12.250 -19.389 0.602 1.00 57.24 O +ATOM 25 CB VAL A 891 -11.320 -17.758 3.209 1.00 60.85 C +ATOM 26 CG1 VAL A 891 -11.950 -19.060 3.745 1.00 62.96 C +ATOM 27 CG2 VAL A 891 -9.784 -17.834 3.316 1.00 59.88 C +ATOM 28 H VAL A 891 -13.847 -17.732 2.112 1.00 57.37 H +ATOM 29 HA VAL A 891 -11.234 -16.448 1.521 1.00 55.39 H +ATOM 30 HB VAL A 891 -11.634 -16.961 3.885 1.00 60.85 H +ATOM 31 HG11 VAL A 891 -11.669 -19.225 4.785 1.00 62.96 H +ATOM 32 HG12 VAL A 891 -13.039 -19.021 3.707 1.00 62.96 H +ATOM 33 HG13 VAL A 891 -11.625 -19.935 3.183 1.00 62.96 H +ATOM 34 HG21 VAL A 891 -9.472 -17.993 4.349 1.00 59.88 H +ATOM 35 HG22 VAL A 891 -9.371 -18.651 2.725 1.00 59.88 H +ATOM 36 HG23 VAL A 891 -9.317 -16.908 2.976 1.00 59.88 H +ATOM 37 N PHE A 892 -10.332 -18.268 0.093 1.00 49.19 N +ATOM 38 CA PHE A 892 -9.736 -19.179 -0.880 1.00 47.07 C +ATOM 39 C PHE A 892 -8.379 -19.653 -0.337 1.00 52.74 C +ATOM 40 O PHE A 892 -7.608 -18.826 0.150 1.00 53.11 O +ATOM 41 CB PHE A 892 -9.546 -18.424 -2.216 1.00 45.10 C +ATOM 42 CG PHE A 892 -10.806 -18.200 -3.035 1.00 44.18 C +ATOM 43 CD1 PHE A 892 -11.099 -19.048 -4.122 1.00 44.87 C +ATOM 44 CD2 PHE A 892 -11.756 -17.229 -2.654 1.00 45.07 C +ATOM 45 CE1 PHE A 892 -12.289 -18.908 -4.823 1.00 45.27 C +ATOM 46 CE2 PHE A 892 -12.944 -17.110 -3.362 1.00 46.87 C +ATOM 47 CZ PHE A 892 -13.211 -17.944 -4.440 1.00 44.38 C +ATOM 48 H PHE A 892 -9.787 -17.438 0.287 1.00 49.19 H +ATOM 49 HA PHE A 892 -10.371 -20.052 -1.044 1.00 47.07 H +ATOM 50 HB3 PHE A 892 -8.819 -18.942 -2.845 1.00 45.10 H +ATOM 51 HB2 PHE A 892 -9.116 -17.444 -2.011 1.00 45.10 H +ATOM 52 HD1 PHE A 892 -10.391 -19.801 -4.420 1.00 44.87 H +ATOM 53 HD2 PHE A 892 -11.569 -16.581 -1.809 1.00 45.07 H +ATOM 54 HE1 PHE A 892 -12.501 -19.556 -5.660 1.00 45.27 H +ATOM 55 HE2 PHE A 892 -13.672 -16.374 -3.064 1.00 46.87 H +ATOM 56 HZ PHE A 892 -14.142 -17.847 -4.977 1.00 44.38 H +ATOM 57 N HIS A 893 -8.096 -20.961 -0.436 1.00 50.80 N +ATOM 58 CA HIS A 893 -6.829 -21.549 0.015 1.00 51.86 C +ATOM 59 C HIS A 893 -5.854 -21.664 -1.167 1.00 53.50 C +ATOM 60 O HIS A 893 -6.229 -22.208 -2.207 1.00 52.26 O +ATOM 61 CB HIS A 893 -7.080 -22.921 0.672 1.00 55.68 C +ATOM 62 CG HIS A 893 -8.193 -22.954 1.691 1.00 61.81 C +ATOM 63 ND1 HIS A 893 -9.452 -23.496 1.413 1.00 65.50 N +ATOM 64 CD2 HIS A 893 -8.184 -22.495 2.993 1.00 65.19 C +ATOM 65 CE1 HIS A 893 -10.148 -23.333 2.531 1.00 67.02 C +ATOM 66 NE2 HIS A 893 -9.446 -22.747 3.501 1.00 67.16 N +ATOM 67 H HIS A 893 -8.769 -21.596 -0.844 1.00 50.80 H +ATOM 68 HA HIS A 893 -6.383 -20.908 0.779 1.00 51.86 H +ATOM 69 HB3 HIS A 893 -6.171 -23.242 1.179 1.00 55.68 H +ATOM 70 HB2 HIS A 893 -7.292 -23.675 -0.087 1.00 55.68 H +ATOM 71 HD2 HIS A 893 -7.410 -22.016 3.574 1.00 65.19 H +ATOM 72 HE1 HIS A 893 -11.176 -23.645 2.643 1.00 67.02 H +ATOM 73 HE2 HIS A 893 -9.776 -22.523 4.430 1.00 67.16 H +ATOM 74 N LYS A 894 -4.615 -21.166 -0.990 1.00 50.22 N +ATOM 75 CA LYS A 894 -3.603 -21.102 -2.055 1.00 49.02 C +ATOM 76 C LYS A 894 -3.093 -22.481 -2.531 1.00 53.09 C +ATOM 77 O LYS A 894 -2.649 -22.591 -3.672 1.00 51.68 O +ATOM 78 CB LYS A 894 -2.443 -20.167 -1.638 1.00 52.12 C +ATOM 79 CG LYS A 894 -1.600 -19.701 -2.841 1.00 67.25 C +ATOM 80 CD LYS A 894 -0.571 -18.609 -2.518 1.00 79.06 C +ATOM 81 CE LYS A 894 0.105 -18.102 -3.806 1.00 86.18 C +ATOM 82 NZ LYS A 894 1.179 -17.132 -3.537 1.00 95.28 N1+ +ATOM 83 H LYS A 894 -4.367 -20.734 -0.111 1.00 50.22 H +ATOM 84 HA LYS A 894 -4.096 -20.649 -2.916 1.00 49.02 H +ATOM 85 HB3 LYS A 894 -1.815 -20.639 -0.881 1.00 52.12 H +ATOM 86 HB2 LYS A 894 -2.857 -19.278 -1.165 1.00 52.12 H +ATOM 87 HG3 LYS A 894 -2.267 -19.334 -3.621 1.00 67.25 H +ATOM 88 HG2 LYS A 894 -1.071 -20.551 -3.272 1.00 67.25 H +ATOM 89 HD3 LYS A 894 0.177 -19.010 -1.831 1.00 79.06 H +ATOM 90 HD2 LYS A 894 -1.058 -17.783 -1.996 1.00 79.06 H +ATOM 91 HE3 LYS A 894 -0.633 -17.631 -4.457 1.00 86.18 H +ATOM 92 HE2 LYS A 894 0.534 -18.936 -4.361 1.00 86.18 H +ATOM 93 HZ1 LYS A 894 1.906 -17.573 -2.992 1.00 95.28 H +ATOM 94 HZ2 LYS A 894 1.567 -16.796 -4.406 1.00 95.28 H +ATOM 95 HZ3 LYS A 894 0.818 -16.346 -3.009 1.00 95.28 H +ATOM 96 N ARG A 895 -3.219 -23.513 -1.678 1.00 51.74 N +ATOM 97 CA ARG A 895 -2.936 -24.922 -1.981 1.00 52.94 C +ATOM 98 C ARG A 895 -3.820 -25.522 -3.099 1.00 55.31 C +ATOM 99 O ARG A 895 -3.417 -26.518 -3.700 1.00 55.61 O +ATOM 100 CB ARG A 895 -3.055 -25.742 -0.675 1.00 57.62 C +ATOM 101 CG ARG A 895 -4.449 -25.700 -0.018 1.00 70.70 C +ATOM 102 CD ARG A 895 -4.551 -26.532 1.269 1.00 85.20 C +ATOM 103 NE ARG A 895 -5.826 -26.282 1.965 1.00 97.62 N +ATOM 104 CZ ARG A 895 -6.474 -27.088 2.829 1.00116.87 C +ATOM 105 NH1 ARG A 895 -6.007 -28.297 3.178 1.00109.22 N +ATOM 106 NH2 ARG A 895 -7.629 -26.662 3.356 1.00103.80 N1+ +ATOM 107 H ARG A 895 -3.593 -23.332 -0.758 1.00 51.74 H +ATOM 108 HA ARG A 895 -1.902 -24.980 -2.325 1.00 52.94 H +ATOM 109 HB3 ARG A 895 -2.322 -25.366 0.041 1.00 57.62 H +ATOM 110 HB2 ARG A 895 -2.772 -26.779 -0.866 1.00 57.62 H +ATOM 111 HG3 ARG A 895 -5.142 -26.145 -0.732 1.00 70.70 H +ATOM 112 HG2 ARG A 895 -4.799 -24.681 0.135 1.00 70.70 H +ATOM 113 HD3 ARG A 895 -3.681 -26.417 1.916 1.00 85.20 H +ATOM 114 HD2 ARG A 895 -4.581 -27.578 0.965 1.00 85.20 H +ATOM 115 HE ARG A 895 -6.255 -25.393 1.754 1.00 97.62 H +ATOM 116 HH12 ARG A 895 -6.515 -28.879 3.827 1.00109.22 H +ATOM 117 HH11 ARG A 895 -5.149 -28.646 2.769 1.00109.22 H +ATOM 118 HH22 ARG A 895 -8.146 -27.249 3.995 1.00103.80 H +ATOM 119 HH21 ARG A 895 -8.011 -25.764 3.096 1.00103.80 H +ATOM 120 N TYR A 896 -4.993 -24.917 -3.353 1.00 49.98 N +ATOM 121 CA TYR A 896 -5.948 -25.341 -4.378 1.00 49.28 C +ATOM 122 C TYR A 896 -5.900 -24.464 -5.642 1.00 50.16 C +ATOM 123 O TYR A 896 -6.491 -24.862 -6.644 1.00 48.17 O +ATOM 124 CB TYR A 896 -7.364 -25.348 -3.770 1.00 51.36 C +ATOM 125 CG TYR A 896 -7.587 -26.246 -2.560 1.00 55.87 C +ATOM 126 CD1 TYR A 896 -6.988 -27.524 -2.475 1.00 59.63 C +ATOM 127 CD2 TYR A 896 -8.449 -25.818 -1.529 1.00 57.59 C +ATOM 128 CE1 TYR A 896 -7.261 -28.365 -1.380 1.00 63.33 C +ATOM 129 CE2 TYR A 896 -8.717 -26.657 -0.430 1.00 61.39 C +ATOM 130 CZ TYR A 896 -8.130 -27.935 -0.360 1.00 71.07 C +ATOM 131 OH TYR A 896 -8.409 -28.757 0.692 1.00 74.22 O +ATOM 132 H TYR A 896 -5.258 -24.104 -2.814 1.00 49.98 H +ATOM 133 HA TYR A 896 -5.716 -26.351 -4.712 1.00 49.28 H +ATOM 134 HB3 TYR A 896 -8.095 -25.639 -4.525 1.00 51.36 H +ATOM 135 HB2 TYR A 896 -7.618 -24.330 -3.482 1.00 51.36 H +ATOM 136 HD1 TYR A 896 -6.338 -27.885 -3.257 1.00 59.63 H +ATOM 137 HD2 TYR A 896 -8.922 -24.848 -1.582 1.00 57.59 H +ATOM 138 HE1 TYR A 896 -6.810 -29.346 -1.334 1.00 63.33 H +ATOM 139 HE2 TYR A 896 -9.385 -26.322 0.350 1.00 61.39 H +ATOM 140 HH TYR A 896 -7.997 -29.621 0.612 1.00 74.22 H +ATOM 141 N LEU A 897 -5.197 -23.318 -5.597 1.00 46.72 N +ATOM 142 CA LEU A 897 -5.001 -22.416 -6.732 1.00 44.74 C +ATOM 143 C LEU A 897 -3.851 -22.919 -7.625 1.00 48.16 C +ATOM 144 O LEU A 897 -2.685 -22.753 -7.264 1.00 48.59 O +ATOM 145 CB LEU A 897 -4.714 -20.987 -6.202 1.00 44.20 C +ATOM 146 CG LEU A 897 -5.924 -20.222 -5.622 1.00 48.88 C +ATOM 147 CD1 LEU A 897 -5.488 -18.979 -4.825 1.00 51.85 C +ATOM 148 CD2 LEU A 897 -6.961 -19.837 -6.697 1.00 47.58 C +ATOM 149 H LEU A 897 -4.710 -23.068 -4.748 1.00 46.72 H +ATOM 150 HA LEU A 897 -5.907 -22.403 -7.338 1.00 44.74 H +ATOM 151 HB3 LEU A 897 -4.297 -20.372 -6.995 1.00 44.20 H +ATOM 152 HB2 LEU A 897 -3.930 -21.049 -5.447 1.00 44.20 H +ATOM 153 HG LEU A 897 -6.405 -20.889 -4.908 1.00 48.88 H +ATOM 154 HD11 LEU A 897 -5.824 -19.067 -3.792 1.00 51.85 H +ATOM 155 HD12 LEU A 897 -4.406 -18.850 -4.810 1.00 51.85 H +ATOM 156 HD13 LEU A 897 -5.915 -18.056 -5.220 1.00 51.85 H +ATOM 157 HD21 LEU A 897 -7.934 -19.654 -6.242 1.00 47.58 H +ATOM 158 HD22 LEU A 897 -6.673 -18.927 -7.224 1.00 47.58 H +ATOM 159 HD23 LEU A 897 -7.099 -20.607 -7.454 1.00 47.58 H +ATOM 160 N LYS A 898 -4.206 -23.500 -8.784 1.00 44.15 N +ATOM 161 CA LYS A 898 -3.275 -23.916 -9.836 1.00 44.11 C +ATOM 162 C LYS A 898 -3.159 -22.787 -10.871 1.00 46.50 C +ATOM 163 O LYS A 898 -4.147 -22.500 -11.546 1.00 45.72 O +ATOM 164 CB LYS A 898 -3.788 -25.205 -10.521 1.00 48.28 C +ATOM 165 CG LYS A 898 -3.559 -26.517 -9.749 1.00 70.59 C +ATOM 166 CD LYS A 898 -4.421 -26.693 -8.490 1.00 82.83 C +ATOM 167 CE LYS A 898 -4.393 -28.144 -7.981 1.00 97.68 C +ATOM 168 NZ LYS A 898 -5.185 -28.320 -6.753 1.00107.26 N1+ +ATOM 169 H LYS A 898 -5.188 -23.612 -9.002 1.00 44.15 H +ATOM 170 HA LYS A 898 -2.289 -24.117 -9.411 1.00 44.11 H +ATOM 171 HB3 LYS A 898 -3.252 -25.321 -11.464 1.00 48.28 H +ATOM 172 HB2 LYS A 898 -4.839 -25.106 -10.797 1.00 48.28 H +ATOM 173 HG3 LYS A 898 -2.505 -26.604 -9.484 1.00 70.59 H +ATOM 174 HG2 LYS A 898 -3.761 -27.344 -10.431 1.00 70.59 H +ATOM 175 HD3 LYS A 898 -5.444 -26.381 -8.702 1.00 82.83 H +ATOM 176 HD2 LYS A 898 -4.049 -26.031 -7.707 1.00 82.83 H +ATOM 177 HE3 LYS A 898 -3.368 -28.453 -7.777 1.00 97.68 H +ATOM 178 HE2 LYS A 898 -4.788 -28.816 -8.743 1.00 97.68 H +ATOM 179 HZ1 LYS A 898 -4.817 -27.724 -6.025 1.00107.26 H +ATOM 180 HZ2 LYS A 898 -6.153 -28.082 -6.930 1.00107.26 H +ATOM 181 HZ3 LYS A 898 -5.133 -29.284 -6.455 1.00107.26 H +ATOM 182 N LYS A 899 -1.972 -22.166 -10.979 1.00 42.86 N +ATOM 183 CA LYS A 899 -1.712 -21.052 -11.897 1.00 42.35 C +ATOM 184 C LYS A 899 -1.708 -21.508 -13.365 1.00 45.75 C +ATOM 185 O LYS A 899 -1.008 -22.465 -13.695 1.00 46.24 O +ATOM 186 CB LYS A 899 -0.382 -20.375 -11.512 1.00 45.46 C +ATOM 187 CG LYS A 899 -0.117 -19.063 -12.271 1.00 54.73 C +ATOM 188 CD LYS A 899 1.114 -18.319 -11.740 1.00 64.90 C +ATOM 189 CE LYS A 899 1.426 -17.068 -12.571 1.00 74.92 C +ATOM 190 NZ LYS A 899 2.594 -16.337 -12.051 1.00 84.51 N1+ +ATOM 191 H LYS A 899 -1.198 -22.461 -10.402 1.00 42.86 H +ATOM 192 HA LYS A 899 -2.511 -20.319 -11.766 1.00 42.35 H +ATOM 193 HB3 LYS A 899 0.450 -21.065 -11.661 1.00 45.46 H +ATOM 194 HB2 LYS A 899 -0.393 -20.156 -10.446 1.00 45.46 H +ATOM 195 HG3 LYS A 899 -0.991 -18.414 -12.196 1.00 54.73 H +ATOM 196 HG2 LYS A 899 0.021 -19.269 -13.333 1.00 54.73 H +ATOM 197 HD3 LYS A 899 1.973 -18.993 -11.741 1.00 64.90 H +ATOM 198 HD2 LYS A 899 0.939 -18.039 -10.700 1.00 64.90 H +ATOM 199 HE3 LYS A 899 0.570 -16.395 -12.579 1.00 74.92 H +ATOM 200 HE2 LYS A 899 1.622 -17.344 -13.608 1.00 74.92 H +ATOM 201 HZ1 LYS A 899 2.755 -15.539 -12.651 1.00 84.51 H +ATOM 202 HZ2 LYS A 899 2.411 -16.027 -11.108 1.00 84.51 H +ATOM 203 HZ3 LYS A 899 3.406 -16.938 -12.065 1.00 84.51 H +ATOM 204 N ILE A 900 -2.473 -20.796 -14.207 1.00 41.32 N +ATOM 205 CA ILE A 900 -2.604 -21.076 -15.636 1.00 41.22 C +ATOM 206 C ILE A 900 -1.686 -20.142 -16.451 1.00 44.92 C +ATOM 207 O ILE A 900 -0.918 -20.640 -17.272 1.00 45.41 O +ATOM 208 CB ILE A 900 -4.078 -20.931 -16.133 1.00 44.36 C +ATOM 209 CG1 ILE A 900 -5.025 -21.868 -15.338 1.00 45.50 C +ATOM 210 CG2 ILE A 900 -4.224 -21.186 -17.654 1.00 46.17 C +ATOM 211 CD1 ILE A 900 -6.527 -21.664 -15.604 1.00 56.14 C +ATOM 212 H ILE A 900 -3.010 -20.012 -13.856 1.00 41.32 H +ATOM 213 HA ILE A 900 -2.293 -22.103 -15.839 1.00 41.22 H +ATOM 214 HB ILE A 900 -4.399 -19.906 -15.939 1.00 44.36 H +ATOM 215 HG13 ILE A 900 -4.869 -21.739 -14.267 1.00 45.50 H +ATOM 216 HG12 ILE A 900 -4.762 -22.906 -15.546 1.00 45.50 H +ATOM 217 HG21 ILE A 900 -5.257 -21.102 -17.988 1.00 46.17 H +ATOM 218 HG22 ILE A 900 -3.655 -20.476 -18.252 1.00 46.17 H +ATOM 219 HG23 ILE A 900 -3.880 -22.187 -17.914 1.00 46.17 H +ATOM 220 HD11 ILE A 900 -6.981 -22.574 -15.996 1.00 56.14 H +ATOM 221 HD12 ILE A 900 -7.057 -21.403 -14.689 1.00 56.14 H +ATOM 222 HD13 ILE A 900 -6.724 -20.869 -16.318 1.00 56.14 H +ATOM 223 N ARG A 901 -1.769 -18.822 -16.202 1.00 40.97 N +ATOM 224 CA ARG A 901 -0.997 -17.785 -16.899 1.00 41.13 C +ATOM 225 C ARG A 901 -1.153 -16.426 -16.197 1.00 44.46 C +ATOM 226 O ARG A 901 -2.028 -16.266 -15.349 1.00 43.07 O +ATOM 227 CB ARG A 901 -1.415 -17.689 -18.393 1.00 41.29 C +ATOM 228 CG ARG A 901 -2.893 -17.330 -18.655 1.00 52.38 C +ATOM 229 CD ARG A 901 -3.184 -17.151 -20.154 1.00 59.92 C +ATOM 230 NE ARG A 901 -4.626 -17.047 -20.439 1.00 68.07 N +ATOM 231 CZ ARG A 901 -5.470 -18.056 -20.731 1.00 83.41 C +ATOM 232 NH1 ARG A 901 -5.064 -19.333 -20.802 1.00 64.57 N +ATOM 233 NH2 ARG A 901 -6.760 -17.779 -20.958 1.00 77.22 N1+ +ATOM 234 H ARG A 901 -2.406 -18.484 -15.493 1.00 40.97 H +ATOM 235 HA ARG A 901 0.058 -18.059 -16.843 1.00 41.13 H +ATOM 236 HB3 ARG A 901 -1.194 -18.631 -18.895 1.00 41.29 H +ATOM 237 HB2 ARG A 901 -0.782 -16.954 -18.894 1.00 41.29 H +ATOM 238 HG3 ARG A 901 -3.069 -16.365 -18.179 1.00 52.38 H +ATOM 239 HG2 ARG A 901 -3.588 -18.026 -18.182 1.00 52.38 H +ATOM 240 HD3 ARG A 901 -2.658 -17.871 -20.782 1.00 59.92 H +ATOM 241 HD2 ARG A 901 -2.800 -16.172 -20.446 1.00 59.92 H +ATOM 242 HE ARG A 901 -5.007 -16.113 -20.381 1.00 68.07 H +ATOM 243 HH12 ARG A 901 -5.714 -20.071 -21.028 1.00 64.57 H +ATOM 244 HH11 ARG A 901 -4.093 -19.560 -20.642 1.00 64.57 H +ATOM 245 HH22 ARG A 901 -7.411 -18.517 -21.182 1.00 77.22 H +ATOM 246 HH21 ARG A 901 -7.103 -16.830 -20.897 1.00 77.22 H +ATOM 247 N ASP A 902 -0.327 -15.455 -16.617 1.00 41.92 N +ATOM 248 CA ASP A 902 -0.466 -14.033 -16.281 1.00 41.86 C +ATOM 249 C ASP A 902 -1.534 -13.379 -17.179 1.00 43.46 C +ATOM 250 O ASP A 902 -1.649 -13.756 -18.347 1.00 42.68 O +ATOM 251 CB ASP A 902 0.870 -13.255 -16.417 1.00 46.10 C +ATOM 252 CG ASP A 902 2.075 -13.816 -15.638 1.00 63.12 C +ATOM 253 OD1 ASP A 902 1.868 -14.510 -14.618 1.00 62.46 O +ATOM 254 OD2 ASP A 902 3.207 -13.412 -15.980 1.00 75.36 O1- +ATOM 255 H ASP A 902 0.372 -15.668 -17.314 1.00 41.92 H +ATOM 256 HA ASP A 902 -0.795 -13.952 -15.245 1.00 41.86 H +ATOM 257 HB3 ASP A 902 0.722 -12.227 -16.081 1.00 46.10 H +ATOM 258 HB2 ASP A 902 1.153 -13.205 -17.470 1.00 46.10 H +ATOM 259 N LEU A 903 -2.271 -12.398 -16.628 1.00 39.42 N +ATOM 260 CA LEU A 903 -3.273 -11.609 -17.359 1.00 38.97 C +ATOM 261 C LEU A 903 -2.810 -10.164 -17.625 1.00 45.51 C +ATOM 262 O LEU A 903 -3.374 -9.534 -18.520 1.00 47.25 O +ATOM 263 CB LEU A 903 -4.619 -11.607 -16.593 1.00 37.74 C +ATOM 264 CG LEU A 903 -5.296 -12.990 -16.448 1.00 40.14 C +ATOM 265 CD1 LEU A 903 -6.586 -12.886 -15.603 1.00 39.42 C +ATOM 266 CD2 LEU A 903 -5.545 -13.682 -17.807 1.00 39.39 C +ATOM 267 H LEU A 903 -2.124 -12.142 -15.660 1.00 39.42 H +ATOM 268 HA LEU A 903 -3.440 -12.040 -18.346 1.00 38.97 H +ATOM 269 HB3 LEU A 903 -5.320 -10.938 -17.097 1.00 37.74 H +ATOM 270 HB2 LEU A 903 -4.461 -11.178 -15.603 1.00 37.74 H +ATOM 271 HG LEU A 903 -4.609 -13.626 -15.891 1.00 40.14 H +ATOM 272 HD11 LEU A 903 -7.473 -13.231 -16.134 1.00 39.42 H +ATOM 273 HD12 LEU A 903 -6.505 -13.482 -14.694 1.00 39.42 H +ATOM 274 HD13 LEU A 903 -6.792 -11.860 -15.296 1.00 39.42 H +ATOM 275 HD21 LEU A 903 -6.525 -14.154 -17.871 1.00 39.39 H +ATOM 276 HD22 LEU A 903 -5.480 -12.984 -18.642 1.00 39.39 H +ATOM 277 HD23 LEU A 903 -4.806 -14.466 -17.979 1.00 39.39 H +ATOM 278 N GLY A 904 -1.802 -9.669 -16.884 1.00 41.87 N +ATOM 279 CA GLY A 904 -1.253 -8.324 -17.054 1.00 43.49 C +ATOM 280 C GLY A 904 -1.005 -7.670 -15.690 1.00 48.38 C +ATOM 281 O GLY A 904 -1.010 -8.335 -14.653 1.00 47.59 O +ATOM 282 H GLY A 904 -1.396 -10.235 -16.152 1.00 41.87 H +ATOM 283 HA3 GLY A 904 -1.915 -7.681 -17.638 1.00 43.49 H +ATOM 284 HA2 GLY A 904 -0.308 -8.393 -17.594 1.00 43.49 H +ATOM 285 N GLU A 905 -0.757 -6.351 -15.724 1.00 46.73 N +ATOM 286 CA GLU A 905 -0.417 -5.520 -14.569 1.00 47.46 C +ATOM 287 C GLU A 905 -1.527 -4.496 -14.305 1.00 51.67 C +ATOM 288 O GLU A 905 -1.856 -3.713 -15.197 1.00 51.35 O +ATOM 289 CB GLU A 905 0.926 -4.797 -14.834 1.00 51.27 C +ATOM 290 CG GLU A 905 2.146 -5.732 -15.018 1.00 66.56 C +ATOM 291 CD GLU A 905 2.576 -6.520 -13.769 1.00 94.70 C +ATOM 292 OE1 GLU A 905 2.395 -6.005 -12.643 1.00 96.75 O +ATOM 293 OE2 GLU A 905 3.103 -7.639 -13.964 1.00 86.75 O1- +ATOM 294 H GLU A 905 -0.773 -5.869 -16.611 1.00 46.73 H +ATOM 295 HA GLU A 905 -0.307 -6.133 -13.677 1.00 47.46 H +ATOM 296 HB3 GLU A 905 1.125 -4.080 -14.036 1.00 51.27 H +ATOM 297 HB2 GLU A 905 0.832 -4.191 -15.737 1.00 51.27 H +ATOM 298 HG3 GLU A 905 3.002 -5.131 -15.326 1.00 66.56 H +ATOM 299 HG2 GLU A 905 1.960 -6.422 -15.843 1.00 66.56 H +ATOM 300 N GLY A 906 -2.038 -4.492 -13.063 1.00 48.81 N +ATOM 301 CA GLY A 906 -2.898 -3.437 -12.529 1.00 50.44 C +ATOM 302 C GLY A 906 -2.033 -2.425 -11.758 1.00 59.13 C +ATOM 303 O GLY A 906 -0.802 -2.468 -11.826 1.00 59.62 O +ATOM 304 H GLY A 906 -1.693 -5.164 -12.391 1.00 48.81 H +ATOM 305 HA3 GLY A 906 -3.632 -3.885 -11.863 1.00 50.44 H +ATOM 306 HA2 GLY A 906 -3.453 -2.925 -13.317 1.00 50.44 H +ATOM 307 N HIS A 907 -2.685 -1.495 -11.037 1.00 58.87 N +ATOM 308 CA HIS A 907 -2.024 -0.392 -10.326 1.00 61.58 C +ATOM 309 C HIS A 907 -1.031 -0.830 -9.225 1.00 65.75 C +ATOM 310 O HIS A 907 0.140 -0.461 -9.313 1.00 67.01 O +ATOM 311 CB HIS A 907 -3.071 0.615 -9.806 1.00 64.07 C +ATOM 312 CG HIS A 907 -2.464 1.855 -9.191 1.00 71.10 C +ATOM 313 ND1 HIS A 907 -2.421 2.072 -7.824 1.00 74.01 N +ATOM 314 CD2 HIS A 907 -1.844 2.946 -9.759 1.00 75.68 C +ATOM 315 CE1 HIS A 907 -1.781 3.227 -7.629 1.00 76.67 C +ATOM 316 NE2 HIS A 907 -1.401 3.813 -8.758 1.00 78.22 N +ATOM 317 H HIS A 907 -3.695 -1.465 -11.060 1.00 58.87 H +ATOM 318 HA HIS A 907 -1.436 0.136 -11.080 1.00 61.58 H +ATOM 319 HB3 HIS A 907 -3.722 0.137 -9.074 1.00 64.07 H +ATOM 320 HB2 HIS A 907 -3.717 0.935 -10.625 1.00 64.07 H +ATOM 321 HD1 HIS A 907 -2.801 1.473 -7.103 1.00 74.01 H +ATOM 322 HD2 HIS A 907 -1.664 3.165 -10.801 1.00 75.68 H +ATOM 323 HE1 HIS A 907 -1.598 3.647 -6.651 1.00 76.67 H +ATOM 324 N PHE A 908 -1.500 -1.593 -8.220 1.00 61.05 N +ATOM 325 CA PHE A 908 -0.670 -2.041 -7.090 1.00 61.65 C +ATOM 326 C PHE A 908 0.158 -3.312 -7.352 1.00 63.63 C +ATOM 327 O PHE A 908 1.051 -3.603 -6.555 1.00 65.29 O +ATOM 328 CB PHE A 908 -1.529 -2.186 -5.816 1.00 63.30 C +ATOM 329 CG PHE A 908 -2.026 -0.870 -5.245 1.00 67.27 C +ATOM 330 CD1 PHE A 908 -1.113 0.118 -4.816 1.00 73.63 C +ATOM 331 CD2 PHE A 908 -3.407 -0.616 -5.143 1.00 68.80 C +ATOM 332 CE1 PHE A 908 -1.582 1.333 -4.333 1.00 76.93 C +ATOM 333 CE2 PHE A 908 -3.854 0.595 -4.639 1.00 73.69 C +ATOM 334 CZ PHE A 908 -2.947 1.573 -4.254 1.00 75.01 C +ATOM 335 H PHE A 908 -2.475 -1.851 -8.194 1.00 61.05 H +ATOM 336 HA PHE A 908 0.075 -1.268 -6.889 1.00 61.65 H +ATOM 337 HB3 PHE A 908 -0.967 -2.687 -5.026 1.00 63.30 H +ATOM 338 HB2 PHE A 908 -2.382 -2.833 -6.027 1.00 63.30 H +ATOM 339 HD1 PHE A 908 -0.050 -0.062 -4.872 1.00 73.63 H +ATOM 340 HD2 PHE A 908 -4.123 -1.361 -5.449 1.00 68.80 H +ATOM 341 HE1 PHE A 908 -0.886 2.096 -4.018 1.00 76.93 H +ATOM 342 HE2 PHE A 908 -4.914 0.778 -4.550 1.00 73.69 H +ATOM 343 HZ PHE A 908 -3.306 2.520 -3.880 1.00 75.01 H +ATOM 344 N GLY A 909 -0.118 -4.030 -8.451 1.00 56.05 N +ATOM 345 CA GLY A 909 0.641 -5.220 -8.813 1.00 53.59 C +ATOM 346 C GLY A 909 -0.135 -6.069 -9.822 1.00 52.99 C +ATOM 347 O GLY A 909 -1.181 -5.674 -10.342 1.00 51.95 O +ATOM 348 H GLY A 909 -0.847 -3.737 -9.086 1.00 56.05 H +ATOM 349 HA3 GLY A 909 0.870 -5.821 -7.931 1.00 53.59 H +ATOM 350 HA2 GLY A 909 1.590 -4.917 -9.258 1.00 53.59 H +ATOM 351 N LYS A 910 0.446 -7.242 -10.114 1.00 47.39 N +ATOM 352 CA LYS A 910 0.039 -8.174 -11.161 1.00 44.86 C +ATOM 353 C LYS A 910 -1.302 -8.879 -10.907 1.00 43.37 C +ATOM 354 O LYS A 910 -1.655 -9.140 -9.759 1.00 42.02 O +ATOM 355 CB LYS A 910 1.174 -9.198 -11.371 1.00 48.19 C +ATOM 356 CG LYS A 910 1.463 -10.135 -10.177 1.00 70.18 C +ATOM 357 CD LYS A 910 2.696 -11.044 -10.355 1.00 80.07 C +ATOM 358 CE LYS A 910 2.500 -12.254 -11.290 1.00 90.27 C +ATOM 359 NZ LYS A 910 2.509 -11.895 -12.720 1.00 99.37 N1+ +ATOM 360 H LYS A 910 1.299 -7.487 -9.634 1.00 47.39 H +ATOM 361 HA LYS A 910 -0.058 -7.598 -12.079 1.00 44.86 H +ATOM 362 HB3 LYS A 910 2.088 -8.663 -11.624 1.00 48.19 H +ATOM 363 HB2 LYS A 910 0.918 -9.787 -12.250 1.00 48.19 H +ATOM 364 HG3 LYS A 910 0.595 -10.759 -9.970 1.00 70.18 H +ATOM 365 HG2 LYS A 910 1.611 -9.535 -9.280 1.00 70.18 H +ATOM 366 HD3 LYS A 910 2.986 -11.415 -9.371 1.00 80.07 H +ATOM 367 HD2 LYS A 910 3.543 -10.445 -10.692 1.00 80.07 H +ATOM 368 HE3 LYS A 910 1.575 -12.777 -11.046 1.00 90.27 H +ATOM 369 HE2 LYS A 910 3.311 -12.965 -11.133 1.00 90.27 H +ATOM 370 HZ1 LYS A 910 1.759 -11.248 -12.914 1.00 99.37 H +ATOM 371 HZ2 LYS A 910 3.388 -11.459 -12.961 1.00 99.37 H +ATOM 372 HZ3 LYS A 910 2.383 -12.725 -13.287 1.00 99.37 H +ATOM 373 N VAL A 911 -1.971 -9.225 -12.016 1.00 37.15 N +ATOM 374 CA VAL A 911 -3.138 -10.101 -12.065 1.00 34.94 C +ATOM 375 C VAL A 911 -2.732 -11.374 -12.827 1.00 36.97 C +ATOM 376 O VAL A 911 -2.030 -11.287 -13.838 1.00 35.74 O +ATOM 377 CB VAL A 911 -4.323 -9.449 -12.832 1.00 38.64 C +ATOM 378 CG1 VAL A 911 -5.604 -10.312 -12.836 1.00 37.50 C +ATOM 379 CG2 VAL A 911 -4.665 -8.046 -12.301 1.00 39.45 C +ATOM 380 H VAL A 911 -1.594 -8.964 -12.919 1.00 37.15 H +ATOM 381 HA VAL A 911 -3.461 -10.380 -11.067 1.00 34.94 H +ATOM 382 HB VAL A 911 -4.013 -9.331 -13.869 1.00 38.64 H +ATOM 383 HG11 VAL A 911 -6.413 -9.808 -13.365 1.00 37.50 H +ATOM 384 HG12 VAL A 911 -5.459 -11.273 -13.327 1.00 37.50 H +ATOM 385 HG13 VAL A 911 -5.949 -10.509 -11.820 1.00 37.50 H +ATOM 386 HG21 VAL A 911 -5.489 -7.603 -12.859 1.00 39.45 H +ATOM 387 HG22 VAL A 911 -4.967 -8.091 -11.259 1.00 39.45 H +ATOM 388 HG23 VAL A 911 -3.822 -7.359 -12.381 1.00 39.45 H +ATOM 389 N SER A 912 -3.188 -12.530 -12.325 1.00 32.82 N +ATOM 390 CA SER A 912 -2.920 -13.839 -12.909 1.00 32.44 C +ATOM 391 C SER A 912 -4.187 -14.693 -12.861 1.00 36.01 C +ATOM 392 O SER A 912 -4.950 -14.617 -11.899 1.00 34.87 O +ATOM 393 CB SER A 912 -1.780 -14.527 -12.136 1.00 36.04 C +ATOM 394 OG SER A 912 -0.549 -13.884 -12.379 1.00 45.71 O +ATOM 395 H SER A 912 -3.765 -12.527 -11.494 1.00 32.82 H +ATOM 396 HA SER A 912 -2.642 -13.737 -13.958 1.00 32.44 H +ATOM 397 HB3 SER A 912 -1.683 -15.572 -12.436 1.00 36.04 H +ATOM 398 HB2 SER A 912 -1.975 -14.516 -11.066 1.00 36.04 H +ATOM 399 HG SER A 912 -0.594 -13.012 -11.977 1.00 45.71 H +ATOM 400 N LEU A 913 -4.360 -15.518 -13.900 1.00 32.94 N +ATOM 401 CA LEU A 913 -5.421 -16.505 -14.016 1.00 32.73 C +ATOM 402 C LEU A 913 -5.002 -17.794 -13.295 1.00 36.98 C +ATOM 403 O LEU A 913 -3.924 -18.324 -13.568 1.00 35.71 O +ATOM 404 CB LEU A 913 -5.708 -16.725 -15.517 1.00 33.31 C +ATOM 405 CG LEU A 913 -6.770 -17.793 -15.857 1.00 38.67 C +ATOM 406 CD1 LEU A 913 -8.125 -17.524 -15.168 1.00 39.26 C +ATOM 407 CD2 LEU A 913 -6.897 -17.945 -17.387 1.00 40.96 C +ATOM 408 H LEU A 913 -3.653 -15.554 -14.623 1.00 32.94 H +ATOM 409 HA LEU A 913 -6.319 -16.103 -13.545 1.00 32.73 H +ATOM 410 HB3 LEU A 913 -4.776 -16.989 -16.019 1.00 33.31 H +ATOM 411 HB2 LEU A 913 -6.024 -15.778 -15.951 1.00 33.31 H +ATOM 412 HG LEU A 913 -6.411 -18.748 -15.479 1.00 38.67 H +ATOM 413 HD11 LEU A 913 -8.969 -17.675 -15.835 1.00 39.26 H +ATOM 414 HD12 LEU A 913 -8.270 -18.198 -14.324 1.00 39.26 H +ATOM 415 HD13 LEU A 913 -8.203 -16.505 -14.788 1.00 39.26 H +ATOM 416 HD21 LEU A 913 -6.656 -18.960 -17.702 1.00 40.96 H +ATOM 417 HD22 LEU A 913 -7.896 -17.721 -17.755 1.00 40.96 H +ATOM 418 HD23 LEU A 913 -6.216 -17.279 -17.917 1.00 40.96 H +ATOM 419 N TYR A 914 -5.887 -18.270 -12.410 1.00 34.34 N +ATOM 420 CA TYR A 914 -5.761 -19.522 -11.672 1.00 35.26 C +ATOM 421 C TYR A 914 -7.035 -20.352 -11.864 1.00 40.97 C +ATOM 422 O TYR A 914 -8.122 -19.790 -11.984 1.00 41.41 O +ATOM 423 CB TYR A 914 -5.585 -19.230 -10.167 1.00 36.25 C +ATOM 424 CG TYR A 914 -4.258 -18.632 -9.738 1.00 37.55 C +ATOM 425 CD1 TYR A 914 -3.251 -19.461 -9.207 1.00 41.10 C +ATOM 426 CD2 TYR A 914 -4.046 -17.242 -9.800 1.00 37.73 C +ATOM 427 CE1 TYR A 914 -2.054 -18.909 -8.717 1.00 42.72 C +ATOM 428 CE2 TYR A 914 -2.845 -16.686 -9.315 1.00 39.24 C +ATOM 429 CZ TYR A 914 -1.847 -17.519 -8.776 1.00 49.59 C +ATOM 430 OH TYR A 914 -0.685 -16.979 -8.308 1.00 54.45 O +ATOM 431 H TYR A 914 -6.749 -17.762 -12.251 1.00 34.34 H +ATOM 432 HA TYR A 914 -4.909 -20.094 -12.040 1.00 35.26 H +ATOM 433 HB3 TYR A 914 -5.705 -20.158 -9.605 1.00 36.25 H +ATOM 434 HB2 TYR A 914 -6.386 -18.578 -9.817 1.00 36.25 H +ATOM 435 HD1 TYR A 914 -3.405 -20.526 -9.149 1.00 41.10 H +ATOM 436 HD2 TYR A 914 -4.816 -16.599 -10.198 1.00 37.73 H +ATOM 437 HE1 TYR A 914 -1.299 -19.558 -8.297 1.00 42.72 H +ATOM 438 HE2 TYR A 914 -2.701 -15.617 -9.335 1.00 39.24 H +ATOM 439 HH TYR A 914 -0.088 -17.635 -7.941 1.00 54.45 H +ATOM 440 N CYS A 915 -6.871 -21.680 -11.807 1.00 39.05 N +ATOM 441 CA CYS A 915 -7.950 -22.649 -11.663 1.00 40.20 C +ATOM 442 C CYS A 915 -7.988 -23.052 -10.181 1.00 43.77 C +ATOM 443 O CYS A 915 -7.093 -23.769 -9.728 1.00 43.29 O +ATOM 444 CB CYS A 915 -7.745 -23.856 -12.604 1.00 41.99 C +ATOM 445 SG CYS A 915 -9.062 -25.098 -12.432 1.00 48.59 S +ATOM 446 H CYS A 915 -5.935 -22.054 -11.712 1.00 39.05 H +ATOM 447 HA CYS A 915 -8.905 -22.191 -11.927 1.00 40.20 H +ATOM 448 HB3 CYS A 915 -6.786 -24.339 -12.412 1.00 41.99 H +ATOM 449 HB2 CYS A 915 -7.727 -23.525 -13.642 1.00 41.99 H +ATOM 450 HG CYS A 915 -10.049 -24.342 -12.923 1.00 48.59 H +ATOM 451 N TYR A 916 -9.007 -22.565 -9.452 1.00 39.62 N +ATOM 452 CA TYR A 916 -9.266 -22.950 -8.066 1.00 39.96 C +ATOM 453 C TYR A 916 -9.955 -24.317 -8.054 1.00 45.20 C +ATOM 454 O TYR A 916 -11.103 -24.411 -8.485 1.00 45.42 O +ATOM 455 CB TYR A 916 -10.123 -21.883 -7.362 1.00 40.18 C +ATOM 456 CG TYR A 916 -10.338 -22.159 -5.882 1.00 41.11 C +ATOM 457 CD1 TYR A 916 -9.235 -22.141 -5.005 1.00 41.72 C +ATOM 458 CD2 TYR A 916 -11.625 -22.431 -5.372 1.00 43.06 C +ATOM 459 CE1 TYR A 916 -9.421 -22.339 -3.626 1.00 42.69 C +ATOM 460 CE2 TYR A 916 -11.807 -22.654 -3.991 1.00 44.62 C +ATOM 461 CZ TYR A 916 -10.704 -22.596 -3.116 1.00 47.56 C +ATOM 462 OH TYR A 916 -10.866 -22.784 -1.774 1.00 49.11 O +ATOM 463 H TYR A 916 -9.717 -21.999 -9.899 1.00 39.62 H +ATOM 464 HA TYR A 916 -8.313 -23.020 -7.541 1.00 39.96 H +ATOM 465 HB3 TYR A 916 -11.089 -21.777 -7.861 1.00 40.18 H +ATOM 466 HB2 TYR A 916 -9.641 -20.909 -7.450 1.00 40.18 H +ATOM 467 HD1 TYR A 916 -8.244 -21.965 -5.390 1.00 41.72 H +ATOM 468 HD2 TYR A 916 -12.478 -22.459 -6.035 1.00 43.06 H +ATOM 469 HE1 TYR A 916 -8.578 -22.297 -2.958 1.00 42.69 H +ATOM 470 HE2 TYR A 916 -12.797 -22.853 -3.609 1.00 44.62 H +ATOM 471 HH TYR A 916 -11.780 -22.931 -1.519 1.00 49.11 H +ATOM 472 N ASP A 917 -9.224 -25.343 -7.600 1.00 46.60 N +ATOM 473 CA ASP A 917 -9.548 -26.742 -7.857 1.00 48.33 C +ATOM 474 C ASP A 917 -9.310 -27.589 -6.586 1.00 54.57 C +ATOM 475 O ASP A 917 -8.280 -28.261 -6.507 1.00 54.85 O +ATOM 476 CB ASP A 917 -8.720 -27.202 -9.088 1.00 50.11 C +ATOM 477 CG ASP A 917 -8.948 -28.619 -9.626 1.00 62.07 C +ATOM 478 OD1 ASP A 917 -10.074 -29.144 -9.481 1.00 63.23 O +ATOM 479 OD2 ASP A 917 -8.018 -29.099 -10.308 1.00 69.60 O1- +ATOM 480 H ASP A 917 -8.291 -25.168 -7.248 1.00 46.60 H +ATOM 481 HA ASP A 917 -10.604 -26.840 -8.110 1.00 48.33 H +ATOM 482 HB3 ASP A 917 -7.660 -27.061 -8.876 1.00 50.11 H +ATOM 483 HB2 ASP A 917 -8.925 -26.518 -9.911 1.00 50.11 H +ATOM 484 N PRO A 918 -10.233 -27.531 -5.592 1.00 52.47 N +ATOM 485 CA PRO A 918 -10.097 -28.298 -4.337 1.00 54.47 C +ATOM 486 C PRO A 918 -10.108 -29.832 -4.468 1.00 61.35 C +ATOM 487 O PRO A 918 -9.390 -30.493 -3.718 1.00 62.40 O +ATOM 488 CB PRO A 918 -11.249 -27.795 -3.449 1.00 56.45 C +ATOM 489 CG PRO A 918 -11.619 -26.442 -4.028 1.00 58.90 C +ATOM 490 CD PRO A 918 -11.398 -26.646 -5.519 1.00 53.43 C +ATOM 491 HA PRO A 918 -9.154 -28.002 -3.890 1.00 54.47 H +ATOM 492 HB3 PRO A 918 -10.970 -27.730 -2.397 1.00 56.45 H +ATOM 493 HB2 PRO A 918 -12.112 -28.460 -3.518 1.00 56.45 H +ATOM 494 HG3 PRO A 918 -10.924 -25.686 -3.658 1.00 58.90 H +ATOM 495 HG2 PRO A 918 -12.631 -26.122 -3.778 1.00 58.90 H +ATOM 496 HD2 PRO A 918 -12.253 -27.150 -5.969 1.00 53.43 H +ATOM 497 HD3 PRO A 918 -11.278 -25.684 -6.008 1.00 53.43 H +ATOM 498 N THR A 919 -10.909 -30.361 -5.407 1.00 59.02 N +ATOM 499 CA THR A 919 -11.072 -31.799 -5.649 1.00 61.06 C +ATOM 500 C THR A 919 -9.985 -32.394 -6.578 1.00 66.39 C +ATOM 501 O THR A 919 -9.864 -33.618 -6.624 1.00 67.71 O +ATOM 502 CB THR A 919 -12.460 -32.093 -6.275 1.00 69.24 C +ATOM 503 OG1 THR A 919 -12.585 -31.469 -7.533 1.00 68.64 O +ATOM 504 CG2 THR A 919 -13.638 -31.637 -5.400 1.00 68.24 C +ATOM 505 H THR A 919 -11.466 -29.756 -5.994 1.00 59.02 H +ATOM 506 HA THR A 919 -11.011 -32.326 -4.695 1.00 61.06 H +ATOM 507 HB THR A 919 -12.561 -33.168 -6.437 1.00 69.24 H +ATOM 508 HG1 THR A 919 -13.251 -31.932 -8.052 1.00 68.64 H +ATOM 509 HG21 THR A 919 -14.591 -31.908 -5.855 1.00 68.24 H +ATOM 510 HG22 THR A 919 -13.598 -32.106 -4.417 1.00 68.24 H +ATOM 511 HG23 THR A 919 -13.640 -30.556 -5.253 1.00 68.24 H +ATOM 512 N ASN A 920 -9.199 -31.539 -7.261 1.00 62.42 N +ATOM 513 CA ASN A 920 -8.037 -31.885 -8.094 1.00 62.48 C +ATOM 514 C ASN A 920 -8.379 -32.616 -9.418 1.00 68.30 C +ATOM 515 O ASN A 920 -7.483 -33.225 -10.005 1.00 68.75 O +ATOM 516 CB ASN A 920 -6.961 -32.649 -7.260 1.00 64.50 C +ATOM 517 CG ASN A 920 -5.483 -32.372 -7.591 1.00 90.28 C +ATOM 518 OD1 ASN A 920 -4.611 -32.755 -6.815 1.00 80.74 O +ATOM 519 ND2 ASN A 920 -5.167 -31.729 -8.718 1.00 86.67 N +ATOM 520 H ASN A 920 -9.390 -30.550 -7.183 1.00 62.42 H +ATOM 521 HA ASN A 920 -7.608 -30.945 -8.433 1.00 62.48 H +ATOM 522 HB3 ASN A 920 -7.149 -33.724 -7.262 1.00 64.50 H +ATOM 523 HB2 ASN A 920 -7.058 -32.342 -6.217 1.00 64.50 H +ATOM 524 HD22 ASN A 920 -4.198 -31.571 -8.954 1.00 86.67 H +ATOM 525 HD21 ASN A 920 -5.888 -31.454 -9.372 1.00 86.67 H +ATOM 526 N ASP A 921 -9.638 -32.539 -9.885 1.00 65.11 N +ATOM 527 CA ASP A 921 -10.110 -33.196 -11.116 1.00 65.45 C +ATOM 528 C ASP A 921 -9.985 -32.313 -12.380 1.00 68.10 C +ATOM 529 O ASP A 921 -10.142 -32.837 -13.482 1.00 68.54 O +ATOM 530 CB ASP A 921 -11.542 -33.785 -10.972 1.00 68.72 C +ATOM 531 CG ASP A 921 -12.662 -32.858 -10.464 1.00 75.04 C +ATOM 532 OD1 ASP A 921 -12.517 -31.619 -10.549 1.00 72.94 O +ATOM 533 OD2 ASP A 921 -13.716 -33.411 -10.080 1.00 81.22 O1- +ATOM 534 H ASP A 921 -10.326 -31.995 -9.382 1.00 65.11 H +ATOM 535 HA ASP A 921 -9.464 -34.056 -11.306 1.00 65.45 H +ATOM 536 HB3 ASP A 921 -11.484 -34.629 -10.282 1.00 68.72 H +ATOM 537 HB2 ASP A 921 -11.865 -34.214 -11.922 1.00 68.72 H +ATOM 538 N GLY A 922 -9.711 -31.008 -12.210 1.00 62.38 N +ATOM 539 CA GLY A 922 -9.551 -30.041 -13.297 1.00 60.09 C +ATOM 540 C GLY A 922 -10.863 -29.330 -13.668 1.00 63.42 C +ATOM 541 O GLY A 922 -10.834 -28.480 -14.557 1.00 62.74 O +ATOM 542 H GLY A 922 -9.599 -30.648 -11.270 1.00 62.38 H +ATOM 543 HA3 GLY A 922 -9.136 -30.518 -14.186 1.00 60.09 H +ATOM 544 HA2 GLY A 922 -8.828 -29.287 -12.986 1.00 60.09 H +ATOM 545 N THR A 923 -11.995 -29.645 -13.011 1.00 59.47 N +ATOM 546 CA THR A 923 -13.310 -29.037 -13.264 1.00 58.79 C +ATOM 547 C THR A 923 -13.573 -27.766 -12.417 1.00 58.95 C +ATOM 548 O THR A 923 -14.667 -27.206 -12.506 1.00 58.00 O +ATOM 549 CB THR A 923 -14.472 -30.055 -13.053 1.00 71.45 C +ATOM 550 OG1 THR A 923 -14.846 -30.240 -11.699 1.00 74.26 O +ATOM 551 CG2 THR A 923 -14.234 -31.420 -13.720 1.00 71.82 C +ATOM 552 H THR A 923 -11.966 -30.341 -12.275 1.00 59.47 H +ATOM 553 HA THR A 923 -13.355 -28.722 -14.308 1.00 58.79 H +ATOM 554 HB THR A 923 -15.355 -29.634 -13.535 1.00 71.45 H +ATOM 555 HG1 THR A 923 -14.145 -30.727 -11.249 1.00 74.26 H +ATOM 556 HG21 THR A 923 -15.102 -32.069 -13.603 1.00 71.82 H +ATOM 557 HG22 THR A 923 -14.051 -31.305 -14.788 1.00 71.82 H +ATOM 558 HG23 THR A 923 -13.377 -31.943 -13.294 1.00 71.82 H +ATOM 559 N GLY A 924 -12.571 -27.323 -11.637 1.00 53.95 N +ATOM 560 CA GLY A 924 -12.623 -26.151 -10.763 1.00 52.08 C +ATOM 561 C GLY A 924 -12.788 -24.830 -11.535 1.00 53.45 C +ATOM 562 O GLY A 924 -12.426 -24.728 -12.708 1.00 52.18 O +ATOM 563 H GLY A 924 -11.706 -27.844 -11.632 1.00 53.95 H +ATOM 564 HA3 GLY A 924 -11.683 -26.125 -10.215 1.00 52.08 H +ATOM 565 HA2 GLY A 924 -13.425 -26.270 -10.033 1.00 52.08 H +ATOM 566 N GLU A 925 -13.324 -23.810 -10.844 1.00 49.00 N +ATOM 567 CA GLU A 925 -13.602 -22.474 -11.376 1.00 47.60 C +ATOM 568 C GLU A 925 -12.333 -21.684 -11.730 1.00 48.02 C +ATOM 569 O GLU A 925 -11.391 -21.647 -10.938 1.00 45.98 O +ATOM 570 CB GLU A 925 -14.441 -21.680 -10.347 1.00 49.51 C +ATOM 571 CG GLU A 925 -15.856 -22.247 -10.096 1.00 66.63 C +ATOM 572 CD GLU A 925 -16.796 -22.122 -11.304 1.00 94.52 C +ATOM 573 OE1 GLU A 925 -16.972 -20.979 -11.784 1.00 89.72 O +ATOM 574 OE2 GLU A 925 -17.331 -23.170 -11.725 1.00 93.17 O1- +ATOM 575 H GLU A 925 -13.590 -23.957 -9.880 1.00 49.00 H +ATOM 576 HA GLU A 925 -14.185 -22.600 -12.290 1.00 47.60 H +ATOM 577 HB3 GLU A 925 -14.507 -20.633 -10.646 1.00 49.51 H +ATOM 578 HB2 GLU A 925 -13.910 -21.669 -9.394 1.00 49.51 H +ATOM 579 HG3 GLU A 925 -16.312 -21.709 -9.264 1.00 66.63 H +ATOM 580 HG2 GLU A 925 -15.791 -23.287 -9.773 1.00 66.63 H +ATOM 581 N MET A 926 -12.376 -21.016 -12.893 1.00 43.85 N +ATOM 582 CA MET A 926 -11.372 -20.052 -13.336 1.00 42.46 C +ATOM 583 C MET A 926 -11.611 -18.704 -12.636 1.00 43.50 C +ATOM 584 O MET A 926 -12.731 -18.192 -12.664 1.00 43.72 O +ATOM 585 CB MET A 926 -11.429 -19.907 -14.871 1.00 44.66 C +ATOM 586 CG MET A 926 -11.085 -21.206 -15.622 1.00 50.18 C +ATOM 587 SD MET A 926 -11.210 -21.107 -17.430 1.00 55.18 S +ATOM 588 CE MET A 926 -9.740 -20.126 -17.815 1.00 50.66 C +ATOM 589 H MET A 926 -13.209 -21.073 -13.464 1.00 43.85 H +ATOM 590 HA MET A 926 -10.384 -20.428 -13.070 1.00 42.46 H +ATOM 591 HB3 MET A 926 -10.737 -19.124 -15.180 1.00 44.66 H +ATOM 592 HB2 MET A 926 -12.419 -19.565 -15.178 1.00 44.66 H +ATOM 593 HG3 MET A 926 -11.755 -22.005 -15.304 1.00 50.18 H +ATOM 594 HG2 MET A 926 -10.078 -21.532 -15.362 1.00 50.18 H +ATOM 595 HE1 MET A 926 -9.634 -20.012 -18.894 1.00 50.66 H +ATOM 596 HE2 MET A 926 -9.824 -19.135 -17.376 1.00 50.66 H +ATOM 597 HE3 MET A 926 -8.844 -20.609 -17.427 1.00 50.66 H +ATOM 598 N VAL A 927 -10.551 -18.168 -12.017 1.00 36.95 N +ATOM 599 CA VAL A 927 -10.570 -16.927 -11.247 1.00 34.96 C +ATOM 600 C VAL A 927 -9.331 -16.077 -11.575 1.00 36.30 C +ATOM 601 O VAL A 927 -8.232 -16.612 -11.722 1.00 35.86 O +ATOM 602 CB VAL A 927 -10.610 -17.194 -9.711 1.00 39.31 C +ATOM 603 CG1 VAL A 927 -11.992 -17.683 -9.251 1.00 40.52 C +ATOM 604 CG2 VAL A 927 -9.507 -18.134 -9.180 1.00 39.38 C +ATOM 605 H VAL A 927 -9.662 -18.654 -12.039 1.00 36.95 H +ATOM 606 HA VAL A 927 -11.448 -16.339 -11.522 1.00 34.96 H +ATOM 607 HB VAL A 927 -10.456 -16.236 -9.212 1.00 39.31 H +ATOM 608 HG11 VAL A 927 -12.038 -17.771 -8.165 1.00 40.52 H +ATOM 609 HG12 VAL A 927 -12.769 -16.982 -9.554 1.00 40.52 H +ATOM 610 HG13 VAL A 927 -12.235 -18.658 -9.674 1.00 40.52 H +ATOM 611 HG21 VAL A 927 -9.586 -18.255 -8.099 1.00 39.38 H +ATOM 612 HG22 VAL A 927 -9.578 -19.128 -9.623 1.00 39.38 H +ATOM 613 HG23 VAL A 927 -8.510 -17.750 -9.382 1.00 39.38 H +ATOM 614 N ALA A 928 -9.546 -14.756 -11.667 1.00 33.12 N +ATOM 615 CA ALA A 928 -8.506 -13.752 -11.857 1.00 33.29 C +ATOM 616 C ALA A 928 -8.086 -13.216 -10.483 1.00 37.02 C +ATOM 617 O ALA A 928 -8.817 -12.428 -9.884 1.00 37.68 O +ATOM 618 CB ALA A 928 -9.054 -12.636 -12.757 1.00 33.26 C +ATOM 619 H ALA A 928 -10.476 -14.395 -11.503 1.00 33.12 H +ATOM 620 HA ALA A 928 -7.640 -14.190 -12.357 1.00 33.29 H +ATOM 621 HB1 ALA A 928 -8.316 -11.845 -12.901 1.00 33.26 H +ATOM 622 HB2 ALA A 928 -9.308 -13.028 -13.742 1.00 33.26 H +ATOM 623 HB3 ALA A 928 -9.953 -12.181 -12.339 1.00 33.26 H +ATOM 624 N VAL A 929 -6.929 -13.685 -9.998 1.00 32.01 N +ATOM 625 CA VAL A 929 -6.385 -13.331 -8.692 1.00 31.43 C +ATOM 626 C VAL A 929 -5.339 -12.221 -8.875 1.00 34.06 C +ATOM 627 O VAL A 929 -4.322 -12.445 -9.535 1.00 33.04 O +ATOM 628 CB VAL A 929 -5.698 -14.547 -8.012 1.00 35.67 C +ATOM 629 CG1 VAL A 929 -5.130 -14.225 -6.617 1.00 35.66 C +ATOM 630 CG2 VAL A 929 -6.643 -15.756 -7.910 1.00 35.86 C +ATOM 631 H VAL A 929 -6.365 -14.309 -10.561 1.00 32.01 H +ATOM 632 HA VAL A 929 -7.179 -12.977 -8.034 1.00 31.43 H +ATOM 633 HB VAL A 929 -4.857 -14.854 -8.629 1.00 35.67 H +ATOM 634 HG11 VAL A 929 -4.714 -15.115 -6.143 1.00 35.66 H +ATOM 635 HG12 VAL A 929 -4.328 -13.487 -6.657 1.00 35.66 H +ATOM 636 HG13 VAL A 929 -5.914 -13.838 -5.965 1.00 35.66 H +ATOM 637 HG21 VAL A 929 -6.160 -16.590 -7.401 1.00 35.86 H +ATOM 638 HG22 VAL A 929 -7.545 -15.504 -7.357 1.00 35.86 H +ATOM 639 HG23 VAL A 929 -6.942 -16.112 -8.895 1.00 35.86 H +ATOM 640 N LYS A 930 -5.610 -11.055 -8.273 1.00 30.97 N +ATOM 641 CA LYS A 930 -4.688 -9.925 -8.224 1.00 30.96 C +ATOM 642 C LYS A 930 -3.874 -9.976 -6.925 1.00 37.68 C +ATOM 643 O LYS A 930 -4.421 -10.310 -5.875 1.00 36.55 O +ATOM 644 CB LYS A 930 -5.482 -8.618 -8.397 1.00 33.16 C +ATOM 645 CG LYS A 930 -4.599 -7.367 -8.542 1.00 48.15 C +ATOM 646 CD LYS A 930 -5.416 -6.121 -8.900 1.00 51.77 C +ATOM 647 CE LYS A 930 -4.523 -4.890 -9.108 1.00 60.76 C +ATOM 648 NZ LYS A 930 -5.318 -3.714 -9.493 1.00 63.79 N1+ +ATOM 649 H LYS A 930 -6.465 -10.954 -7.740 1.00 30.97 H +ATOM 650 HA LYS A 930 -3.992 -9.993 -9.053 1.00 30.96 H +ATOM 651 HB3 LYS A 930 -6.191 -8.486 -7.580 1.00 33.16 H +ATOM 652 HB2 LYS A 930 -6.087 -8.710 -9.299 1.00 33.16 H +ATOM 653 HG3 LYS A 930 -3.847 -7.538 -9.312 1.00 48.15 H +ATOM 654 HG2 LYS A 930 -4.040 -7.183 -7.626 1.00 48.15 H +ATOM 655 HD3 LYS A 930 -6.143 -5.928 -8.109 1.00 51.77 H +ATOM 656 HD2 LYS A 930 -5.995 -6.317 -9.804 1.00 51.77 H +ATOM 657 HE3 LYS A 930 -3.789 -5.088 -9.888 1.00 60.76 H +ATOM 658 HE2 LYS A 930 -3.969 -4.658 -8.199 1.00 60.76 H +ATOM 659 HZ1 LYS A 930 -5.988 -3.511 -8.759 1.00 63.79 H +ATOM 660 HZ2 LYS A 930 -4.721 -2.911 -9.618 1.00 63.79 H +ATOM 661 HZ3 LYS A 930 -5.818 -3.896 -10.350 1.00 63.79 H +ATOM 662 N ALA A 931 -2.580 -9.642 -7.031 1.00 37.96 N +ATOM 663 CA ALA A 931 -1.623 -9.687 -5.933 1.00 40.37 C +ATOM 664 C ALA A 931 -0.830 -8.379 -5.859 1.00 49.88 C +ATOM 665 O ALA A 931 -0.449 -7.826 -6.890 1.00 48.28 O +ATOM 666 CB ALA A 931 -0.678 -10.880 -6.150 1.00 41.64 C +ATOM 667 H ALA A 931 -2.209 -9.351 -7.928 1.00 37.96 H +ATOM 668 HA ALA A 931 -2.145 -9.825 -4.984 1.00 40.37 H +ATOM 669 HB1 ALA A 931 0.015 -10.988 -5.314 1.00 41.64 H +ATOM 670 HB2 ALA A 931 -1.235 -11.814 -6.232 1.00 41.64 H +ATOM 671 HB3 ALA A 931 -0.088 -10.766 -7.060 1.00 41.64 H +ATOM 672 N LEU A 932 -0.559 -7.956 -4.618 1.00 51.32 N +ATOM 673 CA LEU A 932 0.354 -6.877 -4.255 1.00 53.72 C +ATOM 674 C LEU A 932 1.768 -7.462 -4.129 1.00 62.30 C +ATOM 675 O LEU A 932 1.938 -8.492 -3.473 1.00 63.20 O +ATOM 676 CB LEU A 932 -0.203 -6.237 -2.959 1.00 54.88 C +ATOM 677 CG LEU A 932 0.643 -5.234 -2.140 1.00 61.02 C +ATOM 678 CD1 LEU A 932 1.578 -5.910 -1.118 1.00 63.21 C +ATOM 679 CD2 LEU A 932 1.333 -4.164 -3.002 1.00 63.43 C +ATOM 680 H LEU A 932 -0.898 -8.507 -3.839 1.00 51.32 H +ATOM 681 HA LEU A 932 0.353 -6.121 -5.044 1.00 53.72 H +ATOM 682 HB3 LEU A 932 -0.550 -7.017 -2.280 1.00 54.88 H +ATOM 683 HB2 LEU A 932 -1.098 -5.708 -3.275 1.00 54.88 H +ATOM 684 HG LEU A 932 -0.082 -4.685 -1.537 1.00 61.02 H +ATOM 685 HD11 LEU A 932 2.578 -5.486 -1.128 1.00 63.21 H +ATOM 686 HD12 LEU A 932 1.192 -5.785 -0.107 1.00 63.21 H +ATOM 687 HD13 LEU A 932 1.671 -6.983 -1.281 1.00 63.21 H +ATOM 688 HD21 LEU A 932 1.351 -3.201 -2.490 1.00 63.43 H +ATOM 689 HD22 LEU A 932 2.361 -4.440 -3.233 1.00 63.43 H +ATOM 690 HD23 LEU A 932 0.815 -4.017 -3.948 1.00 63.43 H +ATOM 691 N LYS A 933 2.746 -6.805 -4.775 1.00 61.35 N +ATOM 692 CA LYS A 933 4.151 -7.223 -4.806 1.00 63.52 C +ATOM 693 C LYS A 933 4.791 -7.220 -3.401 1.00 70.14 C +ATOM 694 O LYS A 933 4.505 -6.330 -2.602 1.00 70.50 O +ATOM 695 CB LYS A 933 4.920 -6.342 -5.819 1.00 66.45 C +ATOM 696 CG LYS A 933 5.118 -4.872 -5.401 1.00 83.56 C +ATOM 697 CD LYS A 933 5.932 -4.051 -6.408 1.00 96.14 C +ATOM 698 CE LYS A 933 6.299 -2.668 -5.844 1.00107.75 C +ATOM 699 NZ LYS A 933 7.319 -1.991 -6.663 1.00116.59 N1+ +ATOM 700 H LYS A 933 2.523 -5.965 -5.289 1.00 61.35 H +ATOM 701 HA LYS A 933 4.168 -8.249 -5.180 1.00 63.52 H +ATOM 702 HB3 LYS A 933 4.426 -6.386 -6.790 1.00 66.45 H +ATOM 703 HB2 LYS A 933 5.906 -6.784 -5.971 1.00 66.45 H +ATOM 704 HG3 LYS A 933 5.647 -4.840 -4.451 1.00 83.56 H +ATOM 705 HG2 LYS A 933 4.149 -4.396 -5.240 1.00 83.56 H +ATOM 706 HD3 LYS A 933 5.354 -3.933 -7.326 1.00 96.14 H +ATOM 707 HD2 LYS A 933 6.830 -4.606 -6.684 1.00 96.14 H +ATOM 708 HE3 LYS A 933 6.712 -2.771 -4.840 1.00107.75 H +ATOM 709 HE2 LYS A 933 5.413 -2.038 -5.765 1.00107.75 H +ATOM 710 HZ1 LYS A 933 8.154 -2.563 -6.671 1.00116.59 H +ATOM 711 HZ2 LYS A 933 6.989 -1.866 -7.610 1.00116.59 H +ATOM 712 HZ3 LYS A 933 7.539 -1.092 -6.261 1.00116.59 H +ATOM 713 N ALA A 934 5.650 -8.217 -3.131 1.00 68.33 N +ATOM 714 CA ALA A 934 6.298 -8.425 -1.831 1.00 69.84 C +ATOM 715 C ALA A 934 7.265 -7.306 -1.401 1.00 75.29 C +ATOM 716 O ALA A 934 7.435 -7.096 -0.201 1.00 75.68 O +ATOM 717 CB ALA A 934 7.019 -9.781 -1.846 1.00 71.23 C +ATOM 718 H ALA A 934 5.847 -8.909 -3.840 1.00 68.33 H +ATOM 719 HA ALA A 934 5.511 -8.468 -1.076 1.00 69.84 H +ATOM 720 HB1 ALA A 934 7.460 -10.006 -0.874 1.00 71.23 H +ATOM 721 HB2 ALA A 934 6.330 -10.591 -2.085 1.00 71.23 H +ATOM 722 HB3 ALA A 934 7.820 -9.799 -2.587 1.00 71.23 H +ATOM 723 N ASP A 935 7.863 -6.609 -2.380 1.00 72.17 N +ATOM 724 CA ASP A 935 8.836 -5.527 -2.197 1.00 73.50 C +ATOM 725 C ASP A 935 8.185 -4.144 -1.962 1.00 75.83 C +ATOM 726 O ASP A 935 8.922 -3.179 -1.754 1.00 76.32 O +ATOM 727 CB ASP A 935 9.864 -5.475 -3.361 1.00 76.23 C +ATOM 728 CG ASP A 935 9.276 -5.328 -4.776 1.00 89.05 C +ATOM 729 OD1 ASP A 935 8.665 -6.306 -5.264 1.00 88.80 O +ATOM 730 OD2 ASP A 935 9.356 -4.200 -5.311 1.00 97.21 O1- +ATOM 731 H ASP A 935 7.672 -6.851 -3.344 1.00 72.17 H +ATOM 732 HA ASP A 935 9.406 -5.746 -1.292 1.00 73.50 H +ATOM 733 HB3 ASP A 935 10.432 -6.406 -3.352 1.00 76.23 H +ATOM 734 HB2 ASP A 935 10.609 -4.697 -3.179 1.00 76.23 H +ATOM 735 N ALA A 936 6.842 -4.054 -1.996 1.00 70.25 N +ATOM 736 CA ALA A 936 6.074 -2.822 -1.798 1.00 69.55 C +ATOM 737 C ALA A 936 6.250 -2.196 -0.405 1.00 73.05 C +ATOM 738 O ALA A 936 6.327 -2.920 0.589 1.00 73.05 O +ATOM 739 CB ALA A 936 4.591 -3.122 -2.034 1.00 68.72 C +ATOM 740 H ALA A 936 6.301 -4.891 -2.162 1.00 70.25 H +ATOM 741 HA ALA A 936 6.404 -2.099 -2.546 1.00 69.55 H +ATOM 742 HB1 ALA A 936 3.968 -2.252 -1.839 1.00 68.72 H +ATOM 743 HB2 ALA A 936 4.413 -3.419 -3.064 1.00 68.72 H +ATOM 744 HB3 ALA A 936 4.241 -3.921 -1.381 1.00 68.72 H +ATOM 745 N GLY A 937 6.263 -0.854 -0.374 1.00 68.94 N +ATOM 746 CA GLY A 937 6.335 -0.057 0.850 1.00 69.45 C +ATOM 747 C GLY A 937 4.933 0.143 1.460 1.00 71.44 C +ATOM 748 O GLY A 937 3.934 -0.265 0.865 1.00 69.33 O +ATOM 749 H GLY A 937 6.175 -0.344 -1.241 1.00 68.94 H +ATOM 750 HA3 GLY A 937 6.771 0.911 0.607 1.00 69.45 H +ATOM 751 HA2 GLY A 937 6.996 -0.534 1.576 1.00 69.45 H +ATOM 752 N PRO A 938 4.847 0.779 2.651 1.00 68.74 N +ATOM 753 CA PRO A 938 3.589 0.933 3.409 1.00 68.21 C +ATOM 754 C PRO A 938 2.501 1.788 2.729 1.00 71.10 C +ATOM 755 O PRO A 938 1.321 1.556 2.990 1.00 70.04 O +ATOM 756 CB PRO A 938 4.043 1.532 4.751 1.00 71.88 C +ATOM 757 CG PRO A 938 5.339 2.259 4.429 1.00 77.34 C +ATOM 758 CD PRO A 938 5.977 1.366 3.372 1.00 72.04 C +ATOM 759 HA PRO A 938 3.163 -0.053 3.593 1.00 68.21 H +ATOM 760 HB3 PRO A 938 4.244 0.723 5.455 1.00 71.88 H +ATOM 761 HB2 PRO A 938 3.305 2.188 5.216 1.00 71.88 H +ATOM 762 HG3 PRO A 938 5.975 2.421 5.300 1.00 77.34 H +ATOM 763 HG2 PRO A 938 5.111 3.233 3.994 1.00 77.34 H +ATOM 764 HD2 PRO A 938 6.648 1.939 2.732 1.00 72.04 H +ATOM 765 HD3 PRO A 938 6.549 0.565 3.842 1.00 72.04 H +ATOM 766 N GLN A 939 2.905 2.724 1.853 1.00 67.61 N +ATOM 767 CA GLN A 939 2.021 3.560 1.038 1.00 66.36 C +ATOM 768 C GLN A 939 1.200 2.757 0.008 1.00 68.88 C +ATOM 769 O GLN A 939 0.018 3.051 -0.168 1.00 67.37 O +ATOM 770 CB GLN A 939 2.817 4.723 0.389 1.00 68.30 C +ATOM 771 CG GLN A 939 3.855 4.379 -0.712 1.00 77.62 C +ATOM 772 CD GLN A 939 5.122 3.666 -0.222 1.00 79.26 C +ATOM 773 OE1 GLN A 939 5.529 3.809 0.929 1.00 70.91 O +ATOM 774 NE2 GLN A 939 5.769 2.907 -1.106 1.00 67.19 N +ATOM 775 H GLN A 939 3.896 2.872 1.712 1.00 67.61 H +ATOM 776 HA GLN A 939 1.304 4.015 1.725 1.00 66.36 H +ATOM 777 HB3 GLN A 939 3.296 5.311 1.174 1.00 68.30 H +ATOM 778 HB2 GLN A 939 2.092 5.403 -0.059 1.00 68.30 H +ATOM 779 HG3 GLN A 939 4.183 5.309 -1.175 1.00 77.62 H +ATOM 780 HG2 GLN A 939 3.393 3.803 -1.513 1.00 77.62 H +ATOM 781 HE22 GLN A 939 6.630 2.450 -0.845 1.00 67.19 H +ATOM 782 HE21 GLN A 939 5.407 2.784 -2.042 1.00 67.19 H +ATOM 783 N HIS A 940 1.825 1.743 -0.617 1.00 64.95 N +ATOM 784 CA HIS A 940 1.173 0.836 -1.562 1.00 63.06 C +ATOM 785 C HIS A 940 0.336 -0.247 -0.865 1.00 62.55 C +ATOM 786 O HIS A 940 -0.666 -0.669 -1.435 1.00 60.85 O +ATOM 787 CB HIS A 940 2.221 0.189 -2.485 1.00 64.66 C +ATOM 788 CG HIS A 940 2.915 1.133 -3.435 1.00 69.42 C +ATOM 789 ND1 HIS A 940 4.296 1.361 -3.394 1.00 71.01 N +ATOM 790 CD2 HIS A 940 2.373 1.877 -4.463 1.00 73.12 C +ATOM 791 CE1 HIS A 940 4.528 2.217 -4.381 1.00 71.34 C +ATOM 792 NE2 HIS A 940 3.425 2.560 -5.046 1.00 72.94 N +ATOM 793 H HIS A 940 2.793 1.547 -0.404 1.00 64.95 H +ATOM 794 HA HIS A 940 0.488 1.415 -2.185 1.00 63.06 H +ATOM 795 HB3 HIS A 940 1.764 -0.598 -3.086 1.00 64.66 H +ATOM 796 HB2 HIS A 940 2.982 -0.293 -1.874 1.00 64.66 H +ATOM 797 HD2 HIS A 940 1.359 1.973 -4.821 1.00 73.12 H +ATOM 798 HE1 HIS A 940 5.511 2.597 -4.622 1.00 71.34 H +ATOM 799 HE2 HIS A 940 3.370 3.192 -5.834 1.00 72.94 H +ATOM 800 N ARG A 941 0.746 -0.666 0.344 1.00 57.11 N +ATOM 801 CA ARG A 941 0.052 -1.670 1.157 1.00 55.94 C +ATOM 802 C ARG A 941 -1.244 -1.135 1.786 1.00 58.15 C +ATOM 803 O ARG A 941 -2.224 -1.878 1.834 1.00 56.90 O +ATOM 804 CB ARG A 941 1.002 -2.196 2.248 1.00 56.27 C +ATOM 805 CG ARG A 941 2.156 -3.035 1.684 1.00 60.46 C +ATOM 806 CD ARG A 941 3.217 -3.361 2.743 1.00 68.18 C +ATOM 807 NE ARG A 941 4.165 -4.372 2.252 1.00 73.45 N +ATOM 808 CZ ARG A 941 4.018 -5.707 2.308 1.00 81.37 C +ATOM 809 NH1 ARG A 941 2.961 -6.288 2.896 1.00 62.04 N +ATOM 810 NH2 ARG A 941 4.956 -6.483 1.753 1.00 66.65 N1+ +ATOM 811 H ARG A 941 1.591 -0.278 0.739 1.00 57.11 H +ATOM 812 HA ARG A 941 -0.219 -2.508 0.511 1.00 55.94 H +ATOM 813 HB3 ARG A 941 0.446 -2.825 2.943 1.00 56.27 H +ATOM 814 HB2 ARG A 941 1.388 -1.363 2.836 1.00 56.27 H +ATOM 815 HG3 ARG A 941 2.640 -2.439 0.911 1.00 60.46 H +ATOM 816 HG2 ARG A 941 1.797 -3.928 1.174 1.00 60.46 H +ATOM 817 HD3 ARG A 941 2.794 -3.586 3.722 1.00 68.18 H +ATOM 818 HD2 ARG A 941 3.836 -2.474 2.881 1.00 68.18 H +ATOM 819 HE ARG A 941 4.974 -4.003 1.765 1.00 73.45 H +ATOM 820 HH12 ARG A 941 2.887 -7.298 2.921 1.00 62.04 H +ATOM 821 HH11 ARG A 941 2.246 -5.725 3.329 1.00 62.04 H +ATOM 822 HH22 ARG A 941 4.856 -7.489 1.785 1.00 66.65 H +ATOM 823 HH21 ARG A 941 5.763 -6.083 1.293 1.00 66.65 H +ATOM 824 N SER A 942 -1.239 0.131 2.236 1.00 54.55 N +ATOM 825 CA SER A 942 -2.417 0.822 2.767 1.00 53.96 C +ATOM 826 C SER A 942 -3.462 1.145 1.681 1.00 53.99 C +ATOM 827 O SER A 942 -4.658 1.084 1.968 1.00 53.04 O +ATOM 828 CB SER A 942 -1.974 2.067 3.564 1.00 59.58 C +ATOM 829 OG SER A 942 -1.436 3.085 2.742 1.00 72.10 O +ATOM 830 H SER A 942 -0.386 0.673 2.189 1.00 54.55 H +ATOM 831 HA SER A 942 -2.895 0.143 3.476 1.00 53.96 H +ATOM 832 HB3 SER A 942 -1.237 1.795 4.320 1.00 59.58 H +ATOM 833 HB2 SER A 942 -2.827 2.484 4.101 1.00 59.58 H +ATOM 834 HG SER A 942 -0.537 2.843 2.506 1.00 72.10 H +ATOM 835 N GLY A 943 -2.996 1.435 0.454 1.00 48.43 N +ATOM 836 CA GLY A 943 -3.852 1.679 -0.702 1.00 46.49 C +ATOM 837 C GLY A 943 -4.391 0.364 -1.290 1.00 48.75 C +ATOM 838 O GLY A 943 -5.500 0.360 -1.821 1.00 47.89 O +ATOM 839 H GLY A 943 -1.998 1.478 0.302 1.00 48.43 H +ATOM 840 HA3 GLY A 943 -3.269 2.198 -1.462 1.00 46.49 H +ATOM 841 HA2 GLY A 943 -4.681 2.335 -0.430 1.00 46.49 H +ATOM 842 N TRP A 944 -3.627 -0.738 -1.184 1.00 44.46 N +ATOM 843 CA TRP A 944 -4.021 -2.081 -1.615 1.00 42.89 C +ATOM 844 C TRP A 944 -5.169 -2.670 -0.781 1.00 46.22 C +ATOM 845 O TRP A 944 -6.091 -3.245 -1.358 1.00 45.15 O +ATOM 846 CB TRP A 944 -2.793 -3.010 -1.631 1.00 42.12 C +ATOM 847 CG TRP A 944 -3.080 -4.467 -1.824 1.00 42.65 C +ATOM 848 CD1 TRP A 944 -2.885 -5.439 -0.904 1.00 46.33 C +ATOM 849 CD2 TRP A 944 -3.681 -5.119 -2.981 1.00 41.21 C +ATOM 850 NE1 TRP A 944 -3.284 -6.649 -1.429 1.00 45.34 N +ATOM 851 CE2 TRP A 944 -3.782 -6.515 -2.707 1.00 45.67 C +ATOM 852 CE3 TRP A 944 -4.149 -4.674 -4.238 1.00 41.70 C +ATOM 853 CZ2 TRP A 944 -4.298 -7.428 -3.640 1.00 44.10 C +ATOM 854 CZ3 TRP A 944 -4.676 -5.579 -5.179 1.00 42.27 C +ATOM 855 CH2 TRP A 944 -4.740 -6.953 -4.884 1.00 43.10 C +ATOM 856 H TRP A 944 -2.705 -0.662 -0.777 1.00 44.46 H +ATOM 857 HA TRP A 944 -4.393 -2.009 -2.639 1.00 42.89 H +ATOM 858 HB3 TRP A 944 -2.239 -2.906 -0.699 1.00 42.12 H +ATOM 859 HB2 TRP A 944 -2.112 -2.699 -2.425 1.00 42.12 H +ATOM 860 HD1 TRP A 944 -2.471 -5.278 0.081 1.00 46.33 H +ATOM 861 HE1 TRP A 944 -3.228 -7.524 -0.922 1.00 45.34 H +ATOM 862 HE3 TRP A 944 -4.103 -3.624 -4.481 1.00 41.70 H +ATOM 863 HZ2 TRP A 944 -4.352 -8.480 -3.407 1.00 44.10 H +ATOM 864 HZ3 TRP A 944 -5.029 -5.218 -6.131 1.00 42.27 H +ATOM 865 HH2 TRP A 944 -5.129 -7.641 -5.615 1.00 43.10 H +ATOM 866 N LYS A 945 -5.105 -2.485 0.550 1.00 43.92 N +ATOM 867 CA LYS A 945 -6.191 -2.822 1.471 1.00 44.34 C +ATOM 868 C LYS A 945 -7.476 -2.042 1.160 1.00 46.56 C +ATOM 869 O LYS A 945 -8.554 -2.623 1.243 1.00 45.36 O +ATOM 870 CB LYS A 945 -5.751 -2.571 2.926 1.00 49.05 C +ATOM 871 CG LYS A 945 -4.726 -3.589 3.445 1.00 67.10 C +ATOM 872 CD LYS A 945 -4.305 -3.287 4.894 1.00 82.17 C +ATOM 873 CE LYS A 945 -3.208 -4.218 5.438 1.00 95.75 C +ATOM 874 NZ LYS A 945 -1.895 -3.952 4.822 1.00106.63 N1+ +ATOM 875 H LYS A 945 -4.304 -2.017 0.951 1.00 43.92 H +ATOM 876 HA LYS A 945 -6.411 -3.885 1.350 1.00 44.34 H +ATOM 877 HB3 LYS A 945 -6.625 -2.624 3.579 1.00 49.05 H +ATOM 878 HB2 LYS A 945 -5.361 -1.556 3.025 1.00 49.05 H +ATOM 879 HG3 LYS A 945 -3.858 -3.605 2.789 1.00 67.10 H +ATOM 880 HG2 LYS A 945 -5.156 -4.590 3.397 1.00 67.10 H +ATOM 881 HD3 LYS A 945 -5.182 -3.377 5.537 1.00 82.17 H +ATOM 882 HD2 LYS A 945 -3.988 -2.245 4.978 1.00 82.17 H +ATOM 883 HE3 LYS A 945 -3.481 -5.262 5.281 1.00 95.75 H +ATOM 884 HE2 LYS A 945 -3.108 -4.074 6.514 1.00 95.75 H +ATOM 885 HZ1 LYS A 945 -1.958 -4.096 3.824 1.00106.63 H +ATOM 886 HZ2 LYS A 945 -1.626 -2.996 5.006 1.00106.63 H +ATOM 887 HZ3 LYS A 945 -1.206 -4.578 5.214 1.00106.63 H +ATOM 888 N GLN A 946 -7.327 -0.768 0.757 1.00 43.11 N +ATOM 889 CA GLN A 946 -8.435 0.101 0.379 1.00 42.59 C +ATOM 890 C GLN A 946 -9.104 -0.329 -0.944 1.00 44.21 C +ATOM 891 O GLN A 946 -10.323 -0.212 -1.029 1.00 44.62 O +ATOM 892 CB GLN A 946 -7.949 1.562 0.342 1.00 44.07 C +ATOM 893 CG GLN A 946 -9.112 2.570 0.435 1.00 72.22 C +ATOM 894 CD GLN A 946 -8.722 4.039 0.262 1.00 92.80 C +ATOM 895 OE1 GLN A 946 -9.605 4.886 0.154 1.00 86.97 O +ATOM 896 NE2 GLN A 946 -7.426 4.364 0.235 1.00 85.94 N +ATOM 897 H GLN A 946 -6.402 -0.366 0.700 1.00 43.11 H +ATOM 898 HA GLN A 946 -9.185 0.018 1.169 1.00 42.59 H +ATOM 899 HB3 GLN A 946 -7.370 1.733 -0.566 1.00 44.07 H +ATOM 900 HB2 GLN A 946 -7.272 1.737 1.180 1.00 44.07 H +ATOM 901 HG3 GLN A 946 -9.613 2.463 1.399 1.00 72.22 H +ATOM 902 HG2 GLN A 946 -9.861 2.347 -0.322 1.00 72.22 H +ATOM 903 HE22 GLN A 946 -7.136 5.321 0.106 1.00 85.94 H +ATOM 904 HE21 GLN A 946 -6.724 3.644 0.323 1.00 85.94 H +ATOM 905 N GLU A 947 -8.341 -0.874 -1.917 1.00 38.42 N +ATOM 906 CA GLU A 947 -8.896 -1.497 -3.128 1.00 36.42 C +ATOM 907 C GLU A 947 -9.773 -2.720 -2.812 1.00 41.24 C +ATOM 908 O GLU A 947 -10.865 -2.832 -3.369 1.00 41.44 O +ATOM 909 CB GLU A 947 -7.793 -1.835 -4.165 1.00 36.47 C +ATOM 910 CG GLU A 947 -8.321 -2.647 -5.383 1.00 37.83 C +ATOM 911 CD GLU A 947 -7.332 -2.963 -6.510 1.00 51.81 C +ATOM 912 OE1 GLU A 947 -6.118 -2.704 -6.360 1.00 50.51 O +ATOM 913 OE2 GLU A 947 -7.819 -3.483 -7.537 1.00 44.67 O1- +ATOM 914 H GLU A 947 -7.338 -0.927 -1.800 1.00 38.42 H +ATOM 915 HA GLU A 947 -9.549 -0.755 -3.593 1.00 36.42 H +ATOM 916 HB3 GLU A 947 -6.983 -2.382 -3.682 1.00 36.47 H +ATOM 917 HB2 GLU A 947 -7.355 -0.901 -4.515 1.00 36.47 H +ATOM 918 HG3 GLU A 947 -9.177 -2.127 -5.813 1.00 37.83 H +ATOM 919 HG2 GLU A 947 -8.692 -3.617 -5.051 1.00 37.83 H +ATOM 920 N ILE A 948 -9.272 -3.599 -1.926 1.00 37.07 N +ATOM 921 CA ILE A 948 -9.967 -4.801 -1.461 1.00 37.44 C +ATOM 922 C ILE A 948 -11.283 -4.464 -0.730 1.00 42.50 C +ATOM 923 O ILE A 948 -12.288 -5.117 -1.003 1.00 40.78 O +ATOM 924 CB ILE A 948 -9.054 -5.688 -0.558 1.00 40.85 C +ATOM 925 CG1 ILE A 948 -7.887 -6.291 -1.375 1.00 40.33 C +ATOM 926 CG2 ILE A 948 -9.796 -6.814 0.199 1.00 41.59 C +ATOM 927 CD1 ILE A 948 -6.671 -6.699 -0.527 1.00 45.34 C +ATOM 928 H ILE A 948 -8.358 -3.431 -1.528 1.00 37.07 H +ATOM 929 HA ILE A 948 -10.228 -5.382 -2.348 1.00 37.44 H +ATOM 930 HB ILE A 948 -8.610 -5.037 0.195 1.00 40.85 H +ATOM 931 HG13 ILE A 948 -7.538 -5.577 -2.122 1.00 40.33 H +ATOM 932 HG12 ILE A 948 -8.245 -7.151 -1.939 1.00 40.33 H +ATOM 933 HG21 ILE A 948 -9.110 -7.460 0.744 1.00 41.59 H +ATOM 934 HG22 ILE A 948 -10.494 -6.421 0.937 1.00 41.59 H +ATOM 935 HG23 ILE A 948 -10.361 -7.442 -0.491 1.00 41.59 H +ATOM 936 HD11 ILE A 948 -6.199 -7.594 -0.931 1.00 45.34 H +ATOM 937 HD12 ILE A 948 -5.924 -5.906 -0.520 1.00 45.34 H +ATOM 938 HD13 ILE A 948 -6.932 -6.902 0.510 1.00 45.34 H +ATOM 939 N ASP A 949 -11.260 -3.427 0.129 1.00 41.37 N +ATOM 940 CA ASP A 949 -12.433 -2.867 0.812 1.00 43.58 C +ATOM 941 C ASP A 949 -13.472 -2.293 -0.166 1.00 46.27 C +ATOM 942 O ASP A 949 -14.650 -2.611 -0.023 1.00 45.58 O +ATOM 943 CB ASP A 949 -12.082 -1.793 1.877 1.00 47.36 C +ATOM 944 CG ASP A 949 -11.137 -2.216 3.016 1.00 66.46 C +ATOM 945 OD1 ASP A 949 -11.033 -3.431 3.296 1.00 66.64 O +ATOM 946 OD2 ASP A 949 -10.616 -1.293 3.681 1.00 76.34 O1- +ATOM 947 H ASP A 949 -10.380 -2.965 0.319 1.00 41.37 H +ATOM 948 HA ASP A 949 -12.919 -3.699 1.326 1.00 43.58 H +ATOM 949 HB3 ASP A 949 -13.001 -1.432 2.342 1.00 47.36 H +ATOM 950 HB2 ASP A 949 -11.627 -0.936 1.377 1.00 47.36 H +ATOM 951 N ILE A 950 -13.021 -1.484 -1.143 1.00 42.07 N +ATOM 952 CA ILE A 950 -13.865 -0.856 -2.165 1.00 41.21 C +ATOM 953 C ILE A 950 -14.584 -1.879 -3.065 1.00 44.57 C +ATOM 954 O ILE A 950 -15.796 -1.776 -3.223 1.00 44.89 O +ATOM 955 CB ILE A 950 -13.074 0.179 -3.030 1.00 43.50 C +ATOM 956 CG1 ILE A 950 -12.772 1.447 -2.199 1.00 44.25 C +ATOM 957 CG2 ILE A 950 -13.743 0.588 -4.366 1.00 43.82 C +ATOM 958 CD1 ILE A 950 -11.740 2.389 -2.835 1.00 47.81 C +ATOM 959 H ILE A 950 -12.034 -1.263 -1.187 1.00 42.07 H +ATOM 960 HA ILE A 950 -14.646 -0.310 -1.630 1.00 41.21 H +ATOM 961 HB ILE A 950 -12.115 -0.277 -3.283 1.00 43.50 H +ATOM 962 HG13 ILE A 950 -12.436 1.183 -1.197 1.00 44.25 H +ATOM 963 HG12 ILE A 950 -13.700 1.993 -2.049 1.00 44.25 H +ATOM 964 HG21 ILE A 950 -13.176 1.363 -4.881 1.00 43.82 H +ATOM 965 HG22 ILE A 950 -13.808 -0.244 -5.066 1.00 43.82 H +ATOM 966 HG23 ILE A 950 -14.750 0.974 -4.203 1.00 43.82 H +ATOM 967 HD11 ILE A 950 -11.203 2.958 -2.077 1.00 47.81 H +ATOM 968 HD12 ILE A 950 -11.002 1.842 -3.421 1.00 47.81 H +ATOM 969 HD13 ILE A 950 -12.224 3.110 -3.494 1.00 47.81 H +ATOM 970 N LEU A 951 -13.844 -2.860 -3.609 1.00 41.27 N +ATOM 971 CA LEU A 951 -14.394 -3.889 -4.496 1.00 41.85 C +ATOM 972 C LEU A 951 -15.322 -4.889 -3.774 1.00 47.62 C +ATOM 973 O LEU A 951 -16.249 -5.398 -4.403 1.00 47.54 O +ATOM 974 CB LEU A 951 -13.231 -4.574 -5.249 1.00 41.42 C +ATOM 975 CG LEU A 951 -13.649 -5.508 -6.410 1.00 46.53 C +ATOM 976 CD1 LEU A 951 -14.414 -4.752 -7.521 1.00 46.18 C +ATOM 977 CD2 LEU A 951 -12.432 -6.278 -6.956 1.00 49.35 C +ATOM 978 H LEU A 951 -12.847 -2.896 -3.436 1.00 41.27 H +ATOM 979 HA LEU A 951 -15.012 -3.367 -5.227 1.00 41.85 H +ATOM 980 HB3 LEU A 951 -12.633 -5.137 -4.530 1.00 41.42 H +ATOM 981 HB2 LEU A 951 -12.564 -3.808 -5.649 1.00 41.42 H +ATOM 982 HG LEU A 951 -14.325 -6.266 -6.019 1.00 46.53 H +ATOM 983 HD11 LEU A 951 -14.019 -4.940 -8.518 1.00 46.18 H +ATOM 984 HD12 LEU A 951 -15.464 -5.047 -7.534 1.00 46.18 H +ATOM 985 HD13 LEU A 951 -14.385 -3.672 -7.381 1.00 46.18 H +ATOM 986 HD21 LEU A 951 -12.413 -6.333 -8.044 1.00 49.35 H +ATOM 987 HD22 LEU A 951 -11.496 -5.819 -6.643 1.00 49.35 H +ATOM 988 HD23 LEU A 951 -12.429 -7.303 -6.584 1.00 49.35 H +ATOM 989 N ARG A 952 -15.086 -5.118 -2.470 1.00 45.43 N +ATOM 990 CA ARG A 952 -15.912 -5.959 -1.601 1.00 47.25 C +ATOM 991 C ARG A 952 -17.298 -5.357 -1.286 1.00 52.09 C +ATOM 992 O ARG A 952 -18.247 -6.129 -1.145 1.00 53.68 O +ATOM 993 CB ARG A 952 -15.091 -6.318 -0.340 1.00 49.60 C +ATOM 994 CG ARG A 952 -15.843 -7.068 0.779 1.00 64.86 C +ATOM 995 CD ARG A 952 -14.937 -7.823 1.770 1.00 76.56 C +ATOM 996 NE ARG A 952 -13.881 -6.986 2.376 1.00 87.65 N +ATOM 997 CZ ARG A 952 -12.715 -7.407 2.908 1.00104.51 C +ATOM 998 NH1 ARG A 952 -12.352 -8.699 2.914 1.00 93.37 N +ATOM 999 NH2 ARG A 952 -11.884 -6.512 3.453 1.00 92.17 N1+ +ATOM 1000 H ARG A 952 -14.301 -4.663 -2.025 1.00 45.43 H +ATOM 1001 HA ARG A 952 -16.101 -6.892 -2.134 1.00 47.25 H +ATOM 1002 HB3 ARG A 952 -14.697 -5.398 0.092 1.00 49.60 H +ATOM 1003 HB2 ARG A 952 -14.226 -6.906 -0.649 1.00 49.60 H +ATOM 1004 HG3 ARG A 952 -16.421 -7.837 0.264 1.00 64.86 H +ATOM 1005 HG2 ARG A 952 -16.577 -6.448 1.297 1.00 64.86 H +ATOM 1006 HD3 ARG A 952 -14.592 -8.768 1.357 1.00 76.56 H +ATOM 1007 HD2 ARG A 952 -15.557 -8.089 2.626 1.00 76.56 H +ATOM 1008 HE ARG A 952 -14.078 -5.996 2.402 1.00 87.65 H +ATOM 1009 HH12 ARG A 952 -11.476 -8.988 3.325 1.00 93.37 H +ATOM 1010 HH11 ARG A 952 -12.951 -9.389 2.485 1.00 93.37 H +ATOM 1011 HH22 ARG A 952 -12.087 -5.519 3.426 1.00 92.17 H +ATOM 1012 HH21 ARG A 952 -11.009 -6.805 3.861 1.00 92.17 H +ATOM 1013 N THR A 953 -17.407 -4.018 -1.203 1.00 47.85 N +ATOM 1014 CA THR A 953 -18.679 -3.317 -0.978 1.00 48.24 C +ATOM 1015 C THR A 953 -19.466 -3.052 -2.282 1.00 50.96 C +ATOM 1016 O THR A 953 -20.681 -2.871 -2.196 1.00 52.21 O +ATOM 1017 CB THR A 953 -18.474 -1.955 -0.257 1.00 56.81 C +ATOM 1018 OG1 THR A 953 -17.729 -1.035 -1.034 1.00 60.06 O +ATOM 1019 CG2 THR A 953 -17.848 -2.087 1.139 1.00 56.45 C +ATOM 1020 H THR A 953 -16.592 -3.432 -1.323 1.00 47.85 H +ATOM 1021 HA THR A 953 -19.313 -3.933 -0.338 1.00 48.24 H +ATOM 1022 HB THR A 953 -19.453 -1.494 -0.115 1.00 56.81 H +ATOM 1023 HG1 THR A 953 -17.579 -0.237 -0.518 1.00 60.06 H +ATOM 1024 HG21 THR A 953 -17.701 -1.110 1.601 1.00 56.45 H +ATOM 1025 HG22 THR A 953 -18.495 -2.666 1.798 1.00 56.45 H +ATOM 1026 HG23 THR A 953 -16.885 -2.591 1.111 1.00 56.45 H +ATOM 1027 N LEU A 954 -18.797 -3.053 -3.450 1.00 45.03 N +ATOM 1028 CA LEU A 954 -19.441 -2.879 -4.754 1.00 43.59 C +ATOM 1029 C LEU A 954 -20.046 -4.200 -5.254 1.00 47.51 C +ATOM 1030 O LEU A 954 -19.407 -5.248 -5.151 1.00 46.90 O +ATOM 1031 CB LEU A 954 -18.416 -2.343 -5.779 1.00 41.91 C +ATOM 1032 CG LEU A 954 -17.939 -0.893 -5.544 1.00 44.98 C +ATOM 1033 CD1 LEU A 954 -16.672 -0.604 -6.360 1.00 43.77 C +ATOM 1034 CD2 LEU A 954 -19.026 0.163 -5.817 1.00 45.62 C +ATOM 1035 H LEU A 954 -17.798 -3.203 -3.455 1.00 45.03 H +ATOM 1036 HA LEU A 954 -20.251 -2.157 -4.649 1.00 43.59 H +ATOM 1037 HB3 LEU A 954 -18.832 -2.405 -6.787 1.00 41.91 H +ATOM 1038 HB2 LEU A 954 -17.551 -3.010 -5.778 1.00 41.91 H +ATOM 1039 HG LEU A 954 -17.680 -0.790 -4.492 1.00 44.98 H +ATOM 1040 HD11 LEU A 954 -16.372 0.440 -6.268 1.00 43.77 H +ATOM 1041 HD12 LEU A 954 -15.835 -1.211 -6.014 1.00 43.77 H +ATOM 1042 HD13 LEU A 954 -16.821 -0.822 -7.417 1.00 43.77 H +ATOM 1043 HD21 LEU A 954 -18.846 1.060 -5.227 1.00 45.62 H +ATOM 1044 HD22 LEU A 954 -19.047 0.454 -6.867 1.00 45.62 H +ATOM 1045 HD23 LEU A 954 -20.022 -0.184 -5.556 1.00 45.62 H +ATOM 1046 N TYR A 955 -21.260 -4.105 -5.819 1.00 44.63 N +ATOM 1047 CA TYR A 955 -21.983 -5.219 -6.422 1.00 45.07 C +ATOM 1048 C TYR A 955 -22.881 -4.667 -7.538 1.00 45.96 C +ATOM 1049 O TYR A 955 -23.879 -4.007 -7.245 1.00 46.41 O +ATOM 1050 CB TYR A 955 -22.766 -5.994 -5.338 1.00 49.65 C +ATOM 1051 CG TYR A 955 -23.413 -7.280 -5.825 1.00 54.91 C +ATOM 1052 CD1 TYR A 955 -22.690 -8.491 -5.774 1.00 57.41 C +ATOM 1053 CD2 TYR A 955 -24.729 -7.275 -6.334 1.00 57.57 C +ATOM 1054 CE1 TYR A 955 -23.279 -9.687 -6.228 1.00 59.75 C +ATOM 1055 CE2 TYR A 955 -25.314 -8.469 -6.797 1.00 60.10 C +ATOM 1056 CZ TYR A 955 -24.590 -9.676 -6.742 1.00 68.68 C +ATOM 1057 OH TYR A 955 -25.161 -10.833 -7.187 1.00 72.06 O +ATOM 1058 H TYR A 955 -21.733 -3.211 -5.844 1.00 44.63 H +ATOM 1059 HA TYR A 955 -21.264 -5.905 -6.873 1.00 45.07 H +ATOM 1060 HB3 TYR A 955 -23.529 -5.356 -4.888 1.00 49.65 H +ATOM 1061 HB2 TYR A 955 -22.091 -6.258 -4.522 1.00 49.65 H +ATOM 1062 HD1 TYR A 955 -21.681 -8.504 -5.389 1.00 57.41 H +ATOM 1063 HD2 TYR A 955 -25.291 -6.353 -6.378 1.00 57.57 H +ATOM 1064 HE1 TYR A 955 -22.717 -10.608 -6.181 1.00 59.75 H +ATOM 1065 HE2 TYR A 955 -26.320 -8.458 -7.190 1.00 60.10 H +ATOM 1066 HH TYR A 955 -24.592 -11.599 -7.087 1.00 72.06 H +ATOM 1067 N HIS A 956 -22.500 -4.944 -8.794 1.00 39.68 N +ATOM 1068 CA HIS A 956 -23.212 -4.512 -9.996 1.00 38.26 C +ATOM 1069 C HIS A 956 -22.866 -5.445 -11.162 1.00 41.07 C +ATOM 1070 O HIS A 956 -21.760 -5.986 -11.208 1.00 39.48 O +ATOM 1071 CB HIS A 956 -22.844 -3.047 -10.318 1.00 37.69 C +ATOM 1072 CG HIS A 956 -23.836 -2.324 -11.193 1.00 40.30 C +ATOM 1073 ND1 HIS A 956 -23.676 -2.210 -12.577 1.00 40.74 N +ATOM 1074 CD2 HIS A 956 -25.002 -1.686 -10.825 1.00 42.24 C +ATOM 1075 CE1 HIS A 956 -24.733 -1.519 -12.984 1.00 40.29 C +ATOM 1076 NE2 HIS A 956 -25.550 -1.179 -11.989 1.00 41.53 N +ATOM 1077 H HIS A 956 -21.665 -5.494 -8.953 1.00 39.68 H +ATOM 1078 HA HIS A 956 -24.284 -4.585 -9.796 1.00 38.26 H +ATOM 1079 HB3 HIS A 956 -21.857 -2.986 -10.778 1.00 37.69 H +ATOM 1080 HB2 HIS A 956 -22.772 -2.476 -9.395 1.00 37.69 H +ATOM 1081 HD2 HIS A 956 -25.467 -1.557 -9.859 1.00 42.24 H +ATOM 1082 HE1 HIS A 956 -24.909 -1.252 -14.014 1.00 40.29 H +ATOM 1083 HE2 HIS A 956 -26.411 -0.655 -12.072 1.00 41.53 H +ATOM 1084 N GLU A 957 -23.808 -5.580 -12.110 1.00 37.79 N +ATOM 1085 CA GLU A 957 -23.646 -6.366 -13.338 1.00 37.07 C +ATOM 1086 C GLU A 957 -22.581 -5.811 -14.309 1.00 38.36 C +ATOM 1087 O GLU A 957 -22.069 -6.584 -15.119 1.00 38.29 O +ATOM 1088 CB GLU A 957 -25.017 -6.521 -14.032 1.00 39.83 C +ATOM 1089 CG GLU A 957 -25.639 -5.202 -14.545 1.00 51.33 C +ATOM 1090 CD GLU A 957 -26.973 -5.377 -15.283 1.00 75.08 C +ATOM 1091 OE1 GLU A 957 -27.876 -4.551 -15.023 1.00 76.02 O +ATOM 1092 OE2 GLU A 957 -27.077 -6.311 -16.109 1.00 61.54 O1- +ATOM 1093 H GLU A 957 -24.697 -5.109 -11.999 1.00 37.79 H +ATOM 1094 HA GLU A 957 -23.315 -7.363 -13.038 1.00 37.07 H +ATOM 1095 HB3 GLU A 957 -25.713 -7.007 -13.347 1.00 39.83 H +ATOM 1096 HB2 GLU A 957 -24.898 -7.214 -14.866 1.00 39.83 H +ATOM 1097 HG3 GLU A 957 -24.955 -4.731 -15.244 1.00 51.33 H +ATOM 1098 HG2 GLU A 957 -25.753 -4.493 -13.725 1.00 51.33 H +ATOM 1099 N HIS A 958 -22.266 -4.507 -14.202 1.00 33.06 N +ATOM 1100 CA HIS A 958 -21.263 -3.805 -15.008 1.00 30.23 C +ATOM 1101 C HIS A 958 -20.045 -3.370 -14.175 1.00 34.52 C +ATOM 1102 O HIS A 958 -19.363 -2.415 -14.546 1.00 33.24 O +ATOM 1103 CB HIS A 958 -21.913 -2.635 -15.775 1.00 29.49 C +ATOM 1104 CG HIS A 958 -23.094 -3.030 -16.626 1.00 32.84 C +ATOM 1105 ND1 HIS A 958 -23.069 -4.116 -17.483 1.00 34.50 N +ATOM 1106 CD2 HIS A 958 -24.367 -2.515 -16.722 1.00 35.61 C +ATOM 1107 CE1 HIS A 958 -24.286 -4.227 -18.018 1.00 34.74 C +ATOM 1108 NE2 HIS A 958 -25.123 -3.285 -17.606 1.00 35.88 N +ATOM 1109 H HIS A 958 -22.751 -3.939 -13.519 1.00 33.06 H +ATOM 1110 HA HIS A 958 -20.862 -4.495 -15.749 1.00 30.23 H +ATOM 1111 HB3 HIS A 958 -21.178 -2.172 -16.435 1.00 29.49 H +ATOM 1112 HB2 HIS A 958 -22.237 -1.860 -15.079 1.00 29.49 H +ATOM 1113 HD1 HIS A 958 -22.273 -4.714 -17.661 1.00 34.50 H +ATOM 1114 HD2 HIS A 958 -24.807 -1.676 -16.210 1.00 35.61 H +ATOM 1115 HE1 HIS A 958 -24.562 -4.994 -18.726 1.00 34.74 H +ATOM 1116 N ILE A 959 -19.758 -4.122 -13.102 1.00 33.55 N +ATOM 1117 CA ILE A 959 -18.513 -4.085 -12.339 1.00 33.44 C +ATOM 1118 C ILE A 959 -18.048 -5.543 -12.152 1.00 38.25 C +ATOM 1119 O ILE A 959 -18.891 -6.426 -11.973 1.00 38.75 O +ATOM 1120 CB ILE A 959 -18.700 -3.369 -10.959 1.00 37.20 C +ATOM 1121 CG1 ILE A 959 -18.910 -1.848 -11.173 1.00 36.98 C +ATOM 1122 CG2 ILE A 959 -17.554 -3.612 -9.949 1.00 38.30 C +ATOM 1123 CD1 ILE A 959 -19.229 -1.049 -9.902 1.00 43.20 C +ATOM 1124 H ILE A 959 -20.381 -4.880 -12.858 1.00 33.55 H +ATOM 1125 HA ILE A 959 -17.747 -3.561 -12.911 1.00 33.44 H +ATOM 1126 HB ILE A 959 -19.610 -3.762 -10.502 1.00 37.20 H +ATOM 1127 HG13 ILE A 959 -19.722 -1.677 -11.879 1.00 36.98 H +ATOM 1128 HG12 ILE A 959 -18.021 -1.424 -11.638 1.00 36.98 H +ATOM 1129 HG21 ILE A 959 -17.680 -3.036 -9.034 1.00 38.30 H +ATOM 1130 HG22 ILE A 959 -17.504 -4.652 -9.633 1.00 38.30 H +ATOM 1131 HG23 ILE A 959 -16.590 -3.347 -10.379 1.00 38.30 H +ATOM 1132 HD11 ILE A 959 -19.719 -0.110 -10.158 1.00 43.20 H +ATOM 1133 HD12 ILE A 959 -19.889 -1.604 -9.235 1.00 43.20 H +ATOM 1134 HD13 ILE A 959 -18.323 -0.797 -9.352 1.00 43.20 H +ATOM 1135 N ILE A 960 -16.722 -5.778 -12.199 1.00 34.04 N +ATOM 1136 CA ILE A 960 -16.103 -7.089 -11.969 1.00 34.30 C +ATOM 1137 C ILE A 960 -16.404 -7.598 -10.542 1.00 39.83 C +ATOM 1138 O ILE A 960 -16.171 -6.877 -9.571 1.00 39.81 O +ATOM 1139 CB ILE A 960 -14.562 -7.077 -12.223 1.00 35.69 C +ATOM 1140 CG1 ILE A 960 -13.980 -8.512 -12.252 1.00 36.05 C +ATOM 1141 CG2 ILE A 960 -13.761 -6.184 -11.246 1.00 35.48 C +ATOM 1142 CD1 ILE A 960 -12.566 -8.631 -12.844 1.00 37.96 C +ATOM 1143 H ILE A 960 -16.085 -5.009 -12.369 1.00 34.04 H +ATOM 1144 HA ILE A 960 -16.557 -7.774 -12.688 1.00 34.30 H +ATOM 1145 HB ILE A 960 -14.424 -6.656 -13.220 1.00 35.69 H +ATOM 1146 HG13 ILE A 960 -14.642 -9.150 -12.839 1.00 36.05 H +ATOM 1147 HG12 ILE A 960 -13.984 -8.936 -11.247 1.00 36.05 H +ATOM 1148 HG21 ILE A 960 -12.742 -6.020 -11.594 1.00 35.48 H +ATOM 1149 HG22 ILE A 960 -14.222 -5.203 -11.131 1.00 35.48 H +ATOM 1150 HG23 ILE A 960 -13.683 -6.633 -10.257 1.00 35.48 H +ATOM 1151 HD11 ILE A 960 -11.934 -9.264 -12.221 1.00 37.96 H +ATOM 1152 HD12 ILE A 960 -12.597 -9.084 -13.834 1.00 37.96 H +ATOM 1153 HD13 ILE A 960 -12.065 -7.670 -12.948 1.00 37.96 H +ATOM 1154 N LYS A 961 -16.984 -8.804 -10.450 1.00 38.47 N +ATOM 1155 CA LYS A 961 -17.508 -9.334 -9.197 1.00 40.15 C +ATOM 1156 C LYS A 961 -16.382 -9.870 -8.302 1.00 44.21 C +ATOM 1157 O LYS A 961 -15.549 -10.660 -8.753 1.00 42.58 O +ATOM 1158 CB LYS A 961 -18.572 -10.416 -9.471 1.00 43.99 C +ATOM 1159 CG LYS A 961 -19.531 -10.611 -8.279 1.00 65.82 C +ATOM 1160 CD LYS A 961 -20.376 -11.889 -8.358 1.00 82.27 C +ATOM 1161 CE LYS A 961 -19.590 -13.141 -7.933 1.00 98.09 C +ATOM 1162 NZ LYS A 961 -20.439 -14.344 -7.951 1.00108.33 N1+ +ATOM 1163 H LYS A 961 -17.162 -9.351 -11.285 1.00 38.47 H +ATOM 1164 HA LYS A 961 -18.005 -8.516 -8.672 1.00 40.15 H +ATOM 1165 HB3 LYS A 961 -18.087 -11.352 -9.750 1.00 43.99 H +ATOM 1166 HB2 LYS A 961 -19.179 -10.126 -10.330 1.00 43.99 H +ATOM 1167 HG3 LYS A 961 -20.200 -9.751 -8.233 1.00 65.82 H +ATOM 1168 HG2 LYS A 961 -18.986 -10.605 -7.335 1.00 65.82 H +ATOM 1169 HD3 LYS A 961 -20.746 -12.012 -9.378 1.00 82.27 H +ATOM 1170 HD2 LYS A 961 -21.259 -11.767 -7.729 1.00 82.27 H +ATOM 1171 HE3 LYS A 961 -19.197 -13.012 -6.923 1.00 98.09 H +ATOM 1172 HE2 LYS A 961 -18.735 -13.304 -8.589 1.00 98.09 H +ATOM 1173 HZ1 LYS A 961 -20.777 -14.500 -8.890 1.00108.33 H +ATOM 1174 HZ2 LYS A 961 -19.902 -15.143 -7.647 1.00108.33 H +ATOM 1175 HZ3 LYS A 961 -21.224 -14.213 -7.329 1.00108.33 H +ATOM 1176 N TYR A 962 -16.430 -9.444 -7.032 1.00 42.43 N +ATOM 1177 CA TYR A 962 -15.610 -9.940 -5.935 1.00 43.53 C +ATOM 1178 C TYR A 962 -16.001 -11.390 -5.592 1.00 47.09 C +ATOM 1179 O TYR A 962 -17.139 -11.625 -5.182 1.00 48.07 O +ATOM 1180 CB TYR A 962 -15.807 -8.977 -4.743 1.00 46.00 C +ATOM 1181 CG TYR A 962 -15.052 -9.322 -3.473 1.00 48.99 C +ATOM 1182 CD1 TYR A 962 -13.693 -8.973 -3.349 1.00 50.72 C +ATOM 1183 CD2 TYR A 962 -15.708 -9.972 -2.407 1.00 51.43 C +ATOM 1184 CE1 TYR A 962 -12.986 -9.292 -2.173 1.00 52.08 C +ATOM 1185 CE2 TYR A 962 -15.003 -10.287 -1.231 1.00 53.15 C +ATOM 1186 CZ TYR A 962 -13.638 -9.957 -1.118 1.00 59.98 C +ATOM 1187 OH TYR A 962 -12.946 -10.296 0.007 1.00 63.78 O +ATOM 1188 H TYR A 962 -17.144 -8.781 -6.769 1.00 42.43 H +ATOM 1189 HA TYR A 962 -14.562 -9.907 -6.242 1.00 43.53 H +ATOM 1190 HB3 TYR A 962 -16.868 -8.902 -4.498 1.00 46.00 H +ATOM 1191 HB2 TYR A 962 -15.510 -7.972 -5.041 1.00 46.00 H +ATOM 1192 HD1 TYR A 962 -13.193 -8.463 -4.159 1.00 50.72 H +ATOM 1193 HD2 TYR A 962 -16.752 -10.238 -2.492 1.00 51.43 H +ATOM 1194 HE1 TYR A 962 -11.942 -9.032 -2.085 1.00 52.08 H +ATOM 1195 HE2 TYR A 962 -15.506 -10.796 -0.421 1.00 53.15 H +ATOM 1196 HH TYR A 962 -12.006 -10.107 -0.068 1.00 63.78 H +ATOM 1197 N LYS A 963 -15.056 -12.326 -5.771 1.00 42.37 N +ATOM 1198 CA LYS A 963 -15.203 -13.726 -5.366 1.00 42.56 C +ATOM 1199 C LYS A 963 -14.894 -13.913 -3.870 1.00 48.47 C +ATOM 1200 O LYS A 963 -15.618 -14.649 -3.202 1.00 50.00 O +ATOM 1201 CB LYS A 963 -14.273 -14.612 -6.220 1.00 43.06 C +ATOM 1202 CG LYS A 963 -14.767 -14.929 -7.644 1.00 48.30 C +ATOM 1203 CD LYS A 963 -15.641 -16.192 -7.735 1.00 61.25 C +ATOM 1204 CE LYS A 963 -15.976 -16.567 -9.192 1.00 72.82 C +ATOM 1205 NZ LYS A 963 -16.598 -17.901 -9.298 1.00 84.70 N1+ +ATOM 1206 H LYS A 963 -14.146 -12.058 -6.119 1.00 42.37 H +ATOM 1207 HA LYS A 963 -16.234 -14.043 -5.540 1.00 42.56 H +ATOM 1208 HB3 LYS A 963 -14.079 -15.557 -5.715 1.00 43.06 H +ATOM 1209 HB2 LYS A 963 -13.305 -14.125 -6.282 1.00 43.06 H +ATOM 1210 HG3 LYS A 963 -13.891 -15.083 -8.273 1.00 48.30 H +ATOM 1211 HG2 LYS A 963 -15.294 -14.072 -8.064 1.00 48.30 H +ATOM 1212 HD3 LYS A 963 -16.561 -16.038 -7.170 1.00 61.25 H +ATOM 1213 HD2 LYS A 963 -15.118 -17.020 -7.253 1.00 61.25 H +ATOM 1214 HE3 LYS A 963 -15.071 -16.580 -9.798 1.00 72.82 H +ATOM 1215 HE2 LYS A 963 -16.640 -15.822 -9.633 1.00 72.82 H +ATOM 1216 HZ1 LYS A 963 -17.463 -17.922 -8.778 1.00 84.70 H +ATOM 1217 HZ2 LYS A 963 -16.786 -18.114 -10.268 1.00 84.70 H +ATOM 1218 HZ3 LYS A 963 -15.968 -18.599 -8.928 1.00 84.70 H +ATOM 1219 N GLY A 964 -13.828 -13.257 -3.383 1.00 44.37 N +ATOM 1220 CA GLY A 964 -13.322 -13.425 -2.026 1.00 45.35 C +ATOM 1221 C GLY A 964 -11.876 -12.923 -1.976 1.00 49.58 C +ATOM 1222 O GLY A 964 -11.436 -12.157 -2.835 1.00 45.71 O +ATOM 1223 H GLY A 964 -13.284 -12.660 -3.993 1.00 44.37 H +ATOM 1224 HA3 GLY A 964 -13.348 -14.475 -1.734 1.00 45.35 H +ATOM 1225 HA2 GLY A 964 -13.937 -12.871 -1.318 1.00 45.35 H +ATOM 1226 N CYS A 965 -11.142 -13.356 -0.943 1.00 49.54 N +ATOM 1227 CA CYS A 965 -9.711 -13.105 -0.776 1.00 51.02 C +ATOM 1228 C CYS A 965 -8.996 -14.425 -0.468 1.00 57.60 C +ATOM 1229 O CYS A 965 -9.612 -15.360 0.039 1.00 57.77 O +ATOM 1230 CB CYS A 965 -9.421 -12.070 0.332 1.00 52.68 C +ATOM 1231 SG CYS A 965 -9.626 -10.388 -0.314 1.00 55.96 S +ATOM 1232 H CYS A 965 -11.563 -13.969 -0.256 1.00 49.54 H +ATOM 1233 HA CYS A 965 -9.296 -12.749 -1.718 1.00 51.02 H +ATOM 1234 HB3 CYS A 965 -8.393 -12.146 0.688 1.00 52.68 H +ATOM 1235 HB2 CYS A 965 -10.070 -12.219 1.196 1.00 52.68 H +ATOM 1236 HG CYS A 965 -8.572 -10.428 -1.135 1.00 55.96 H +ATOM 1237 N CYS A 966 -7.692 -14.458 -0.772 1.00 56.83 N +ATOM 1238 CA CYS A 966 -6.805 -15.582 -0.501 1.00 59.37 C +ATOM 1239 C CYS A 966 -5.684 -15.111 0.433 1.00 64.61 C +ATOM 1240 O CYS A 966 -5.062 -14.084 0.157 1.00 62.66 O +ATOM 1241 CB CYS A 966 -6.273 -16.194 -1.818 1.00 59.95 C +ATOM 1242 SG CYS A 966 -5.028 -17.487 -1.549 1.00 65.77 S +ATOM 1243 H CYS A 966 -7.257 -13.642 -1.183 1.00 56.83 H +ATOM 1244 HA CYS A 966 -7.354 -16.359 0.028 1.00 59.37 H +ATOM 1245 HB3 CYS A 966 -5.833 -15.427 -2.450 1.00 59.95 H +ATOM 1246 HB2 CYS A 966 -7.087 -16.624 -2.397 1.00 59.95 H +ATOM 1247 HG CYS A 966 -5.856 -18.347 -0.947 1.00 65.77 H +ATOM 1248 N GLU A 967 -5.426 -15.894 1.495 1.00 64.28 N +ATOM 1249 CA GLU A 967 -4.285 -15.722 2.393 1.00 65.86 C +ATOM 1250 C GLU A 967 -2.977 -16.001 1.633 1.00 70.57 C +ATOM 1251 O GLU A 967 -2.751 -17.140 1.218 1.00 70.73 O +ATOM 1252 CB GLU A 967 -4.432 -16.675 3.601 1.00 69.10 C +ATOM 1253 CG GLU A 967 -3.299 -16.537 4.661 1.00 81.26 C +ATOM 1254 CD GLU A 967 -2.819 -17.832 5.345 1.00 98.19 C +ATOM 1255 OE1 GLU A 967 -1.791 -17.730 6.051 1.00 78.88 O +ATOM 1256 OE2 GLU A 967 -3.452 -18.898 5.170 1.00 93.22 O1- +ATOM 1257 H GLU A 967 -5.983 -16.723 1.647 1.00 64.28 H +ATOM 1258 HA GLU A 967 -4.285 -14.693 2.759 1.00 65.86 H +ATOM 1259 HB3 GLU A 967 -4.506 -17.692 3.214 1.00 69.10 H +ATOM 1260 HB2 GLU A 967 -5.388 -16.487 4.092 1.00 69.10 H +ATOM 1261 HG3 GLU A 967 -3.640 -15.856 5.442 1.00 81.26 H +ATOM 1262 HG2 GLU A 967 -2.419 -16.055 4.236 1.00 81.26 H +ATOM 1263 N ASP A 968 -2.146 -14.959 1.486 1.00 66.99 N +ATOM 1264 CA ASP A 968 -0.819 -15.061 0.893 1.00 67.07 C +ATOM 1265 C ASP A 968 0.183 -15.084 2.058 1.00 72.70 C +ATOM 1266 O ASP A 968 0.385 -14.059 2.713 1.00 72.95 O +ATOM 1267 CB ASP A 968 -0.562 -13.898 -0.102 1.00 67.90 C +ATOM 1268 CG ASP A 968 0.531 -14.115 -1.163 1.00 83.41 C +ATOM 1269 OD1 ASP A 968 1.212 -15.166 -1.136 1.00 85.94 O +ATOM 1270 OD2 ASP A 968 0.684 -13.199 -2.001 1.00 90.83 O1- +ATOM 1271 H ASP A 968 -2.394 -14.052 1.856 1.00 66.99 H +ATOM 1272 HA ASP A 968 -0.742 -16.003 0.347 1.00 67.07 H +ATOM 1273 HB3 ASP A 968 -0.318 -12.982 0.436 1.00 67.90 H +ATOM 1274 HB2 ASP A 968 -1.498 -13.674 -0.611 1.00 67.90 H +ATOM 1275 N ALA A 969 0.769 -16.269 2.300 1.00 69.93 N +ATOM 1276 CA ALA A 969 1.803 -16.496 3.313 1.00 70.98 C +ATOM 1277 C ALA A 969 3.133 -15.800 2.972 1.00 74.28 C +ATOM 1278 O ALA A 969 3.798 -15.301 3.880 1.00 74.55 O +ATOM 1279 CB ALA A 969 1.999 -18.007 3.503 1.00 72.54 C +ATOM 1280 H ALA A 969 0.520 -17.067 1.734 1.00 69.93 H +ATOM 1281 HA ALA A 969 1.442 -16.082 4.258 1.00 70.98 H +ATOM 1282 HB1 ALA A 969 2.753 -18.215 4.264 1.00 72.54 H +ATOM 1283 HB2 ALA A 969 1.072 -18.482 3.826 1.00 72.54 H +ATOM 1284 HB3 ALA A 969 2.317 -18.490 2.579 1.00 72.54 H +ATOM 1285 N GLY A 970 3.455 -15.723 1.668 1.00 69.45 N +ATOM 1286 CA GLY A 970 4.486 -14.840 1.127 1.00 69.02 C +ATOM 1287 C GLY A 970 3.895 -13.429 0.997 1.00 72.14 C +ATOM 1288 O GLY A 970 2.682 -13.266 0.899 1.00 71.87 O +ATOM 1289 H GLY A 970 2.832 -16.144 0.993 1.00 69.45 H +ATOM 1290 HA3 GLY A 970 4.784 -15.198 0.141 1.00 69.02 H +ATOM 1291 HA2 GLY A 970 5.374 -14.835 1.761 1.00 69.02 H +ATOM 1292 N ALA A 971 4.753 -12.396 1.021 1.00 67.87 N +ATOM 1293 CA ALA A 971 4.399 -10.968 0.975 1.00 66.36 C +ATOM 1294 C ALA A 971 3.642 -10.423 2.209 1.00 68.68 C +ATOM 1295 O ALA A 971 3.602 -9.204 2.353 1.00 67.93 O +ATOM 1296 CB ALA A 971 3.635 -10.620 -0.324 1.00 65.39 C +ATOM 1297 H ALA A 971 5.740 -12.592 1.108 1.00 67.87 H +ATOM 1298 HA ALA A 971 5.351 -10.437 0.943 1.00 66.36 H +ATOM 1299 HB1 ALA A 971 3.520 -9.542 -0.439 1.00 65.39 H +ATOM 1300 HB2 ALA A 971 4.163 -10.985 -1.204 1.00 65.39 H +ATOM 1301 HB3 ALA A 971 2.631 -11.045 -0.345 1.00 65.39 H +ATOM 1302 N ALA A 972 3.071 -11.293 3.066 1.00 64.62 N +ATOM 1303 CA ALA A 972 2.294 -10.981 4.274 1.00 64.42 C +ATOM 1304 C ALA A 972 1.103 -10.047 3.984 1.00 65.37 C +ATOM 1305 O ALA A 972 1.060 -8.921 4.484 1.00 65.17 O +ATOM 1306 CB ALA A 972 3.227 -10.442 5.377 1.00 66.93 C +ATOM 1307 H ALA A 972 3.134 -12.278 2.848 1.00 64.62 H +ATOM 1308 HA ALA A 972 1.876 -11.926 4.624 1.00 64.42 H +ATOM 1309 HB1 ALA A 972 2.682 -10.275 6.307 1.00 66.93 H +ATOM 1310 HB2 ALA A 972 4.025 -11.154 5.594 1.00 66.93 H +ATOM 1311 HB3 ALA A 972 3.695 -9.499 5.094 1.00 66.93 H +ATOM 1312 N SER A 973 0.184 -10.522 3.129 1.00 59.44 N +ATOM 1313 CA SER A 973 -0.932 -9.741 2.593 1.00 57.90 C +ATOM 1314 C SER A 973 -2.075 -10.655 2.119 1.00 59.01 C +ATOM 1315 O SER A 973 -1.921 -11.876 2.086 1.00 59.49 O +ATOM 1316 CB SER A 973 -0.403 -8.798 1.481 1.00 60.76 C +ATOM 1317 OG SER A 973 0.026 -9.508 0.334 1.00 68.97 O +ATOM 1318 H SER A 973 0.267 -11.466 2.774 1.00 59.44 H +ATOM 1319 HA SER A 973 -1.339 -9.130 3.402 1.00 57.90 H +ATOM 1320 HB3 SER A 973 0.421 -8.183 1.842 1.00 60.76 H +ATOM 1321 HB2 SER A 973 -1.186 -8.105 1.171 1.00 60.76 H +ATOM 1322 HG SER A 973 0.794 -10.035 0.572 1.00 68.97 H +ATOM 1323 N LEU A 974 -3.205 -10.033 1.747 1.00 52.28 N +ATOM 1324 CA LEU A 974 -4.302 -10.697 1.044 1.00 50.34 C +ATOM 1325 C LEU A 974 -4.106 -10.533 -0.466 1.00 50.70 C +ATOM 1326 O LEU A 974 -3.776 -9.438 -0.918 1.00 49.90 O +ATOM 1327 CB LEU A 974 -5.652 -10.057 1.444 1.00 50.33 C +ATOM 1328 CG LEU A 974 -6.133 -10.385 2.872 1.00 55.89 C +ATOM 1329 CD1 LEU A 974 -7.390 -9.560 3.225 1.00 55.99 C +ATOM 1330 CD2 LEU A 974 -6.349 -11.900 3.087 1.00 57.89 C +ATOM 1331 H LEU A 974 -3.270 -9.028 1.815 1.00 52.28 H +ATOM 1332 HA LEU A 974 -4.317 -11.761 1.282 1.00 50.34 H +ATOM 1333 HB3 LEU A 974 -6.429 -10.378 0.746 1.00 50.33 H +ATOM 1334 HB2 LEU A 974 -5.580 -8.974 1.322 1.00 50.33 H +ATOM 1335 HG LEU A 974 -5.348 -10.068 3.560 1.00 55.89 H +ATOM 1336 HD11 LEU A 974 -7.239 -9.004 4.151 1.00 55.99 H +ATOM 1337 HD12 LEU A 974 -7.635 -8.832 2.451 1.00 55.99 H +ATOM 1338 HD13 LEU A 974 -8.277 -10.179 3.359 1.00 55.99 H +ATOM 1339 HD21 LEU A 974 -7.274 -12.124 3.617 1.00 57.89 H +ATOM 1340 HD22 LEU A 974 -6.384 -12.447 2.144 1.00 57.89 H +ATOM 1341 HD23 LEU A 974 -5.535 -12.324 3.676 1.00 57.89 H +ATOM 1342 N GLN A 975 -4.395 -11.603 -1.216 1.00 44.54 N +ATOM 1343 CA GLN A 975 -4.655 -11.549 -2.651 1.00 42.17 C +ATOM 1344 C GLN A 975 -6.158 -11.329 -2.878 1.00 43.56 C +ATOM 1345 O GLN A 975 -6.971 -11.919 -2.168 1.00 42.93 O +ATOM 1346 CB GLN A 975 -4.191 -12.855 -3.311 1.00 43.83 C +ATOM 1347 CG GLN A 975 -2.665 -12.973 -3.441 1.00 59.19 C +ATOM 1348 CD GLN A 975 -2.252 -14.354 -3.950 1.00 77.91 C +ATOM 1349 OE1 GLN A 975 -1.888 -14.512 -5.113 1.00 74.64 O +ATOM 1350 NE2 GLN A 975 -2.324 -15.365 -3.082 1.00 71.32 N +ATOM 1351 H GLN A 975 -4.643 -12.473 -0.760 1.00 44.54 H +ATOM 1352 HA GLN A 975 -4.101 -10.725 -3.104 1.00 42.17 H +ATOM 1353 HB3 GLN A 975 -4.625 -12.926 -4.306 1.00 43.83 H +ATOM 1354 HB2 GLN A 975 -4.582 -13.695 -2.742 1.00 43.83 H +ATOM 1355 HG3 GLN A 975 -2.186 -12.784 -2.484 1.00 59.19 H +ATOM 1356 HG2 GLN A 975 -2.291 -12.209 -4.121 1.00 59.19 H +ATOM 1357 HE22 GLN A 975 -2.096 -16.302 -3.374 1.00 71.32 H +ATOM 1358 HE21 GLN A 975 -2.627 -15.202 -2.132 1.00 71.32 H +ATOM 1359 N LEU A 976 -6.488 -10.492 -3.868 1.00 37.72 N +ATOM 1360 CA LEU A 976 -7.847 -10.131 -4.255 1.00 36.76 C +ATOM 1361 C LEU A 976 -8.327 -11.093 -5.350 1.00 38.66 C +ATOM 1362 O LEU A 976 -7.956 -10.919 -6.512 1.00 37.25 O +ATOM 1363 CB LEU A 976 -7.819 -8.656 -4.717 1.00 36.56 C +ATOM 1364 CG LEU A 976 -9.143 -8.055 -5.237 1.00 41.61 C +ATOM 1365 CD1 LEU A 976 -10.288 -8.184 -4.216 1.00 43.42 C +ATOM 1366 CD2 LEU A 976 -8.926 -6.598 -5.699 1.00 42.85 C +ATOM 1367 H LEU A 976 -5.752 -10.099 -4.441 1.00 37.72 H +ATOM 1368 HA LEU A 976 -8.510 -10.216 -3.392 1.00 36.76 H +ATOM 1369 HB3 LEU A 976 -7.085 -8.565 -5.513 1.00 36.56 H +ATOM 1370 HB2 LEU A 976 -7.445 -8.039 -3.900 1.00 36.56 H +ATOM 1371 HG LEU A 976 -9.442 -8.613 -6.124 1.00 41.61 H +ATOM 1372 HD11 LEU A 976 -10.930 -7.303 -4.187 1.00 43.42 H +ATOM 1373 HD12 LEU A 976 -10.920 -9.035 -4.469 1.00 43.42 H +ATOM 1374 HD13 LEU A 976 -9.917 -8.343 -3.204 1.00 43.42 H +ATOM 1375 HD21 LEU A 976 -9.526 -5.885 -5.134 1.00 42.85 H +ATOM 1376 HD22 LEU A 976 -7.888 -6.282 -5.594 1.00 42.85 H +ATOM 1377 HD23 LEU A 976 -9.185 -6.482 -6.752 1.00 42.85 H +ATOM 1378 N VAL A 977 -9.134 -12.091 -4.958 1.00 35.03 N +ATOM 1379 CA VAL A 977 -9.722 -13.059 -5.882 1.00 34.91 C +ATOM 1380 C VAL A 977 -10.993 -12.447 -6.502 1.00 38.85 C +ATOM 1381 O VAL A 977 -11.896 -12.025 -5.778 1.00 39.08 O +ATOM 1382 CB VAL A 977 -10.085 -14.406 -5.191 1.00 39.71 C +ATOM 1383 CG1 VAL A 977 -10.564 -15.484 -6.188 1.00 39.45 C +ATOM 1384 CG2 VAL A 977 -8.900 -14.967 -4.381 1.00 39.89 C +ATOM 1385 H VAL A 977 -9.424 -12.162 -3.993 1.00 35.03 H +ATOM 1386 HA VAL A 977 -9.005 -13.279 -6.676 1.00 34.91 H +ATOM 1387 HB VAL A 977 -10.902 -14.237 -4.489 1.00 39.71 H +ATOM 1388 HG11 VAL A 977 -10.841 -16.401 -5.668 1.00 39.45 H +ATOM 1389 HG12 VAL A 977 -11.429 -15.174 -6.770 1.00 39.45 H +ATOM 1390 HG13 VAL A 977 -9.779 -15.739 -6.898 1.00 39.45 H +ATOM 1391 HG21 VAL A 977 -9.153 -15.924 -3.927 1.00 39.89 H +ATOM 1392 HG22 VAL A 977 -8.024 -15.122 -5.011 1.00 39.89 H +ATOM 1393 HG23 VAL A 977 -8.610 -14.298 -3.573 1.00 39.89 H +ATOM 1394 N MET A 978 -11.015 -12.404 -7.839 1.00 34.03 N +ATOM 1395 CA MET A 978 -12.113 -11.896 -8.660 1.00 34.32 C +ATOM 1396 C MET A 978 -12.538 -12.993 -9.643 1.00 36.69 C +ATOM 1397 O MET A 978 -11.818 -13.978 -9.822 1.00 35.63 O +ATOM 1398 CB MET A 978 -11.644 -10.647 -9.443 1.00 36.81 C +ATOM 1399 CG MET A 978 -10.999 -9.544 -8.586 1.00 41.50 C +ATOM 1400 SD MET A 978 -10.358 -8.128 -9.522 1.00 45.78 S +ATOM 1401 CE MET A 978 -8.942 -8.902 -10.352 1.00 42.96 C +ATOM 1402 H MET A 978 -10.221 -12.753 -8.360 1.00 34.03 H +ATOM 1403 HA MET A 978 -12.972 -11.635 -8.040 1.00 34.32 H +ATOM 1404 HB3 MET A 978 -12.500 -10.218 -9.964 1.00 36.81 H +ATOM 1405 HB2 MET A 978 -10.949 -10.945 -10.226 1.00 36.81 H +ATOM 1406 HG3 MET A 978 -10.167 -9.942 -8.007 1.00 41.50 H +ATOM 1407 HG2 MET A 978 -11.729 -9.178 -7.865 1.00 41.50 H +ATOM 1408 HE1 MET A 978 -8.326 -8.141 -10.832 1.00 42.96 H +ATOM 1409 HE2 MET A 978 -8.328 -9.444 -9.634 1.00 42.96 H +ATOM 1410 HE3 MET A 978 -9.276 -9.600 -11.120 1.00 42.96 H +ATOM 1411 N GLU A 979 -13.692 -12.793 -10.297 1.00 33.63 N +ATOM 1412 CA GLU A 979 -14.132 -13.639 -11.407 1.00 33.95 C +ATOM 1413 C GLU A 979 -13.224 -13.450 -12.637 1.00 35.56 C +ATOM 1414 O GLU A 979 -12.741 -12.343 -12.884 1.00 32.73 O +ATOM 1415 CB GLU A 979 -15.611 -13.341 -11.735 1.00 36.17 C +ATOM 1416 CG GLU A 979 -15.895 -11.927 -12.301 1.00 42.68 C +ATOM 1417 CD GLU A 979 -17.362 -11.631 -12.644 1.00 58.73 C +ATOM 1418 OE1 GLU A 979 -18.206 -12.554 -12.607 1.00 57.48 O +ATOM 1419 OE2 GLU A 979 -17.624 -10.444 -12.930 1.00 43.43 O1- +ATOM 1420 H GLU A 979 -14.250 -11.971 -10.107 1.00 33.63 H +ATOM 1421 HA GLU A 979 -14.064 -14.680 -11.082 1.00 33.95 H +ATOM 1422 HB3 GLU A 979 -16.208 -13.495 -10.835 1.00 36.17 H +ATOM 1423 HB2 GLU A 979 -15.958 -14.090 -12.449 1.00 36.17 H +ATOM 1424 HG3 GLU A 979 -15.329 -11.770 -13.218 1.00 42.68 H +ATOM 1425 HG2 GLU A 979 -15.547 -11.175 -11.591 1.00 42.68 H +ATOM 1426 N TYR A 980 -13.046 -14.537 -13.401 1.00 33.04 N +ATOM 1427 CA TYR A 980 -12.435 -14.501 -14.725 1.00 34.05 C +ATOM 1428 C TYR A 980 -13.483 -14.026 -15.745 1.00 39.90 C +ATOM 1429 O TYR A 980 -14.472 -14.726 -15.958 1.00 41.17 O +ATOM 1430 CB TYR A 980 -11.868 -15.895 -15.054 1.00 36.60 C +ATOM 1431 CG TYR A 980 -11.332 -16.062 -16.464 1.00 38.89 C +ATOM 1432 CD1 TYR A 980 -10.181 -15.355 -16.870 1.00 40.20 C +ATOM 1433 CD2 TYR A 980 -11.982 -16.925 -17.372 1.00 40.57 C +ATOM 1434 CE1 TYR A 980 -9.674 -15.525 -18.172 1.00 41.79 C +ATOM 1435 CE2 TYR A 980 -11.480 -17.085 -18.677 1.00 41.35 C +ATOM 1436 CZ TYR A 980 -10.325 -16.386 -19.077 1.00 46.65 C +ATOM 1437 OH TYR A 980 -9.838 -16.543 -20.341 1.00 46.21 O +ATOM 1438 H TYR A 980 -13.471 -15.414 -13.135 1.00 33.04 H +ATOM 1439 HA TYR A 980 -11.599 -13.798 -14.714 1.00 34.05 H +ATOM 1440 HB3 TYR A 980 -12.642 -16.648 -14.893 1.00 36.60 H +ATOM 1441 HB2 TYR A 980 -11.066 -16.137 -14.355 1.00 36.60 H +ATOM 1442 HD1 TYR A 980 -9.678 -14.693 -16.181 1.00 40.20 H +ATOM 1443 HD2 TYR A 980 -12.868 -17.466 -17.073 1.00 40.57 H +ATOM 1444 HE1 TYR A 980 -8.783 -14.995 -18.472 1.00 41.79 H +ATOM 1445 HE2 TYR A 980 -11.986 -17.745 -19.366 1.00 41.35 H +ATOM 1446 HH TYR A 980 -10.419 -17.063 -20.902 1.00 46.21 H +ATOM 1447 N VAL A 981 -13.243 -12.844 -16.331 1.00 35.70 N +ATOM 1448 CA VAL A 981 -14.105 -12.203 -17.322 1.00 35.13 C +ATOM 1449 C VAL A 981 -13.580 -12.610 -18.729 1.00 39.95 C +ATOM 1450 O VAL A 981 -12.511 -12.123 -19.104 1.00 40.49 O +ATOM 1451 CB VAL A 981 -14.061 -10.658 -17.131 1.00 37.53 C +ATOM 1452 CG1 VAL A 981 -14.865 -9.900 -18.194 1.00 37.76 C +ATOM 1453 CG2 VAL A 981 -14.577 -10.251 -15.736 1.00 36.89 C +ATOM 1454 H VAL A 981 -12.403 -12.336 -16.094 1.00 35.70 H +ATOM 1455 HA VAL A 981 -15.141 -12.487 -17.157 1.00 35.13 H +ATOM 1456 HB VAL A 981 -13.027 -10.316 -17.194 1.00 37.53 H +ATOM 1457 HG11 VAL A 981 -15.030 -8.860 -17.916 1.00 37.76 H +ATOM 1458 HG12 VAL A 981 -14.337 -9.900 -19.144 1.00 37.76 H +ATOM 1459 HG13 VAL A 981 -15.848 -10.347 -18.332 1.00 37.76 H +ATOM 1460 HG21 VAL A 981 -14.545 -9.169 -15.601 1.00 36.89 H +ATOM 1461 HG22 VAL A 981 -15.608 -10.571 -15.585 1.00 36.89 H +ATOM 1462 HG23 VAL A 981 -13.974 -10.689 -14.942 1.00 36.89 H +ATOM 1463 N PRO A 982 -14.241 -13.581 -19.416 1.00 37.29 N +ATOM 1464 CA PRO A 982 -13.592 -14.428 -20.446 1.00 36.67 C +ATOM 1465 C PRO A 982 -12.871 -13.788 -21.645 1.00 38.06 C +ATOM 1466 O PRO A 982 -11.842 -14.330 -22.047 1.00 37.41 O +ATOM 1467 CB PRO A 982 -14.705 -15.369 -20.926 1.00 39.18 C +ATOM 1468 CG PRO A 982 -15.606 -15.513 -19.720 1.00 44.96 C +ATOM 1469 CD PRO A 982 -15.576 -14.120 -19.111 1.00 40.09 C +ATOM 1470 HA PRO A 982 -12.855 -15.022 -19.904 1.00 36.67 H +ATOM 1471 HB3 PRO A 982 -14.326 -16.330 -21.276 1.00 39.18 H +ATOM 1472 HB2 PRO A 982 -15.269 -14.915 -21.745 1.00 39.18 H +ATOM 1473 HG3 PRO A 982 -15.167 -16.226 -19.021 1.00 44.96 H +ATOM 1474 HG2 PRO A 982 -16.612 -15.855 -19.966 1.00 44.96 H +ATOM 1475 HD2 PRO A 982 -16.322 -13.488 -19.589 1.00 40.09 H +ATOM 1476 HD3 PRO A 982 -15.833 -14.200 -18.058 1.00 40.09 H +ATOM 1477 N LEU A 983 -13.410 -12.695 -22.212 1.00 33.36 N +ATOM 1478 CA LEU A 983 -12.867 -12.076 -23.431 1.00 31.91 C +ATOM 1479 C LEU A 983 -11.838 -10.960 -23.155 1.00 34.62 C +ATOM 1480 O LEU A 983 -11.266 -10.441 -24.114 1.00 34.03 O +ATOM 1481 CB LEU A 983 -14.023 -11.600 -24.346 1.00 31.79 C +ATOM 1482 CG LEU A 983 -14.935 -12.735 -24.868 1.00 36.75 C +ATOM 1483 CD1 LEU A 983 -16.149 -12.165 -25.617 1.00 37.07 C +ATOM 1484 CD2 LEU A 983 -14.182 -13.760 -25.739 1.00 39.07 C +ATOM 1485 H LEU A 983 -14.253 -12.283 -21.835 1.00 33.36 H +ATOM 1486 HA LEU A 983 -12.308 -12.827 -23.990 1.00 31.91 H +ATOM 1487 HB3 LEU A 983 -13.617 -11.066 -25.205 1.00 31.79 H +ATOM 1488 HB2 LEU A 983 -14.631 -10.871 -23.818 1.00 31.79 H +ATOM 1489 HG LEU A 983 -15.336 -13.264 -24.002 1.00 36.75 H +ATOM 1490 HD11 LEU A 983 -16.944 -12.908 -25.684 1.00 37.07 H +ATOM 1491 HD12 LEU A 983 -16.559 -11.295 -25.106 1.00 37.07 H +ATOM 1492 HD13 LEU A 983 -15.890 -11.865 -26.633 1.00 37.07 H +ATOM 1493 HD21 LEU A 983 -14.730 -14.004 -26.649 1.00 39.07 H +ATOM 1494 HD22 LEU A 983 -13.202 -13.396 -26.048 1.00 39.07 H +ATOM 1495 HD23 LEU A 983 -14.030 -14.692 -25.194 1.00 39.07 H +ATOM 1496 N GLY A 984 -11.577 -10.645 -21.872 1.00 30.54 N +ATOM 1497 CA GLY A 984 -10.542 -9.702 -21.438 1.00 29.44 C +ATOM 1498 C GLY A 984 -10.893 -8.247 -21.772 1.00 30.46 C +ATOM 1499 O GLY A 984 -12.035 -7.935 -22.104 1.00 29.51 O +ATOM 1500 H GLY A 984 -12.090 -11.120 -21.142 1.00 30.54 H +ATOM 1501 HA3 GLY A 984 -9.590 -9.962 -21.901 1.00 29.44 H +ATOM 1502 HA2 GLY A 984 -10.415 -9.792 -20.359 1.00 29.44 H +ATOM 1503 N SER A 985 -9.900 -7.349 -21.647 1.00 25.72 N +ATOM 1504 CA SER A 985 -10.058 -5.906 -21.855 1.00 25.55 C +ATOM 1505 C SER A 985 -10.449 -5.533 -23.295 1.00 28.85 C +ATOM 1506 O SER A 985 -10.017 -6.199 -24.235 1.00 26.31 O +ATOM 1507 CB SER A 985 -8.804 -5.158 -21.361 1.00 29.24 C +ATOM 1508 OG SER A 985 -7.724 -5.184 -22.273 1.00 35.45 O +ATOM 1509 H SER A 985 -8.976 -7.668 -21.385 1.00 25.72 H +ATOM 1510 HA SER A 985 -10.867 -5.593 -21.205 1.00 25.55 H +ATOM 1511 HB3 SER A 985 -8.479 -5.544 -20.395 1.00 29.24 H +ATOM 1512 HB2 SER A 985 -9.060 -4.111 -21.202 1.00 29.24 H +ATOM 1513 HG SER A 985 -7.369 -6.078 -22.315 1.00 35.45 H +ATOM 1514 N LEU A 986 -11.219 -4.440 -23.432 1.00 27.52 N +ATOM 1515 CA LEU A 986 -11.584 -3.835 -24.717 1.00 27.90 C +ATOM 1516 C LEU A 986 -10.369 -3.303 -25.499 1.00 31.20 C +ATOM 1517 O LEU A 986 -10.426 -3.281 -26.727 1.00 30.54 O +ATOM 1518 CB LEU A 986 -12.621 -2.712 -24.492 1.00 27.75 C +ATOM 1519 CG LEU A 986 -14.045 -3.208 -24.157 1.00 32.92 C +ATOM 1520 CD1 LEU A 986 -14.956 -2.019 -23.808 1.00 33.36 C +ATOM 1521 CD2 LEU A 986 -14.667 -4.058 -25.284 1.00 36.70 C +ATOM 1522 H LEU A 986 -11.542 -3.953 -22.605 1.00 27.52 H +ATOM 1523 HA LEU A 986 -12.030 -4.614 -25.334 1.00 27.90 H +ATOM 1524 HB3 LEU A 986 -12.688 -2.084 -25.381 1.00 27.75 H +ATOM 1525 HB2 LEU A 986 -12.263 -2.052 -23.700 1.00 27.75 H +ATOM 1526 HG LEU A 986 -13.980 -3.829 -23.262 1.00 32.92 H +ATOM 1527 HD11 LEU A 986 -15.724 -2.314 -23.100 1.00 33.36 H +ATOM 1528 HD12 LEU A 986 -14.399 -1.202 -23.350 1.00 33.36 H +ATOM 1529 HD13 LEU A 986 -15.463 -1.625 -24.690 1.00 33.36 H +ATOM 1530 HD21 LEU A 986 -15.731 -3.859 -25.406 1.00 36.70 H +ATOM 1531 HD22 LEU A 986 -14.192 -3.868 -26.245 1.00 36.70 H +ATOM 1532 HD23 LEU A 986 -14.561 -5.121 -25.075 1.00 36.70 H +ATOM 1533 N ARG A 987 -9.286 -2.929 -24.793 1.00 29.06 N +ATOM 1534 CA ARG A 987 -8.017 -2.516 -25.394 1.00 29.96 C +ATOM 1535 C ARG A 987 -7.291 -3.652 -26.137 1.00 34.81 C +ATOM 1536 O ARG A 987 -6.680 -3.387 -27.172 1.00 34.10 O +ATOM 1537 CB ARG A 987 -7.130 -1.836 -24.336 1.00 32.11 C +ATOM 1538 CG ARG A 987 -5.888 -1.139 -24.920 1.00 46.98 C +ATOM 1539 CD ARG A 987 -5.085 -0.392 -23.849 1.00 59.29 C +ATOM 1540 NE ARG A 987 -3.827 0.162 -24.375 1.00 65.62 N +ATOM 1541 CZ ARG A 987 -2.647 -0.473 -24.496 1.00 80.85 C +ATOM 1542 NH1 ARG A 987 -1.601 0.204 -24.984 1.00 71.30 N +ATOM 1543 NH2 ARG A 987 -2.483 -1.757 -24.139 1.00 64.23 N1+ +ATOM 1544 H ARG A 987 -9.312 -2.973 -23.784 1.00 29.06 H +ATOM 1545 HA ARG A 987 -8.262 -1.763 -26.133 1.00 29.96 H +ATOM 1546 HB3 ARG A 987 -6.823 -2.568 -23.588 1.00 32.11 H +ATOM 1547 HB2 ARG A 987 -7.722 -1.088 -23.808 1.00 32.11 H +ATOM 1548 HG3 ARG A 987 -6.268 -0.398 -25.626 1.00 46.98 H +ATOM 1549 HG2 ARG A 987 -5.251 -1.807 -25.500 1.00 46.98 H +ATOM 1550 HD3 ARG A 987 -4.953 -0.979 -22.940 1.00 59.29 H +ATOM 1551 HD2 ARG A 987 -5.653 0.492 -23.566 1.00 59.29 H +ATOM 1552 HE ARG A 987 -3.886 1.115 -24.706 1.00 65.62 H +ATOM 1553 HH12 ARG A 987 -0.701 -0.246 -25.082 1.00 71.30 H +ATOM 1554 HH11 ARG A 987 -1.705 1.173 -25.259 1.00 71.30 H +ATOM 1555 HH22 ARG A 987 -1.576 -2.198 -24.220 1.00 64.23 H +ATOM 1556 HH21 ARG A 987 -3.272 -2.303 -23.824 1.00 64.23 H +ATOM 1557 N ASP A 988 -7.393 -4.883 -25.612 1.00 32.33 N +ATOM 1558 CA ASP A 988 -6.818 -6.091 -26.208 1.00 32.03 C +ATOM 1559 C ASP A 988 -7.773 -6.753 -27.216 1.00 34.79 C +ATOM 1560 O ASP A 988 -7.292 -7.360 -28.172 1.00 33.45 O +ATOM 1561 CB ASP A 988 -6.383 -7.129 -25.141 1.00 34.09 C +ATOM 1562 CG ASP A 988 -5.386 -6.633 -24.076 1.00 50.64 C +ATOM 1563 OD1 ASP A 988 -4.621 -5.682 -24.352 1.00 52.94 O +ATOM 1564 OD2 ASP A 988 -5.324 -7.306 -23.023 1.00 55.56 O1- +ATOM 1565 H ASP A 988 -7.905 -5.013 -24.750 1.00 32.33 H +ATOM 1566 HA ASP A 988 -5.926 -5.807 -26.770 1.00 32.03 H +ATOM 1567 HB3 ASP A 988 -5.929 -7.992 -25.631 1.00 34.09 H +ATOM 1568 HB2 ASP A 988 -7.271 -7.493 -24.620 1.00 34.09 H +ATOM 1569 N TYR A 989 -9.092 -6.640 -26.993 1.00 30.87 N +ATOM 1570 CA TYR A 989 -10.115 -7.301 -27.799 1.00 30.93 C +ATOM 1571 C TYR A 989 -10.388 -6.577 -29.130 1.00 31.61 C +ATOM 1572 O TYR A 989 -10.312 -7.223 -30.174 1.00 30.88 O +ATOM 1573 CB TYR A 989 -11.391 -7.498 -26.954 1.00 32.58 C +ATOM 1574 CG TYR A 989 -12.492 -8.296 -27.630 1.00 35.88 C +ATOM 1575 CD1 TYR A 989 -12.518 -9.702 -27.516 1.00 38.76 C +ATOM 1576 CD2 TYR A 989 -13.493 -7.638 -28.372 1.00 37.33 C +ATOM 1577 CE1 TYR A 989 -13.542 -10.443 -28.137 1.00 41.81 C +ATOM 1578 CE2 TYR A 989 -14.514 -8.378 -28.996 1.00 39.43 C +ATOM 1579 CZ TYR A 989 -14.541 -9.782 -28.878 1.00 47.08 C +ATOM 1580 OH TYR A 989 -15.532 -10.501 -29.479 1.00 54.57 O +ATOM 1581 H TYR A 989 -9.417 -6.150 -26.170 1.00 30.87 H +ATOM 1582 HA TYR A 989 -9.748 -8.300 -28.046 1.00 30.93 H +ATOM 1583 HB3 TYR A 989 -11.794 -6.531 -26.652 1.00 32.58 H +ATOM 1584 HB2 TYR A 989 -11.134 -8.012 -26.026 1.00 32.58 H +ATOM 1585 HD1 TYR A 989 -11.755 -10.216 -26.949 1.00 38.76 H +ATOM 1586 HD2 TYR A 989 -13.476 -6.563 -28.464 1.00 37.33 H +ATOM 1587 HE1 TYR A 989 -13.559 -11.519 -28.045 1.00 41.81 H +ATOM 1588 HE2 TYR A 989 -15.272 -7.863 -29.563 1.00 39.43 H +ATOM 1589 HH TYR A 989 -16.158 -9.956 -29.961 1.00 54.57 H +ATOM 1590 N LEU A 990 -10.706 -5.269 -29.079 1.00 26.64 N +ATOM 1591 CA LEU A 990 -11.169 -4.493 -30.238 1.00 26.55 C +ATOM 1592 C LEU A 990 -10.208 -4.338 -31.443 1.00 32.26 C +ATOM 1593 O LEU A 990 -10.730 -4.254 -32.554 1.00 32.40 O +ATOM 1594 CB LEU A 990 -11.721 -3.111 -29.816 1.00 25.29 C +ATOM 1595 CG LEU A 990 -12.967 -3.137 -28.906 1.00 28.64 C +ATOM 1596 CD1 LEU A 990 -13.282 -1.724 -28.386 1.00 28.39 C +ATOM 1597 CD2 LEU A 990 -14.197 -3.752 -29.604 1.00 27.70 C +ATOM 1598 H LEU A 990 -10.708 -4.785 -28.191 1.00 26.64 H +ATOM 1599 HA LEU A 990 -12.009 -5.067 -30.634 1.00 26.55 H +ATOM 1600 HB3 LEU A 990 -11.971 -2.532 -30.706 1.00 25.29 H +ATOM 1601 HB2 LEU A 990 -10.926 -2.554 -29.318 1.00 25.29 H +ATOM 1602 HG LEU A 990 -12.740 -3.756 -28.038 1.00 28.64 H +ATOM 1603 HD11 LEU A 990 -14.289 -1.658 -27.974 1.00 28.39 H +ATOM 1604 HD12 LEU A 990 -12.591 -1.441 -27.593 1.00 28.39 H +ATOM 1605 HD13 LEU A 990 -13.197 -0.978 -29.176 1.00 28.39 H +ATOM 1606 HD21 LEU A 990 -15.056 -3.083 -29.591 1.00 27.70 H +ATOM 1607 HD22 LEU A 990 -14.006 -3.989 -30.651 1.00 27.70 H +ATOM 1608 HD23 LEU A 990 -14.506 -4.670 -29.108 1.00 27.70 H +ATOM 1609 N PRO A 991 -8.862 -4.368 -31.272 1.00 29.17 N +ATOM 1610 CA PRO A 991 -7.934 -4.390 -32.422 1.00 30.32 C +ATOM 1611 C PRO A 991 -7.982 -5.660 -33.292 1.00 37.04 C +ATOM 1612 O PRO A 991 -7.685 -5.568 -34.482 1.00 39.83 O +ATOM 1613 CB PRO A 991 -6.545 -4.175 -31.796 1.00 31.53 C +ATOM 1614 CG PRO A 991 -6.828 -3.468 -30.483 1.00 34.07 C +ATOM 1615 CD PRO A 991 -8.127 -4.120 -30.032 1.00 29.12 C +ATOM 1616 HA PRO A 991 -8.172 -3.530 -33.048 1.00 30.32 H +ATOM 1617 HB3 PRO A 991 -5.880 -3.597 -32.438 1.00 31.53 H +ATOM 1618 HB2 PRO A 991 -6.059 -5.130 -31.592 1.00 31.53 H +ATOM 1619 HG3 PRO A 991 -6.998 -2.407 -30.671 1.00 34.07 H +ATOM 1620 HG2 PRO A 991 -6.017 -3.559 -29.761 1.00 34.07 H +ATOM 1621 HD2 PRO A 991 -7.914 -5.074 -29.554 1.00 29.12 H +ATOM 1622 HD3 PRO A 991 -8.663 -3.490 -29.323 1.00 29.12 H +ATOM 1623 N ARG A 992 -8.364 -6.801 -32.693 1.00 33.12 N +ATOM 1624 CA ARG A 992 -8.473 -8.101 -33.362 1.00 35.22 C +ATOM 1625 C ARG A 992 -9.923 -8.477 -33.721 1.00 42.35 C +ATOM 1626 O ARG A 992 -10.101 -9.442 -34.464 1.00 43.35 O +ATOM 1627 CB ARG A 992 -7.847 -9.181 -32.452 1.00 36.79 C +ATOM 1628 CG ARG A 992 -6.321 -9.042 -32.266 1.00 49.00 C +ATOM 1629 CD ARG A 992 -5.895 -8.581 -30.862 1.00 65.39 C +ATOM 1630 NE ARG A 992 -4.429 -8.630 -30.709 1.00 83.52 N +ATOM 1631 CZ ARG A 992 -3.697 -8.245 -29.646 1.00101.34 C +ATOM 1632 NH1 ARG A 992 -4.252 -7.730 -28.539 1.00 87.97 N +ATOM 1633 NH2 ARG A 992 -2.366 -8.382 -29.694 1.00 90.05 N1+ +ATOM 1634 H ARG A 992 -8.610 -6.788 -31.713 1.00 33.12 H +ATOM 1635 HA ARG A 992 -7.920 -8.089 -34.303 1.00 35.22 H +ATOM 1636 HB3 ARG A 992 -8.028 -10.163 -32.891 1.00 36.79 H +ATOM 1637 HB2 ARG A 992 -8.353 -9.200 -31.486 1.00 36.79 H +ATOM 1638 HG3 ARG A 992 -5.962 -8.307 -32.988 1.00 49.00 H +ATOM 1639 HG2 ARG A 992 -5.815 -9.970 -32.534 1.00 49.00 H +ATOM 1640 HD3 ARG A 992 -6.407 -9.141 -30.079 1.00 65.39 H +ATOM 1641 HD2 ARG A 992 -6.177 -7.534 -30.743 1.00 65.39 H +ATOM 1642 HE ARG A 992 -3.934 -9.003 -31.505 1.00 83.52 H +ATOM 1643 HH12 ARG A 992 -3.684 -7.448 -27.753 1.00 87.97 H +ATOM 1644 HH11 ARG A 992 -5.259 -7.626 -28.485 1.00 87.97 H +ATOM 1645 HH22 ARG A 992 -1.795 -8.104 -28.909 1.00 90.05 H +ATOM 1646 HH21 ARG A 992 -1.920 -8.767 -30.514 1.00 90.05 H +ATOM 1647 N HIS A 993 -10.920 -7.742 -33.199 1.00 39.31 N +ATOM 1648 CA HIS A 993 -12.343 -8.029 -33.380 1.00 40.02 C +ATOM 1649 C HIS A 993 -13.064 -6.735 -33.771 1.00 44.39 C +ATOM 1650 O HIS A 993 -13.235 -5.856 -32.926 1.00 42.90 O +ATOM 1651 CB HIS A 993 -12.933 -8.636 -32.087 1.00 40.24 C +ATOM 1652 CG HIS A 993 -12.280 -9.913 -31.615 1.00 43.95 C +ATOM 1653 ND1 HIS A 993 -11.178 -9.921 -30.777 1.00 44.82 N +ATOM 1654 CD2 HIS A 993 -12.584 -11.239 -31.832 1.00 46.86 C +ATOM 1655 CE1 HIS A 993 -10.862 -11.196 -30.543 1.00 45.15 C +ATOM 1656 NE2 HIS A 993 -11.674 -12.053 -31.151 1.00 46.64 N +ATOM 1657 H HIS A 993 -10.700 -6.953 -32.607 1.00 39.31 H +ATOM 1658 HA HIS A 993 -12.488 -8.755 -34.182 1.00 40.02 H +ATOM 1659 HB3 HIS A 993 -13.998 -8.834 -32.223 1.00 40.24 H +ATOM 1660 HB2 HIS A 993 -12.864 -7.911 -31.275 1.00 40.24 H +ATOM 1661 HD1 HIS A 993 -10.706 -9.101 -30.417 1.00 44.82 H +ATOM 1662 HD2 HIS A 993 -13.381 -11.668 -32.421 1.00 46.86 H +ATOM 1663 HE1 HIS A 993 -10.035 -11.499 -29.918 1.00 45.15 H +ATOM 1664 N SER A 994 -13.470 -6.644 -35.048 1.00 43.61 N +ATOM 1665 CA SER A 994 -14.209 -5.516 -35.617 1.00 44.09 C +ATOM 1666 C SER A 994 -15.687 -5.527 -35.171 1.00 48.55 C +ATOM 1667 O SER A 994 -16.525 -6.165 -35.809 1.00 49.91 O +ATOM 1668 CB SER A 994 -14.007 -5.502 -37.150 1.00 50.40 C +ATOM 1669 OG SER A 994 -14.571 -6.626 -37.802 1.00 64.99 O +ATOM 1670 H SER A 994 -13.279 -7.408 -35.685 1.00 43.61 H +ATOM 1671 HA SER A 994 -13.757 -4.597 -35.238 1.00 44.09 H +ATOM 1672 HB3 SER A 994 -12.944 -5.455 -37.390 1.00 50.40 H +ATOM 1673 HB2 SER A 994 -14.458 -4.603 -37.573 1.00 50.40 H +ATOM 1674 HG SER A 994 -15.515 -6.632 -37.619 1.00 64.99 H +ATOM 1675 N ILE A 995 -15.965 -4.828 -34.059 1.00 42.04 N +ATOM 1676 CA ILE A 995 -17.296 -4.714 -33.464 1.00 40.91 C +ATOM 1677 C ILE A 995 -18.064 -3.520 -34.068 1.00 43.90 C +ATOM 1678 O ILE A 995 -17.480 -2.455 -34.267 1.00 43.46 O +ATOM 1679 CB ILE A 995 -17.192 -4.556 -31.916 1.00 42.36 C +ATOM 1680 CG1 ILE A 995 -16.536 -5.790 -31.248 1.00 42.65 C +ATOM 1681 CG2 ILE A 995 -18.529 -4.242 -31.218 1.00 41.71 C +ATOM 1682 CD1 ILE A 995 -17.228 -7.139 -31.513 1.00 43.19 C +ATOM 1683 H ILE A 995 -15.219 -4.349 -33.575 1.00 42.04 H +ATOM 1684 HA ILE A 995 -17.863 -5.619 -33.689 1.00 40.91 H +ATOM 1685 HB ILE A 995 -16.532 -3.711 -31.714 1.00 42.36 H +ATOM 1686 HG13 ILE A 995 -16.475 -5.629 -30.172 1.00 42.65 H +ATOM 1687 HG12 ILE A 995 -15.501 -5.868 -31.578 1.00 42.65 H +ATOM 1688 HG21 ILE A 995 -18.434 -4.276 -30.134 1.00 41.71 H +ATOM 1689 HG22 ILE A 995 -18.899 -3.250 -31.464 1.00 41.71 H +ATOM 1690 HG23 ILE A 995 -19.292 -4.958 -31.512 1.00 41.71 H +ATOM 1691 HD11 ILE A 995 -16.639 -7.748 -32.199 1.00 43.19 H +ATOM 1692 HD12 ILE A 995 -17.348 -7.704 -30.589 1.00 43.19 H +ATOM 1693 HD13 ILE A 995 -18.221 -7.025 -31.946 1.00 43.19 H +ATOM 1694 N GLY A 996 -19.363 -3.733 -34.347 1.00 39.60 N +ATOM 1695 CA GLY A 996 -20.252 -2.755 -34.979 1.00 39.64 C +ATOM 1696 C GLY A 996 -20.596 -1.588 -34.040 1.00 40.81 C +ATOM 1697 O GLY A 996 -20.520 -1.711 -32.818 1.00 40.20 O +ATOM 1698 H GLY A 996 -19.764 -4.635 -34.139 1.00 39.60 H +ATOM 1699 HA3 GLY A 996 -21.173 -3.256 -35.273 1.00 39.64 H +ATOM 1700 HA2 GLY A 996 -19.788 -2.377 -35.892 1.00 39.64 H +ATOM 1701 N LEU A 997 -20.997 -0.458 -34.647 1.00 36.29 N +ATOM 1702 CA LEU A 997 -21.277 0.836 -34.014 1.00 34.21 C +ATOM 1703 C LEU A 997 -22.273 0.785 -32.840 1.00 36.59 C +ATOM 1704 O LEU A 997 -21.980 1.361 -31.794 1.00 34.53 O +ATOM 1705 CB LEU A 997 -21.711 1.829 -35.121 1.00 34.53 C +ATOM 1706 CG LEU A 997 -22.124 3.249 -34.665 1.00 38.00 C +ATOM 1707 CD1 LEU A 997 -21.037 3.947 -33.824 1.00 36.32 C +ATOM 1708 CD2 LEU A 997 -22.558 4.106 -35.869 1.00 39.98 C +ATOM 1709 H LEU A 997 -21.051 -0.455 -35.657 1.00 36.29 H +ATOM 1710 HA LEU A 997 -20.326 1.179 -33.603 1.00 34.21 H +ATOM 1711 HB3 LEU A 997 -22.545 1.391 -35.671 1.00 34.53 H +ATOM 1712 HB2 LEU A 997 -20.897 1.921 -35.842 1.00 34.53 H +ATOM 1713 HG LEU A 997 -23.015 3.149 -34.047 1.00 38.00 H +ATOM 1714 HD11 LEU A 997 -20.949 5.005 -34.060 1.00 36.32 H +ATOM 1715 HD12 LEU A 997 -21.263 3.882 -32.760 1.00 36.32 H +ATOM 1716 HD13 LEU A 997 -20.056 3.499 -33.980 1.00 36.32 H +ATOM 1717 HD21 LEU A 997 -23.419 4.725 -35.614 1.00 39.98 H +ATOM 1718 HD22 LEU A 997 -21.763 4.769 -36.208 1.00 39.98 H +ATOM 1719 HD23 LEU A 997 -22.845 3.494 -36.724 1.00 39.98 H +ATOM 1720 N ALA A 998 -23.409 0.089 -33.016 1.00 34.25 N +ATOM 1721 CA ALA A 998 -24.444 -0.055 -31.989 1.00 34.26 C +ATOM 1722 C ALA A 998 -23.979 -0.830 -30.750 1.00 36.18 C +ATOM 1723 O ALA A 998 -24.385 -0.484 -29.643 1.00 35.22 O +ATOM 1724 CB ALA A 998 -25.666 -0.747 -32.595 1.00 36.52 C +ATOM 1725 H ALA A 998 -23.583 -0.370 -33.900 1.00 34.25 H +ATOM 1726 HA ALA A 998 -24.741 0.949 -31.677 1.00 34.26 H +ATOM 1727 HB1 ALA A 998 -26.532 -0.659 -31.938 1.00 36.52 H +ATOM 1728 HB2 ALA A 998 -25.920 -0.291 -33.546 1.00 36.52 H +ATOM 1729 HB3 ALA A 998 -25.492 -1.807 -32.778 1.00 36.52 H +ATOM 1730 N GLN A 999 -23.130 -1.847 -30.960 1.00 32.90 N +ATOM 1731 CA GLN A 999 -22.559 -2.689 -29.914 1.00 31.66 C +ATOM 1732 C GLN A 999 -21.446 -1.975 -29.116 1.00 31.83 C +ATOM 1733 O GLN A 999 -21.293 -2.274 -27.934 1.00 31.42 O +ATOM 1734 CB GLN A 999 -22.134 -4.016 -30.571 1.00 33.78 C +ATOM 1735 CG GLN A 999 -21.621 -5.106 -29.611 1.00 53.37 C +ATOM 1736 CD GLN A 999 -21.398 -6.443 -30.329 1.00 79.04 C +ATOM 1737 OE1 GLN A 999 -22.211 -6.864 -31.150 1.00 77.41 O +ATOM 1738 NE2 GLN A 999 -20.304 -7.132 -30.005 1.00 70.04 N +ATOM 1739 H GLN A 999 -22.847 -2.066 -31.906 1.00 32.90 H +ATOM 1740 HA GLN A 999 -23.358 -2.921 -29.208 1.00 31.66 H +ATOM 1741 HB3 GLN A 999 -21.389 -3.822 -31.342 1.00 33.78 H +ATOM 1742 HB2 GLN A 999 -23.006 -4.407 -31.098 1.00 33.78 H +ATOM 1743 HG3 GLN A 999 -22.345 -5.266 -28.811 1.00 53.37 H +ATOM 1744 HG2 GLN A 999 -20.695 -4.784 -29.133 1.00 53.37 H +ATOM 1745 HE22 GLN A 999 -20.123 -8.026 -30.439 1.00 70.04 H +ATOM 1746 HE21 GLN A 999 -19.667 -6.780 -29.305 1.00 70.04 H +ATOM 1747 N LEU A1000 -20.751 -0.997 -29.732 1.00 27.73 N +ATOM 1748 CA LEU A1000 -19.837 -0.069 -29.050 1.00 27.15 C +ATOM 1749 C LEU A1000 -20.595 0.953 -28.181 1.00 30.03 C +ATOM 1750 O LEU A1000 -20.124 1.276 -27.092 1.00 28.40 O +ATOM 1751 CB LEU A1000 -18.945 0.674 -30.074 1.00 27.39 C +ATOM 1752 CG LEU A1000 -17.991 -0.227 -30.886 1.00 31.72 C +ATOM 1753 CD1 LEU A1000 -17.371 0.546 -32.070 1.00 31.24 C +ATOM 1754 CD2 LEU A1000 -16.934 -0.917 -29.997 1.00 32.46 C +ATOM 1755 H LEU A1000 -20.916 -0.817 -30.713 1.00 27.73 H +ATOM 1756 HA LEU A1000 -19.200 -0.650 -28.383 1.00 27.15 H +ATOM 1757 HB3 LEU A1000 -18.351 1.434 -29.562 1.00 27.39 H +ATOM 1758 HB2 LEU A1000 -19.586 1.222 -30.765 1.00 27.39 H +ATOM 1759 HG LEU A1000 -18.585 -1.019 -31.332 1.00 31.72 H +ATOM 1760 HD11 LEU A1000 -16.292 0.426 -32.140 1.00 31.24 H +ATOM 1761 HD12 LEU A1000 -17.786 0.194 -33.015 1.00 31.24 H +ATOM 1762 HD13 LEU A1000 -17.569 1.617 -32.011 1.00 31.24 H +ATOM 1763 HD21 LEU A1000 -15.920 -0.822 -30.385 1.00 32.46 H +ATOM 1764 HD22 LEU A1000 -16.925 -0.518 -28.983 1.00 32.46 H +ATOM 1765 HD23 LEU A1000 -17.146 -1.982 -29.914 1.00 32.46 H +ATOM 1766 N LEU A1001 -21.763 1.420 -28.659 1.00 27.18 N +ATOM 1767 CA LEU A1001 -22.668 2.317 -27.931 1.00 26.38 C +ATOM 1768 C LEU A1001 -23.415 1.608 -26.786 1.00 30.80 C +ATOM 1769 O LEU A1001 -23.803 2.280 -25.831 1.00 31.19 O +ATOM 1770 CB LEU A1001 -23.664 2.964 -28.916 1.00 26.55 C +ATOM 1771 CG LEU A1001 -23.009 3.940 -29.919 1.00 30.43 C +ATOM 1772 CD1 LEU A1001 -23.960 4.224 -31.098 1.00 31.54 C +ATOM 1773 CD2 LEU A1001 -22.500 5.228 -29.235 1.00 29.53 C +ATOM 1774 H LEU A1001 -22.074 1.125 -29.576 1.00 27.18 H +ATOM 1775 HA LEU A1001 -22.066 3.104 -27.475 1.00 26.38 H +ATOM 1776 HB3 LEU A1001 -24.448 3.493 -28.371 1.00 26.55 H +ATOM 1777 HB2 LEU A1001 -24.174 2.171 -29.464 1.00 26.55 H +ATOM 1778 HG LEU A1001 -22.132 3.458 -30.347 1.00 30.43 H +ATOM 1779 HD11 LEU A1001 -23.986 5.276 -31.382 1.00 31.54 H +ATOM 1780 HD12 LEU A1001 -23.649 3.668 -31.980 1.00 31.54 H +ATOM 1781 HD13 LEU A1001 -24.984 3.918 -30.880 1.00 31.54 H +ATOM 1782 HD21 LEU A1001 -22.846 6.137 -29.725 1.00 29.53 H +ATOM 1783 HD22 LEU A1001 -22.816 5.291 -28.193 1.00 29.53 H +ATOM 1784 HD23 LEU A1001 -21.410 5.261 -29.241 1.00 29.53 H +ATOM 1785 N LEU A1002 -23.566 0.274 -26.876 1.00 28.48 N +ATOM 1786 CA LEU A1002 -24.071 -0.573 -25.798 1.00 29.15 C +ATOM 1787 C LEU A1002 -23.034 -0.720 -24.674 1.00 32.78 C +ATOM 1788 O LEU A1002 -23.419 -0.645 -23.512 1.00 33.09 O +ATOM 1789 CB LEU A1002 -24.495 -1.945 -26.361 1.00 30.13 C +ATOM 1790 CG LEU A1002 -25.243 -2.859 -25.364 1.00 35.32 C +ATOM 1791 CD1 LEU A1002 -26.559 -2.231 -24.853 1.00 35.94 C +ATOM 1792 CD2 LEU A1002 -25.461 -4.257 -25.970 1.00 37.39 C +ATOM 1793 H LEU A1002 -23.251 -0.204 -27.709 1.00 28.48 H +ATOM 1794 HA LEU A1002 -24.950 -0.077 -25.383 1.00 29.15 H +ATOM 1795 HB3 LEU A1002 -23.607 -2.464 -26.722 1.00 30.13 H +ATOM 1796 HB2 LEU A1002 -25.123 -1.797 -27.238 1.00 30.13 H +ATOM 1797 HG LEU A1002 -24.597 -3.010 -24.498 1.00 35.32 H +ATOM 1798 HD11 LEU A1002 -27.382 -2.945 -24.829 1.00 35.94 H +ATOM 1799 HD12 LEU A1002 -26.434 -1.855 -23.837 1.00 35.94 H +ATOM 1800 HD13 LEU A1002 -26.882 -1.394 -25.473 1.00 35.94 H +ATOM 1801 HD21 LEU A1002 -25.178 -5.038 -25.263 1.00 37.39 H +ATOM 1802 HD22 LEU A1002 -26.499 -4.429 -26.254 1.00 37.39 H +ATOM 1803 HD23 LEU A1002 -24.861 -4.403 -26.868 1.00 37.39 H +ATOM 1804 N PHE A1003 -21.743 -0.871 -25.023 1.00 28.23 N +ATOM 1805 CA PHE A1003 -20.641 -0.882 -24.054 1.00 28.18 C +ATOM 1806 C PHE A1003 -20.492 0.469 -23.336 1.00 29.97 C +ATOM 1807 O PHE A1003 -20.248 0.473 -22.133 1.00 28.15 O +ATOM 1808 CB PHE A1003 -19.312 -1.272 -24.735 1.00 29.26 C +ATOM 1809 CG PHE A1003 -19.273 -2.605 -25.466 1.00 30.64 C +ATOM 1810 CD1 PHE A1003 -20.024 -3.718 -25.024 1.00 35.83 C +ATOM 1811 CD2 PHE A1003 -18.349 -2.783 -26.518 1.00 32.41 C +ATOM 1812 CE1 PHE A1003 -19.919 -4.932 -25.687 1.00 37.36 C +ATOM 1813 CE2 PHE A1003 -18.254 -4.007 -27.165 1.00 35.63 C +ATOM 1814 CZ PHE A1003 -19.051 -5.071 -26.763 1.00 35.58 C +ATOM 1815 H PHE A1003 -21.488 -0.949 -25.998 1.00 28.23 H +ATOM 1816 HA PHE A1003 -20.872 -1.624 -23.287 1.00 28.18 H +ATOM 1817 HB3 PHE A1003 -18.513 -1.280 -23.993 1.00 29.26 H +ATOM 1818 HB2 PHE A1003 -19.040 -0.498 -25.453 1.00 29.26 H +ATOM 1819 HD1 PHE A1003 -20.697 -3.642 -24.184 1.00 35.83 H +ATOM 1820 HD2 PHE A1003 -17.720 -1.964 -26.835 1.00 32.41 H +ATOM 1821 HE1 PHE A1003 -20.509 -5.774 -25.354 1.00 37.36 H +ATOM 1822 HE2 PHE A1003 -17.555 -4.132 -27.978 1.00 35.63 H +ATOM 1823 HZ PHE A1003 -18.975 -6.020 -27.272 1.00 35.58 H +ATOM 1824 N ALA A1004 -20.705 1.578 -24.067 1.00 26.49 N +ATOM 1825 CA ALA A1004 -20.726 2.944 -23.542 1.00 26.36 C +ATOM 1826 C ALA A1004 -21.860 3.187 -22.532 1.00 28.13 C +ATOM 1827 O ALA A1004 -21.618 3.810 -21.500 1.00 27.39 O +ATOM 1828 CB ALA A1004 -20.837 3.926 -24.715 1.00 27.23 C +ATOM 1829 H ALA A1004 -20.890 1.484 -25.057 1.00 26.49 H +ATOM 1830 HA ALA A1004 -19.773 3.115 -23.041 1.00 26.36 H +ATOM 1831 HB1 ALA A1004 -20.637 4.947 -24.390 1.00 27.23 H +ATOM 1832 HB2 ALA A1004 -20.122 3.678 -25.500 1.00 27.23 H +ATOM 1833 HB3 ALA A1004 -21.829 3.918 -25.164 1.00 27.23 H +ATOM 1834 N GLN A1005 -23.060 2.661 -22.839 1.00 24.98 N +ATOM 1835 CA GLN A1005 -24.241 2.670 -21.976 1.00 26.13 C +ATOM 1836 C GLN A1005 -24.005 1.880 -20.676 1.00 30.14 C +ATOM 1837 O GLN A1005 -24.287 2.400 -19.601 1.00 29.23 O +ATOM 1838 CB GLN A1005 -25.433 2.097 -22.770 1.00 27.37 C +ATOM 1839 CG GLN A1005 -26.787 2.123 -22.034 1.00 34.59 C +ATOM 1840 CD GLN A1005 -27.753 1.102 -22.634 1.00 45.52 C +ATOM 1841 OE1 GLN A1005 -28.014 1.121 -23.835 1.00 37.97 O +ATOM 1842 NE2 GLN A1005 -28.296 0.216 -21.798 1.00 40.39 N +ATOM 1843 H GLN A1005 -23.170 2.180 -23.722 1.00 24.98 H +ATOM 1844 HA GLN A1005 -24.463 3.706 -21.713 1.00 26.13 H +ATOM 1845 HB3 GLN A1005 -25.200 1.069 -23.046 1.00 27.37 H +ATOM 1846 HB2 GLN A1005 -25.542 2.624 -23.717 1.00 27.37 H +ATOM 1847 HG3 GLN A1005 -27.223 3.120 -22.095 1.00 34.59 H +ATOM 1848 HG2 GLN A1005 -26.674 1.906 -20.973 1.00 34.59 H +ATOM 1849 HE22 GLN A1005 -28.941 -0.481 -22.142 1.00 40.39 H +ATOM 1850 HE21 GLN A1005 -28.027 0.204 -20.821 1.00 40.39 H +ATOM 1851 N GLN A1006 -23.477 0.652 -20.811 1.00 27.56 N +ATOM 1852 CA GLN A1006 -23.173 -0.270 -19.716 1.00 27.14 C +ATOM 1853 C GLN A1006 -22.072 0.236 -18.768 1.00 28.50 C +ATOM 1854 O GLN A1006 -22.194 0.035 -17.560 1.00 29.35 O +ATOM 1855 CB GLN A1006 -22.838 -1.652 -20.304 1.00 28.20 C +ATOM 1856 CG GLN A1006 -24.071 -2.360 -20.908 1.00 30.44 C +ATOM 1857 CD GLN A1006 -23.732 -3.689 -21.587 1.00 43.69 C +ATOM 1858 OE1 GLN A1006 -22.570 -4.021 -21.806 1.00 40.01 O +ATOM 1859 NE2 GLN A1006 -24.762 -4.459 -21.939 1.00 39.19 N +ATOM 1860 H GLN A1006 -23.289 0.300 -21.741 1.00 27.56 H +ATOM 1861 HA GLN A1006 -24.079 -0.372 -19.117 1.00 27.14 H +ATOM 1862 HB3 GLN A1006 -22.408 -2.289 -19.530 1.00 28.20 H +ATOM 1863 HB2 GLN A1006 -22.063 -1.537 -21.063 1.00 28.20 H +ATOM 1864 HG3 GLN A1006 -24.572 -1.725 -21.635 1.00 30.44 H +ATOM 1865 HG2 GLN A1006 -24.815 -2.535 -20.135 1.00 30.44 H +ATOM 1866 HE22 GLN A1006 -24.602 -5.353 -22.387 1.00 39.19 H +ATOM 1867 HE21 GLN A1006 -25.716 -4.155 -21.777 1.00 39.19 H +ATOM 1868 N ILE A1007 -21.062 0.943 -19.312 1.00 24.53 N +ATOM 1869 CA ILE A1007 -20.069 1.692 -18.536 1.00 23.52 C +ATOM 1870 C ILE A1007 -20.727 2.816 -17.713 1.00 26.94 C +ATOM 1871 O ILE A1007 -20.405 2.941 -16.536 1.00 25.88 O +ATOM 1872 CB ILE A1007 -18.931 2.286 -19.427 1.00 26.23 C +ATOM 1873 CG1 ILE A1007 -18.024 1.167 -19.988 1.00 26.44 C +ATOM 1874 CG2 ILE A1007 -18.040 3.356 -18.749 1.00 26.63 C +ATOM 1875 CD1 ILE A1007 -17.291 1.555 -21.285 1.00 29.19 C +ATOM 1876 H ILE A1007 -21.013 1.046 -20.317 1.00 24.53 H +ATOM 1877 HA ILE A1007 -19.614 0.992 -17.831 1.00 23.52 H +ATOM 1878 HB ILE A1007 -19.417 2.769 -20.276 1.00 26.23 H +ATOM 1879 HG13 ILE A1007 -18.608 0.270 -20.180 1.00 26.44 H +ATOM 1880 HG12 ILE A1007 -17.298 0.870 -19.230 1.00 26.44 H +ATOM 1881 HG21 ILE A1007 -17.216 3.653 -19.397 1.00 26.63 H +ATOM 1882 HG22 ILE A1007 -18.590 4.267 -18.511 1.00 26.63 H +ATOM 1883 HG23 ILE A1007 -17.606 2.974 -17.825 1.00 26.63 H +ATOM 1884 HD11 ILE A1007 -17.143 0.685 -21.925 1.00 29.19 H +ATOM 1885 HD12 ILE A1007 -17.847 2.290 -21.866 1.00 29.19 H +ATOM 1886 HD13 ILE A1007 -16.313 1.980 -21.071 1.00 29.19 H +ATOM 1887 N CYS A1008 -21.665 3.570 -18.316 1.00 24.96 N +ATOM 1888 CA CYS A1008 -22.405 4.643 -17.644 1.00 26.23 C +ATOM 1889 C CYS A1008 -23.328 4.144 -16.518 1.00 28.78 C +ATOM 1890 O CYS A1008 -23.468 4.853 -15.526 1.00 27.82 O +ATOM 1891 CB CYS A1008 -23.199 5.533 -18.619 1.00 27.44 C +ATOM 1892 SG CYS A1008 -22.060 6.457 -19.678 1.00 31.30 S +ATOM 1893 H CYS A1008 -21.894 3.406 -19.288 1.00 24.96 H +ATOM 1894 HA CYS A1008 -21.653 5.263 -17.158 1.00 26.23 H +ATOM 1895 HB3 CYS A1008 -23.802 6.261 -18.076 1.00 27.44 H +ATOM 1896 HB2 CYS A1008 -23.879 4.950 -19.240 1.00 27.44 H +ATOM 1897 HG CYS A1008 -21.658 5.407 -20.404 1.00 31.30 H +ATOM 1898 N GLU A1009 -23.905 2.938 -16.664 1.00 27.13 N +ATOM 1899 CA GLU A1009 -24.712 2.274 -15.636 1.00 27.79 C +ATOM 1900 C GLU A1009 -23.884 1.789 -14.430 1.00 31.65 C +ATOM 1901 O GLU A1009 -24.361 1.902 -13.301 1.00 32.67 O +ATOM 1902 CB GLU A1009 -25.530 1.130 -16.269 1.00 29.33 C +ATOM 1903 CG GLU A1009 -26.650 1.632 -17.202 1.00 35.16 C +ATOM 1904 CD GLU A1009 -27.432 0.501 -17.874 1.00 58.21 C +ATOM 1905 OE1 GLU A1009 -26.942 -0.003 -18.909 1.00 48.70 O +ATOM 1906 OE2 GLU A1009 -28.529 0.175 -17.369 1.00 60.77 O1- +ATOM 1907 H GLU A1009 -23.769 2.425 -17.524 1.00 27.13 H +ATOM 1908 HA GLU A1009 -25.420 3.006 -15.244 1.00 27.79 H +ATOM 1909 HB3 GLU A1009 -25.961 0.497 -15.492 1.00 29.33 H +ATOM 1910 HB2 GLU A1009 -24.857 0.492 -16.843 1.00 29.33 H +ATOM 1911 HG3 GLU A1009 -26.235 2.264 -17.984 1.00 35.16 H +ATOM 1912 HG2 GLU A1009 -27.341 2.262 -16.641 1.00 35.16 H +ATOM 1913 N GLY A1010 -22.657 1.295 -14.679 1.00 27.84 N +ATOM 1914 CA GLY A1010 -21.732 0.852 -13.634 1.00 27.29 C +ATOM 1915 C GLY A1010 -21.077 2.043 -12.915 1.00 30.56 C +ATOM 1916 O GLY A1010 -20.854 1.969 -11.707 1.00 30.70 O +ATOM 1917 H GLY A1010 -22.337 1.226 -15.636 1.00 27.84 H +ATOM 1918 HA3 GLY A1010 -20.956 0.239 -14.093 1.00 27.29 H +ATOM 1919 HA2 GLY A1010 -22.247 0.220 -12.909 1.00 27.29 H +ATOM 1920 N MET A1011 -20.798 3.140 -13.643 1.00 27.80 N +ATOM 1921 CA MET A1011 -20.230 4.381 -13.113 1.00 26.42 C +ATOM 1922 C MET A1011 -21.251 5.243 -12.348 1.00 31.30 C +ATOM 1923 O MET A1011 -20.854 5.901 -11.387 1.00 31.07 O +ATOM 1924 CB MET A1011 -19.591 5.196 -14.253 1.00 27.40 C +ATOM 1925 CG MET A1011 -18.266 4.634 -14.804 1.00 29.13 C +ATOM 1926 SD MET A1011 -16.888 4.453 -13.634 1.00 32.16 S +ATOM 1927 CE MET A1011 -16.919 6.084 -12.860 1.00 29.76 C +ATOM 1928 H MET A1011 -20.981 3.129 -14.638 1.00 27.80 H +ATOM 1929 HA MET A1011 -19.451 4.119 -12.397 1.00 26.42 H +ATOM 1930 HB3 MET A1011 -19.416 6.218 -13.918 1.00 27.40 H +ATOM 1931 HB2 MET A1011 -20.304 5.291 -15.073 1.00 27.40 H +ATOM 1932 HG3 MET A1011 -17.929 5.278 -15.615 1.00 29.13 H +ATOM 1933 HG2 MET A1011 -18.424 3.657 -15.250 1.00 29.13 H +ATOM 1934 HE1 MET A1011 -15.990 6.273 -12.328 1.00 29.76 H +ATOM 1935 HE2 MET A1011 -17.055 6.852 -13.618 1.00 29.76 H +ATOM 1936 HE3 MET A1011 -17.742 6.148 -12.148 1.00 29.76 H +ATOM 1937 N ALA A1012 -22.535 5.211 -12.749 1.00 27.75 N +ATOM 1938 CA ALA A1012 -23.634 5.849 -12.016 1.00 28.69 C +ATOM 1939 C ALA A1012 -23.888 5.180 -10.659 1.00 34.11 C +ATOM 1940 O ALA A1012 -24.101 5.891 -9.678 1.00 34.50 O +ATOM 1941 CB ALA A1012 -24.917 5.843 -12.856 1.00 29.26 C +ATOM 1942 H ALA A1012 -22.793 4.685 -13.573 1.00 27.75 H +ATOM 1943 HA ALA A1012 -23.360 6.890 -11.829 1.00 28.69 H +ATOM 1944 HB1 ALA A1012 -25.767 6.222 -12.287 1.00 29.26 H +ATOM 1945 HB2 ALA A1012 -24.815 6.478 -13.734 1.00 29.26 H +ATOM 1946 HB3 ALA A1012 -25.167 4.837 -13.194 1.00 29.26 H +ATOM 1947 N TYR A1013 -23.802 3.837 -10.621 1.00 31.58 N +ATOM 1948 CA TYR A1013 -23.833 3.052 -9.389 1.00 32.97 C +ATOM 1949 C TYR A1013 -22.647 3.367 -8.458 1.00 36.19 C +ATOM 1950 O TYR A1013 -22.873 3.547 -7.265 1.00 37.27 O +ATOM 1951 CB TYR A1013 -23.952 1.546 -9.717 1.00 34.46 C +ATOM 1952 CG TYR A1013 -23.724 0.624 -8.528 1.00 37.28 C +ATOM 1953 CD1 TYR A1013 -24.733 0.447 -7.560 1.00 41.29 C +ATOM 1954 CD2 TYR A1013 -22.475 -0.004 -8.357 1.00 37.10 C +ATOM 1955 CE1 TYR A1013 -24.484 -0.335 -6.415 1.00 41.87 C +ATOM 1956 CE2 TYR A1013 -22.228 -0.795 -7.220 1.00 38.57 C +ATOM 1957 CZ TYR A1013 -23.227 -0.947 -6.240 1.00 45.11 C +ATOM 1958 OH TYR A1013 -22.971 -1.682 -5.119 1.00 46.37 O +ATOM 1959 H TYR A1013 -23.632 3.324 -11.475 1.00 31.58 H +ATOM 1960 HA TYR A1013 -24.744 3.336 -8.858 1.00 32.97 H +ATOM 1961 HB3 TYR A1013 -23.229 1.281 -10.489 1.00 34.46 H +ATOM 1962 HB2 TYR A1013 -24.932 1.339 -10.149 1.00 34.46 H +ATOM 1963 HD1 TYR A1013 -25.691 0.933 -7.679 1.00 41.29 H +ATOM 1964 HD2 TYR A1013 -21.699 0.134 -9.093 1.00 37.10 H +ATOM 1965 HE1 TYR A1013 -25.254 -0.453 -5.668 1.00 41.87 H +ATOM 1966 HE2 TYR A1013 -21.271 -1.279 -7.103 1.00 38.57 H +ATOM 1967 HH TYR A1013 -23.715 -1.718 -4.512 1.00 46.37 H +ATOM 1968 N LEU A1014 -21.426 3.458 -9.016 1.00 29.93 N +ATOM 1969 CA LEU A1014 -20.195 3.785 -8.288 1.00 29.88 C +ATOM 1970 C LEU A1014 -20.270 5.149 -7.570 1.00 33.60 C +ATOM 1971 O LEU A1014 -19.846 5.249 -6.419 1.00 34.49 O +ATOM 1972 CB LEU A1014 -19.001 3.715 -9.269 1.00 29.28 C +ATOM 1973 CG LEU A1014 -17.604 3.885 -8.634 1.00 33.67 C +ATOM 1974 CD1 LEU A1014 -17.247 2.688 -7.739 1.00 34.68 C +ATOM 1975 CD2 LEU A1014 -16.526 4.121 -9.705 1.00 34.91 C +ATOM 1976 H LEU A1014 -21.321 3.285 -10.007 1.00 29.93 H +ATOM 1977 HA LEU A1014 -20.068 3.014 -7.526 1.00 29.88 H +ATOM 1978 HB3 LEU A1014 -19.131 4.492 -10.023 1.00 29.28 H +ATOM 1979 HB2 LEU A1014 -19.028 2.770 -9.814 1.00 29.28 H +ATOM 1980 HG LEU A1014 -17.600 4.778 -8.012 1.00 33.67 H +ATOM 1981 HD11 LEU A1014 -16.188 2.679 -7.476 1.00 34.68 H +ATOM 1982 HD12 LEU A1014 -17.808 2.711 -6.806 1.00 34.68 H +ATOM 1983 HD13 LEU A1014 -17.477 1.744 -8.233 1.00 34.68 H +ATOM 1984 HD21 LEU A1014 -15.644 3.497 -9.557 1.00 34.91 H +ATOM 1985 HD22 LEU A1014 -16.898 3.915 -10.707 1.00 34.91 H +ATOM 1986 HD23 LEU A1014 -16.193 5.159 -9.688 1.00 34.91 H +ATOM 1987 N HIS A1015 -20.849 6.150 -8.253 1.00 30.39 N +ATOM 1988 CA HIS A1015 -21.057 7.508 -7.748 1.00 30.40 C +ATOM 1989 C HIS A1015 -22.203 7.615 -6.730 1.00 37.10 C +ATOM 1990 O HIS A1015 -22.134 8.480 -5.858 1.00 37.94 O +ATOM 1991 CB HIS A1015 -21.294 8.459 -8.934 1.00 29.83 C +ATOM 1992 CG HIS A1015 -20.101 8.684 -9.828 1.00 31.72 C +ATOM 1993 ND1 HIS A1015 -20.082 9.715 -10.769 1.00 32.83 N +ATOM 1994 CD2 HIS A1015 -18.898 8.007 -9.891 1.00 32.40 C +ATOM 1995 CE1 HIS A1015 -18.890 9.629 -11.339 1.00 31.99 C +ATOM 1996 NE2 HIS A1015 -18.143 8.644 -10.852 1.00 31.94 N +ATOM 1997 H HIS A1015 -21.169 5.978 -9.197 1.00 30.39 H +ATOM 1998 HA HIS A1015 -20.152 7.828 -7.229 1.00 30.40 H +ATOM 1999 HB3 HIS A1015 -21.608 9.438 -8.569 1.00 29.83 H +ATOM 2000 HB2 HIS A1015 -22.112 8.089 -9.554 1.00 29.83 H +ATOM 2001 HD2 HIS A1015 -18.524 7.155 -9.345 1.00 32.40 H +ATOM 2002 HE1 HIS A1015 -18.573 10.275 -12.138 1.00 31.99 H +ATOM 2003 HE2 HIS A1015 -17.190 8.424 -11.119 1.00 31.94 H +ATOM 2004 N ALA A1016 -23.211 6.730 -6.834 1.00 34.33 N +ATOM 2005 CA ALA A1016 -24.292 6.585 -5.856 1.00 35.70 C +ATOM 2006 C ALA A1016 -23.821 5.922 -4.546 1.00 40.39 C +ATOM 2007 O ALA A1016 -24.360 6.244 -3.489 1.00 42.00 O +ATOM 2008 CB ALA A1016 -25.451 5.800 -6.489 1.00 36.70 C +ATOM 2009 H ALA A1016 -23.210 6.064 -7.594 1.00 34.33 H +ATOM 2010 HA ALA A1016 -24.662 7.581 -5.608 1.00 35.70 H +ATOM 2011 HB1 ALA A1016 -26.291 5.712 -5.799 1.00 36.70 H +ATOM 2012 HB2 ALA A1016 -25.818 6.300 -7.386 1.00 36.70 H +ATOM 2013 HB3 ALA A1016 -25.152 4.791 -6.772 1.00 36.70 H +ATOM 2014 N GLN A1017 -22.787 5.064 -4.635 1.00 37.13 N +ATOM 2015 CA GLN A1017 -22.036 4.512 -3.502 1.00 37.34 C +ATOM 2016 C GLN A1017 -20.962 5.483 -2.955 1.00 40.83 C +ATOM 2017 O GLN A1017 -20.257 5.120 -2.013 1.00 41.85 O +ATOM 2018 CB GLN A1017 -21.413 3.155 -3.915 1.00 37.57 C +ATOM 2019 CG GLN A1017 -22.410 2.027 -4.261 1.00 50.69 C +ATOM 2020 CD GLN A1017 -23.428 1.735 -3.159 1.00 63.42 C +ATOM 2021 OE1 GLN A1017 -23.055 1.428 -2.030 1.00 61.45 O +ATOM 2022 NE2 GLN A1017 -24.719 1.815 -3.487 1.00 53.50 N +ATOM 2023 H GLN A1017 -22.426 4.834 -5.551 1.00 37.13 H +ATOM 2024 HA GLN A1017 -22.727 4.347 -2.674 1.00 37.34 H +ATOM 2025 HB3 GLN A1017 -20.770 2.791 -3.113 1.00 37.57 H +ATOM 2026 HB2 GLN A1017 -20.758 3.304 -4.773 1.00 37.57 H +ATOM 2027 HG3 GLN A1017 -21.859 1.109 -4.466 1.00 50.69 H +ATOM 2028 HG2 GLN A1017 -22.944 2.264 -5.177 1.00 50.69 H +ATOM 2029 HE22 GLN A1017 -25.427 1.631 -2.791 1.00 53.50 H +ATOM 2030 HE21 GLN A1017 -24.995 2.075 -4.422 1.00 53.50 H +ATOM 2031 N HIS A1018 -20.868 6.694 -3.535 1.00 43.65 N +ATOM 2032 CA HIS A1018 -19.987 7.804 -3.159 1.00 42.72 C +ATOM 2033 C HIS A1018 -18.485 7.544 -3.385 1.00 42.39 C +ATOM 2034 O HIS A1018 -17.658 8.063 -2.636 1.00 42.28 O +ATOM 2035 CB HIS A1018 -20.325 8.353 -1.751 1.00 46.64 C +ATOM 2036 CG HIS A1018 -21.690 8.984 -1.654 1.00 52.37 C +ATOM 2037 ND1 HIS A1018 -21.945 10.278 -2.076 1.00 54.35 N +ATOM 2038 CD2 HIS A1018 -22.888 8.509 -1.166 1.00 56.51 C +ATOM 2039 CE1 HIS A1018 -23.236 10.521 -1.839 1.00 55.92 C +ATOM 2040 NE2 HIS A1018 -23.871 9.493 -1.289 1.00 57.64 N +ATOM 2041 H HIS A1018 -21.499 6.901 -4.297 1.00 43.65 H +ATOM 2042 HA HIS A1018 -20.228 8.589 -3.873 1.00 42.72 H +ATOM 2043 HB3 HIS A1018 -19.613 9.122 -1.457 1.00 46.64 H +ATOM 2044 HB2 HIS A1018 -20.245 7.572 -0.994 1.00 46.64 H +ATOM 2045 HD1 HIS A1018 -21.281 10.930 -2.475 1.00 54.35 H +ATOM 2046 HD2 HIS A1018 -23.116 7.542 -0.744 1.00 56.51 H +ATOM 2047 HE1 HIS A1018 -23.715 11.462 -2.067 1.00 55.92 H +ATOM 2048 N TYR A1019 -18.162 6.786 -4.443 1.00 35.47 N +ATOM 2049 CA TYR A1019 -16.796 6.540 -4.899 1.00 33.30 C +ATOM 2050 C TYR A1019 -16.560 7.203 -6.265 1.00 34.14 C +ATOM 2051 O TYR A1019 -17.489 7.334 -7.060 1.00 33.14 O +ATOM 2052 CB TYR A1019 -16.557 5.022 -5.022 1.00 34.28 C +ATOM 2053 CG TYR A1019 -16.661 4.215 -3.739 1.00 38.78 C +ATOM 2054 CD1 TYR A1019 -15.668 4.330 -2.746 1.00 41.85 C +ATOM 2055 CD2 TYR A1019 -17.732 3.318 -3.549 1.00 40.74 C +ATOM 2056 CE1 TYR A1019 -15.753 3.568 -1.566 1.00 44.99 C +ATOM 2057 CE2 TYR A1019 -17.808 2.539 -2.378 1.00 43.80 C +ATOM 2058 CZ TYR A1019 -16.817 2.663 -1.385 1.00 51.67 C +ATOM 2059 OH TYR A1019 -16.885 1.906 -0.251 1.00 54.79 O +ATOM 2060 H TYR A1019 -18.894 6.392 -5.020 1.00 35.47 H +ATOM 2061 HA TYR A1019 -16.081 6.951 -4.188 1.00 33.30 H +ATOM 2062 HB3 TYR A1019 -15.565 4.835 -5.438 1.00 34.28 H +ATOM 2063 HB2 TYR A1019 -17.263 4.613 -5.740 1.00 34.28 H +ATOM 2064 HD1 TYR A1019 -14.835 4.996 -2.893 1.00 41.85 H +ATOM 2065 HD2 TYR A1019 -18.492 3.220 -4.308 1.00 40.74 H +ATOM 2066 HE1 TYR A1019 -14.987 3.663 -0.812 1.00 44.99 H +ATOM 2067 HE2 TYR A1019 -18.625 1.845 -2.245 1.00 43.80 H +ATOM 2068 HH TYR A1019 -16.158 2.067 0.354 1.00 54.79 H +ATOM 2069 N ILE A1020 -15.289 7.536 -6.521 1.00 29.77 N +ATOM 2070 CA ILE A1020 -14.732 7.899 -7.826 1.00 28.07 C +ATOM 2071 C ILE A1020 -13.745 6.798 -8.262 1.00 32.77 C +ATOM 2072 O ILE A1020 -13.145 6.156 -7.399 1.00 34.18 O +ATOM 2073 CB ILE A1020 -13.975 9.261 -7.762 1.00 30.74 C +ATOM 2074 CG1 ILE A1020 -12.981 9.361 -6.573 1.00 31.83 C +ATOM 2075 CG2 ILE A1020 -14.990 10.419 -7.776 1.00 31.74 C +ATOM 2076 CD1 ILE A1020 -12.103 10.614 -6.545 1.00 34.37 C +ATOM 2077 H ILE A1020 -14.600 7.396 -5.793 1.00 29.77 H +ATOM 2078 HA ILE A1020 -15.529 7.954 -8.569 1.00 28.07 H +ATOM 2079 HB ILE A1020 -13.387 9.362 -8.676 1.00 30.74 H +ATOM 2080 HG13 ILE A1020 -12.317 8.498 -6.563 1.00 31.83 H +ATOM 2081 HG12 ILE A1020 -13.528 9.323 -5.635 1.00 31.83 H +ATOM 2082 HG21 ILE A1020 -14.504 11.393 -7.804 1.00 31.74 H +ATOM 2083 HG22 ILE A1020 -15.631 10.362 -8.656 1.00 31.74 H +ATOM 2084 HG23 ILE A1020 -15.638 10.391 -6.901 1.00 31.74 H +ATOM 2085 HD11 ILE A1020 -11.396 10.561 -5.718 1.00 34.37 H +ATOM 2086 HD12 ILE A1020 -11.523 10.701 -7.459 1.00 34.37 H +ATOM 2087 HD13 ILE A1020 -12.688 11.525 -6.418 1.00 34.37 H +ATOM 2088 N HIS A1021 -13.614 6.578 -9.582 1.00 29.57 N +ATOM 2089 CA HIS A1021 -12.786 5.511 -10.155 1.00 28.01 C +ATOM 2090 C HIS A1021 -11.322 5.937 -10.347 1.00 30.31 C +ATOM 2091 O HIS A1021 -10.436 5.175 -9.969 1.00 28.41 O +ATOM 2092 CB HIS A1021 -13.403 5.013 -11.479 1.00 27.19 C +ATOM 2093 CG HIS A1021 -12.853 3.693 -11.959 1.00 29.30 C +ATOM 2094 ND1 HIS A1021 -11.667 3.594 -12.689 1.00 30.35 N +ATOM 2095 CD2 HIS A1021 -13.363 2.425 -11.774 1.00 30.30 C +ATOM 2096 CE1 HIS A1021 -11.504 2.297 -12.912 1.00 29.49 C +ATOM 2097 NE2 HIS A1021 -12.474 1.556 -12.382 1.00 29.77 N +ATOM 2098 H HIS A1021 -14.123 7.159 -10.238 1.00 29.57 H +ATOM 2099 HA HIS A1021 -12.801 4.668 -9.461 1.00 28.01 H +ATOM 2100 HB3 HIS A1021 -13.282 5.753 -12.271 1.00 27.19 H +ATOM 2101 HB2 HIS A1021 -14.474 4.880 -11.356 1.00 27.19 H +ATOM 2102 HD2 HIS A1021 -14.255 2.085 -11.273 1.00 30.30 H +ATOM 2103 HE1 HIS A1021 -10.667 1.883 -13.456 1.00 29.49 H +ATOM 2104 HE2 HIS A1021 -12.538 0.547 -12.425 1.00 29.77 H +ATOM 2105 N ARG A1022 -11.096 7.121 -10.943 1.00 26.88 N +ATOM 2106 CA ARG A1022 -9.784 7.722 -11.235 1.00 26.62 C +ATOM 2107 C ARG A1022 -8.908 6.986 -12.278 1.00 29.84 C +ATOM 2108 O ARG A1022 -7.774 7.416 -12.489 1.00 30.79 O +ATOM 2109 CB ARG A1022 -8.980 7.994 -9.941 1.00 26.30 C +ATOM 2110 CG ARG A1022 -9.678 8.917 -8.919 1.00 34.16 C +ATOM 2111 CD ARG A1022 -8.867 9.205 -7.638 1.00 40.37 C +ATOM 2112 NE ARG A1022 -7.494 9.662 -7.927 1.00 53.37 N +ATOM 2113 CZ ARG A1022 -6.339 9.249 -7.370 1.00 66.01 C +ATOM 2114 NH1 ARG A1022 -6.301 8.376 -6.352 1.00 50.08 N +ATOM 2115 NH2 ARG A1022 -5.186 9.718 -7.861 1.00 58.24 N1+ +ATOM 2116 H ARG A1022 -11.894 7.664 -11.248 1.00 26.88 H +ATOM 2117 HA ARG A1022 -10.003 8.685 -11.691 1.00 26.62 H +ATOM 2118 HB3 ARG A1022 -8.038 8.461 -10.224 1.00 26.30 H +ATOM 2119 HB2 ARG A1022 -8.703 7.055 -9.468 1.00 26.30 H +ATOM 2120 HG3 ARG A1022 -10.571 8.380 -8.599 1.00 34.16 H +ATOM 2121 HG2 ARG A1022 -10.035 9.838 -9.374 1.00 34.16 H +ATOM 2122 HD3 ARG A1022 -8.962 8.416 -6.896 1.00 40.37 H +ATOM 2123 HD2 ARG A1022 -9.304 10.086 -7.170 1.00 40.37 H +ATOM 2124 HE ARG A1022 -7.428 10.323 -8.688 1.00 53.37 H +ATOM 2125 HH12 ARG A1022 -5.420 8.065 -5.971 1.00 50.08 H +ATOM 2126 HH11 ARG A1022 -7.160 7.948 -6.033 1.00 50.08 H +ATOM 2127 HH22 ARG A1022 -4.301 9.402 -7.489 1.00 58.24 H +ATOM 2128 HH21 ARG A1022 -5.185 10.345 -8.654 1.00 58.24 H +ATOM 2129 N ASN A1023 -9.418 5.931 -12.935 1.00 25.28 N +ATOM 2130 CA ASN A1023 -8.672 5.162 -13.934 1.00 24.95 C +ATOM 2131 C ASN A1023 -9.615 4.581 -15.005 1.00 27.49 C +ATOM 2132 O ASN A1023 -9.413 3.447 -15.436 1.00 27.32 O +ATOM 2133 CB ASN A1023 -7.816 4.068 -13.232 1.00 27.86 C +ATOM 2134 CG ASN A1023 -6.588 3.573 -14.014 1.00 46.94 C +ATOM 2135 OD1 ASN A1023 -6.243 4.089 -15.076 1.00 37.71 O +ATOM 2136 ND2 ASN A1023 -5.925 2.544 -13.483 1.00 47.99 N +ATOM 2137 H ASN A1023 -10.358 5.614 -12.735 1.00 25.28 H +ATOM 2138 HA ASN A1023 -8.030 5.821 -14.520 1.00 24.95 H +ATOM 2139 HB3 ASN A1023 -8.437 3.219 -12.941 1.00 27.86 H +ATOM 2140 HB2 ASN A1023 -7.417 4.470 -12.303 1.00 27.86 H +ATOM 2141 HD22 ASN A1023 -5.119 2.161 -13.957 1.00 47.99 H +ATOM 2142 HD21 ASN A1023 -6.237 2.118 -12.622 1.00 47.99 H +ATOM 2143 N LEU A1024 -10.648 5.336 -15.411 1.00 23.70 N +ATOM 2144 CA LEU A1024 -11.619 4.879 -16.405 1.00 23.85 C +ATOM 2145 C LEU A1024 -11.026 4.992 -17.823 1.00 29.77 C +ATOM 2146 O LEU A1024 -10.781 6.099 -18.301 1.00 30.30 O +ATOM 2147 CB LEU A1024 -12.947 5.643 -16.212 1.00 23.60 C +ATOM 2148 CG LEU A1024 -14.133 5.123 -17.053 1.00 28.86 C +ATOM 2149 CD1 LEU A1024 -14.514 3.664 -16.722 1.00 29.18 C +ATOM 2150 CD2 LEU A1024 -15.338 6.057 -16.884 1.00 32.57 C +ATOM 2151 H LEU A1024 -10.782 6.267 -15.035 1.00 23.70 H +ATOM 2152 HA LEU A1024 -11.821 3.825 -16.203 1.00 23.85 H +ATOM 2153 HB3 LEU A1024 -12.786 6.698 -16.431 1.00 23.60 H +ATOM 2154 HB2 LEU A1024 -13.227 5.603 -15.157 1.00 23.60 H +ATOM 2155 HG LEU A1024 -13.855 5.162 -18.107 1.00 28.86 H +ATOM 2156 HD11 LEU A1024 -15.581 3.551 -16.533 1.00 29.18 H +ATOM 2157 HD12 LEU A1024 -14.259 2.998 -17.547 1.00 29.18 H +ATOM 2158 HD13 LEU A1024 -14.004 3.295 -15.832 1.00 29.18 H +ATOM 2159 HD21 LEU A1024 -16.218 5.670 -17.397 1.00 32.57 H +ATOM 2160 HD22 LEU A1024 -15.592 6.194 -15.833 1.00 32.57 H +ATOM 2161 HD23 LEU A1024 -15.118 7.041 -17.292 1.00 32.57 H +ATOM 2162 N ALA A1025 -10.781 3.825 -18.437 1.00 25.59 N +ATOM 2163 CA ALA A1025 -10.140 3.647 -19.741 1.00 24.45 C +ATOM 2164 C ALA A1025 -10.518 2.265 -20.300 1.00 24.35 C +ATOM 2165 O ALA A1025 -10.969 1.410 -19.538 1.00 23.60 O +ATOM 2166 CB ALA A1025 -8.617 3.790 -19.578 1.00 25.60 C +ATOM 2167 H ALA A1025 -11.033 2.965 -17.971 1.00 25.59 H +ATOM 2168 HA ALA A1025 -10.493 4.413 -20.432 1.00 24.45 H +ATOM 2169 HB1 ALA A1025 -8.133 3.871 -20.549 1.00 25.60 H +ATOM 2170 HB2 ALA A1025 -8.354 4.689 -19.019 1.00 25.60 H +ATOM 2171 HB3 ALA A1025 -8.180 2.936 -19.064 1.00 25.60 H +ATOM 2172 N ALA A1026 -10.313 2.052 -21.613 1.00 21.93 N +ATOM 2173 CA ALA A1026 -10.616 0.790 -22.307 1.00 22.59 C +ATOM 2174 C ALA A1026 -9.798 -0.431 -21.830 1.00 27.08 C +ATOM 2175 O ALA A1026 -10.290 -1.554 -21.927 1.00 26.36 O +ATOM 2176 CB ALA A1026 -10.453 0.991 -23.819 1.00 24.44 C +ATOM 2177 H ALA A1026 -9.928 2.793 -22.186 1.00 21.93 H +ATOM 2178 HA ALA A1026 -11.668 0.563 -22.117 1.00 22.59 H +ATOM 2179 HB1 ALA A1026 -10.733 0.090 -24.365 1.00 24.44 H +ATOM 2180 HB2 ALA A1026 -11.089 1.800 -24.179 1.00 24.44 H +ATOM 2181 HB3 ALA A1026 -9.423 1.233 -24.083 1.00 24.44 H +ATOM 2182 N ARG A1027 -8.591 -0.185 -21.289 1.00 25.25 N +ATOM 2183 CA ARG A1027 -7.742 -1.139 -20.565 1.00 25.45 C +ATOM 2184 C ARG A1027 -8.425 -1.710 -19.307 1.00 28.29 C +ATOM 2185 O ARG A1027 -8.223 -2.878 -18.976 1.00 27.42 O +ATOM 2186 CB ARG A1027 -6.432 -0.403 -20.184 1.00 27.95 C +ATOM 2187 CG ARG A1027 -5.435 -1.193 -19.307 1.00 42.70 C +ATOM 2188 CD ARG A1027 -4.162 -0.408 -18.947 1.00 56.67 C +ATOM 2189 NE ARG A1027 -3.234 -0.266 -20.085 1.00 69.04 N +ATOM 2190 CZ ARG A1027 -2.191 0.580 -20.180 1.00 82.45 C +ATOM 2191 NH1 ARG A1027 -1.417 0.527 -21.271 1.00 58.12 N +ATOM 2192 NH2 ARG A1027 -1.893 1.468 -19.218 1.00 78.84 N1+ +ATOM 2193 H ARG A1027 -8.243 0.766 -21.316 1.00 25.25 H +ATOM 2194 HA ARG A1027 -7.506 -1.970 -21.231 1.00 25.45 H +ATOM 2195 HB3 ARG A1027 -6.693 0.509 -19.645 1.00 27.95 H +ATOM 2196 HB2 ARG A1027 -5.932 -0.070 -21.091 1.00 27.95 H +ATOM 2197 HG3 ARG A1027 -5.149 -2.068 -19.890 1.00 42.70 H +ATOM 2198 HG2 ARG A1027 -5.880 -1.580 -18.390 1.00 42.70 H +ATOM 2199 HD3 ARG A1027 -3.675 -0.813 -18.060 1.00 56.67 H +ATOM 2200 HD2 ARG A1027 -4.467 0.608 -18.695 1.00 56.67 H +ATOM 2201 HE ARG A1027 -3.396 -0.904 -20.850 1.00 69.04 H +ATOM 2202 HH12 ARG A1027 -0.649 1.172 -21.381 1.00 58.12 H +ATOM 2203 HH11 ARG A1027 -1.615 -0.134 -22.007 1.00 58.12 H +ATOM 2204 HH22 ARG A1027 -1.107 2.094 -19.316 1.00 78.84 H +ATOM 2205 HH21 ARG A1027 -2.462 1.513 -18.385 1.00 78.84 H +ATOM 2206 N ASN A1028 -9.194 -0.846 -18.632 1.00 25.48 N +ATOM 2207 CA ASN A1028 -9.823 -1.077 -17.334 1.00 25.69 C +ATOM 2208 C ASN A1028 -11.317 -1.429 -17.473 1.00 31.11 C +ATOM 2209 O ASN A1028 -11.999 -1.498 -16.454 1.00 31.65 O +ATOM 2210 CB ASN A1028 -9.602 0.176 -16.449 1.00 25.12 C +ATOM 2211 CG ASN A1028 -8.115 0.495 -16.245 1.00 40.47 C +ATOM 2212 OD1 ASN A1028 -7.402 -0.253 -15.588 1.00 35.79 O +ATOM 2213 ND2 ASN A1028 -7.627 1.597 -16.814 1.00 30.20 N +ATOM 2214 H ASN A1028 -9.333 0.079 -19.016 1.00 25.48 H +ATOM 2215 HA ASN A1028 -9.355 -1.930 -16.841 1.00 25.69 H +ATOM 2216 HB3 ASN A1028 -10.038 0.026 -15.461 1.00 25.12 H +ATOM 2217 HB2 ASN A1028 -10.111 1.042 -16.878 1.00 25.12 H +ATOM 2218 HD22 ASN A1028 -6.658 1.847 -16.685 1.00 30.20 H +ATOM 2219 HD21 ASN A1028 -8.239 2.229 -17.310 1.00 30.20 H +ATOM 2220 N VAL A1029 -11.798 -1.668 -18.706 1.00 26.95 N +ATOM 2221 CA VAL A1029 -13.139 -2.175 -18.986 1.00 26.70 C +ATOM 2222 C VAL A1029 -12.988 -3.520 -19.714 1.00 31.33 C +ATOM 2223 O VAL A1029 -12.373 -3.583 -20.778 1.00 31.48 O +ATOM 2224 CB VAL A1029 -13.976 -1.193 -19.852 1.00 30.65 C +ATOM 2225 CG1 VAL A1029 -15.338 -1.776 -20.277 1.00 31.45 C +ATOM 2226 CG2 VAL A1029 -14.220 0.131 -19.105 1.00 29.49 C +ATOM 2227 H VAL A1029 -11.183 -1.583 -19.503 1.00 26.95 H +ATOM 2228 HA VAL A1029 -13.684 -2.346 -18.056 1.00 26.70 H +ATOM 2229 HB VAL A1029 -13.412 -0.960 -20.757 1.00 30.65 H +ATOM 2230 HG11 VAL A1029 -15.924 -1.049 -20.837 1.00 31.45 H +ATOM 2231 HG12 VAL A1029 -15.230 -2.654 -20.910 1.00 31.45 H +ATOM 2232 HG13 VAL A1029 -15.921 -2.070 -19.403 1.00 31.45 H +ATOM 2233 HG21 VAL A1029 -14.744 0.849 -19.734 1.00 29.49 H +ATOM 2234 HG22 VAL A1029 -14.822 -0.027 -18.209 1.00 29.49 H +ATOM 2235 HG23 VAL A1029 -13.291 0.602 -18.790 1.00 29.49 H +ATOM 2236 N LEU A1030 -13.548 -4.562 -19.088 1.00 29.26 N +ATOM 2237 CA LEU A1030 -13.434 -5.968 -19.450 1.00 29.87 C +ATOM 2238 C LEU A1030 -14.733 -6.447 -20.113 1.00 34.28 C +ATOM 2239 O LEU A1030 -15.816 -6.037 -19.705 1.00 33.78 O +ATOM 2240 CB LEU A1030 -13.138 -6.783 -18.169 1.00 30.51 C +ATOM 2241 CG LEU A1030 -11.936 -6.290 -17.328 1.00 34.35 C +ATOM 2242 CD1 LEU A1030 -11.856 -7.064 -16.001 1.00 34.54 C +ATOM 2243 CD2 LEU A1030 -10.610 -6.344 -18.112 1.00 35.67 C +ATOM 2244 H LEU A1030 -14.085 -4.388 -18.246 1.00 29.26 H +ATOM 2245 HA LEU A1030 -12.621 -6.109 -20.154 1.00 29.87 H +ATOM 2246 HB3 LEU A1030 -12.970 -7.825 -18.443 1.00 30.51 H +ATOM 2247 HB2 LEU A1030 -14.023 -6.771 -17.529 1.00 30.51 H +ATOM 2248 HG LEU A1030 -12.099 -5.248 -17.048 1.00 34.35 H +ATOM 2249 HD11 LEU A1030 -10.853 -7.056 -15.576 1.00 34.54 H +ATOM 2250 HD12 LEU A1030 -12.517 -6.617 -15.257 1.00 34.54 H +ATOM 2251 HD13 LEU A1030 -12.155 -8.106 -16.124 1.00 34.54 H +ATOM 2252 HD21 LEU A1030 -9.796 -6.774 -17.533 1.00 35.67 H +ATOM 2253 HD22 LEU A1030 -10.700 -6.943 -19.016 1.00 35.67 H +ATOM 2254 HD23 LEU A1030 -10.295 -5.343 -18.409 1.00 35.67 H +ATOM 2255 N LEU A1031 -14.593 -7.319 -21.118 1.00 30.49 N +ATOM 2256 CA LEU A1031 -15.677 -7.865 -21.925 1.00 32.51 C +ATOM 2257 C LEU A1031 -15.990 -9.291 -21.448 1.00 35.33 C +ATOM 2258 O LEU A1031 -15.113 -10.153 -21.506 1.00 35.33 O +ATOM 2259 CB LEU A1031 -15.209 -7.845 -23.396 1.00 33.91 C +ATOM 2260 CG LEU A1031 -16.302 -8.174 -24.433 1.00 41.72 C +ATOM 2261 CD1 LEU A1031 -17.357 -7.065 -24.522 1.00 42.04 C +ATOM 2262 CD2 LEU A1031 -15.696 -8.439 -25.818 1.00 45.52 C +ATOM 2263 H LEU A1031 -13.662 -7.617 -21.389 1.00 30.49 H +ATOM 2264 HA LEU A1031 -16.567 -7.241 -21.825 1.00 32.51 H +ATOM 2265 HB3 LEU A1031 -14.375 -8.541 -23.507 1.00 33.91 H +ATOM 2266 HB2 LEU A1031 -14.790 -6.866 -23.627 1.00 33.91 H +ATOM 2267 HG LEU A1031 -16.801 -9.093 -24.128 1.00 41.72 H +ATOM 2268 HD11 LEU A1031 -17.957 -7.181 -25.423 1.00 42.04 H +ATOM 2269 HD12 LEU A1031 -18.043 -7.102 -23.679 1.00 42.04 H +ATOM 2270 HD13 LEU A1031 -16.903 -6.074 -24.546 1.00 42.04 H +ATOM 2271 HD21 LEU A1031 -16.156 -9.306 -26.290 1.00 45.52 H +ATOM 2272 HD22 LEU A1031 -15.839 -7.592 -26.491 1.00 45.52 H +ATOM 2273 HD23 LEU A1031 -14.625 -8.629 -25.764 1.00 45.52 H +ATOM 2274 N ASP A1032 -17.230 -9.515 -20.985 1.00 33.70 N +ATOM 2275 CA ASP A1032 -17.712 -10.827 -20.543 1.00 35.49 C +ATOM 2276 C ASP A1032 -18.166 -11.661 -21.755 1.00 42.98 C +ATOM 2277 O ASP A1032 -17.727 -12.798 -21.921 1.00 43.01 O +ATOM 2278 CB ASP A1032 -18.822 -10.678 -19.476 1.00 38.24 C +ATOM 2279 CG ASP A1032 -19.218 -11.987 -18.779 1.00 57.45 C +ATOM 2280 OD1 ASP A1032 -20.169 -12.639 -19.268 1.00 62.50 O +ATOM 2281 OD2 ASP A1032 -18.465 -12.387 -17.864 1.00 62.05 O1- +ATOM 2282 H ASP A1032 -17.907 -8.764 -20.978 1.00 33.70 H +ATOM 2283 HA ASP A1032 -16.879 -11.358 -20.082 1.00 35.49 H +ATOM 2284 HB3 ASP A1032 -19.703 -10.217 -19.924 1.00 38.24 H +ATOM 2285 HB2 ASP A1032 -18.498 -9.962 -18.720 1.00 38.24 H +ATOM 2286 N ASN A1033 -19.010 -11.038 -22.589 1.00 43.24 N +ATOM 2287 CA ASN A1033 -19.496 -11.544 -23.869 1.00 46.44 C +ATOM 2288 C ASN A1033 -19.762 -10.349 -24.801 1.00 51.69 C +ATOM 2289 O ASN A1033 -19.561 -9.203 -24.398 1.00 49.09 O +ATOM 2290 CB ASN A1033 -20.703 -12.502 -23.675 1.00 48.31 C +ATOM 2291 CG ASN A1033 -21.947 -11.875 -23.033 1.00 66.28 C +ATOM 2292 OD1 ASN A1033 -22.671 -11.117 -23.674 1.00 59.86 O +ATOM 2293 ND2 ASN A1033 -22.211 -12.205 -21.767 1.00 59.92 N +ATOM 2294 H ASN A1033 -19.289 -10.090 -22.377 1.00 43.24 H +ATOM 2295 HA ASN A1033 -18.694 -12.117 -24.331 1.00 46.44 H +ATOM 2296 HB3 ASN A1033 -20.389 -13.358 -23.076 1.00 48.31 H +ATOM 2297 HB2 ASN A1033 -21.002 -12.918 -24.638 1.00 48.31 H +ATOM 2298 HD22 ASN A1033 -23.026 -11.828 -21.307 1.00 59.92 H +ATOM 2299 HD21 ASN A1033 -21.579 -12.797 -21.242 1.00 59.92 H +ATOM 2300 N ASP A1034 -20.218 -10.631 -26.032 1.00 52.34 N +ATOM 2301 CA ASP A1034 -20.535 -9.640 -27.073 1.00 53.71 C +ATOM 2302 C ASP A1034 -21.507 -8.516 -26.646 1.00 56.50 C +ATOM 2303 O ASP A1034 -21.409 -7.420 -27.190 1.00 55.06 O +ATOM 2304 CB ASP A1034 -20.990 -10.266 -28.427 1.00 59.25 C +ATOM 2305 CG ASP A1034 -21.924 -11.494 -28.402 1.00 77.62 C +ATOM 2306 OD1 ASP A1034 -22.639 -11.706 -27.397 1.00 79.51 O +ATOM 2307 OD2 ASP A1034 -22.007 -12.140 -29.469 1.00 88.40 O1- +ATOM 2308 H ASP A1034 -20.398 -11.592 -26.284 1.00 52.34 H +ATOM 2309 HA ASP A1034 -19.585 -9.140 -27.273 1.00 53.71 H +ATOM 2310 HB3 ASP A1034 -20.095 -10.532 -28.993 1.00 59.25 H +ATOM 2311 HB2 ASP A1034 -21.495 -9.512 -29.032 1.00 59.25 H +ATOM 2312 N ARG A1035 -22.406 -8.796 -25.687 1.00 52.42 N +ATOM 2313 CA ARG A1035 -23.448 -7.882 -25.216 1.00 52.12 C +ATOM 2314 C ARG A1035 -23.343 -7.580 -23.704 1.00 53.91 C +ATOM 2315 O ARG A1035 -24.336 -7.124 -23.136 1.00 54.42 O +ATOM 2316 CB ARG A1035 -24.835 -8.467 -25.595 1.00 56.06 C +ATOM 2317 CG ARG A1035 -25.086 -8.703 -27.101 1.00 68.03 C +ATOM 2318 CD ARG A1035 -24.897 -7.444 -27.966 1.00 74.26 C +ATOM 2319 NE ARG A1035 -25.309 -7.644 -29.365 1.00 83.22 N +ATOM 2320 CZ ARG A1035 -26.494 -7.332 -29.925 1.00103.41 C +ATOM 2321 NH1 ARG A1035 -27.506 -6.799 -29.222 1.00 95.23 N +ATOM 2322 NH2 ARG A1035 -26.668 -7.561 -31.233 1.00 92.56 N1+ +ATOM 2323 H ARG A1035 -22.419 -9.724 -25.282 1.00 52.42 H +ATOM 2324 HA ARG A1035 -23.344 -6.910 -25.700 1.00 52.12 H +ATOM 2325 HB3 ARG A1035 -25.620 -7.801 -25.237 1.00 56.06 H +ATOM 2326 HB2 ARG A1035 -24.983 -9.410 -25.066 1.00 56.06 H +ATOM 2327 HG3 ARG A1035 -26.057 -9.166 -27.280 1.00 68.03 H +ATOM 2328 HG2 ARG A1035 -24.352 -9.442 -27.423 1.00 68.03 H +ATOM 2329 HD3 ARG A1035 -23.832 -7.242 -28.056 1.00 74.26 H +ATOM 2330 HD2 ARG A1035 -25.331 -6.559 -27.506 1.00 74.26 H +ATOM 2331 HE ARG A1035 -24.607 -8.071 -29.954 1.00 83.22 H +ATOM 2332 HH12 ARG A1035 -28.382 -6.569 -29.667 1.00 95.23 H +ATOM 2333 HH11 ARG A1035 -27.412 -6.662 -28.223 1.00 95.23 H +ATOM 2334 HH22 ARG A1035 -27.544 -7.335 -31.681 1.00 92.56 H +ATOM 2335 HH21 ARG A1035 -25.921 -7.962 -31.782 1.00 92.56 H +ATOM 2336 N LEU A1036 -22.174 -7.803 -23.070 1.00 47.46 N +ATOM 2337 CA LEU A1036 -21.967 -7.538 -21.640 1.00 44.95 C +ATOM 2338 C LEU A1036 -20.533 -7.065 -21.368 1.00 44.87 C +ATOM 2339 O LEU A1036 -19.582 -7.752 -21.739 1.00 44.01 O +ATOM 2340 CB LEU A1036 -22.340 -8.791 -20.812 1.00 46.48 C +ATOM 2341 CG LEU A1036 -22.180 -8.679 -19.274 1.00 50.35 C +ATOM 2342 CD1 LEU A1036 -22.973 -7.502 -18.671 1.00 50.69 C +ATOM 2343 CD2 LEU A1036 -22.529 -10.018 -18.591 1.00 54.50 C +ATOM 2344 H LEU A1036 -21.382 -8.171 -23.579 1.00 47.46 H +ATOM 2345 HA LEU A1036 -22.630 -6.724 -21.343 1.00 44.95 H +ATOM 2346 HB3 LEU A1036 -21.719 -9.617 -21.159 1.00 46.48 H +ATOM 2347 HB2 LEU A1036 -23.369 -9.073 -21.040 1.00 46.48 H +ATOM 2348 HG LEU A1036 -21.127 -8.494 -19.056 1.00 50.35 H +ATOM 2349 HD11 LEU A1036 -23.473 -7.760 -17.737 1.00 50.69 H +ATOM 2350 HD12 LEU A1036 -22.306 -6.670 -18.448 1.00 50.69 H +ATOM 2351 HD13 LEU A1036 -23.741 -7.137 -19.353 1.00 50.69 H +ATOM 2352 HD21 LEU A1036 -21.721 -10.346 -17.938 1.00 54.50 H +ATOM 2353 HD22 LEU A1036 -23.433 -9.959 -17.986 1.00 54.50 H +ATOM 2354 HD23 LEU A1036 -22.691 -10.816 -19.315 1.00 54.50 H +ATOM 2355 N VAL A1037 -20.428 -5.918 -20.680 1.00 38.25 N +ATOM 2356 CA VAL A1037 -19.183 -5.244 -20.316 1.00 36.27 C +ATOM 2357 C VAL A1037 -19.170 -4.944 -18.803 1.00 39.75 C +ATOM 2358 O VAL A1037 -20.229 -4.712 -18.218 1.00 42.27 O +ATOM 2359 CB VAL A1037 -19.016 -3.946 -21.177 1.00 39.78 C +ATOM 2360 CG1 VAL A1037 -19.009 -2.583 -20.456 1.00 38.54 C +ATOM 2361 CG2 VAL A1037 -17.802 -4.070 -22.103 1.00 38.84 C +ATOM 2362 H VAL A1037 -21.272 -5.428 -20.415 1.00 38.25 H +ATOM 2363 HA VAL A1037 -18.349 -5.920 -20.508 1.00 36.27 H +ATOM 2364 HB VAL A1037 -19.873 -3.887 -21.850 1.00 39.78 H +ATOM 2365 HG11 VAL A1037 -18.916 -1.774 -21.181 1.00 38.54 H +ATOM 2366 HG12 VAL A1037 -19.935 -2.413 -19.907 1.00 38.54 H +ATOM 2367 HG13 VAL A1037 -18.179 -2.490 -19.757 1.00 38.54 H +ATOM 2368 HG21 VAL A1037 -17.730 -3.211 -22.767 1.00 38.84 H +ATOM 2369 HG22 VAL A1037 -16.873 -4.154 -21.540 1.00 38.84 H +ATOM 2370 HG23 VAL A1037 -17.890 -4.953 -22.732 1.00 38.84 H +ATOM 2371 N LYS A1038 -17.968 -4.982 -18.204 1.00 33.36 N +ATOM 2372 CA LYS A1038 -17.714 -4.878 -16.766 1.00 33.06 C +ATOM 2373 C LYS A1038 -16.485 -4.002 -16.491 1.00 35.92 C +ATOM 2374 O LYS A1038 -15.436 -4.235 -17.082 1.00 35.20 O +ATOM 2375 CB LYS A1038 -17.479 -6.290 -16.190 1.00 36.83 C +ATOM 2376 CG LYS A1038 -18.749 -7.145 -16.080 1.00 43.54 C +ATOM 2377 CD LYS A1038 -18.421 -8.608 -15.749 1.00 43.25 C +ATOM 2378 CE LYS A1038 -19.663 -9.482 -15.509 1.00 48.33 C +ATOM 2379 NZ LYS A1038 -20.306 -9.193 -14.214 1.00 58.37 N1+ +ATOM 2380 H LYS A1038 -17.149 -5.184 -18.767 1.00 33.36 H +ATOM 2381 HA LYS A1038 -18.574 -4.425 -16.277 1.00 33.06 H +ATOM 2382 HB3 LYS A1038 -17.052 -6.212 -15.188 1.00 36.83 H +ATOM 2383 HB2 LYS A1038 -16.730 -6.807 -16.793 1.00 36.83 H +ATOM 2384 HG3 LYS A1038 -19.317 -7.118 -17.009 1.00 43.54 H +ATOM 2385 HG2 LYS A1038 -19.391 -6.713 -15.312 1.00 43.54 H +ATOM 2386 HD3 LYS A1038 -17.751 -8.642 -14.891 1.00 43.25 H +ATOM 2387 HD2 LYS A1038 -17.852 -9.036 -16.575 1.00 43.25 H +ATOM 2388 HE3 LYS A1038 -19.380 -10.535 -15.514 1.00 48.33 H +ATOM 2389 HE2 LYS A1038 -20.386 -9.341 -16.312 1.00 48.33 H +ATOM 2390 HZ1 LYS A1038 -20.568 -8.218 -14.175 1.00 58.37 H +ATOM 2391 HZ2 LYS A1038 -21.132 -9.766 -14.115 1.00 58.37 H +ATOM 2392 HZ3 LYS A1038 -19.651 -9.405 -13.472 1.00 58.37 H +ATOM 2393 N ILE A1039 -16.614 -3.050 -15.556 1.00 32.33 N +ATOM 2394 CA ILE A1039 -15.529 -2.171 -15.108 1.00 30.26 C +ATOM 2395 C ILE A1039 -14.627 -2.911 -14.094 1.00 36.96 C +ATOM 2396 O ILE A1039 -15.145 -3.519 -13.160 1.00 36.41 O +ATOM 2397 CB ILE A1039 -16.108 -0.894 -14.429 1.00 32.08 C +ATOM 2398 CG1 ILE A1039 -17.001 -0.080 -15.398 1.00 32.40 C +ATOM 2399 CG2 ILE A1039 -15.044 0.034 -13.803 1.00 30.46 C +ATOM 2400 CD1 ILE A1039 -18.035 0.790 -14.673 1.00 32.90 C +ATOM 2401 H ILE A1039 -17.509 -2.910 -15.106 1.00 32.33 H +ATOM 2402 HA ILE A1039 -14.934 -1.867 -15.971 1.00 30.26 H +ATOM 2403 HB ILE A1039 -16.746 -1.235 -13.613 1.00 32.08 H +ATOM 2404 HG13 ILE A1039 -17.551 -0.733 -16.075 1.00 32.40 H +ATOM 2405 HG12 ILE A1039 -16.380 0.544 -16.043 1.00 32.40 H +ATOM 2406 HG21 ILE A1039 -15.498 0.926 -13.372 1.00 30.46 H +ATOM 2407 HG22 ILE A1039 -14.493 -0.448 -12.997 1.00 30.46 H +ATOM 2408 HG23 ILE A1039 -14.320 0.364 -14.550 1.00 30.46 H +ATOM 2409 HD11 ILE A1039 -18.793 1.149 -15.368 1.00 32.90 H +ATOM 2410 HD12 ILE A1039 -18.548 0.231 -13.890 1.00 32.90 H +ATOM 2411 HD13 ILE A1039 -17.570 1.656 -14.208 1.00 32.90 H +ATOM 2412 N GLY A1040 -13.302 -2.826 -14.292 1.00 34.99 N +ATOM 2413 CA GLY A1040 -12.289 -3.434 -13.430 1.00 35.46 C +ATOM 2414 C GLY A1040 -11.231 -2.398 -13.023 1.00 40.57 C +ATOM 2415 O GLY A1040 -11.286 -1.237 -13.431 1.00 40.24 O +ATOM 2416 H GLY A1040 -12.951 -2.287 -15.075 1.00 34.99 H +ATOM 2417 HA3 GLY A1040 -11.814 -4.254 -13.968 1.00 35.46 H +ATOM 2418 HA2 GLY A1040 -12.724 -3.850 -12.522 1.00 35.46 H +ATOM 2419 N ASP A1041 -10.271 -2.859 -12.199 1.00 37.60 N +ATOM 2420 CA ASP A1041 -9.139 -2.132 -11.605 1.00 37.19 C +ATOM 2421 C ASP A1041 -9.620 -0.924 -10.778 1.00 39.90 C +ATOM 2422 O ASP A1041 -9.731 0.180 -11.309 1.00 40.83 O +ATOM 2423 CB ASP A1041 -8.025 -1.778 -12.635 1.00 38.16 C +ATOM 2424 CG ASP A1041 -6.667 -1.263 -12.095 1.00 45.68 C +ATOM 2425 OD1 ASP A1041 -5.762 -1.083 -12.938 1.00 47.53 O +ATOM 2426 OD2 ASP A1041 -6.511 -1.058 -10.870 1.00 46.86 O1- +ATOM 2427 H ASP A1041 -10.325 -3.828 -11.918 1.00 37.60 H +ATOM 2428 HA ASP A1041 -8.695 -2.841 -10.905 1.00 37.19 H +ATOM 2429 HB3 ASP A1041 -8.418 -1.044 -13.339 1.00 38.16 H +ATOM 2430 HB2 ASP A1041 -7.825 -2.662 -13.241 1.00 38.16 H +ATOM 2431 N PHE A1042 -9.874 -1.177 -9.486 1.00 32.99 N +ATOM 2432 CA PHE A1042 -10.252 -0.180 -8.482 1.00 32.48 C +ATOM 2433 C PHE A1042 -9.048 0.246 -7.614 1.00 35.62 C +ATOM 2434 O PHE A1042 -9.241 0.681 -6.480 1.00 35.44 O +ATOM 2435 CB PHE A1042 -11.446 -0.723 -7.659 1.00 35.36 C +ATOM 2436 CG PHE A1042 -12.746 -0.802 -8.444 1.00 36.03 C +ATOM 2437 CD1 PHE A1042 -13.628 0.299 -8.473 1.00 39.47 C +ATOM 2438 CD2 PHE A1042 -12.997 -1.898 -9.298 1.00 37.32 C +ATOM 2439 CE1 PHE A1042 -14.757 0.263 -9.281 1.00 39.56 C +ATOM 2440 CE2 PHE A1042 -14.124 -1.908 -10.107 1.00 40.21 C +ATOM 2441 CZ PHE A1042 -15.004 -0.835 -10.094 1.00 38.02 C +ATOM 2442 H PHE A1042 -9.761 -2.121 -9.143 1.00 32.99 H +ATOM 2443 HA PHE A1042 -10.592 0.732 -8.974 1.00 32.48 H +ATOM 2444 HB3 PHE A1042 -11.630 -0.106 -6.779 1.00 35.36 H +ATOM 2445 HB2 PHE A1042 -11.210 -1.720 -7.281 1.00 35.36 H +ATOM 2446 HD1 PHE A1042 -13.434 1.171 -7.865 1.00 39.47 H +ATOM 2447 HD2 PHE A1042 -12.311 -2.731 -9.331 1.00 37.32 H +ATOM 2448 HE1 PHE A1042 -15.438 1.099 -9.293 1.00 39.56 H +ATOM 2449 HE2 PHE A1042 -14.309 -2.752 -10.753 1.00 40.21 H +ATOM 2450 HZ PHE A1042 -15.878 -0.849 -10.728 1.00 38.02 H +ATOM 2451 N GLY A1043 -7.822 0.119 -8.156 1.00 33.72 N +ATOM 2452 CA GLY A1043 -6.562 0.403 -7.464 1.00 35.61 C +ATOM 2453 C GLY A1043 -6.236 1.898 -7.376 1.00 40.83 C +ATOM 2454 O GLY A1043 -5.336 2.268 -6.627 1.00 42.94 O +ATOM 2455 H GLY A1043 -7.738 -0.245 -9.097 1.00 33.72 H +ATOM 2456 HA3 GLY A1043 -5.756 -0.110 -7.987 1.00 35.61 H +ATOM 2457 HA2 GLY A1043 -6.588 -0.000 -6.454 1.00 35.61 H +ATOM 2458 N LEU A1044 -6.964 2.757 -8.101 1.00 35.95 N +ATOM 2459 CA LEU A1044 -6.868 4.212 -8.002 1.00 35.55 C +ATOM 2460 C LEU A1044 -8.174 4.815 -7.450 1.00 38.20 C +ATOM 2461 O LEU A1044 -8.207 6.019 -7.209 1.00 37.43 O +ATOM 2462 CB LEU A1044 -6.463 4.769 -9.392 1.00 34.71 C +ATOM 2463 CG LEU A1044 -5.546 6.012 -9.370 1.00 41.15 C +ATOM 2464 CD1 LEU A1044 -4.267 5.793 -8.534 1.00 45.80 C +ATOM 2465 CD2 LEU A1044 -5.202 6.468 -10.803 1.00 40.55 C +ATOM 2466 H LEU A1044 -7.669 2.407 -8.738 1.00 35.95 H +ATOM 2467 HA LEU A1044 -6.111 4.481 -7.266 1.00 35.55 H +ATOM 2468 HB3 LEU A1044 -7.359 4.978 -9.980 1.00 34.71 H +ATOM 2469 HB2 LEU A1044 -5.931 3.993 -9.948 1.00 34.71 H +ATOM 2470 HG LEU A1044 -6.111 6.821 -8.906 1.00 41.15 H +ATOM 2471 HD11 LEU A1044 -3.368 6.181 -9.013 1.00 45.80 H +ATOM 2472 HD12 LEU A1044 -4.346 6.292 -7.569 1.00 45.80 H +ATOM 2473 HD13 LEU A1044 -4.091 4.735 -8.341 1.00 45.80 H +ATOM 2474 HD21 LEU A1044 -5.457 7.516 -10.941 1.00 40.55 H +ATOM 2475 HD22 LEU A1044 -4.144 6.362 -11.044 1.00 40.55 H +ATOM 2476 HD23 LEU A1044 -5.746 5.901 -11.558 1.00 40.55 H +ATOM 2477 N ALA A1045 -9.209 3.982 -7.223 1.00 34.45 N +ATOM 2478 CA ALA A1045 -10.511 4.387 -6.698 1.00 35.33 C +ATOM 2479 C ALA A1045 -10.439 4.900 -5.252 1.00 41.48 C +ATOM 2480 O ALA A1045 -9.613 4.431 -4.467 1.00 41.92 O +ATOM 2481 CB ALA A1045 -11.497 3.216 -6.820 1.00 35.84 C +ATOM 2482 H ALA A1045 -9.099 2.998 -7.419 1.00 34.45 H +ATOM 2483 HA ALA A1045 -10.854 5.202 -7.333 1.00 35.33 H +ATOM 2484 HB1 ALA A1045 -12.507 3.520 -6.545 1.00 35.84 H +ATOM 2485 HB2 ALA A1045 -11.536 2.843 -7.844 1.00 35.84 H +ATOM 2486 HB3 ALA A1045 -11.218 2.387 -6.170 1.00 35.84 H +ATOM 2487 N LYS A1046 -11.313 5.867 -4.943 1.00 39.67 N +ATOM 2488 CA LYS A1046 -11.335 6.594 -3.679 1.00 41.51 C +ATOM 2489 C LYS A1046 -12.769 6.933 -3.274 1.00 46.70 C +ATOM 2490 O LYS A1046 -13.584 7.254 -4.135 1.00 45.21 O +ATOM 2491 CB LYS A1046 -10.496 7.886 -3.832 1.00 43.95 C +ATOM 2492 CG LYS A1046 -9.006 7.725 -3.484 1.00 52.94 C +ATOM 2493 CD LYS A1046 -8.701 7.356 -2.018 1.00 61.30 C +ATOM 2494 CE LYS A1046 -9.532 8.134 -0.976 1.00 72.46 C +ATOM 2495 NZ LYS A1046 -9.060 7.912 0.401 1.00 80.50 N1+ +ATOM 2496 H LYS A1046 -11.985 6.167 -5.638 1.00 39.67 H +ATOM 2497 HA LYS A1046 -10.921 5.960 -2.893 1.00 41.51 H +ATOM 2498 HB3 LYS A1046 -10.898 8.679 -3.200 1.00 43.95 H +ATOM 2499 HB2 LYS A1046 -10.597 8.276 -4.845 1.00 43.95 H +ATOM 2500 HG3 LYS A1046 -8.499 8.654 -3.726 1.00 52.94 H +ATOM 2501 HG2 LYS A1046 -8.557 6.980 -4.141 1.00 52.94 H +ATOM 2502 HD3 LYS A1046 -7.640 7.539 -1.844 1.00 61.30 H +ATOM 2503 HD2 LYS A1046 -8.836 6.282 -1.891 1.00 61.30 H +ATOM 2504 HE3 LYS A1046 -10.578 7.837 -1.019 1.00 72.46 H +ATOM 2505 HE2 LYS A1046 -9.499 9.201 -1.183 1.00 72.46 H +ATOM 2506 HZ1 LYS A1046 -8.099 8.211 0.485 1.00 80.50 H +ATOM 2507 HZ2 LYS A1046 -9.635 8.436 1.044 1.00 80.50 H +ATOM 2508 HZ3 LYS A1046 -9.132 6.925 0.616 1.00 80.50 H +ATOM 2509 N ALA A1047 -13.023 6.914 -1.956 1.00 45.97 N +ATOM 2510 CA ALA A1047 -14.239 7.449 -1.350 1.00 47.89 C +ATOM 2511 C ALA A1047 -14.187 8.983 -1.308 1.00 53.43 C +ATOM 2512 O ALA A1047 -13.174 9.547 -0.891 1.00 53.75 O +ATOM 2513 CB ALA A1047 -14.388 6.876 0.067 1.00 51.21 C +ATOM 2514 H ALA A1047 -12.304 6.619 -1.313 1.00 45.97 H +ATOM 2515 HA ALA A1047 -15.102 7.133 -1.938 1.00 47.89 H +ATOM 2516 HB1 ALA A1047 -15.310 7.226 0.534 1.00 51.21 H +ATOM 2517 HB2 ALA A1047 -14.428 5.787 0.048 1.00 51.21 H +ATOM 2518 HB3 ALA A1047 -13.557 7.165 0.711 1.00 51.21 H +ATOM 2519 N VAL A1048 -15.298 9.611 -1.716 1.00 51.14 N +ATOM 2520 CA VAL A1048 -15.535 11.047 -1.614 1.00 52.52 C +ATOM 2521 C VAL A1048 -16.597 11.229 -0.503 1.00 61.61 C +ATOM 2522 O VAL A1048 -17.722 10.765 -0.700 1.00 62.08 O +ATOM 2523 CB VAL A1048 -16.114 11.607 -2.948 1.00 54.59 C +ATOM 2524 CG1 VAL A1048 -16.530 13.092 -2.876 1.00 55.28 C +ATOM 2525 CG2 VAL A1048 -15.135 11.410 -4.114 1.00 51.78 C +ATOM 2526 H VAL A1048 -16.088 9.063 -2.035 1.00 51.14 H +ATOM 2527 HA VAL A1048 -14.610 11.585 -1.415 1.00 52.52 H +ATOM 2528 HB VAL A1048 -17.003 11.032 -3.204 1.00 54.59 H +ATOM 2529 HG11 VAL A1048 -16.861 13.457 -3.849 1.00 55.28 H +ATOM 2530 HG12 VAL A1048 -17.357 13.256 -2.187 1.00 55.28 H +ATOM 2531 HG13 VAL A1048 -15.699 13.722 -2.555 1.00 55.28 H +ATOM 2532 HG21 VAL A1048 -15.521 11.853 -5.033 1.00 51.78 H +ATOM 2533 HG22 VAL A1048 -14.167 11.868 -3.908 1.00 51.78 H +ATOM 2534 HG23 VAL A1048 -14.975 10.351 -4.307 1.00 51.78 H +ATOM 2535 N PRO A1049 -16.236 11.864 0.641 1.00 62.00 N +ATOM 2536 CA PRO A1049 -17.184 12.176 1.737 1.00 66.09 C +ATOM 2537 C PRO A1049 -18.459 12.905 1.278 1.00 73.83 C +ATOM 2538 O PRO A1049 -18.379 13.730 0.371 1.00 71.64 O +ATOM 2539 CB PRO A1049 -16.360 13.056 2.691 1.00 69.51 C +ATOM 2540 CG PRO A1049 -14.922 12.638 2.458 1.00 71.48 C +ATOM 2541 CD PRO A1049 -14.889 12.341 0.967 1.00 63.48 C +ATOM 2542 HA PRO A1049 -17.442 11.236 2.228 1.00 66.09 H +ATOM 2543 HB3 PRO A1049 -16.661 12.943 3.733 1.00 69.51 H +ATOM 2544 HB2 PRO A1049 -16.469 14.109 2.431 1.00 69.51 H +ATOM 2545 HG3 PRO A1049 -14.718 11.723 3.016 1.00 71.48 H +ATOM 2546 HG2 PRO A1049 -14.195 13.390 2.766 1.00 71.48 H +ATOM 2547 HD2 PRO A1049 -14.690 13.250 0.396 1.00 63.48 H +ATOM 2548 HD3 PRO A1049 -14.110 11.611 0.746 1.00 63.48 H +ATOM 2549 N GLU A1050 -19.602 12.569 1.895 1.00 75.69 N +ATOM 2550 CA GLU A1050 -20.946 13.047 1.546 1.00 77.51 C +ATOM 2551 C GLU A1050 -21.137 14.581 1.530 1.00 84.15 C +ATOM 2552 O GLU A1050 -21.986 15.059 0.779 1.00 83.15 O +ATOM 2553 CB GLU A1050 -22.008 12.341 2.426 1.00 82.22 C +ATOM 2554 CG GLU A1050 -21.885 12.532 3.963 1.00 97.93 C +ATOM 2555 CD GLU A1050 -20.916 11.603 4.721 1.00120.70 C +ATOM 2556 OE1 GLU A1050 -20.359 10.662 4.111 1.00108.26 O +ATOM 2557 OE2 GLU A1050 -20.744 11.858 5.932 1.00119.67 O1- +ATOM 2558 H GLU A1050 -19.579 11.872 2.631 1.00 75.69 H +ATOM 2559 HA GLU A1050 -21.125 12.712 0.524 1.00 77.51 H +ATOM 2560 HB3 GLU A1050 -22.050 11.282 2.167 1.00 82.22 H +ATOM 2561 HB2 GLU A1050 -22.989 12.719 2.132 1.00 82.22 H +ATOM 2562 HG3 GLU A1050 -22.872 12.366 4.398 1.00 97.93 H +ATOM 2563 HG2 GLU A1050 -21.638 13.568 4.194 1.00 97.93 H +ATOM 2564 N GLY A1051 -20.338 15.319 2.321 1.00 83.36 N +ATOM 2565 CA GLY A1051 -20.349 16.784 2.369 1.00 84.58 C +ATOM 2566 C GLY A1051 -19.399 17.422 1.337 1.00 86.36 C +ATOM 2567 O GLY A1051 -19.389 18.646 1.220 1.00 86.86 O +ATOM 2568 H GLY A1051 -19.670 14.844 2.911 1.00 83.36 H +ATOM 2569 HA3 GLY A1051 -20.033 17.094 3.366 1.00 84.58 H +ATOM 2570 HA2 GLY A1051 -21.358 17.172 2.226 1.00 84.58 H +ATOM 2571 N HIS A1052 -18.603 16.617 0.612 1.00 79.97 N +ATOM 2572 CA HIS A1052 -17.629 17.044 -0.396 1.00 76.91 C +ATOM 2573 C HIS A1052 -18.094 16.595 -1.790 1.00 76.64 C +ATOM 2574 O HIS A1052 -18.787 15.585 -1.914 1.00 75.70 O +ATOM 2575 CB HIS A1052 -16.251 16.409 -0.088 1.00 77.26 C +ATOM 2576 CG HIS A1052 -15.567 16.850 1.187 1.00 83.91 C +ATOM 2577 ND1 HIS A1052 -16.152 16.768 2.440 1.00 88.78 N +ATOM 2578 CD2 HIS A1052 -14.313 17.378 1.406 1.00 86.52 C +ATOM 2579 CE1 HIS A1052 -15.265 17.223 3.327 1.00 90.57 C +ATOM 2580 NE2 HIS A1052 -14.124 17.610 2.771 1.00 89.68 N +ATOM 2581 H HIS A1052 -18.692 15.614 0.718 1.00 79.97 H +ATOM 2582 HA HIS A1052 -17.523 18.131 -0.401 1.00 76.91 H +ATOM 2583 HB3 HIS A1052 -15.563 16.629 -0.906 1.00 77.26 H +ATOM 2584 HB2 HIS A1052 -16.332 15.322 -0.062 1.00 77.26 H +ATOM 2585 HD1 HIS A1052 -17.082 16.431 2.642 1.00 88.78 H +ATOM 2586 HD2 HIS A1052 -13.535 17.600 0.692 1.00 86.52 H +ATOM 2587 HE1 HIS A1052 -15.456 17.273 4.389 1.00 90.57 H +ATOM 2588 N GLU A1053 -17.659 17.337 -2.818 1.00 70.38 N +ATOM 2589 CA GLU A1053 -17.883 17.022 -4.230 1.00 67.41 C +ATOM 2590 C GLU A1053 -16.584 16.601 -4.949 1.00 65.39 C +ATOM 2591 O GLU A1053 -16.664 16.257 -6.128 1.00 62.86 O +ATOM 2592 CB GLU A1053 -18.593 18.212 -4.927 1.00 69.51 C +ATOM 2593 CG GLU A1053 -17.779 19.512 -5.135 1.00 81.78 C +ATOM 2594 CD GLU A1053 -17.774 20.453 -3.921 1.00109.48 C +ATOM 2595 OE1 GLU A1053 -16.893 20.272 -3.050 1.00107.26 O +ATOM 2596 OE2 GLU A1053 -18.640 21.354 -3.893 1.00107.68 O1- +ATOM 2597 H GLU A1053 -17.139 18.188 -2.639 1.00 70.38 H +ATOM 2598 HA GLU A1053 -18.554 16.164 -4.313 1.00 67.41 H +ATOM 2599 HB3 GLU A1053 -19.513 18.442 -4.385 1.00 69.51 H +ATOM 2600 HB2 GLU A1053 -18.934 17.872 -5.906 1.00 69.51 H +ATOM 2601 HG3 GLU A1053 -18.205 20.053 -5.981 1.00 81.78 H +ATOM 2602 HG2 GLU A1053 -16.758 19.288 -5.435 1.00 81.78 H +ATOM 2603 N TYR A1054 -15.432 16.620 -4.250 1.00 59.91 N +ATOM 2604 CA TYR A1054 -14.128 16.231 -4.792 1.00 57.06 C +ATOM 2605 C TYR A1054 -13.225 15.603 -3.718 1.00 59.88 C +ATOM 2606 O TYR A1054 -13.480 15.733 -2.520 1.00 61.73 O +ATOM 2607 CB TYR A1054 -13.443 17.442 -5.481 1.00 57.75 C +ATOM 2608 CG TYR A1054 -12.910 18.540 -4.568 1.00 61.72 C +ATOM 2609 CD1 TYR A1054 -13.741 19.618 -4.206 1.00 65.51 C +ATOM 2610 CD2 TYR A1054 -11.587 18.494 -4.077 1.00 63.03 C +ATOM 2611 CE1 TYR A1054 -13.273 20.625 -3.342 1.00 68.28 C +ATOM 2612 CE2 TYR A1054 -11.118 19.497 -3.207 1.00 66.37 C +ATOM 2613 CZ TYR A1054 -11.960 20.564 -2.838 1.00 76.35 C +ATOM 2614 OH TYR A1054 -11.500 21.539 -2.001 1.00 81.80 O +ATOM 2615 H TYR A1054 -15.438 16.902 -3.281 1.00 59.91 H +ATOM 2616 HA TYR A1054 -14.295 15.452 -5.536 1.00 57.06 H +ATOM 2617 HB3 TYR A1054 -14.127 17.883 -6.202 1.00 57.75 H +ATOM 2618 HB2 TYR A1054 -12.603 17.084 -6.077 1.00 57.75 H +ATOM 2619 HD1 TYR A1054 -14.747 19.671 -4.589 1.00 65.51 H +ATOM 2620 HD2 TYR A1054 -10.931 17.684 -4.358 1.00 63.03 H +ATOM 2621 HE1 TYR A1054 -13.928 21.440 -3.069 1.00 68.28 H +ATOM 2622 HE2 TYR A1054 -10.112 19.450 -2.823 1.00 66.37 H +ATOM 2623 HH TYR A1054 -12.176 22.187 -1.785 1.00 81.80 H +ATOM 2624 N TYR A1055 -12.149 14.975 -4.212 1.00 53.09 N +ATOM 2625 CA TYR A1055 -11.007 14.471 -3.457 1.00 53.10 C +ATOM 2626 C TYR A1055 -9.726 15.055 -4.077 1.00 56.32 C +ATOM 2627 O TYR A1055 -9.573 14.988 -5.298 1.00 53.18 O +ATOM 2628 CB TYR A1055 -11.033 12.925 -3.512 1.00 53.04 C +ATOM 2629 CG TYR A1055 -9.744 12.229 -3.105 1.00 55.26 C +ATOM 2630 CD1 TYR A1055 -9.403 12.116 -1.742 1.00 59.33 C +ATOM 2631 CD2 TYR A1055 -8.864 11.731 -4.090 1.00 54.82 C +ATOM 2632 CE1 TYR A1055 -8.189 11.509 -1.366 1.00 60.69 C +ATOM 2633 CE2 TYR A1055 -7.648 11.129 -3.714 1.00 56.92 C +ATOM 2634 CZ TYR A1055 -7.317 11.005 -2.350 1.00 68.28 C +ATOM 2635 OH TYR A1055 -6.152 10.396 -1.981 1.00 72.13 O +ATOM 2636 H TYR A1055 -12.056 14.902 -5.217 1.00 53.09 H +ATOM 2637 HA TYR A1055 -11.071 14.792 -2.416 1.00 53.10 H +ATOM 2638 HB3 TYR A1055 -11.259 12.613 -4.532 1.00 53.04 H +ATOM 2639 HB2 TYR A1055 -11.853 12.545 -2.902 1.00 53.04 H +ATOM 2640 HD1 TYR A1055 -10.066 12.505 -0.983 1.00 59.33 H +ATOM 2641 HD2 TYR A1055 -9.109 11.827 -5.138 1.00 54.82 H +ATOM 2642 HE1 TYR A1055 -7.931 11.427 -0.320 1.00 60.69 H +ATOM 2643 HE2 TYR A1055 -6.979 10.757 -4.475 1.00 56.92 H +ATOM 2644 HH TYR A1055 -5.609 10.143 -2.731 1.00 72.13 H +ATOM 2645 N ARG A1056 -8.817 15.579 -3.235 1.00 56.46 N +ATOM 2646 CA ARG A1056 -7.489 16.027 -3.666 1.00 57.19 C +ATOM 2647 C ARG A1056 -6.566 14.824 -3.911 1.00 61.89 C +ATOM 2648 O ARG A1056 -6.398 13.993 -3.019 1.00 62.29 O +ATOM 2649 CB ARG A1056 -6.850 16.976 -2.627 1.00 60.29 C +ATOM 2650 CG ARG A1056 -6.976 18.462 -2.999 1.00 71.82 C +ATOM 2651 CD ARG A1056 -6.155 19.357 -2.056 1.00 85.08 C +ATOM 2652 NE ARG A1056 -6.336 20.793 -2.326 1.00 93.43 N +ATOM 2653 CZ ARG A1056 -7.282 21.607 -1.821 1.00108.81 C +ATOM 2654 NH1 ARG A1056 -8.250 21.157 -1.008 1.00 96.57 N +ATOM 2655 NH2 ARG A1056 -7.252 22.907 -2.136 1.00 96.30 N1+ +ATOM 2656 H ARG A1056 -8.994 15.588 -2.241 1.00 56.46 H +ATOM 2657 HA ARG A1056 -7.612 16.564 -4.604 1.00 57.19 H +ATOM 2658 HB3 ARG A1056 -5.781 16.771 -2.542 1.00 60.29 H +ATOM 2659 HB2 ARG A1056 -7.256 16.789 -1.632 1.00 60.29 H +ATOM 2660 HG3 ARG A1056 -8.009 18.791 -3.096 1.00 71.82 H +ATOM 2661 HG2 ARG A1056 -6.539 18.558 -3.995 1.00 71.82 H +ATOM 2662 HD3 ARG A1056 -5.101 19.189 -2.278 1.00 85.08 H +ATOM 2663 HD2 ARG A1056 -6.280 19.090 -1.006 1.00 85.08 H +ATOM 2664 HE ARG A1056 -5.661 21.191 -2.965 1.00 93.43 H +ATOM 2665 HH12 ARG A1056 -8.966 21.778 -0.657 1.00 96.57 H +ATOM 2666 HH11 ARG A1056 -8.277 20.181 -0.750 1.00 96.57 H +ATOM 2667 HH22 ARG A1056 -7.936 23.542 -1.749 1.00 96.30 H +ATOM 2668 HH21 ARG A1056 -6.504 23.276 -2.706 1.00 96.30 H +ATOM 2669 N VAL A1057 -5.959 14.797 -5.106 1.00 58.85 N +ATOM 2670 CA VAL A1057 -5.003 13.780 -5.542 1.00 59.44 C +ATOM 2671 C VAL A1057 -3.557 14.281 -5.359 1.00 68.20 C +ATOM 2672 O VAL A1057 -3.329 15.483 -5.206 1.00 69.34 O +ATOM 2673 CB VAL A1057 -5.225 13.404 -7.038 1.00 60.80 C +ATOM 2674 CG1 VAL A1057 -6.682 12.977 -7.283 1.00 59.13 C +ATOM 2675 CG2 VAL A1057 -4.790 14.446 -8.089 1.00 60.31 C +ATOM 2676 H VAL A1057 -6.124 15.552 -5.759 1.00 58.85 H +ATOM 2677 HA VAL A1057 -5.125 12.877 -4.941 1.00 59.44 H +ATOM 2678 HB VAL A1057 -4.617 12.519 -7.229 1.00 60.80 H +ATOM 2679 HG11 VAL A1057 -6.821 12.608 -8.299 1.00 59.13 H +ATOM 2680 HG12 VAL A1057 -6.979 12.188 -6.594 1.00 59.13 H +ATOM 2681 HG13 VAL A1057 -7.368 13.812 -7.139 1.00 59.13 H +ATOM 2682 HG21 VAL A1057 -4.998 14.090 -9.099 1.00 60.31 H +ATOM 2683 HG22 VAL A1057 -5.330 15.380 -7.961 1.00 60.31 H +ATOM 2684 HG23 VAL A1057 -3.723 14.663 -8.049 1.00 60.31 H +ATOM 2685 N ARG A1058 -2.607 13.334 -5.385 1.00 67.56 N +ATOM 2686 CA ARG A1058 -1.172 13.599 -5.282 1.00 70.37 C +ATOM 2687 C ARG A1058 -0.536 13.789 -6.667 1.00 74.80 C +ATOM 2688 O ARG A1058 -1.065 13.300 -7.667 1.00 72.29 O +ATOM 2689 CB ARG A1058 -0.482 12.425 -4.555 1.00 73.21 C +ATOM 2690 CG ARG A1058 -1.096 12.069 -3.190 1.00 89.24 C +ATOM 2691 CD ARG A1058 -0.267 11.012 -2.441 1.00105.70 C +ATOM 2692 NE ARG A1058 -0.997 10.452 -1.291 1.00119.40 N +ATOM 2693 CZ ARG A1058 -1.790 9.362 -1.293 1.00134.49 C +ATOM 2694 NH1 ARG A1058 -1.990 8.620 -2.394 1.00120.12 N +ATOM 2695 NH2 ARG A1058 -2.400 9.001 -0.157 1.00122.85 N1+ +ATOM 2696 H ARG A1058 -2.868 12.371 -5.537 1.00 67.56 H +ATOM 2697 HA ARG A1058 -1.012 14.506 -4.696 1.00 70.37 H +ATOM 2698 HB3 ARG A1058 0.576 12.656 -4.421 1.00 73.21 H +ATOM 2699 HB2 ARG A1058 -0.516 11.536 -5.188 1.00 73.21 H +ATOM 2700 HG3 ARG A1058 -2.147 11.782 -3.259 1.00 89.24 H +ATOM 2701 HG2 ARG A1058 -1.072 12.989 -2.605 1.00 89.24 H +ATOM 2702 HD3 ARG A1058 0.578 11.523 -1.980 1.00105.70 H +ATOM 2703 HD2 ARG A1058 0.168 10.261 -3.102 1.00105.70 H +ATOM 2704 HE ARG A1058 -0.910 10.974 -0.431 1.00119.40 H +ATOM 2705 HH12 ARG A1058 -2.574 7.793 -2.360 1.00120.12 H +ATOM 2706 HH11 ARG A1058 -1.525 8.863 -3.256 1.00120.12 H +ATOM 2707 HH22 ARG A1058 -2.991 8.183 -0.135 1.00122.85 H +ATOM 2708 HH21 ARG A1058 -2.266 9.536 0.689 1.00122.85 H +ATOM 2709 N GLU A1059 0.632 14.450 -6.673 1.00 74.50 N +ATOM 2710 CA GLU A1059 1.553 14.525 -7.807 1.00 74.23 C +ATOM 2711 C GLU A1059 2.254 13.163 -7.955 1.00 77.46 C +ATOM 2712 O GLU A1059 3.042 12.795 -7.083 1.00 79.77 O +ATOM 2713 CB GLU A1059 2.560 15.668 -7.559 1.00 78.25 C +ATOM 2714 CG GLU A1059 1.890 17.055 -7.402 1.00 89.76 C +ATOM 2715 CD GLU A1059 2.828 18.212 -7.020 1.00113.50 C +ATOM 2716 OE1 GLU A1059 4.065 18.018 -7.008 1.00107.60 O +ATOM 2717 OE2 GLU A1059 2.274 19.295 -6.731 1.00107.56 O1- +ATOM 2718 H GLU A1059 0.989 14.826 -5.807 1.00 74.50 H +ATOM 2719 HA GLU A1059 0.987 14.746 -8.714 1.00 74.23 H +ATOM 2720 HB3 GLU A1059 3.270 15.702 -8.387 1.00 78.25 H +ATOM 2721 HB2 GLU A1059 3.147 15.447 -6.666 1.00 78.25 H +ATOM 2722 HG3 GLU A1059 1.105 17.011 -6.647 1.00 89.76 H +ATOM 2723 HG2 GLU A1059 1.396 17.315 -8.337 1.00 89.76 H +ATOM 2724 N ASP A1060 1.895 12.418 -9.011 1.00 70.23 N +ATOM 2725 CA ASP A1060 2.226 11.001 -9.159 1.00 68.85 C +ATOM 2726 C ASP A1060 2.470 10.671 -10.644 1.00 68.50 C +ATOM 2727 O ASP A1060 1.778 11.208 -11.510 1.00 66.16 O +ATOM 2728 CB ASP A1060 1.134 10.133 -8.477 1.00 69.42 C +ATOM 2729 CG ASP A1060 1.308 8.615 -8.603 1.00 81.45 C +ATOM 2730 OD1 ASP A1060 0.565 8.022 -9.413 1.00 81.04 O +ATOM 2731 OD2 ASP A1060 2.259 8.097 -7.975 1.00 89.83 O1- +ATOM 2732 H ASP A1060 1.248 12.789 -9.693 1.00 70.23 H +ATOM 2733 HA ASP A1060 3.171 10.811 -8.645 1.00 68.85 H +ATOM 2734 HB3 ASP A1060 0.147 10.430 -8.837 1.00 69.42 H +ATOM 2735 HB2 ASP A1060 1.112 10.376 -7.413 1.00 69.42 H +ATOM 2736 N GLY A1061 3.463 9.803 -10.905 1.00 63.47 N +ATOM 2737 CA GLY A1061 3.919 9.458 -12.253 1.00 61.92 C +ATOM 2738 C GLY A1061 3.025 8.411 -12.936 1.00 61.80 C +ATOM 2739 O GLY A1061 2.926 8.424 -14.163 1.00 61.49 O +ATOM 2740 H GLY A1061 3.960 9.380 -10.133 1.00 63.47 H +ATOM 2741 HA3 GLY A1061 4.930 9.056 -12.184 1.00 61.92 H +ATOM 2742 HA2 GLY A1061 3.980 10.354 -12.873 1.00 61.92 H +ATOM 2743 N ASP A1062 2.365 7.532 -12.159 1.00 55.28 N +ATOM 2744 CA ASP A1062 1.462 6.477 -12.645 1.00 52.23 C +ATOM 2745 C ASP A1062 0.018 6.962 -12.892 1.00 50.35 C +ATOM 2746 O ASP A1062 -0.809 6.161 -13.330 1.00 49.00 O +ATOM 2747 CB ASP A1062 1.471 5.215 -11.744 1.00 54.90 C +ATOM 2748 CG ASP A1062 2.871 4.616 -11.542 1.00 73.36 C +ATOM 2749 OD1 ASP A1062 3.348 3.959 -12.494 1.00 75.14 O +ATOM 2750 OD2 ASP A1062 3.499 4.932 -10.507 1.00 82.10 O1- +ATOM 2751 H ASP A1062 2.477 7.575 -11.155 1.00 55.28 H +ATOM 2752 HA ASP A1062 1.824 6.157 -13.624 1.00 52.23 H +ATOM 2753 HB3 ASP A1062 0.835 4.437 -12.171 1.00 54.90 H +ATOM 2754 HB2 ASP A1062 1.050 5.454 -10.766 1.00 54.90 H +ATOM 2755 N SER A1063 -0.262 8.254 -12.645 1.00 43.08 N +ATOM 2756 CA SER A1063 -1.541 8.912 -12.926 1.00 39.71 C +ATOM 2757 C SER A1063 -1.834 8.917 -14.445 1.00 36.74 C +ATOM 2758 O SER A1063 -0.950 9.325 -15.200 1.00 35.65 O +ATOM 2759 CB SER A1063 -1.451 10.363 -12.416 1.00 44.05 C +ATOM 2760 OG SER A1063 -1.561 10.394 -11.008 1.00 56.19 O +ATOM 2761 H SER A1063 0.470 8.845 -12.278 1.00 43.08 H +ATOM 2762 HA SER A1063 -2.308 8.385 -12.360 1.00 39.71 H +ATOM 2763 HB3 SER A1063 -2.274 10.959 -12.814 1.00 44.05 H +ATOM 2764 HB2 SER A1063 -0.529 10.848 -12.736 1.00 44.05 H +ATOM 2765 HG SER A1063 -0.820 9.909 -10.633 1.00 56.19 H +ATOM 2766 N PRO A1064 -3.031 8.450 -14.878 1.00 30.99 N +ATOM 2767 CA PRO A1064 -3.409 8.434 -16.303 1.00 29.59 C +ATOM 2768 C PRO A1064 -3.804 9.836 -16.823 1.00 32.01 C +ATOM 2769 O PRO A1064 -4.987 10.123 -17.008 1.00 29.67 O +ATOM 2770 CB PRO A1064 -4.545 7.398 -16.344 1.00 29.56 C +ATOM 2771 CG PRO A1064 -5.231 7.543 -14.998 1.00 33.51 C +ATOM 2772 CD PRO A1064 -4.076 7.842 -14.049 1.00 30.17 C +ATOM 2773 HA PRO A1064 -2.580 8.066 -16.908 1.00 29.59 H +ATOM 2774 HB3 PRO A1064 -4.115 6.399 -16.418 1.00 29.56 H +ATOM 2775 HB2 PRO A1064 -5.230 7.518 -17.184 1.00 29.56 H +ATOM 2776 HG3 PRO A1064 -5.811 6.671 -14.703 1.00 33.51 H +ATOM 2777 HG2 PRO A1064 -5.910 8.392 -15.038 1.00 33.51 H +ATOM 2778 HD2 PRO A1064 -4.396 8.489 -13.233 1.00 30.17 H +ATOM 2779 HD3 PRO A1064 -3.692 6.913 -13.624 1.00 30.17 H +ATOM 2780 N VAL A1065 -2.786 10.690 -17.026 1.00 29.66 N +ATOM 2781 CA VAL A1065 -2.902 12.106 -17.382 1.00 29.04 C +ATOM 2782 C VAL A1065 -3.565 12.389 -18.746 1.00 30.30 C +ATOM 2783 O VAL A1065 -4.209 13.429 -18.873 1.00 30.19 O +ATOM 2784 CB VAL A1065 -1.522 12.819 -17.348 1.00 34.62 C +ATOM 2785 CG1 VAL A1065 -0.968 12.886 -15.914 1.00 34.92 C +ATOM 2786 CG2 VAL A1065 -0.478 12.246 -18.328 1.00 35.44 C +ATOM 2787 H VAL A1065 -1.845 10.366 -16.844 1.00 29.66 H +ATOM 2788 HA VAL A1065 -3.532 12.562 -16.618 1.00 29.04 H +ATOM 2789 HB VAL A1065 -1.673 13.855 -17.651 1.00 34.62 H +ATOM 2790 HG11 VAL A1065 -0.022 13.424 -15.880 1.00 34.92 H +ATOM 2791 HG12 VAL A1065 -1.661 13.400 -15.247 1.00 34.92 H +ATOM 2792 HG13 VAL A1065 -0.786 11.895 -15.503 1.00 34.92 H +ATOM 2793 HG21 VAL A1065 0.477 12.764 -18.227 1.00 35.44 H +ATOM 2794 HG22 VAL A1065 -0.296 11.188 -18.145 1.00 35.44 H +ATOM 2795 HG23 VAL A1065 -0.788 12.357 -19.367 1.00 35.44 H +ATOM 2796 N PHE A1066 -3.447 11.462 -19.715 1.00 25.62 N +ATOM 2797 CA PHE A1066 -4.084 11.560 -21.034 1.00 24.82 C +ATOM 2798 C PHE A1066 -5.578 11.163 -21.042 1.00 26.45 C +ATOM 2799 O PHE A1066 -6.220 11.285 -22.086 1.00 25.78 O +ATOM 2800 CB PHE A1066 -3.251 10.779 -22.074 1.00 26.47 C +ATOM 2801 CG PHE A1066 -1.844 11.322 -22.286 1.00 27.98 C +ATOM 2802 CD1 PHE A1066 -1.649 12.632 -22.772 1.00 31.46 C +ATOM 2803 CD2 PHE A1066 -0.713 10.538 -21.974 1.00 29.97 C +ATOM 2804 CE1 PHE A1066 -0.365 13.135 -22.936 1.00 33.77 C +ATOM 2805 CE2 PHE A1066 0.563 11.055 -22.150 1.00 33.43 C +ATOM 2806 CZ PHE A1066 0.737 12.349 -22.625 1.00 32.31 C +ATOM 2807 H PHE A1066 -2.904 10.626 -19.541 1.00 25.62 H +ATOM 2808 HA PHE A1066 -4.075 12.609 -21.337 1.00 24.82 H +ATOM 2809 HB3 PHE A1066 -3.756 10.782 -23.040 1.00 26.47 H +ATOM 2810 HB2 PHE A1066 -3.184 9.732 -21.779 1.00 26.47 H +ATOM 2811 HD1 PHE A1066 -2.496 13.256 -23.012 1.00 31.46 H +ATOM 2812 HD2 PHE A1066 -0.829 9.530 -21.608 1.00 29.97 H +ATOM 2813 HE1 PHE A1066 -0.222 14.140 -23.303 1.00 33.77 H +ATOM 2814 HE2 PHE A1066 1.426 10.449 -21.914 1.00 33.43 H +ATOM 2815 HZ PHE A1066 1.733 12.745 -22.753 1.00 32.31 H +ATOM 2816 N TRP A1067 -6.110 10.745 -19.880 1.00 22.72 N +ATOM 2817 CA TRP A1067 -7.531 10.523 -19.603 1.00 23.65 C +ATOM 2818 C TRP A1067 -8.099 11.559 -18.615 1.00 26.48 C +ATOM 2819 O TRP A1067 -9.285 11.467 -18.304 1.00 25.01 O +ATOM 2820 CB TRP A1067 -7.743 9.090 -19.059 1.00 21.85 C +ATOM 2821 CG TRP A1067 -7.607 7.990 -20.066 1.00 23.25 C +ATOM 2822 CD1 TRP A1067 -8.642 7.341 -20.645 1.00 25.76 C +ATOM 2823 CD2 TRP A1067 -6.398 7.444 -20.678 1.00 23.75 C +ATOM 2824 NE1 TRP A1067 -8.162 6.446 -21.576 1.00 25.21 N +ATOM 2825 CE2 TRP A1067 -6.788 6.472 -21.648 1.00 27.61 C +ATOM 2826 CE3 TRP A1067 -5.010 7.675 -20.529 1.00 25.53 C +ATOM 2827 CZ2 TRP A1067 -5.855 5.779 -22.436 1.00 27.61 C +ATOM 2828 CZ3 TRP A1067 -4.067 6.991 -21.323 1.00 27.51 C +ATOM 2829 CH2 TRP A1067 -4.488 6.046 -22.275 1.00 28.26 C +ATOM 2830 H TRP A1067 -5.501 10.650 -19.078 1.00 22.72 H +ATOM 2831 HA TRP A1067 -8.122 10.631 -20.512 1.00 23.65 H +ATOM 2832 HB3 TRP A1067 -8.742 8.988 -18.631 1.00 21.85 H +ATOM 2833 HB2 TRP A1067 -7.054 8.892 -18.237 1.00 21.85 H +ATOM 2834 HD1 TRP A1067 -9.684 7.521 -20.419 1.00 25.76 H +ATOM 2835 HE1 TRP A1067 -8.763 5.856 -22.143 1.00 25.21 H +ATOM 2836 HE3 TRP A1067 -4.665 8.393 -19.801 1.00 25.53 H +ATOM 2837 HZ2 TRP A1067 -6.179 5.054 -23.162 1.00 27.61 H +ATOM 2838 HZ3 TRP A1067 -3.015 7.191 -21.200 1.00 27.51 H +ATOM 2839 HH2 TRP A1067 -3.763 5.530 -22.885 1.00 28.26 H +ATOM 2840 N TYR A1068 -7.272 12.497 -18.115 1.00 25.06 N +ATOM 2841 CA TYR A1068 -7.642 13.429 -17.048 1.00 24.40 C +ATOM 2842 C TYR A1068 -8.088 14.804 -17.559 1.00 29.09 C +ATOM 2843 O TYR A1068 -7.539 15.325 -18.530 1.00 29.03 O +ATOM 2844 CB TYR A1068 -6.472 13.562 -16.048 1.00 25.40 C +ATOM 2845 CG TYR A1068 -6.380 12.528 -14.932 1.00 26.29 C +ATOM 2846 CD1 TYR A1068 -7.163 11.349 -14.925 1.00 27.65 C +ATOM 2847 CD2 TYR A1068 -5.512 12.778 -13.847 1.00 27.90 C +ATOM 2848 CE1 TYR A1068 -7.106 10.464 -13.835 1.00 28.32 C +ATOM 2849 CE2 TYR A1068 -5.448 11.886 -12.759 1.00 27.93 C +ATOM 2850 CZ TYR A1068 -6.256 10.733 -12.747 1.00 32.15 C +ATOM 2851 OH TYR A1068 -6.220 9.881 -11.685 1.00 34.10 O +ATOM 2852 H TYR A1068 -6.314 12.541 -18.432 1.00 25.06 H +ATOM 2853 HA TYR A1068 -8.495 13.017 -16.518 1.00 24.40 H +ATOM 2854 HB3 TYR A1068 -6.558 14.518 -15.532 1.00 25.40 H +ATOM 2855 HB2 TYR A1068 -5.525 13.618 -16.580 1.00 25.40 H +ATOM 2856 HD1 TYR A1068 -7.828 11.106 -15.737 1.00 27.65 H +ATOM 2857 HD2 TYR A1068 -4.905 13.672 -13.836 1.00 27.90 H +ATOM 2858 HE1 TYR A1068 -7.730 9.583 -13.840 1.00 28.32 H +ATOM 2859 HE2 TYR A1068 -4.789 12.095 -11.929 1.00 27.93 H +ATOM 2860 HH TYR A1068 -6.736 9.083 -11.841 1.00 34.10 H +ATOM 2861 N ALA A1069 -9.063 15.368 -16.828 1.00 26.27 N +ATOM 2862 CA ALA A1069 -9.621 16.707 -17.003 1.00 27.33 C +ATOM 2863 C ALA A1069 -8.659 17.817 -16.518 1.00 31.87 C +ATOM 2864 O ALA A1069 -7.763 17.513 -15.730 1.00 30.37 O +ATOM 2865 CB ALA A1069 -10.947 16.754 -16.231 1.00 27.85 C +ATOM 2866 H ALA A1069 -9.448 14.841 -16.054 1.00 26.27 H +ATOM 2867 HA ALA A1069 -9.810 16.823 -18.066 1.00 27.33 H +ATOM 2868 HB1 ALA A1069 -11.438 17.722 -16.320 1.00 27.85 H +ATOM 2869 HB2 ALA A1069 -11.646 16.004 -16.594 1.00 27.85 H +ATOM 2870 HB3 ALA A1069 -10.785 16.554 -15.172 1.00 27.85 H +ATOM 2871 N PRO A1070 -8.853 19.082 -16.970 1.00 28.98 N +ATOM 2872 CA PRO A1070 -7.923 20.191 -16.665 1.00 30.25 C +ATOM 2873 C PRO A1070 -7.700 20.518 -15.175 1.00 34.14 C +ATOM 2874 O PRO A1070 -6.573 20.852 -14.818 1.00 33.30 O +ATOM 2875 CB PRO A1070 -8.493 21.396 -17.433 1.00 33.24 C +ATOM 2876 CG PRO A1070 -9.331 20.784 -18.540 1.00 37.12 C +ATOM 2877 CD PRO A1070 -9.901 19.534 -17.888 1.00 31.16 C +ATOM 2878 HA PRO A1070 -6.962 19.920 -17.107 1.00 30.25 H +ATOM 2879 HB3 PRO A1070 -7.714 22.051 -17.825 1.00 33.24 H +ATOM 2880 HB2 PRO A1070 -9.134 22.001 -16.791 1.00 33.24 H +ATOM 2881 HG3 PRO A1070 -8.680 20.494 -19.364 1.00 37.12 H +ATOM 2882 HG2 PRO A1070 -10.095 21.455 -18.934 1.00 37.12 H +ATOM 2883 HD2 PRO A1070 -10.795 19.780 -17.314 1.00 31.16 H +ATOM 2884 HD3 PRO A1070 -10.174 18.813 -18.654 1.00 31.16 H +ATOM 2885 N GLU A1071 -8.744 20.397 -14.334 1.00 30.48 N +ATOM 2886 CA GLU A1071 -8.670 20.632 -12.886 1.00 31.43 C +ATOM 2887 C GLU A1071 -8.015 19.474 -12.104 1.00 36.54 C +ATOM 2888 O GLU A1071 -7.610 19.696 -10.965 1.00 37.63 O +ATOM 2889 CB GLU A1071 -10.061 21.021 -12.323 1.00 32.56 C +ATOM 2890 CG GLU A1071 -11.111 19.899 -12.136 1.00 35.76 C +ATOM 2891 CD GLU A1071 -11.663 19.243 -13.409 1.00 37.74 C +ATOM 2892 OE1 GLU A1071 -11.773 19.921 -14.455 1.00 31.58 O +ATOM 2893 OE2 GLU A1071 -12.001 18.047 -13.308 1.00 25.56 O1- +ATOM 2894 H GLU A1071 -9.652 20.128 -14.691 1.00 30.48 H +ATOM 2895 HA GLU A1071 -8.027 21.502 -12.737 1.00 31.43 H +ATOM 2896 HB3 GLU A1071 -10.485 21.824 -12.925 1.00 32.56 H +ATOM 2897 HB2 GLU A1071 -9.904 21.480 -11.346 1.00 32.56 H +ATOM 2898 HG3 GLU A1071 -11.971 20.327 -11.620 1.00 35.76 H +ATOM 2899 HG2 GLU A1071 -10.723 19.135 -11.462 1.00 35.76 H +ATOM 2900 N CYS A1072 -7.886 18.284 -12.717 1.00 32.49 N +ATOM 2901 CA CYS A1072 -7.132 17.152 -12.167 1.00 32.58 C +ATOM 2902 C CYS A1072 -5.622 17.310 -12.419 1.00 37.39 C +ATOM 2903 O CYS A1072 -4.826 16.835 -11.611 1.00 38.08 O +ATOM 2904 CB CYS A1072 -7.587 15.806 -12.759 1.00 31.25 C +ATOM 2905 SG CYS A1072 -9.352 15.554 -12.470 1.00 34.42 S +ATOM 2906 H CYS A1072 -8.257 18.161 -13.649 1.00 32.49 H +ATOM 2907 HA CYS A1072 -7.287 17.115 -11.087 1.00 32.58 H +ATOM 2908 HB3 CYS A1072 -7.039 14.977 -12.309 1.00 31.25 H +ATOM 2909 HB2 CYS A1072 -7.406 15.766 -13.832 1.00 31.25 H +ATOM 2910 HG CYS A1072 -9.290 15.627 -11.137 1.00 34.42 H +ATOM 2911 N LEU A1073 -5.266 17.967 -13.536 1.00 33.94 N +ATOM 2912 CA LEU A1073 -3.891 18.219 -13.963 1.00 35.43 C +ATOM 2913 C LEU A1073 -3.294 19.478 -13.307 1.00 43.48 C +ATOM 2914 O LEU A1073 -2.085 19.509 -13.081 1.00 44.33 O +ATOM 2915 CB LEU A1073 -3.869 18.390 -15.499 1.00 35.06 C +ATOM 2916 CG LEU A1073 -4.341 17.170 -16.321 1.00 37.87 C +ATOM 2917 CD1 LEU A1073 -4.517 17.552 -17.804 1.00 38.52 C +ATOM 2918 CD2 LEU A1073 -3.436 15.937 -16.139 1.00 39.19 C +ATOM 2919 H LEU A1073 -5.988 18.313 -14.153 1.00 33.94 H +ATOM 2920 HA LEU A1073 -3.265 17.368 -13.686 1.00 35.43 H +ATOM 2921 HB3 LEU A1073 -2.858 18.647 -15.817 1.00 35.06 H +ATOM 2922 HB2 LEU A1073 -4.489 19.252 -15.755 1.00 35.06 H +ATOM 2923 HG LEU A1073 -5.329 16.889 -15.963 1.00 37.87 H +ATOM 2924 HD11 LEU A1073 -5.382 17.049 -18.237 1.00 38.52 H +ATOM 2925 HD12 LEU A1073 -4.671 18.624 -17.940 1.00 38.52 H +ATOM 2926 HD13 LEU A1073 -3.644 17.286 -18.396 1.00 38.52 H +ATOM 2927 HD21 LEU A1073 -3.149 15.499 -17.094 1.00 39.19 H +ATOM 2928 HD22 LEU A1073 -2.519 16.169 -15.600 1.00 39.19 H +ATOM 2929 HD23 LEU A1073 -3.949 15.160 -15.574 1.00 39.19 H +ATOM 2930 N LYS A1074 -4.137 20.497 -13.064 1.00 42.49 N +ATOM 2931 CA LYS A1074 -3.729 21.836 -12.643 1.00 45.58 C +ATOM 2932 C LYS A1074 -3.934 22.044 -11.135 1.00 51.72 C +ATOM 2933 O LYS A1074 -2.973 22.372 -10.442 1.00 52.85 O +ATOM 2934 CB LYS A1074 -4.514 22.869 -13.483 1.00 49.18 C +ATOM 2935 CG LYS A1074 -4.055 24.328 -13.301 1.00 71.38 C +ATOM 2936 CD LYS A1074 -4.725 25.346 -14.249 1.00 85.44 C +ATOM 2937 CE LYS A1074 -6.183 25.718 -13.902 1.00 97.19 C +ATOM 2938 NZ LYS A1074 -7.173 24.740 -14.390 1.00104.18 N1+ +ATOM 2939 H LYS A1074 -5.112 20.390 -13.308 1.00 42.49 H +ATOM 2940 HA LYS A1074 -2.667 21.980 -12.852 1.00 45.58 H +ATOM 2941 HB3 LYS A1074 -5.576 22.781 -13.261 1.00 49.18 H +ATOM 2942 HB2 LYS A1074 -4.402 22.609 -14.535 1.00 49.18 H +ATOM 2943 HG3 LYS A1074 -2.977 24.371 -13.462 1.00 71.38 H +ATOM 2944 HG2 LYS A1074 -4.211 24.646 -12.269 1.00 71.38 H +ATOM 2945 HD3 LYS A1074 -4.664 24.985 -15.278 1.00 85.44 H +ATOM 2946 HD2 LYS A1074 -4.129 26.259 -14.237 1.00 85.44 H +ATOM 2947 HE3 LYS A1074 -6.429 26.674 -14.365 1.00 97.19 H +ATOM 2948 HE2 LYS A1074 -6.297 25.853 -12.826 1.00 97.19 H +ATOM 2949 HZ1 LYS A1074 -7.139 24.699 -15.403 1.00104.18 H +ATOM 2950 HZ2 LYS A1074 -6.976 23.827 -14.010 1.00104.18 H +ATOM 2951 HZ3 LYS A1074 -8.101 25.030 -14.113 1.00104.18 H +ATOM 2952 N GLU A1075 -5.180 21.863 -10.665 1.00 48.00 N +ATOM 2953 CA GLU A1075 -5.585 22.077 -9.272 1.00 49.76 C +ATOM 2954 C GLU A1075 -5.469 20.825 -8.390 1.00 53.28 C +ATOM 2955 O GLU A1075 -5.564 20.955 -7.169 1.00 53.10 O +ATOM 2956 CB GLU A1075 -7.027 22.637 -9.249 1.00 51.48 C +ATOM 2957 CG GLU A1075 -7.124 24.120 -9.674 1.00 66.34 C +ATOM 2958 CD GLU A1075 -6.547 25.137 -8.670 1.00 98.88 C +ATOM 2959 OE1 GLU A1075 -6.396 24.794 -7.475 1.00 95.63 O +ATOM 2960 OE2 GLU A1075 -6.278 26.270 -9.122 1.00 98.68 O1- +ATOM 2961 H GLU A1075 -5.913 21.578 -11.297 1.00 48.00 H +ATOM 2962 HA GLU A1075 -4.918 22.813 -8.819 1.00 49.76 H +ATOM 2963 HB3 GLU A1075 -7.494 22.492 -8.274 1.00 51.48 H +ATOM 2964 HB2 GLU A1075 -7.647 22.060 -9.934 1.00 51.48 H +ATOM 2965 HG3 GLU A1075 -8.175 24.373 -9.823 1.00 66.34 H +ATOM 2966 HG2 GLU A1075 -6.644 24.255 -10.644 1.00 66.34 H +ATOM 2967 N TYR A1076 -5.279 19.648 -9.014 1.00 50.13 N +ATOM 2968 CA TYR A1076 -5.184 18.331 -8.378 1.00 50.19 C +ATOM 2969 C TYR A1076 -6.446 17.957 -7.577 1.00 52.11 C +ATOM 2970 O TYR A1076 -6.327 17.366 -6.507 1.00 53.52 O +ATOM 2971 CB TYR A1076 -3.875 18.202 -7.561 1.00 54.13 C +ATOM 2972 CG TYR A1076 -2.614 18.454 -8.368 1.00 57.78 C +ATOM 2973 CD1 TYR A1076 -1.910 19.668 -8.226 1.00 62.12 C +ATOM 2974 CD2 TYR A1076 -2.156 17.481 -9.280 1.00 57.80 C +ATOM 2975 CE1 TYR A1076 -0.757 19.910 -8.998 1.00 64.82 C +ATOM 2976 CE2 TYR A1076 -1.005 17.725 -10.054 1.00 59.85 C +ATOM 2977 CZ TYR A1076 -0.305 18.940 -9.913 1.00 71.28 C +ATOM 2978 OH TYR A1076 0.811 19.178 -10.660 1.00 75.29 O +ATOM 2979 H TYR A1076 -5.206 19.646 -10.021 1.00 50.13 H +ATOM 2980 HA TYR A1076 -5.136 17.606 -9.189 1.00 50.19 H +ATOM 2981 HB3 TYR A1076 -3.793 17.199 -7.144 1.00 54.13 H +ATOM 2982 HB2 TYR A1076 -3.889 18.877 -6.704 1.00 54.13 H +ATOM 2983 HD1 TYR A1076 -2.257 20.423 -7.536 1.00 62.12 H +ATOM 2984 HD2 TYR A1076 -2.693 16.552 -9.399 1.00 57.80 H +ATOM 2985 HE1 TYR A1076 -0.223 20.842 -8.889 1.00 64.82 H +ATOM 2986 HE2 TYR A1076 -0.665 16.978 -10.756 1.00 59.85 H +ATOM 2987 HH TYR A1076 1.035 18.453 -11.248 1.00 75.29 H +ATOM 2988 N LYS A1077 -7.625 18.303 -8.117 1.00 44.81 N +ATOM 2989 CA LYS A1077 -8.935 17.968 -7.561 1.00 43.60 C +ATOM 2990 C LYS A1077 -9.643 17.020 -8.530 1.00 41.76 C +ATOM 2991 O LYS A1077 -9.712 17.322 -9.722 1.00 38.21 O +ATOM 2992 CB LYS A1077 -9.773 19.248 -7.392 1.00 46.62 C +ATOM 2993 CG LYS A1077 -9.225 20.227 -6.347 1.00 58.33 C +ATOM 2994 CD LYS A1077 -10.181 21.413 -6.133 1.00 67.59 C +ATOM 2995 CE LYS A1077 -9.692 22.437 -5.097 1.00 79.50 C +ATOM 2996 NZ LYS A1077 -8.547 23.225 -5.587 1.00 87.69 N1+ +ATOM 2997 H LYS A1077 -7.639 18.785 -9.007 1.00 44.81 H +ATOM 2998 HA LYS A1077 -8.838 17.480 -6.589 1.00 43.60 H +ATOM 2999 HB3 LYS A1077 -10.784 18.965 -7.093 1.00 46.62 H +ATOM 3000 HB2 LYS A1077 -9.869 19.760 -8.351 1.00 46.62 H +ATOM 3001 HG3 LYS A1077 -8.247 20.587 -6.666 1.00 58.33 H +ATOM 3002 HG2 LYS A1077 -9.067 19.705 -5.403 1.00 58.33 H +ATOM 3003 HD3 LYS A1077 -11.151 21.030 -5.811 1.00 67.59 H +ATOM 3004 HD2 LYS A1077 -10.370 21.908 -7.087 1.00 67.59 H +ATOM 3005 HE3 LYS A1077 -9.420 21.938 -4.166 1.00 79.50 H +ATOM 3006 HE2 LYS A1077 -10.500 23.130 -4.860 1.00 79.50 H +ATOM 3007 HZ1 LYS A1077 -8.803 23.715 -6.432 1.00 87.69 H +ATOM 3008 HZ2 LYS A1077 -8.267 23.900 -4.892 1.00 87.69 H +ATOM 3009 HZ3 LYS A1077 -7.769 22.614 -5.792 1.00 87.69 H +ATOM 3010 N PHE A1078 -10.177 15.913 -7.995 1.00 36.93 N +ATOM 3011 CA PHE A1078 -10.895 14.905 -8.764 1.00 34.49 C +ATOM 3012 C PHE A1078 -12.338 14.858 -8.243 1.00 39.60 C +ATOM 3013 O PHE A1078 -12.585 14.362 -7.144 1.00 40.48 O +ATOM 3014 CB PHE A1078 -10.163 13.553 -8.631 1.00 35.26 C +ATOM 3015 CG PHE A1078 -10.493 12.591 -9.753 1.00 34.98 C +ATOM 3016 CD1 PHE A1078 -9.616 12.456 -10.849 1.00 36.30 C +ATOM 3017 CD2 PHE A1078 -11.752 11.962 -9.802 1.00 35.94 C +ATOM 3018 CE1 PHE A1078 -9.990 11.692 -11.946 1.00 35.94 C +ATOM 3019 CE2 PHE A1078 -12.103 11.200 -10.902 1.00 37.30 C +ATOM 3020 CZ PHE A1078 -11.232 11.074 -11.975 1.00 34.53 C +ATOM 3021 H PHE A1078 -10.074 15.726 -7.005 1.00 36.93 H +ATOM 3022 HA PHE A1078 -10.911 15.172 -9.822 1.00 34.49 H +ATOM 3023 HB3 PHE A1078 -10.381 13.079 -7.673 1.00 35.26 H +ATOM 3024 HB2 PHE A1078 -9.086 13.717 -8.642 1.00 35.26 H +ATOM 3025 HD1 PHE A1078 -8.660 12.960 -10.852 1.00 36.30 H +ATOM 3026 HD2 PHE A1078 -12.462 12.090 -8.999 1.00 35.94 H +ATOM 3027 HE1 PHE A1078 -9.324 11.597 -12.788 1.00 35.94 H +ATOM 3028 HE2 PHE A1078 -13.078 10.743 -10.924 1.00 37.30 H +ATOM 3029 HZ PHE A1078 -11.523 10.502 -12.843 1.00 34.53 H +ATOM 3030 N TYR A1079 -13.251 15.383 -9.069 1.00 35.49 N +ATOM 3031 CA TYR A1079 -14.699 15.432 -8.867 1.00 35.71 C +ATOM 3032 C TYR A1079 -15.372 14.145 -9.384 1.00 36.13 C +ATOM 3033 O TYR A1079 -14.705 13.288 -9.964 1.00 33.76 O +ATOM 3034 CB TYR A1079 -15.243 16.673 -9.619 1.00 37.14 C +ATOM 3035 CG TYR A1079 -14.753 18.019 -9.104 1.00 41.82 C +ATOM 3036 CD1 TYR A1079 -15.584 18.803 -8.276 1.00 45.55 C +ATOM 3037 CD2 TYR A1079 -13.470 18.498 -9.452 1.00 42.95 C +ATOM 3038 CE1 TYR A1079 -15.127 20.039 -7.777 1.00 48.19 C +ATOM 3039 CE2 TYR A1079 -13.011 19.728 -8.945 1.00 44.97 C +ATOM 3040 CZ TYR A1079 -13.835 20.496 -8.101 1.00 54.63 C +ATOM 3041 OH TYR A1079 -13.381 21.681 -7.599 1.00 58.40 O +ATOM 3042 H TYR A1079 -12.940 15.728 -9.968 1.00 35.49 H +ATOM 3043 HA TYR A1079 -14.910 15.528 -7.804 1.00 35.71 H +ATOM 3044 HB3 TYR A1079 -16.331 16.687 -9.569 1.00 37.14 H +ATOM 3045 HB2 TYR A1079 -15.004 16.605 -10.682 1.00 37.14 H +ATOM 3046 HD1 TYR A1079 -16.571 18.454 -8.007 1.00 45.55 H +ATOM 3047 HD2 TYR A1079 -12.828 17.919 -10.099 1.00 42.95 H +ATOM 3048 HE1 TYR A1079 -15.767 20.629 -7.137 1.00 48.19 H +ATOM 3049 HE2 TYR A1079 -12.025 20.081 -9.205 1.00 44.97 H +ATOM 3050 HH TYR A1079 -14.028 22.123 -7.043 1.00 58.40 H +ATOM 3051 N TYR A1080 -16.702 14.042 -9.223 1.00 32.40 N +ATOM 3052 CA TYR A1080 -17.512 13.046 -9.939 1.00 30.87 C +ATOM 3053 C TYR A1080 -17.542 13.317 -11.455 1.00 32.51 C +ATOM 3054 O TYR A1080 -17.430 12.377 -12.238 1.00 30.72 O +ATOM 3055 CB TYR A1080 -18.938 12.999 -9.362 1.00 32.98 C +ATOM 3056 CG TYR A1080 -19.032 12.486 -7.936 1.00 35.85 C +ATOM 3057 CD1 TYR A1080 -18.695 11.147 -7.644 1.00 37.45 C +ATOM 3058 CD2 TYR A1080 -19.477 13.336 -6.902 1.00 38.07 C +ATOM 3059 CE1 TYR A1080 -18.818 10.655 -6.331 1.00 40.49 C +ATOM 3060 CE2 TYR A1080 -19.600 12.844 -5.588 1.00 40.41 C +ATOM 3061 CZ TYR A1080 -19.277 11.503 -5.305 1.00 44.30 C +ATOM 3062 OH TYR A1080 -19.410 11.026 -4.036 1.00 44.69 O +ATOM 3063 H TYR A1080 -17.208 14.750 -8.710 1.00 32.40 H +ATOM 3064 HA TYR A1080 -17.052 12.066 -9.794 1.00 30.87 H +ATOM 3065 HB3 TYR A1080 -19.560 12.345 -9.974 1.00 32.98 H +ATOM 3066 HB2 TYR A1080 -19.400 13.985 -9.425 1.00 32.98 H +ATOM 3067 HD1 TYR A1080 -18.346 10.490 -8.426 1.00 37.45 H +ATOM 3068 HD2 TYR A1080 -19.735 14.363 -7.111 1.00 38.07 H +ATOM 3069 HE1 TYR A1080 -18.566 9.627 -6.116 1.00 40.49 H +ATOM 3070 HE2 TYR A1080 -19.946 13.496 -4.799 1.00 40.41 H +ATOM 3071 HH TYR A1080 -19.090 10.127 -3.938 1.00 44.69 H +ATOM 3072 N ALA A1081 -17.605 14.604 -11.842 1.00 29.56 N +ATOM 3073 CA ALA A1081 -17.512 15.064 -13.228 1.00 27.95 C +ATOM 3074 C ALA A1081 -16.170 14.748 -13.915 1.00 27.99 C +ATOM 3075 O ALA A1081 -16.124 14.729 -15.142 1.00 26.14 O +ATOM 3076 CB ALA A1081 -17.798 16.573 -13.264 1.00 28.95 C +ATOM 3077 H ALA A1081 -17.713 15.325 -11.141 1.00 29.56 H +ATOM 3078 HA ALA A1081 -18.290 14.551 -13.796 1.00 27.95 H +ATOM 3079 HB1 ALA A1081 -17.793 16.956 -14.285 1.00 28.95 H +ATOM 3080 HB2 ALA A1081 -18.781 16.794 -12.847 1.00 28.95 H +ATOM 3081 HB3 ALA A1081 -17.061 17.135 -12.690 1.00 28.95 H +ATOM 3082 N SER A1082 -15.102 14.505 -13.138 1.00 25.39 N +ATOM 3083 CA SER A1082 -13.776 14.151 -13.646 1.00 24.95 C +ATOM 3084 C SER A1082 -13.745 12.745 -14.282 1.00 27.35 C +ATOM 3085 O SER A1082 -13.055 12.563 -15.284 1.00 26.99 O +ATOM 3086 CB SER A1082 -12.763 14.260 -12.500 1.00 28.68 C +ATOM 3087 OG SER A1082 -12.732 15.566 -11.967 1.00 33.92 O +ATOM 3088 H SER A1082 -15.195 14.533 -12.132 1.00 25.39 H +ATOM 3089 HA SER A1082 -13.498 14.869 -14.420 1.00 24.95 H +ATOM 3090 HB3 SER A1082 -11.764 14.000 -12.839 1.00 28.68 H +ATOM 3091 HB2 SER A1082 -13.008 13.569 -11.703 1.00 28.68 H +ATOM 3092 HG SER A1082 -12.333 16.169 -12.606 1.00 33.92 H +ATOM 3093 N ASP A1083 -14.537 11.799 -13.743 1.00 23.13 N +ATOM 3094 CA ASP A1083 -14.788 10.488 -14.354 1.00 22.18 C +ATOM 3095 C ASP A1083 -15.611 10.564 -15.651 1.00 25.02 C +ATOM 3096 O ASP A1083 -15.428 9.691 -16.496 1.00 23.63 O +ATOM 3097 CB ASP A1083 -15.474 9.498 -13.386 1.00 24.19 C +ATOM 3098 CG ASP A1083 -14.601 8.937 -12.259 1.00 28.00 C +ATOM 3099 OD1 ASP A1083 -13.433 8.581 -12.529 1.00 27.87 O +ATOM 3100 OD2 ASP A1083 -15.162 8.716 -11.167 1.00 31.18 O1- +ATOM 3101 H ASP A1083 -15.083 12.016 -12.921 1.00 23.13 H +ATOM 3102 HA ASP A1083 -13.818 10.082 -14.642 1.00 22.18 H +ATOM 3103 HB3 ASP A1083 -15.865 8.648 -13.943 1.00 24.19 H +ATOM 3104 HB2 ASP A1083 -16.333 9.997 -12.937 1.00 24.19 H +ATOM 3105 N VAL A1084 -16.478 11.581 -15.808 1.00 23.20 N +ATOM 3106 CA VAL A1084 -17.237 11.816 -17.043 1.00 22.46 C +ATOM 3107 C VAL A1084 -16.326 12.236 -18.215 1.00 25.25 C +ATOM 3108 O VAL A1084 -16.560 11.779 -19.334 1.00 23.49 O +ATOM 3109 CB VAL A1084 -18.378 12.855 -16.849 1.00 25.40 C +ATOM 3110 CG1 VAL A1084 -19.004 13.409 -18.149 1.00 24.52 C +ATOM 3111 CG2 VAL A1084 -19.467 12.272 -15.928 1.00 25.38 C +ATOM 3112 H VAL A1084 -16.590 12.265 -15.073 1.00 23.20 H +ATOM 3113 HA VAL A1084 -17.704 10.870 -17.322 1.00 22.46 H +ATOM 3114 HB VAL A1084 -17.970 13.719 -16.335 1.00 25.40 H +ATOM 3115 HG11 VAL A1084 -19.744 14.170 -17.923 1.00 24.52 H +ATOM 3116 HG12 VAL A1084 -18.280 13.911 -18.790 1.00 24.52 H +ATOM 3117 HG13 VAL A1084 -19.487 12.624 -18.732 1.00 24.52 H +ATOM 3118 HG21 VAL A1084 -20.235 13.007 -15.704 1.00 25.38 H +ATOM 3119 HG22 VAL A1084 -19.957 11.412 -16.385 1.00 25.38 H +ATOM 3120 HG23 VAL A1084 -19.053 11.952 -14.972 1.00 25.38 H +ATOM 3121 N TRP A1085 -15.279 13.034 -17.932 1.00 23.54 N +ATOM 3122 CA TRP A1085 -14.206 13.342 -18.882 1.00 23.20 C +ATOM 3123 C TRP A1085 -13.454 12.077 -19.319 1.00 25.99 C +ATOM 3124 O TRP A1085 -13.253 11.889 -20.518 1.00 26.38 O +ATOM 3125 CB TRP A1085 -13.269 14.426 -18.303 1.00 22.62 C +ATOM 3126 CG TRP A1085 -12.128 14.881 -19.175 1.00 22.84 C +ATOM 3127 CD1 TRP A1085 -11.055 14.132 -19.515 1.00 25.30 C +ATOM 3128 CD2 TRP A1085 -11.921 16.174 -19.828 1.00 22.79 C +ATOM 3129 NE1 TRP A1085 -10.233 14.839 -20.359 1.00 24.54 N +ATOM 3130 CE2 TRP A1085 -10.718 16.104 -20.594 1.00 26.50 C +ATOM 3131 CE3 TRP A1085 -12.618 17.404 -19.853 1.00 24.28 C +ATOM 3132 CZ2 TRP A1085 -10.252 17.180 -21.365 1.00 26.19 C +ATOM 3133 CZ3 TRP A1085 -12.152 18.496 -20.615 1.00 25.94 C +ATOM 3134 CH2 TRP A1085 -10.975 18.384 -21.378 1.00 26.22 C +ATOM 3135 H TRP A1085 -15.153 13.373 -16.988 1.00 23.54 H +ATOM 3136 HA TRP A1085 -14.660 13.744 -19.784 1.00 23.20 H +ATOM 3137 HB3 TRP A1085 -12.840 14.080 -17.363 1.00 22.62 H +ATOM 3138 HB2 TRP A1085 -13.860 15.308 -18.052 1.00 22.62 H +ATOM 3139 HD1 TRP A1085 -10.890 13.120 -19.184 1.00 25.30 H +ATOM 3140 HE1 TRP A1085 -9.371 14.455 -20.731 1.00 24.54 H +ATOM 3141 HE3 TRP A1085 -13.527 17.507 -19.285 1.00 24.28 H +ATOM 3142 HZ2 TRP A1085 -9.346 17.075 -21.938 1.00 26.19 H +ATOM 3143 HZ3 TRP A1085 -12.701 19.424 -20.620 1.00 25.94 H +ATOM 3144 HH2 TRP A1085 -10.626 19.223 -21.962 1.00 26.22 H +ATOM 3145 N SER A1086 -13.092 11.228 -18.343 1.00 23.27 N +ATOM 3146 CA SER A1086 -12.412 9.953 -18.565 1.00 22.29 C +ATOM 3147 C SER A1086 -13.274 8.947 -19.353 1.00 25.76 C +ATOM 3148 O SER A1086 -12.707 8.181 -20.130 1.00 25.35 O +ATOM 3149 CB SER A1086 -11.978 9.362 -17.215 1.00 24.31 C +ATOM 3150 OG SER A1086 -11.144 10.256 -16.504 1.00 27.11 O +ATOM 3151 H SER A1086 -13.281 11.465 -17.378 1.00 23.27 H +ATOM 3152 HA SER A1086 -11.518 10.152 -19.159 1.00 22.29 H +ATOM 3153 HB3 SER A1086 -11.420 8.439 -17.370 1.00 24.31 H +ATOM 3154 HB2 SER A1086 -12.840 9.115 -16.597 1.00 24.31 H +ATOM 3155 HG SER A1086 -10.415 10.519 -17.077 1.00 27.11 H +ATOM 3156 N PHE A1087 -14.612 9.007 -19.195 1.00 22.49 N +ATOM 3157 CA PHE A1087 -15.589 8.295 -20.022 1.00 21.87 C +ATOM 3158 C PHE A1087 -15.618 8.765 -21.483 1.00 26.76 C +ATOM 3159 O PHE A1087 -15.773 7.924 -22.363 1.00 27.22 O +ATOM 3160 CB PHE A1087 -16.998 8.282 -19.373 1.00 24.21 C +ATOM 3161 CG PHE A1087 -18.139 7.909 -20.310 1.00 25.86 C +ATOM 3162 CD1 PHE A1087 -18.280 6.574 -20.745 1.00 28.01 C +ATOM 3163 CD2 PHE A1087 -18.909 8.917 -20.932 1.00 26.70 C +ATOM 3164 CE1 PHE A1087 -19.174 6.264 -21.760 1.00 28.28 C +ATOM 3165 CE2 PHE A1087 -19.803 8.585 -21.941 1.00 28.37 C +ATOM 3166 CZ PHE A1087 -19.928 7.266 -22.358 1.00 26.26 C +ATOM 3167 H PHE A1087 -14.996 9.642 -18.508 1.00 22.49 H +ATOM 3168 HA PHE A1087 -15.264 7.254 -20.052 1.00 21.87 H +ATOM 3169 HB3 PHE A1087 -17.220 9.244 -18.916 1.00 24.21 H +ATOM 3170 HB2 PHE A1087 -17.001 7.559 -18.562 1.00 24.21 H +ATOM 3171 HD1 PHE A1087 -17.662 5.798 -20.320 1.00 28.01 H +ATOM 3172 HD2 PHE A1087 -18.781 9.951 -20.647 1.00 26.70 H +ATOM 3173 HE1 PHE A1087 -19.270 5.244 -22.097 1.00 28.28 H +ATOM 3174 HE2 PHE A1087 -20.388 9.359 -22.416 1.00 28.37 H +ATOM 3175 HZ PHE A1087 -20.613 7.022 -23.156 1.00 26.26 H +ATOM 3176 N GLY A1088 -15.463 10.078 -21.725 1.00 25.20 N +ATOM 3177 CA GLY A1088 -15.397 10.647 -23.072 1.00 24.53 C +ATOM 3178 C GLY A1088 -14.144 10.153 -23.812 1.00 25.56 C +ATOM 3179 O GLY A1088 -14.215 9.886 -25.010 1.00 24.64 O +ATOM 3180 H GLY A1088 -15.360 10.718 -20.948 1.00 25.20 H +ATOM 3181 HA3 GLY A1088 -15.369 11.734 -23.000 1.00 24.53 H +ATOM 3182 HA2 GLY A1088 -16.295 10.385 -23.634 1.00 24.53 H +ATOM 3183 N VAL A1089 -13.018 9.990 -23.092 1.00 22.27 N +ATOM 3184 CA VAL A1089 -11.773 9.430 -23.621 1.00 21.54 C +ATOM 3185 C VAL A1089 -11.845 7.892 -23.772 1.00 25.32 C +ATOM 3186 O VAL A1089 -11.253 7.367 -24.713 1.00 25.91 O +ATOM 3187 CB VAL A1089 -10.538 9.818 -22.757 1.00 24.92 C +ATOM 3188 CG1 VAL A1089 -9.205 9.300 -23.330 1.00 24.42 C +ATOM 3189 CG2 VAL A1089 -10.419 11.342 -22.593 1.00 24.24 C +ATOM 3190 H VAL A1089 -13.022 10.219 -22.107 1.00 22.27 H +ATOM 3191 HA VAL A1089 -11.612 9.844 -24.616 1.00 21.54 H +ATOM 3192 HB VAL A1089 -10.659 9.389 -21.761 1.00 24.92 H +ATOM 3193 HG11 VAL A1089 -8.358 9.619 -22.723 1.00 24.42 H +ATOM 3194 HG12 VAL A1089 -9.165 8.214 -23.374 1.00 24.42 H +ATOM 3195 HG13 VAL A1089 -9.045 9.679 -24.340 1.00 24.42 H +ATOM 3196 HG21 VAL A1089 -9.521 11.613 -22.042 1.00 24.24 H +ATOM 3197 HG22 VAL A1089 -10.373 11.837 -23.563 1.00 24.24 H +ATOM 3198 HG23 VAL A1089 -11.258 11.760 -22.043 1.00 24.24 H +ATOM 3199 N THR A1090 -12.615 7.201 -22.911 1.00 22.27 N +ATOM 3200 CA THR A1090 -12.918 5.771 -23.052 1.00 21.73 C +ATOM 3201 C THR A1090 -13.803 5.497 -24.282 1.00 24.89 C +ATOM 3202 O THR A1090 -13.496 4.581 -25.038 1.00 24.37 O +ATOM 3203 CB THR A1090 -13.638 5.177 -21.811 1.00 26.43 C +ATOM 3204 OG1 THR A1090 -12.855 5.394 -20.661 1.00 23.21 O +ATOM 3205 CG2 THR A1090 -13.917 3.664 -21.880 1.00 26.50 C +ATOM 3206 H THR A1090 -13.071 7.685 -22.149 1.00 22.27 H +ATOM 3207 HA THR A1090 -11.974 5.239 -23.187 1.00 21.73 H +ATOM 3208 HB THR A1090 -14.587 5.688 -21.652 1.00 26.43 H +ATOM 3209 HG1 THR A1090 -12.746 6.342 -20.526 1.00 23.21 H +ATOM 3210 HG21 THR A1090 -14.289 3.293 -20.925 1.00 26.50 H +ATOM 3211 HG22 THR A1090 -14.666 3.418 -22.633 1.00 26.50 H +ATOM 3212 HG23 THR A1090 -13.011 3.107 -22.118 1.00 26.50 H +ATOM 3213 N LEU A1091 -14.844 6.326 -24.480 1.00 21.38 N +ATOM 3214 CA LEU A1091 -15.754 6.315 -25.626 1.00 21.26 C +ATOM 3215 C LEU A1091 -15.027 6.594 -26.953 1.00 25.55 C +ATOM 3216 O LEU A1091 -15.338 5.943 -27.948 1.00 24.92 O +ATOM 3217 CB LEU A1091 -16.902 7.321 -25.358 1.00 21.18 C +ATOM 3218 CG LEU A1091 -18.043 7.343 -26.400 1.00 26.34 C +ATOM 3219 CD1 LEU A1091 -18.736 5.972 -26.517 1.00 27.66 C +ATOM 3220 CD2 LEU A1091 -19.046 8.478 -26.096 1.00 28.91 C +ATOM 3221 H LEU A1091 -15.031 7.043 -23.789 1.00 21.38 H +ATOM 3222 HA LEU A1091 -16.172 5.309 -25.684 1.00 21.26 H +ATOM 3223 HB3 LEU A1091 -16.476 8.322 -25.277 1.00 21.18 H +ATOM 3224 HB2 LEU A1091 -17.339 7.107 -24.381 1.00 21.18 H +ATOM 3225 HG LEU A1091 -17.612 7.573 -27.373 1.00 26.34 H +ATOM 3226 HD11 LEU A1091 -19.820 6.049 -26.604 1.00 27.66 H +ATOM 3227 HD12 LEU A1091 -18.386 5.428 -27.392 1.00 27.66 H +ATOM 3228 HD13 LEU A1091 -18.522 5.346 -25.651 1.00 27.66 H +ATOM 3229 HD21 LEU A1091 -19.158 9.136 -26.959 1.00 28.91 H +ATOM 3230 HD22 LEU A1091 -20.039 8.108 -25.839 1.00 28.91 H +ATOM 3231 HD23 LEU A1091 -18.721 9.099 -25.260 1.00 28.91 H +ATOM 3232 N TYR A1092 -14.031 7.499 -26.923 1.00 23.80 N +ATOM 3233 CA TYR A1092 -13.099 7.753 -28.021 1.00 23.59 C +ATOM 3234 C TYR A1092 -12.315 6.491 -28.425 1.00 28.07 C +ATOM 3235 O TYR A1092 -12.272 6.181 -29.614 1.00 28.26 O +ATOM 3236 CB TYR A1092 -12.173 8.936 -27.658 1.00 24.03 C +ATOM 3237 CG TYR A1092 -11.033 9.197 -28.626 1.00 25.49 C +ATOM 3238 CD1 TYR A1092 -11.301 9.688 -29.920 1.00 27.64 C +ATOM 3239 CD2 TYR A1092 -9.705 8.903 -28.251 1.00 25.28 C +ATOM 3240 CE1 TYR A1092 -10.251 9.863 -30.838 1.00 27.61 C +ATOM 3241 CE2 TYR A1092 -8.652 9.096 -29.166 1.00 25.84 C +ATOM 3242 CZ TYR A1092 -8.929 9.573 -30.462 1.00 31.24 C +ATOM 3243 OH TYR A1092 -7.926 9.744 -31.367 1.00 30.99 O +ATOM 3244 H TYR A1092 -13.854 8.006 -26.066 1.00 23.80 H +ATOM 3245 HA TYR A1092 -13.698 8.053 -28.883 1.00 23.59 H +ATOM 3246 HB3 TYR A1092 -11.731 8.761 -26.683 1.00 24.03 H +ATOM 3247 HB2 TYR A1092 -12.756 9.847 -27.538 1.00 24.03 H +ATOM 3248 HD1 TYR A1092 -12.315 9.900 -30.224 1.00 27.64 H +ATOM 3249 HD2 TYR A1092 -9.491 8.520 -27.264 1.00 25.28 H +ATOM 3250 HE1 TYR A1092 -10.457 10.196 -31.843 1.00 27.61 H +ATOM 3251 HE2 TYR A1092 -7.639 8.871 -28.867 1.00 25.84 H +ATOM 3252 HH TYR A1092 -7.106 9.333 -31.072 1.00 30.99 H +ATOM 3253 N GLU A1093 -11.768 5.761 -27.435 1.00 24.82 N +ATOM 3254 CA GLU A1093 -11.086 4.484 -27.646 1.00 23.87 C +ATOM 3255 C GLU A1093 -11.975 3.389 -28.258 1.00 29.02 C +ATOM 3256 O GLU A1093 -11.477 2.664 -29.115 1.00 29.63 O +ATOM 3257 CB GLU A1093 -10.427 3.973 -26.356 1.00 24.44 C +ATOM 3258 CG GLU A1093 -9.237 4.821 -25.884 1.00 27.04 C +ATOM 3259 CD GLU A1093 -8.637 4.226 -24.611 1.00 39.48 C +ATOM 3260 OE1 GLU A1093 -9.243 4.419 -23.533 1.00 26.77 O +ATOM 3261 OE2 GLU A1093 -7.591 3.554 -24.738 1.00 32.38 O1- +ATOM 3262 H GLU A1093 -11.845 6.074 -26.476 1.00 24.82 H +ATOM 3263 HA GLU A1093 -10.281 4.673 -28.357 1.00 23.87 H +ATOM 3264 HB3 GLU A1093 -10.087 2.947 -26.501 1.00 24.44 H +ATOM 3265 HB2 GLU A1093 -11.167 3.920 -25.560 1.00 24.44 H +ATOM 3266 HG3 GLU A1093 -9.531 5.852 -25.702 1.00 27.04 H +ATOM 3267 HG2 GLU A1093 -8.481 4.862 -26.670 1.00 27.04 H +ATOM 3268 N LEU A1094 -13.259 3.299 -27.860 1.00 26.56 N +ATOM 3269 CA LEU A1094 -14.192 2.306 -28.409 1.00 27.12 C +ATOM 3270 C LEU A1094 -14.478 2.531 -29.905 1.00 29.23 C +ATOM 3271 O LEU A1094 -14.481 1.561 -30.660 1.00 30.58 O +ATOM 3272 CB LEU A1094 -15.520 2.246 -27.615 1.00 27.75 C +ATOM 3273 CG LEU A1094 -15.421 2.018 -26.089 1.00 33.45 C +ATOM 3274 CD1 LEU A1094 -16.789 1.644 -25.482 1.00 34.25 C +ATOM 3275 CD2 LEU A1094 -14.323 1.027 -25.666 1.00 37.20 C +ATOM 3276 H LEU A1094 -13.614 3.919 -27.144 1.00 26.56 H +ATOM 3277 HA LEU A1094 -13.708 1.330 -28.327 1.00 27.12 H +ATOM 3278 HB3 LEU A1094 -16.113 1.436 -28.041 1.00 27.75 H +ATOM 3279 HB2 LEU A1094 -16.100 3.154 -27.790 1.00 27.75 H +ATOM 3280 HG LEU A1094 -15.166 2.977 -25.652 1.00 33.45 H +ATOM 3281 HD11 LEU A1094 -17.053 2.322 -24.669 1.00 34.25 H +ATOM 3282 HD12 LEU A1094 -17.592 1.700 -26.216 1.00 34.25 H +ATOM 3283 HD13 LEU A1094 -16.794 0.632 -25.076 1.00 34.25 H +ATOM 3284 HD21 LEU A1094 -14.466 0.703 -24.636 1.00 37.20 H +ATOM 3285 HD22 LEU A1094 -14.313 0.140 -26.299 1.00 37.20 H +ATOM 3286 HD23 LEU A1094 -13.335 1.487 -25.711 1.00 37.20 H +ATOM 3287 N LEU A1095 -14.672 3.802 -30.304 1.00 26.35 N +ATOM 3288 CA LEU A1095 -14.961 4.209 -31.682 1.00 28.85 C +ATOM 3289 C LEU A1095 -13.734 4.120 -32.619 1.00 32.34 C +ATOM 3290 O LEU A1095 -13.931 3.898 -33.813 1.00 33.48 O +ATOM 3291 CB LEU A1095 -15.577 5.632 -31.691 1.00 29.95 C +ATOM 3292 CG LEU A1095 -17.110 5.748 -31.482 1.00 37.01 C +ATOM 3293 CD1 LEU A1095 -17.928 4.993 -32.548 1.00 41.99 C +ATOM 3294 CD2 LEU A1095 -17.598 5.424 -30.060 1.00 37.43 C +ATOM 3295 H LEU A1095 -14.644 4.545 -29.618 1.00 26.35 H +ATOM 3296 HA LEU A1095 -15.694 3.506 -32.081 1.00 28.85 H +ATOM 3297 HB3 LEU A1095 -15.375 6.094 -32.658 1.00 29.95 H +ATOM 3298 HB2 LEU A1095 -15.062 6.260 -30.963 1.00 29.95 H +ATOM 3299 HG LEU A1095 -17.340 6.802 -31.630 1.00 37.01 H +ATOM 3300 HD11 LEU A1095 -18.648 5.658 -33.026 1.00 41.99 H +ATOM 3301 HD12 LEU A1095 -17.300 4.585 -33.335 1.00 41.99 H +ATOM 3302 HD13 LEU A1095 -18.483 4.155 -32.126 1.00 41.99 H +ATOM 3303 HD21 LEU A1095 -18.614 5.029 -30.052 1.00 37.43 H +ATOM 3304 HD22 LEU A1095 -16.973 4.692 -29.555 1.00 37.43 H +ATOM 3305 HD23 LEU A1095 -17.608 6.330 -29.455 1.00 37.43 H +ATOM 3306 N THR A1096 -12.506 4.251 -32.084 1.00 28.49 N +ATOM 3307 CA THR A1096 -11.253 3.995 -32.816 1.00 28.46 C +ATOM 3308 C THR A1096 -10.852 2.497 -32.815 1.00 34.09 C +ATOM 3309 O THR A1096 -9.856 2.153 -33.452 1.00 34.31 O +ATOM 3310 CB THR A1096 -10.059 4.808 -32.236 1.00 31.93 C +ATOM 3311 OG1 THR A1096 -9.741 4.419 -30.916 1.00 28.23 O +ATOM 3312 CG2 THR A1096 -10.258 6.329 -32.269 1.00 33.74 C +ATOM 3313 H THR A1096 -12.415 4.453 -31.098 1.00 28.49 H +ATOM 3314 HA THR A1096 -11.377 4.297 -33.856 1.00 28.46 H +ATOM 3315 HB THR A1096 -9.172 4.597 -32.833 1.00 31.93 H +ATOM 3316 HG1 THR A1096 -10.439 4.736 -30.336 1.00 28.23 H +ATOM 3317 HG21 THR A1096 -9.410 6.848 -31.821 1.00 33.74 H +ATOM 3318 HG22 THR A1096 -10.359 6.687 -33.292 1.00 33.74 H +ATOM 3319 HG23 THR A1096 -11.150 6.635 -31.735 1.00 33.74 H +ATOM 3320 N HIS A1097 -11.615 1.642 -32.103 1.00 31.69 N +ATOM 3321 CA HIS A1097 -11.381 0.204 -31.900 1.00 31.97 C +ATOM 3322 C HIS A1097 -10.062 -0.104 -31.165 1.00 33.69 C +ATOM 3323 O HIS A1097 -9.451 -1.146 -31.396 1.00 33.12 O +ATOM 3324 CB HIS A1097 -11.554 -0.597 -33.212 1.00 35.14 C +ATOM 3325 CG HIS A1097 -12.938 -0.518 -33.800 1.00 40.55 C +ATOM 3326 ND1 HIS A1097 -13.357 0.538 -34.617 1.00 43.74 N +ATOM 3327 CD2 HIS A1097 -13.982 -1.406 -33.645 1.00 43.94 C +ATOM 3328 CE1 HIS A1097 -14.618 0.257 -34.914 1.00 44.01 C +ATOM 3329 NE2 HIS A1097 -15.038 -0.885 -34.369 1.00 44.57 N +ATOM 3330 H HIS A1097 -12.425 2.012 -31.624 1.00 31.69 H +ATOM 3331 HA HIS A1097 -12.165 -0.123 -31.216 1.00 31.97 H +ATOM 3332 HB3 HIS A1097 -11.341 -1.653 -33.046 1.00 35.14 H +ATOM 3333 HB2 HIS A1097 -10.844 -0.264 -33.967 1.00 35.14 H +ATOM 3334 HD2 HIS A1097 -14.056 -2.331 -33.092 1.00 43.94 H +ATOM 3335 HE1 HIS A1097 -15.240 0.888 -35.531 1.00 44.01 H +ATOM 3336 HE2 HIS A1097 -15.963 -1.292 -34.456 1.00 44.57 H +ATOM 3337 N CYS A1098 -9.658 0.828 -30.285 1.00 28.70 N +ATOM 3338 CA CYS A1098 -8.478 0.796 -29.422 1.00 27.70 C +ATOM 3339 C CYS A1098 -7.155 0.700 -30.208 1.00 30.22 C +ATOM 3340 O CYS A1098 -6.198 0.093 -29.727 1.00 27.75 O +ATOM 3341 CB CYS A1098 -8.592 -0.268 -28.315 1.00 27.86 C +ATOM 3342 SG CYS A1098 -10.039 0.093 -27.277 1.00 31.27 S +ATOM 3343 H CYS A1098 -10.254 1.635 -30.150 1.00 28.70 H +ATOM 3344 HA CYS A1098 -8.453 1.767 -28.928 1.00 27.70 H +ATOM 3345 HB3 CYS A1098 -7.706 -0.255 -27.682 1.00 27.86 H +ATOM 3346 HB2 CYS A1098 -8.685 -1.270 -28.729 1.00 27.86 H +ATOM 3347 HG CYS A1098 -10.014 -1.059 -26.600 1.00 31.27 H +ATOM 3348 N ASP A1099 -7.130 1.319 -31.404 1.00 28.20 N +ATOM 3349 CA ASP A1099 -5.967 1.423 -32.283 1.00 29.09 C +ATOM 3350 C ASP A1099 -4.871 2.253 -31.590 1.00 32.04 C +ATOM 3351 O ASP A1099 -5.137 3.386 -31.191 1.00 29.80 O +ATOM 3352 CB ASP A1099 -6.383 2.011 -33.658 1.00 31.01 C +ATOM 3353 CG ASP A1099 -5.334 2.058 -34.786 1.00 42.86 C +ATOM 3354 OD1 ASP A1099 -4.205 1.546 -34.615 1.00 44.82 O +ATOM 3355 OD2 ASP A1099 -5.706 2.585 -35.856 1.00 55.40 O1- +ATOM 3356 H ASP A1099 -7.968 1.778 -31.732 1.00 28.20 H +ATOM 3357 HA ASP A1099 -5.599 0.408 -32.440 1.00 29.09 H +ATOM 3358 HB3 ASP A1099 -6.782 3.015 -33.511 1.00 31.01 H +ATOM 3359 HB2 ASP A1099 -7.232 1.442 -34.033 1.00 31.01 H +ATOM 3360 N SER A1100 -3.673 1.660 -31.457 1.00 30.26 N +ATOM 3361 CA SER A1100 -2.501 2.255 -30.813 1.00 30.30 C +ATOM 3362 C SER A1100 -2.007 3.557 -31.475 1.00 34.31 C +ATOM 3363 O SER A1100 -1.544 4.442 -30.757 1.00 34.07 O +ATOM 3364 CB SER A1100 -1.395 1.186 -30.688 1.00 35.14 C +ATOM 3365 OG SER A1100 -0.812 0.863 -31.936 1.00 49.21 O +ATOM 3366 H SER A1100 -3.544 0.722 -31.816 1.00 30.26 H +ATOM 3367 HA SER A1100 -2.810 2.508 -29.798 1.00 30.30 H +ATOM 3368 HB3 SER A1100 -1.789 0.278 -30.231 1.00 35.14 H +ATOM 3369 HB2 SER A1100 -0.604 1.548 -30.030 1.00 35.14 H +ATOM 3370 HG SER A1100 -0.171 0.161 -31.804 1.00 49.21 H +ATOM 3371 N SER A1101 -2.165 3.675 -32.806 1.00 31.40 N +ATOM 3372 CA SER A1101 -1.859 4.886 -33.572 1.00 31.93 C +ATOM 3373 C SER A1101 -2.867 6.034 -33.343 1.00 35.91 C +ATOM 3374 O SER A1101 -2.506 7.191 -33.557 1.00 36.89 O +ATOM 3375 CB SER A1101 -1.697 4.523 -35.064 1.00 36.50 C +ATOM 3376 OG SER A1101 -2.929 4.318 -35.729 1.00 42.36 O +ATOM 3377 H SER A1101 -2.558 2.902 -33.327 1.00 31.40 H +ATOM 3378 HA SER A1101 -0.886 5.241 -33.226 1.00 31.93 H +ATOM 3379 HB3 SER A1101 -1.073 3.636 -35.181 1.00 36.50 H +ATOM 3380 HB2 SER A1101 -1.179 5.333 -35.580 1.00 36.50 H +ATOM 3381 HG SER A1101 -3.291 3.462 -35.475 1.00 42.36 H +ATOM 3382 N GLN A1102 -4.091 5.700 -32.898 1.00 29.85 N +ATOM 3383 CA GLN A1102 -5.158 6.649 -32.581 1.00 28.09 C +ATOM 3384 C GLN A1102 -5.318 6.881 -31.067 1.00 29.55 C +ATOM 3385 O GLN A1102 -6.205 7.643 -30.690 1.00 27.73 O +ATOM 3386 CB GLN A1102 -6.487 6.161 -33.198 1.00 29.07 C +ATOM 3387 CG GLN A1102 -6.456 6.050 -34.735 1.00 37.94 C +ATOM 3388 CD GLN A1102 -7.845 5.775 -35.316 1.00 47.98 C +ATOM 3389 OE1 GLN A1102 -8.717 6.640 -35.277 1.00 45.96 O +ATOM 3390 NE2 GLN A1102 -8.059 4.581 -35.868 1.00 43.70 N +ATOM 3391 H GLN A1102 -4.308 4.725 -32.740 1.00 29.85 H +ATOM 3392 HA GLN A1102 -4.936 7.620 -33.021 1.00 28.09 H +ATOM 3393 HB3 GLN A1102 -7.282 6.854 -32.919 1.00 29.07 H +ATOM 3394 HB2 GLN A1102 -6.763 5.199 -32.764 1.00 29.07 H +ATOM 3395 HG3 GLN A1102 -5.755 5.277 -35.050 1.00 37.94 H +ATOM 3396 HG2 GLN A1102 -6.095 6.985 -35.164 1.00 37.94 H +ATOM 3397 HE22 GLN A1102 -8.960 4.358 -36.266 1.00 43.70 H +ATOM 3398 HE21 GLN A1102 -7.316 3.889 -35.901 1.00 43.70 H +ATOM 3399 N SER A1103 -4.496 6.236 -30.218 1.00 26.76 N +ATOM 3400 CA SER A1103 -4.636 6.266 -28.758 1.00 25.27 C +ATOM 3401 C SER A1103 -4.416 7.666 -28.134 1.00 28.60 C +ATOM 3402 O SER A1103 -3.673 8.456 -28.717 1.00 28.62 O +ATOM 3403 CB SER A1103 -3.733 5.180 -28.139 1.00 27.32 C +ATOM 3404 OG SER A1103 -2.362 5.531 -28.107 1.00 35.29 O +ATOM 3405 H SER A1103 -3.775 5.633 -30.588 1.00 26.76 H +ATOM 3406 HA SER A1103 -5.664 5.963 -28.587 1.00 25.27 H +ATOM 3407 HB3 SER A1103 -3.855 4.235 -28.667 1.00 27.32 H +ATOM 3408 HB2 SER A1103 -4.052 4.997 -27.114 1.00 27.32 H +ATOM 3409 HG SER A1103 -1.996 5.451 -28.995 1.00 35.29 H +ATOM 3410 N PRO A1104 -5.039 7.954 -26.962 1.00 25.17 N +ATOM 3411 CA PRO A1104 -4.893 9.264 -26.293 1.00 24.67 C +ATOM 3412 C PRO A1104 -3.456 9.762 -26.008 1.00 26.87 C +ATOM 3413 O PRO A1104 -3.206 10.927 -26.311 1.00 25.99 O +ATOM 3414 CB PRO A1104 -5.768 9.172 -25.030 1.00 26.01 C +ATOM 3415 CG PRO A1104 -6.761 8.063 -25.336 1.00 29.46 C +ATOM 3416 CD PRO A1104 -5.996 7.109 -26.241 1.00 25.85 C +ATOM 3417 HA PRO A1104 -5.359 9.984 -26.965 1.00 24.67 H +ATOM 3418 HB3 PRO A1104 -6.271 10.113 -24.806 1.00 26.01 H +ATOM 3419 HB2 PRO A1104 -5.186 8.913 -24.146 1.00 26.01 H +ATOM 3420 HG3 PRO A1104 -7.598 8.483 -25.894 1.00 29.46 H +ATOM 3421 HG2 PRO A1104 -7.161 7.577 -24.447 1.00 29.46 H +ATOM 3422 HD2 PRO A1104 -5.453 6.369 -25.652 1.00 25.85 H +ATOM 3423 HD3 PRO A1104 -6.704 6.583 -26.879 1.00 25.85 H +ATOM 3424 N PRO A1105 -2.512 8.903 -25.540 1.00 24.58 N +ATOM 3425 CA PRO A1105 -1.095 9.290 -25.409 1.00 24.76 C +ATOM 3426 C PRO A1105 -0.414 9.681 -26.728 1.00 29.78 C +ATOM 3427 O PRO A1105 0.275 10.696 -26.749 1.00 30.24 O +ATOM 3428 CB PRO A1105 -0.416 8.074 -24.751 1.00 25.88 C +ATOM 3429 CG PRO A1105 -1.547 7.335 -24.062 1.00 29.87 C +ATOM 3430 CD PRO A1105 -2.716 7.555 -25.010 1.00 25.57 C +ATOM 3431 HA PRO A1105 -1.051 10.139 -24.727 1.00 24.76 H +ATOM 3432 HB3 PRO A1105 0.372 8.361 -24.055 1.00 25.88 H +ATOM 3433 HB2 PRO A1105 0.031 7.420 -25.501 1.00 25.88 H +ATOM 3434 HG3 PRO A1105 -1.760 7.813 -23.106 1.00 29.87 H +ATOM 3435 HG2 PRO A1105 -1.332 6.283 -23.876 1.00 29.87 H +ATOM 3436 HD2 PRO A1105 -2.673 6.841 -25.829 1.00 25.57 H +ATOM 3437 HD3 PRO A1105 -3.660 7.421 -24.492 1.00 25.57 H +ATOM 3438 N THR A1106 -0.644 8.900 -27.798 1.00 26.99 N +ATOM 3439 CA THR A1106 -0.097 9.143 -29.134 1.00 27.47 C +ATOM 3440 C THR A1106 -0.563 10.483 -29.734 1.00 31.84 C +ATOM 3441 O THR A1106 0.284 11.263 -30.166 1.00 32.09 O +ATOM 3442 CB THR A1106 -0.470 7.995 -30.114 1.00 33.90 C +ATOM 3443 OG1 THR A1106 0.169 6.812 -29.680 1.00 35.61 O +ATOM 3444 CG2 THR A1106 -0.091 8.228 -31.588 1.00 32.59 C +ATOM 3445 H THR A1106 -1.225 8.079 -27.705 1.00 26.99 H +ATOM 3446 HA THR A1106 0.990 9.178 -29.039 1.00 27.47 H +ATOM 3447 HB THR A1106 -1.542 7.801 -30.070 1.00 33.90 H +ATOM 3448 HG1 THR A1106 1.077 6.817 -30.001 1.00 35.61 H +ATOM 3449 HG21 THR A1106 -0.167 7.307 -32.166 1.00 32.59 H +ATOM 3450 HG22 THR A1106 -0.747 8.958 -32.064 1.00 32.59 H +ATOM 3451 HG23 THR A1106 0.931 8.592 -31.679 1.00 32.59 H +ATOM 3452 N LYS A1107 -1.881 10.734 -29.718 1.00 27.48 N +ATOM 3453 CA LYS A1107 -2.498 11.914 -30.325 1.00 28.03 C +ATOM 3454 C LYS A1107 -2.239 13.220 -29.553 1.00 32.41 C +ATOM 3455 O LYS A1107 -2.116 14.260 -30.199 1.00 32.90 O +ATOM 3456 CB LYS A1107 -4.004 11.655 -30.524 1.00 29.00 C +ATOM 3457 CG LYS A1107 -4.332 10.463 -31.452 1.00 40.91 C +ATOM 3458 CD LYS A1107 -3.799 10.551 -32.893 1.00 47.46 C +ATOM 3459 CE LYS A1107 -4.424 11.691 -33.711 1.00 56.00 C +ATOM 3460 NZ LYS A1107 -3.900 11.720 -35.087 1.00 65.65 N1+ +ATOM 3461 H LYS A1107 -2.514 10.051 -29.322 1.00 27.48 H +ATOM 3462 HA LYS A1107 -2.042 12.056 -31.305 1.00 28.03 H +ATOM 3463 HB3 LYS A1107 -4.486 12.553 -30.910 1.00 29.00 H +ATOM 3464 HB2 LYS A1107 -4.459 11.467 -29.551 1.00 29.00 H +ATOM 3465 HG3 LYS A1107 -5.412 10.339 -31.485 1.00 40.91 H +ATOM 3466 HG2 LYS A1107 -3.949 9.546 -31.011 1.00 40.91 H +ATOM 3467 HD3 LYS A1107 -3.999 9.605 -33.395 1.00 47.46 H +ATOM 3468 HD2 LYS A1107 -2.713 10.638 -32.883 1.00 47.46 H +ATOM 3469 HE3 LYS A1107 -4.217 12.652 -33.244 1.00 56.00 H +ATOM 3470 HE2 LYS A1107 -5.507 11.575 -33.750 1.00 56.00 H +ATOM 3471 HZ1 LYS A1107 -2.898 11.867 -35.052 1.00 65.65 H +ATOM 3472 HZ2 LYS A1107 -4.094 10.843 -35.549 1.00 65.65 H +ATOM 3473 HZ3 LYS A1107 -4.332 12.478 -35.596 1.00 65.65 H +ATOM 3474 N PHE A1108 -2.117 13.159 -28.214 1.00 27.91 N +ATOM 3475 CA PHE A1108 -1.728 14.312 -27.396 1.00 26.74 C +ATOM 3476 C PHE A1108 -0.225 14.638 -27.463 1.00 30.76 C +ATOM 3477 O PHE A1108 0.112 15.819 -27.437 1.00 31.53 O +ATOM 3478 CB PHE A1108 -2.223 14.161 -25.939 1.00 27.18 C +ATOM 3479 CG PHE A1108 -3.708 14.423 -25.709 1.00 27.38 C +ATOM 3480 CD1 PHE A1108 -4.294 15.643 -26.113 1.00 29.59 C +ATOM 3481 CD2 PHE A1108 -4.499 13.500 -24.989 1.00 28.32 C +ATOM 3482 CE1 PHE A1108 -5.631 15.902 -25.840 1.00 30.31 C +ATOM 3483 CE2 PHE A1108 -5.834 13.775 -24.728 1.00 29.39 C +ATOM 3484 CZ PHE A1108 -6.397 14.972 -25.151 1.00 28.52 C +ATOM 3485 H PHE A1108 -2.248 12.280 -27.730 1.00 27.91 H +ATOM 3486 HA PHE A1108 -2.218 15.191 -27.816 1.00 26.74 H +ATOM 3487 HB3 PHE A1108 -1.680 14.842 -25.282 1.00 27.18 H +ATOM 3488 HB2 PHE A1108 -1.976 13.159 -25.590 1.00 27.18 H +ATOM 3489 HD1 PHE A1108 -3.706 16.390 -26.627 1.00 29.59 H +ATOM 3490 HD2 PHE A1108 -4.075 12.576 -24.629 1.00 28.32 H +ATOM 3491 HE1 PHE A1108 -6.075 16.835 -26.155 1.00 30.31 H +ATOM 3492 HE2 PHE A1108 -6.435 13.059 -24.188 1.00 29.39 H +ATOM 3493 HZ PHE A1108 -7.436 15.180 -24.942 1.00 28.52 H +ATOM 3494 N LEU A1109 0.650 13.622 -27.593 1.00 27.77 N +ATOM 3495 CA LEU A1109 2.100 13.811 -27.752 1.00 28.51 C +ATOM 3496 C LEU A1109 2.516 14.255 -29.168 1.00 34.25 C +ATOM 3497 O LEU A1109 3.626 14.765 -29.315 1.00 34.88 O +ATOM 3498 CB LEU A1109 2.860 12.542 -27.309 1.00 28.11 C +ATOM 3499 CG LEU A1109 2.842 12.310 -25.779 1.00 32.10 C +ATOM 3500 CD1 LEU A1109 3.338 10.893 -25.419 1.00 30.45 C +ATOM 3501 CD2 LEU A1109 3.605 13.410 -25.010 1.00 36.17 C +ATOM 3502 H LEU A1109 0.319 12.666 -27.597 1.00 27.77 H +ATOM 3503 HA LEU A1109 2.404 14.626 -27.095 1.00 28.51 H +ATOM 3504 HB3 LEU A1109 3.901 12.592 -27.634 1.00 28.11 H +ATOM 3505 HB2 LEU A1109 2.437 11.682 -27.830 1.00 28.11 H +ATOM 3506 HG LEU A1109 1.804 12.362 -25.449 1.00 32.10 H +ATOM 3507 HD11 LEU A1109 2.593 10.366 -24.822 1.00 30.45 H +ATOM 3508 HD12 LEU A1109 3.521 10.287 -26.306 1.00 30.45 H +ATOM 3509 HD13 LEU A1109 4.266 10.903 -24.848 1.00 30.45 H +ATOM 3510 HD21 LEU A1109 4.230 13.014 -24.210 1.00 36.17 H +ATOM 3511 HD22 LEU A1109 4.255 13.987 -25.667 1.00 36.17 H +ATOM 3512 HD23 LEU A1109 2.908 14.111 -24.549 1.00 36.17 H +ATOM 3513 N GLU A1110 1.626 14.116 -30.166 1.00 32.96 N +ATOM 3514 CA GLU A1110 1.757 14.754 -31.480 1.00 35.44 C +ATOM 3515 C GLU A1110 1.538 16.278 -31.416 1.00 38.81 C +ATOM 3516 O GLU A1110 2.214 17.004 -32.143 1.00 38.69 O +ATOM 3517 CB GLU A1110 0.776 14.106 -32.477 1.00 36.99 C +ATOM 3518 CG GLU A1110 1.234 12.724 -32.992 1.00 47.30 C +ATOM 3519 CD GLU A1110 0.184 11.941 -33.801 1.00 70.21 C +ATOM 3520 OE1 GLU A1110 -0.902 12.492 -34.093 1.00 64.58 O +ATOM 3521 OE2 GLU A1110 0.490 10.773 -34.124 1.00 65.32 O1- +ATOM 3522 H GLU A1110 0.748 13.648 -29.986 1.00 32.96 H +ATOM 3523 HA GLU A1110 2.773 14.593 -31.847 1.00 35.44 H +ATOM 3524 HB3 GLU A1110 0.605 14.769 -33.327 1.00 36.99 H +ATOM 3525 HB2 GLU A1110 -0.188 13.999 -31.980 1.00 36.99 H +ATOM 3526 HG3 GLU A1110 1.562 12.107 -32.159 1.00 47.30 H +ATOM 3527 HG2 GLU A1110 2.115 12.857 -33.622 1.00 47.30 H +ATOM 3528 N LEU A1111 0.621 16.731 -30.540 1.00 35.92 N +ATOM 3529 CA LEU A1111 0.318 18.147 -30.309 1.00 37.14 C +ATOM 3530 C LEU A1111 1.372 18.829 -29.418 1.00 40.62 C +ATOM 3531 O LEU A1111 1.740 19.971 -29.693 1.00 41.55 O +ATOM 3532 CB LEU A1111 -1.087 18.286 -29.673 1.00 36.92 C +ATOM 3533 CG LEU A1111 -2.260 17.801 -30.555 1.00 41.87 C +ATOM 3534 CD1 LEU A1111 -3.572 17.728 -29.743 1.00 41.05 C +ATOM 3535 CD2 LEU A1111 -2.410 18.636 -31.845 1.00 44.81 C +ATOM 3536 H LEU A1111 0.107 16.071 -29.975 1.00 35.92 H +ATOM 3537 HA LEU A1111 0.322 18.664 -31.270 1.00 37.14 H +ATOM 3538 HB3 LEU A1111 -1.265 19.329 -29.406 1.00 36.92 H +ATOM 3539 HB2 LEU A1111 -1.100 17.738 -28.731 1.00 36.92 H +ATOM 3540 HG LEU A1111 -2.038 16.781 -30.864 1.00 41.87 H +ATOM 3541 HD11 LEU A1111 -4.009 16.731 -29.803 1.00 41.05 H +ATOM 3542 HD12 LEU A1111 -3.410 17.942 -28.686 1.00 41.05 H +ATOM 3543 HD13 LEU A1111 -4.325 18.435 -30.089 1.00 41.05 H +ATOM 3544 HD21 LEU A1111 -3.440 18.931 -32.041 1.00 44.81 H +ATOM 3545 HD22 LEU A1111 -1.820 19.552 -31.810 1.00 44.81 H +ATOM 3546 HD23 LEU A1111 -2.074 18.066 -32.712 1.00 44.81 H +ATOM 3547 N ILE A1112 1.827 18.124 -28.368 1.00 34.80 N +ATOM 3548 CA ILE A1112 2.759 18.628 -27.356 1.00 34.93 C +ATOM 3549 C ILE A1112 4.230 18.572 -27.815 1.00 40.11 C +ATOM 3550 O ILE A1112 4.994 19.473 -27.471 1.00 41.74 O +ATOM 3551 CB ILE A1112 2.614 17.819 -26.027 1.00 36.99 C +ATOM 3552 CG1 ILE A1112 1.226 18.047 -25.391 1.00 35.84 C +ATOM 3553 CG2 ILE A1112 3.707 18.065 -24.963 1.00 37.00 C +ATOM 3554 CD1 ILE A1112 0.810 16.938 -24.417 1.00 35.00 C +ATOM 3555 H ILE A1112 1.452 17.199 -28.201 1.00 34.80 H +ATOM 3556 HA ILE A1112 2.514 19.672 -27.148 1.00 34.93 H +ATOM 3557 HB ILE A1112 2.677 16.764 -26.294 1.00 36.99 H +ATOM 3558 HG13 ILE A1112 0.460 18.112 -26.162 1.00 35.84 H +ATOM 3559 HG12 ILE A1112 1.208 19.011 -24.881 1.00 35.84 H +ATOM 3560 HG21 ILE A1112 3.496 17.533 -24.036 1.00 37.00 H +ATOM 3561 HG22 ILE A1112 4.688 17.726 -25.289 1.00 37.00 H +ATOM 3562 HG23 ILE A1112 3.786 19.123 -24.726 1.00 37.00 H +ATOM 3563 HD11 ILE A1112 -0.272 16.926 -24.293 1.00 35.00 H +ATOM 3564 HD12 ILE A1112 1.106 15.951 -24.774 1.00 35.00 H +ATOM 3565 HD13 ILE A1112 1.261 17.086 -23.438 1.00 35.00 H +ATOM 3566 N GLY A1113 4.598 17.509 -28.549 1.00 36.74 N +ATOM 3567 CA GLY A1113 5.986 17.125 -28.807 1.00 38.59 C +ATOM 3568 C GLY A1113 6.458 16.152 -27.712 1.00 41.94 C +ATOM 3569 O GLY A1113 5.723 15.847 -26.772 1.00 39.30 O +ATOM 3570 H GLY A1113 3.896 16.830 -28.812 1.00 36.74 H +ATOM 3571 HA3 GLY A1113 6.645 17.994 -28.846 1.00 38.59 H +ATOM 3572 HA2 GLY A1113 6.038 16.630 -29.777 1.00 38.59 H +ATOM 3573 N ILE A1114 7.697 15.653 -27.849 1.00 41.30 N +ATOM 3574 CA ILE A1114 8.305 14.668 -26.942 1.00 41.02 C +ATOM 3575 C ILE A1114 9.607 15.170 -26.275 1.00 47.14 C +ATOM 3576 O ILE A1114 10.221 14.411 -25.524 1.00 48.03 O +ATOM 3577 CB ILE A1114 8.578 13.319 -27.673 1.00 43.24 C +ATOM 3578 CG1 ILE A1114 9.541 13.438 -28.881 1.00 44.89 C +ATOM 3579 CG2 ILE A1114 7.256 12.629 -28.061 1.00 42.60 C +ATOM 3580 CD1 ILE A1114 10.047 12.085 -29.402 1.00 50.07 C +ATOM 3581 H ILE A1114 8.254 15.920 -28.647 1.00 41.30 H +ATOM 3582 HA ILE A1114 7.632 14.455 -26.109 1.00 41.02 H +ATOM 3583 HB ILE A1114 9.054 12.649 -26.955 1.00 43.24 H +ATOM 3584 HG13 ILE A1114 10.411 14.042 -28.624 1.00 44.89 H +ATOM 3585 HG12 ILE A1114 9.044 13.969 -29.694 1.00 44.89 H +ATOM 3586 HG21 ILE A1114 7.425 11.627 -28.454 1.00 42.60 H +ATOM 3587 HG22 ILE A1114 6.597 12.528 -27.198 1.00 42.60 H +ATOM 3588 HG23 ILE A1114 6.716 13.194 -28.821 1.00 42.60 H +ATOM 3589 HD11 ILE A1114 10.937 12.217 -30.019 1.00 50.07 H +ATOM 3590 HD12 ILE A1114 10.311 11.414 -28.585 1.00 50.07 H +ATOM 3591 HD13 ILE A1114 9.294 11.590 -30.015 1.00 50.07 H +ATOM 3592 N ALA A1115 9.991 16.433 -26.530 1.00 42.26 N +ATOM 3593 CA ALA A1115 11.194 17.067 -25.991 1.00 43.31 C +ATOM 3594 C ALA A1115 10.820 18.401 -25.327 1.00 48.36 C +ATOM 3595 O ALA A1115 11.240 19.462 -25.791 1.00 49.43 O +ATOM 3596 CB ALA A1115 12.223 17.220 -27.127 1.00 45.24 C +ATOM 3597 H ALA A1115 9.424 17.010 -27.133 1.00 42.26 H +ATOM 3598 HA ALA A1115 11.645 16.449 -25.212 1.00 43.31 H +ATOM 3599 HB1 ALA A1115 13.140 17.690 -26.770 1.00 45.24 H +ATOM 3600 HB2 ALA A1115 12.495 16.247 -27.537 1.00 45.24 H +ATOM 3601 HB3 ALA A1115 11.832 17.826 -27.946 1.00 45.24 H +ATOM 3602 N GLN A1116 10.012 18.309 -24.258 1.00 44.35 N +ATOM 3603 CA GLN A1116 9.464 19.450 -23.516 1.00 44.30 C +ATOM 3604 C GLN A1116 9.925 19.478 -22.046 1.00 49.79 C +ATOM 3605 O GLN A1116 9.447 20.327 -21.292 1.00 49.85 O +ATOM 3606 CB GLN A1116 7.918 19.420 -23.615 1.00 44.27 C +ATOM 3607 CG GLN A1116 7.347 19.441 -25.051 1.00 53.29 C +ATOM 3608 CD GLN A1116 7.835 20.599 -25.930 1.00 72.09 C +ATOM 3609 OE1 GLN A1116 8.158 20.396 -27.098 1.00 65.48 O +ATOM 3610 NE2 GLN A1116 7.883 21.818 -25.389 1.00 65.05 N +ATOM 3611 H GLN A1116 9.716 17.395 -23.938 1.00 44.35 H +ATOM 3612 HA GLN A1116 9.827 20.386 -23.941 1.00 44.30 H +ATOM 3613 HB3 GLN A1116 7.499 20.263 -23.064 1.00 44.27 H +ATOM 3614 HB2 GLN A1116 7.541 18.532 -23.106 1.00 44.27 H +ATOM 3615 HG3 GLN A1116 6.262 19.478 -25.007 1.00 53.29 H +ATOM 3616 HG2 GLN A1116 7.588 18.503 -25.555 1.00 53.29 H +ATOM 3617 HE22 GLN A1116 8.200 22.601 -25.942 1.00 65.05 H +ATOM 3618 HE21 GLN A1116 7.607 21.967 -24.430 1.00 65.05 H +ATOM 3619 N GLY A1117 10.844 18.574 -21.657 1.00 46.41 N +ATOM 3620 CA GLY A1117 11.368 18.465 -20.296 1.00 44.66 C +ATOM 3621 C GLY A1117 10.279 17.930 -19.358 1.00 42.63 C +ATOM 3622 O GLY A1117 9.610 16.945 -19.673 1.00 37.23 O +ATOM 3623 H GLY A1117 11.190 17.910 -22.334 1.00 46.41 H +ATOM 3624 HA3 GLY A1117 11.738 19.434 -19.957 1.00 44.66 H +ATOM 3625 HA2 GLY A1117 12.213 17.776 -20.293 1.00 44.66 H +ATOM 3626 N GLN A1118 10.122 18.593 -18.202 1.00 39.82 N +ATOM 3627 CA GLN A1118 9.103 18.311 -17.187 1.00 38.37 C +ATOM 3628 C GLN A1118 7.702 18.861 -17.532 1.00 40.30 C +ATOM 3629 O GLN A1118 6.772 18.611 -16.767 1.00 41.07 O +ATOM 3630 CB GLN A1118 9.579 18.887 -15.835 1.00 41.27 C +ATOM 3631 CG GLN A1118 10.836 18.198 -15.270 1.00 52.25 C +ATOM 3632 CD GLN A1118 11.326 18.877 -13.990 1.00 66.80 C +ATOM 3633 OE1 GLN A1118 11.669 20.058 -14.005 1.00 64.29 O +ATOM 3634 NE2 GLN A1118 11.383 18.133 -12.884 1.00 50.92 N +ATOM 3635 H GLN A1118 10.710 19.396 -18.014 1.00 39.82 H +ATOM 3636 HA GLN A1118 9.006 17.229 -17.079 1.00 38.37 H +ATOM 3637 HB3 GLN A1118 8.784 18.797 -15.092 1.00 41.27 H +ATOM 3638 HB2 GLN A1118 9.757 19.958 -15.946 1.00 41.27 H +ATOM 3639 HG3 GLN A1118 11.650 18.234 -15.995 1.00 52.25 H +ATOM 3640 HG2 GLN A1118 10.632 17.142 -15.085 1.00 52.25 H +ATOM 3641 HE22 GLN A1118 11.710 18.541 -12.020 1.00 50.92 H +ATOM 3642 HE21 GLN A1118 11.099 17.164 -12.899 1.00 50.92 H +ATOM 3643 N MET A1119 7.569 19.615 -18.638 1.00 34.93 N +ATOM 3644 CA MET A1119 6.375 20.393 -18.980 1.00 34.58 C +ATOM 3645 C MET A1119 5.309 19.636 -19.797 1.00 34.58 C +ATOM 3646 O MET A1119 4.432 20.303 -20.340 1.00 34.71 O +ATOM 3647 CB MET A1119 6.788 21.702 -19.694 1.00 38.63 C +ATOM 3648 CG MET A1119 7.827 22.543 -18.940 1.00 44.95 C +ATOM 3649 SD MET A1119 8.154 24.140 -19.731 1.00 52.97 S +ATOM 3650 CE MET A1119 9.330 24.826 -18.536 1.00 51.70 C +ATOM 3651 H MET A1119 8.371 19.756 -19.237 1.00 34.93 H +ATOM 3652 HA MET A1119 5.885 20.689 -18.052 1.00 34.58 H +ATOM 3653 HB3 MET A1119 5.908 22.328 -19.853 1.00 38.63 H +ATOM 3654 HB2 MET A1119 7.169 21.473 -20.690 1.00 38.63 H +ATOM 3655 HG3 MET A1119 8.773 22.006 -18.862 1.00 44.95 H +ATOM 3656 HG2 MET A1119 7.483 22.729 -17.922 1.00 44.95 H +ATOM 3657 HE1 MET A1119 9.653 25.818 -18.853 1.00 51.70 H +ATOM 3658 HE2 MET A1119 8.868 24.912 -17.553 1.00 51.70 H +ATOM 3659 HE3 MET A1119 10.208 24.186 -18.455 1.00 51.70 H +ATOM 3660 N THR A1120 5.357 18.294 -19.887 1.00 29.62 N +ATOM 3661 CA THR A1120 4.382 17.500 -20.655 1.00 28.01 C +ATOM 3662 C THR A1120 2.922 17.666 -20.173 1.00 30.48 C +ATOM 3663 O THR A1120 2.044 17.875 -21.008 1.00 31.09 O +ATOM 3664 CB THR A1120 4.714 15.984 -20.657 1.00 32.05 C +ATOM 3665 OG1 THR A1120 6.047 15.796 -21.089 1.00 33.94 O +ATOM 3666 CG2 THR A1120 3.806 15.122 -21.558 1.00 34.10 C +ATOM 3667 H THR A1120 6.099 17.780 -19.434 1.00 29.62 H +ATOM 3668 HA THR A1120 4.429 17.856 -21.687 1.00 28.01 H +ATOM 3669 HB THR A1120 4.654 15.596 -19.640 1.00 32.05 H +ATOM 3670 HG1 THR A1120 6.086 15.941 -22.042 1.00 33.94 H +ATOM 3671 HG21 THR A1120 4.157 14.090 -21.595 1.00 34.10 H +ATOM 3672 HG22 THR A1120 2.778 15.093 -21.197 1.00 34.10 H +ATOM 3673 HG23 THR A1120 3.789 15.501 -22.580 1.00 34.10 H +ATOM 3674 N VAL A1121 2.703 17.617 -18.846 1.00 28.98 N +ATOM 3675 CA VAL A1121 1.392 17.805 -18.215 1.00 29.28 C +ATOM 3676 C VAL A1121 0.911 19.271 -18.238 1.00 34.54 C +ATOM 3677 O VAL A1121 -0.286 19.494 -18.411 1.00 33.68 O +ATOM 3678 CB VAL A1121 1.377 17.249 -16.760 1.00 33.58 C +ATOM 3679 CG1 VAL A1121 0.177 17.681 -15.888 1.00 33.26 C +ATOM 3680 CG2 VAL A1121 1.457 15.714 -16.784 1.00 32.88 C +ATOM 3681 H VAL A1121 3.476 17.441 -18.218 1.00 28.98 H +ATOM 3682 HA VAL A1121 0.669 17.224 -18.791 1.00 29.28 H +ATOM 3683 HB VAL A1121 2.275 17.603 -16.253 1.00 33.58 H +ATOM 3684 HG11 VAL A1121 0.163 17.145 -14.938 1.00 33.26 H +ATOM 3685 HG12 VAL A1121 0.205 18.744 -15.644 1.00 33.26 H +ATOM 3686 HG13 VAL A1121 -0.765 17.478 -16.396 1.00 33.26 H +ATOM 3687 HG21 VAL A1121 1.485 15.304 -15.775 1.00 32.88 H +ATOM 3688 HG22 VAL A1121 0.594 15.285 -17.294 1.00 32.88 H +ATOM 3689 HG23 VAL A1121 2.350 15.362 -17.300 1.00 32.88 H +ATOM 3690 N LEU A1122 1.842 20.235 -18.115 1.00 32.43 N +ATOM 3691 CA LEU A1122 1.585 21.672 -18.261 1.00 33.01 C +ATOM 3692 C LEU A1122 1.097 22.028 -19.675 1.00 36.61 C +ATOM 3693 O LEU A1122 0.147 22.792 -19.813 1.00 35.87 O +ATOM 3694 CB LEU A1122 2.865 22.455 -17.871 1.00 35.17 C +ATOM 3695 CG LEU A1122 2.831 23.990 -18.076 1.00 42.10 C +ATOM 3696 CD1 LEU A1122 1.697 24.666 -17.275 1.00 43.87 C +ATOM 3697 CD2 LEU A1122 4.213 24.615 -17.788 1.00 45.28 C +ATOM 3698 H LEU A1122 2.802 19.973 -17.936 1.00 32.43 H +ATOM 3699 HA LEU A1122 0.790 21.933 -17.561 1.00 33.01 H +ATOM 3700 HB3 LEU A1122 3.699 22.056 -18.448 1.00 35.17 H +ATOM 3701 HB2 LEU A1122 3.102 22.243 -16.827 1.00 35.17 H +ATOM 3702 HG LEU A1122 2.640 24.189 -19.131 1.00 42.10 H +ATOM 3703 HD11 LEU A1122 2.023 25.573 -16.765 1.00 43.87 H +ATOM 3704 HD12 LEU A1122 0.879 24.954 -17.937 1.00 43.87 H +ATOM 3705 HD13 LEU A1122 1.280 24.004 -16.515 1.00 43.87 H +ATOM 3706 HD21 LEU A1122 4.553 25.207 -18.639 1.00 45.28 H +ATOM 3707 HD22 LEU A1122 4.206 25.272 -16.919 1.00 45.28 H +ATOM 3708 HD23 LEU A1122 4.975 23.858 -17.601 1.00 45.28 H +ATOM 3709 N ARG A1123 1.746 21.445 -20.692 1.00 32.17 N +ATOM 3710 CA ARG A1123 1.467 21.679 -22.105 1.00 32.60 C +ATOM 3711 C ARG A1123 0.200 20.951 -22.588 1.00 33.95 C +ATOM 3712 O ARG A1123 -0.493 21.472 -23.462 1.00 32.13 O +ATOM 3713 CB ARG A1123 2.736 21.303 -22.888 1.00 37.04 C +ATOM 3714 CG ARG A1123 2.892 21.997 -24.254 1.00 59.77 C +ATOM 3715 CD ARG A1123 4.363 22.141 -24.691 1.00 74.58 C +ATOM 3716 NE ARG A1123 5.119 23.067 -23.819 1.00 91.08 N +ATOM 3717 CZ ARG A1123 5.295 24.392 -23.966 1.00107.84 C +ATOM 3718 NH1 ARG A1123 4.844 25.057 -25.040 1.00 95.16 N +ATOM 3719 NH2 ARG A1123 5.939 25.067 -23.005 1.00 96.44 N1+ +ATOM 3720 H ARG A1123 2.526 20.832 -20.491 1.00 32.17 H +ATOM 3721 HA ARG A1123 1.305 22.752 -22.216 1.00 32.60 H +ATOM 3722 HB3 ARG A1123 2.821 20.221 -22.983 1.00 37.04 H +ATOM 3723 HB2 ARG A1123 3.583 21.603 -22.275 1.00 37.04 H +ATOM 3724 HG3 ARG A1123 2.490 23.004 -24.140 1.00 59.77 H +ATOM 3725 HG2 ARG A1123 2.293 21.525 -25.033 1.00 59.77 H +ATOM 3726 HD3 ARG A1123 4.461 22.348 -25.756 1.00 74.58 H +ATOM 3727 HD2 ARG A1123 4.854 21.184 -24.530 1.00 74.58 H +ATOM 3728 HE ARG A1123 5.455 22.651 -22.962 1.00 91.08 H +ATOM 3729 HH12 ARG A1123 4.979 26.054 -25.126 1.00 95.16 H +ATOM 3730 HH11 ARG A1123 4.356 24.557 -25.770 1.00 95.16 H +ATOM 3731 HH22 ARG A1123 6.066 26.066 -23.080 1.00 96.44 H +ATOM 3732 HH21 ARG A1123 6.276 24.592 -22.179 1.00 96.44 H +ATOM 3733 N LEU A1124 -0.112 19.805 -21.954 1.00 29.63 N +ATOM 3734 CA LEU A1124 -1.388 19.096 -22.055 1.00 27.63 C +ATOM 3735 C LEU A1124 -2.543 19.916 -21.454 1.00 32.17 C +ATOM 3736 O LEU A1124 -3.597 19.988 -22.075 1.00 30.80 O +ATOM 3737 CB LEU A1124 -1.248 17.704 -21.396 1.00 26.83 C +ATOM 3738 CG LEU A1124 -2.516 16.823 -21.323 1.00 30.02 C +ATOM 3739 CD1 LEU A1124 -3.141 16.553 -22.711 1.00 28.94 C +ATOM 3740 CD2 LEU A1124 -2.214 15.525 -20.543 1.00 30.63 C +ATOM 3741 H LEU A1124 0.538 19.434 -21.274 1.00 29.63 H +ATOM 3742 HA LEU A1124 -1.597 18.955 -23.116 1.00 27.63 H +ATOM 3743 HB3 LEU A1124 -0.887 17.844 -20.379 1.00 26.83 H +ATOM 3744 HB2 LEU A1124 -0.465 17.145 -21.905 1.00 26.83 H +ATOM 3745 HG LEU A1124 -3.267 17.355 -20.740 1.00 30.02 H +ATOM 3746 HD11 LEU A1124 -3.376 15.502 -22.874 1.00 28.94 H +ATOM 3747 HD12 LEU A1124 -4.075 17.103 -22.827 1.00 28.94 H +ATOM 3748 HD13 LEU A1124 -2.488 16.857 -23.527 1.00 28.94 H +ATOM 3749 HD21 LEU A1124 -2.585 14.631 -21.039 1.00 30.63 H +ATOM 3750 HD22 LEU A1124 -1.145 15.379 -20.382 1.00 30.63 H +ATOM 3751 HD23 LEU A1124 -2.678 15.549 -19.558 1.00 30.63 H +ATOM 3752 N THR A1125 -2.322 20.555 -20.291 1.00 30.97 N +ATOM 3753 CA THR A1125 -3.292 21.455 -19.661 1.00 31.58 C +ATOM 3754 C THR A1125 -3.564 22.701 -20.526 1.00 35.29 C +ATOM 3755 O THR A1125 -4.728 23.042 -20.712 1.00 34.46 O +ATOM 3756 CB THR A1125 -2.835 21.924 -18.252 1.00 40.93 C +ATOM 3757 OG1 THR A1125 -2.671 20.794 -17.421 1.00 39.64 O +ATOM 3758 CG2 THR A1125 -3.789 22.892 -17.526 1.00 41.19 C +ATOM 3759 H THR A1125 -1.430 20.452 -19.824 1.00 30.97 H +ATOM 3760 HA THR A1125 -4.231 20.908 -19.552 1.00 31.58 H +ATOM 3761 HB THR A1125 -1.860 22.404 -18.322 1.00 40.93 H +ATOM 3762 HG1 THR A1125 -1.976 20.241 -17.794 1.00 39.64 H +ATOM 3763 HG21 THR A1125 -3.407 23.132 -16.535 1.00 41.19 H +ATOM 3764 HG22 THR A1125 -3.900 23.840 -18.054 1.00 41.19 H +ATOM 3765 HG23 THR A1125 -4.782 22.457 -17.407 1.00 41.19 H +ATOM 3766 N GLU A1126 -2.501 23.309 -21.082 1.00 33.17 N +ATOM 3767 CA GLU A1126 -2.564 24.482 -21.955 1.00 34.02 C +ATOM 3768 C GLU A1126 -3.392 24.279 -23.235 1.00 37.28 C +ATOM 3769 O GLU A1126 -4.216 25.145 -23.522 1.00 35.08 O +ATOM 3770 CB GLU A1126 -1.143 24.993 -22.262 1.00 36.83 C +ATOM 3771 CG GLU A1126 -0.506 25.747 -21.070 1.00 44.51 C +ATOM 3772 CD GLU A1126 0.990 26.084 -21.204 1.00 58.80 C +ATOM 3773 OE1 GLU A1126 1.481 26.792 -20.298 1.00 49.54 O +ATOM 3774 OE2 GLU A1126 1.634 25.646 -22.185 1.00 45.75 O1- +ATOM 3775 H GLU A1126 -1.572 22.967 -20.873 1.00 33.17 H +ATOM 3776 HA GLU A1126 -3.075 25.262 -21.386 1.00 34.02 H +ATOM 3777 HB3 GLU A1126 -1.153 25.649 -23.133 1.00 36.83 H +ATOM 3778 HB2 GLU A1126 -0.524 24.139 -22.539 1.00 36.83 H +ATOM 3779 HG3 GLU A1126 -0.641 25.179 -20.151 1.00 44.51 H +ATOM 3780 HG2 GLU A1126 -1.051 26.680 -20.919 1.00 44.51 H +ATOM 3781 N LEU A1127 -3.213 23.152 -23.954 1.00 34.11 N +ATOM 3782 CA LEU A1127 -4.014 22.845 -25.150 1.00 33.79 C +ATOM 3783 C LEU A1127 -5.491 22.548 -24.835 1.00 35.23 C +ATOM 3784 O LEU A1127 -6.346 22.943 -25.626 1.00 34.81 O +ATOM 3785 CB LEU A1127 -3.321 21.794 -26.055 1.00 33.69 C +ATOM 3786 CG LEU A1127 -3.213 20.336 -25.549 1.00 37.11 C +ATOM 3787 CD1 LEU A1127 -4.490 19.501 -25.786 1.00 35.27 C +ATOM 3788 CD2 LEU A1127 -1.978 19.633 -26.146 1.00 40.08 C +ATOM 3789 H LEU A1127 -2.527 22.467 -23.671 1.00 34.11 H +ATOM 3790 HA LEU A1127 -4.026 23.762 -25.744 1.00 33.79 H +ATOM 3791 HB3 LEU A1127 -2.314 22.167 -26.235 1.00 33.69 H +ATOM 3792 HB2 LEU A1127 -3.792 21.791 -27.039 1.00 33.69 H +ATOM 3793 HG LEU A1127 -3.048 20.386 -24.476 1.00 37.11 H +ATOM 3794 HD11 LEU A1127 -4.753 18.940 -24.890 1.00 35.27 H +ATOM 3795 HD12 LEU A1127 -5.351 20.108 -26.056 1.00 35.27 H +ATOM 3796 HD13 LEU A1127 -4.367 18.778 -26.592 1.00 35.27 H +ATOM 3797 HD21 LEU A1127 -2.160 18.585 -26.384 1.00 40.08 H +ATOM 3798 HD22 LEU A1127 -1.629 20.117 -27.058 1.00 40.08 H +ATOM 3799 HD23 LEU A1127 -1.156 19.657 -25.433 1.00 40.08 H +ATOM 3800 N LEU A1128 -5.779 21.925 -23.675 1.00 30.68 N +ATOM 3801 CA LEU A1128 -7.149 21.698 -23.203 1.00 29.82 C +ATOM 3802 C LEU A1128 -7.868 23.003 -22.796 1.00 37.95 C +ATOM 3803 O LEU A1128 -9.078 23.099 -23.001 1.00 37.53 O +ATOM 3804 CB LEU A1128 -7.182 20.679 -22.042 1.00 28.63 C +ATOM 3805 CG LEU A1128 -6.730 19.245 -22.401 1.00 31.65 C +ATOM 3806 CD1 LEU A1128 -6.586 18.387 -21.126 1.00 31.42 C +ATOM 3807 CD2 LEU A1128 -7.611 18.567 -23.467 1.00 31.56 C +ATOM 3808 H LEU A1128 -5.032 21.625 -23.062 1.00 30.68 H +ATOM 3809 HA LEU A1128 -7.696 21.275 -24.042 1.00 29.82 H +ATOM 3810 HB3 LEU A1128 -8.195 20.625 -21.642 1.00 28.63 H +ATOM 3811 HB2 LEU A1128 -6.560 21.058 -21.229 1.00 28.63 H +ATOM 3812 HG LEU A1128 -5.745 19.305 -22.850 1.00 31.65 H +ATOM 3813 HD11 LEU A1128 -5.551 18.077 -20.987 1.00 31.42 H +ATOM 3814 HD12 LEU A1128 -6.877 18.930 -20.226 1.00 31.42 H +ATOM 3815 HD13 LEU A1128 -7.192 17.482 -21.154 1.00 31.42 H +ATOM 3816 HD21 LEU A1128 -7.634 17.483 -23.356 1.00 31.56 H +ATOM 3817 HD22 LEU A1128 -8.638 18.927 -23.434 1.00 31.56 H +ATOM 3818 HD23 LEU A1128 -7.222 18.763 -24.465 1.00 31.56 H +ATOM 3819 N GLU A1129 -7.122 23.993 -22.277 1.00 37.30 N +ATOM 3820 CA GLU A1129 -7.628 25.331 -21.956 1.00 38.66 C +ATOM 3821 C GLU A1129 -7.904 26.197 -23.204 1.00 42.10 C +ATOM 3822 O GLU A1129 -8.801 27.037 -23.141 1.00 42.78 O +ATOM 3823 CB GLU A1129 -6.670 26.032 -20.967 1.00 41.41 C +ATOM 3824 CG GLU A1129 -6.622 25.388 -19.556 1.00 54.54 C +ATOM 3825 CD GLU A1129 -7.801 25.679 -18.612 1.00 90.90 C +ATOM 3826 OE1 GLU A1129 -8.677 26.501 -18.958 1.00 94.26 O +ATOM 3827 OE2 GLU A1129 -7.797 25.060 -17.524 1.00 91.13 O1- +ATOM 3828 H GLU A1129 -6.137 23.838 -22.107 1.00 37.30 H +ATOM 3829 HA GLU A1129 -8.591 25.207 -21.456 1.00 38.66 H +ATOM 3830 HB3 GLU A1129 -6.907 27.094 -20.890 1.00 41.41 H +ATOM 3831 HB2 GLU A1129 -5.662 26.002 -21.380 1.00 41.41 H +ATOM 3832 HG3 GLU A1129 -5.711 25.719 -19.055 1.00 54.54 H +ATOM 3833 HG2 GLU A1129 -6.543 24.307 -19.642 1.00 54.54 H +ATOM 3834 N ARG A1130 -7.195 25.946 -24.324 1.00 37.87 N +ATOM 3835 CA ARG A1130 -7.499 26.535 -25.639 1.00 37.84 C +ATOM 3836 C ARG A1130 -8.697 25.873 -26.351 1.00 41.63 C +ATOM 3837 O ARG A1130 -9.138 26.406 -27.369 1.00 42.60 O +ATOM 3838 CB ARG A1130 -6.265 26.498 -26.566 1.00 37.09 C +ATOM 3839 CG ARG A1130 -5.073 27.342 -26.080 1.00 43.14 C +ATOM 3840 CD ARG A1130 -4.008 27.588 -27.166 1.00 47.74 C +ATOM 3841 NE ARG A1130 -3.331 26.356 -27.610 1.00 51.85 N +ATOM 3842 CZ ARG A1130 -2.239 25.772 -27.088 1.00 60.61 C +ATOM 3843 NH1 ARG A1130 -1.609 26.260 -26.010 1.00 54.41 N +ATOM 3844 NH2 ARG A1130 -1.770 24.664 -27.673 1.00 41.74 N1+ +ATOM 3845 H ARG A1130 -6.458 25.254 -24.302 1.00 37.87 H +ATOM 3846 HA ARG A1130 -7.769 27.582 -25.491 1.00 37.84 H +ATOM 3847 HB3 ARG A1130 -6.554 26.873 -27.549 1.00 37.09 H +ATOM 3848 HB2 ARG A1130 -5.950 25.465 -26.724 1.00 37.09 H +ATOM 3849 HG3 ARG A1130 -4.609 26.808 -25.257 1.00 43.14 H +ATOM 3850 HG2 ARG A1130 -5.394 28.295 -25.660 1.00 43.14 H +ATOM 3851 HD3 ARG A1130 -3.308 28.371 -26.873 1.00 47.74 H +ATOM 3852 HD2 ARG A1130 -4.508 27.966 -28.058 1.00 47.74 H +ATOM 3853 HE ARG A1130 -3.771 25.882 -28.391 1.00 51.85 H +ATOM 3854 HH12 ARG A1130 -0.771 25.815 -25.659 1.00 54.41 H +ATOM 3855 HH11 ARG A1130 -1.965 27.084 -25.548 1.00 54.41 H +ATOM 3856 HH22 ARG A1130 -0.975 24.169 -27.288 1.00 41.74 H +ATOM 3857 HH21 ARG A1130 -2.235 24.287 -28.490 1.00 41.74 H +ATOM 3858 N GLY A1131 -9.207 24.747 -25.824 1.00 36.22 N +ATOM 3859 CA GLY A1131 -10.366 24.048 -26.376 1.00 35.40 C +ATOM 3860 C GLY A1131 -9.974 22.960 -27.390 1.00 37.10 C +ATOM 3861 O GLY A1131 -10.871 22.416 -28.034 1.00 36.00 O +ATOM 3862 H GLY A1131 -8.801 24.371 -24.979 1.00 36.22 H +ATOM 3863 HA3 GLY A1131 -11.060 24.747 -26.845 1.00 35.40 H +ATOM 3864 HA2 GLY A1131 -10.909 23.585 -25.554 1.00 35.40 H +ATOM 3865 N GLU A1132 -8.676 22.623 -27.532 1.00 32.13 N +ATOM 3866 CA GLU A1132 -8.205 21.537 -28.397 1.00 31.71 C +ATOM 3867 C GLU A1132 -8.525 20.162 -27.793 1.00 33.67 C +ATOM 3868 O GLU A1132 -8.257 19.935 -26.613 1.00 31.64 O +ATOM 3869 CB GLU A1132 -6.694 21.640 -28.670 1.00 33.82 C +ATOM 3870 CG GLU A1132 -6.247 22.982 -29.287 1.00 48.90 C +ATOM 3871 CD GLU A1132 -4.778 23.022 -29.744 1.00 65.96 C +ATOM 3872 OE1 GLU A1132 -4.195 21.948 -30.019 1.00 51.67 O +ATOM 3873 OE2 GLU A1132 -4.249 24.151 -29.826 1.00 68.15 O1- +ATOM 3874 H GLU A1132 -7.970 23.086 -26.976 1.00 32.13 H +ATOM 3875 HA GLU A1132 -8.720 21.634 -29.353 1.00 31.71 H +ATOM 3876 HB3 GLU A1132 -6.426 20.815 -29.330 1.00 33.82 H +ATOM 3877 HB2 GLU A1132 -6.135 21.468 -27.752 1.00 33.82 H +ATOM 3878 HG3 GLU A1132 -6.417 23.786 -28.569 1.00 48.90 H +ATOM 3879 HG2 GLU A1132 -6.869 23.208 -30.154 1.00 48.90 H +ATOM 3880 N ARG A1133 -9.080 19.277 -28.631 1.00 30.19 N +ATOM 3881 CA ARG A1133 -9.515 17.933 -28.263 1.00 28.71 C +ATOM 3882 C ARG A1133 -8.945 16.892 -29.230 1.00 31.32 C +ATOM 3883 O ARG A1133 -8.505 17.230 -30.331 1.00 31.52 O +ATOM 3884 CB ARG A1133 -11.063 17.876 -28.305 1.00 28.69 C +ATOM 3885 CG ARG A1133 -11.789 18.793 -27.309 1.00 29.69 C +ATOM 3886 CD ARG A1133 -11.505 18.482 -25.831 1.00 29.80 C +ATOM 3887 NE ARG A1133 -12.141 19.468 -24.947 1.00 30.88 N +ATOM 3888 CZ ARG A1133 -11.592 20.560 -24.393 1.00 38.38 C +ATOM 3889 NH1 ARG A1133 -10.317 20.890 -24.594 1.00 29.25 N +ATOM 3890 NH2 ARG A1133 -12.340 21.342 -23.612 1.00 30.33 N1+ +ATOM 3891 H ARG A1133 -9.223 19.537 -29.599 1.00 30.19 H +ATOM 3892 HA ARG A1133 -9.150 17.666 -27.270 1.00 28.71 H +ATOM 3893 HB3 ARG A1133 -11.401 16.856 -28.123 1.00 28.69 H +ATOM 3894 HB2 ARG A1133 -11.407 18.118 -29.312 1.00 28.69 H +ATOM 3895 HG3 ARG A1133 -12.848 18.588 -27.471 1.00 29.69 H +ATOM 3896 HG2 ARG A1133 -11.659 19.851 -27.538 1.00 29.69 H +ATOM 3897 HD3 ARG A1133 -10.455 18.302 -25.603 1.00 29.80 H +ATOM 3898 HD2 ARG A1133 -12.018 17.554 -25.586 1.00 29.80 H +ATOM 3899 HE ARG A1133 -13.129 19.321 -24.780 1.00 30.88 H +ATOM 3900 HH12 ARG A1133 -9.923 21.702 -24.135 1.00 29.25 H +ATOM 3901 HH11 ARG A1133 -9.733 20.336 -25.209 1.00 29.25 H +ATOM 3902 HH22 ARG A1133 -11.950 22.154 -23.148 1.00 30.33 H +ATOM 3903 HH21 ARG A1133 -13.297 21.079 -23.419 1.00 30.33 H +ATOM 3904 N LEU A1134 -9.055 15.621 -28.811 1.00 26.90 N +ATOM 3905 CA LEU A1134 -8.918 14.425 -29.644 1.00 26.48 C +ATOM 3906 C LEU A1134 -9.928 14.480 -30.815 1.00 31.07 C +ATOM 3907 O LEU A1134 -11.084 14.845 -30.581 1.00 29.22 O +ATOM 3908 CB LEU A1134 -9.227 13.190 -28.766 1.00 25.80 C +ATOM 3909 CG LEU A1134 -8.165 12.863 -27.694 1.00 28.43 C +ATOM 3910 CD1 LEU A1134 -8.717 11.905 -26.614 1.00 27.29 C +ATOM 3911 CD2 LEU A1134 -6.854 12.349 -28.325 1.00 31.24 C +ATOM 3912 H LEU A1134 -9.416 15.453 -27.879 1.00 26.90 H +ATOM 3913 HA LEU A1134 -7.887 14.406 -29.992 1.00 26.48 H +ATOM 3914 HB3 LEU A1134 -9.362 12.309 -29.394 1.00 25.80 H +ATOM 3915 HB2 LEU A1134 -10.189 13.350 -28.280 1.00 25.80 H +ATOM 3916 HG LEU A1134 -7.928 13.796 -27.183 1.00 28.43 H +ATOM 3917 HD11 LEU A1134 -8.755 12.402 -25.644 1.00 27.29 H +ATOM 3918 HD12 LEU A1134 -9.729 11.570 -26.840 1.00 27.29 H +ATOM 3919 HD13 LEU A1134 -8.107 11.011 -26.487 1.00 27.29 H +ATOM 3920 HD21 LEU A1134 -5.992 12.885 -27.926 1.00 31.24 H +ATOM 3921 HD22 LEU A1134 -6.697 11.289 -28.144 1.00 31.24 H +ATOM 3922 HD23 LEU A1134 -6.840 12.471 -29.408 1.00 31.24 H +ATOM 3923 N PRO A1135 -9.478 14.161 -32.051 1.00 29.27 N +ATOM 3924 CA PRO A1135 -10.320 14.269 -33.257 1.00 29.71 C +ATOM 3925 C PRO A1135 -11.484 13.263 -33.276 1.00 33.63 C +ATOM 3926 O PRO A1135 -11.495 12.320 -32.486 1.00 33.51 O +ATOM 3927 CB PRO A1135 -9.324 14.011 -34.400 1.00 32.38 C +ATOM 3928 CG PRO A1135 -8.283 13.086 -33.794 1.00 35.83 C +ATOM 3929 CD PRO A1135 -8.159 13.605 -32.368 1.00 30.45 C +ATOM 3930 HA PRO A1135 -10.734 15.274 -33.346 1.00 29.71 H +ATOM 3931 HB3 PRO A1135 -8.853 14.953 -34.686 1.00 32.38 H +ATOM 3932 HB2 PRO A1135 -9.779 13.590 -35.298 1.00 32.38 H +ATOM 3933 HG3 PRO A1135 -7.340 13.077 -34.339 1.00 35.83 H +ATOM 3934 HG2 PRO A1135 -8.673 12.068 -33.776 1.00 35.83 H +ATOM 3935 HD2 PRO A1135 -7.859 12.805 -31.691 1.00 30.45 H +ATOM 3936 HD3 PRO A1135 -7.419 14.404 -32.314 1.00 30.45 H +ATOM 3937 N ARG A1136 -12.446 13.482 -34.185 1.00 30.63 N +ATOM 3938 CA ARG A1136 -13.533 12.542 -34.459 1.00 30.68 C +ATOM 3939 C ARG A1136 -12.962 11.261 -35.110 1.00 36.51 C +ATOM 3940 O ARG A1136 -12.376 11.380 -36.188 1.00 36.37 O +ATOM 3941 CB ARG A1136 -14.560 13.241 -35.376 1.00 28.69 C +ATOM 3942 CG ARG A1136 -15.806 12.379 -35.679 1.00 33.51 C +ATOM 3943 CD ARG A1136 -16.847 13.056 -36.590 1.00 37.56 C +ATOM 3944 NE ARG A1136 -16.358 13.227 -37.972 1.00 52.22 N +ATOM 3945 CZ ARG A1136 -16.281 12.291 -38.939 1.00 71.16 C +ATOM 3946 NH1 ARG A1136 -15.733 12.618 -40.115 1.00 60.58 N +ATOM 3947 NH2 ARG A1136 -16.728 11.038 -38.774 1.00 53.25 N1+ +ATOM 3948 H ARG A1136 -12.389 14.291 -34.792 1.00 30.63 H +ATOM 3949 HA ARG A1136 -14.039 12.330 -33.523 1.00 30.68 H +ATOM 3950 HB3 ARG A1136 -14.076 13.535 -36.309 1.00 28.69 H +ATOM 3951 HB2 ARG A1136 -14.883 14.169 -34.905 1.00 28.69 H +ATOM 3952 HG3 ARG A1136 -16.278 12.004 -34.771 1.00 33.51 H +ATOM 3953 HG2 ARG A1136 -15.454 11.489 -36.199 1.00 33.51 H +ATOM 3954 HD3 ARG A1136 -16.998 14.074 -36.231 1.00 37.56 H +ATOM 3955 HD2 ARG A1136 -17.825 12.577 -36.532 1.00 37.56 H +ATOM 3956 HE ARG A1136 -15.982 14.141 -38.177 1.00 52.22 H +ATOM 3957 HH12 ARG A1136 -15.652 11.923 -40.844 1.00 60.58 H +ATOM 3958 HH11 ARG A1136 -15.382 13.551 -40.280 1.00 60.58 H +ATOM 3959 HH22 ARG A1136 -16.634 10.363 -39.522 1.00 53.25 H +ATOM 3960 HH21 ARG A1136 -17.185 10.766 -37.912 1.00 53.25 H +ATOM 3961 N PRO A1137 -13.133 10.074 -34.473 1.00 34.19 N +ATOM 3962 CA PRO A1137 -12.794 8.777 -35.100 1.00 34.79 C +ATOM 3963 C PRO A1137 -13.518 8.551 -36.438 1.00 39.69 C +ATOM 3964 O PRO A1137 -14.654 9.000 -36.591 1.00 37.63 O +ATOM 3965 CB PRO A1137 -13.235 7.730 -34.059 1.00 35.61 C +ATOM 3966 CG PRO A1137 -13.270 8.479 -32.741 1.00 38.50 C +ATOM 3967 CD PRO A1137 -13.716 9.872 -33.145 1.00 34.62 C +ATOM 3968 HA PRO A1137 -11.711 8.740 -35.234 1.00 34.79 H +ATOM 3969 HB3 PRO A1137 -12.572 6.866 -34.029 1.00 35.61 H +ATOM 3970 HB2 PRO A1137 -14.230 7.351 -34.286 1.00 35.61 H +ATOM 3971 HG3 PRO A1137 -12.259 8.534 -32.343 1.00 38.50 H +ATOM 3972 HG2 PRO A1137 -13.904 8.021 -31.984 1.00 38.50 H +ATOM 3973 HD2 PRO A1137 -14.802 9.926 -33.221 1.00 34.62 H +ATOM 3974 HD3 PRO A1137 -13.386 10.595 -32.401 1.00 34.62 H +ATOM 3975 N ASP A1138 -12.853 7.868 -37.383 1.00 39.28 N +ATOM 3976 CA ASP A1138 -13.426 7.546 -38.693 1.00 41.69 C +ATOM 3977 C ASP A1138 -14.685 6.666 -38.532 1.00 47.14 C +ATOM 3978 O ASP A1138 -14.612 5.633 -37.867 1.00 46.83 O +ATOM 3979 CB ASP A1138 -12.387 6.871 -39.624 1.00 45.59 C +ATOM 3980 CG ASP A1138 -12.841 6.652 -41.080 1.00 68.02 C +ATOM 3981 OD1 ASP A1138 -13.557 7.527 -41.620 1.00 70.17 O +ATOM 3982 OD2 ASP A1138 -12.365 5.662 -41.676 1.00 78.75 O1- +ATOM 3983 H ASP A1138 -11.925 7.516 -37.195 1.00 39.28 H +ATOM 3984 HA ASP A1138 -13.719 8.501 -39.135 1.00 41.69 H +ATOM 3985 HB3 ASP A1138 -12.074 5.921 -39.186 1.00 45.59 H +ATOM 3986 HB2 ASP A1138 -11.481 7.478 -39.648 1.00 45.59 H +ATOM 3987 N LYS A1139 -15.800 7.116 -39.131 1.00 45.46 N +ATOM 3988 CA LYS A1139 -17.138 6.507 -39.107 1.00 46.10 C +ATOM 3989 C LYS A1139 -17.911 6.699 -37.781 1.00 48.03 C +ATOM 3990 O LYS A1139 -19.010 6.158 -37.663 1.00 49.27 O +ATOM 3991 CB LYS A1139 -17.123 5.027 -39.585 1.00 50.14 C +ATOM 3992 CG LYS A1139 -16.482 4.798 -40.972 1.00 69.71 C +ATOM 3993 CD LYS A1139 -17.332 5.278 -42.167 1.00 83.93 C +ATOM 3994 CE LYS A1139 -18.382 4.259 -42.647 1.00 98.25 C +ATOM 3995 NZ LYS A1139 -17.770 3.130 -43.374 1.00107.70 N1+ +ATOM 3996 H LYS A1139 -15.734 7.966 -39.674 1.00 45.46 H +ATOM 3997 HA LYS A1139 -17.712 7.081 -39.834 1.00 46.10 H +ATOM 3998 HB3 LYS A1139 -18.137 4.626 -39.598 1.00 50.14 H +ATOM 3999 HB2 LYS A1139 -16.590 4.415 -38.858 1.00 50.14 H +ATOM 4000 HG3 LYS A1139 -16.252 3.738 -41.079 1.00 69.71 H +ATOM 4001 HG2 LYS A1139 -15.512 5.290 -41.017 1.00 69.71 H +ATOM 4002 HD3 LYS A1139 -16.672 5.557 -42.990 1.00 83.93 H +ATOM 4003 HD2 LYS A1139 -17.850 6.199 -41.901 1.00 83.93 H +ATOM 4004 HE3 LYS A1139 -19.082 4.749 -43.326 1.00 98.25 H +ATOM 4005 HE2 LYS A1139 -18.968 3.879 -41.809 1.00 98.25 H +ATOM 4006 HZ1 LYS A1139 -17.132 2.641 -42.762 1.00107.70 H +ATOM 4007 HZ2 LYS A1139 -18.490 2.494 -43.686 1.00107.70 H +ATOM 4008 HZ3 LYS A1139 -17.261 3.480 -44.174 1.00107.70 H +ATOM 4009 N CYS A1140 -17.379 7.501 -36.836 1.00 40.64 N +ATOM 4010 CA CYS A1140 -18.096 7.964 -35.642 1.00 37.44 C +ATOM 4011 C CYS A1140 -19.135 9.023 -36.075 1.00 40.28 C +ATOM 4012 O CYS A1140 -18.716 10.015 -36.674 1.00 40.75 O +ATOM 4013 CB CYS A1140 -17.119 8.571 -34.608 1.00 35.57 C +ATOM 4014 SG CYS A1140 -17.956 9.233 -33.132 1.00 37.88 S +ATOM 4015 H CYS A1140 -16.464 7.904 -36.986 1.00 40.64 H +ATOM 4016 HA CYS A1140 -18.547 7.094 -35.169 1.00 37.44 H +ATOM 4017 HB3 CYS A1140 -16.551 9.391 -35.044 1.00 35.57 H +ATOM 4018 HB2 CYS A1140 -16.407 7.814 -34.285 1.00 35.57 H +ATOM 4019 HG CYS A1140 -18.601 10.222 -33.759 1.00 37.88 H +ATOM 4020 N PRO A1141 -20.442 8.825 -35.776 1.00 34.69 N +ATOM 4021 CA PRO A1141 -21.483 9.846 -36.018 1.00 34.83 C +ATOM 4022 C PRO A1141 -21.161 11.214 -35.391 1.00 36.98 C +ATOM 4023 O PRO A1141 -20.604 11.262 -34.294 1.00 34.16 O +ATOM 4024 CB PRO A1141 -22.754 9.238 -35.404 1.00 36.57 C +ATOM 4025 CG PRO A1141 -22.512 7.741 -35.389 1.00 40.74 C +ATOM 4026 CD PRO A1141 -21.014 7.635 -35.148 1.00 36.09 C +ATOM 4027 HA PRO A1141 -21.603 9.941 -37.099 1.00 34.83 H +ATOM 4028 HB3 PRO A1141 -23.645 9.500 -35.973 1.00 36.57 H +ATOM 4029 HB2 PRO A1141 -22.903 9.592 -34.384 1.00 36.57 H +ATOM 4030 HG3 PRO A1141 -22.751 7.330 -36.371 1.00 40.74 H +ATOM 4031 HG2 PRO A1141 -23.108 7.209 -34.648 1.00 40.74 H +ATOM 4032 HD2 PRO A1141 -20.788 7.650 -34.081 1.00 36.09 H +ATOM 4033 HD3 PRO A1141 -20.634 6.709 -35.576 1.00 36.09 H +ATOM 4034 N ALA A1142 -21.496 12.292 -36.118 1.00 34.46 N +ATOM 4035 CA ALA A1142 -21.237 13.677 -35.716 1.00 34.01 C +ATOM 4036 C ALA A1142 -21.858 14.063 -34.363 1.00 35.94 C +ATOM 4037 O ALA A1142 -21.196 14.741 -33.582 1.00 33.77 O +ATOM 4038 CB ALA A1142 -21.717 14.626 -36.823 1.00 35.94 C +ATOM 4039 H ALA A1142 -21.956 12.168 -37.008 1.00 34.46 H +ATOM 4040 HA ALA A1142 -20.155 13.788 -35.623 1.00 34.01 H +ATOM 4041 HB1 ALA A1142 -21.528 15.667 -36.559 1.00 35.94 H +ATOM 4042 HB2 ALA A1142 -21.199 14.427 -37.761 1.00 35.94 H +ATOM 4043 HB3 ALA A1142 -22.788 14.519 -37.005 1.00 35.94 H +ATOM 4044 N GLU A1143 -23.085 13.585 -34.095 1.00 34.04 N +ATOM 4045 CA GLU A1143 -23.816 13.835 -32.853 1.00 34.34 C +ATOM 4046 C GLU A1143 -23.305 12.992 -31.664 1.00 35.13 C +ATOM 4047 O GLU A1143 -23.390 13.458 -30.528 1.00 31.94 O +ATOM 4048 CB GLU A1143 -25.318 13.650 -33.135 1.00 37.10 C +ATOM 4049 CG GLU A1143 -26.246 14.080 -31.978 1.00 51.53 C +ATOM 4050 CD GLU A1143 -27.740 14.125 -32.340 1.00 70.35 C +ATOM 4051 OE1 GLU A1143 -28.153 13.422 -33.291 1.00 77.38 O +ATOM 4052 OE2 GLU A1143 -28.460 14.869 -31.638 1.00 51.45 O1- +ATOM 4053 H GLU A1143 -23.564 13.026 -34.790 1.00 34.04 H +ATOM 4054 HA GLU A1143 -23.664 14.883 -32.589 1.00 34.34 H +ATOM 4055 HB3 GLU A1143 -25.505 12.606 -33.385 1.00 37.10 H +ATOM 4056 HB2 GLU A1143 -25.577 14.225 -34.027 1.00 37.10 H +ATOM 4057 HG3 GLU A1143 -25.936 15.065 -31.626 1.00 51.53 H +ATOM 4058 HG2 GLU A1143 -26.129 13.400 -31.134 1.00 51.53 H +ATOM 4059 N VAL A1144 -22.731 11.805 -31.940 1.00 32.23 N +ATOM 4060 CA VAL A1144 -22.009 10.987 -30.957 1.00 30.46 C +ATOM 4061 C VAL A1144 -20.648 11.617 -30.584 1.00 31.37 C +ATOM 4062 O VAL A1144 -20.236 11.503 -29.430 1.00 28.93 O +ATOM 4063 CB VAL A1144 -21.807 9.523 -31.459 1.00 34.90 C +ATOM 4064 CG1 VAL A1144 -20.858 8.650 -30.606 1.00 34.06 C +ATOM 4065 CG2 VAL A1144 -23.162 8.803 -31.593 1.00 35.48 C +ATOM 4066 H VAL A1144 -22.686 11.488 -32.898 1.00 32.23 H +ATOM 4067 HA VAL A1144 -22.610 10.949 -30.046 1.00 30.46 H +ATOM 4068 HB VAL A1144 -21.371 9.566 -32.457 1.00 34.90 H +ATOM 4069 HG11 VAL A1144 -20.841 7.622 -30.969 1.00 34.06 H +ATOM 4070 HG12 VAL A1144 -19.827 9.004 -30.638 1.00 34.06 H +ATOM 4071 HG13 VAL A1144 -21.173 8.625 -29.562 1.00 34.06 H +ATOM 4072 HG21 VAL A1144 -23.040 7.798 -31.997 1.00 35.48 H +ATOM 4073 HG22 VAL A1144 -23.654 8.713 -30.625 1.00 35.48 H +ATOM 4074 HG23 VAL A1144 -23.843 9.336 -32.256 1.00 35.48 H +ATOM 4075 N TYR A1145 -20.010 12.320 -31.540 1.00 28.72 N +ATOM 4076 CA TYR A1145 -18.815 13.130 -31.305 1.00 28.17 C +ATOM 4077 C TYR A1145 -19.111 14.402 -30.483 1.00 32.85 C +ATOM 4078 O TYR A1145 -18.270 14.789 -29.676 1.00 32.29 O +ATOM 4079 CB TYR A1145 -18.111 13.449 -32.643 1.00 29.44 C +ATOM 4080 CG TYR A1145 -16.805 14.215 -32.495 1.00 31.74 C +ATOM 4081 CD1 TYR A1145 -15.727 13.605 -31.826 1.00 33.16 C +ATOM 4082 CD2 TYR A1145 -16.667 15.532 -32.980 1.00 33.69 C +ATOM 4083 CE1 TYR A1145 -14.533 14.312 -31.597 1.00 33.08 C +ATOM 4084 CE2 TYR A1145 -15.457 16.230 -32.785 1.00 34.55 C +ATOM 4085 CZ TYR A1145 -14.395 15.627 -32.079 1.00 36.66 C +ATOM 4086 OH TYR A1145 -13.233 16.310 -31.864 1.00 35.20 O +ATOM 4087 H TYR A1145 -20.399 12.353 -32.473 1.00 28.72 H +ATOM 4088 HA TYR A1145 -18.129 12.519 -30.716 1.00 28.17 H +ATOM 4089 HB3 TYR A1145 -18.775 14.007 -33.302 1.00 29.44 H +ATOM 4090 HB2 TYR A1145 -17.894 12.516 -33.163 1.00 29.44 H +ATOM 4091 HD1 TYR A1145 -15.827 12.586 -31.495 1.00 33.16 H +ATOM 4092 HD2 TYR A1145 -17.486 16.012 -33.496 1.00 33.69 H +ATOM 4093 HE1 TYR A1145 -13.720 13.833 -31.071 1.00 33.08 H +ATOM 4094 HE2 TYR A1145 -15.352 17.237 -33.161 1.00 34.55 H +ATOM 4095 HH TYR A1145 -12.591 15.787 -31.372 1.00 35.20 H +ATOM 4096 N HIS A1146 -20.303 15.000 -30.665 1.00 31.34 N +ATOM 4097 CA HIS A1146 -20.779 16.145 -29.881 1.00 31.80 C +ATOM 4098 C HIS A1146 -21.146 15.778 -28.433 1.00 32.90 C +ATOM 4099 O HIS A1146 -20.947 16.611 -27.550 1.00 31.97 O +ATOM 4100 CB HIS A1146 -21.955 16.843 -30.592 1.00 33.81 C +ATOM 4101 CG HIS A1146 -21.650 17.391 -31.965 1.00 37.86 C +ATOM 4102 ND1 HIS A1146 -22.623 17.473 -32.968 1.00 40.76 N +ATOM 4103 CD2 HIS A1146 -20.458 17.881 -32.464 1.00 39.65 C +ATOM 4104 CE1 HIS A1146 -21.991 17.984 -34.016 1.00 40.91 C +ATOM 4105 NE2 HIS A1146 -20.706 18.244 -33.776 1.00 40.63 N +ATOM 4106 H HIS A1146 -20.940 14.639 -31.363 1.00 31.34 H +ATOM 4107 HA HIS A1146 -19.959 16.864 -29.820 1.00 31.80 H +ATOM 4108 HB3 HIS A1146 -22.316 17.675 -29.985 1.00 33.81 H +ATOM 4109 HB2 HIS A1146 -22.794 16.152 -30.679 1.00 33.81 H +ATOM 4110 HD2 HIS A1146 -19.485 17.986 -32.008 1.00 39.65 H +ATOM 4111 HE1 HIS A1146 -22.472 18.171 -34.965 1.00 40.91 H +ATOM 4112 HE2 HIS A1146 -20.043 18.638 -34.428 1.00 40.63 H +ATOM 4113 N LEU A1147 -21.611 14.536 -28.202 1.00 29.07 N +ATOM 4114 CA LEU A1147 -21.778 13.940 -26.872 1.00 28.56 C +ATOM 4115 C LEU A1147 -20.424 13.756 -26.160 1.00 31.25 C +ATOM 4116 O LEU A1147 -20.338 13.997 -24.958 1.00 29.28 O +ATOM 4117 CB LEU A1147 -22.590 12.626 -27.011 1.00 29.23 C +ATOM 4118 CG LEU A1147 -22.817 11.793 -25.720 1.00 34.50 C +ATOM 4119 CD1 LEU A1147 -24.077 10.917 -25.842 1.00 34.68 C +ATOM 4120 CD2 LEU A1147 -21.606 10.922 -25.312 1.00 36.84 C +ATOM 4121 H LEU A1147 -21.788 13.924 -28.986 1.00 29.07 H +ATOM 4122 HA LEU A1147 -22.369 14.632 -26.270 1.00 28.56 H +ATOM 4123 HB3 LEU A1147 -22.149 11.983 -27.771 1.00 29.23 H +ATOM 4124 HB2 LEU A1147 -23.558 12.917 -27.419 1.00 29.23 H +ATOM 4125 HG LEU A1147 -23.013 12.499 -24.911 1.00 34.50 H +ATOM 4126 HD11 LEU A1147 -24.525 10.753 -24.862 1.00 34.68 H +ATOM 4127 HD12 LEU A1147 -24.837 11.371 -26.478 1.00 34.68 H +ATOM 4128 HD13 LEU A1147 -23.850 9.940 -26.269 1.00 34.68 H +ATOM 4129 HD21 LEU A1147 -21.884 9.888 -25.107 1.00 36.84 H +ATOM 4130 HD22 LEU A1147 -20.841 10.896 -26.088 1.00 36.84 H +ATOM 4131 HD23 LEU A1147 -21.140 11.306 -24.405 1.00 36.84 H +ATOM 4132 N MET A1148 -19.396 13.361 -26.929 1.00 29.35 N +ATOM 4133 CA MET A1148 -18.014 13.182 -26.484 1.00 30.67 C +ATOM 4134 C MET A1148 -17.339 14.513 -26.107 1.00 31.09 C +ATOM 4135 O MET A1148 -16.638 14.554 -25.099 1.00 28.70 O +ATOM 4136 CB MET A1148 -17.240 12.431 -27.592 1.00 34.60 C +ATOM 4137 CG MET A1148 -16.460 11.203 -27.102 1.00 40.60 C +ATOM 4138 SD MET A1148 -16.144 9.982 -28.405 1.00 46.94 S +ATOM 4139 CE MET A1148 -14.969 10.895 -29.430 1.00 42.17 C +ATOM 4140 H MET A1148 -19.567 13.172 -27.907 1.00 29.35 H +ATOM 4141 HA MET A1148 -18.055 12.563 -25.586 1.00 30.67 H +ATOM 4142 HB3 MET A1148 -16.552 13.112 -28.095 1.00 34.60 H +ATOM 4143 HB2 MET A1148 -17.922 12.103 -28.375 1.00 34.60 H +ATOM 4144 HG3 MET A1148 -17.018 10.688 -26.320 1.00 40.60 H +ATOM 4145 HG2 MET A1148 -15.515 11.514 -26.657 1.00 40.60 H +ATOM 4146 HE1 MET A1148 -14.862 10.415 -30.402 1.00 42.17 H +ATOM 4147 HE2 MET A1148 -15.302 11.918 -29.569 1.00 42.17 H +ATOM 4148 HE3 MET A1148 -13.997 10.931 -28.953 1.00 42.17 H +ATOM 4149 N LYS A1149 -17.598 15.580 -26.886 1.00 27.88 N +ATOM 4150 CA LYS A1149 -17.154 16.946 -26.595 1.00 27.39 C +ATOM 4151 C LYS A1149 -17.917 17.609 -25.435 1.00 30.73 C +ATOM 4152 O LYS A1149 -17.329 18.451 -24.759 1.00 30.19 O +ATOM 4153 CB LYS A1149 -17.207 17.818 -27.865 1.00 30.13 C +ATOM 4154 CG LYS A1149 -16.108 17.472 -28.889 1.00 40.57 C +ATOM 4155 CD LYS A1149 -15.915 18.539 -29.980 1.00 49.92 C +ATOM 4156 CE LYS A1149 -15.173 19.793 -29.484 1.00 55.31 C +ATOM 4157 NZ LYS A1149 -14.911 20.746 -30.577 1.00 61.18 N1+ +ATOM 4158 H LYS A1149 -18.158 15.460 -27.720 1.00 27.88 H +ATOM 4159 HA LYS A1149 -16.112 16.888 -26.279 1.00 27.39 H +ATOM 4160 HB3 LYS A1149 -17.079 18.859 -27.571 1.00 30.13 H +ATOM 4161 HB2 LYS A1149 -18.193 17.764 -28.329 1.00 30.13 H +ATOM 4162 HG3 LYS A1149 -16.348 16.522 -29.364 1.00 40.57 H +ATOM 4163 HG2 LYS A1149 -15.157 17.313 -28.382 1.00 40.57 H +ATOM 4164 HD3 LYS A1149 -16.890 18.818 -30.383 1.00 49.92 H +ATOM 4165 HD2 LYS A1149 -15.361 18.095 -30.805 1.00 49.92 H +ATOM 4166 HE3 LYS A1149 -14.215 19.514 -29.049 1.00 55.31 H +ATOM 4167 HE2 LYS A1149 -15.743 20.306 -28.710 1.00 55.31 H +ATOM 4168 HZ1 LYS A1149 -14.403 21.541 -30.215 1.00 61.18 H +ATOM 4169 HZ2 LYS A1149 -14.362 20.296 -31.294 1.00 61.18 H +ATOM 4170 HZ3 LYS A1149 -15.788 21.058 -30.970 1.00 61.18 H +ATOM 4171 N ASN A1150 -19.178 17.207 -25.195 1.00 27.52 N +ATOM 4172 CA ASN A1150 -19.961 17.623 -24.027 1.00 27.53 C +ATOM 4173 C ASN A1150 -19.491 16.903 -22.745 1.00 29.61 C +ATOM 4174 O ASN A1150 -19.527 17.504 -21.674 1.00 29.79 O +ATOM 4175 CB ASN A1150 -21.466 17.425 -24.321 1.00 28.97 C +ATOM 4176 CG ASN A1150 -22.410 17.975 -23.243 1.00 41.34 C +ATOM 4177 OD1 ASN A1150 -23.302 17.265 -22.787 1.00 34.75 O +ATOM 4178 ND2 ASN A1150 -22.230 19.234 -22.833 1.00 35.14 N +ATOM 4179 H ASN A1150 -19.616 16.537 -25.812 1.00 27.52 H +ATOM 4180 HA ASN A1150 -19.788 18.690 -23.883 1.00 27.53 H +ATOM 4181 HB3 ASN A1150 -21.683 16.367 -24.477 1.00 28.97 H +ATOM 4182 HB2 ASN A1150 -21.722 17.929 -25.254 1.00 28.97 H +ATOM 4183 HD22 ASN A1150 -22.824 19.619 -22.112 1.00 35.14 H +ATOM 4184 HD21 ASN A1150 -21.495 19.813 -23.220 1.00 35.14 H +ATOM 4185 N CYS A1151 -18.978 15.668 -22.883 1.00 24.02 N +ATOM 4186 CA CYS A1151 -18.226 14.967 -21.839 1.00 24.87 C +ATOM 4187 C CYS A1151 -16.843 15.601 -21.590 1.00 28.35 C +ATOM 4188 O CYS A1151 -16.282 15.363 -20.527 1.00 26.56 O +ATOM 4189 CB CYS A1151 -18.067 13.466 -22.147 1.00 25.12 C +ATOM 4190 SG CYS A1151 -19.666 12.631 -21.997 1.00 29.56 S +ATOM 4191 H CYS A1151 -19.008 15.218 -23.787 1.00 24.02 H +ATOM 4192 HA CYS A1151 -18.778 15.060 -20.903 1.00 24.87 H +ATOM 4193 HB3 CYS A1151 -17.376 12.992 -21.451 1.00 25.12 H +ATOM 4194 HB2 CYS A1151 -17.671 13.297 -23.146 1.00 25.12 H +ATOM 4195 HG CYS A1151 -20.221 13.209 -23.068 1.00 29.56 H +ATOM 4196 N TRP A1152 -16.334 16.407 -22.539 1.00 24.56 N +ATOM 4197 CA TRP A1152 -15.064 17.120 -22.440 1.00 24.31 C +ATOM 4198 C TRP A1152 -15.252 18.648 -22.357 1.00 28.86 C +ATOM 4199 O TRP A1152 -14.462 19.368 -22.962 1.00 29.11 O +ATOM 4200 CB TRP A1152 -14.150 16.769 -23.635 1.00 23.52 C +ATOM 4201 CG TRP A1152 -13.769 15.351 -23.905 1.00 23.91 C +ATOM 4202 CD1 TRP A1152 -13.464 14.411 -22.983 1.00 26.64 C +ATOM 4203 CD2 TRP A1152 -13.493 14.748 -25.205 1.00 24.07 C +ATOM 4204 NE1 TRP A1152 -13.028 13.271 -23.624 1.00 25.72 N +ATOM 4205 CE2 TRP A1152 -13.021 13.419 -24.996 1.00 26.84 C +ATOM 4206 CE3 TRP A1152 -13.581 15.195 -26.545 1.00 25.78 C +ATOM 4207 CZ2 TRP A1152 -12.651 12.581 -26.063 1.00 25.92 C +ATOM 4208 CZ3 TRP A1152 -13.229 14.360 -27.624 1.00 27.26 C +ATOM 4209 CH2 TRP A1152 -12.760 13.055 -27.383 1.00 27.17 C +ATOM 4210 H TRP A1152 -16.861 16.563 -23.386 1.00 24.56 H +ATOM 4211 HA TRP A1152 -14.549 16.820 -21.531 1.00 24.31 H +ATOM 4212 HB3 TRP A1152 -13.195 17.278 -23.504 1.00 23.52 H +ATOM 4213 HB2 TRP A1152 -14.587 17.165 -24.551 1.00 23.52 H +ATOM 4214 HD1 TRP A1152 -13.530 14.552 -21.914 1.00 26.64 H +ATOM 4215 HE1 TRP A1152 -12.743 12.443 -23.118 1.00 25.72 H +ATOM 4216 HE3 TRP A1152 -13.922 16.199 -26.746 1.00 25.78 H +ATOM 4217 HZ2 TRP A1152 -12.280 11.586 -25.875 1.00 25.92 H +ATOM 4218 HZ3 TRP A1152 -13.304 14.727 -28.637 1.00 27.26 H +ATOM 4219 HH2 TRP A1152 -12.468 12.425 -28.209 1.00 27.17 H +ATOM 4220 N GLU A1153 -16.243 19.166 -21.612 1.00 25.75 N +ATOM 4221 CA GLU A1153 -16.288 20.607 -21.306 1.00 26.82 C +ATOM 4222 C GLU A1153 -15.165 20.957 -20.317 1.00 30.62 C +ATOM 4223 O GLU A1153 -14.982 20.213 -19.355 1.00 26.79 O +ATOM 4224 CB GLU A1153 -17.661 21.015 -20.731 1.00 28.38 C +ATOM 4225 CG GLU A1153 -18.853 20.780 -21.684 1.00 35.13 C +ATOM 4226 CD GLU A1153 -19.078 21.826 -22.787 1.00 54.88 C +ATOM 4227 OE1 GLU A1153 -18.283 22.786 -22.903 1.00 51.30 O +ATOM 4228 OE2 GLU A1153 -20.072 21.633 -23.523 1.00 50.04 O1- +ATOM 4229 H GLU A1153 -16.909 18.570 -21.143 1.00 25.75 H +ATOM 4230 HA GLU A1153 -16.126 21.170 -22.227 1.00 26.82 H +ATOM 4231 HB3 GLU A1153 -17.632 22.059 -20.419 1.00 28.38 H +ATOM 4232 HB2 GLU A1153 -17.847 20.473 -19.807 1.00 28.38 H +ATOM 4233 HG3 GLU A1153 -19.767 20.707 -21.096 1.00 35.13 H +ATOM 4234 HG2 GLU A1153 -18.736 19.816 -22.172 1.00 35.13 H +ATOM 4235 N THR A1154 -14.438 22.064 -20.561 1.00 30.88 N +ATOM 4236 CA THR A1154 -13.383 22.571 -19.668 1.00 31.88 C +ATOM 4237 C THR A1154 -13.939 22.913 -18.271 1.00 35.93 C +ATOM 4238 O THR A1154 -13.325 22.547 -17.269 1.00 35.75 O +ATOM 4239 CB THR A1154 -12.699 23.849 -20.233 1.00 43.66 C +ATOM 4240 OG1 THR A1154 -12.085 23.555 -21.471 1.00 44.97 O +ATOM 4241 CG2 THR A1154 -11.623 24.496 -19.338 1.00 43.44 C +ATOM 4242 H THR A1154 -14.652 22.640 -21.363 1.00 30.88 H +ATOM 4243 HA THR A1154 -12.631 21.787 -19.556 1.00 31.88 H +ATOM 4244 HB THR A1154 -13.464 24.600 -20.437 1.00 43.66 H +ATOM 4245 HG1 THR A1154 -11.510 24.290 -21.702 1.00 44.97 H +ATOM 4246 HG21 THR A1154 -11.136 25.325 -19.853 1.00 43.44 H +ATOM 4247 HG22 THR A1154 -12.041 24.904 -18.417 1.00 43.44 H +ATOM 4248 HG23 THR A1154 -10.847 23.781 -19.063 1.00 43.44 H +ATOM 4249 N GLU A1155 -15.129 23.536 -18.254 1.00 34.13 N +ATOM 4250 CA GLU A1155 -15.937 23.784 -17.069 1.00 35.75 C +ATOM 4251 C GLU A1155 -16.604 22.467 -16.627 1.00 37.89 C +ATOM 4252 O GLU A1155 -17.335 21.863 -17.414 1.00 35.58 O +ATOM 4253 CB GLU A1155 -16.967 24.873 -17.437 1.00 38.82 C +ATOM 4254 CG GLU A1155 -17.778 25.452 -16.258 1.00 56.26 C +ATOM 4255 CD GLU A1155 -17.038 26.450 -15.348 1.00 89.36 C +ATOM 4256 OE1 GLU A1155 -15.839 26.728 -15.577 1.00 94.02 O +ATOM 4257 OE2 GLU A1155 -17.704 26.925 -14.403 1.00 89.74 O1- +ATOM 4258 H GLU A1155 -15.563 23.781 -19.134 1.00 34.13 H +ATOM 4259 HA GLU A1155 -15.283 24.149 -16.275 1.00 35.75 H +ATOM 4260 HB3 GLU A1155 -17.672 24.451 -18.153 1.00 38.82 H +ATOM 4261 HB2 GLU A1155 -16.479 25.683 -17.982 1.00 38.82 H +ATOM 4262 HG3 GLU A1155 -18.176 24.641 -15.648 1.00 56.26 H +ATOM 4263 HG2 GLU A1155 -18.645 25.972 -16.663 1.00 56.26 H +ATOM 4264 N ALA A1156 -16.319 22.041 -15.385 1.00 35.19 N +ATOM 4265 CA ALA A1156 -16.766 20.766 -14.818 1.00 35.22 C +ATOM 4266 C ALA A1156 -18.288 20.639 -14.646 1.00 38.77 C +ATOM 4267 O ALA A1156 -18.817 19.540 -14.816 1.00 37.90 O +ATOM 4268 CB ALA A1156 -16.044 20.526 -13.484 1.00 36.33 C +ATOM 4269 H ALA A1156 -15.724 22.604 -14.793 1.00 35.19 H +ATOM 4270 HA ALA A1156 -16.466 19.984 -15.513 1.00 35.22 H +ATOM 4271 HB1 ALA A1156 -16.329 19.570 -13.043 1.00 36.33 H +ATOM 4272 HB2 ALA A1156 -14.962 20.512 -13.622 1.00 36.33 H +ATOM 4273 HB3 ALA A1156 -16.273 21.306 -12.757 1.00 36.33 H +ATOM 4274 N SER A1157 -18.958 21.763 -14.341 1.00 35.61 N +ATOM 4275 CA SER A1157 -20.409 21.866 -14.176 1.00 35.08 C +ATOM 4276 C SER A1157 -21.211 21.665 -15.479 1.00 37.46 C +ATOM 4277 O SER A1157 -22.359 21.228 -15.400 1.00 37.36 O +ATOM 4278 CB SER A1157 -20.732 23.206 -13.483 1.00 40.33 C +ATOM 4279 OG SER A1157 -20.526 24.317 -14.335 1.00 48.92 O +ATOM 4280 H SER A1157 -18.442 22.623 -14.209 1.00 35.61 H +ATOM 4281 HA SER A1157 -20.705 21.071 -13.490 1.00 35.08 H +ATOM 4282 HB3 SER A1157 -20.130 23.330 -12.582 1.00 40.33 H +ATOM 4283 HB2 SER A1157 -21.774 23.216 -13.163 1.00 40.33 H +ATOM 4284 HG SER A1157 -20.612 25.124 -13.820 1.00 48.92 H +ATOM 4285 N PHE A1158 -20.600 21.963 -16.641 1.00 32.83 N +ATOM 4286 CA PHE A1158 -21.225 21.832 -17.962 1.00 32.10 C +ATOM 4287 C PHE A1158 -21.262 20.383 -18.487 1.00 33.92 C +ATOM 4288 O PHE A1158 -22.027 20.112 -19.414 1.00 31.85 O +ATOM 4289 CB PHE A1158 -20.509 22.753 -18.976 1.00 33.90 C +ATOM 4290 CG PHE A1158 -20.583 24.263 -18.780 1.00 37.34 C +ATOM 4291 CD1 PHE A1158 -21.365 24.870 -17.770 1.00 41.32 C +ATOM 4292 CD2 PHE A1158 -19.866 25.090 -19.671 1.00 39.43 C +ATOM 4293 CE1 PHE A1158 -21.392 26.253 -17.648 1.00 43.51 C +ATOM 4294 CE2 PHE A1158 -19.906 26.471 -19.532 1.00 43.26 C +ATOM 4295 CZ PHE A1158 -20.663 27.049 -18.523 1.00 42.52 C +ATOM 4296 H PHE A1158 -19.654 22.318 -16.628 1.00 32.83 H +ATOM 4297 HA PHE A1158 -22.266 22.152 -17.891 1.00 32.10 H +ATOM 4298 HB3 PHE A1158 -20.891 22.555 -19.979 1.00 33.90 H +ATOM 4299 HB2 PHE A1158 -19.452 22.489 -19.006 1.00 33.90 H +ATOM 4300 HD1 PHE A1158 -21.944 24.280 -17.075 1.00 41.32 H +ATOM 4301 HD2 PHE A1158 -19.276 24.647 -20.460 1.00 39.43 H +ATOM 4302 HE1 PHE A1158 -21.982 26.712 -16.868 1.00 43.51 H +ATOM 4303 HE2 PHE A1158 -19.346 27.095 -20.212 1.00 43.26 H +ATOM 4304 HZ PHE A1158 -20.689 28.124 -18.419 1.00 42.52 H +ATOM 4305 N ARG A1159 -20.451 19.483 -17.901 1.00 27.94 N +ATOM 4306 CA ARG A1159 -20.401 18.062 -18.254 1.00 27.11 C +ATOM 4307 C ARG A1159 -21.635 17.307 -17.701 1.00 29.97 C +ATOM 4308 O ARG A1159 -22.017 17.562 -16.558 1.00 28.45 O +ATOM 4309 CB ARG A1159 -19.085 17.447 -17.725 1.00 27.28 C +ATOM 4310 CG ARG A1159 -17.826 18.123 -18.307 1.00 37.58 C +ATOM 4311 CD ARG A1159 -16.511 17.352 -18.102 1.00 43.51 C +ATOM 4312 NE ARG A1159 -16.026 17.327 -16.716 1.00 43.50 N +ATOM 4313 CZ ARG A1159 -14.971 17.962 -16.172 1.00 45.54 C +ATOM 4314 NH1 ARG A1159 -14.222 18.856 -16.830 1.00 36.88 N +ATOM 4315 NH2 ARG A1159 -14.648 17.676 -14.910 1.00 30.01 N1+ +ATOM 4316 H ARG A1159 -19.858 19.776 -17.138 1.00 27.94 H +ATOM 4317 HA ARG A1159 -20.378 18.025 -19.340 1.00 27.11 H +ATOM 4318 HB3 ARG A1159 -19.064 16.393 -18.001 1.00 27.28 H +ATOM 4319 HB2 ARG A1159 -19.056 17.476 -16.635 1.00 27.28 H +ATOM 4320 HG3 ARG A1159 -17.736 19.090 -17.808 1.00 37.58 H +ATOM 4321 HG2 ARG A1159 -17.947 18.333 -19.368 1.00 37.58 H +ATOM 4322 HD3 ARG A1159 -15.755 17.616 -18.840 1.00 43.51 H +ATOM 4323 HD2 ARG A1159 -16.727 16.298 -18.268 1.00 43.51 H +ATOM 4324 HE ARG A1159 -16.515 16.670 -16.123 1.00 43.50 H +ATOM 4325 HH12 ARG A1159 -13.443 19.305 -16.367 1.00 36.88 H +ATOM 4326 HH11 ARG A1159 -14.479 19.148 -17.766 1.00 36.88 H +ATOM 4327 HH22 ARG A1159 -13.828 18.092 -14.480 1.00 30.01 H +ATOM 4328 HH21 ARG A1159 -15.177 16.993 -14.389 1.00 30.01 H +ATOM 4329 N PRO A1160 -22.245 16.402 -18.505 1.00 26.80 N +ATOM 4330 CA PRO A1160 -23.417 15.614 -18.080 1.00 26.98 C +ATOM 4331 C PRO A1160 -23.023 14.501 -17.094 1.00 32.02 C +ATOM 4332 O PRO A1160 -22.041 13.808 -17.342 1.00 31.35 O +ATOM 4333 CB PRO A1160 -23.937 15.030 -19.406 1.00 28.34 C +ATOM 4334 CG PRO A1160 -22.695 14.855 -20.268 1.00 31.76 C +ATOM 4335 CD PRO A1160 -21.826 16.039 -19.861 1.00 27.47 C +ATOM 4336 HA PRO A1160 -24.178 16.252 -17.628 1.00 26.98 H +ATOM 4337 HB3 PRO A1160 -24.608 15.750 -19.876 1.00 28.34 H +ATOM 4338 HB2 PRO A1160 -24.491 14.098 -19.289 1.00 28.34 H +ATOM 4339 HG3 PRO A1160 -22.907 14.822 -21.337 1.00 31.76 H +ATOM 4340 HG2 PRO A1160 -22.192 13.923 -20.004 1.00 31.76 H +ATOM 4341 HD2 PRO A1160 -20.769 15.781 -19.915 1.00 27.47 H +ATOM 4342 HD3 PRO A1160 -22.012 16.890 -20.516 1.00 27.47 H +ATOM 4343 N THR A1161 -23.789 14.324 -16.007 1.00 29.10 N +ATOM 4344 CA THR A1161 -23.603 13.217 -15.056 1.00 28.91 C +ATOM 4345 C THR A1161 -23.827 11.838 -15.722 1.00 29.63 C +ATOM 4346 O THR A1161 -24.454 11.766 -16.780 1.00 26.66 O +ATOM 4347 CB THR A1161 -24.557 13.351 -13.832 1.00 34.86 C +ATOM 4348 OG1 THR A1161 -25.865 12.856 -14.057 1.00 34.53 O +ATOM 4349 CG2 THR A1161 -24.617 14.763 -13.229 1.00 35.90 C +ATOM 4350 H THR A1161 -24.607 14.901 -15.863 1.00 29.10 H +ATOM 4351 HA THR A1161 -22.573 13.254 -14.697 1.00 28.91 H +ATOM 4352 HB THR A1161 -24.153 12.711 -13.047 1.00 34.86 H +ATOM 4353 HG1 THR A1161 -26.454 13.221 -13.388 1.00 34.53 H +ATOM 4354 HG21 THR A1161 -25.175 14.766 -12.292 1.00 35.90 H +ATOM 4355 HG22 THR A1161 -23.616 15.139 -13.017 1.00 35.90 H +ATOM 4356 HG23 THR A1161 -25.103 15.469 -13.903 1.00 35.90 H +ATOM 4357 N PHE A1162 -23.334 10.762 -15.088 1.00 26.26 N +ATOM 4358 CA PHE A1162 -23.561 9.392 -15.560 1.00 25.89 C +ATOM 4359 C PHE A1162 -25.040 8.966 -15.610 1.00 30.07 C +ATOM 4360 O PHE A1162 -25.403 8.218 -16.515 1.00 29.53 O +ATOM 4361 CB PHE A1162 -22.699 8.388 -14.777 1.00 27.11 C +ATOM 4362 CG PHE A1162 -21.246 8.362 -15.201 1.00 25.98 C +ATOM 4363 CD1 PHE A1162 -20.898 7.838 -16.459 1.00 26.41 C +ATOM 4364 CD2 PHE A1162 -20.245 8.943 -14.402 1.00 27.86 C +ATOM 4365 CE1 PHE A1162 -19.573 7.805 -16.862 1.00 26.21 C +ATOM 4366 CE2 PHE A1162 -18.922 8.912 -14.824 1.00 29.34 C +ATOM 4367 CZ PHE A1162 -18.586 8.329 -16.039 1.00 25.75 C +ATOM 4368 H PHE A1162 -22.822 10.869 -14.222 1.00 26.26 H +ATOM 4369 HA PHE A1162 -23.226 9.366 -16.598 1.00 25.89 H +ATOM 4370 HB3 PHE A1162 -23.079 7.379 -14.930 1.00 27.11 H +ATOM 4371 HB2 PHE A1162 -22.764 8.571 -13.705 1.00 27.11 H +ATOM 4372 HD1 PHE A1162 -21.672 7.455 -17.102 1.00 26.41 H +ATOM 4373 HD2 PHE A1162 -20.507 9.395 -13.461 1.00 27.86 H +ATOM 4374 HE1 PHE A1162 -19.316 7.369 -17.815 1.00 26.21 H +ATOM 4375 HE2 PHE A1162 -18.153 9.342 -14.206 1.00 29.34 H +ATOM 4376 HZ PHE A1162 -17.554 8.293 -16.350 1.00 25.75 H +ATOM 4377 N GLU A1163 -25.873 9.500 -14.699 1.00 27.87 N +ATOM 4378 CA GLU A1163 -27.330 9.355 -14.724 1.00 28.69 C +ATOM 4379 C GLU A1163 -28.021 10.100 -15.882 1.00 33.26 C +ATOM 4380 O GLU A1163 -29.087 9.652 -16.303 1.00 32.51 O +ATOM 4381 CB GLU A1163 -27.927 9.769 -13.366 1.00 31.37 C +ATOM 4382 CG GLU A1163 -27.608 8.760 -12.239 1.00 44.54 C +ATOM 4383 CD GLU A1163 -28.145 9.129 -10.846 1.00 68.84 C +ATOM 4384 OE1 GLU A1163 -28.711 10.233 -10.679 1.00 67.02 O +ATOM 4385 OE2 GLU A1163 -27.958 8.284 -9.944 1.00 62.94 O1- +ATOM 4386 H GLU A1163 -25.498 10.099 -13.976 1.00 27.87 H +ATOM 4387 HA GLU A1163 -27.551 8.297 -14.871 1.00 28.69 H +ATOM 4388 HB3 GLU A1163 -29.009 9.882 -13.452 1.00 31.37 H +ATOM 4389 HB2 GLU A1163 -27.540 10.753 -13.095 1.00 31.37 H +ATOM 4390 HG3 GLU A1163 -26.530 8.625 -12.158 1.00 44.54 H +ATOM 4391 HG2 GLU A1163 -28.013 7.785 -12.512 1.00 44.54 H +ATOM 4392 N ASN A1164 -27.417 11.190 -16.392 1.00 30.86 N +ATOM 4393 CA ASN A1164 -27.882 11.893 -17.596 1.00 30.74 C +ATOM 4394 C ASN A1164 -27.503 11.131 -18.879 1.00 32.00 C +ATOM 4395 O ASN A1164 -28.280 11.151 -19.832 1.00 31.36 O +ATOM 4396 CB ASN A1164 -27.317 13.336 -17.689 1.00 30.05 C +ATOM 4397 CG ASN A1164 -27.571 14.258 -16.490 1.00 41.44 C +ATOM 4398 OD1 ASN A1164 -26.746 15.121 -16.200 1.00 30.45 O +ATOM 4399 ND2 ASN A1164 -28.701 14.110 -15.795 1.00 30.02 N +ATOM 4400 H ASN A1164 -26.552 11.521 -15.984 1.00 30.86 H +ATOM 4401 HA ASN A1164 -28.972 11.954 -17.582 1.00 30.74 H +ATOM 4402 HB3 ASN A1164 -27.734 13.831 -18.567 1.00 30.05 H +ATOM 4403 HB2 ASN A1164 -26.240 13.302 -17.853 1.00 30.05 H +ATOM 4404 HD22 ASN A1164 -28.879 14.703 -14.997 1.00 30.02 H +ATOM 4405 HD21 ASN A1164 -29.374 13.396 -16.037 1.00 30.02 H +ATOM 4406 N LEU A1165 -26.326 10.480 -18.882 1.00 27.37 N +ATOM 4407 CA LEU A1165 -25.766 9.760 -20.028 1.00 26.17 C +ATOM 4408 C LEU A1165 -26.478 8.435 -20.352 1.00 30.32 C +ATOM 4409 O LEU A1165 -26.504 8.068 -21.525 1.00 29.57 O +ATOM 4410 CB LEU A1165 -24.259 9.516 -19.791 1.00 24.98 C +ATOM 4411 CG LEU A1165 -23.381 10.779 -19.932 1.00 27.47 C +ATOM 4412 CD1 LEU A1165 -21.985 10.567 -19.304 1.00 26.17 C +ATOM 4413 CD2 LEU A1165 -23.312 11.261 -21.400 1.00 28.90 C +ATOM 4414 H LEU A1165 -25.739 10.526 -18.060 1.00 27.37 H +ATOM 4415 HA LEU A1165 -25.886 10.396 -20.907 1.00 26.17 H +ATOM 4416 HB3 LEU A1165 -23.883 8.764 -20.486 1.00 24.98 H +ATOM 4417 HB2 LEU A1165 -24.131 9.083 -18.798 1.00 24.98 H +ATOM 4418 HG LEU A1165 -23.853 11.578 -19.359 1.00 27.47 H +ATOM 4419 HD11 LEU A1165 -21.169 10.782 -19.992 1.00 26.17 H +ATOM 4420 HD12 LEU A1165 -21.850 11.218 -18.439 1.00 26.17 H +ATOM 4421 HD13 LEU A1165 -21.842 9.544 -18.956 1.00 26.17 H +ATOM 4422 HD21 LEU A1165 -22.294 11.315 -21.782 1.00 28.90 H +ATOM 4423 HD22 LEU A1165 -23.857 10.602 -22.076 1.00 28.90 H +ATOM 4424 HD23 LEU A1165 -23.747 12.255 -21.501 1.00 28.90 H +ATOM 4425 N ILE A1166 -27.040 7.749 -19.341 1.00 27.97 N +ATOM 4426 CA ILE A1166 -27.745 6.467 -19.487 1.00 28.85 C +ATOM 4427 C ILE A1166 -28.953 6.492 -20.460 1.00 33.75 C +ATOM 4428 O ILE A1166 -28.925 5.705 -21.406 1.00 32.47 O +ATOM 4429 CB ILE A1166 -28.146 5.868 -18.102 1.00 32.86 C +ATOM 4430 CG1 ILE A1166 -26.891 5.392 -17.344 1.00 32.40 C +ATOM 4431 CG2 ILE A1166 -29.182 4.719 -18.139 1.00 34.79 C +ATOM 4432 CD1 ILE A1166 -27.093 5.273 -15.829 1.00 41.27 C +ATOM 4433 H ILE A1166 -26.962 8.109 -18.400 1.00 27.97 H +ATOM 4434 HA ILE A1166 -27.016 5.782 -19.927 1.00 28.85 H +ATOM 4435 HB ILE A1166 -28.578 6.676 -17.513 1.00 32.86 H +ATOM 4436 HG13 ILE A1166 -26.060 6.066 -17.526 1.00 32.40 H +ATOM 4437 HG12 ILE A1166 -26.559 4.439 -17.750 1.00 32.40 H +ATOM 4438 HG21 ILE A1166 -29.368 4.322 -17.141 1.00 34.79 H +ATOM 4439 HG22 ILE A1166 -30.151 5.039 -18.522 1.00 34.79 H +ATOM 4440 HG23 ILE A1166 -28.826 3.895 -18.757 1.00 34.79 H +ATOM 4441 HD11 ILE A1166 -26.139 5.370 -15.317 1.00 41.27 H +ATOM 4442 HD12 ILE A1166 -27.751 6.049 -15.441 1.00 41.27 H +ATOM 4443 HD13 ILE A1166 -27.519 4.310 -15.552 1.00 41.27 H +ATOM 4444 N PRO A1167 -29.961 7.381 -20.270 1.00 32.13 N +ATOM 4445 CA PRO A1167 -31.104 7.471 -21.200 1.00 32.58 C +ATOM 4446 C PRO A1167 -30.756 7.999 -22.606 1.00 34.66 C +ATOM 4447 O PRO A1167 -31.441 7.626 -23.559 1.00 34.80 O +ATOM 4448 CB PRO A1167 -32.110 8.379 -20.476 1.00 35.43 C +ATOM 4449 CG PRO A1167 -31.254 9.243 -19.567 1.00 39.58 C +ATOM 4450 CD PRO A1167 -30.159 8.280 -19.129 1.00 34.49 C +ATOM 4451 HA PRO A1167 -31.550 6.482 -21.322 1.00 32.58 H +ATOM 4452 HB3 PRO A1167 -32.779 7.765 -19.871 1.00 35.43 H +ATOM 4453 HB2 PRO A1167 -32.734 8.973 -21.146 1.00 35.43 H +ATOM 4454 HG3 PRO A1167 -31.803 9.681 -18.734 1.00 39.58 H +ATOM 4455 HG2 PRO A1167 -30.817 10.057 -20.147 1.00 39.58 H +ATOM 4456 HD2 PRO A1167 -29.269 8.825 -18.831 1.00 34.49 H +ATOM 4457 HD3 PRO A1167 -30.503 7.693 -18.277 1.00 34.49 H +ATOM 4458 N ILE A1168 -29.692 8.816 -22.719 1.00 31.51 N +ATOM 4459 CA ILE A1168 -29.174 9.311 -23.996 1.00 32.13 C +ATOM 4460 C ILE A1168 -28.515 8.176 -24.809 1.00 34.20 C +ATOM 4461 O ILE A1168 -28.819 8.042 -25.992 1.00 33.26 O +ATOM 4462 CB ILE A1168 -28.157 10.480 -23.813 1.00 35.61 C +ATOM 4463 CG1 ILE A1168 -28.818 11.695 -23.122 1.00 36.57 C +ATOM 4464 CG2 ILE A1168 -27.491 10.936 -25.133 1.00 37.22 C +ATOM 4465 CD1 ILE A1168 -27.816 12.756 -22.635 1.00 41.21 C +ATOM 4466 H ILE A1168 -29.178 9.087 -21.893 1.00 31.51 H +ATOM 4467 HA ILE A1168 -30.019 9.689 -24.577 1.00 32.13 H +ATOM 4468 HB ILE A1168 -27.363 10.125 -23.154 1.00 35.61 H +ATOM 4469 HG13 ILE A1168 -29.409 11.372 -22.266 1.00 36.57 H +ATOM 4470 HG12 ILE A1168 -29.529 12.160 -23.806 1.00 36.57 H +ATOM 4471 HG21 ILE A1168 -26.825 11.783 -24.973 1.00 37.22 H +ATOM 4472 HG22 ILE A1168 -26.886 10.153 -25.588 1.00 37.22 H +ATOM 4473 HG23 ILE A1168 -28.240 11.243 -25.864 1.00 37.22 H +ATOM 4474 HD11 ILE A1168 -28.223 13.321 -21.796 1.00 41.21 H +ATOM 4475 HD12 ILE A1168 -26.881 12.305 -22.300 1.00 41.21 H +ATOM 4476 HD13 ILE A1168 -27.581 13.469 -23.424 1.00 41.21 H +ATOM 4477 N LEU A1169 -27.664 7.367 -24.155 1.00 29.74 N +ATOM 4478 CA LEU A1169 -26.967 6.225 -24.756 1.00 29.80 C +ATOM 4479 C LEU A1169 -27.885 5.031 -25.075 1.00 35.11 C +ATOM 4480 O LEU A1169 -27.557 4.280 -25.991 1.00 36.14 O +ATOM 4481 CB LEU A1169 -25.777 5.814 -23.865 1.00 29.09 C +ATOM 4482 CG LEU A1169 -24.581 6.789 -23.960 1.00 32.75 C +ATOM 4483 CD1 LEU A1169 -23.587 6.570 -22.808 1.00 32.66 C +ATOM 4484 CD2 LEU A1169 -23.883 6.727 -25.337 1.00 36.03 C +ATOM 4485 H LEU A1169 -27.456 7.545 -23.180 1.00 29.74 H +ATOM 4486 HA LEU A1169 -26.565 6.559 -25.711 1.00 29.80 H +ATOM 4487 HB3 LEU A1169 -25.421 4.823 -24.144 1.00 29.09 H +ATOM 4488 HB2 LEU A1169 -26.125 5.721 -22.835 1.00 29.09 H +ATOM 4489 HG LEU A1169 -24.969 7.801 -23.834 1.00 32.75 H +ATOM 4490 HD11 LEU A1169 -23.208 7.523 -22.440 1.00 32.66 H +ATOM 4491 HD12 LEU A1169 -24.047 6.060 -21.962 1.00 32.66 H +ATOM 4492 HD13 LEU A1169 -22.731 5.971 -23.114 1.00 32.66 H +ATOM 4493 HD21 LEU A1169 -22.797 6.684 -25.255 1.00 36.03 H +ATOM 4494 HD22 LEU A1169 -24.195 5.856 -25.915 1.00 36.03 H +ATOM 4495 HD23 LEU A1169 -24.124 7.609 -25.930 1.00 36.03 H +ATOM 4496 N LYS A1170 -29.028 4.905 -24.376 1.00 32.29 N +ATOM 4497 CA LYS A1170 -30.116 3.981 -24.717 1.00 33.11 C +ATOM 4498 C LYS A1170 -30.825 4.360 -26.028 1.00 37.39 C +ATOM 4499 O LYS A1170 -31.078 3.477 -26.846 1.00 37.67 O +ATOM 4500 CB LYS A1170 -31.124 3.899 -23.551 1.00 37.22 C +ATOM 4501 CG LYS A1170 -30.641 3.002 -22.404 1.00 43.25 C +ATOM 4502 CD LYS A1170 -31.551 3.030 -21.170 1.00 49.41 C +ATOM 4503 CE LYS A1170 -31.093 2.016 -20.108 1.00 57.38 C +ATOM 4504 NZ LYS A1170 -31.915 2.081 -18.888 1.00 64.71 N1+ +ATOM 4505 H LYS A1170 -29.207 5.536 -23.606 1.00 32.29 H +ATOM 4506 HA LYS A1170 -29.678 2.992 -24.863 1.00 33.11 H +ATOM 4507 HB3 LYS A1170 -32.069 3.483 -23.907 1.00 37.22 H +ATOM 4508 HB2 LYS A1170 -31.357 4.899 -23.187 1.00 37.22 H +ATOM 4509 HG3 LYS A1170 -29.633 3.290 -22.111 1.00 43.25 H +ATOM 4510 HG2 LYS A1170 -30.573 1.978 -22.773 1.00 43.25 H +ATOM 4511 HD3 LYS A1170 -32.578 2.820 -21.472 1.00 49.41 H +ATOM 4512 HD2 LYS A1170 -31.550 4.038 -20.751 1.00 49.41 H +ATOM 4513 HE3 LYS A1170 -30.052 2.195 -19.835 1.00 57.38 H +ATOM 4514 HE2 LYS A1170 -31.143 1.003 -20.508 1.00 57.38 H +ATOM 4515 HZ1 LYS A1170 -32.877 1.875 -19.115 1.00 64.71 H +ATOM 4516 HZ2 LYS A1170 -31.574 1.402 -18.221 1.00 64.71 H +ATOM 4517 HZ3 LYS A1170 -31.852 3.005 -18.484 1.00 64.71 H +ATOM 4518 N THR A1171 -31.102 5.663 -26.212 1.00 34.80 N +ATOM 4519 CA THR A1171 -31.738 6.219 -27.411 1.00 35.33 C +ATOM 4520 C THR A1171 -30.800 6.208 -28.638 1.00 39.05 C +ATOM 4521 O THR A1171 -31.260 5.941 -29.748 1.00 39.67 O +ATOM 4522 CB THR A1171 -32.220 7.675 -27.167 1.00 44.81 C +ATOM 4523 OG1 THR A1171 -33.137 7.683 -26.089 1.00 44.59 O +ATOM 4524 CG2 THR A1171 -32.908 8.359 -28.363 1.00 42.98 C +ATOM 4525 H THR A1171 -30.845 6.329 -25.497 1.00 34.80 H +ATOM 4526 HA THR A1171 -32.610 5.604 -27.647 1.00 35.33 H +ATOM 4527 HB THR A1171 -31.373 8.291 -26.863 1.00 44.81 H +ATOM 4528 HG1 THR A1171 -32.663 7.467 -25.282 1.00 44.59 H +ATOM 4529 HG21 THR A1171 -33.310 9.332 -28.077 1.00 42.98 H +ATOM 4530 HG22 THR A1171 -32.218 8.533 -29.189 1.00 42.98 H +ATOM 4531 HG23 THR A1171 -33.736 7.757 -28.739 1.00 42.98 H +ATOM 4532 N VAL A1172 -29.501 6.461 -28.407 1.00 34.64 N +ATOM 4533 CA VAL A1172 -28.437 6.393 -29.409 1.00 35.04 C +ATOM 4534 C VAL A1172 -28.142 4.943 -29.854 1.00 37.21 C +ATOM 4535 O VAL A1172 -27.962 4.722 -31.050 1.00 35.63 O +ATOM 4536 CB VAL A1172 -27.153 7.107 -28.887 1.00 39.11 C +ATOM 4537 CG1 VAL A1172 -25.823 6.718 -29.557 1.00 39.01 C +ATOM 4538 CG2 VAL A1172 -27.323 8.636 -28.939 1.00 39.06 C +ATOM 4539 H VAL A1172 -29.207 6.702 -27.470 1.00 34.64 H +ATOM 4540 HA VAL A1172 -28.785 6.931 -30.293 1.00 35.04 H +ATOM 4541 HB VAL A1172 -27.044 6.843 -27.837 1.00 39.11 H +ATOM 4542 HG11 VAL A1172 -25.005 7.334 -29.184 1.00 39.01 H +ATOM 4543 HG12 VAL A1172 -25.555 5.686 -29.335 1.00 39.01 H +ATOM 4544 HG13 VAL A1172 -25.867 6.841 -30.639 1.00 39.01 H +ATOM 4545 HG21 VAL A1172 -26.478 9.144 -28.472 1.00 39.06 H +ATOM 4546 HG22 VAL A1172 -27.395 8.990 -29.967 1.00 39.06 H +ATOM 4547 HG23 VAL A1172 -28.223 8.960 -28.417 1.00 39.06 H +ATOM 4548 N HIS A1173 -28.170 3.976 -28.917 1.00 33.86 N +ATOM 4549 CA HIS A1173 -28.096 2.540 -29.214 1.00 34.98 C +ATOM 4550 C HIS A1173 -29.277 2.060 -30.084 1.00 39.49 C +ATOM 4551 O HIS A1173 -29.043 1.349 -31.059 1.00 38.50 O +ATOM 4552 CB HIS A1173 -27.984 1.732 -27.901 1.00 35.81 C +ATOM 4553 CG HIS A1173 -28.090 0.234 -28.062 1.00 39.76 C +ATOM 4554 ND1 HIS A1173 -27.102 -0.535 -28.649 1.00 41.19 N +ATOM 4555 CD2 HIS A1173 -29.100 -0.647 -27.743 1.00 42.70 C +ATOM 4556 CE1 HIS A1173 -27.538 -1.797 -28.663 1.00 41.61 C +ATOM 4557 NE2 HIS A1173 -28.744 -1.941 -28.129 1.00 43.01 N +ATOM 4558 H HIS A1173 -28.305 4.222 -27.946 1.00 33.86 H +ATOM 4559 HA HIS A1173 -27.183 2.367 -29.788 1.00 34.98 H +ATOM 4560 HB3 HIS A1173 -28.760 2.045 -27.201 1.00 35.81 H +ATOM 4561 HB2 HIS A1173 -27.032 1.952 -27.414 1.00 35.81 H +ATOM 4562 HD1 HIS A1173 -26.205 -0.215 -28.995 1.00 41.19 H +ATOM 4563 HD2 HIS A1173 -30.059 -0.445 -27.288 1.00 42.70 H +ATOM 4564 HE1 HIS A1173 -26.961 -2.619 -29.062 1.00 41.61 H +ATOM 4565 N GLU A1174 -30.502 2.495 -29.734 1.00 37.68 N +ATOM 4566 CA GLU A1174 -31.744 2.256 -30.476 1.00 39.70 C +ATOM 4567 C GLU A1174 -31.727 2.760 -31.930 1.00 42.94 C +ATOM 4568 O GLU A1174 -32.312 2.102 -32.790 1.00 44.72 O +ATOM 4569 CB GLU A1174 -32.935 2.873 -29.702 1.00 42.32 C +ATOM 4570 CG GLU A1174 -33.555 1.928 -28.651 1.00 60.01 C +ATOM 4571 CD GLU A1174 -34.443 0.805 -29.219 1.00 92.87 C +ATOM 4572 OE1 GLU A1174 -34.832 0.871 -30.407 1.00 94.43 O +ATOM 4573 OE2 GLU A1174 -34.715 -0.138 -28.446 1.00 90.73 O1- +ATOM 4574 H GLU A1174 -30.599 3.061 -28.901 1.00 37.68 H +ATOM 4575 HA GLU A1174 -31.882 1.176 -30.525 1.00 39.70 H +ATOM 4576 HB3 GLU A1174 -33.706 3.247 -30.379 1.00 42.32 H +ATOM 4577 HB2 GLU A1174 -32.594 3.762 -29.175 1.00 42.32 H +ATOM 4578 HG3 GLU A1174 -34.171 2.518 -27.971 1.00 60.01 H +ATOM 4579 HG2 GLU A1174 -32.763 1.493 -28.038 1.00 60.01 H +ATOM 4580 N LYS A1175 -31.050 3.893 -32.178 1.00 37.93 N +ATOM 4581 CA LYS A1175 -30.917 4.504 -33.500 1.00 37.53 C +ATOM 4582 C LYS A1175 -30.053 3.674 -34.468 1.00 41.18 C +ATOM 4583 O LYS A1175 -30.453 3.507 -35.620 1.00 39.68 O +ATOM 4584 CB LYS A1175 -30.402 5.952 -33.337 1.00 38.66 C +ATOM 4585 CG LYS A1175 -30.187 6.714 -34.659 1.00 48.52 C +ATOM 4586 CD LYS A1175 -29.780 8.180 -34.438 1.00 57.93 C +ATOM 4587 CE LYS A1175 -29.465 8.944 -35.737 1.00 71.38 C +ATOM 4588 NZ LYS A1175 -30.655 9.138 -36.585 1.00 86.87 N1+ +ATOM 4589 H LYS A1175 -30.605 4.381 -31.413 1.00 37.93 H +ATOM 4590 HA LYS A1175 -31.920 4.562 -33.929 1.00 37.53 H +ATOM 4591 HB3 LYS A1175 -29.462 5.948 -32.786 1.00 38.66 H +ATOM 4592 HB2 LYS A1175 -31.109 6.507 -32.720 1.00 38.66 H +ATOM 4593 HG3 LYS A1175 -31.100 6.660 -35.253 1.00 48.52 H +ATOM 4594 HG2 LYS A1175 -29.406 6.228 -35.246 1.00 48.52 H +ATOM 4595 HD3 LYS A1175 -28.898 8.205 -33.797 1.00 57.93 H +ATOM 4596 HD2 LYS A1175 -30.561 8.700 -33.881 1.00 57.93 H +ATOM 4597 HE3 LYS A1175 -28.705 8.416 -36.313 1.00 71.38 H +ATOM 4598 HE2 LYS A1175 -29.056 9.926 -35.497 1.00 71.38 H +ATOM 4599 HZ1 LYS A1175 -31.353 9.660 -36.073 1.00 86.87 H +ATOM 4600 HZ2 LYS A1175 -30.398 9.649 -37.418 1.00 86.87 H +ATOM 4601 HZ3 LYS A1175 -31.032 8.238 -36.845 1.00 86.87 H +ATOM 4602 N TYR A1176 -28.889 3.197 -33.995 1.00 37.88 N +ATOM 4603 CA TYR A1176 -27.868 2.567 -34.838 1.00 38.84 C +ATOM 4604 C TYR A1176 -27.921 1.028 -34.865 1.00 43.27 C +ATOM 4605 O TYR A1176 -27.210 0.447 -35.688 1.00 45.60 O +ATOM 4606 CB TYR A1176 -26.473 3.100 -34.436 1.00 39.66 C +ATOM 4607 CG TYR A1176 -26.302 4.594 -34.682 1.00 42.14 C +ATOM 4608 CD1 TYR A1176 -26.315 5.101 -35.999 1.00 44.87 C +ATOM 4609 CD2 TYR A1176 -26.162 5.487 -33.601 1.00 42.46 C +ATOM 4610 CE1 TYR A1176 -26.229 6.489 -36.227 1.00 44.19 C +ATOM 4611 CE2 TYR A1176 -26.089 6.875 -33.825 1.00 43.50 C +ATOM 4612 CZ TYR A1176 -26.135 7.378 -35.138 1.00 49.64 C +ATOM 4613 OH TYR A1176 -26.106 8.725 -35.354 1.00 54.89 O +ATOM 4614 H TYR A1176 -28.635 3.369 -33.031 1.00 37.88 H +ATOM 4615 HA TYR A1176 -28.033 2.870 -35.874 1.00 38.84 H +ATOM 4616 HB3 TYR A1176 -25.694 2.591 -35.006 1.00 39.66 H +ATOM 4617 HB2 TYR A1176 -26.271 2.873 -33.387 1.00 39.66 H +ATOM 4618 HD1 TYR A1176 -26.412 4.428 -36.839 1.00 44.87 H +ATOM 4619 HD2 TYR A1176 -26.126 5.113 -32.593 1.00 42.46 H +ATOM 4620 HE1 TYR A1176 -26.257 6.870 -37.237 1.00 44.19 H +ATOM 4621 HE2 TYR A1176 -26.007 7.551 -32.986 1.00 43.50 H +ATOM 4622 HH TYR A1176 -26.186 9.238 -34.543 1.00 54.89 H +ATOM 4623 N ARG A1177 -28.744 0.383 -34.014 1.00 37.76 N +ATOM 4624 CA ARG A1177 -28.935 -1.075 -34.023 1.00 53.07 C +ATOM 4625 C ARG A1177 -29.798 -1.553 -35.209 1.00 74.57 C +ATOM 4626 O ARG A1177 -30.502 -0.752 -35.827 1.00 46.90 O +ATOM 4627 CB ARG A1177 -29.496 -1.560 -32.664 1.00 52.87 C +ATOM 4628 CG ARG A1177 -30.982 -1.254 -32.399 1.00 64.39 C +ATOM 4629 CD ARG A1177 -31.514 -1.954 -31.138 1.00 74.69 C +ATOM 4630 NE ARG A1177 -32.978 -1.851 -31.034 1.00 82.78 N +ATOM 4631 CZ ARG A1177 -33.907 -2.569 -31.694 1.00 98.29 C +ATOM 4632 NH1 ARG A1177 -33.589 -3.553 -32.550 1.00 84.15 N +ATOM 4633 NH2 ARG A1177 -35.199 -2.283 -31.493 1.00 87.75 N1+ +ATOM 4634 H ARG A1177 -29.299 0.909 -33.353 1.00 37.76 H +ATOM 4635 HA ARG A1177 -27.950 -1.532 -34.140 1.00 53.07 H +ATOM 4636 HB3 ARG A1177 -28.888 -1.173 -31.846 1.00 52.87 H +ATOM 4637 HB2 ARG A1177 -29.369 -2.643 -32.620 1.00 52.87 H +ATOM 4638 HG3 ARG A1177 -31.630 -1.450 -33.253 1.00 64.39 H +ATOM 4639 HG2 ARG A1177 -31.028 -0.179 -32.238 1.00 64.39 H +ATOM 4640 HD3 ARG A1177 -31.155 -1.396 -30.273 1.00 74.69 H +ATOM 4641 HD2 ARG A1177 -31.139 -2.971 -31.017 1.00 74.69 H +ATOM 4642 HE ARG A1177 -33.319 -1.100 -30.445 1.00 82.78 H +ATOM 4643 HH12 ARG A1177 -34.318 -4.055 -33.040 1.00 84.15 H +ATOM 4644 HH11 ARG A1177 -32.621 -3.779 -32.721 1.00 84.15 H +ATOM 4645 HH22 ARG A1177 -35.921 -2.787 -31.991 1.00 87.75 H +ATOM 4646 HH21 ARG A1177 -35.454 -1.517 -30.880 1.00 87.75 H +HETATM 4647 N NME A1178 -29.749 -2.869 -35.465 1.00 0.00 N +HETATM 4648 C NME A1178 -30.535 -3.522 -36.502 1.00 0.00 C +HETATM 4649 H NME A1178 -29.154 -3.459 -34.899 1.00 0.00 H +HETATM 4650 H1 NME A1178 -30.743 -2.862 -37.345 1.00 0.00 H +HETATM 4651 H2 NME A1178 -29.994 -4.388 -36.884 1.00 0.00 H +HETATM 4652 H3 NME A1178 -31.485 -3.868 -36.092 1.00 0.00 H +TER 4653 NME A1178 +HETATM 4654 O HOH A1301 -7.805 13.717 -21.733 1.00 23.87 O +HETATM 4655 H1 HOH A1301 -7.442 12.805 -21.938 1.00 23.87 H +HETATM 4656 H2 HOH A1301 -7.037 14.314 -21.478 1.00 23.87 H +HETATM 4657 O HOH A1302 -7.300 4.134 -29.382 1.00 26.50 O +HETATM 4658 H1 HOH A1302 -6.564 3.946 -30.038 1.00 26.50 H +HETATM 4659 H2 HOH A1302 -8.155 4.275 -29.890 1.00 26.50 H +HETATM 4660 O HOH A1303 -21.765 11.544 -12.438 1.00 28.48 O +HETATM 4661 H1 HOH A1303 -21.483 12.499 -12.298 1.00 28.48 H +HETATM 4662 H2 HOH A1303 -21.181 10.951 -11.877 1.00 28.48 H +HETATM 4663 O HOH A1304 -9.035 2.704 -10.281 1.00 29.39 O +HETATM 4664 H1 HOH A1304 -9.409 1.932 -10.803 1.00 29.39 H +HETATM 4665 H2 HOH A1304 -9.652 3.492 -10.355 1.00 29.39 H +HETATM 4666 O HOH A1305 -10.327 13.333 -14.896 1.00 24.85 O +HETATM 4667 H1 HOH A1305 -11.176 12.866 -15.157 1.00 24.85 H +HETATM 4668 H2 HOH A1305 -10.176 13.221 -13.913 1.00 24.85 H +HETATM 4669 O HOH A1306 -11.177 8.182 -14.397 1.00 26.19 O +HETATM 4670 H1 HOH A1306 -11.137 8.958 -15.033 1.00 26.19 H +HETATM 4671 H2 HOH A1306 -11.960 8.307 -13.778 1.00 26.19 H +HETATM 4672 O HOH A1307 -5.575 15.209 -20.665 1.00 23.28 O +HETATM 4673 H1 HOH A1307 -6.230 15.538 -19.979 1.00 23.28 H +HETATM 4674 H2 HOH A1307 -4.863 14.683 -20.193 1.00 23.28 H +HETATM 4675 O HOH A1310 -7.035 2.198 -22.168 1.00 28.39 O +HETATM 4676 H1 HOH A1310 -7.249 2.734 -22.991 1.00 28.39 H +HETATM 4677 H2 HOH A1310 -6.202 2.562 -21.741 1.00 28.39 H +HETATM 4678 O HOH A1319 -24.975 8.619 -9.410 1.00 28.29 O +HETATM 4679 H1 HOH A1319 -25.977 8.575 -9.470 1.00 28.29 H +HETATM 4680 H2 HOH A1319 -24.615 7.682 -9.428 1.00 28.29 H +HETATM 4681 O HOH A1322 9.260 15.797 -22.620 1.00 33.09 O +HETATM 4682 H1 HOH A1322 9.238 15.995 -21.638 1.00 33.09 H +HETATM 4683 H2 HOH A1322 9.718 14.919 -22.770 1.00 33.09 H +HETATM 4684 O HOH A1323 -15.175 20.060 -25.940 1.00 37.91 O +HETATM 4685 H1 HOH A1323 -15.823 19.549 -25.369 1.00 37.91 H +HETATM 4686 H2 HOH A1323 -15.622 20.901 -26.256 1.00 37.91 H +HETATM 4687 O HOH A1325 -7.181 -8.809 -21.143 1.00 38.47 O +HETATM 4688 H1 HOH A1325 -6.991 -9.743 -20.831 1.00 38.47 H +HETATM 4689 H2 HOH A1325 -6.455 -8.515 -21.774 1.00 38.47 H +HETATM 4690 O HOH A1326 7.389 15.381 -18.526 1.00 32.26 O +HETATM 4691 H1 HOH A1326 8.315 15.733 -18.681 1.00 32.26 H +HETATM 4692 H2 HOH A1326 6.915 15.335 -19.410 1.00 32.26 H +HETATM 4693 O HOH A1329 -19.714 -6.468 -9.012 1.00 36.73 O +HETATM 4694 H1 HOH A1329 -19.884 -6.507 -10.000 1.00 36.73 H +HETATM 4695 H2 HOH A1329 -18.743 -6.288 -8.854 1.00 36.73 H +HETATM 4696 O HOH A1330 4.141 19.654 -16.124 1.00 36.06 O +HETATM 4697 H1 HOH A1330 5.109 19.392 -16.168 1.00 36.06 H +HETATM 4698 H2 HOH A1330 3.830 19.606 -15.174 1.00 36.06 H +HETATM 4699 O HOH A1333 4.982 16.327 -16.962 1.00 30.05 O +HETATM 4700 H1 HOH A1333 5.483 17.156 -16.704 1.00 30.05 H +HETATM 4701 H2 HOH A1333 5.635 15.674 -17.353 1.00 30.05 H +HETATM 4702 O HOH A1339 -8.401 9.401 -34.311 1.00 35.17 O +HETATM 4703 H1 HOH A1339 -8.558 8.457 -34.614 1.00 35.17 H +HETATM 4704 H2 HOH A1339 -8.352 9.426 -33.310 1.00 35.17 H +HETATM 4705 O HOH A1344 -1.246 -9.880 -2.385 1.00 46.63 O +HETATM 4706 H1 HOH A1344 -2.115 -9.784 -1.894 1.00 46.63 H +HETATM 4707 H2 HOH A1344 -0.512 -10.016 -1.717 1.00 46.63 H +HETATM 4708 O HOH A1346 -2.546 14.870 -33.057 1.00 40.94 O +HETATM 4709 H1 HOH A1346 -1.902 14.222 -33.475 1.00 40.94 H +HETATM 4710 H2 HOH A1346 -2.400 14.877 -32.065 1.00 40.94 H +HETATM 4711 O HOH A1349 -15.113 -20.319 -14.132 1.00 44.85 O +HETATM 4712 H1 HOH A1349 -15.777 -20.591 -13.428 1.00 44.85 H +HETATM 4713 H2 HOH A1349 -15.496 -19.565 -14.665 1.00 44.85 H +HETATM 4714 O HOH A1350 -21.241 18.275 -13.756 1.00 31.90 O +HETATM 4715 H1 HOH A1350 -21.949 18.493 -14.431 1.00 31.90 H +HETATM 4716 H2 HOH A1350 -20.384 18.717 -14.034 1.00 31.90 H +HETATM 4717 O HOH A1352 -12.770 -28.593 -8.238 1.00 61.97 O +HETATM 4718 H1 HOH A1352 -11.940 -28.665 -8.798 1.00 61.97 H +HETATM 4719 H2 HOH A1352 -13.089 -29.522 -8.039 1.00 61.97 H +HETATM 4720 O HOH A1353 0.753 -1.961 -23.720 1.00 67.38 O +HETATM 4721 H1 HOH A1353 1.280 -1.741 -22.898 1.00 67.38 H +HETATM 4722 H2 HOH A1353 1.234 -2.673 -24.233 1.00 67.38 H +HETATM 4723 O HOH A1356 -12.183 -25.973 -15.343 1.00 59.40 O +HETATM 4724 H1 HOH A1356 -12.353 -25.498 -14.476 1.00 59.40 H +HETATM 4725 H2 HOH A1356 -11.675 -26.817 -15.157 1.00 59.40 H +HETATM 4726 O HOH A1360 0.186 23.081 -25.812 1.00 35.26 O +HETATM 4727 H1 HOH A1360 0.760 23.841 -25.494 1.00 35.26 H +HETATM 4728 H2 HOH A1360 -0.066 22.506 -25.030 1.00 35.26 H +HETATM 4729 O HOH A1361 6.492 16.072 -23.950 1.00 37.72 O +HETATM 4730 H1 HOH A1361 7.475 15.916 -23.823 1.00 37.72 H +HETATM 4731 H2 HOH A1361 6.255 15.954 -24.918 1.00 37.72 H +HETATM 4732 O HOH A1362 -12.299 4.648 -36.322 1.00 42.24 O +HETATM 4733 H1 HOH A1362 -13.007 4.928 -36.975 1.00 42.24 H +HETATM 4734 H2 HOH A1362 -12.726 4.127 -35.581 1.00 42.24 H +HETATM 4735 O HOH A1364 -16.446 24.494 -21.075 1.00 34.81 O +HETATM 4736 H1 HOH A1364 -17.058 23.972 -21.679 1.00 34.81 H +HETATM 4737 H2 HOH A1364 -16.735 25.452 -21.068 1.00 34.81 H +HETATM 4738 O HOH A1366 -15.941 9.353 -41.405 1.00 52.63 O +HETATM 4739 H1 HOH A1366 -15.091 8.827 -41.524 1.00 52.63 H +HETATM 4740 H2 HOH A1366 -16.453 9.327 -42.264 1.00 52.63 H +HETATM 4741 O HOH A1367 -16.053 4.806 -35.554 1.00 51.77 O +HETATM 4742 H1 HOH A1367 -15.366 4.407 -34.941 1.00 51.77 H +HETATM 4743 H2 HOH A1367 -15.611 5.066 -36.416 1.00 51.77 H +HETATM 4744 O HOH A1374 -11.258 22.843 -15.256 1.00 45.38 O +HETATM 4745 H1 HOH A1374 -11.414 21.917 -14.904 1.00 45.38 H +HETATM 4746 H2 HOH A1374 -11.922 23.020 -15.986 1.00 45.38 H +HETATM 4747 O HOH A1379 1.460 25.653 -25.134 1.00 53.63 O +HETATM 4748 H1 HOH A1379 1.558 25.650 -24.132 1.00 53.63 H +HETATM 4749 H2 HOH A1379 1.812 26.519 -25.489 1.00 53.63 H +HETATM 4750 O HOH A1381 -10.785 -4.363 -35.468 1.00 52.69 O +HETATM 4751 H1 HOH A1381 -10.882 -4.287 -34.472 1.00 52.69 H +HETATM 4752 H2 HOH A1381 -9.819 -4.506 -35.690 1.00 52.69 H +HETATM 4753 O HOH A1382 11.586 21.266 -17.552 1.00 44.12 O +HETATM 4754 H1 HOH A1382 12.072 22.022 -17.992 1.00 44.12 H +HETATM 4755 H2 HOH A1382 11.771 21.284 -16.568 1.00 44.12 H +HETATM 4756 O HOH A1388 -20.268 13.044 -1.959 1.00 51.68 O +HETATM 4757 H1 HOH A1388 -19.953 13.996 -1.925 1.00 51.68 H +HETATM 4758 H2 HOH A1388 -19.556 12.459 -1.568 1.00 51.68 H +HETATM 4759 O HOH A1394 -8.203 1.938 -4.105 1.00 43.33 O +HETATM 4760 H1 HOH A1394 -8.463 1.333 -4.861 1.00 43.33 H +HETATM 4761 H2 HOH A1394 -8.767 2.767 -4.151 1.00 43.33 H +HETATM 4762 O HOH A1396 -27.765 -2.906 -18.989 1.00 50.68 O +HETATM 4763 H1 HOH A1396 -27.731 -1.905 -18.908 1.00 50.68 H +HETATM 4764 H2 HOH A1396 -27.014 -3.284 -18.440 1.00 50.68 H +HETATM 4765 O HOH A1397 -30.874 11.872 -15.139 1.00 52.33 O +HETATM 4766 H1 HOH A1397 -30.767 11.983 -14.146 1.00 52.33 H +HETATM 4767 H2 HOH A1397 -30.470 10.998 -15.416 1.00 52.33 H +HETATM 4768 O HOH A1400 -36.880 -3.993 -33.716 1.00 50.72 O +HETATM 4769 H1 HOH A1400 -37.147 -3.437 -34.504 1.00 50.72 H +HETATM 4770 H2 HOH A1400 -37.524 -4.752 -33.618 1.00 50.72 H +HETATM 4771 O HOH A1401 -24.206 -1.279 -35.770 1.00 53.88 O +HETATM 4772 H1 HOH A1401 -23.632 -1.063 -36.562 1.00 53.88 H +HETATM 4773 H2 HOH A1401 -25.118 -0.889 -35.914 1.00 53.88 H +HETATM 4774 O HOH A1406 -1.292 8.841 -35.635 1.00 44.73 O +HETATM 4775 H1 HOH A1406 -1.662 8.240 -34.923 1.00 44.73 H +HETATM 4776 H2 HOH A1406 -0.648 9.487 -35.214 1.00 44.73 H +HETATM 4777 O HOH A1412 -0.946 21.652 -15.116 1.00 53.19 O +HETATM 4778 H1 HOH A1412 -1.600 21.432 -15.844 1.00 53.19 H +HETATM 4779 H2 HOH A1412 -1.078 21.016 -14.353 1.00 53.19 H +HETATM 4780 O HOH A1415 -23.399 -9.578 -15.048 1.00 55.01 O +HETATM 4781 H1 HOH A1415 -23.421 -8.698 -15.526 1.00 55.01 H +HETATM 4782 H2 HOH A1415 -24.267 -10.053 -15.194 1.00 55.01 H +HETATM 4783 O HOH A1416 5.715 22.275 -28.185 1.00110.14 O +HETATM 4784 H1 HOH A1416 6.698 22.109 -28.267 1.00110.14 H +HETATM 4785 H2 HOH A1416 5.253 21.393 -28.063 1.00110.14 H +HETATM 4786 O HOH A1417 -27.286 10.455 -33.143 1.00 53.90 O +HETATM 4787 H1 HOH A1417 -27.557 11.412 -33.288 1.00 53.90 H +HETATM 4788 H2 HOH A1417 -27.516 10.197 -32.205 1.00 53.90 H +HETATM 4789 O HOH A1419 -33.125 0.444 -35.100 1.00 58.72 O +HETATM 4790 H1 HOH A1419 -32.946 1.047 -34.319 1.00 58.72 H +HETATM 4791 H2 HOH A1419 -32.253 0.120 -35.472 1.00 58.72 H +CONECT 1 4 5 6 +CONECT 4 1 +CONECT 5 1 +CONECT 6 1 +CONECT 4654 4655 4656 +CONECT 4655 4654 +CONECT 4656 4654 +CONECT 4657 4658 4659 +CONECT 4658 4657 +CONECT 4659 4657 +CONECT 4660 4661 4662 +CONECT 4661 4660 +CONECT 4662 4660 +CONECT 4663 4664 4665 +CONECT 4664 4663 +CONECT 4665 4663 +CONECT 4666 4667 4668 +CONECT 4667 4666 +CONECT 4668 4666 +CONECT 4669 4670 4671 +CONECT 4670 4669 +CONECT 4671 4669 +CONECT 4672 4673 4674 +CONECT 4673 4672 +CONECT 4674 4672 +CONECT 4675 4676 4677 +CONECT 4676 4675 +CONECT 4677 4675 +CONECT 4678 4679 4680 +CONECT 4679 4678 +CONECT 4680 4678 +CONECT 4681 4682 4683 +CONECT 4682 4681 +CONECT 4683 4681 +CONECT 4684 4685 4686 +CONECT 4685 4684 +CONECT 4686 4684 +CONECT 4687 4688 4689 +CONECT 4688 4687 +CONECT 4689 4687 +CONECT 4690 4691 4692 +CONECT 4691 4690 +CONECT 4692 4690 +CONECT 4693 4694 4695 +CONECT 4694 4693 +CONECT 4695 4693 +CONECT 4696 4697 4698 +CONECT 4697 4696 +CONECT 4698 4696 +CONECT 4699 4700 4701 +CONECT 4700 4699 +CONECT 4701 4699 +CONECT 4702 4703 4704 +CONECT 4703 4702 +CONECT 4704 4702 +CONECT 4705 4706 4707 +CONECT 4706 4705 +CONECT 4707 4705 +CONECT 4708 4709 4710 +CONECT 4709 4708 +CONECT 4710 4708 +CONECT 4711 4712 4713 +CONECT 4712 4711 +CONECT 4713 4711 +CONECT 4714 4715 4716 +CONECT 4715 4714 +CONECT 4716 4714 +CONECT 4717 4718 4719 +CONECT 4718 4717 +CONECT 4719 4717 +CONECT 4720 4721 4722 +CONECT 4721 4720 +CONECT 4722 4720 +CONECT 4723 4724 4725 +CONECT 4724 4723 +CONECT 4725 4723 +CONECT 4726 4727 4728 +CONECT 4727 4726 +CONECT 4728 4726 +CONECT 4729 4730 4731 +CONECT 4730 4729 +CONECT 4731 4729 +CONECT 4732 4733 4734 +CONECT 4733 4732 +CONECT 4734 4732 +CONECT 4735 4736 4737 +CONECT 4736 4735 +CONECT 4737 4735 +CONECT 4738 4739 4740 +CONECT 4739 4738 +CONECT 4740 4738 +CONECT 4741 4742 4743 +CONECT 4742 4741 +CONECT 4743 4741 +CONECT 4744 4745 4746 +CONECT 4745 4744 +CONECT 4746 4744 +CONECT 4747 4748 4749 +CONECT 4748 4747 +CONECT 4749 4747 +CONECT 4750 4751 4752 +CONECT 4751 4750 +CONECT 4752 4750 +CONECT 4753 4754 4755 +CONECT 4754 4753 +CONECT 4755 4753 +CONECT 4756 4757 4758 +CONECT 4757 4756 +CONECT 4758 4756 +CONECT 4759 4760 4761 +CONECT 4760 4759 +CONECT 4761 4759 +CONECT 4762 4763 4764 +CONECT 4763 4762 +CONECT 4764 4762 +CONECT 4765 4766 4767 +CONECT 4766 4765 +CONECT 4767 4765 +CONECT 4768 4769 4770 +CONECT 4769 4768 +CONECT 4770 4768 +CONECT 4771 4772 4773 +CONECT 4772 4771 +CONECT 4773 4771 +CONECT 4774 4775 4776 +CONECT 4775 4774 +CONECT 4776 4774 +CONECT 4777 4778 4779 +CONECT 4778 4777 +CONECT 4779 4777 +CONECT 4780 4781 4782 +CONECT 4781 4780 +CONECT 4782 4780 +CONECT 4783 4784 4785 +CONECT 4784 4783 +CONECT 4785 4783 +CONECT 4786 4787 4788 +CONECT 4787 4786 +CONECT 4788 4786 +CONECT 4789 4790 4791 +CONECT 4790 4789 +CONECT 4791 4789 +END diff --git a/showcase/openFE_logo3.png b/showcase/openFE_logo3.png new file mode 100644 index 0000000..698b475 Binary files /dev/null and b/showcase/openFE_logo3.png differ diff --git a/showcase/openfe_showcase.ipynb b/showcase/openfe_showcase.ipynb new file mode 100644 index 0000000..934a66e --- /dev/null +++ b/showcase/openfe_showcase.ipynb @@ -0,0 +1,1876 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "cb0d308b-8f50-4ac9-a8a3-550d8a2e3feb", + "metadata": {}, + "source": [ + "# \n", + "# The OpenFE Showcase: Relative Binding Free Energies in the TYK2 System" + ] + }, + { + "cell_type": "markdown", + "id": "8eea1a56-3241-4ccf-9d3a-88de6bbf0e0e", + "metadata": {}, + "source": [ + "# Intro\n", + "\n", + "Welcome to the Open Free Energy toolkit!\n", + "\n", + "The OpenFE toolkit provides open-source frameworks for calculating alchemical free energies. This notebook showcases the methods that are available in OpenFE and their usuage.\n", + "\n", + "Throughout this showcase, we will introduce different interchangeable components that users can choose from during the setup of free energy calculations. OpenFE allows you to mix and match different components, such as:\n", + "\n", + "* Atom mappers\n", + "* Scorers (for atom mappings)\n", + "* Ligand networks\n", + "\n", + "This showcase currently focuses on relative binding free energy (RBFE) calculations. However, OpenFE also provides protocols for running [absolute hydration free energy calculations](https://docs.openfree.energy/en/latest/tutorials/ahfe_tutorial.html) and [Molecular Dynamics (MD) simulations](https://docs.openfree.energy/en/latest/tutorials/md_tutorial.html). In the future, other methods will become available, such as absolute binding free energy calculations and RBFE calculations using a Separated Topologies approach.\n", + "\n", + "If you are planning your own calculations, please also check out our [tutorials](https://docs.openfree.energy/en/stable/tutorials/index.html) which will walk you step-by-step through setup, execution and analysis of different protocols." + ] + }, + { + "cell_type": "markdown", + "id": "28f40a29-4ddd-4f25-8c08-154bb3139bb3", + "metadata": {}, + "source": [ + "# Outline\n", + "\n", + "0. Setup for Google Colab \n", + "1. Overview \n", + "2. Setup \n", + " 2.1. Loading Ligands and Defining Ligand Atom Mappings \n", + " 2.2. Creating a ligand network \n", + " 2.3. Defining ChemicalSystems \n", + " 2.4. Defining the RBFE simulation settings and protocol \n", + "3. Running a Relative Ligand Binding Free Energy Calculation \n", + " 3.1. Using the Python API \n", + " 3.2. Using the CLI \n", + "4. Analysis\n", + "5. Relative Free Energies with the OpenFE CLI\n", + "6. Useful References for Getting Started" + ] + }, + { + "cell_type": "markdown", + "id": "AUgaKFN7eCt5", + "metadata": { + "id": "AUgaKFN7eCt5", + "nbsphinx": "hidden" + }, + "source": [ + "# 0. Setup for Google Colab\n", + "\n", + "If you are running this example in Google Colab, run the following cells to setup the environment. If you are running this notebook locally, skip down to `1. Overview`" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "-jX9udRGehD3", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "-jX9udRGehD3", + "nbsphinx": "hidden", + "outputId": "78a0d40d-a6d2-4a93-a041-406a8cb551b9", + "tags": [] + }, + "outputs": [], + "source": [ + "# NBVAL_SKIP\n", + "# Only run this cell if on google colab\n", + "import os\n", + "if \"COLAB_RELEASE_TAG\" in os.environ:\n", + " !pip install -q condacolab\n", + " import condacolab\n", + " condacolab.install_from_url(\"https://github.com/OpenFreeEnergy/openfe/releases/download/v1.0.0/OpenFEforge-1.0.0-Linux-x86_64.sh\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "dlCARZ2_fAI4", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "dlCARZ2_fAI4", + "nbsphinx": "hidden", + "outputId": "d528f4dc-5105-4288-ea08-9b2e75d442ff", + "tags": [] + }, + "outputs": [], + "source": [ + "# NBVAL_SKIP\n", + "# Only run this cell if on google colab\n", + "import os\n", + "if \"COLAB_RELEASE_TAG\" in os.environ:\n", + " import condacolab\n", + " import locale\n", + " locale.getpreferredencoding = lambda: \"UTF-8\"\n", + " !mkdir inputs && cd inputs && openfe fetch rbfe-tutorial\n", + " for _ in range(3):\n", + " # Sometimes we have to re-run the check\n", + " try:\n", + " condacolab.check()\n", + " except:\n", + " pass\n", + " else:\n", + " break" + ] + }, + { + "cell_type": "markdown", + "id": "0eaea8f6", + "metadata": { + "id": "0eaea8f6" + }, + "source": [ + "# 1. Overview\n", + "\n", + "In this example we show how to set up a network of transformations using\n", + "the OpenFE toolkit for small chemical modifications of ligands binding to tyrosine kinase 2 (TYK2).\n", + "\n", + "For convenience, a prepared (capped and protonated) PDB structure of the\n", + "TYK2 protein is provided under `inputs/tyk2_protein.pdb`. " + ] + }, + { + "cell_type": "markdown", + "id": "31608e5a-cedf-4840-b809-a7df32b319ea", + "metadata": {}, + "source": [ + "" + ] + }, + { + "cell_type": "markdown", + "id": "e9a7f137", + "metadata": { + "id": "e9a7f137" + }, + "source": [ + "### The dataset: Alchemical transformations of TYK2 ligands\n", + "\n", + "Here we explore how OpenFE can be used to build a network of alchemical transformations between the TYK2 ligands.\n", + "\n", + "First, we will use rdkit to visualize the TYK2 ligands." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "711d73bc-519f-4b81-9daf-c7594c7bbf8f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from rdkit import Chem\n", + "from rdkit.Chem import AllChem\n", + "from rdkit.Chem import Draw\n", + "\n", + "# Extract the contents of the sdf file and visualise it\n", + "ligands_rdmol = [mol for mol in\n", + " Chem.SDMolSupplier('inputs/tyk2_ligands.sdf', removeHs=False)]\n", + "\n", + "for ligand in ligands_rdmol:\n", + " AllChem.Compute2DCoords(ligand)\n", + "\n", + "Chem.Draw.MolsToGridImage(ligands_rdmol)" + ] + }, + { + "cell_type": "markdown", + "id": "0870f84e", + "metadata": { + "id": "0870f84e" + }, + "source": [ + "### The plan\n", + "\n", + "Here is what we will achieve in this notebook and what software toolchains are\n", + "used along the way.\n", + " \n", + "\n", + "| **Actions** | **Software** |\n", + "|:------------------------------:|:-----------------------------------------------------------:|\n", + "| Create OpenFE Molecules | OpenFE RDKit |\n", + "| Create Network | OpenFE Lomap, Networkx |\n", + "| Visualise Network | OpenFE NetworkX, RDKit, Matplotlib |\n", + "| Create ligand topologies | OpenFE interface - OpenFF tk |\n", + "| Create hybrid OpenMM topology | OpenFE interface - OpenMMTools (eventually - ex Perses) |\n", + "| Create Lambda Protocol | OpenFE interface - OpenMMTools (eventually - ex Perses) |\n", + "| Setup and run RBFE calculation | OpenFE interface - OpenMM + OpenMMTools |\n", + "| Analysis RBFE calculation | OpenFE interface - PyMBAR + OpenMMTools |" + ] + }, + { + "cell_type": "markdown", + "id": "14ade1f0", + "metadata": { + "id": "14ade1f0" + }, + "source": [ + "# 2. Setup" + ] + }, + { + "cell_type": "markdown", + "id": "5962dec2-d9ef-475d-8086-ee15954e81f6", + "metadata": {}, + "source": [ + "## 2.1. Loading Ligands and Defining Ligand Atom Mappings" + ] + }, + { + "cell_type": "markdown", + "id": "f734578f", + "metadata": { + "id": "f734578f" + }, + "source": [ + "### Creating OpenFE SmallMoleculeComponents\n", + "\n", + "In order to keep track of the various inputs being passed through the OpenFE\n", + "toolkit, OpenFE implements a set of Components which define the proteins,\n", + "small molecules and solvent components which a system may contain. Here we\n", + "use the [SmallMoleculeComponent](https://github.com/OpenFreeEnergy/gufe/blob/main/gufe/smallmoleculecomponent.py)\n", + "which takes in either [RDKit molecules](https://www.rdkit.org/docs/source/rdkit.Chem.rdmolfiles.html)\n", + "or [OpenFF molecules](https://open-forcefield-toolkit.readthedocs.io/en/0.9.2/api/generated/openff.toolkit.topology.Molecule.html).\n", + "\n", + "In the backend, OpenFE treats the RDKit molecules as the central representation\n", + "of the ligands, and uses the OpenFF toolkit to convert between objects from\n", + "various toolchains (for example OpenEye's OEMol).\n", + "\n", + "Here we demonstrate how to load the ligands from `inputs/tyk2_ligands.sdf` into a\n", + "list of OpenFE `SmallMoleculeComponent`s for further processing." + ] + }, + { + "cell_type": "markdown", + "id": "fbc94d04-5d68-4123-82b2-97a1b8872375", + "metadata": {}, + "source": [ + "Load ligands using RDKit:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "4096ce97", + "metadata": { + "id": "4096ce97" + }, + "outputs": [], + "source": [ + "import locale\n", + "locale.getpreferredencoding = lambda _: 'UTF-8' # hack for google colab, not needed for local execution\n", + "from openfe import SmallMoleculeComponent\n", + "\n", + "# Load ligands using RDKit\n", + "ligands_sdf = Chem.SDMolSupplier('inputs/tyk2_ligands.sdf', removeHs=False)\n", + "\n", + "# Now pass these to form a list of Molecules\n", + "ligand_mols = [SmallMoleculeComponent(sdf) for sdf in ligands_sdf]" + ] + }, + { + "cell_type": "markdown", + "id": "044045af-020c-4926-b295-0c9db5bd6a0c", + "metadata": {}, + "source": [ + "Load ligands using the OpenFF toolkit:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "b5e5b538-4847-42f5-b29e-6e1f25bbbeed", + "metadata": {}, + "outputs": [], + "source": [ + "from openff.toolkit import Molecule\n", + "from openfe import SmallMoleculeComponent\n", + "\n", + "# Load ligands using OpenFF toolkit\n", + "ligands_sdf = Molecule.from_file('inputs/tyk2_ligands.sdf')\n", + "\n", + "# Now pass these to form a list of Molecules\n", + "ligand_mols = [SmallMoleculeComponent.from_openff(sdf) for sdf in ligands_sdf]" + ] + }, + { + "cell_type": "markdown", + "id": "3a8d5433", + "metadata": { + "id": "3a8d5433" + }, + "source": [ + "OpenFE SmallMoleculeComponents have some useful built in attributes and methods.\n", + "\n", + "For example the molecule's name (as defined by the SDF file) can be accessed:" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "faacbebb", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "faacbebb", + "outputId": "bc0ad1d9-72ad-49d0-e322-61b2a87d5301" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "name: lig_ejm_31\n" + ] + } + ], + "source": [ + "print(\"name: \", ligand_mols[0].name)" + ] + }, + { + "cell_type": "markdown", + "id": "b24a3ffa", + "metadata": { + "id": "b24a3ffa" + }, + "source": [ + "As previously stated `SmallMoleculeComponent`s also use the OpenFF backend to allow conversion between different object types. For example, it's possible to obtain an OpenFF Molecule:" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "29b7c68a", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "29b7c68a", + "outputId": "39e7a77a-d2b8-49d2-8f70-fd8118845a99" + }, + "outputs": [ + { + "data": { + "text/plain": [ + "openff.toolkit.topology.molecule.Molecule" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "type(ligand_mols[0].to_openff())" + ] + }, + { + "cell_type": "markdown", + "id": "9e72bee2-bcb3-466f-86e7-8b51c8932aa7", + "metadata": {}, + "source": [ + "### Ligand Atom Mapping" + ] + }, + { + "cell_type": "markdown", + "id": "3128085c-db8a-4a70-89ef-0fde956fdb40", + "metadata": {}, + "source": [ + "In the hybrid topology RBFE protocol, an atom mapping defines which atoms are mutated during the alchemical transformation.\n", + "The user can choose between two different atom mappers:\n", + "1. `LomapAtomMapper`\n", + " * based on the maximum common substructure (MCS)\n", + "2. `KartografAtomMapper`\n", + " * based on the 3D geometries of the ligands\n", + "\n", + "While we use the defaults here, please note that the various supported arguments of\n", + "Lomap and Kartograf can be passed to the atom mapper." + ] + }, + { + "cell_type": "markdown", + "id": "1eec9783-4620-43ff-8ef7-a647fd6f54ac", + "metadata": {}, + "source": [ + "**1. `LomapAtomMapper`**" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "01384f2a-99ce-400d-a988-82fd393c4ee5", + "metadata": {}, + "outputs": [], + "source": [ + "from openfe.setup import LomapAtomMapper\n", + "mapper = LomapAtomMapper()\n", + "lomap_mapping = next(mapper.suggest_mappings(ligand_mols[0], ligand_mols[4]))" + ] + }, + { + "cell_type": "markdown", + "id": "fe2a416a-618a-44fa-ab79-c2a6e8ec7333", + "metadata": {}, + "source": [ + "We can also visualize the atom mappings by invoking the individual OpenFE AtomMapping objects directly.\n", + "\n", + "Unique atoms between each mapping are shown in red, and atoms which are mapped but undergo element changes are shown in blue. Bonds which either involve atoms that are unique or undergo element changes are highlighted in red." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "00fb84d6-9fa7-4114-96e5-c656ad6f3a3f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# We can display the atom mapping in 2D by calling it\n", + "lomap_mapping" + ] + }, + { + "cell_type": "markdown", + "id": "d3f10c24-e50c-46da-b8d5-8de1f3efae90", + "metadata": {}, + "source": [ + "It is also possible to visualize the mapping in 3D using py3dmol:\n", + "\n", + "Here, the ``visualization_3D`` method displays the two endstate molecules (left and right), in addition to the hybrid molecule (middle).\n", + "\n", + "Atoms that have the same sphere color in both end states are mapped (i.e. will be interpolated between each other), whilst those that do not have a coloured sphere are unmapped (i.e. will be transformed into dummy atoms in the opposite end state)." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "bbcfd2e2-a50e-4398-85d1-f80b01597720", + "metadata": {}, + "outputs": [ + { + "data": { + "application/3dmoljs_load.v0": "
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3Dmol.js failed to load for some reason. Please check your browser console for error messages.

\n", + "
\n", + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Visualize the mapping in 3D\n", + "from openfe.utils import visualization_3D\n", + "\n", + "visualization_3D.view_mapping_3d(lomap_mapping)" + ] + }, + { + "cell_type": "markdown", + "id": "f21bf9e5-6cb8-41c1-b0fd-e70ee2e71852", + "metadata": {}, + "source": [ + "**2. `KartografAtomMapper`**\n", + "\n", + "We can also use the `KartografAtomMapper` which is based on the 3D geometries of the ligands." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "c710a20e-2098-461f-8fa6-5e44b19ad6aa", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:\t#################################\n", + "INFO:\tMap Heavy Atoms \n", + "INFO:\t#################################\n", + "INFO:\tMasking Atoms\n", + "INFO:\tBuild Distance Matrix\n", + "INFO:\tCalculate Mapping\n", + "INFO:\tFind Maximal overlapping connected sets of mapped atoms\n", + "INFO:\t#################################\n", + "INFO:\tMap Hydrogen Atoms: \n", + "INFO:\t#################################\n", + "INFO:\tMasking Atoms\n", + "INFO:\tBuild Distance Matrix\n", + "INFO:\tCalculate Mapping\n", + "INFO:\tFind Maximal overlapping connected sets of mapped atoms\n" + ] + } + ], + "source": [ + "from kartograf import KartografAtomMapper\n", + "# Build Kartograf Atom Mapper\n", + "mapper = KartografAtomMapper(atom_map_hydrogens=True)\n", + "\n", + "# Get Mapping\n", + "kartograf_mapping = next(mapper.suggest_mappings(ligand_mols[0], ligand_mols[4]))" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "56117a03-6503-4317-9364-27e343a4911e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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MO3ny5O7du8s2Ls2zo/ZUkgcA+Jhq0WlUOo36ZmCP34w1VUlEAAARAGdNSlxfEzqNWrZuMZueJ3avZITKysqHDx8KBAKc7U6aNAkAcO3atbKyMgCAqqqqRK8erTh27NjOnTvr6+vr6+tzc3MHDBiAm2kEDkinoJ7H461du3bjxo0ODg7Pnj2ThImYmBgHBwcPD4/i4mJbW9vIyMjQ0FBdXd2YmJh+/fqtX7++ufkLKRXigsPhMJlMgUCAczD2e+DkyZNBQUFmZmaWlpZ///33kSOdb372NTQ0NGxsbHR0dNLT09XV1UkkEvttHokANhlpAgD8yz828gUP6lucs0sPldY38QXDVZXv2Bj5m+taDLAzCr5ieOKcgiV+SY/dDHt7+8mTJ+fl5eFsVxgdNTQ07NmzZ1NT06tXr/B0QElJSUNDQ0NDQ00NrRx3N3ASwt9//713797weOTIkStXrgwJCbG2ts7IyBgxYoSHh4ewuKLrZGdnu7m5TZgwIT093cTEJDg4+PXr1y4uLh4eHnl5eV5eXnw+/8SJEzY2NuHh4eIyKgTDsPDwcFtb24MHD/br1y8xMVHsJr5n6urqyGSy8EphZGTU0NAAty56+7ZLfbFFKSsrW7RoEZVKVVBQUFRUzE1PZ9fWAAAmapAdVJTqeHynrNJ176pLOLy+ZIVLvQxCe+n3o/bQ/eOAyYXbyg5DxeWGbDJs2DAAQHx8PM52RZcJR40ahZsPOTk5MTExOBhCSBMpzkYZDIaPj4+SkhIAQFNT08/Pj8fjdWXADx8+eHp6kkgkAICKioqPjw+DwYB/4nA4Hh4eqampGIalpKQMGjQInv60adMKCwvFcDIYhmFYbGyscOTBgwczGAwHB4fffvvtzp07f/75Z0ZGRodCo0lJSVlZWTU1NX///bcYnZQoXC5XT09P+JDD4ejq6mIYFhcXRyQS3d3dq6qqum6Fw+HU1dXV1dXBh+V/Hy9wsKDTqLd7G/UlK5AIgAiAvjxpn5l2Po1KtzevPrxHwGZ33S4Cw7CAgAAAwPz583G2y+FwKBQKgUCorKyESZvTp0+XtNH09HRdXV0ymfz48eOamhr4JJfL/VF+j4h2Ik0hhLx9+3by5MlQPGg02suXLzsxSFNTk4+Pj7KyMgBAXl7e09OzsrJS9AUnTpwAAJBIpLVr1zY0NMC9zdTV1QEAysrKPj4+LBarK2eRk5Pj6uoKz8LIyCg4OBguYLBYrLCwsEOHDt24cYPJZEZERAi1+ZskJyefOXOmsLCQw+Hs2LGjK+51lKioqNevX5eXl586daqjS6rOzs63b9+Gx2fPnl2wYAGGYYGBgYqKigAAbW3t06dP8/l8sfjJyn5dumI+nUaN7WsyXYsCw9DyBAIA4CctFbhSWDisN7f0g1jMITAMy8zMBAAYGhrib3r8+PEAgBs3bhQXFwMANDQ0unjr3DYpKSna2toAAGdn5/b/bBE/ItIXQkhkZCTMaoHzBuHN1zfhcDjBwcF6enoAAAKB4OrqSqfTP39ZS0uLj48PrGs0MDAIDQ2FfeDc3d3hMl7Pnj0fPnzYCc+rqqq8vLxgRiiFQvH29m5sbOzEOJ/T0NBw5swZDMNiYmJiYmLEMmY7yczMvHTp0oEDBzgcjo+PT4feW1hYOGLEiJkzZ06bNs3Jyam8vLyoqAj7/3c89vb2nbvjEcKtKKva9zvdwSJ1gNkKfXVFIgFK4Dwd1YjehvIEAokA7tsY0WnUd5OHdMUQohUCgQD+3L74Q5Moe/bsAQCsW7cOw7AePXoAAF69eiUhW/Hx8TDC7+Li0sW7ZMT3z/cihNhXtKqN1wsEgrCwMEtLS3htHTp0aEJCQtsmcnNznZw+FYqNGjXqzZs3GIbFxsb26dNHGCktLi5u9a7MzMxr1659/mNobm729fVVVVUVTkPbCHvevn374MGDmZmZe/fu9fHxaU+E8MqVK8uWLbtz546Hh8f9+/e/+XoxUlFRcenSJTqdHhwcvGHDhk6MUFNTA0OXxcXFKioq06ZNe//+PdaFOx4h/I8NNSd8C4ZY59j12GemrSVHAgAQAHDWpDzpYwJnge66agCAserKdBq10mdzJ/xHtMHs2bMBAGfPnsXZbmxsLAAAZmzCOqjjx493dBA2m93c3IxhmDC0/jlPnjyB7SHnzZuHZ24qQlp8R0II+aJWfc6zZ89g1yUAQO/evcPCwto5vkAgCA0Nhbe08vLyXl5ejY2NHA7Hz88PfvUpFIqPjw9bZEmJTqffu3cvLi5O+AyXyw0ODhZuUurk5PQ1P4W0tLSsWbPm9evXx44dy8jIuHnzZjsdlgqhoaHr16/Py8sLDAyMjY3tylB37tyBH6yKisqhQ4c4HE5zc3OH7niECDicjzevvBtPe0uj+pvrmip+qsscpqp0p7cRnUYtsLeg25vTadSk/qawauJCL4PCMQP4H+u7cgqIVhw/fhwA4OHhgbNdFoulpKREJBJramrOnj0LAJg9e3ZHBzl16tSlS5fS0tLgzPJzoqKiYOLC8uXLxRXDR3znfHdCiH1Fq4R//dpqXIeor6/38vKCaTVGRkahoaEYhpWUlLi7u8OR+/fvL5xfMhiMPXv2CIMw0dHRffv2hS9zdHQUFcg2KCsrS0tLCwsL27Vr1/379785ee1OlJaWCj9YKyur6OhoDMNyc3Phkk/bdzyfEAiaou8VuYyi06gXehn0IX9q3ddTSd7fXJdOo76fPOTjzSusN68q/1j/fsowOo0KSylslBXyadQavwM4napsAOsWTE1N8TcN80UvXrzo6+sLl5w7qlUw2oFh2JEjRz7/6/Xr12EjxlWrViEVlB2+RyGEfK5VYl+NS0tLE3ZpGjduXE5ODoZhMTEx1tbWcMXR3d29srLy1q1bvr6+KSkpL1++hL9DeEEPCwtrf1nxs2fPzp07x2QyExISwsPDv/nG0tJSYZCWw+GkpaV15Uy/Bx4/fmxjYwM/PVdX14qKirbveIQwXiZ8mD+NTqM+sjV21qTAEWBSaJ4dtXCEbW3QMQGLKfqWii2rMgf2MFSQAwAcpeoWDLHmlpXgdaLdHz6fD7NIYLgbT3bs2AGz3sD/WLBgQXR0NLvdWcHp6elHjx5taGj4448/GhoaRP90+fJleHnx9vaWgO+I75fvVwghSUlJDg4O8BsPg2ny8vKrV69ulRTaafh8fmhoqI6ODhzf29ubyWR+XteRnZ3t6uoK02q0tbV9fX0lvX7u5+e3f/9+eFxeXo5nJ4uCgoK8vE+NV1gs1uPHj8U1MgxBw3Z3GhoasGDmi7NzCLsgv2LLajqNmtjPdJ6OKokAAABkItHLUCNzYI8Cx55V+37n1VZ/wVBJUcHgXn/20AEAmCjIZdv1qNyxUVxngcAwDG4sc+HCBZztCrtdk0gkmCUO0dTUnDt3bmho6DevDFlZWSkpKVVVVSkpKaIvDgoKgg1UkQp2gtraWjiBLi0txb/rUNf5roWwpaUlKCiopaUlNDRUVVVVW1t7xIgR31yN6wS1tbVeXl7wZ2BpaXnv3j0Mw/Lz8ydOnCj81cFp6Pbt28WVFNo2UhTCEydO7Nu3Dx5XVFT069dPvOMXFBRMmTIFfrB2dnbPnz/HMCw1NVV0dp6Z8LRq3+90B8vXA828DDWUiAQAgByBME9H9UU/UzqNWrZ+Cae4relI9cGdeXZUK2UFAMA2Ey26gwUr+7V4T0SWOXz4MABg6dKleBrNzs42NDQEAIwYMaKwsDA1NfXp06fe3t729vZABFtbW29v76dPn7Y/tnny5EkCgUAgEL4YL0W0TUlJSXh4+LZt2+Lj4yMiIjqRwSR1vmshbG5uDggIgMldPXv2BADk5+dLzlx8fDxsCw4AEM1y1NDQ0NTUdHZ2xjMQ5OfnN3v27DNnzpw5c+bo0aPdSQghkZGRMAMehqCrq6tFZ+fyBMJyffVdpto68p+CYOPUyf/2MabTqKXL3Jhv0r85Pq++rnBUvzOW+gAAdRIxpb9ZqefPkjgR2SQ5ORkA0LNnT9wspqWlwb0dxowZ09TUtGPHjoiICHjPimFYYWFhcHCwq6urcDNwAICOjo6rq2toaGirBNGGhoaKigp4zGAwcnJydHV1iUTiqVOncDudbkZMTAy8cc/LyxMN6vwofNdCiGHYuXPn4JcYXjTfvXuXmprq6ekpoa8sh8M5fPgw/C2Zm5vDcl24ZIhbq26In5/fnDlzQkJCQkJCjh8/jrMQTpo06eDBgwcPHtyxY4eEhBD7X8EMLLTX0tLy8/Pj8/mVlZVudv1EO7QOpCheszKg06hFs8Y1Rd9r//h1Z/zpNOpwVWUAwHJ9dTqN2vKsXZlNiG/C4/FgP4qSEjwWX5OTk7W0tAAAU6ZMgbXtgYGBJ0+ePHHiRKtXMhiM6Ohob29vYU9HGNGxt7f38fFJSUkRCARHjhzR1NSEcdEnT54sWLAgLS3t4sWLOJxIt6SoqCgjI8Pb2zslJcXHx0dc61Z4Ip2m2+2kubk5LS3tyZMn4H876yooKOTn558+fRq2HBQ78vLymzdvhompO3fuhBFRae1ub2dnt3DhwoULF7q5ueFsWk9Pz9bW1tbWVrjLoCQgk8m7du16/fr1hAkT6urqNmzYMHr06MrKSm27QRgAAABLJflgS70b1oaDTQx1ft1pGv5IxWlK+8fXWLBMTt9wq4kmEYAL1Y2lHF7t8T+BQCCh05EpSCQSbk1H4+Pjx40bV1dXN3369Fu3bsGlwaFDh3I4HNiAVBRlZWUnJydfX9+cnJysrKxDhw6NHTuWSCSmpqbu3r3bwcHB1tYWwzB7e/vNmzcL32VnZ7dgwQJJn0h3xVBJobG8bPPmzcrKyiNGjMBnlz3x8l3vkKeiouLv7w+PhWqEgyyZmJiEhYUJH0pLCKWItbX1tGnTAACVlZV//fWXRG1ZWVn9888/d+/eXb16dUJCAo1Gg0lJ49TJpyx05ckUtbkemkvWECkq3xyqFQRFJU3P9TZ7t07TokTWtRwraziskNt0P0J12k8SOA+ZY/To0Q8ePIiLi/v5558lZ+Xhw4ezZ89mMpnz588PDQ0VburZo0ePRYsWtb35H7yZ+/XXX1taWh4/fhwVFXX//v2ePXsSCITp06dHRkY+fvwY5x2GuxMYm1V3+nhj+CWMzzcWCFpUVI0Wr7adtxD8gB/pD+NxKyGEtT54msbTIgBg+PDhY8eOhceqqqrr16/H0zr+uLi4ZGZmrl27FsMwOPvf2r+X5k/zze7Eaq/z7oQKQtSmz1Hoab3JSFOBQIisa85kcOoCDmMsplh9ly1YLNbp06efPHkiuh2EhIiKipo1axaTyfT09Lx48aLo1taamprt3wKXQqG4uLgEBwcXFxcL8079/f03btwIv2yIjiJgtJS4z0g7f7q5qRFjMQUcdnVV5ZtjB8o3LAUCvrS96zA/nhAKY6S4mcbfIgDAwcFh6NChs2bNmjBhAofDWbx4MW6mx40bN3XqVHispqa2a9cuSVhpaWk5fvz4zp07c3JyAgMDg4KC1NXV/f39k5KSYNe6HoEXdf84QNLW7ZIZIknby9tEQc5dT1UAgG9pHa+q4uO1ELGcgmxSXFysoaExcuRIBwcHVVXVvLy8yspKSRi6fv367NmzWSzW6tWrhbUNXYRAIMC1RgBA7969p06devLkya4PK4PUHNzJ/VDkW1jxlvnpTuJpIzOkuIqVllR/8UwnBqyqqgoJCXnz5k1GRsb9+/fF6uy3+cGEUF5eHv9ApRRDo3FxcfjvhdanT5+BAweOGDHCwcGBwWDAxpJih0KhrF+/nkQi2djYrFixoqamBj5Po9HgpUpRVTzbn5KHj1UePHy1gYaGHPFFEyu+kVl//hS/oV4sg8sgenp6qqqqO3fulJOTs7OzwzBs7969YtxPFHL58uUFCxZwuVxvb++AgAAJbXC9ffv2jIwMSYzcvRE0fmz+5x7GYX/hT0zGx5BTAMM6OiaGYRMnTrx3756xsXFubq443OwAP4YQ8vBTXuwAACAASURBVPl8gUBAIpFIJJJMCaFUorKQnJyc1NRUCV2AIJcvX4at/f39/T09PYXPi/0D116/TV1ebqW+OgAgqOKjoLmpeMqwkgXTG29cxng8cVmRERoaGt6/f6+trZ2fn5+dnW1iYhIQEGBoaOjg4LB169aEhARBl9ORgoKCPDw8eDzerl27YCs18TJo0CBYekgmky9cuACXwxHth52TSVBQhMdPGpk3aptv1DYnNX/SRYzL5VWWd3RMfX19Op2uqqoKC6hw5scQQtErI86yJBAIeDwegUAQXZ/ADalrsORMl5eX19TUpKSkvH79Wl5ePjExsZVpMcq/orWtykQXd101L0ONQAs9AICAzWLnvKn1O1Dy8xT+RzQ77ABUKnXVqlWTJk0aPXp0TU2NmprahAkTFBQUUlNTDx48OHLkSCMjo8WLF4eHhzc0NLRnwLCwsA8fPggfHjp0aPXq1RiGHT161MfHRxKnMHLkSJjyeuzYsW3btgk7/yHaCcbjAPD1OR+BgHV85TUjIyM/P19VVTUxMTEnJ6esrKxLLnaQ7zprVIjoRRmu2OE2SZLKAiEEwzAejwekNCOUtBAaGhoKM4AcHR0lbVpj/pLmh3doFMUDpXV/9fh0yzkkKe+5Hbdyk6fR2XAx2ur2pKenT5w4saamZsyYMXfv3lVRUWEymYmJiTExMbdv387Ly4P1ryQSaeDAgdOmTXNxcREmA7ciNzf31atXPXr0MDU1BQAcPHhw69atBALhxIkTa9eulfSJvHr1KjExMTY2tn///pK21Z1QsLASSt1YNeUBFEUAgDwBZDE4AACMz5MzNG7/aPyP9Yz4f01LiqgaWsqDBiv0tBbuLIQbP9KMEOoBzpMkKc7J4K4aCgoKEo1PtmEdSEmDJXHz0fTwDoFIBAAIRG5k+RjAeBxWXjbrVYoYbXVvkpOTnZycampqpk6d+uDBAxUVlbS0tHPnzllaWvr6+ubm5hYUFPj5+Tk5OZFIJGH1nqGhoYeHR3h4eGNjo+ho+/btI5PJhYWFAICdO3du3bqVRCKdO3cOBxUEAOCQ+NotkTM0VrCy+eJ1iaCgqDppBqHd8bOGy2eLpwyv+cun/szJ2hMHSxfNrPBaLGhpFqu/3+bHEELRKyPOy2ZSD05KS4owDJOXl5eKBkviM2fExWACAQCAIRAUs3nwnwAAAAiAw2Y8Q5fCdhEfHz9+/Pi6ujo3N7eIiAjYmP7SpUtr1661sLCwtLRcsWJFVlbWypUro6Oj6+rqIiMjPT09TUxMKisrL1686ObmBjsGHzx4MDs7GwBw8uTJESNGWFhYbNy4ce/evQoKCteuXVu0aBE+pwM3k4mPj8c6ntwh4+jvPYaRSLO0KHCPFwCALVlxrJYqSVNLe+O2dg5Sf+F0feCR3fRSAYMBAMA47OslNWlxsWWe8zA+rov3P4YQfh4alZEZobRMS/GseTweTIwSb6Uzv6UJHuQyOQEVDfAfB8MAABifz6/78Xph4M/Dhw8nT57c1NQ0f/78y5cvC2/RxowZ4+bmpqGhUVhYePr06enTp+vq6v7000/Xrl2zt7cPDg7+8OFDZmamr68v3HM7MTFx69atffr0sbS09Pb2/vjxY1BQkJ+fn6Ki4vXr1+fMmYPbGfXs2dPU1LSmpiYnJwc3o90DOQMjopxCswBbSq+8U9cMALBSJY8bP97k0l2imnp7RuDXVjcE+QlYzKi6FuGTqc2sshYmp+hd0+2wNt4rdn48IZRKaLRbrtJ9n6YlJP/yegbwgEZROthDB/5TIhAAAAQFRfkeFuI1JznCw8OPHz9eVFQkfEY017y8vLypqUkSdtuobZ8+ffr169dh6pOPj4+9vX1zc/OtW7eWLVtmbGzcp0+frVu3lpeXb9q0KTo6uqKiIiwszNPT08DAAArnzJkzL1++TCaTo6KiZs6cKQnn22DEiBHg+4uOMhgMFoslEAhE04i+K1hpSQIWI/YjI4fJYQgwgry86fWHRidDSVra7Ryh+fFD7CsZNxiT0Xjzsvic/TY/khBKZY1QNqdl3U/+VWe4EZTJX/4bgUAZN1m85iSHq6srh8OBqSUQ0X6be/bskUThqbC2fc2aNV+rbYeNrXft2pWSklJeXh4aGurq6qqmppadnX3w4MEJEyYYGBi4ubndvHlzxIgRwcHBJSUlCQkJ27Zt09PT4/F4np6ecL6IM1JcJmQymQMGDBA+dHNzS0tLAwCw2eyDBw+mpqYeP3781atXp0+fxt+3b8JIfMLDsGdNLADAKDVl5SEjO3o3yX1XgLFZAAAWhv2cXwH/xTZ+6vrELS8Ru89t8GMI4edrhLIQGpXuGiHoXvKvNnu+nK6+lqJib+X/Ps+hqkpEZWW1Ob/IG5uJ15zkqKqqMjIywrND5qVLl4S17XDfvm++RV9f38PDIywsrKqq6tGjR+vXr+/Zs2ddXV14ePiKFStMTU2HDRvm6+uro6Ozf/9+uOdXaWkpDufyOVIUQgzDRKfvDAaDz+cDABQVFeGGnWpqatXV1TCTSAiXy83LywMANDU1VVRU4Ovyf7QkPEluZjfxBdbKCsYKcpQRYzs6AkFVDZCIAAAlAuGqlQH8N0bt02bLRKWv3LZKhh+vfELWkmWQabFAUFAwPhtOXL+k7/sCjMXEBAKCnPxxG1PVmfN0NrR3bf97ICMj46ef/l/TcAzDbt26BY/fvXsnXnNBQUFr1qwRCAS7du3qRFWfoqLixIkTJ06c6OfnV1hYGBMTc/fu3ejo6OfPnz9//lxNTc3a2looRRiG4Z+cZW1tra+vX1FRkZ+fL9G9Vr4In88Xihmb/V+jlvLycgzDpkyZkpOTA/fAERIfH9/Q0JCWlgbzdRcvXmxm1vo2Dlam6+npvX79umfPnhQKBQDAfJnQ9DCSX1FG0tKmOE2hjJ7Q6e7Y3NIP3KLC2EYGAABKF3nYmI4OQnYc1njlnIDR8vmfCCQ55cEjO+db5/hRhVAW1gi737Ss/aYl8YGTtLRNLtxmpjxnJMbxaquIPSyi2QTHSZM1BIJbN2707dvX1tZW7EbFzoQJE1o9g2FYcXExPG5ubgYAbN26VUtLy9nZWbjRdOc4dOjQli1bCATC0aNHN27c2JWhAAAWFhaenp6enp4tLS0xMTH379+HLV2srKyMjIzKysry8vJENxHEBwKBMGrUqPDw8Li4OPyFsLa21svLCx5nZWUJn6dSqTBfTFtbe9y4caJvGT9+/IMHDwwMDKytre/evauhodFqTDab/e7du3v37q1bt47L5R44cGDvH39UbFzGzs6AyZkAgJb4f+VMzIwCLrZ/SU8UxtPHAIDYj0wAwBh1ZQVLKzkjk44OokwbLGdG5eRmf/4ngoK85rI1nXCs0/x4QoizPMiyGnWnZJlPEAjKg4YpDxoGACgpKZmgqHj8+HEjIyMnJycqlSoRi5KHSCRu2LABHufl5XE4nBMnTjCZTG9vb319/YkTJ7q4uEyaNElNrWO9WyVX206hUGbMmDFjxgzhMyNHjrx+/XpcXBz+QggAGD16NBTC5cuX42xaT09PuOObaKe3gQMHwgN9ff1Wb4mIiMjJyVm0aFFKSkrfvn0/fPjQp08f0RcoKioaGhoCACwtLe/evaunp1ex2bM2PeXXt6WwrRIAYHtu8dLGFrBinsm1BwRSh1WAkfikhMMrYHFVSUQ7iiJ5+JiOjgAAAASC/l6/EtcJfua6xWyemaIcAMDHTEdBSUlvr5+8SY/OjNlZfow1wu5dUF9VVbVo0aLm5uaIiIhjx47hafprdL9kmc8xMTGpr6/v1atXcXFxRkaGcOfLHx0CgXDhwoUlS5YYGBgIq/f09fUnT5584sQJOp3enkGEte3nz5/HobZduoXtUrHe6crFPn36TJo0CQBgZ2c3derUVioIAGAwGPn5+RiG5eTkKCoqVmVmsDNfcTnsAtZ/bc+K2Dwml8MrL29+ENlhz9ksZurLJx8ZAICRaspyBAK54wuEEE5+NgbAifKGcVklsR+ZgEDUdXI2vxJFGTuxcwN2mh9DCEVnCYqKivLy8pK+Rgvj9a2issuWLRO7LT09veHDh2MYNmvWLNGfh6ampqurq1RS6WRhHpySkrJp0yYlJSUHB4fKykpt7c7EiL4H1q1bJzyeNGlSnz595syZc/bs2fLycmH1Ho/Hg0krvXr1gmXvd+/eFV2UEoJh2IYNG4S17QsXLsThFKAUxcbG4mDrc/r06aOjo1NSUiKalnLr1q2AgID8/Pxz584FBQWJ12J2drajo2NRUdGgQYNE3YAbkLWNlZWVvb29kZGRvr6+paXl5y8gk8nDhw/fu3evjY2NtbX1alM9AZPxxaEEzJbG29c66jwz6RnGZsU1MgEAY9SUiRQVpQEOHR0Ewkh88pEvSGthyREI9iqKqi4/6f8VKE/9wklJHOxHIDw8HAAwZ84cHGw1Nzf7+voaGRlVVlZiGBYZGQkAcHFxwTAsMDDw999/l4TR06dPNzY2Yhh25MgR+MyBAwfS09PhcWhoaElJiSTsfg14SRo9ejSeRiHPnz8HAAwePBh/092YmpoaYfWe8LdPJpOdnJz8/PyKiorgy3g83pIlSwAAioqKERERuLknEAj09PQAAG/fvsXNqCizZs0CAJw7d070SfhjvHPnzvHjx8VoKzk5Gd51LV26tCvj8Hi8Gzdu7N+//9KlS0wm82svK13tTqdRUweYKREJg1SU4D81EjHKxohOo9Jp1LL1SxgvEtpvt+rA9syBPZSJBCIAL/qZVmxZ1ckT4PPfOdn7mesCAIaqKtFp1Kbo+50cqsv8ADPCqqqqs2fPKisrp6SkFBQUSM4Ql8sNDAy0sLDYunVrWVlZVFQUEAkS1tTUJCcn0+l0sTehaGpqwjAsISHh4cOHKioqsBljUFDQ6tWrYdPtW7du4ZwnLcWorImJyc6dO3FrsiUjaGtru7q6ilbvDRw4kMlkxsTEbNiwoUePHgMHDty6devMmTPPnTtHJpPv3r2LZ207gUAYOXIkkF50VNhrrdXzVVVVU6dOFW6W2XWSk5MnTZpUW1s7bdq0ruwJjGGYi4vL8+fP7ezsCgsLR44cyWKxvvhKeT1DQCAAAIwV5IRVCv3IihgAKwuqLlQ3VsXGlK1eUDJ/WuOtqxiL+U3TjGexL5pYTAHWl6yoI08iD+9kXJSVlcGvq42DGTdqZAKJRB6Md6/t/5CWAreHlpaWvXv3wnABmUwGACgpKe3evbuN259OEx0d3bdvX/iZDB48GCZzFxcXT548WUNDw9DQ8OXLlxiG3b17V+ymv4i5ufkff/xx+PBhDMNmzJiRkpKCj10IvAmYMmUKnkYxDPvll1+ioqLg8a5du3Jzc3F2QKaorKyEZe/q6p96Yuno6FAolKdPn+LvzIkTJwAA7u7u+JvGMAxWspubmwufefr06YULF4qLi8+cOfPmzRuxWImNjYVXMzc3Nw6H05WhHj58OH36dOHDtWvXnjp16ouvbHn6b+GIPqkDzCyV5OEUkE6jDldVPmD2aQ8WFRLRQ1ctuo8xnUZ9N55WG3CYW1n+Nbtseh6dRl2gqwoA8DLUoNubc6sqOncKtYFH8mlUHXkSAOCRrXHp8nmdG0csfKdCyOfzw8LCevT4lDjk5OQUHx/v6ekJy4wsLS3v3bsnLlsvX76E94MAACsrq7CwMIFAUFtbu2nTJkVFRQCAsrIyAIBEIq1bt66hoUFcdtvG3Ny8ubnZxsamuLgYfyG8efMmAED0l4YPVCrVzs4OTpFnz54Nbz4Qkub9+/eRkZEwTV9491NYWFhWVoabD3CneFNTU9wsisLn82EdgjBKLHbu378PryS//PILbGrfFf7666/9+/cLH16+fHnVqq+EKAWCDwumv7K3dFRREgrhNE3KA1vj0F7649TJsHKTAMBwVWV/c908OyrdweJr8dL60GA6jQozPG9aG374xaXTp/DhF5eb1oYAABMFOTqNWh8a3Omhus73GBqNiYmh0Whubm5FRUUODg6PHz8OCgpKTU319PSMi4vr169fQUHB1KlTXVxcRDsudoL8/Hw3N7chQ4bEx8dra2v7+vq+efNmxowZJ06csLS0PHr0KIfDcXV1hR0USSSSv79/7969L1y4gEmyV31VVRU8oFAoe/fu3bx5M3woUaOivHjxYvfu3YaGhrGxsRcuXMDHKIRAICxZskRC27EivsiDBw/i4+OtrKyOHz8OAHj9+jUAYOfOnRYWFsHBwbi50a9fP21t7Q8fPrx//x43o0KIRCJsOvp5dFQs3L17F3ZqXbFixYULF7q+y7eCggJcv4Cw2Wy4E8gXIBAM/UO0elldHfhfC7TjNmbWOlqjjAxOW+o9sjVeqKemRCQkNjHXvauekF0SXF5f/qV4qaDxY/O9WwUsbjGbpyVH6tfpwgkA+LXV7NxMmHEzVp0MAOj0UOJBiiL8OcnJyWPHfoo4m5mZBQcH8/l8DMO2bdt2+vTpzMxMDMO4XK6fn58wXurj48NmsztqqKamxtvbG074yGSyt7d3Q0ODQCAICwszNzeHDjg5OaWlpQnfkpubO378ePinUaNGiStaIkpTU5OPj4+ysvKjR4+EURpnZ2dTU9OkpKThw4d37mTbT3Z2touLCzxHYQLbhAkT8vLyJGdUFHNzcy6Xa29vn56ejmaE+LB9+/azZ8+GhIQIBAIdHR0AQEFBQUREBABgzJgxeHoCKwtDQkLwNCrkjz/+AP+LCdXX14tx5KtXr0Ll+/XXXwUCgVjGTEpKGjp0qHC0uXPnhoeHt/UGPq/pwe2yNR5Fs8aXev788cZlAZstYLMa794sdptEp1HTB5htN9Ey+d+eShQScZ6O6gNbYzqNWji6f5Xvzso9WwuGWNNp1K3GmgCAWVoqdBqV+TqtLaNfp/H2dTqN2p+sCAA4Y6n/3nlo58YRF9+LEBYVFXl6esIOilpaWr6+vqILgT4+Plwud8+ePcJnSktL3d3d4f+ZlZVVdHR0Ow21tLT4+vrCRREikeju7l5aWophGJyGwgFtbW3DwsI+f69AIAgNDYXpbfLy8l5eXjDVs+uw2Ww/Pz94GSIQCNu3bxcKIZ1OV1JSOnz4MPRtwIABiYmJ3xztypUrDAbj1atXFy9ebG5u/qYD1dXVXl5e8OdKoVDg5jihoaG6urrCk4URSwmRmprK5/PhWScmJo4aNWrWrFkvX75saWmRnFEEhmGnT5+Oi4uDDT+FyZO1tbVEIlFJSUkS6/Ff4+jRowCAxYsX42ZRSEFBgYmJifDmDzYQ9/HxSUlJ6aJ0nT59Gl7WvL29xeUtZOPGjc7Ozn5+fj///LOrq2vn/RQIGC8TyjctpztY5NOoX42X0sxhWHWoqhIA4Li5Lt3evPmfTuZMVGxZ9bK/KREAJSLhzcAeVQe2d9J5MSF9IaytrfX29obzegUFBS8vr89vx4qLi0+ePCk6P4M8fvzYxsYGfnddXV0rKtpatv183TEjIwPDsKysLFdXV/ikiYlJcHAwj8drY5z6+novLy/YANDIyCg0NLRT5/0fkZGRPXv2hA4MHToUpiqIrlWUlpayWKyYmBhra2uolO7u7rC644s0Njb6+/tXVFQUFRVFRUXFxsa2YR2Wi8C2I3Jycp6enrDPIaSurs7Lywv+kk1MTL5x19kp3r9/7+7uDsvAhfK/ZMkSTU3N+Ph4S0tLd3f36upqsdtFQAQCQVpaGoPBwDDMz88PALBw4UIMw2B7NrhpLT6kpKQAACwsLHCzCMnNzTUxMYF3mbt27RozZoxombKZmdnKlSsjIyPbc0PZisDAQPjbEb2JFyPZ2dm3bt1KS0vj8XgXL16cN28eDKF1Dk5Jcc0J33dj7eg06j+2xgv11JSJn1q/minK/WasmTrALGOAmTyBQCKAlP5mdBq1cGQffnOH748FXG7h6P4He+gAAMaoK9Np1Jb4fzvttliQphDCaRBcoyYQCK6uroWFhR0dhMPh+Pn5wa6yGhoafn5+X5Sx6Ojo/v37w/9UuO6IYVhJSYmnpyeUNBUVFR8fH3g5aA+pqamDBw+GA44bNy4nJ6ejnmMY9vz58+HDP2UM9+7d+4vTUFEYDIaPjw+8adDU1PzayWIYdunSpYqKCiaTefjw4a8FGLlcbnBwsLCwzMnJSTTe+/TpU3t7e/jelJQUYeXvtGnT3r1718qr48eP19TUREREBAQEPHnypJ2nX1VVtW7dOnjRIZPJfn5+QiGsqanR0dE5ceIE/Kuent758+fFFVZCfI309HQAAJVKxTAMNpTZu3cvbtZ5PB68GhQXF+NmNCsrCzYkGzVqlDDA09zcHBkZ6enpaWxsLFREOTm54cOH+/r6ZmVltWfkgwcPwivbsWPHJOf/s2fPbt++LRAIYHH9P//808UBReOlKf3NvI01ReOlY9SVAQCDhHk3g3vVHPcVdDADlpH8jE6jTtGkAAB2mWoXDLEWMNt74ZUQeAghk8kUXsK4XC6Hw2l7Na4TwPQZOJqdnd2zZ89E/wqL4uHN5tWrVwUCgXA1Dsb9PD0925hgfQ0+nx8aGgrjmUpKSj4+Pp/Hke7cuRMTE/P5e3NycoTTUF1dXT8/v/Ynkr19+3by5E/759FotM91jslkbtu27e7duxEREb6+vqmpqZ8PIlou4ujo+O+//8IUwYKCAhgCnThxIhDJleXz+cHBwXDiqKys7OPjw2Kx4FAcDufmzZuwFDosLOz9+/ffPIVWAWpXV9dW4iokLy9P2GZ6xIgRr1+/buenhOgEosmTsIuFk5MTng7A7YcuX76Mj7mUlBT4+508eTKDwcjKyoJRIlGE3XlEM1xgA/HIyEjhr6AVvr6+8Odz5swZyfkPu0+Ympry+fw9e/YAAH7++WfxDP31eKkcgaAuR1yopxbaSz/HrgedRi0c0af815UfI661s5Sixu9Anl0PNRIRAPC4j0nZ2oXi8bkL4CGEo0aNEk6YAgICfv/9d2FL2QEDBjx69EhchiIjI2HrZBg8FMbTeDzemDFjjh07xmazORxOcHAwXOeD09AuNrOora0Vreu4f/+/5gjv378/f/78kSNHPn78KHzy89W4zi00RkZGwu1X4EpnTU1NO9/48uVL4VauvXr1guUiDx8+9PX1TUlJCQoK2rZtG4ZhLS0tPj4+sKbewMAgNDRUIBCUl5fDMCZ878OHD+GYd+7cgR/j0aNH27YOA9TCDtdOTk6vXr1qz8nC4JWcnJyXl5fo54kQL7D188WLF6uqqggEAplMlmh+VivgLMrT0xMHW0+fPoU3dtOmTWMymenp6bq6uvr6+gUFBV98fTu78wgEApjpTSKRur5u0jYCgQCuqjx69OjDhw8kEklJSamurk6MJjglxYXDbOD8756NkTBYClElESdrUP7sofO8nyl8TfGcCTUnfBkvEgRfv7MvnjPhipUBAACWNjZclU56lChSEMJdu3bNmDGjPatxnQBevmE6qJaWlp+fn2jQvNVqXEJCBxoLtU18fLxwy5tp06bBWRGXy/X391+yZAlcvGx7Na4TfFGr2ni9cDUOAADLRUTvZ48cOVJYWLhy5UoohJBWubIwcTc2NlbY6nfatGmFhYXbtm07f/58dnZ2cnJyGw5ER0cLt+S2t7f/99/WCwNNTU3wZ1xTU9MqTaahoUG4NGtoaCjpS4zMcujQIQDAsmXLMAyDC/Ct4isS5cWLFwAAa2trDMN4PF5YWBj8yokdYW373LlzORxOSkoKbHvm7Oz8zfURHo8n7M4juoHigAEDtm7dOnfuXACAgoLCzZs3JeF5K/bt2wcAmDdvHoZhMHbytcr6TlO+yZNub06nUSN7GwEADOTlInobeRlq9CUriKpiTyX5Ffrqob308+A0cczAii2rP968wqv+L9jGLSup3v8HnUZdoa8OAFimr06nUTnF344hSRqchBCu6Kalpf3++++7du2qqKho/2pcJ8jPz4eRPQCAg4NDcnJyR1fjOsHndR0sFuvcuXOHDx9uezWui7SnruOL5SKiLygoKNi4cePNmzevXr3622+/if7pi7mycGlWRUUFzmt9fX3bDu2mpKQIt1UzNTUVFsaIwuPxQkND161bl52dvX///s2bN3/+mvT09KFDh8Jxxo4dm52d3YFPCtEOkpKS4HQfw7CVK1cCAP7880/crHO5XPgLKi0traqqqqmpkUR3X2Ft+4IFC7hcbnx8PLw9dXFx+Vqo82t83p1HV1dXUVFRNDIkUUpKSoQTwStXrgAAHB0dxWuClf26YGhvOo260UgDADBPR1VYmP+in+khqo6zJoVC+q8kXUOO6KxJ2Wem/Wma6GDx4ReXmhO+dYGHC4f1LnCwpNOo1soKAICLvQzejaOJ19vOgZMQuru7e3l5eXl5jR07dteuXTgYFQgEly5dgtoj3OLZ0NDw9OnTXW/r0Aat6jquXr169+5d0dU42LxNvLRR1/H5atwX1/AqKysLCgrYbHZ+fv4XA4+iubLGxsZwQlZSUiI82QEDBnxxhl1cXCwsjNHU1GxVGPM5O3bsuHHjxps3bwICAr6YLApPFre6DlmDy+VCVSgtLb169SoAYPLkyXg6AG9hr1+/jmFYXFycaP8UsRAZGQnvCFeuXMnn8588eQLv5+bNm9fOK8OrV6/WrVuHYZi3t/e2bdtg6ILNZsfExMDF+5EjR4rX57aBn1hAQACTydTU1AQAfL7S2UUqtq2n06g0iiIAIMhSj06j0h0tC4fZlCx1gxqZNbBHaC/9Ffrqlkr/JdySCKAvWWGFvvo1K4O3/9NOOo36tK8JAQAVEjHHrgfdsWfjXTymzm0jndAoDkYhDQ0NS5cuVVdXV1FR8fb2jo6ODg4OFm+17Bd5+PBhq47VmpqaN27ckGjeY6u6jpCQkFblIu1ZjWsb0VzZ8ePHw//Wu3fvwrynVnUddXV1ooUxnp6eVVVV0YwDzwAAIABJREFUbQzO5XJ3797977//ZmRknDx5csuWLW1Ezj+v64iKihIKZ05OzosXL7p4sjILvJpfvXq1rKwMAKCioiLRe0cMw3Jzc9esWQP/u/fv3w8AWL169YcPH06dOiXetNUrV67A5fnffvtNIBBERUXB7+fy5cs7VHgAN6ZYunTp0qVLRb+lxcXF8MfelTKGjgLvVxwcHDAMW7VqFQBg8+bN4jVR8fu6lP5mJAKQJxAyBpjRHSwqtq6DqTECNovxIqHmhG/R7PFQ5570Mdlnpj1OnawgEjfWliPN1FLxN9dNH2C2x0wbADBZgwxf/27MQIwv5jWyjiJ+IayrqwsODt67d69wjV2KQohhWG5uLpycYRjm5+dXW1uLj13hZBQq09y5c/Gxm5SU5ODgAGVJGByG5SJiAebKwgUVmD7KZDJb1XUcOXLk1KlTcNIGM5K+loAgCpvNTklJSUlJYbFY2dnZ7VlATU5OhnUdEyZMmDRpkjD3+OzZs1u3bu3qqcoqf/75J5wwYRjWq1cvAEBSUpLkzL1+/Rruw+7r64th2PXr12H8vP11OO2kVW379evXYXHOqlWrOqpbR44cqa2tPXr06IULF3Jycqqrq0NCQmCyK7z17PpNZ/ths9nw95iRkQEj23p6el1s6v3/4PPejbU7QtUFAIxQU6bTqNlXQgICAvz8/O7fv+/n5yesJ+GUFH28eaVs/ZKCIVZ0GvX1QLNTFnpzdVT15UlCRZQnELTkiACAjUaan+aI9ublm1c0Rd/jt3S4UlNcSGpGeOjQIeGxj48P7N6CYdijR48kUZTdBrB3Yt++fTEMS0pK8vf3x6dGGH41q6qqzpw5A/5XpIwPPB5v3759ioqK6urqV65ckcQ09Iu5ssJSB6EGd70w5ptwudxjx47l5eUhIRQXz549AwDY2NhgGLZ06VIAANwFRRKkpqbCAoaxY8c2NTVlZ2cbGRkJvz9fi+R3gsDAQDgsrG2/fPkynBpu2bKlo0Pl5OQEBwe/fv36wYMHcLMUuH/ngAEDMAzz8PAAAIh3C8Nvsnr1agDApk2bMAyDBdO3b98W1+DM9GQ6jTpDiwIA+MNEq8CxJ7+pUSAQ7Nq169q1a2fPnhXunCqE39Lc/O+Dqj3e7ycNFk4Tt5toDVdVliMQCADIEQAAwERBbp6Oqr+57uuBZnQatWBo77J1ixquhXJKJNX6/GtIRAjfvHnT9bpOcZGamgoAoNFoGIaFhYXt2bOnnfWwXQQutHz8+PH06dMw9oKDUSH5+fkAgJ49e0rUSnx8vHD5U5grGxgYCACgUCgPHjyQqPVWTJo06ZdfftmwYcOGDRsmTJiAhLDTcDgcCoVCIBAqKipg13W4MbXYSUpK0tLSAgBMnTqVyWRmZmbC2vaRI0cePHgQZs0oKyt7e3t3cRkYVvURCAQ/Pz8Mw4KDg8Xb9ozFYikpKRGJxJqamrNnzwIAZs+eLZaR20lycrJwInjkyBEAwIwZM8Q1eK3/X3l2VE05EgAguo9x6cpfeDxeQEBAYWEhrDD28fFp4+1sel7dqWMw75ROo/qb6wEA1OWIWnL/TROViYSx6sq7TbVj+5rAlxW5jKra93tzXIzgS9U7AjaL847OrehS1r0oEhHCixcvfj9NQGDN6ZAhQ3C2C+OETCYTbr+5evVqPK1nZWUBAGxtbTEM27Nnj6Ojo4RkicPhHDp0CKYbrF27FsMwOp0Op4mSMNcGkyZNunz5Mgyu7ty5EwlhV3BycgIAhIeHw0UvdXV1sVc6tdqc7/MCBph3BqdxMD+roKBA2EaxqampVYJ0enr6r7/+imFYY2PjpEmThOU3wtr2s2fPYhh28uRJAoFAIBDEO82FW7nduXMHfv91dHRwvgbCwqSIiIjKykp5eXk5ObkuVmcJKZ7nHG5tCAAwVZSj06j1F//Oyso6d+7cvXv3MjMzg4ODhQE/UTgcztWrV7Ozs7lc7vXr16OnjobdShfpqQEA1hho5NOot3sb/Wasaa+iKLoLkqminGi1fsEwm9JVvzRcOcetKMMwjFdbXe69pmCwVcHIvgXDbN6NozVcD8W6/FFLv9eopIF7Xo8aNQpnu/CWk8/nHzt2DACwYcMGPK3DXlkDBw7EMAwmdsLdoyTEhw8fFi9eDNdfs7OzhYE1PEGhUTGyd+9e4Z0N7H7wefirK7TanE9Y2+7i4tIqqTgpKWnIkCHwEmloaLhz5074fEpKirOzc6thYQ7LX3/9dfTo0ebmZoFAsGnTJiBS2y6cGoo9dLljxw5hcNLU1BQAIKEKyK8BW5bDPURnzpwproA2t6qCbm++xkADALBIT41Oo3Le0dvzxpKSkurq6j/++OPo0aOZmZmN6ckFjr3oNCpVUR4AEGZtSBfJI03qb+pvrjtTS0VNpAxDmUgYp07eZ6ad0M8ELiUWu04sGNY73NYEaiSMuD516FXx+7ounub3uB+heIG7dol20cUBHo8nEAhIJBKRSIQOtEoilTSiRnFwwMTE5Ny5czDMJZUP/GskJib6+/sXFRVdu3YtMTFR2u78MMDeQ/AmUvRYLLTanC8hIcHZ2bmxsXHevHk3b95UUlKqqqoKCgoKDAzMy8t7+vSpn59faGiovr5+eXn53r17PTw8hHt2fk5jY2N9fX1qamp2dvb69euPHj2qoKAQFhbm4eHh4+OzdetWODX08vIS1+lARD+lkSNHArF+Yu3Bw8NDQUHh/v375eXlixcvBgCcP3++68MyEp4ADIttZAAARqspyxubylMt2/NGY2Pj2tpaKyurysrKvLy8U/88lrfo+Y7Nfc/masgRB5AVCUQSUUlJe81vejsPmk6aNtVE/zBVJ7m/2e3/VeuzBNjjj4ztxbUj3pRMzi49VFL35FUGj8nc8a6qgSeAVqLqWx5V1DLi/226F9GV05QVIcRZh7hcLsBRhz7ncyHETZlEzx1P9uzZA/sOAwAmTJiwcOFCAED//v3d3NwePHgwfvz4vLw8nF36cXF0dFRWVs7MzKypqRGvEF67dm327NlsNvvXX389derUw4cPnZ2dm5ubFyxYcOnSJWGP9T59+tTX11+6dIlCoWAY5uHhQafThw0bRiQSL168aG5uvmXLFlgrPGHCBFdX1/nz5//888+PHj367bffKBSKvr7+tm3b/P39lZWV79y5M2vWrE2bNu3Zs0dOTi4kJATqhHgZOnSogoLCq1evGhoaxH7r0B60tbWnTp3K4/EuX748ZcoUAwODrKwsuHbYFRgJT6q4/GwGR5lIcFRRIo8c1843pqambt68WUFBYfDgwaWlpXqamtz3BbEfmQCA0WrKJAJQmTLTNDxaY8lq1RluBn8Fmse+Mj4brr14pb29vZeR5u3eRrF9TXabao9TJysTCXQWN7jy48K3lX+V1X9uS8Bk1J/178ppdnWj5O8fqVyXRXUIOoDzDElU/HD+BKQi/AAAR0dH4TGMTQEAlJWVT58+vXjxYhipRrQTRUXFwYMHx8bGJiQkwMt6RUVF14f9+++/V65cKRAIvL29fX19IyMj3dzc2Gz2ypUrAwIChP9HDAZj6NCh//zzD5lMXrhw4V9//TVkyBAVFZXhw4ebmJjk5eVlZGQ8fvyYQqGoq6vHxMR80VaPHj0UFBQiIyPHjx/v5eV18uRJBQWFa9euwT0XxQ6ZTHZwcHj27NmzZ8/gJwaz00V7sImdqKgobW3tgQMHRkREDBkyZPHixREREWfOnPn1118XLFhw+PDh8+fPC/eN6QQYl8tMSoxrZGIADFVVViQSyMPGtPO99vb2UVFRwoctTx5VcDhwS/pRamSimrruTl8CSUSAiCSlgQ5KAx3AOsArK2G8eKryMsH0WdwvjBa2AEtpYT1rZMV8ZAxVUU5sZIXXNlOIBABAegt7mKoSAIBXUozxef9vwI7Q/a8OsjYhg0hxSiotIfwip06d4vP5BQUFjx49evv2LY/Hk7ZH3zvx8fHbtm0DAMDsj/j4eAsLi7KyMlhT0RVOnToFVXDPnj2+vr5Xrlz56aef2Gz2li1bTp06JXqnwuFwQkNDR48evXz58pCQkJ9++kn4pylTprx69So6OtrCwqKlpSUsLGzw4MH+/v6XL18ODg4+duyYr6/vtm3bli9fXlRUpKqqOn78eAzD6uvryWQyDMl28SzaQDgRtLa2NjIyqqiogMnbEqKlpcXW1jYqKqqiomLq1Knnz593dnY2NPy/9u47rMmr7wP4ySZhJGwZAoKCoCLDVhEQVKCKWK176+PzinvvibuOqiiOog+OSlFwI7hAtloRcOCAEoayEVkhe9zvH3ebUkVlJEHN73P16pWE5JwTNXxzn2mSm5ubnp6OX/VGhIfzeLw2VyHISpfxuMn1PISQN5NOoGnQXfu2rSjevSS+DHvUKCAR0AAdDYbbgE+EFtnUXGfUROPdR6zuZpoeDTeeOde7V8+VZrq3Hcy8mHSEkAGZaEwlGVNJWqR/vmfcvHHz0aNHMpnswoULr169al372jnG+OULDw9HCE2ePFmVlZaUlCCEzMzMMAzDh+uVtxKrWfjJU/isd29vb4SQwpcnf8zt27cRQn5+fqqpDigcPuXk7t276O+1ce333uF8bVvAsHLlytOn/zqp4I8//rC3t8en2OAHeuPbCtbX19+/fx9fj4j+XqQvFosVvuvYh27duoUQ6tu3L4Zh48aNQwiFhoYqtcbq6mr8F0tWVha+f/KKFSvQ35shuHQ2RQgd7NmlcuNSTlzsZ0/QjYmJ2blzZ2Jiolgsnj59+pMnT6r3bctxttQmERFCyT3NyxbPbGNDZbKiof1+tTFCCLlo0tguVg0xl1tbBif+Rr6bHdvFqjudKj/sYrmp7gZzPbaLVY5f38LCwtWrV1+6dCk9Pb21W9SqyxWh+vRMNm1Ah1ySflGTZUCbsVgsOp1eUFBgY2Mze/bs69evC4XCthW1e/fu1atXE4nEEydOLFmy5MiRI/hv6l9++QWfxtlC/v7+rq6u+G0rK6utW7fm5ORMnz5dLBYfOnTo3r17t2/f7tu3b1RUFL6hBEIoMTERIUQmk+XnciuPu7s7hULJzMzkcDgqGCYsLS2dOHGipqZmYmIiPvyJEPq///s/hNDvv/9uZ2f3rKQcIRRaUFp1/XLl6vlFA51KZ46tO/2r8FV2swUOGzbM19eXw+GcPHlyyJAhEomEm5b4qFHIkcps6VQzKpnh7t22pgr/fCWprEjGBwiZdEQkMtwGtLYQrUFDSEadUHM9zQQNuvHU/2toaJBKpWVlZV26dMH/9lsOxgiVXmkH9s3iaaTiBnTUZBmgEOnp6VpaWjdv3pw+fTqfz9fQ0CgoKDh+/Pjx48c1NTV9fHz8/f39/f3x4yE/C8OwlStX7tu3D5+rOX369N27d69ZswZf297aqZt43wbO2Nh4zJgxCKHTp0/PnTv38uXLfn5+NjY2sbGxDg4OCKGDBw8uWbIEXwepGlpaWs7Ozunp6Q8ePGgahA8ePNDR0eFwOM+ePTMxMRk+fLhCqjMzM7tz5w5+e+DAgfgNOzs7Z2fnx48fczgc/JGXPJHT09dOmrRBTMZg7oOuTzNQCKKYWdD7ujM8BzP6eRCof2VGdnZ2dnb2f/7zn71795aXl6P6OtbrAnxUb6AOHSGk6T6wbU3l3UtECKU08BFC3joMDQdHkp5+q0shEDrtPlr2f2PndGJp/b3KwlOHTqHSqN3sScPHpIb/jhAaPHjw0aNH8WXcLfftB+EXMkbY4bN11HOMELTW999/TyKRfvjhh3fv3g0dOjQqKio3N/f69esxMTFZWVnXrl27du0aQsja2jogIGD48OFeXl6fuPrfuHHjvn375LNUNm/evGXLFhKJdPz48ZkzZyqqzX379u3bt29xcTGdTsdTECGEn8lQXFysqFpawsvLKz09PTk5efv27UZGRqWlpfn5+TQa7eHDhzNnzrSxscG7T5WnsLCwvLwcIWRvbjaNKKiRyu43CP5o5Gc2CjMbhXtLazvTyO7a9EH1PI+S19TL5wg0DQ0nV03PwZrefkVFRWKxOCsra+XKlW+yHnFCDyCEEut5CCEvJp1qY0s2bdG3nw/x0pJy+KJSkcSIQnJgUBkebQxUmp2D2ekro9YvkRQXIQqFgLBeNJHOj2P1l20gUGnz58/Hn7Zp06bWlgxBqPRKYbIM+IqkpqYGBAQ0NDQMHz78woULNBrN1dXV1dV18+bNVVVVt27diomJuXPnTkFBwaFDhw4dOqSlpeXt7T18+PCAgAB8WK6pqVOnnj17NiQkZPjw4cuWLTtw4ACJRDp16pT89C4FEggETf/Vde/enclk1tfX5+Xl4VuHq4CXl9fevXuTk5MJBIKHh8fly5eTk5NHjRr15MkThFBkZCS+d6uS5OTk+Pj4VFRUuLu7Ry6ai8VECV89n20sq5PIHnD49ziCu/W8YqHkvJBzvppDJxJcNDUGMul+nGTTh/eqf9nq1NWuv7s3QyZ6d2iXJPKMhlBUIpLkC8TaJKKLJo3m6Nq2Vska6oXPH8sXThAQYrT1yhIhRLWx7Xz+hrj4taggj0in03r0Jmpqtbk0OQhCpVeqbg2AMcKvV1JS0vDhwxsbGydMmHD27Fl82EnOyMho2rRp06ZNk0qlDx48iImJiY+Pz8zMjImJiYmJIRKJzs7OPj4+AQEB+II/hJCdnd2ff/6JT2bBFzCcO3du1KhRymi8hYVFeXl5XV0di8VCCBEIhO7duz98+DA5OVllQejh4UEikR49esTj8fADyVNSUjQ0NP74448JEyZQqVR8Px1lePLkiZ+f39u3b728vK5fv66trY3GTZbWvOPdT9JKSxz2MG1oQ/0WTP8VX5RQz0uo573gie5x+Pc4/O0lNZ1p5EFMxiDOk755OeQzoYiAEIYQQnh6eerQyQQCL+GmbOm6NqQO734yJpXiXaxeTAZJT5/WvUc73yylsyWls2U7C2lKXYIQJst88wvqQTvFxsaOGTNGIBDMmjXr119//cTKSxKJ5OHh4eHhgRAqLCyMi4uLj4+/efNmZmZmZmbm7t27DQwMBg4ciPed6ujozJw58/Tp0wwG4/Llyz/88IOS2k+j0RYvXjxu3LjVq1fLZLLKykp7e/uHDx+mpKTgU0hUgMlk9u7dOysr648//pAPE54+fXrSpEkIocDAQCXVm5mZKe/NvnTpkjxuSXr62gGjtQNGI5lUmPuSm3LXNTWhZ87zRSasdxJpSgM/oZ6f1sAvFkrOVDWcqWpgEIn9tDUGMemDmAwjCkm+oQxCSMbn157+VX/+ik+3pKCgICMjIyAgIDY2FiE0ZMgQ/r1EjlT2mCskEwju2hoMj0Hoy1vU++0HYYesZ/+iJsvAGCH4rKioqClTpojF4rlz5x4+fLjl+w906dIlMDAwMDCQx+MlJibGxsbevHmzqKjowoULFy5cIJPJxsbGpaWl2tra0dHRJiYmQqGwtTP6Wm7dunV9+vRJTEykUCj+/v6ampqnT5/Gz0hSGS8vr6ysrOTk5KCgID09vaKiotevX8vPx1aGD3uzm3kSkUSz70Wz76U3e4m0ppp3P0Ur9e7oByk/6TWKMexRozCpnpfUwC8QiPHrRSJ610OT9oonIiDkoUNHCGEiYX3ESaqlteaAwUQd5sca09DQYG5uHhcXN3bs2EOHDtEolHd/pKY08CUY5qatoU0itnnqqVKpSxB2+AWZ+kxbhSD86kREREyfPl0ikeAbvrStEAaDMWzYsGHDhiGECgoK8Pk1KSkpIpFIS0vr9u3bmpqapaWlkZGRbZjL0HJ+fn74NBmEUJ8+ffT19YuLi4uKivCtw1VgwIABBw4cSElJIRKJ7u7u169fT0lJUcaYKO7TvdnNIukZaAeM0g4YhYlE/KyHvLREr3uJ/d8UrUOoRCRJa+Df4wiS6/nZXCGDSORhWMCrsr8vE2VY0HJEJGk4Omt6DmL096ba2r9XuJOTU0hIyJgxY7hcLp1Ol+W9kta8+2eAkERi9PVQyh9E+3xxl6gKRyaTdXV18QNfVOYLmSzTIcsnIAi/LsePH586dWo7U/A91tbWixcvjouLq6yslEqljY2NxsbGjo6Otra2hoaGCqmiJfAZK0i1234OGDCASCT+8ccfAoFA2asJY2Nj8Z1aZ82aJT9quOUIVCqjn6fBik0WVxItopMN1++0tnfAT8p96Nh5EJPBk8l0SMRaifRmLXdlUfX3z95M+rMitLzm6YP770L2FE/0L/LtU7VpWWP8DVnjX6s1Vq1aVVJSUlNTExERMWrUKF5aogyhVA4fITSQydBw+o6oraP4P4h2+/avCFetWhUQEGBgYIBh2N27d+vq6vDlR0rVuXPnwMBAOzs7hJCHhweVSlXl5x81l8S//PLLvHnzjIyMrly5oqOjM3jwYKVWDZNlvgpHjhxZuHAhQmjfvn34FkiKxWKxvLy8rly5kpyczOfzf/311wULFii8FpxMJgsLCysvLx83blxKSkpubu6+ffu8vLyuXbuWnJyMb8KuAnp6ej/++KOBgYF8WT2+qF/h2tyb3SyKmQVllAXd5fviSQGYUEAnEtgCEULoVFdjPTLpbj0vsZ6f3ijA/9tbWmtAIXlo0wfXcj3fXtKKvUIgkWg9nTUHDN72n6k0+14IIVsdrZrdGxoT7mRzhdViqTmVbKNBafPCCWX7xoPw+vXrq1at8vPzKykpMTMzc3R0rKysVEG9Li4uu3btioyMDAoKcnV13b59u1L33v3Qh+sIHR0duVzu69evq6urq6urlReEHTIoC9qgPWvbW04ehD/88MOMGTOU90EgEomDBg3at2+fnZ2dnp5eXFwcUsIZUi1x5cpfRwJxOBw6nV5TU2Ntbe3r6xsQEODn56eQIVKF9GZ/iGJlo+k5kHv3FpsveiOU6JFJvTRpRIRmGOnMMNLhy7AHHH5CPT+pnl8hllytabxa00gioPdX63e2pHbrzruXhInFCJPh80W9mXSEENn4/QU2X4hvOQiFQuH8+fOTkpKsra0RQg0NDVFRUaqpurq62tvbe/78+d7e3pcuXYqMjIyMjFRN1Th5EIrFYgzDKBQK/gvoxIkT3bp1y8nJUV7VHh4eK1as6NOnj/KqAO0XFBS0detWEol04sQJZRxLJCePIlNT0w8XGioQhmH6+vpdunThcDiRkZGzZs1CCPXu3ZvFYhUUFLx588bCwkJ5tX8oLy/Px8eHz+cjhAoLC9/bnWfo0KHyM1JaKzQ0dN68efJDPBTaamSwakvj3VvyUT0iQgQymUClMif9V7uy3Pde0qCaaoRQnkCcUM/76Gr9N0XUv7/x4EV56zAQQtV7NjEGDCLSGYptswK0dufTr8jLly+/++67po+cOHFi+/btKqg6KCgI3+0X169fv4yMDBXUKzd79myE0LFjx/h8vqura//+/bdt2xYREYFhGI/Hi4+PV0alRUVFEyZMqKmpwe/i+0mCL41MJluyZAlCiEwmnz17VtnVSaVS/MTmoqIipVYkkUgiIiLOnTuHYdjDhw/lj+Pzd8LDw5Va+3vku357eHjU1NRkZGTs2rXL3d296QWxtbX1okWL4uLiRCJRy0s+fPgwgUAgEAj43ugKx4mLZbtYuWlrIIQOdjHM/86mev92ydtK+ROE7NzaU8dK507O/86G7WKV4WgR0sVwgoG2IYUkf2t0IsFdm77BXC+6uykRIQ0iIdvJku1ile/WvS7qN2U0u52+5SDMysry8PBo+ojKgnDUqFFNw2bx4sXyXfNVY8aMGQihsLAwFdQVHx8vkUgwDHv69Kmuru7s2bPxx83NzVVQO/is4uJiDuevkwc4HM6TJ08sLCxoNFp0dLRqGoDvrvnbbx3zG3DPnj0IoVmzZskfqaurO3DggEQiiY2NDQ0NxY+tUKCsrCx8ToC3t7f8Tx5XWVl55syZsWPHMpn/rEDQ0tIKCAgIDQ0tLS39dMmpqakIISKReOzYMcW2+Z8Wbl75tLcFhUAgEVCGo0XlxqUfe6aktoYTF1u5cWmBd2+2i1Wus1WkrcncTkx7OvW97m8LGvmcbadcZ0u2ixX7O5uyxTPrL0WIK8uV9Bba4FvuGrW2tmaz2Twej8FQ9ZU4nU5vulW/QCBQWRswDLt48WJ0dLSxsXFISEj//v27d++upLoyMzNXrVqVkJDwv//9D987ytPTMzc398GDB25ubkqqFLTWhg0bxo8fP3ToUIRQampqZGRkfHz8mzdvlDdO/B58r5Pk5GTlrSL4dO3o38OE+AC2VCp9/Pixj4+PYqeUZ2RkDBky5N27d/7+/hcvXnxvK5nW7s4za9YsDodz/vx5hFBISAiVSt2wYUPXrl2VNfcHw/gPUtI4AjGGfaelwSITP3ESL4mlq+Xjr+Xjj0klwmePuWmJbvcSXfNylpvqylfrx9fxyATCG6Fk4p8VdCLBTZs+iEkflBBnlJqACASafU+G+0CGx0ANB8cOXmXf0UmsXKtWrRoxYkRycnJcXNyFCxdUdkV47NixBQsW4LdFIpGdnZ2y+4VwcXFxzs7O+N8sHr10On3Lli18Pl+xFRUWFk6aNAnv59HT08MvPZ8+fTpixIinT5+6uLiIxWK4IvxCTJ8+/caNG/jtGzduTJ8+XcUNePToEUKoa9euKq4XJxaL8ahrer0VEhIiFApLSkquXLkSFxenqLpSUlLwIxJ//PFHgUDQwlfl5+eHhIQMGTKkaWoaGxtv3Lhx4sSJPXr0uHbtGoZhe/bsCQ4OVlRTmyV48YztYjVWXwshtMJUl93HRlJX06oSxBVlJdNGsl274NeITBIRITRWX9tG45/Zc0SEemvSFpmwLnc3+dPFiu1iVTjQuWLVvPpLEZJ3b98rUFRc1HD9Uv2lCN6j+zKJWHHv9V++5StChNDu3buvXr0aExPDYDCGDx9OIBAaGxtVUO/MmTNHjhw5depU/Ai/0vpqAAAgAElEQVTpOXPmKHVrCYTQq1evgoKCLly4gBAyMzPbtGnTTz/9tGHDhhMnTgQFBf32228hISH4NUE71dbW7t69++DBg/gexzNmzNi+fbuBgYF8Ao6jo6OXl9exY8faXxdQlLS0NC6XixB6/Pix6mt3dnZmMplsNrusrEyp82WaRSaT+/fvf/v27dTU1PHjxyOESktLS0tLHz58WF5eXlhYqKjr1MTExB9//LGxsXHixIm//fZby1f1WVtbL1iwYMGCBXw+/969e/Hx8VevXs3NzcX/yrZs2bJ27VrVXL7z7iVi8vOSmHQNR2cSU7dVJZCNTfSXri9fMF3G52VxBfVSmY0G5WdLffTv1fpPucKnXOGh8jpdMqmftsYgZuOgmnfM+Btvf95Is3NgeA7SHDCYYtq5Kmg5L/0+IpKQTILIFBJNw2hHMP17d8W/cyUFLJDJZI8fP75x48abN2+UWlFJSUlgYCCJREIIaWlpBQUF8Xg8+U9TUlJ69uyJ/10HBAS058JUKBSGhobigx8EAmHs2LH5+fkYhj148MDDw0NLSyshIWHEiBEYhtXX1/fq1cvU1LT97w603/Tp0+fMmXPw4MGDBw/OmTNH9VeEGIYNGTIEIYTPZFG9nTt3IoTmzp2L3x01apSRkdHUqVOjoqLq6uoUUsX169fxM/BmzZollUpb+3KxWBwZGZmTk8Pn88PDw0tLS58/f15QUDBx4sQHDx7s3r175cqVKrgiLJk2Mrq7KUKoE4Wc52JVE3a4beWUr5zLdrGabcxECP3XWAc/TZ7dxyb/u65sF6vnTpZnuhnPNmZaN7lMJBFQTwZ1kQnranfTPBcrtotV/vddL9ib/tatE/7ybCfLdeZ6+f3teX+kKfZdY9/2ZJlvHofDCQoKwrtTKBRKYGBgRUXFh08Ti8XBwcF47xCDwQgKChIKha2qSCaTRUVF4atQEEKDBw/OzMzEMOzly5cjRozAHzQxMTl9+jQehBiGnTt3rlOnThiGVVdXL1mypLq6Ojo6+sSJE8XFxe1+36B1OrxrFMOwn3/+GSHUUROJ09LSEEI9evTA79rb/7MxGJVK9fHx2bdvX05OTpvLP3/+PD7uiK9qaEMJpaWllZWV69at27NnT1VV1fr16/HH8SAUiUROTk6BgYFKDUJJbQ27j/VSUxZCaIKBNtvFSpj7sm1F1UWeZrtY2dGpCKGz3Trl97HOd7OvCTss5TY2JsdX7Vxf5N8fj7dbDmarzXT7aWuQm8ynNaWSJxloH7cxCuqsv9iEhT8z3bFzNw0K28Wq0MdVJlZwH+m3H4TBwcF79uxpNiG+XiKRKDQ01NjYWH6pl5eX9+mXlJaWyruAbG1tWz4uEh8f7+Ligr/QwcEhKioKw7C3b98uWrQI7/zR1NRcvXp1fX29RCJpOkdO/l07PDy8oqJizpw5R44cgSBUvS8hCO/fv48Qsre3V33VGIYJhUIGg0EgEB4/fow/kp+fHxwc7OPj03TnB3wD8aioqPemen5aeHg4/kFYvXp1exqZl5cXFha2efNmDMPw/2N/ByGGYUlJSRQKRalB2BBzme1i5aJJQwj9amNU6Pc91qZQxzCsbNHMtF7mBIQ0ScRXzpZli2dK69+/8haVvK6LOFk6d3J+3274Bd9xG6MJBtqdKH91KRtRSM0GYYFnL4VfFH77Qbhs2bKFCxfKF7epRnV19dy5c6urq8PCwkJCQhS7bi86Orpr1674v5V+/fqlpqa2/LUJCQnyr8Njx4799PeDFy9ejB07Fn+ymZlZaGioRCJpbGzctWsXPiOATCYHBgaWlZV9ulI8CDdt2vTu3buQkJCWtxa0h/jvb80XLlzIzc3Fb+fm5l64cEH1jRGJRJqamgQCoUO+kubm5jKZTHwB+3ur9969excVFRUYGGhiYiJPRDqd7uPjExwc/NmhBPl5VfLoapusrCx/f/9z587dvHkzODhYvjpix44dL1/+dVm2Zs2ay5cvt6eWT6tYuzDD0YJEQBQC4Wlvi6pta9pWjkwoyO9vv81CHyH0A4vBdrHiPfxUbkl53Mbk+Krta4uG9GO7WOW5WF3tbrLUlLXCVHdzZ30bDYoPk+HDZHjp0P8KQrfudefPtK1tH/PtB2FQUFBcXJwCJ4a10NmzZysrK4OCgvA2KKRMfDQO/6za2dnhF2etJRKJgoODNTU1EUIsFis4OBhfBdhUs+OOYrE4NDRU/vvCx8fn2bNnn62Oz+efPHkyPj7+2bNnx48fr6+vb0ObQWvt3Llz7969rfqSpGw+Pj4IIdXHcHZ2dqdOnRBC5ubmWlr/nCurq6s7fvz43377raqqCsMwfD3Dxo0bXV1dmy5779Gjx8qVKxMTEz8see/evfja9v379yv1LUgkktOnT7e537VFpJLCgc77rAwRQh46dLaLVWPi7baVxE1LZLtYDWYyEEI/WxoUeDjIWjwWI1+tj18Fbu6sP6cTM8PRIsPRIr6HGR6E+e4OMVs37t+/v6io6Pz58/gE4LY1Ve7bD8KrV6+ePHmy6fwR1cCDcP369Q0NDU13mfksqVT65MkT+d3c3NzGxsacnBz5xZmBgUFwcLC4fb3k+fn5/v7+eIHOzs5494scvvMIlUpdvHjx27dvMQyLi4vr1asX/vzvv/8+KSmpPbUDZdu8ebNEIlHNYqEW2rZtG0JIvqxINbKysgwMDNDfa9vFYnFqaurq1atdXV3lUUckEl1dXVevXp2amorPc6mqqoqKipo6dSp+2D1CqFevXu+VjO9tRiAQDh06pII3gl/OPn/+XEnl8x8/YrtYjdDTRAitN9fL79tNym1sW1Fvd2966WzJIBIJCN3r1bl8+ew2FFI8wR8Pwma6Rvvb1796/ubNm7CwsKCgoISEhFu3brWtqXLffhB2CHzqV0JCQlFRUVhYWKuGHLhcrpWVlfxuQEDAkSNH8EEILS2tLVu2NDa28R/oh6Kjo/F1HQQCYerUqXjmYRhWVVU1ffp0NpuNYVh6ejq+JBkhZGlpeebMGSV+LQUKsmbNmuzsbBXvZ/RpKSkpzSaK8qSnp+O7uw0bNuzDpbQFBQWhoaFjx45teploYGAwduzYM2fO1NbWYhgmEokSExNXrly5a9euysq/thnjcrnZ2dl6enokEkll2+XgZ9wfOXJESeW/C9mT62ylSyYhhOJ6mJXOndzmol7/6HW6qzFCyIFBZbtY1V8534ZCuPeSCvo7fBiE+X27ls6dLBAI9u7dW19fn5ycvHbt2oSEhDa3FgdB+MX5MAjv379vb28fGBhYXq74TYm4XG5QUBC+I76enl5wcLB88ndRUdHUqVPxbiJ9ff1du3a1fI0w6FilpaXR0dFtmMevPAKBgE6nEwgE+fctpUpOTsZnSo8bN+7Tm3nyeLy4uLhFixY1XexLIpFcXV2DgoIyMjJkMtm2bdsMDAzwlsfGxgYGBj58+PDixYsqeCO40NBQ/L0oqfw3E4ZG2ZkghDrTyGwXq9qzJ9pWjqiQzXaxmmGkgxCa34nFdu3S5q3U3h3e+7ivXbpjZzwIc52tEl1sigI8JbU1e/bs2b9/f0ZGxtWrVw8fPvzh4E5rQRB+cbhcrqGh4W9/c3Z2Tk9PV3YC5ebm+vr64r8CPDw8UlJSVq9ejacjg8FYvXr1o0ePHj16xOFwfv/9dxVvIA6+Gd7e3gihK1euKLuimzdv4suKJk2a1KpBhOfPn+/Zs8fb27vpcvjevXtv27bN19cX37AUD0Kltb15+IYVRkZGCu+PEeS8KFs8k+1itcCEhRCabqTDdrESFeW3rbTasyfYLlZWNApCKMrOpHiif3vaxk1LeDN+CPu7rvnfdyv0dqoO/lnK5banwI/5xneW+UrJZDKBQIDflkqlCCGFnGH2Cba2trdv3/79999XrlyZlpY2dOhQLpdLIpFmzpy5detWMzOz3Nzc2NhYMplMpVLlK/QBaJXNmzcTCITvv/9eqbXExMSMHTtWIBAEBgYeO3asVSfW9ujRA58dw+VyExISYmJiYmNj8RO2x48ff+bMGXwdiOrZ2dmZmpqWlZX9+eefeHsUoi7iVM2RvZhAgBCaa8x01aSZUMlEOp3SuY07YfHuJRUKxUVCMYtM7M2gMdzbdRIvw30gw30gJpFgIhFRmds1d+g+p+AjtLW1Z/1NZYeoEQiEKVOm5OTkDBo0SCaTWVtbP3nyJCwszMzMDCGEf/asrKwMDAy2bt2qmiaBb0l+fv7mzZsHDBiA78Di5uZWWlqq8FoiIyNHjRolEAjmz58vX9vQBpqamsOHDw8NDS0uLsa7JRFChw8fXrhwIf7dVPXwGeMKPGSY//BezZG9wYXl56obEEI0IqETlby5+J1MLK45dqANBcp4PMGTR/KzDEkExPDwbn87CWSyUlMQQRB2uAsXLuzatauqqiokJOTgwYMYhnVse5hMJj6zYOTIkU2v/O7cufP48eOCgoLc3Fw8GgFoFQzD8POicfi4nWKrCA8PnzJlilgsXr16NX5uX/vLJBAI8rmjjo6OAwYMOHHiRPuLbYMPj9Fop+r92zABv5kfSCR1EWEyHre1BfIfpmIiEX4k/QAdBlGHSevp1P52qgB0jXaw0aNHp6SkZGZmcjgcFov16tUrW1vbZcuWyZ8wefJkFQcP/tuq6Y4bCCE/Pz8/Pz+EkHyXGQBaSygUvn79Gr/dNBQV4tdff50/f75MJtu8eXNQUJBiC5fbsmWLvb19QECAksr/BDwIExMTFVKajMcTFxXgt6vF0gKBGCFUIpTgjxDIFMHTTIbbgFaVyUtL5MuwdI6AREADdDQY/b0IpK8jYr6OVn7DqqqqsrKyli5dqqure/XqVW1tbTKZvHDhQvkTJkyYoOImicVihBCVSlVxveCb9+bNmw0bNuC3y8rKFFjy3r17V61aha9tX7p0qQJLxvXv3x+fg6qjo3P27Nm6ujqFV/FZDg4ORkZG5eXl+fn5NjY27SxNxmkgUCiYRIwQuscRlIulCKEGieyvH2OYrKG+dSViGO9+8j0OX4RhLpo0XTKpnQOEqgRB2MHCw8MtLCxev35dUFDg7OyML5vtWHgQvndFCED7devW7ezZs/jtpkva22n37t1r1qzB17YvWLBAUcU2NWjQoGZvqxKBQPDw8Lh8+XJycnL7g5Ckb4CnIEJohJ7mRANthFCeQLyl+B1CCEOIbGreqgJ5f6RKqir+GiBk0hGRyOjn2c5GqgwEYQdbsWIFfsPKyqpDG/IPvM8KrgjBV2HTpk3btm0jkUhhYWHKOrf9i+Hl5YUH4cyZM9tZFIFMZvT35qYlNP9TKk2jh2MLixKXvqnatEKYnYUQohEJOiSitw5Dw6EXSU+/nY1UGZgsA94HQQiUgcFgfPfdd/K7ffv2xaePtkpeXt6TJ0/w22Kx+MqVK9XV1VQq9fz58ypIwYKCAvyb67lz58LCwng8nrJrfI9ihwkNVmwiajC6aFDMqH9dEWkSCc6aNCJdwzhoDyKSWlKIuPh1yaThN1JTOSIxQmijuV6EbSeEkKSyAhOLFdJOFYAgBO9rdrIMAO1kamoaHBwsv3v06FF8F9BWSUxMvHTpEn6bx+Phs0MfPHgwZswYhTX046ytrU1NTRFCFy9elEqlbV6b0Wa9evXS19cvLi6WzzlqD7KpuemJ86Nsu3ibGCICASFkxtRe2dXMcMNuhmdLu38r1y6Q8RqPl9dVS/5aVZLeKEhq4Mka6mpPH21/I1UDghC8D64IwVeESCSqfiazg4NDz5497927p+J6iUSiu7s7UtwiCpqdg8X1NMNNe5jjp+uMnmiwdINl7H2tIT+28OWigjxRUT6SyT78kUwobDh3RiGNVAEYIwTvg1mjQHkkEklERASZTB4yZMiVK1fMzc1/+OGHVpWQlJS0fv16hJBQKFROGz+qqqqKSqU+fvzYw8PjxYsX06ZNU3EDEEKrVq2aN28eHoftFBcXV1BQ4Onp6eAz9MCDjIkTZ8oPOm0h0Z+vCEQSvho0tKJeh0xECL3kifppayCEZHyurKGOqMNqf1OVDYIQvA+uCIHyEIlET0/PEydO2Nvbczic7OzsjwVhZGRkcXHxf/7zn/379/fu3XvcuHH44zY2NkOGDEEIcbnc6Oho1TUdISMjIyXNSm2h6urqpUuXpqen43eHDRv2yy+/yI/abq1Bgwbl5OTU1tbevn1bS0uLw+G0uggiEf29aYEXk2FC+fewIoa1cKCxw0HXKHgfBCFQHiKRyGAwMAwrLy+3trauqan52DN9fX0rKipkMll9fX3TLbA7d+7s6enp6enp5uamkiZ/QTAMazpDh8/ny5rrlmy5AQMG5OTkREZGlpaWvnr1qrUvpzn0wsR/rcHvTqf01qT11qTJp94QmSyilnZ7mqcyEITgfTBZBigPn8+/dOmSoaFhly5dCgoKPrEejsFguLu7FxQUHDhw4OXLl+KvZwqiUkkkktK/tXN3nrt376alpQ0cOPDkyZOBgYGenq1e9kcxt9To6dTs9jFEOoM1fW57mqdK0DUK3gdjhEB56HT6vHnz8Nuf7tOLjY2trKz08vI6depU9+7d8W9mPj4+8ksiBoNx8OBBZTf4S1NRUSFffJyXl9eeouT7JiKEbG1t21aI0Y7g0skBKy0Exn/3iw5iMiQUGq23K2tCB4yhtg0EIXgfdI2CL8Ho0aPxG4GBgfIHra2t5bcpFMrQoUNV3ayOZm5ufu7cOfx2R+1x0xTZ0Nj8/C3aniBe0h0CTQNhMgtNxJo+mzVj7tcyQIggCMGHIAgBAC0kFovficSddh3m1dYI3hRps1iUzpZfUQTiIAjB+yAIAfgyUanUprvzODk5aWpqdmB7EELXrl1js9n+/v7/+9//NDQ0goKCKF9bCiKYLAM+BJNlAPgyMZnMU6dOye/u37+/w/coHjNmjJ6eHpPJ5PP5NTU1X+kXaAhC8D6YLAMAaKFTp04xGAwikWhqaurk5PTmzZuOblFbkDZv3tzRbQBflsrKSjs7u2HDhmlpaXV0WwAAzYiOjr59+7atre3x48etrKw68KNKIpH09PSMjIy6du1qYWFhZ2fXUS1pDwKGYR3dBvClOH/+vI2NDT4IwWaz79y5I5/pDgD4ctTV1SUnJ5ubm5eXl9vY2LR5cxmAg65R8I8HDx7k5+fjtysrK+Pj4zu2PQCAj8nJyXFxcSGRvr6ZKV8gCEIAAPjKbN++3dLSsqys7NWrV9nZ2R3dnK8edI2CfyxevPjOnTuGhoYIoYaGBmtr68uXL3d0owAAQLngihD8S1BQUEpKSkpKypEjRzq6LQAAoAoQhAAAANQaBCEAAAC1BmOE4B8cDodCoWhoaCCExGIxl8tlsb6C06UBAKA9IAgBAACoNegaBf8iP/5UKpV2bEsAAEA14PQJ8I/4+Pg///xTX1+fzWZraGh4eXn16dOnoxsFAADKBVeE4B8+Pj4DBw6UyWQCgSA3N9fAwKCjWwQAAEoHQQj+8ezZsxs3bowYMUIqlS5evDglJaWjWwQAAEoHk2XAP+7du1dWVtatWzcajZabmxsQEEAmQ+c5AOAbB0EIAABArUHXKAAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRACAABQaxCEAAAA1BoEIQAAALUGQQgAAECtQRAqUl5eXlVVVUe3AgA1VVhYWFpa2tGtAF8fAoZhHd2Gb4eRkdHkyZMPHDiQl5eXmZk5ZswYMpmsjIqePHlSXFw8fPhwBZYpFotv3brFZrMNDAy8vb07d+7c9KdCoTA2Ntba2trJyUmBlQKgQM7Ozra2tpGRkWVlZSkpKf7+/jo6Osqo6PXr1+np6QEBAXQ6XeGFS6XSK1euYBjWo0cPBwcHhFBaWlp5efl7T2OxWL6+vgqvXU1hQHEMDQ2XLFmCYdihQ4cQQhwOR0kVLVmyxNjYWIEFPn/+3MbGRlNT08HBgclk0mi00NBQ/Ed1dXXBwcFmZmYIoREjRiiwUgAUy8nJady4cRiGXbt2DSH0/PlzJVV05swZhFBJSYkyCt+7d6+GhgZCaOvWrfgj48aN0/03Mpns6uqqjNrVE3SNKsWcOXM4HI6WlpaSyt+xY0dubq4CC5w5c2bPnj0rKipevHhRXl7u4+OzYMGCmpoahNCoUaMuXbq0dOlSa2trBdYIgPIMGzaMw+HY29srqfwJEybU1NSYmJgovOSioqLNmzevX7++6YORkZE1TbDZbA0NjZEjRyq8drWllI47UF1dzWaz3d3dicS/vmq8ffv2/v37HA7H1NSUwWAYGBh07dr1s+WUl5ffv39fIBA4OzvjnSS4kpKSioqKAQMGiESilJQUNzc3gUCQmJgok8m8vLyMjY2lUmlqamp5eXmPHj0cHR0/W9GNGzfIZDKe3HQ6/aeffoqNjc3Ly+vbt++dO3dIJBJC6OzZs2384wBAterr61+8eOHq6spgMPBHGhoa0tLSampqDAwMDAwMqFRqSz4X9fX1qamptbW13bp169evn/zxd+/evXjxwtPTk0ajpaWl2djYsFisxMTE2traPn362NnZIYQeP36ck5NjZmbm4eEh/z3waRiGBQYGWllZLV++fOPGjR972rFjx2Qy2Zw5c1pSJmiRjr4k/aZ8rGt0165dNBpNR0fH3t4eH1RYs2bNZ0sLCQmhUqlGRkbW1tYEAmHt2rXyH8m7RisqKhBCixcvZjKZDg4OLBZLS0srJibmu+++MzU1tbGxQQitW7eutW9kzJgxTCazrq6u6YO9e/eGrlHwJftY12h4eLiOjg6dTre3t8dHDceMGfPZ0m7cuMFisZhMpp2dHZFI/PHHH2UyGf6jpl2jlpaW06ZN69y5s42NjYmJCZFIDA0NnTx5MovFcnBwIBKJfn5+Uqm0Je0PCwsjEAhpaWlisRg16RptSiAQmJiYzJ07t4V/JqAloGtU6S5evLhmzZr58+fX1NS8fPmSx+PRaLTPviozM3Px4sVz5swpKyvLz89ft27dnj178vLymn3ynTt30tPTX7x4UVhYqKmpOWLEiHnz5pWUlLDZ7Hnz5u3evbu2trYlTb1169aaNWvc3NwePnx48eJFJpPZurcKwJcnIyNjxowZQ4YMqa6ufvnyZX19fdPOlY+pqamZMGGCm5tbWVlZTk5OREREdHT09evXm33ytWvXzpw5w2az37x54+XlNWfOHCMjI3yg4eTJk3fu3ElMTPxsjRUVFStWrJg1a5a7u/snnvb7779XVFQsXLjwswWCloMgVLqjR49aW1vv3r0b72BsoatXrxKJxOXLlzc0NNTW1k6aNEkqld66davZJy9YsMDW1hYhxGKxXF1de/ToMWPGDAKBgBDy9fWVSqWFhYUtqfT169cvXryorKzEMOzt27ctby0AX6zjx49raGiEhobKu0nxj8anxcfHNzQ0LF++XCgU1tbW+vn56erqxsbGNvvkkSNHDhw4ECFEJpO9vLwwDNu5cyf+fdfHxwchxGazP1vjwoULSSTSjh07Pv20gwcPDh8+XHnDn+oJxgiV7sWLFwMHDmztOor8/HyJRGJpadn0weLi4s++8L3LTSqVihDCe1o+a/bs2bNnz5bJZMuXL58yZUoLxxcB+JK9ePHCzs6OxWK16lX5+fno7xiT+9gHsGmy4p84OfzzKBKJPl1dTEzMxYsXw8PDDQwMPvG0W7duPXv2LCQk5NOlgdaCIFQ6BoPRwqHy917VqVOnly9fNn2wJX2q7UckEmfNmhUcHBwfHw9BCL52DAZDIpG04VUIITabraenJ39QScuCEUJr165FCC1cuLBpn+fPP/8cHR396NEj+SP79u1zdXUdMGCAkpqhtiAIla5r164ZGRkymQyPw9evX7fk+qx79+4nT5589+5dSyaXtl9GRoaNjY2uri5+t7KyEv39uwCAr1rXrl0jIiI4HI62tjZCiMvllpWVfbZrsXv37gih7Oxs1axSWLduHYfDkd+VyWRz58719fWdNGmS/MHs7Oy7d+9GRESooD3qBoJQ6WbMmDFlypRly5YtXry4srJy0aJFMpnss6+aOnXqrl27JkyYcOjQIUtLy/z8/Bs3bmzfvh3/TiqPVYWQSCRTpkzBMOyXX36xsbHJy8tbuXKlrq7uTz/9hBCqrq5+8uQJQojD4bx9+zY+Pp5KpcJ3UvC1mDZt2vHjx//73/9u3bpVJBKtW7euJXPHBg8e3LNnz0WLFlGp1N69e5eXl0dHR8+ZM8fU1BQhhH+EFfgZnDhxYtO7Eolk7ty5ffr0GT9+vPzBvXv3mpmZjR49WlGVAjmYLKNIZDIZnxFDJBJJJBI+cjB58uRffvklMjLS2tp6yJAhQ4cObUkPp7GxcVxcHIVC8fDwMDc3DwgIqKioqK+vx39aVFRkbm6uwGbfvn3bwcFh9OjRPXr0+OmnnwwNDePj442NjRFCDx8+9PX19fX1LSgouH//vq+v79ixYxVVNQAK1OwH0M3NLTw8PDMz097e3s3NzcTEpFu3bi0p6tatW46OjiNGjDA3N/fw8Hj69GlDQwP+09T73kQAAAJTSURBVKKiIhqNZmRkpNS301RpaWlkZOTSpUspFIrKKlUfsNeo6tTV1eELEqhU6tq1a7du3VpaWlpSUvLhM/X19eU9oo2NjQKBoOkQellZWbdu3TZu3LhmzZpWNSArK6vZXlkHBwe814jP51dWVurp6Slph0YAOhCHw6HT6WQyuXv37i4uLhERETU1Nc0uSdLU1OzZsyd+m8/nczgcQ0ND+YwYkUjk6OjYu3fvyMjIVjUgLy8P363pPRYWFsrYpAa0QoeuYlRH+Afv9OnTGIYFBQU1+5cyfvz4T5QwevRoW1tbLpfb2qoNDQ2brS4pKant7weArwqXy2UwGBs2bMAw7Ny5c81+IhwdHT9Rwo4dO7S1tQsKClpb9YgRI5qtbufOnW1/P0ARYIxQ6a5cuXLmzJkJEyZYWlrW1dXt2LGDyWT+8MMPCKEVK1bMnj37w5d8Ykt7Ho9XV1cXExPThpksz58/l0qlHz6ur6/f2qIA+Fo8efJk2bJlU6dOtbW1FQgEhw8fFovFo0aNQgiNHDmyrKzsw5d8uvvx5cuXFy9e7NKlS2tbcurUKYFA8OHj0AHT4aBrVOmys7OPHj2alJT0+vVrFovl5OS0bds2V1fXjm4XAGqhqKjo6NGjt27dwgf2HBwc1q1bh38TBQAHQQgAAECtwaxRAAAAag2CEAAAgFqDIAQAAKDWIAgBAACoNQhCAAAAag2CEAAAgFqDIAQAAKDWIAgBAACoNQhCAAAAag2CEAAAgFqDIAQAAKDWIAgBAACoNQhCAAAAag2CEAAAgFr7f3v1pTtT2sXcAAACH3pUWHRyZGtpdFBLTCByZGtpdCAyMDIzLjA5LjYAAHice79v7T0GIOBnQAAFIFYE4gZGRgYNIM3IyOYAoplZiKVh+gTBZjGyMUCEOSA0EzuEZiZkPDuEZsZlPIY5aPawga2HKydEQ10L43IzMAKdnsHEyJTAxJzBxCQPNDmBWY6BhTWDiYVTgZUtgZWDgY2dgZNLg4mTW4Gbh4GbV4FXKIGXL4OJjz+BT5aBXyCDiV+GQUAwQVAog0lQREFImEFElEFETEFMXINJTIJBQpJBQopBQppBhAloJRsjEzMLKxsbH7+AoBCveBcj0BXwODki8viArQ+fA4gzVWDXgT93dtiD2Ie+9R+o6OICi6s99T1QFLkRLJ4rEHBAacHLvSA2p9KkA+8Wh+4HsS3Udh9gP58EFud2eHrg1hw3sPha88kHtiaJHgCx5QT+7GdanQIWDzNmOFClIgkWXx6ovj/hjcE+ELt7idz+F1dXgu26dF7BXmxTMVj9ViUJe/tnMmD14kof7P8f9gOzN7r4OLCsUACzf+T7OUyNaQSrNzn/w349Ry7YzEOqf+3jghaBzTwfONGhftIUsPi/0F0O8g86wOqL0ic5XDk3C6ym7ViQQ3DXPzDbtXGPw0m272C2R/FSB67t/uAwceq/7PDHThYsLjH7mUP8fE2weOfp1/Z34qaD3fNgtcV+KyZvMJsp+fP+zSfYwGrkH/YdMGrJArPFAJAnlS6JCe9cAAAC+HpUWHRNT0wgcmRraXQgMjAyMy4wOS42AAB4nH1Vy25TMRDd9yv8A72ap+1Z9iVAqIkEhW1XCBWVHf8vzjipbyosbhIpnhzPnDOvvL78fP7x6/ez8lXJ58v955c/ZT5yfwU7/ecdEeW7EtHVY8kv5fbhw6dDuXu6uX2z3B2/HZ6+FpWiijtU+D325un4+Gbh8rFct42iSvcim4ga4dZG4ykzjJS7cu1bZ3OxwpuZidkCqAm0zaL3JvDI1RrJAmgJ1E24MTM8ane3FdDPQGcCtWvamI2aL5D1FNtrre6J7GquKzntLMe6cU0kuWtbIfspQ5BBtSeyNe/KC2SUu9cMX4nc4FQ2VWOnBZQp4/MWNQSak2koUr+CcjmmL2hnSEmvgVqtCLCUQ/qqrh40MtWktbaCasoClEGhZ/aldltSzToBKB2FyivhHFpXSB9ID5NOSdSckdUVMgvFW2+VEDNrq9R4iWyQpBsH1xji0QTiq9pzh094wq/dMrfEVLWvkDGih2mX0U+ibG2FFEKWgEQOIY435Ig1VkAGTTSesehoJwnivkqnCFyi8UQi2qAJYcvES04SfDZnyQoJgfGqlpjHYyoP1dqSbu8eqwJJFgixgxq4ASjRY5VLqYMkN1LwhWvDaC5DNwArugi6M4GVTZYzLDlGDRqqaW6F6qS+BMZIeTdhi5ympqS6yo/SqYWbcE4uugjdTrwaDIxrjiYUE/ZX5FaiOhD/QrM+ub8qNhiOWwVjXtX84XD/bpWeluvt8XC/L9d8yb5CDZ+2L8o86r4OLU370mMcdV6uA+D7/uLEz83e88dS91XE6eFy3xhczNi5cHGOi83B8Nkv1oPkJZ4BsAZ4WCajnIhxcUrAWJ8sUwXG18bVPVI/W6YUJNeGs8leRuocFb6YLxvupwJJxrDI9CyZUATkqUIyZQi4R5fBucPfRatzUpDLnuYMKHvh+tkylaJLJQPKVDrKnZapS0fx8ac6damcLXsP6NkyOWdXXfZQnt/+3PH96i/qeYhiQdXzpAAAAgl6VFh0U01JTEVTIHJka2l0IDIwMjMuMDkuNgAAeJxNkjtvFEEQhP8K4SHNjfo5jz4ROXFkyC0H6EQGGCGH/vFU7yLo4Oama7tmvq7d58eXO/+8X54uz48vHx8unz5jye2x5O9+OdfScZf75eH7vydllZQZ2w/vF+7LhL1drU8l1XaDMgdZu2oXpcntpp03j92u0p1JPBUR99Wu3IlpWLtZd2OBi7ps4tVu3pfo0TG2nh3TWRt3oW12HLJVJ4S91jgMm+bKWvbaKfAklYZGc8e1ow/OSwj/JibtNnHYMG3Sh5N60m/TJQeHsuG4lObEHLh4LMbFsMtiKGjazltxObbD1XdqPAWGU+M9diIpvLBiHAjnnGur5GCIhUgxGTa6ZYEis/PjfGajmQrGH2P4YVTzTBraIMJgaVTjbEMIhjeSbXiiE+PfrrPzwDEpzulL+WxkcwGaGbI4umhjMGQhJ5d1Q7ITAuzzFAYkBDoQmpycCCKz0eX+d0BiG2mikVn5NhwKRHPOl5AQwiDLLwRREbeP7evb648vv19/BfXcPr2+feuygv9X7CGlGqGlmmHFR+Gl4hilkpil0lilstil8uAKM4ILjczgigPUyrODCxBrcCFiDi5ILMGFCdbCxBRcoCykMCGRgrRCCtEIKUAzpPKEFBwKqQGFFBhFa6HRkAKjFFpo2EJrQvv9D9/fIPpuj1TcAAACgHpUWHRyZGtpdFBLTDEgcmRraXQgMjAyMy4wOS42AAB4nHu/b+09BiDgZ0AAdSDWBOIGRkYGDSDNyMjmAKKZWYilYfoEGRRANBsDRJgDQjOxQ2hmQsazQ2hmXMZjmINmDxvYehasFEwPpTTUizAuNwMj0L8ZTIxMCUzMGUxMakDnJDCrMrCwZjCxcCqwsiWwcjCwsTNwcmkwcXIrcPMwcPMq8Aol8PJlMPHxJ/CpMPALZDDxKzMICCYICmUwCYooCAkziIgyiIgpiIlrMIlJMEhIM0hIMkgoMUhKMUgqMEgqMkhJM0jJMUjJM0jLMEjLMogwA53CxsjEzMLKxsbHLyAoxMsiKSUtIX6PEehEeCx36e06EGTIdADEUeuefqD2fd1+EPvqk6ADV/5vAbP55vEe2Bl8YB+Ivb9D5QBfXJc9iC0d23BA5dl+MLueYfGBb29e24HY1pIXDyxnSwSLl1zqPjBBx9YBxP7QvG9/1RJ2MDsw8s3+H3dTwGwWBZe99w7cBKvvy2mxfxSqDxZvuzjPTiC/CmxmxCbX/RxW3mD3aPFf2cfAIQB2s2p8sz33GS0wO/Ibm4PB2gtgNYHiD+znXzQEuzk/yNQhNTEWbP5F9WSHxVLMYPVNQlUOiiEJYLaP+RSHBK9GsF5XzWaH9TtPgO3lCDjkUHppG1icd9N5Bz5bDxsQ++Spvw75986DzT+S8cGhO+oNWM0+tscOe+OCwGYecOB3DPwIcefhj6KOyf+DwGrSp7E6hmS3gN0jLHLXIevzTjD7w6TFDkURUmA207stDptnmYP1Rkzcv7+4FmJm7/kT+w0KncHmvOjP2r9y8QQwW+WX9YGMnRD1YgBkabLPsVvTUQAAA4B6VFh0TU9MMSByZGtpdCAyMDIzLjA5LjYAAHicfVbLblMxEN33K/wDuZqX7ZklTREgRCpBYcsKIRDs+H9xxjf1TYXFTSMlk+N5nDMz7q8f379++/n7q/W7ks/Hh/c//pT5yMMd7PSfv4goX5SI7j6U/FDuX795dynnp1f3z5bz4+fL06eiUYxxhgq/xL56evzwbOHytpzq5pyvcpKN1KTh0EbjKTOOlHM52da1dm3lRFtEdZMFUhOpm0QV7uXEm7FR7QukJVI2Yeld0qf22pD3v8i6I2snt1Z4IwcTdQFse5rErC2BFiHMC2BPYN0o1DnrtUY9VuV4UtS2qqaaQO9B5AtglPOvjK0tzEDYFhUMrZJEwPMgxt2IgWQOkLRCcnlMJKq23oqCgUa2is5SLkkhWXcXVN7BQSyRioo4lQbZCN41Gq/k4dQHojDxYEYMJ5ZZDnlog4pSdXwCrXUJbTsU5XL3oX5FQcs8OypCntLURm+25p2WTh1OwSJ595Z0NSXxJfMQKbmp1Hl0HKOb66o/hMCSbK7KtaXsKcCKJWGkCWEslOoYIfNKS5cCl7oFdXXKEalUWVdpSs6QoQxGplkQMXpu1Z1iaBD0e6D0JFFDaDmVkhq1jSBRi9F84rLsD2kDaZGF5O8seFbAnKG+BRoEsqSoVCNWAokPZMWge1z7GaWvkAGOOuox7JmxRqC5LtdMCuQYMozl3khQSFbLQ3PLBZYLVxnd6WJCS6QMn2oh0H+fEVkJpDlDDVIiuwQC1m2luRqAFQPOaF783kiCl+XUAWwVJFqW4819OZZYv2+HgNGaXDlyNNUK2ndohS8dEnUMk7UV1Mf6wl7nJtXzFEus5dQUCSkGKEWzZbKdWqzqf315eHHh7FfQ/ePl4biC8iXHPWN49+Myya963BiWpuNaYHzVOLZ/Auqx4znxfqxy/FjasbA5PdyuZYOLGZszsVamd+jG8DndoYElD/G8YLExeVhmOZwp5sFZAjbgbplVQGUbR49IfrXMUrC4bDib2cugrkLjm01kw/1hyYxh0eNUEoqAPKuQpAwBj+gycnb4u1kJnCnI7exzBpRDOL9aZqUYRsmAMisdcqdl1qVD/IrTNzO4W2bOGLZh0eNU8oyk5OiTult0Rtd2tRzRR879NpbvFp2Valwtsy4bOYONyY/xbtEXXX7b0/n9+V8yfL77C1f22Ub5LM7NAAACcXpUWHRTTUlMRVMxIHJka2l0IDIwMjMuMDkuNgAAeJxlkj1rHEEMhv9KyjPsDfocjbSkcuPKSW9chCNdYofg0j8+0m6IBeG4ZfSupHn0ap8enm/4crs8Xp4enu/uL5+/3N3T33M9/zueL+t/u5zPVnqj2+X+x7837UklYx4/vV+uOMTnpO3Kg9Zy3PYrDEFBW9uVBimIbzsOoMlSypzLtp0GwjLfsn4yUKbwUHHGSgFZWoKD8arOCoq87ZK5aFpFgACrFPBqA4OdQGjb5wAjssoRWlmkY6qAVt8118oUG4p03r1kKpYCLmrnEAZZtYYrnzQ0xbhyDrocDtRdtt0HGyqVtEgIvKpYnGhLPhblohHPaZIPkIhwluQ5eaaIkknxIeKsEWb6gFRmmYIdd6HxAZjsSTMzaSXNTANzYgR0SolEdMphPIjliJjdDc5WBTI3GsaeW9rLlrUkBUQXPIQ0IRHTZZvp054jq0FuIItXZaTJiHwgu9Op8HSpLq666mpNBzmz054J5nXTHMrCXMzmx7ayzlhz6CR1z0I6Khfm79g7C6VDtQXXtLFgUWAeTJ5uHx9QLijtKolyjVbN2HSyHw44TtJVpUjup2b5ReQ26pSQKsfUmh/DqeWHKXO72769vf78+vv1V8Co4+Pr2/fBGvgRoQa1aAa3yEI+IoLQFmHMFlFYizhWiyS83S6BDYYssNHQCmw45IGNh2ZgA2IIbESMgR0px2xMTIENijmwUeEKalToQd0jDuomYVB3iYIaVZY2KISgBiVBjSmtb0iJ0IhyEQ3IgjtPcMOB4O5RcLdoBXeLghsMZ9dGgxLcHZrvfwA1CWKxd0jVhQAAAABJRU5ErkJggg==", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# We can display the atom mapping in 2D by calling it\n", + "kartograf_mapping" + ] + }, + { + "cell_type": "markdown", + "id": "de4592a7", + "metadata": { + "id": "de4592a7" + }, + "source": [ + "## 2.2. Creating a ligand network\n", + "\n", + "A `LigandNetwork` is a set of `SmallMoleculeComponent`s that are connected by `AtomMapping`s of two small molecules. \n", + "\n", + "The user can choose between multiple different network topologies:\n", + "* Minimial spanning tree (MST)\n", + "* LOMAP network\n", + "* Radial (star) network\n", + "* Loading in networks from external software (FEP+ or Orion)\n", + "* Loading in a user defined network\n", + "\n", + "In this section we will create and visualize the MST, LOMAP and radial networks for the TYK2 dataset.\n", + "\n", + "Here, we will be using the `LomapAtomMapper` as the atom mapper for all networks." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "5b89da93", + "metadata": { + "id": "5b89da93", + "scrolled": true + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:\tTrying to remove edge 0-2 with similarity 0.818731\n", + "INFO:\tChecking edge deletion on distance-to-actives 0 vs 0\n", + "INFO:\tRemoved edge 0-2\n", + "INFO:\tTrying to remove edge 2-6 with similarity 0.860708\n", + "INFO:\tRejecting edge deletion on cycle covering\n", + "INFO:\tTrying to remove edge 0-1 with similarity 0.904837\n", + "INFO:\tRejecting edge deletion on cycle covering\n", + "INFO:\tTrying to remove edge 0-6 with similarity 0.904837\n", + "INFO:\tRejecting edge deletion on cycle covering\n", + "INFO:\tTrying to remove edge 1-2 with similarity 0.904837\n", + "INFO:\tRejecting edge deletion on cycle covering\n", + "INFO:\tTrying to remove edge 1-6 with similarity 0.951229\n", + "INFO:\tChecking edge deletion on distance-to-actives 0 vs 0\n", + "INFO:\tRemoved edge 1-6\n", + "INFO:\tTrying to remove edge 8-3 with similarity 0.904837\n", + "INFO:\tChecking edge deletion on distance-to-actives 0 vs 0\n", + "INFO:\tRemoved edge 8-3\n", + "INFO:\tTrying to remove edge 9-3 with similarity 0.904837\n", + "INFO:\tRejecting edge deletion on cycle covering\n", + "INFO:\tTrying to remove edge 3-7 with similarity 0.904837\n", + "INFO:\tRejecting edge deletion on cycle covering\n", + "INFO:\tTrying to remove edge 8-7 with similarity 0.951229\n", + "INFO:\tRejecting edge deletion on cycle covering\n", + "INFO:\tTrying to remove edge 8-9 with similarity 0.951229\n", + "INFO:\tRejecting edge deletion on cycle covering\n", + "INFO:\tTrying to remove edge 9-7 with similarity 0.951229\n", + "INFO:\tChecking edge deletion on distance-to-actives 0 vs 0\n", + "INFO:\tRemoved edge 9-7\n" + ] + } + ], + "source": [ + "# Create network from the two molecules\n", + "import openfe\n", + "from openfe.setup.ligand_network_planning import generate_radial_network\n", + "from openfe.setup.ligand_network_planning import generate_minimal_spanning_network\n", + "from openfe.setup.ligand_network_planning import generate_lomap_network\n", + "from openfe.setup import LomapAtomMapper\n", + "\n", + "# Create an MST network\n", + "mst_network = generate_minimal_spanning_network(\n", + " ligands=ligand_mols,\n", + " scorer=openfe.lomap_scorers.default_lomap_score,\n", + " mappers=[LomapAtomMapper(),])\n", + "\n", + "# Create a LOMAP network\n", + "lomap_network = generate_lomap_network(\n", + " molecules=ligand_mols,\n", + " scorer=openfe.lomap_scorers.default_lomap_score,\n", + " mappers=[LomapAtomMapper(),])\n", + "\n", + "# Create a radial, choosing the first ligand as central ligand\n", + "radial_network = generate_radial_network(\n", + " ligands=ligand_mols[1:],\n", + " central_ligand=ligand_mols[0],\n", + " mappers=[LomapAtomMapper(),])" + ] + }, + { + "cell_type": "markdown", + "id": "41cd9718-0c2e-4b59-86ee-8dc429915de1", + "metadata": {}, + "source": [ + "We can plot out the different networks to visualize their structure and to see how ligands are being tranformed." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "f4e3ac10-236b-4ff4-a69e-600706288164", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Visualize the MST network\n", + "from openfe.utils.atommapping_network_plotting import plot_atommapping_network\n", + "\n", + "plot_atommapping_network(mst_network)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "3335c478-ce7c-41a4-b36f-2e4c79581050", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Visualize the LOMAP network\n", + "from openfe.utils.atommapping_network_plotting import plot_atommapping_network\n", + "\n", + "plot_atommapping_network(lomap_network)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "e1c09036-efc7-4bc4-9851-ac16992bf041", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Visualize the radial network\n", + "from openfe.utils.atommapping_network_plotting import plot_atommapping_network\n", + "\n", + "plot_atommapping_network(radial_network)" + ] + }, + { + "cell_type": "markdown", + "id": "2a280ffb-0a71-48ad-b4ec-9374f4460c80", + "metadata": {}, + "source": [ + "Edges along the network can be accessed to recover the invidual molecules involved in that given alchemical tranformation, and the atom mapping between the two ligands. \n", + "\n", + "**Note: as can be seen in the example below, transformations are defined within OpenFE as going from componentA to componentB**" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "ad80c243-82d7-4599-a4a6-5d651c662f24", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "molecule A smiles: O=C(Nc1ccnc(NC(=O)[C@H]2C[C@H]2F)c1)c1c(Cl)cccc1Cl\n", + "molecule B smiles: O=C(Nc1ccnc(NC(=O)[C@H]2C[C@H]2Cl)c1)c1c(Cl)cccc1Cl\n", + "map between molecule A and B: {0: 0, 1: 1, 2: 2, 3: 3, 4: 4, 5: 5, 6: 6, 7: 7, 8: 8, 9: 9, 10: 10, 11: 11, 12: 12, 13: 13, 14: 14, 15: 15, 16: 16, 17: 17, 18: 18, 19: 19, 20: 20, 21: 21, 22: 22, 23: 23, 24: 24, 25: 25, 26: 26, 27: 27, 28: 28, 29: 29, 30: 30, 31: 31, 32: 32, 33: 33, 34: 34, 35: 35}\n" + ] + } + ], + "source": [ + "mst_edges = [edge for edge in mst_network.edges]\n", + "\n", + "# Pick an edge\n", + "edge = mst_edges[1]\n", + "\n", + "# Print the smiles of the molecules and the mapping\n", + "print(\"molecule A smiles: \", edge.componentA.smiles)\n", + "print(\"molecule B smiles: \", edge.componentB.smiles)\n", + "print(\"map between molecule A and B: \", edge.componentA_to_componentB)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "9f92262f", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 317 + }, + "id": "9f92262f", + "outputId": "d8dc47c7-c487-4f78-9e19-c388ef6a7c51" + }, + "outputs": [ + { + "data": { + "image/png": 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t1CSkhmyJSM4uhrD/gKAGRn/HNh8VtXOkfZ/2T2yvWDCDSgYz2CpSLLJt9/Lly7S0NCsrKwAgA7sBQF1dfdasWZcuXRIIBO3YZm1t7eeffw4AHA7n0KFDFEVlZmb269cPAExMTJ48eSLB/peVlT1//jwgIMDd3b3584zdG3327Fl4ePjz588rKiru3bvH4/HI85K9PiESicjeaFhYmIeHh5aWlvg3x9XV9Y2BGy37+Wo2zL8K1i4AAEaDYf7VpccSO9I3hYMZVDKYwdaQo0IYExOzZs0aiqLKysq6du2qp6dna2vr5+dXWtrR2ydFIpG3tzf5j/H09GxqaiovLydXC9TV1c+cOdPB7fP5fDJ2TlVVddSoUTdv3pw4cWLzFzA2hO+zcePG48ePk8c1NTW9evXq4AZHjhwJAORUWH19fVBQkLOzs4rKf68omJiYkKH8LW/kdbVAb9ktmH4U2BxgsWHaIe0lNwsr+R3smwLBDDIHZrA5OSqEFEX5+vpSFNXU1NS5c2cWiyXZO3DPnDmjrq4OAFOmTKmurm5sbFyxYgUAsFgsb2/vN15cWVnJ53/gpy8UCu/du7d06VKyK0R2eKdPn15WVmZqahoTE0NexuPxMITS5uHhAQAHDhxo/mR+fr6fn9/gwYPF5z9sbGx8fHyKioreuZFlvyfC/KtgMgwAwNoF5l/ddzVbJt2XI5hB1D4KnUE5KoTV1dVeXl4VFRVpaWkAYGFhQVFUTk5OVlaWSELXSSMjI8kY34EDB+bk5FAU5efnR4auffHFF+KTBlwuNyAgYMWKFe/bTkpKire3d/PpM974342IiBg8ePCYMWNGjBixadMmDKG0HThwAAA8PDxu37598ODBoKCgW7duHT58OCkpiaKopKQkLy8v8WKhbDb77bH+8S+rVRZegzHfAQCoasGsc5br7/IbhPR9JhpgBlG7SSGDZ2WWQTkqhHl5eeHh4dnZ2UFBQQDg4uJCUdTKlSsBYP/+/ZJqJSsri8wJ27Vr14iICIqirl27Ri7njho16vXr1+Rl8fHxK1eufOO9ZWVlZPoMcfZ69Ojh6en57Nmzd7ZVW1srnmJRUn9H0DvduXOH/A9SFMXj8Xbv3r1q1aojR45kZGSIX9PU1BQeHu7m5qahoUH++8jd3+Hh4SKRaMyuKPjiMmh3BwD4aCXMv3r1aQl9H4gemEHUbgqdQTkqhGLbtm0DgK1bt1IURX7jw8PDJbj9mpqaadOmAYCamlpgYCBFUQkJCWToWu/evZOTkysrK3Nzczdt2kQu8IrPd4unz9DT0xP/50mwYwqtsLCQjIbPy8tr/YVxSSktLQUAbW3turo6X1/fsrIyLy8vcl3q7RdXVlYGBARMmDBBPO6xm1F3sJkN/T4DANA1h3mhU30lOYJD4WAGFRFmsN3ksRCSGSjOnTsnEon09PQAQLyTKCmNjY2rV68mFyfI/1ZhYeFHH31E/iPDwsJCQkKioqLIsGNtbW3yX6Wqqurs7BwQEFBX16r57v75559jx449ePCAoqgzZ86EhIS05l1BQUEhISFFRUUHDx48ffp0hz6nrLx+/frMmTOrVq1KS0u7cuXKpk2bZN8HMqHlgQMHfvnll1u3bj158uTXX39NTU1t/prCwsJbt24JhcKEhAQylO67776zsLD478EFyeQnezq5XUsrrH1fQ0yAGcQMtoPiZlAeC2GvXr0AICUlhcxeYWxsLKWG/P39ORwOAMyZM6e+vr6urm727NkAwOFwJk6cSP5TSVAdHR2PHj1aXl7epu0LhcLg4OBz585lZ2cfP378jcvI79PU1OTj41NfXy8UCskuuUIQCoVbtmyhKCosLOyHH36QfQcmTJgAH5rq8M6dO9evX79w4cIPP/yQlZXV1NREUZRIJNq6dauKioqKisrc1Tu6fhX+9akUWfVaTmEGMYPtoLgZlOnCvK3B5XJzcnLU1NSsrKwSExNBmqt6enh4XLlyRVdXNygoaPz48VwuNygoyNvbWyQSxcTEFBcXW1hYeHl5ZWRkREZGLl++vEuXLm3aPpvNtra2Ligo8PHxqa2tTUlJac27yIBjDQ2NiIgIsoMs/+rq6r7//nt3d/eXL1/a29tXVlbKvg8DBw6Ef9fIfp9x48YVFRXZ2tpaWVkdP348OzuboqidO3fu2bNHKBQuXbo08JctKXvHfOvSU0adlkuYQcxg+yhuBuWuED5//pyiKFtbWw6HI+0QAsDkyZMjIiIsLCyio6N9fHxYLBbZMamurr53715OTo6Pj4+lpWX7Nn7r1q3IyMghQ4b4+/t7eHhMnjy5Ne+6cuVKbm7ugwcPTp48SctvcztUVFTY2NgkJiYaGxtHRkaS4RUyNmDAAABISkpq4TWHDx+uq6vT19dXU1Pr1q1bSUnJrFmzdu7cyWazf/31V39//06dOnXTUd20blVxcbGsOi53MIOYwfZR4AzK8vCzNY4ePQoAX375JUVRc+bMAYCAgABpN1pcXLxy5UoydDshIQEArK2tpd0okqzHjx8DwODBg1t4TWJiYmxsbHFxcXFxcXR0tJ2dHQDo6+u/MRKE4eMvMIOofRQ3g/J4RAj/HmKTvVHyWKqMjIwOHz5MbvWVwS6wcmtqasrIyEhOTiYT28uMra0tm81OS0trod2BAwfa2dkZGRm9fPnys88+i4uLs7S0fPjwIbm2IUZGsjU2Ns6cObPl8zxKCTOo6DCDbSV3hVCcAT6f/+LFCw6HQ245kpnmfwVkLDIysqioiDyuqam5efOm7PvQQampqcOHD9+1a9e+ffuGDBkSHR0ts6Y1NTV79eolEAgyMzNbfiW5HFVcXDx69OioqKj3/YLV1tb269fPxsZGCp2Va5hB8hgz2FYKnEFZHn5+kHisdnFxcWxsLADY2trKuA9Tp04FgIsXL8q4XYqi5syZI14kJSUlZcSIEbLvQ11dHbkVKTMzsx0zLI8ePTosLIw8fvz4cb9+/cioMNkgg/7Pnz//vheQu5rIzqaHh4f4VusP2rdvX3R0tIS6Kdcwg5jBjlDQDMrXEWFubm5VVVW3bt2MjIzoOj3C5NMyQqHw6NGjN27cOHHiRFpa2u7du9v0dh6Pl5yc7OzsTL60t7dnsVivXr2SQk/fjRxDvO9aPZ/PX7hwIbks7+PjQy7Lt2azISEhhw4d6tmzpwS7Krcwg/TCDL6TtDNI/wr1zZEADBkyBGg6PVJRUVFQUEAO8GXZrtj169dzc3MBgJZRiyoqKjNnzoyNjdXR0cnKysrPz2/T2ysrK99Ye0xfX7+ioqL5hJBSRQatvfOKgnhVPG1t7bNnz06fPr31mx01atS1a9fICuz37t1TV1d3cHCQVJ/lDWYQM9gRCppB+ToibH5lXmZX6Zsjw9UGDRpEZgGWPTabTe4qpasDXC63rq5u6tSpM2fObOtfImNj46qqqtraWvJlU1NTdnY22UhycnJbI/1B4oZ4PB5ZNvZ9o7efPn3q4OAQGxvbp0+fx48ftymBAGBkZESuYWRlZc2fP5/H40mg9/IKM4gZbD3lyaCUTrm2z9y5cwHgxIkTFEWRecpfvXolyw74+fkBgIeHhywbFZOH6xNhYWFBQUGFhYWXL1+ur69v69vXr1+/YsUKgUDQ1NS0ffv2efPmURRVVFRkbm4u2SVYAwMDd+7c+fjxYx6PN2vWrEePHlEU1djYqKamxmazm09pHxQURBaYdXJyKinp0By+48ePFy/hVlBQ8L6JnhUaZhAz2ErKlEH5OiIkB9SDBg0qLi4uKSnR09Pr0aOH7DtAy3A1OeHs7Ozq6mpiYvLpp5+KZ4hvPV9fX2Nj43Hjxo0ZM6a+vv6PP/4AAFVVVUtLy6KiojFjxpw9e1Yi/Vy4cOGAAQPYbPaRI0cWLFhAnuRwOH379hWJRGQCEYqifH19586dW19fv2zZsjt37nTr1q0jjV6+fHnx4sUAUF9fP2PGDEUcUvhBmEHaYQZbIK0MSqScSgSfz+dwOCoqKvX19eTjjRkzRsZ9sLe3B4D79+/LuF3i2LFjZO0uiqKKiop+/PFHWrohQSKRaN++fTU1NY2NjWSqC7IEa8fvlr13715QUFBTU5O3t/fGjRv/+OMP8vz8+fMB4Pjx4zwej4RTRUXFx8enwx/lf0Qi0RdffDF37tyioqJdu3aJnz927FhCQoIEG5I9zCBmsPWUKYNyVAjj4uIAwMbGhqKon376CQBkvJCmUCjU1NQEgIqKClm229w333yzYcOG/Px82Tc9e/Zs8cphDx48kMgPf8+ePfCeJVjbcc6nuYCAAH9//+TkZIqiCgsLi4uLm7fo4eHRfB2Djn+Q5vLy8ubMmcPn89PT0+3s7MTPz5s3T+JtyRhmkMIMtpoyZVCOCuFff/0FAHPnzqUoyt3dHQD8/f1l2YH09HQAMDc3l2WjbyDnDfLy8mTftIODg3hf+MaNG7Nnz+74NrOyssjNsF27diVL4YiXYB05cqTEV/ahKCosLAwAyAQlZGU7iTchpnyFEDNIYQY7TBEzKEfXCGmZ2Kk52u9eKiwsLC0t7dKli5mZGV19kKzevXtHR0dPnz69rKxs4sSJp06dmjp1KplhOSoqauTIka1cDaA1KisrT5486evry+FwBAKBo6NjVFSUtOekyM7O/uJfDx8+lGpbMoAZxAx2hOJmUI7uI2yeAR0dHW1tbTISV2Zov0pPy5+e5ubNm0cuzldXV0uqG9ra2pcvX16/fv3Bgwfd3d2TkpL27NkTFRU1Y8aMmJgYBweHtt5R9AY+n3/lypXAwMAbN240NDSQFo8cOTJ37txW3qvbEWZmZj/++CN5vG7dOmk3J22YQcxgOyhDBiV3kNohjx49IkfrZHkqio4VAD7//HMAOHPmjIzbFdu7dy8ArFmzhpbWpXFapjnxEqyurq719fU8Ho9cVFdRUfn111/bujWhUBgREeHp6dm1a1fym6yiojJhwoSAgAAulyvZnr+Pkp0axQxSmMG2UKYM0nxqNDc319fX19raetSoUTweT1VVddWqVTU1NfDv7OOyRPtpGdp3h6XKw8Pj6tWrurq6wcHB48aNq6qqOnXqFBm9tnbt2q+++orckPtBqampO3bssLKyGj169IEDB8rKymxsbHx8fPLz88PDw93d3bW0tADg4sWL9fX1Uv5MygAz2BxmsDXbUcIMSq42t0FpaemhQ4dGjhwp7oapqencuXP19fUBYMiQIbm5uTLuUm1tLZvNVlNTa/0ksBI3ePBgAKBrcmdp740Sz58/JxMGmpqaxsXFURR17tw5ci5o0qRJVVVV73tjWVmZv7+/o6Oj+HfGzMzM09Pz6dOn73z97du3pf1bRFYnEH/56NGjgoICqbYoQZjBd8IMMjODMi2EfD4/NDTU1dVVVVWV/Bw1NDRcXV1DQ0Pz8vJOnDgRGxtL5tGR7AwIrfHo0SMAGDp0qCwbbU48I4PMziq8oby8PDExkcwHIRAIKisrpdRQWVnZmDFjAEBLS+vy5csURT169IjMImhrays+L0fweLygoCBnZ2fxxQZdXV03N7fw8HCGL5/bPpjBFmAGGZtBWRRC8alkAwMD8nN8+1Ty1q1bq6urGxsbKyoqxo8fDwDq6uqnT5+WQfeI3377DQDc3d1l1uIbyEkhKysrujogEol0dXXZbHZpaam02+Lz+W5ubtDsTtvs7GxbW1sAMDAwuH//Pvmd8fDw0NbWJr8zqqqqzs7OAQEBdXV1rW8oIiJCNuPgi4qKyJ+t3NzcNvVQNjCDrYEZZGwGpVsIU1JSvL29m098Tk4lFxUVvfHKOXPm+Pr6hoeHUxTV2Ni4atUqkNwMCG8TiUQPHjz4z3/+I74sT1r86aefKIoqLy+X8b4wRVGnT58GgJkzZ8q4XbGXL18CgLGxsWyaE4lEPj4+5N7eZcuWNTQ0VFVVTZkyhSRTfPkdAOzs7Pz8/NoxRWFlZaWtrW1kZKQ0+v9GQ6dPn16+fPndu3ePHTu2ceNGabfYepjB1sMMMjaDHfSkkooAACAASURBVC2EU6dOFR+/h4WF7dmzh6KowsJCPz+/5qeSe/To4enp2cIEqV5eXocPH/7nn3/Ez/j5+amoqAAAmaeug/0US01N9fb27tOnD+nY2LFjyfPkRAE53bxnz57du3dLqsVW2rx5MwB4e3vLuF2xy5cvk4sEsmw0ODiYzMY7YcKEgoKC5oP1ra2td+7cmZWV1ZHty+zUjUgk2rx5c3R09I4dO2bNmiWbRgnMoKRgBhmbwY4Wwl69eomP4k+ePLlq1aqFCxeS8ACAvr6+h4dHRETEB38WDQ0NZWVlbzx5/fp18QwI4vl72qe8vPydl3nj4+PJC8gYgaKiomvXrl25cmXHjh0yPv09bdo0APj7779l2Whz33//PQDI/mgmOjra2NgYAMiMHiwWy9XVtTW/M62Xm5srHoMgDTweb9euXc+fPxcIBK9fv96yZYv02nobZlBSMIOMzaDkb6jv0qULh8OZOnWqq6vr7Nmzyb7GB3Xq1El89UJsypQpkZGRLi4uZAaEsLAwcgq79fh8flhY2MmTJ2/evNnY2AgAurq6n376qbu7+/jx49lsdlVV1cmTJ0+cOAEAWlpaFRUVBgYGr169evHihUgkEv81kQGGDBxPSkq6d+9ep06d+vfvn5SUZGBgMHfu3MePH3/66adkITpXV9fz589LsMXAwMANGzb4+vq29Zen9SorK/v165eammpiYhIZGblhwwYpNdRKmMH2wQwyN4MdrMO9evUaNmyYvb29vb19nz59Vq1aVVRUJNkJc0tLS52cnKAtk7e+fZlXPDSAjMji8/kXLlz47LPPxGPnyANdXd0bN25QFCWl8VphYWEnTpwoLi7esmVL859SeXk5AGhqagqFQmm02xr9+vUDAPHuuVR99913FEUJhULxaSgul0uGdB86dEiybWVkZMh4RT0Zwwy2CWaQwAw217ZCGBQUFBQU1PxGjbdPy0iyd//i8/mtXM4jKSnJ29ub/HcS5DKveG7Z2NjY5lMhsNlsR0dHf3//0tJScRPtmGShlUQika+vr0gkCggIKCwsFD9/9+5dAKBlFVCCx+NxOBwOh8Pj8aTd1p9//pmQkNDY2Ojn59f8NiMyVz2ZF1ga6uvrFX2ZJAoz2GGYQQoz+Ja2nRqdMGFCcHAwOb8hS2pqaoGBgQMHDvz22283b96cnZ196NCh5rPYFRQUXLhw4eTJk/Hx8eQZc3PzefPmLV261MrKCgDS0tKOHDly6tSprKws8gIbGxt3d3d3d3cTExPyTGBgoKWl5a5du9auXZucnPxGExJBpup4e8KOvLw8DodD43wWycnJTU1Ntra2ZM546bl3796rV686d+6clpbG4/ESExPJuq9CoTA5OZnFYknjh0BRVHBw8DfffOPi4nLw4EGJb1+WMIMdhBnEDL5DWyvn3r17m38pm71RsfPnz5MZECZOnNj8zMnMmTPJx9HX129+p+cHr8+30MSkSZMkfnLmzp07K1euTEtL27hxI7lDKyEhgdzIxefzExIS3h6tIBvHjx8HgHnz5tHSOkVRaWlpAGBhYSGNjQsEglmzZtG11qvEYQY7AjP4PkzOYNsKYXh4+OPHj5s/k5ubKz6lzuVyZfA7FBUVRWZAsLKySk9PJ09euXKFzI5BJmd631QIoaGhTU1NrW/C2tpavE6mlBgbGy9dupQ8/vrrr//66y+pNvc+69evBwAy8p4WQUFBAODi4iKDtlJSUmTQipRgBiUOM0gwOYNtK4Rv34RLi7y8vKFDhwKAgYHBvXv3xM9/8Pp8m5oYMmTI201InLGx8fjx4yMiIihaQ/jJJ58AwJUrV2hpnaKobdu2AcDWrVul2srTp0/Hjh07YsQIGgdEdBBmUOIwgwSTMygvyzC1FZfLdXFxAQA1NbWAgIAPXp/veBMS7HxzxsbGT58+HTRoUENDA40hNDQ0BAAaR3bNmDEDAM6dOye9Jk6fPm1sbPzbb7+15ogEfRBmULIwgzRS1EJIUVRTU5OnpycAkCmCCEtLyx07dmRmZkqqCS8vL7JlT09PCe7CiESihw8fNjU1kemU1qxZ4+vrS1cIi4qKAEBPT4/GKXR79eoFAMnJydJrorKysrKy8tGjR2lpaeSZhoaGU6dOSa9FpYcZlBTMIL0UuBASS5cu1dHR0dDQkN5s6P7+/uQ6x6xZszo+n3JOTo6Pjw8ZRxceHk5CWFVVZWVltWDBAlpCePPmTQAYM2aM7JsmampqWCyWmppaY2OjtNtav379H3/8QR5XV1ebmZlJu0WlhxnsOMwgvWhemLfjjI2Na2pqvv766+PHj589ezYkJETiTZDVLPX09P7++29HR8e8vLzm3xWJRKWlpR/cCFn+zcHBoWfPnps3b87MzDQzM6usrCTf1dXV3b59O5nNISYmhuweyow8TKhBUZStrS1ZPhspFsxgx2EG6aXwn1n8C8Tlcg0NDWtra6XRysSJE588eeLs7Pzs2TMHB4fQ0FA7OzvyrV27dpmamhoZGX366advv5HP54eHhwcGBl66dInc+6WhoeHs7Ozm5jZ16lQOh/PHH3+QVy5YsOD69etNTU3Ozs4cDqd5ExIXEhJibGzcr1+/kJAQc3Nz2lfllvFfgfDw8OrqagAQCASyaVG5YQbbATMoVxlU+CNC8S+QlpbWzp07MzMzRSKRNBqysrJ69OjRxx9/XFhY+PHHH1+6dIk8LxQK1dTU4uLimr9YJBJFRkZ+9dVXJJzBwcEikYiMnSstLQ0KCnJxcSF7XuSUCACwWKzTp09/9tln/fv3f6MJibOzs3v27NmzZ886der08OFDedgbBRn+FdDT0zM1NTU1NRXfx406AjPYDphB+cog3edmO6S6uprFYmloaDQ1NVVVVR09erSVEyG2m0AgWLRoEfy7ThtFUTwe78mTJ+L1S5OTk729vcllZ4Is/9b6mfvfbkLiqqurjxw58s8///j7+2/atElNTY3FYtXU1EijrdYg81iSlfCkTQ6vTyg0zGD7YAbJYznJoGIXwoiICAAYPny4jNv18/Mjw+SWLFly586dsLCw/Pz8t5d/8/LyEg+O6kgTAoHgna/Jzs7etWsXRVGXL18+ePBg6++kPnXq1OLFi69fv753796VK1cCQJ8+fdrXz44TiUR6enoA0JFx9q0nhyFUaJhBzGBbyWEGFbsQHj58mPyayr7pkydPkpDo6uoOHDhQvFhMly5dli9fHhkZ2fGxcxcuXCAL6Dg6Or5zbeiGhgZfX1+KosrLy48cOdLCmqvv9OrVKx8fH3NzcyMjIzMzs/Ly8g52uH1ycnIAoFu3brJp7vLly+KZWfh8PvkrhtoNM4gZbCs5zKBiF8Lly5cDwP79+2Xf9IMHD+D/3z5lZWUVFBT0vj3H9nn69CmZD7dPnz6pqalvv4CEsL6+3t/f/+HDh63ZZllZ2eHDh0eOHCnuOZkERAZzWb1TaGgoAEycOFH2TaOOwwxiBpWAYg+WIVeYaRlqRZp2cXFZvXo1mU1j+/btrq6u4sXVJGLIkCHR0dF2dnZZWVmjRo26c+dO8+/m5eWlp6ffv38/KCjo9evXZHXp9xEIBGFhYXPmzOnevfuqVauioqI0NDTI5JBJSUl2dnYZGRkjRox4owkZoHGYgEgkOn36dHBwcGVl5f79+2W/pIMSwAxiBjtCXjJIdyVuP5FIpKOjA7I6r/2Gr776CgD8/PwoirK2tgYA6a2zVVtb+9lnnwEAh8Np65qZZO7H5su/ied+JDPuv93E4cOHJf0JWrJ69WoWi3XixAlZNkrw+fyCgoKNGzdWV1f/9NNP9fX1su+DQsMMtgZmsAVykkEFLoTZ2dkAYGJiQkvr5LTGP//8U19fr6Ki0qlTJ8mekHmDSCTy9vYmKfL09GzNTH0pKSne3t69e/cW7/SQsXNvzNrc1NS0ZcuW0tLSdjTREXw+PzY2llzFqampiY+P5/P5Um3xnchyPA0NDb/++isWwrbCDLYMM9ga8pBBBS6E5BafyZMny75p8Y5wSUnJ48ePAWDQoEEyaPfPP/8kp32mTJlSXV39zteUlZW9c/m3913GJ8Hr3bs3WRilNU1IxIsXLwBAPHjMwcFBUrNTth6Xyz1w4MDXX39dWFi4aNGiy5cvy7gDig4z+M7XYAZbT04yqMCFcNeuXQCwceNG2TdNltju3r07RVG///47ACxYsEA2TUdGRpLrEAMHDszJyRE/X19f/87l3z4492NhYeFHH30EANra2mQJmPc1IVkvXrwYOHBgv379yGA8WkKIOggziBlUDgpcCF1dXQFAeouztIDMpjhlyhSKosjs+z4+PjJr/cWLF/379yenpKKiot5Y/k1VVdXZ2TkgIKD1cxPzeLz58+eTSxcHDhx4o4k3loGV4KdwdHT09/dftGgRxewQKi7MIGZQOShwIezXrx8APH36VPZNkx3hTZs2URQ1btw4ALh27ZosO1BRUUGW8SQ3OQEAi8VydHQ8evRo+25FIhcnWCwWAHh4eDQ2NoqbUFNTk+w6KXw+/9GjRySEQqHQ3t7+/v37TA6h4sIMYgaVg6IWQnJ5nMPh0HJ1l+wInzx5kqIoMhIsPz9fxn1oaGgYPHhwly5dunXr5uXlJZHf4HPnzmloaADApEmTqqqqGhsbV61aRRLu5eXV8duTY2Njydg5VVXV2NhYR0dHiqJiYmLs7Ozs7e0ZG0IFhRnEDCoNRS2EMTExADBgwABaWu/bty8APHv2LD8/HwC6dOlCSzfGjh0LANevX5fgNh89emRkZER+ttnZ2RRF+fv7k7mJ58yZ074xXSkpKVu3brWwsBCPHRg2bNjVq1dJCCmKWrlypYqKSmZm5tWrV2n5q4raATNIYQaVhaIWwj///BMA5s2bJ/umm+8IX7t2DQDGjRsn+25QFGVgYAAABQUFFRUVKSkpklpRMzs729bWFgAMDAzu379PUdSNGzd0dXUBwMHBofUzF5eXl79z7Fx8fDxFUXl5eeJ5uSoqKpycnAICAlRUVNrUBKIRZpDCDCoLRS2E69atA4A9e/bIvuknT56Q0VwURfn4+ACAp6en7LtB1iY1MDCgKCowMBAA5s6dK6mN19TUODs7k4sTZChEYmIimbzDzMyMpOh9eDze+8bOCYXCFt7YvAlaLjuhNsEMYgaVhqIWQnINmQw1ljGyIzx//nyKohYsWAAAv//+u+y7cfXqVfGO8KZNmwBAsnPXNjU1eXl5iS9OCIXC0tLS0aNHA4CWllZoaOgbryfTZzQfOyeePqO2traVjbbcBJIrmEHMoNJQ1EJYWFh48+bNioqKsrKyGzduyLJpsiP8448/UhRFZueT0uDmlpEd4bVr11IUNXnyZAC4dOmSxFvx9/cnO5WzZ8+uq6vj8/kLFy4kAROPVk9KSvL29iY7koSdnZ2fn18L026Vl5efOXOmtLS0srLy1KlTlZWV4m+9swkkhzCDmEGloXiFsKCgwNXVdfDgwXZ2drt3746Li5s2bZosOzB+/HgAuHr1akNDg6qqKpvNbv3elgSRHWEyKwRZ5ZlcV5e4W7dukbXKhgwZkpeX13yQt5OT04ABA8TZs7Ky2rFjx4sXLz64zfj4+PLy8m3btm3ZsqWsrGzr1q3NvysSiXx8fMTjyBsaGqTxuVC7YQYJzKDSULxC6OjoSCa9FQgEgYGBMTExMg4hmfEhLy8vISEBAKytrWXZuhiZ7//JkyelpaUAoK2t3fGh1e+TkZFBJjU2NTWNjY2lKCooKEhVVZUsT6Ovr+/h4REREdGmDjx8+DAkJOS7776jKIr8+4agoCAyjnzixInNd1cR7TCDBGZQaShYIczOzjY3N2/+ny3jvdGCggL4d6w2uTw+e/ZsmbUuJhAIxDvC//zzDwCMGjVKqi2WlJQ4OTkBgIODA3lmyJAhZJDCvXv3MjIy/P39jx492sqtXb58mUy9+PPPPwcHB79vNbuoqCgyjtzKyio9PV0ynwR1DGaQwAwqEwVbj7CgoMDc3JwcsNPi+fPn8O/qa80fy1hqampDQ4OVlZWmpqZs1hLr1q3b7du316xZc/bsWQCg/l154IsvvoiOjraysvLw8KitrW3l1hwcHNauXWtkZLR+/XpHR8e1a9e+72WxsbFDhw7NzMwcNWrUvXv3JPRpUPthBgnMoDJRsEJoaGhYUlJCYwea/8bTuCQpLX8L1NTUDhw4QC7Iv3z5sqampnv37iNHjiR/E+/fv9/8dqWWGRoa9u7d29jYmMVimZiYtPBX1czM7MGDBy4uLuXl5ZMnTw4ICJDER0HthxkkMIPKRMEKYZ8+fVRUVG7evEm+FAqFMu7A27/9tCzr3LwbtKwuLW705s2bjx8/Li0tjYqKIuvDSZyWllZISMjatWsbGhqWLl1648aNpKQk8XcvXrwojUbR+2AG3+4GZlAajcoSh+4OtI2Kisrp06cXLVr0888/cziczp07b9myRZYdOHLkyKpVqywsLAQCgaWlJZvN7tWrlyw7QIgzIBQKU1JSWCxW85FjsuzA5MmTycDxzZs3S685FRUVPz+/fv361dfXp6amRkVFiT/v4sWLP//8cxrP1DENZpDADCpTBhWsEALA0KFDExMTS0tLWSxW165dhUJhUFCQzFrPzs4ODg4uLi4eOnTo9evXyZAq2RNn4MWLF/X19RYWFmR0tczQcm1m+fLlALB//35ZNorehhkEzKByUbxCSJDx0wCgoqKiqakpm0afPHmyaNEiPz+/nj17BgUFTZgwISIigs2W9enl8vLywsJCbW3tXr16XbhwAeg4NUTLuSCxp0+fkrlFAKCxsZGWPiDMIGaQPFaCDCrYNUIAePLkydOnT2lp2sfHZ/fu3ZMnT+7bt++2bds0NDTCw8Nl3w1y79SAAQNYLBYt10h4PF5WVlanTp3IcnSyR1GU8F+0dIDhMIOYQSXLoIIdEVZUVFy/fr2xsXHAgAHi+WRlJjU1dejQoeIvhw8fnpqaSs7Oy1Lz4NEyai4pKUkoFNrY2KiqqsqyXbFhw4Z5eHiQx2SORyQzmEHADCpdBhWsEHbq1KmwsJCiKJFIJPvWNTQ0+Hy++EsejydenFqW5Ge4miwbRXICMwiYQaWjYKdGCwsLe/ToYWxsXFFRIfvWHRwcxOdhRCLR7du3HRwcZN8NcQa4XG5OTo6ampqVlZUsO0DjXcwAMGDAgGHDhom/dHd3V+jhagoHMwiYQaXLIIuiKLr70DYFBQUcDofM+iP7pqdMmTJjxoxevXoFBwfb2tr+/PPPMu6DUCjU0dHh8XhkIVBHR8dhw4bFxcXJsg/jx4+/e/futWvXpk6dKst2kZzADGIGlYyCnRoFAFNTUxqbjo6OvnXrVklJya5du+zt7WXfh+Zjtek6PULjXcxIHmAGMYNKRvEKIb00NTU///xzGjvQ/Mo8LadHCgsLy8rKunTpQuNfQyI7O/vq1as8Hm/y5MnHjx//9ddf6e0Pkg3MIGZQ4hTsGiFqvieooqKir68v4xDKz1X63r17r1mzhsvlDh48mPa/CIg5MINiSpNBLIStFRkZuWvXLgD46aefvv/+e1pGCmRnZ4eEhACApaUlABw4cKCiouKTTz6RZR/kJ4QURR0/fnz27Nl0dwTJCGaQwAxKHBbC1nJyclJXVy8sLNTQ0Pjss8/Ekw7LQFVV1cmTJydOnGhpaZmUlKSvr793796cnBzy3YKCAnd3d7L8yi+//PLbb79JtTP0DldrLi4urrCwMCEhITMzk8/nP378mO4eIenCDBKYQYnDa4Rto6amxufzeTyeDGY4FAgEV65cOXXq1LVr1xoaGgBAS0tr4sSJCQkJaWlpDg4Oly5dcnBw6NGjB1mo88GDB/37909PT5dqr+Rnb3T48OHDhw8nj7dv305vZ5DMYAYxgxKHR4StFR8fX11d/fr1ayMjo+joaKmOWo6Li1u7dq2Zmdns2bMvXbrU1NTk6Ojo7+9fVFR08eLFZ8+eTZ8+/fXr12PHjj116pT4XXfv3n358mVKSor0OtbY2JiWlsZms21tbaXXCkLvhBkEzKB0KN59hEosLS3t3Llzp06dysrKIs/Y2Ni4u7svWrTI2Ni4+SuFQuH69esPHjzIYrE8PT1NTU379+/v7OwsFAqjoqKcnJyk1MO6urqDBw8WFxf7+flJqQmEaIQZZCgK0a28vNzf37/50tJmZmaenp5Pnz5t+Y3+/v4cDgcAXF1d6+vrpdG39PR0Ho9HUdTx48e///578mRGRsaPP/4ojeYQogVmkOGwEMrCli1b7t+/Tx7n5ubOnz+foigejxcUFOTs7CyeuVhXV9fNzS08PFwoFLZyyzdv3tTV1QWAESNGFBUVSarD4r8LLBYrODiYoihPT09dXd27d+9SFBUdHT19+nRJtYWQDGAGUQtwsIws5OTkVFdXk8d8Pj8tLW3//v3e3t5cLhcAVFVVP/30Uzc3N2dnZ3V19TZtedKkSZGRkS4uLo8fPx4+fHhoaGjzOQDbisfjXb58+dSpUzdv3mxqagIAHR2d169fk+9u2LDB09MzNja23dtHiC6YQdQCLIT0MDQ05HK5dnZ2bm5u8+bNMzQ0bPemBgwYEBsbO3PmzAcPHnz88cenT5/+9NNP27QFkUj06NGjwMDAc+fO1dTUAICKisqECRPc3NxmzZolXnO1X79+kyZN2rt378SJE9vdW4TkBGYQ/Q/dh6SMMH/+fGtra3t7e3t7+8GDBw8bNqy+vv7FixcSbILP57u5uQGAioqKj49PK9+VnJzs7e3dq1cv8e+DjY2Nj49PcXExRVEikSgyMnL58uV//fWXp6fn+fPna2pqLC0tz507h6dlkGLBDKIWYCGUsMTExKysLIqiHj9+TJZtoyhq/vz5oaGh5HFGRsawYcOk0bRIJPLx8WGz2QCwbNmyhoaG972yoKDAz8+v+dAAc3NzLy+v9PR08oKcnBwfHx8ydwYAjBw5koSQoqjz58/37dsXQ4jkFmYQtRXeRyhJPB6vvLx8//79hYWFLBbL19dXlq2zWCwvL6/z58937tz5jz/+mDZtWmVl5RvdCw4OdnFxsbCwWLdu3cOHD/X09MjQAJK6rl27Hjt2zMnJqVevXps3b37x4oWpqamnp+ehQ4fEG5kzZ07v3r1l+bkQaj3MIGoHvEYoSRoaGvr6+gKBwMTEJD09va1X3SVi9uzZPXr0+Oyzz27fvm1vb3/lypW+ffuSbx08eNDLywsA1NXVZ8yY4ebmNnXqVFVVVT6ff+XKlcDAwEuXLjU2NgKAjo7OjBkzXF1dp06dSkaHs9lsAwMDsp1jx46JJ5dCSK5gBlF70H1IqlS4XO7Nmzc3bNiQlpYWGRnp6elJni8qKqqtrSWPGxoaXr16Je2e5Ofnk6FrXbp0uXPnDnkyLy/v448//v333ysrKymKEgqFERERHh4eOjo65JeBXJ8PCAgQ9xYhxYIZRO2AhVDCUlNT8/LyKIp6+vRpSUkJjT3hcrkzZswAAFVV1RMnTjT/VsvX5z+I/BGpq6t7+vRpY2OjNDqPULthBlFbYSFUZiKRyNvbm8TM09MzLy+v5evzrfHkyZPVq1dTFLV58+bHjx8LBAKpdR8hhYcZVAhYCJXfsWPHyMQZLBaLZK9Lly4rVqx4+PChSCRqxwZ9fX2rqqoWLFiwbdu2/Px8iXcYISWDGZRzOFhG+f3nP//R0dH58ssv2Wz2+PHj3d3dZ8yYoaqq2r6tVVdXV1RUNDU1GRkZWVlZFRQUKPTK1AjJAGZQzmEhZARNTU0+n+/k5NStW7dJkyb99ttv6urqU6ZMMTc3b+umampqJkyYwOVy16xZU1JSYm9vL40OI6RkMIPyDAshI5CVPO3t7fv160dOxZA5hduxqR49evTo0YM87tmzpwQ7iZASwwzKM7yhnhGeP38OAAMHDiRfenh4zJs3LygoiNZOIcQgmEF5hkeEjED2Rnv16hUbG/vgwQN1dfWMjIzFixfT3S+EmAIzKM9whXrlJxAItLW1RSIRl8vV0NCguzsIMQ5mUM7hqVHll5KS0tjYaG1tjQlEiBaYQTmHhVD5kXMygwYNorsjCDEUZlDOYSFUfm9cpUcIyRhmUM5hIVR+uDeKEL0wg3IOC6Hyw71RhOiFGZRzOGpUyZWWlhoaGuro6FRVVYnnOUQIyQxmUP7hEaGSS0hIAIBBgwZhAhGiBWZQ/mEhVHJ4cQIhemEG5R8WQiWHFycQohdmUP5hIVRyGEKE6IUZlH84WEaZCYVCbW1tPp9fVVWlo6NDd3cQYhzMoELAI0JllpGRwePxevbsiQlEiBaYQYWAhVCZkav0eE4GIbpgBhUCFkJllp2dDRhChOiDGVQIeI1QCYlEooKCArKGdXl5eXl5effu3bW0tOjuF0JMgRlULHhEqITKysrGjx9PHhsYGPj5+V2+fJneLiHEKJhBxYKFECGEEKNx6O4AkoqGhgZy9xIAVFRU0NsZhBgIM6hAsBAqp6qqKj8/P/I4ISHBxcWF3v4gxDSYQQWChVA5GRoa/vnnn+TxypUr6e0MQgyEGVQgeI0QIYQQo2EhVEIcDqdv377iL01NTfX09GjsD0JMgxlULHgfIUIIIUbDI0KEEEKMhoVQ2VAUFR4enpWVxefzr127VlJSQnePEGIWzKDCwUKobPLy8iwsLA4fPpyRkdG/f//9+/fT3SOEmAUzqHCwECobc3Pz3NxcLS2tQYMGURRlYWFBd48QYhbMoMLBQqhssrKyWCwWl8uNiYnZv3//xx9/THePEGIWzKDCwVGjSig9Pb179+4NDQ3V1dVqamqmpqZ09wghZsEMKhYshAghhBgNT40ihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyEpHOmUwAAC+5JREFUCCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBBKUlpaWllZGd29QIi5MjMzS0pK6O4FUjAqO3bsoLsPyqN79+7q6upjx45NSUm5e/eura1tR7ZWW1t7+fJlHR0dXV1dSfXwfSiKevjwYWho6PPnzzt16mRkZNT8u+np6SEhIVFRUVwut2fPniwWS9r9Qah9+vbtW1tbO3ny5IyMjPDw8P79+7PZ7d/d5/P5ISEhnTt31tfXl2An3ycqKio0NDQhIYHNZpuYmJAn4+LiHj58mPL/ZWVl9e3bVwZdYgoKSU6nTp127NhBUdT333/PZrM7uLUXL14AwPnz5yXRtZa8fv3a0dGRxWJZW1sbGhqyWKx169aRbwmFwvXr17PZbAsLC0tLSxaL9dFHH1VVVUm7Swi1j4GBwYYNGyiK8vPzA4C6urqObK24uBgA/vzzTwn17r0qKio++eQTFotlaWlpYmLCYrG++uorkUhEUdT69ev1/z9VVVVDQ0Npd4lRsBBKkrgQNjQ01NbWdnBrQqGwoqJCIBBIomstWbp0qampaUJCAmn0q6++AoB//vmHoqhLly517tz5zp075JU3b95ksVibN2+WdpcQah9xIWxoaOByuR3cGskgn8+XRNdasnbt2m7dusXExFAUJRKJ1q9fDwChoaFvv7KhoaFHjx4eHh7S7hKjcGg9HFVaxcXFr169cnJyav5MVFRUXV1djx49VFVVTUxMevbs2fJGBAJBXFzcwIEDjYyMyBlLa2vryMjIvLy8Pn36jBgxgsVivXr16tGjR126dHFyctLU1BS/t7a2NiIiory8vGfPnqNGjWr57NCBAwcKCgqsrKwAgM1mb9682d/fPzo6evz48TNmzHj+/Hnv3r3JKydNmtStW7fU1NR2/2QQko3S0tKsrCxHR0fxL39JSQk5vW9qaqqhodG1a1dLS8uWN9LU1BQXF2djY9O9e/eUlBSKomxsbB49epSTk2NhYUHOo+Tn50dGRurq6jo5OWlra4vfW19fHxERUVpa2qNHDycnJxUVlRYa8vX1XbFiBTnbyWKxvv322/3790dHR7u4uLzxyrNnz+bn569bt649PxT0PnRXYqXyvlOj3333XadOnfT09Pr166eurg4AP/zwwwe31vzU6Jw5c8aNGzdy5EhjY2OS3uXLl+/du1dLS8vGxkZDQ6NXr16lpaXkjXfu3DEwMNDQ0LCyslJRURk9enR1dXXrP0VRUREAbN269e1vxcXFsVis1nQeIVq879Tojz/+qKampqOj079/fw0NDQD49ttvP7i15qdGlyxZMmrUqHHjxnXr1o1UrAULFhw6dIhkUFNT08zMLD8/n7zx0aNHRkZGampq1tbWKioq9vb2ZWVlrf8UXC4XAMRXKJobMmSIs7Nz6zeFWgNHjUrd8ePHd+/evWXLloqKitTU1MrKyvZt5969e25ubgUFBZmZmV9//fVvv/12+/btnJyc5OTk2NjY3NzcY8eOAUBtbe2cOXOsrKzy8/MzMjJSU1PHjRunpqbW+obu3r0LAI6OjuJnqqurf/jhhyVLlowbN27JkiUbN25s30dAiBbBwcHffvvtmjVrKioqUlJS6uvrVVVV27GdR48eTZ8+vaioKC0tbceOHadPnw4KCnrx4kVycnJiYmJJScnhw4cBQCAQuLq6mpiY5ObmpqenZ2VlTZw4sXPnzq1v6M6dOwAwatSoN54PDw9/9uzZhg0b2tF51AIshFJ35MiRQYMGeXt7k8GW7R5y2bdv3xUrVpDzPBMnTgSALVu2GBgYAICNjY2JiQk5grx//35ZWdnu3bu7dOkCAFZWVjt37mx9Iaytrd2xY4ejo+OUKVPETwoEgmfPnmVmZpLrLvX19e37CAjR4siRI5aWlj4+Pi2fn/wgMzOzr7/+mmxkwoQJAPDNN9+QIda9e/fu3bs3yWB0dHRBQcGOHTsMDQ0BwMLCYvfu3eQwtDV4PN533303dOjQmTNnvvGtn3/+edCgQWPHju3Ip0Bvw2uEUpecnOzm5tbxWw6ab4Hsz1IUJX5GTU2tsbERALKysgCgfXduNDQ0zJs3r6ysLCQkpHlzhoaGwcHBAJCenj5ixIiVK1eeOXOmvZ8DIVlLTk7+5JNPOlgFQSYZbGpqWrRo0atXr+7du/dGh5OSkm7duhUYGIj3L0kcHhFKXefOnTtyJ1NbkR1PPp/f1jdWVFS4uLhERETcuHHDxsbmna/p27fv2LFjw8PDO9pLhGRIUTJYU1Mza9asa9euXblyZejQoW9895dffunevburq6tkeomawUIodZaWljExMeIvMzMzpdpc//79AeDBgwdtetezZ88++uij7OzsyMjIjz76SPx8Q0PDG5t6/fp1m652IEQ7S0vL2NhY8dFbTk4OOXSTkvZlMC0tbeTIkfHx8Xfv3h09evQb3339+vXZs2fXrl3bvqubqGVYCKVu8eLF8fHx3333XU5OTkRExPz581v5RpFIBABtPZ8zatSo4cOHf/PNN3///Xd+fn5sbOyBAwdafstff/01cuRIgUCwZ8+e4uLi27dv3759OzY2FgACAwPHjRv37bffxsfHx8fHr1u3Ljo6evHixW3qEkL0+vLLLzMyMjZs2PDy5cuoqKg5c+Y0P6XZgvZlcMiQIR9//PH27dvJrQ7x8fG//PJLy285f/788OHDy8rKfvrpp+rqapLBJ0+eiF9w4MCBTp06/ec//2lTT1Ar4TVCSeJwOOQMDJvN5nD++7P96quvSktLDx48+MMPP+jr669fv/758+et2VpOTg4AmJmZtakPbDb7ypUra9asWbhwIZ/P19bWdnFxEQgELYyX2blzJ5/PLygomDNnjvjJMWPG3L9/f8mSJXw+38fHx8fHBwC6dOmyffv2bdu2talLCMkMh8MhdYvNZquoqJDLaQsXLiwuLv7555/9/Px0dXXXrl2bkJDQmq29evUKAExNTdvajYsXL3p6ei5btqy+vl5TU3PatGm1tbVaWlrve/3u3bvr6urq6urmzZsnftLOzo7sj9bX1/v7+y9dulRPT6+tPUGtwWrlnhHquMrKSn19/bq6Oi0trZ9++mnjxo25ubnkpr03GBoa9urVy83N7cGDB9nZ2e27yC8UCuvq6nR0dMiXmZmZFRUVb7+sR48e3bt3b3lTFEWVlJQ0NTUZGRmJCzxCCqeqqkpXV5eiKDU1tS1btuzcubOgoCA/P//tVxoYGFhaWq5YseLvv//Oy8tr0w1IYiKRiMvliucKzs7OLi0tfftl3bt379GjRzu2jySGxnsYmSkuLg4ALl68SFEUmUjpbcuWLbt79y6LxQoJCZFUu28PxSa+//57STWBkELIyMgAgICAAIqitm/f/s5czJ079/HjxyoqKoGBgZJq193d/Z1teXl5SaoJ1D54RCh1gYGBYWFhs2fPNjc3Ly0t3blzZ25ubkZGhp6eHpfLra2tffstnTt3PnHiRF1d3datWyXVjaqqKh6P9/bz2traLZyxQUgJXLx4MTAwcO7cuRYWFpWVlT/88ENKSkpaWpqRkVFtbS2ZxuUNGhoaFy5cyM7O3rNnj6S6UV1d/c57cLW0tJrPzYZkDwuh1MXFxR09ejQiIiI3N9fAwGDYsGF79uwZMGAA3f1CiCkSExOPHj167969V69e6enpDRky5Pvvv7ezs6O7X0heYCFECCHEaHj7BEIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojRsBAihBBiNCyECCGEGA0LIUIIIUbDQogQQojR/g9oXeFi6hLYfAAAAml6VFh0cmRraXRQS0wgcmRraXQgMjAyMy4wOS42AAB4nHu/b+09BiDgZ0AAFSBWA+IGRkYFDSDNyMiWAKKZWYilYfoEFRRANJsCRJgDQjOxQ2hmQsazQ2hmXMZjmINmD5sCyCuMLBCaCUiDnAPXjk5zQlyLS1oQVZqbgRHoswwmRqYEJuYMJiZloMUJzEoMLKwZTCycCqxsCawcDGzsDJxcGkyc3ArcPAzcvAq8Qgm8fBlMfPwJfIoM/AIZTPwKDAKCCYJCGUyCIgpCwgwiogwiYgpi4hpMYhIMElIMEpIMEvIsTJJSDJKyQEqOQUqaQUqGQYQZ6AY2RiZmFlY2Nj5+AUEhXmZJCSnxXYxAp8HjkWPi2wN3Y+wcQByuBycOnChnALNzds0+kCCkCGbfEco7MDXqmD2ILfen7sDkzVNtQey1i9ccuJt+fx+IvTrk4oGMB+xgNZ5V/w7cPbDOBsT2k9h6IPjml/0gtvIs0wNP7qaA2SnNbgfUt4sfALHPzN22n+35EbA5Xqen7J91tBtsTmR6/763zGvB6jdFcO9fwmgKVm+tL2W/61kRmM19ncFB0ScIzPY5IOjwfMZzsPrFeybYV8wNB7NV+zfZ2ycqgc3s5M5x2J68DCx+aNssh49igmC9p77UOKjeNbEDsc9PMna4kDoJrJ55wWqHVQv1wWzXygsOvLcvgdkimYsdbtVygcNny93VDh1/M8Bsm0tpDnV7IOLOWl8djijqgdUnTHnhMLnQBix+r+Wwg3SmLNgNOSJr7Uw2rwC74ZLTr/02c0LB7AXHhQ88Ps4MVn/adfIBvkn1YLYYAE+5rfyY5vCaAAADTnpUWHRNT0wgcmRraXQgMjAyMy4wOS42AAB4nH1Wy24UOxDd5yv8A2nVy2XXggWZ8BJiIl0CWxYsEAh2/L845U7cHcm6PbOYrj4+VadePb9//vj268/3b6I3Ja//7j/+/FvmJfc3sNP/fCOifFUiuvlU8ke5e/Puw7VcHl/fPVsuD1+uj5+LetGOM/i8xL5+fPj0bOHyvty2zUSjWpEtmhnj1EbjOo5KuZRb36Q1tQCQqCnzAqgJtK27V3IAK3uztgBaAnVrHEFceKsWrrEA1h0Y3VhHaE0pfAH0BNZNw6JTuaXN1HVJ2XY11bj2iudVqflKdt/zE1VMhghhVVkAo1x+p3OvIdzKLW/B0vsKypTeZevaqmrG2cNomUwYH1I7EzePPKSNKiq1gEq5plsT9+Bk1W611RVUUxVv7GLg4o2CYymfR5Fok06EROGMop5rVXWHVjMVGfqkiyz9Z6FocxLpOnog6jqryOQ1m42VwQSk9Npj1U1o2guQ2Z8uGWin0HWiUCpoZpS8tpF9E1l2qBDyxKOfQjNgNVk2njDC1M1Rb7J0LhjT9RgJKDEdaogvkyTeaJkkyUHS0XmWrYEG8DXQ0CPINtWuNYWZtmUyJSuE8XDNtENOd/JV10nWB9PBCFLB6IZZpxWwDUYmr60hBsYA65Ix56hm83Y0HzJlZG1VHAkA8RyM6LJkbK2uVGvWpm3ubBRDDAnpCsjlLYDinTkZw7JBV8AsjUNMRI4aKKG/L33n/GC+tJN5Dr007stJU9snLSrGxrKBVVHH5d6sY4NgwimojhVbg9asnqw2BqhRNkmgpKs99+Z6/2Ld7y+Au4fr/fECyI8cax5vgdKOZZ63eqxsS9OxmBm36sf+TUA9liwnft73fFgmOvAYDOe1aKCYvjkD8xKnBcfg7KctJnmI+bSteFimHM4Q8+CUgN2zW6YK7BgbRw9P/ckyQ8fOsEE2o5eRuooKn5aADfqpQDJiWHR6l0woHPJUIZkyODy8y4i5g+80j5whyHnwOB3KUbj+ZDl84UA6lBnhKHdapi4dxa/gO03BbplK0e3DgieXt+9eTX7NbCO009m6W/I/yAukP9mnIh3xY2XMPGh/ssw8ZO+eOzXvn//m4PfNP0j8ulKGHwIYAAACXHpUWHRTTUlMRVMgcmRraXQgMjAyMy4wOS42AAB4nFWTy2oVQRCGX8XlOdCnqWt3Vw1CICJZqfuQhRzcqREJuMnDW9WRpNzMTP1Tl6/+nrm/e7jiz+vp0+n+7uF8e3r/+Xx/e3PzQP/ivO5LUT+er/v+X9WVrqfb769vypVSxnh893yCzrxARrtop4lrtQP6AKLF7cJ9mjK3gzog41ZoqaVAc3JUYV9grO3gPtaiFMjMqB3SF8vCdoncMYEzxZREGnScY5BmmwW6pGFH4Rkp2nkwrUgZa8DAdoyOYDbbJSSUtTSTEIauRh0H20vVhBgVDAIyN8xrxpyaXTSKY86QydF19hHdcM8BSrgZlAsxSkxEQggmhjly8BKibIudTcyyioVstCNe0gIIqlicFUf4F09CY1hW8hLN+aHhINEgAMNY5whbFk/l3d8EYvQR9iLgnOlZbKS6JVuCaRpMBhsSmm6OlaUSfrFtbajRPgBDynO8xNKCmriam6Q09xFwdiNkjvxMy7PU2BxgmxNZQmyp2BTJnDjMMTTdiR33QrK/khmemzHZJp0Y5mBMfcGMJcBgZGM1WNstDW+TMranRbydMY2m+W0xx3fRzu3r0+OPL78ffzn0fPz0+PStMzm+RahOJRrOJZoubxGBa4nQR4nIZ4nYV4nErUxHxwJDw7HQ0HQsOLQcCw+pYwUyx0LE4FiQMGoLE0ZygUJ2LFSIToUKyalQmVP1CJwKlDgVpnCzIC2nQjScCtB0qjxOBQecq0fOBYbVudCwc4FhcS40GGF1iNufD3E08fvG/yHPfwF9aUuwao5mRwAAAmZ6VFh0cmRraXRQS0wxIHJka2l0IDIwMjMuMDkuNgAAeJx7v2/tPQYg4GdAABUgVgPiBkZGBQ0gzcjIlgCimVmIpWH6BBUUQDSbAkSYA0IzsUNoZkLGs0NoZlzGY5iDZg+bAsgrjCwQmglIg5wD145OQ11LpDQ3AyPQZxlMjEwJTMwZTEzKQIsTmJUYWFgzmFg4FVjZElg5GNjYGTi5NJg4uRW4eRi4eRV4hRJ4+TKY+PgT+BQZ+AUymPgVGAQEEwSFMpgERRSEhBlERBlExBTExDWYxCQYJKQYJCQZJORZmCSlGCRlgZQcg5Q0g5QMgwgz0A1sjEzMLKxsbHz8AoJCvMySElLiuxiBToPHI8fEtwfuxtg5gDhcD04cOFHOAGbn7Jp9IEFIEcy+I5R3YGrUMXsQW+5P3YHJm6fagthrF685cDf9/j4Qe3XIxQMZD9jBajyr/h24e2CdDYjtJ7H1QPDNL/tBbOVZpgee3E0Bs1Oa3Q6obxc/AGKfmbttP9vzI2BzvE5P2T/raDfYnMj0/n1vmdeC1W+K4N6/hNEUrN5aX8p+17MiMJv7OoODok8QmO1zQNDh+YznYPWL90ywr5gbDmar9m+yt09UApvZyZ3jsD15GVj80LZZDh/FBMF6T32pcVC9a2IHYp+fZOxwIXUSWD3zgtUOqxbqg9mulRcceG9fArNFMhc73KrlAofPlrurHTr+ZoDZNpfSHOr2QMSdtb46HFHUA6tPmPLCYXKhDVj8XsthB+lMWbAbckTW2plsXgF2wyWnX/tt5oSC2QuOCx94fJwZrP606+QDfJPqwWwxAGPJrgTd6juDAAADUXpUWHRNT0wxIHJka2l0IDIwMjMuMDkuNgAAeJx9Vslu3EgMvfsr6gcscKuFhznYbWdBkDYw4+SawxwGCZzb/D/msWSXZIAYdR9a1KtHPm7ql5///Pj1++8f0m9KXH8+fPn5b1mXPNzATv/zdffyXYno5muJH+X+8ePna7k8392/WS5P367PfxVtRQfO4PMee/f89PXNwuVTue2biXq1Ipt3M8apjeZ1HJVyKbdtk97VHECirswJUANo22itUgOwcuvWE6AFULfO7sSFt2re1BNg3YE+jHWG1pW8JcAWwLqpmw8qt7SZNk0p+66mGtdR8bwq9ZbJHnt+vIrJFCGsKgnQy+UlnLfqwr3c8uYsY2RQpvAu29BeVSPO4UZpMmF8Cu1M3JvHIe1UUakEKuUabk1acw5WHVZ7zaAaqnjjJgYu3sjZU/k8i0SbDCIkCmcU9cxV1R1azVRk6pMhkvqPQtHWSGTo7AGveVaRyWs0GyuDCUgZdXjWTWjaC5DRn00i0EGueaJQKmhmlLz2mX0TSTtUCHni2U+uEbCapI0njDB1a6g3WTgXjGk+RgJKTIca4oskSeuUJklikHR2nkVroAFaDjT0CLJNdWgNYaY9TaZEhTAeTSPtkDMatazrJOqD6WAEqWBshlmnDNgnI1OrvSMGxgBryhhzVKN5B5oPmTKynhVHHEA8ByO6LBh7r5lqjdr0rTU28imGhDQDckxmR6IHc1C6RYdmyKhNgxr3mDVwIgEjdR4DhAHTQdZi6qXzSEdNbR81r5gbiw5WRSHTxVnnCsGIk1OdO7Y65awtWG1OUKfoEkdNs0X3eH14t+/3N8D90/XheAPER449j9dA6cc2j1s9draF6djMjFttxwIOQD22LAd+3Y94WBba8RgM571ooFi+OQJrxU8bjsE5TmtM4hDzaV3xtCw5HCHGwSUBy2e3LBVYMjaPHp7Gq2WFjqVhk2xFLzN1FRU+bQGb9EuBRMSw6PIukVA45KVCImVweHiXGfMA32kgOUKQ8+RxOJSjcOPVcvjCgXAoK8JZ7rAsXTqLX8F3moLdspSi26cFTy4fPv6x+DWyjdBOZ+tuiT8h75Dt1b4U6YwfO2PlQcerZeUhevfcqXH/9j8Hv2/+Awcnur+LHhbCAAACWXpUWHRTTUlMRVMxIHJka2l0IDIwMjMuMDkuNgAAeJxVk8tqHTEMhl+ly3PAx+hqWxoKgXSRVdp9yKIcukubUgLd5OErOaVRN4P1jy6ffs883D1e8cf1dH96uHs8354+fj4/3N7cPNLfOJ/7UdWn83Uf/iu70vVU3pQnpYxx/PB6gs68QEa7aKeJa7UD+gCixe3CfZoyt4M6IONWaKmlQHNyVGFfYKzt4D7WohTIzKgd0hfLwnaJ3DGBM8WURBp0nGOQZpsFuqRhR+EZKdp5MK1IGWvAwHaMjmA22yUklLU0kxCGrkYdB9tb1YQYFQwCMjfMv4w5NbtoFMecIZOj6+wjuuGeA5RwMygXYpSYiIQQTAxz5OAlRNkWO5uYZRUL2WhHvKQFEFSxOCuO8C9OQmNYVvISzfmh4SDRIADDWOcIWxZP5d3fBGL0EfYi4JzpWWykuiVbgmkaTAYbEppujpWlEn6xbW2o0b4AQ8p7vMTSgpq4mpukNPcVcHYjZI78TMu71NgcYJsTWUJsqdgUyZy4zDE03Ykd90Kyv5IZnpsx2SadGOZgTH3DjCXAYGRjNVjbLQ1vkzK2p0W8nTGNpvltMcd30c7t68vz9y+/nn869DzeP79860yO7xGqU4mGc4mmy3tE4Foi9FEi8lki9lUicSvT0bHA0HAsNDQdCw4tx8JD6liBzLEQMTgWJIzawoSRXKCQHQsVolOhQnIqVOZUPQKnAiVOhSncLEjLqRANpwI0nSqPU8EB5+qRc4FhdS407FxgWJwLDUZYHeL2+1NcTfy+8X/I6x+RlkwZWJJnOQAAAABJRU5ErkJggg==", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# We can display the atom mapping of an edge by calling it\n", + "edge" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "66dd7d32", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 317 + }, + "id": "66dd7d32", + "outputId": "13a421f2-ce17-49c6-aac0-e3c157d59a91" + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "execution_count": 19, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from IPython.display import Image\n", + "\n", + "# mappings can also be saved to file if required\n", + "edge.draw_to_file('tyk2_edge.png')\n", + "\n", + "# load it back for visualisation\n", + "Image(\"tyk2_edge.png\")" + ] + }, + { + "cell_type": "markdown", + "id": "8e119e3e", + "metadata": { + "id": "8e119e3e" + }, + "source": [ + "### Storing the ligand network\n", + "\n", + "Created networks can easily be converted to (and also loaded from) as a GraphML representation.\n", + "\n", + "This can allow users of OpenFE to store the network to disk for later use." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "0be4c1f4", + "metadata": { + "id": "0be4c1f4" + }, + "outputs": [], + "source": [ + "# Convert to graphml\n", + "with open(\"network_store.graphml\", \"w\") as writer:\n", + " writer.write(mst_network.to_graphml())" + ] + }, + { + "cell_type": "markdown", + "id": "feb4d54a-01a8-4bbe-ac13-1a15cdb79254", + "metadata": {}, + "source": [ + "## 2.3. Defining the Chemical Systems" + ] + }, + { + "cell_type": "markdown", + "id": "cc80f3fb", + "metadata": { + "id": "cc80f3fb" + }, + "source": [ + "`ChemicalSystems` are OpenFE containers which define the various components\n", + "which exist in a system of interest. You can consider these to be the nodes\n", + "along an alchemical network which are connected by edges which carry out\n", + "calculations along Alchemical states to get free energies.\n", + "\n", + "`ChemicalSystems` take in three different things:\n", + "\n", + "1. A dictionary of the chemical components (e.g. `SmallMoleculeComponent`,\n", + " `ProteinComponent`, `SolventComponent`) defining the system.\n", + "\n", + "\n", + "2. Box vectors (optional), defining the shape and size of the unit cell of the\n", + " system.\n", + "\n", + "\n", + "3. An identifier name (optional), for the `ChemicalSystem`. This is used as part\n", + " of the hash identifier of the `ChemicalSystem`, and can help distinguish between\n", + " otherwise comparable systems." + ] + }, + { + "cell_type": "markdown", + "id": "f5506f1a", + "metadata": { + "id": "f5506f1a" + }, + "source": [ + "In the case of a relative ligand binding free energy calculation for `lig_ejm_31` -> `lig_ejm_47`,\n", + "four `ChemicalSystems` must be defined:\n", + "\n", + "1. `lig_ejm_31` in complex with TYK2 in a box of water\n", + "\n", + "\n", + "2. `lig_ejm_47` in complex with TYK2 in a box of water\n", + "\n", + "\n", + "3. `lig_ejm_31` in a box of water\n", + "\n", + "\n", + "4. `lig_ejm_47` in a box of water\n", + "\n", + "\n", + "Here we will be passing the previously defined `SmallMoleculeComponents` for `lig_ejm_31`\n", + "and `lig_ejm_47`. We will also pass a `ProteinComponent` generated from the PDB file\n", + "present under `inputs/tyk2_protein.pdb`. Finally, instead of passing\n", + "in a specific box of water, we will define a `SolventComponent` which will contain\n", + "the necessary information for OpenMM's `Modeller` class to add water and 0.15 M NaCl\n", + "around the solute when creating the OpenMM simulation objects." + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "0b6c9ec3", + "metadata": { + "id": "0b6c9ec3" + }, + "outputs": [], + "source": [ + "# First let's define the Protein and Solvent Components which we will be using\n", + "from openfe import SolventComponent, ProteinComponent\n", + "from openff.units import unit\n", + "\n", + "protein = ProteinComponent.from_pdb_file('inputs/tyk2_protein.pdb')\n", + "\n", + "# Note: the distance from the solute to add water is not defined here but in the\n", + "# the relevant RBFE solver method\n", + "solvent = SolventComponent(positive_ion='Na', negative_ion='Cl',\n", + " neutralize=True, ion_concentration=0.15*unit.molar)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "8c6d6504", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 317 + }, + "id": "8c6d6504", + "outputId": "47026705-938a-4e62-f1af-66e9c50334aa" + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Extract the relevant edge for the lig_ejm_31 -> lig_ejm_47 transform in the radial graph\n", + "ejm_31_to_ejm_47 = [edge for edge in mst_network.edges if edge.componentB.name == \"lig_ejm_47\"][0]\n", + "\n", + "ejm_31_to_ejm_47" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "23b778d6", + "metadata": { + "id": "23b778d6" + }, + "outputs": [], + "source": [ + "# Let's create the four ChemicalSystems\n", + "from openfe import ChemicalSystem\n", + "\n", + "ejm_31_complex = ChemicalSystem({'ligand': ejm_31_to_ejm_47.componentA,\n", + " 'solvent': solvent,\n", + " 'protein': protein,},\n", + " name=ejm_31_to_ejm_47.componentA.name)\n", + "ejm_31_solvent = ChemicalSystem({'ligand': ejm_31_to_ejm_47.componentA,\n", + " 'solvent': solvent,},\n", + " name=ejm_31_to_ejm_47.componentA.name)\n", + "\n", + "ejm_47_complex = ChemicalSystem({'ligand': ejm_31_to_ejm_47.componentB,\n", + " 'solvent': solvent,\n", + " 'protein': protein,},\n", + " name=ejm_31_to_ejm_47.componentB.name)\n", + "ejm_47_solvent = ChemicalSystem({'ligand': ejm_31_to_ejm_47.componentB,\n", + " 'solvent': solvent,},\n", + " name=ejm_31_to_ejm_47.componentB.name)" + ] + }, + { + "cell_type": "markdown", + "id": "1702be9c-a30d-43dc-a291-fefab56a4433", + "metadata": {}, + "source": [ + "## 2.4. Defining the RBFE simulation settings and protocol" + ] + }, + { + "cell_type": "markdown", + "id": "d795f993", + "metadata": { + "id": "d795f993" + }, + "source": [ + "Now that we have a set of atom mappings defined, we know which atoms should\n", + "undergo alchemical transformations to capture the free energy cost of\n", + "transforming from one ligand to another.\n", + "\n", + "To simulate this transformation we use the equilibrium RBFE protocol\n", + "implemented in OpenFE. This uses OpenMM to run a Perses-like relative\n", + "ligand binding free energy calculation using a single topology approach.\n", + "\n", + "To achieve this simulation, the following steps need to happen:\n", + "\n", + "1. Create OpenMM systems of both end states\n", + "\n", + "\n", + "2. Create a hybrid topology based on these defined endstates\n", + "\n", + "\n", + "3. Set an appropriate Lambda schedule\n", + "\n", + "\n", + "4. Set a MultiState reporter to write out appropriate coordinates and energies\n", + "\n", + "\n", + "5. Create an OpenMM sampler (in this case we will be using a replica exchange sampler)\n", + "\n", + "\n", + "6. Carry out the necessary simulation steps (minimization, equilibration, and production)\n", + "\n", + "\n", + "The `RelativeHybridTopologyProtocol` class in `openfe.protocols.openmm_rfe`\n", + "implements a means to achieve all the above with minimal intervention.\n", + "\n", + "Here we work through its usage for the `lig_ejm_31` -> `lig_ejm_47` binding free energy\n", + "test case. As this involves both a relative binding free energy in solvent\n", + "and complex phases, the `RelativeHybridTopologyProtocol` Protocol will\n", + "be used to build two separate `ProtocolDAG` (directed-acyclic-graph) classes, one for each phase.\n", + "These `DAG`s (which contain the necessary individual simulations), are then executed to yield\n", + "the desired free energy results.\n", + "\n", + "**Note: the underlying components used for the creation of OpenMM hybrid\n", + "topologies and samplers is still in flux, originating mostly from Perses.\n", + "Please consider these to be in beta.**" + ] + }, + { + "cell_type": "markdown", + "id": "fdfc694f", + "metadata": { + "id": "fdfc694f" + }, + "source": [ + "### Defining the RBFE simulation settings\n", + "\n", + "There are various different parameters which can be set to determine\n", + "how the RBFE simulation will take place. To allow for maximum user flexibility, these are defined as a series of settings objects which control the following::\n", + "\n", + "1. `protocol_repeats`: The number of completely independent repeats of the entire sampling process.\n", + "\n", + "2. `simulation_settings`: Parameters controling the simulation plan and the alchemical sampler, including the number of minimization steps, lengths of equilibration and production runs, the sampler method (e.g. Hamiltonian replica exchange, `repex`), and the time interval at which to perform an analysis of the free energies.\n", + "\n", + "3. `output_settings`: Simulation output control settings, including the frequency to write a checkpoint file, the selection string for which part of the system to write coordinates for, and the paths to the trajectory and output structure storage files.\n", + "\n", + "4. `alchemical_settings`: Parameters controlling the creation of the hybrid topology system. This includes various parameters ranging from softcore parameters, through to whether or not to apply an explicit charge correction for systems with net charge changes.\n", + "\n", + "5. `engine_settings`: Parameters determining how the OpenMM engine will execute the simulation. This controls the compute platform which will be used to carry out the simulation.\n", + "\n", + "6. `integrator_settings`: Parameters controlling the `LangevinSplittingDynamicsMove` integrator used for simulation.\n", + "\n", + "7. `lambda_settings`: Lambda protocol settings, including number of lambda windows and lambda functions.\n", + "\n", + "8. `forcefield_settings`: Parameters to set up the force field with OpenMM Force Fields, including the general forcefields, the small molecule forcefield, the nonbonded method, and the nonbonded cutoff.\n", + "\n", + "9. `thermo_settings`: Settings for thermodynamic parameters, such as the temperature and the pressure of the system.\n", + "\n", + "10. `solvation_settings`: Settings for solvating the system, including the solvent model and the solvent padding.\n", + "\n", + "11. `partial_charge_settings`: Settings for assigning partial charges to small molecules, including the partial charge method (e.g. `am1bcc`) and the OpenFF toolkit backend (e.g. `ambertools` or `openeye`)." + ] + }, + { + "cell_type": "markdown", + "id": "d7c8ab9e-0185-40d7-a441-7a4cd948dda9", + "metadata": {}, + "source": [ + "The `RelativeHybridTopologyProtocol` class can directly populate the above set of default\n", + "settings through its `default_settings` method.\n", + "Parameters can be overriden after creation.\n", + "In this case, we'll reduce the equilibration length to 0.01 * nanosecond\n", + "and the production to 0.05 * nanosecond in order to reduce the costs of\n", + "running this notebook (in practice values of 1 and 5 nanoseconds\n", + "respectively would be most appropriate)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "309c059b-85c7-4911-a417-69889a474fe1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'early_termination_target_error': ,\n", + " 'equilibration_length': ,\n", + " 'minimization_steps': 5000,\n", + " 'n_replicas': 11,\n", + " 'production_length': ,\n", + " 'real_time_analysis_interval': ,\n", + " 'real_time_analysis_minimum_time': ,\n", + " 'sampler_method': 'repex',\n", + " 'sams_flatness_criteria': 'logZ-flatness',\n", + " 'sams_gamma0': 1.0,\n", + " 'time_per_iteration': }\n" + ] + } + ], + "source": [ + "from openfe.protocols.openmm_rfe import RelativeHybridTopologyProtocol\n", + "from openff.units import unit\n", + "\n", + "# Create the default settings\n", + "rbfe_settings = RelativeHybridTopologyProtocol.default_settings()\n", + "\n", + "rbfe_settings.simulation_settings.equilibration_length = 10 * unit.picosecond # Reduce equilibration length to 10 picoseconds\n", + "rbfe_settings.simulation_settings.production_length = 50 * unit.picosecond # Reduce prodution length to 50 picoseconds\n", + "\n", + "rbfe_settings.simulation_settings" + ] + }, + { + "cell_type": "markdown", + "id": "ab0eaea9", + "metadata": { + "id": "ab0eaea9" + }, + "source": [ + "### Creating the RFE Protocol\n", + "\n", + "With the Settings inspected and adjusted, we can provide these to the Protocol.\n", + "This Protocol defines the procedure to estimate a free energy difference between two chemical systems,\n", + "with the details of the two end states yet to be defined." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "d1829ab6", + "metadata": { + "id": "d1829ab6" + }, + "outputs": [], + "source": [ + "# Create RBFE Protocol class\n", + "rbfe_protocol = RelativeHybridTopologyProtocol(\n", + " settings=rbfe_settings\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "075cad59-5b65-42cf-a900-1df5a2de67f1", + "metadata": {}, + "source": [ + "# 3. Running a Relative Ligand Binding Free Energy Calculation" + ] + }, + { + "cell_type": "markdown", + "id": "06d9d8a4-d570-42ea-9936-222b5e1728b2", + "metadata": {}, + "source": [ + "### Creating the Transformations\n", + "\n", + "Once we have the ChemicalSystems, and the Protocol, we can create the Transformation.\n", + "\n", + "The `Transformation` requires as input:\n", + "\n", + "* the two `ChemicalSystem` objects defining either end of the alchemical transformation (`stateA` and `stateB`)\n", + "* a mapping between the two systems\n", + "* the protocol\n", + "* a name (optional)\n", + "\n", + "As previously detailed, we create two sets of transformation, for the complex and the solvent legs of the thermodynamic cycle." + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "853d6eef-e716-4284-b02f-8b06f2beb916", + "metadata": {}, + "outputs": [], + "source": [ + "transformation_complex = openfe.Transformation(\n", + " stateA=ejm_31_complex,\n", + " stateB=ejm_47_complex,\n", + " mapping=ejm_31_to_ejm_47,\n", + " protocol=rbfe_protocol, # use protocol created above\n", + " name=f\"{ejm_31_complex.name}_{ejm_47_complex.name}_complex\"\n", + " )\n", + "transformation_solvent = openfe.Transformation(\n", + " stateA=ejm_31_solvent,\n", + " stateB=ejm_47_solvent,\n", + " mapping=ejm_31_to_ejm_47,\n", + " protocol=rbfe_protocol, # use protocol created above\n", + " name=f\"{ejm_31_solvent.name}_{ejm_47_solvent.name}_solvent\"\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "026ad9fc-635f-44d2-937c-bbc58edf64da", + "metadata": {}, + "source": [ + "## 3.1. Using the Python API" + ] + }, + { + "cell_type": "markdown", + "id": "7fd71a0e-7bf6-4529-961b-be8dfa7bbbce", + "metadata": {}, + "source": [ + "### Creating the `ProtocolDAG`" + ] + }, + { + "cell_type": "markdown", + "id": "0e2e7d25-5bb6-4344-963d-8cf5298982b4", + "metadata": {}, + "source": [ + "With the `Transformation` defined, we can move onto creating the `ProtocolDAG`.\n", + "\n", + "The `Transformation.create()` method creates a directed-acyclic-graph (DAG) of computational tasks necessary for creating an estimate of the free energy difference between the two chemical systems." + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "77e72e9a-bac0-4059-b0bf-96c15c9b2696", + "metadata": {}, + "outputs": [], + "source": [ + "complex_dag = transformation_complex.create()\n", + "\n", + "solvent_dag = transformation_solvent.create()" + ] + }, + { + "cell_type": "markdown", + "id": "051fb438-1ab0-4d3f-9615-4b2caff9a9b2", + "metadata": {}, + "source": [ + "The individual pieces of computational work are called Units. In this particular Protocol, the Units defined are three independent repeats of the alchemical transformation.\n", + "\n", + "For other Protocols, for example non-equilibrium sampling routines, there might be dependencies between the tasks." + ] + }, + { + "cell_type": "markdown", + "id": "7f5c142d", + "metadata": { + "id": "7f5c142d" + }, + "source": [ + "### Simulating the RelativeLigandTransforms\n", + "\n", + "Individual Units can then be executed by calling the `.execute()` method.\n", + "\n", + "In the first instance we do a dry-run (which does everything but\n", + "starting the simulation) to make sure that the\n", + "hybrid openmm system can be constructed without any issues.\n", + "Note: A successful call to `.run()` will return an empty Dictionary." + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "981cde0c", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "981cde0c", + "outputId": "812389bc-3730-416b-8154-79e0e1fb4346", + "scrolled": true + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:\tPreparing the hybrid topology simulation\n", + "INFO:\tParameterizing molecules\n", + "INFO:\tRequested to generate parameters for residue \n", + "INFO:\tRequested to generate parameters for residue \n", + "INFO:\tCreating hybrid system\n", + "INFO:\tSetting force field terms\n", + "INFO:\tAdding forces\n", + "INFO:\tHybrid system created\n", + "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", + "/home/richard/miniconda3/envs/openfe_stable/lib/python3.11/site-packages/mdtraj/core/topology.py:91: UserWarning: atom_indices are not monotonically increasing\n", + " warnings.warn('atom_indices are not monotonically increasing')\n", + "INFO:\tCreating and setting up the sampler\n", + "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Please cite the following:\n", + "\n", + " Friedrichs MS, Eastman P, Vaidyanathan V, Houston M, LeGrand S, Beberg AL, Ensign DL, Bruns CM, and Pande VS. Accelerating molecular dynamic simulations on graphics processing unit. J. Comput. Chem. 30:864, 2009. DOI: 10.1002/jcc.21209\n", + " Eastman P and Pande VS. OpenMM: A hardware-independent framework for molecular simulations. Comput. Sci. Eng. 12:34, 2010. DOI: 10.1109/MCSE.2010.27\n", + " Eastman P and Pande VS. Efficient nonbonded interactions for molecular dynamics on a graphics processing unit. J. Comput. Chem. 31:1268, 2010. DOI: 10.1002/jcc.21413\n", + " Eastman P and Pande VS. Constant constraint matrix approximation: A robust, parallelizable constraint method for molecular simulations. J. Chem. Theor. Comput. 6:434, 2010. DOI: 10.1021/ct900463w\n", + " Chodera JD and Shirts MR. Replica exchange and expanded ensemble simulations as Gibbs multistate: Simple improvements for enhanced mixing. J. Chem. Phys., 135:194110, 2011. DOI:10.1063/1.3660669\n", + " \n" + ] + }, + { + "data": { + "text/plain": [ + "{'debug': {'sampler': }}" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# complex dry-run\n", + "complex_unit = list(complex_dag.protocol_units)[0]\n", + "\n", + "complex_unit.run(dry=True, verbose=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "77accb06", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "77accb06", + "outputId": "e0b977c0-7e72-4a49-d3ea-eb0cdb85ed5d", + "scrolled": true + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:\tPreparing the hybrid topology simulation\n", + "INFO:\tParameterizing molecules\n", + "INFO:\tRequested to generate parameters for residue \n", + "INFO:\tRequested to generate parameters for residue \n", + "INFO:\tCreating hybrid system\n", + "INFO:\tSetting force field terms\n", + "INFO:\tAdding forces\n", + "INFO:\tHybrid system created\n", + "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n", + "/home/richard/miniconda3/envs/openfe_stable/lib/python3.11/site-packages/mdtraj/core/topology.py:91: UserWarning: atom_indices are not monotonically increasing\n", + " warnings.warn('atom_indices are not monotonically increasing')\n", + "INFO:\tCreating and setting up the sampler\n", + "WARNING:\tWarning: The openmmtools.multistate API is experimental and may change in future releases\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Please cite the following:\n", + "\n", + " Friedrichs MS, Eastman P, Vaidyanathan V, Houston M, LeGrand S, Beberg AL, Ensign DL, Bruns CM, and Pande VS. Accelerating molecular dynamic simulations on graphics processing unit. J. Comput. Chem. 30:864, 2009. DOI: 10.1002/jcc.21209\n", + " Eastman P and Pande VS. OpenMM: A hardware-independent framework for molecular simulations. Comput. Sci. Eng. 12:34, 2010. DOI: 10.1109/MCSE.2010.27\n", + " Eastman P and Pande VS. Efficient nonbonded interactions for molecular dynamics on a graphics processing unit. J. Comput. Chem. 31:1268, 2010. DOI: 10.1002/jcc.21413\n", + " Eastman P and Pande VS. Constant constraint matrix approximation: A robust, parallelizable constraint method for molecular simulations. J. Chem. Theor. Comput. 6:434, 2010. DOI: 10.1021/ct900463w\n", + " Chodera JD and Shirts MR. Replica exchange and expanded ensemble simulations as Gibbs multistate: Simple improvements for enhanced mixing. J. Chem. Phys., 135:194110, 2011. DOI:10.1063/1.3660669\n", + " \n" + ] + }, + { + "data": { + "text/plain": [ + "{'debug': {'sampler': }}" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# solvent dry-run\n", + "solvent_unit = list(solvent_dag.protocol_units)[0]\n", + "\n", + "solvent_unit.run(dry=True, verbose=True)" + ] + }, + { + "cell_type": "markdown", + "id": "ceba2266-8ad5-4205-96df-4b6403fc3b50", + "metadata": {}, + "source": [ + "## 3.2. Using the CLI\n", + "\n", + "Even when using the Python API to set up the RBFE calculations, you can dump all `Transformation`s to a JSON file and run the calculations using the `openfe quickrun` command. Here, we will show you how to save the `Transformation`s to the JSON file." + ] + }, + { + "cell_type": "markdown", + "id": "043672e9-20e5-4b2c-8977-cca0e2ddf23e", + "metadata": {}, + "source": [ + "We’ll write out the transformation to disk, so that it can be run using the `openfe quickrun` command:" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "12d35b4c-b737-4c3c-9fda-dc387aaa6915", + "metadata": {}, + "outputs": [], + "source": [ + "import pathlib\n", + "# first we create the directory\n", + "transformation_dir = pathlib.Path(\"tyk2_json\")\n", + "transformation_dir.mkdir(exist_ok=True)\n", + "\n", + "# then we write out the transformations\n", + "transformation_complex.dump(transformation_dir / f\"{transformation_complex.name}.json\")\n", + "transformation_solvent.dump(transformation_dir / f\"{transformation_solvent.name}.json\")" + ] + }, + { + "cell_type": "markdown", + "id": "05d4c16c-1d16-4ef1-a1b3-2eec6275c778", + "metadata": {}, + "source": [ + "You can run the RBFE simulations from the CLI by using the `openfe quickrun` command, as described in Section 5. below." + ] + }, + { + "cell_type": "markdown", + "id": "e07d1e29", + "metadata": { + "id": "e07d1e29" + }, + "source": [ + "# 4. Analysis" + ] + }, + { + "cell_type": "markdown", + "id": "2accbbd1", + "metadata": { + "id": "2accbbd1" + }, + "source": [ + "Finally now that we've \"run\" our simulations, let's go ahead and gather the free energies for both phases. \n", + "First we will take a look at the way to do this using our python api, then we will show how to use our `openfe gatther` command on pre-computed results.\n", + "\n", + "## 4.1 Analysis - Python API\n", + "\n", + "We can use the python API to gather the free energies for both phases by passing the results of executing the DAGs and calling the `gather()` methods of `RelativeLigandTransform`.\n", + "This takes a **list** of completed DAG results, catering for when simulations have been extended." + ] + }, + { + "cell_type": "markdown", + "id": "f69eb5cb-88ce-4e11-b05e-5591a2ed66c2", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "fd1332db", + "outputId": "5b7d8379-d10d-4bf7-eb32-527998843e91", + "tags": [ + "nbval-skip" + ] + }, + "source": [ + "For production use we recommend saving the transformations to disk and using `openfe quickrun` to run them in an HPC environment, but for completeness, below is a python snippet that will run the transformations we defined earlier and then analyze the results. \n", + "\n", + "``` python\n", + "# Finally we can run the simulations\n", + "complex_path = pathlib.Path('./complex')\n", + "complex_path.mkdir()\n", + "\n", + "# First the complex transformation\n", + "complex_dag_results = execute_DAG(complex_dag, scratch_basedir=complex_path, shared_basedir=complex_path)\n", + "\n", + "# Next the solvent state transformation\n", + "solvent_path = pathlib.Path('./solvent')\n", + "solvent_path.mkdir()\n", + "\n", + "solvent_dag_results = execute_DAG(solvent_dag, scratch_basedir=solvent_path, shared_basedir=solvent_path)\n", + "\n", + "# Get the complex and solvent results\n", + "complex_results = rbfe_protocol.gather([complex_dag_results])\n", + "solvent_results = rbfe_protocol.gather([solvent_dag_results])\n", + "\n", + "print(f\"Complex dG: {complex_results.get_estimate()}, err {complex_results.get_uncertainty()}\")\n", + "print(f\"Solvent dG: {solvent_results.get_estimate()}, err {solvent_results.get_uncertainty()}\")\n", + "```" + ] + }, + { + "cell_type": "markdown", + "id": "d53f72e1-ebec-4cad-8054-1746e1e79074", + "metadata": {}, + "source": [ + "# 4.2 Analysis - `openfe gather`\n", + "\n", + "First we will download some TYK2 transformations we already ran. These results are from an entire TYK2 network and not a single edge. " + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "059068d3-d9e2-4923-80ca-c2989a559d1f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Fetching /home/richard/miniconda3/envs/openfe_stable/lib/python3.11/site-packages/openfecli/tests/data/rbfe_results.tar.gz\n" + ] + } + ], + "source": [ + "# Results from our cli tutorial\n", + "locale.getpreferredencoding = lambda: \"UTF-8\" # hack for google colab, not needed for local execution\n", + "!openfe fetch rbfe-tutorial-results\n", + "# Extract results\n", + "!tar -xf rbfe_results.tar.gz" + ] + }, + { + "cell_type": "markdown", + "id": "9fe99e84-1857-47a5-adea-bf0983e8a750", + "metadata": {}, + "source": [ + "Now we can use the `openfe gather` command to look at the results (see section 5.3 for more details)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "ab9f2cca-8458-4515-a64a-20370151e1a5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ligand\tDG(MLE) (kcal/mol)\tuncertainty (kcal/mol)\n", + "lig_ejm_31\t-0.09\t0.05\n", + "lig_ejm_42\t0.7\t0.1\n", + "lig_ejm_46\t-0.98\t0.05\n", + "lig_ejm_47\t-0.1\t0.1\n", + "lig_ejm_48\t0.53\t0.09\n", + "lig_ejm_50\t0.91\t0.06\n", + "lig_ejm_43\t2.0\t0.2\n", + "lig_jmc_23\t-0.68\t0.09\n", + "lig_jmc_27\t-1.1\t0.1\n", + "lig_jmc_28\t-1.25\t0.08\n" + ] + } + ], + "source": [ + "!openfe gather results/ --report dg -o final_results.tsv\n", + "!cat final_results.tsv" + ] + }, + { + "cell_type": "markdown", + "id": "524015c7-6c42-4b84-98b9-361c17945fbe", + "metadata": {}, + "source": [ + "# 5. Relative Free Energies with the OpenFE CLI" + ] + }, + { + "cell_type": "markdown", + "id": "11074a41-2827-48c5-9493-e0e4e2d94838", + "metadata": {}, + "source": [ + "You can also do all the above using the OpenFE command line interface – with no Python at all!\n", + "\n", + "The entire process of running the campaign of simulations is split into 3 stages; each of which corresponds to a CLI command:\n", + "\n", + "1. Setting up the necessary files to describe each of the individual simulations to run.\n", + "\n", + "2. Running the simulations.\n", + "\n", + "3. Gathering the results of separate simulations into a single table.\n", + "\n", + "For more details, please visit our tutorial: [Relative binding free energies with the OpenFE CLI](https://docs.openfree.energy/en/latest/tutorials/rbfe_cli_tutorial.html)." + ] + }, + { + "cell_type": "markdown", + "id": "68cc5f26-71e2-4135-b72b-6c5a4a1d4072", + "metadata": {}, + "source": [ + "### 5.1. Setup\n", + "\n", + "The setup, as described above, can also be carried out using the CLI command `openfe plan-rbfe-network`.\n", + "\n", + "`openfe plan-rbfe-network -M inputs/tyk2_ligands.sdf -p inputs/tyk2_protein.pdb -o tyk2_json/`\n", + "\n", + "This command plans a relative binding free energy network, and saves it as JSON files for the `openfe quickrun` command.\n", + "\n", + "By default, this tool makes the following choices:\n", + "\n", + "* Atom mappings performed by LOMAP, with settings max3d=1.0 and\n", + " element_change=False\n", + "* Minimal spanning network as the network planner, with LOMAP default score as the weight function\n", + "* Water as solvent, with NaCl counter ions at 0.15 M concentration.\n", + "* Protocol is the OpenMM-based relative hybrid topology protocol, with default settings.\n", + "\n", + "These choices can be customized by creating a settings yaml file, which is\n", + "passed in via the ``-s settings.yaml`` option. For more details, please visit our user guide section about [Customising CLI planning with yaml settings](https://docs.openfree.energy/en/latest/guide/cli/cli_yaml.html)" + ] + }, + { + "cell_type": "markdown", + "id": "26fef157-6989-406d-b719-0ed597ef820e", + "metadata": {}, + "source": [ + "### 5.2. Execution\n", + "\n", + "You can run each leg individually by using the `openfe quickrun` command. It takes a transformation JSON as input, and the flags `-o` to give the final output JSON file and `-d` for the directory where simulation results should be stored. For example,\n", + "\n", + "`openfe quickrun tyk2_json/lig_ejm_31_lig_ejm_47_complex.json -o results_complex.json -d working-directory`\n", + "\n", + "`openfe quickrun tyk2_json/lig_ejm_31_lig_ejm_47_solvent.json -o results_solvent.json -d working-directory`\n", + "\n", + "### 5.3. Analysis\n", + "\n", + "To gather the \n", + " estimates into a single file, use the `openfe gather` command from within the working directory used above:\n", + "\n", + "`openfe gather results/ --report dg -o final_results.tsv`\n", + "This will write out a tab-separated table of results where the results reported are controlled by the --report option:\n", + "\n", + "`dg` (default) reports the ligand and the results are the maximum likelihood estimate of its absolute free, and the associated uncertainty from DDG replica averages and standard deviations.\n", + "\n", + "`ddg` reports pairs of ligand_i and ligand_j, the calculated relative free energy DDG(i->j) = DG(j) - DG(i) and its uncertainty.\n", + "\n", + "`dg-raw` reports the raw results, giving the leg (vacuum, solvent, or complex), ligand_i, ligand_j, the raw DG(i->j) associated with it." + ] + }, + { + "cell_type": "markdown", + "id": "c3a26c6b-c958-4607-a191-f84c626d2db1", + "metadata": {}, + "source": [ + "# 6. Useful References for Getting Started" + ] + }, + { + "cell_type": "markdown", + "id": "2dc92d40-5a28-404f-bbff-5081cec5f995", + "metadata": {}, + "source": [ + "In our [documentation](https://docs.openfree.energy/en/latest/index.html), \n", + "we provide tutorials for ever protocol to walk you through setup, execution and analysis step by step.\n", + "\n", + "* [RBFE CLI tutorial](https://docs.openfree.energy/en/latest/tutorials/rbfe_cli_tutorial.html)\n", + "* [RBFE Python tutorial](https://docs.openfree.energy/en/latest/tutorials/rbfe_python_tutorial.html)\n", + "* [AHFE tutorial](https://docs.openfree.energy/en/latest/tutorials/ahfe_tutorial.html)\n", + "* [MD tutorial](https://docs.openfree.energy/en/latest/tutorials/md_tutorial.html)\n", + "\n", + "In addition to the tutorials, you can find [cookbooks](https://docs.openfree.energy/en/latest/cookbook/index.html), written as How-to guides on how to utilize different components of the toolkit, as well as a [User Guide](https://docs.openfree.energy/en/latest/guide/index.html) that goes into the underlying concepts of the OpenFE toolkit.\n", + "\n", + "For details about the toolkit's core methods and classes, please visit our [API Reference](https://docs.openfree.energy/en/latest/reference/index.html) or our [Github page](https://github.com/OpenFreeEnergy/openfe).\n", + "\n", + "To learn more about the project, our team and how you can get involved, please visit our [Homepage](https://openfree.energy/) or get in touch at OpenFreeEnergy@omsf.io." + ] + } + ], + "metadata": { + "accelerator": "GPU", + "colab": { + "gpuType": "T4", + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.14" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/showcase/tyk2.png b/showcase/tyk2.png new file mode 100644 index 0000000..3dfe8de Binary files /dev/null and b/showcase/tyk2.png differ