From d351fe525afe3453a7d76e5877cdede69fb2fb6b Mon Sep 17 00:00:00 2001 From: Daniel Lehmberg Date: Mon, 11 Feb 2019 09:01:32 +0100 Subject: [PATCH] WIP: change occurences in repository --- .gitignore | 2 +- .../run_orign_translation_test.py | 4 +- .../complex_UNIT_001.scenario | 436 ++++++++++++++++ .../legacy/scenarios/_LOG-20190211083635.txt | 21 + ...bridge_timeCost_NAVIGATION.scenario.legacy | 278 +++++++++++ .../bridge_timeCost_OBSTACLES.scenario.legacy | 278 +++++++++++ .../bridge_timeCost_QUEUEING.scenario.legacy | 278 +++++++++++ .../bridge_timeCost_UNIT.scenario.legacy | 278 +++++++++++ .../complex_NAVIGATION_001.scenario.legacy | 436 ++++++++++++++++ ...plex_NAVIGATION_groups_001.scenario.legacy | 466 ++++++++++++++++++ .../complex_UNIT_groups_001.scenario.legacy | 466 ++++++++++++++++++ .../bridge_timeCost_NAVIGATION.scenario | 47 +- .../bridge_timeCost_OBSTACLES.scenario | 47 +- .../bridge_timeCost_QUEUEING.scenario | 47 +- .../scenarios/bridge_timeCost_UNIT.scenario | 47 +- .../scenarios/complex_NAVIGATION_001.scenario | 47 +- .../complex_NAVIGATION_groups_001.scenario | 55 ++- .../complex_UNIT_groups_001.scenario | 55 ++- .../run_seed_comparison_test.py | 6 +- .../OSM_calibration-checkpoint.ipynb | 315 ++++++++++++ .../OSM_zhang-2011-checkpoint.ipynb | 295 +++++++++++ .../fundamentalDiagrams/OSM_calibration.ipynb | 285 +---------- .../fundamentalDiagrams/OSM_zhang-2011.ipynb | 338 +------------ .../VadereAnalysisTool/setup.py | 2 +- 24 files changed, 3784 insertions(+), 745 deletions(-) create mode 100644 Tools/ContinuousIntegration/run_seed_comparison_test.d/complex_UNIT_001.scenario create mode 100644 Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/_LOG-20190211083635.txt create mode 100644 Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/bridge_timeCost_NAVIGATION.scenario.legacy create mode 100644 Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/bridge_timeCost_OBSTACLES.scenario.legacy create mode 100644 Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/bridge_timeCost_QUEUEING.scenario.legacy create mode 100644 Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/bridge_timeCost_UNIT.scenario.legacy create mode 100644 Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/complex_NAVIGATION_001.scenario.legacy create mode 100644 Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/complex_NAVIGATION_groups_001.scenario.legacy create mode 100644 Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/complex_UNIT_groups_001.scenario.legacy create mode 100644 Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/.ipynb_checkpoints/OSM_calibration-checkpoint.ipynb create mode 100644 Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/.ipynb_checkpoints/OSM_zhang-2011-checkpoint.ipynb diff --git a/.gitignore b/.gitignore index 5ae7c12f4..c8615af17 100644 --- a/.gitignore +++ b/.gitignore @@ -17,7 +17,7 @@ Tools/ContinuousIntegration/**/output # C extensions *.so -vadere_analysis_tool/build +vadereanalysistool/build #Tools and build utils bin/ diff --git a/Tools/ContinuousIntegration/run_orign_translation_test.py b/Tools/ContinuousIntegration/run_orign_translation_test.py index c6774f13a..8d77636de 100644 --- a/Tools/ContinuousIntegration/run_orign_translation_test.py +++ b/Tools/ContinuousIntegration/run_orign_translation_test.py @@ -3,8 +3,8 @@ import shutil import subprocess import time -from vadere_analysis_tool import VadereProject -from vadere_analysis_tool.analysis import OriginDeviation +from vadereanalysistool import VadereProject +from vadereanalysistool.analysis import OriginDeviation def run_scenario_files_with_vadere_console(scenario_files, vadere_console="VadereSimulator/target/vadere-console.jar", diff --git a/Tools/ContinuousIntegration/run_seed_comparison_test.d/complex_UNIT_001.scenario b/Tools/ContinuousIntegration/run_seed_comparison_test.d/complex_UNIT_001.scenario new file mode 100644 index 000000000..9086edd86 --- /dev/null +++ b/Tools/ContinuousIntegration/run_seed_comparison_test.d/complex_UNIT_001.scenario @@ -0,0 +1,436 @@ +{ + "name" : "complex_UNIT_001", + "description" : "", + "release" : "0.6", + "processWriters" : { + "files" : [ { + "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.TimestepPedestrianIdOutputFile", + "filename" : "postvis.trajectories", + "processors" : [ 1, 2 ] + }, { + "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.TimestepPedestrianIdOverlapOutputFile", + "filename" : "overlaps.csv", + "processors" : [ 3 ] + }, { + "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.NoDataKeyOutputFile", + "filename" : "overlapCount.txt", + "processors" : [ 4 ] + } ], + "processors" : [ { + "type" : "org.vadere.simulator.projects.dataprocessing.processor.PedestrianPositionProcessor", + "id" : 1 + }, { + "type" : "org.vadere.simulator.projects.dataprocessing.processor.PedestrianTargetIdProcessor", + "id" : 2 + }, { + "type" : "org.vadere.simulator.projects.dataprocessing.processor.PedestrianOverlapProcessor", + "id" : 3 + }, { + "type" : "org.vadere.simulator.projects.dataprocessing.processor.NumberOverlapsProcessor", + "id" : 4, + "attributesType" : "org.vadere.state.attributes.processor.AttributesNumberOverlapsProcessor", + "attributes" : { + "pedestrianOverlapProcessorId" : 3 + } + } ], + "isTimestamped" : true + }, + "scenario" : { + "mainModel" : "org.vadere.simulator.models.osm.OptimalStepsModel", + "attributesModel" : { + "org.vadere.state.attributes.models.AttributesOSM" : { + "stepCircleResolution" : 18, + "numberOfCircles" : 1, + "varyStepDirection" : true, + "stepLengthIntercept" : 0.4625, + "stepLengthSlopeSpeed" : 0.2345, + "stepLengthSD" : 0.036, + "movementThreshold" : 0.0, + "optimizationType" : "NELDER_MEAD", + "movementType" : "ARBITRARY", + "dynamicStepLength" : true, + "updateType" : "EVENT_DRIVEN", + "seeSmallWalls" : false, + "minimumStepLength" : false, + "targetPotentialModel" : "org.vadere.simulator.models.potential.fields.PotentialFieldTargetGrid", + "pedestrianPotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldPedestrianCompactSoftshell", + "obstaclePotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldObstacleCompactSoftshell", + "submodels" : [ ] + }, + "org.vadere.state.attributes.models.AttributesPotentialCompactSoftshell" : { + "pedPotentialIntimateSpaceWidth" : 0.45, + "pedPotentialPersonalSpaceWidth" : 1.2, + "pedPotentialHeight" : 50.0, + "obstPotentialWidth" : 0.8, + "obstPotentialHeight" : 6.0, + "intimateSpaceFactor" : 1.2, + "personalSpacePower" : 1, + "intimateSpacePower" : 1 + }, + "org.vadere.state.attributes.models.AttributesFloorField" : { + "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", + "potentialFieldResolution" : 0.1, + "obstacleGridPenalty" : 0.1, + "targetAttractionStrength" : 1.0, + "timeCostAttributes" : { + "standardDeviation" : 0.7, + "type" : "UNIT", + "obstacleDensityWeight" : 3.5, + "pedestrianSameTargetDensityWeight" : 3.5, + "pedestrianOtherTargetDensityWeight" : 3.5, + "pedestrianWeight" : 3.5, + "queueWidthLoading" : 1.0, + "pedestrianDynamicWeight" : 6.0, + "loadingType" : "CONSTANT" + } + } + }, + "attributesSimulation" : { + "finishTime" : 90.0, + "simTimeStepLength" : 0.4, + "realTimeSimTimeRatio" : 0.0, + "writeSimulationData" : true, + "visualizationEnabled" : true, + "printFPS" : false, + "digitsPerCoordinate" : 2, + "useFixedSeed" : true, + "fixedSeed" : -3213925745664992646, + "simulationSeed" : 0 + }, + "topography" : { + "attributes" : { + "bounds" : { + "x" : 0.0, + "y" : 0.0, + "width" : 50.0, + "height" : 50.0 + }, + "boundingBoxWidth" : 0.5, + "bounded" : true + }, + "obstacles" : [ { + "shape" : { + "type" : "POLYGON", + "points" : [ { + "x" : 0.4, + "y" : 0.4 + }, { + "x" : 0.5, + "y" : 18.7 + }, { + "x" : 9.8, + "y" : 18.8 + }, { + "x" : 15.4, + "y" : 8.3 + }, { + "x" : 15.4, + "y" : 0.5 + } ] + }, + "id" : 9 + }, { + "shape" : { + "type" : "POLYGON", + "points" : [ { + "x" : 0.6, + "y" : 34.9 + }, { + "x" : 0.4, + "y" : 49.5 + }, { + "x" : 14.9, + "y" : 49.5 + }, { + "x" : 14.7, + "y" : 42.3 + }, { + "x" : 9.0, + "y" : 35.0 + } ] + }, + "id" : 10 + }, { + "shape" : { + "type" : "POLYGON", + "points" : [ { + "x" : 36.0, + "y" : 25.7 + }, { + "x" : 12.4, + "y" : 25.8 + }, { + "x" : 12.5, + "y" : 29.5 + }, { + "x" : 20.7, + "y" : 39.6 + }, { + "x" : 32.0, + "y" : 39.5 + }, { + "x" : 36.1, + "y" : 32.7 + } ] + }, + "id" : 11 + }, { + "shape" : { + "type" : "POLYGON", + "points" : [ { + "x" : 19.8, + "y" : 22.1 + }, { + "x" : 32.3, + "y" : 22.2 + }, { + "x" : 33.24321348467342, + "y" : 18.125317746210836 + }, { + "x" : 43.4, + "y" : 18.2 + }, { + "x" : 43.5, + "y" : 3.9 + }, { + "x" : 35.9, + "y" : 3.9 + }, { + "x" : 29.8, + "y" : 11.3 + }, { + "x" : 29.800000000000008, + "y" : 11.311504424778763 + }, { + "x" : 19.8, + "y" : 11.4 + } ] + }, + "id" : 12 + }, { + "shape" : { + "x" : 35.5, + "y" : 39.3, + "width" : 14.3, + "height" : 10.2, + "type" : "RECTANGLE" + }, + "id" : 5 + } ], + "stairs" : [ { + "shape" : { + "type" : "POLYGON", + "points" : [ { + "x" : 13.0, + "y" : 29.8 + }, { + "x" : 7.9, + "y" : 33.7 + }, { + "x" : 14.8, + "y" : 42.1 + }, { + "x" : 20.3, + "y" : 38.8 + } ] + }, + "id" : 20, + "treadCount" : 35, + "upwardDirection" : { + "x" : 1.0, + "y" : 1.3 + } + }, { + "shape" : { + "x" : 43.1, + "y" : 3.9, + "width" : 6.4, + "height" : 14.4, + "type" : "RECTANGLE" + }, + "id" : 14, + "treadCount" : 45, + "upwardDirection" : { + "x" : 0.0, + "y" : 1.0 + } + } ], + "targets" : [ { + "id" : 6, + "absorbing" : false, + "shape" : { + "x" : 41.6, + "y" : 20.0, + "width" : 3.7, + "height" : 10.0, + "type" : "RECTANGLE" + }, + "waitingTime" : 0.0, + "waitingTimeYellowPhase" : 0.0, + "parallelWaiters" : 0, + "individualWaiting" : true, + "deletionDistance" : 0.1, + "startingWithRedLight" : false, + "nextSpeed" : -1.0 + }, { + "id" : 7, + "absorbing" : true, + "shape" : { + "x" : 19.9, + "y" : 41.7, + "width" : 10.0, + "height" : 3.7, + "type" : "RECTANGLE" + }, + "waitingTime" : 0.0, + "waitingTimeYellowPhase" : 0.0, + "parallelWaiters" : 0, + "individualWaiting" : true, + "deletionDistance" : 0.1, + "startingWithRedLight" : false, + "nextSpeed" : -1.0 + }, { + "id" : 8, + "absorbing" : true, + "shape" : { + "x" : 20.0, + "y" : 4.6, + "width" : 10.0, + "height" : 3.0, + "type" : "RECTANGLE" + }, + "waitingTime" : 0.0, + "waitingTimeYellowPhase" : 0.0, + "parallelWaiters" : 0, + "individualWaiting" : true, + "deletionDistance" : 0.1, + "startingWithRedLight" : false, + "nextSpeed" : -1.0 + }, { + "id" : 15, + "absorbing" : false, + "shape" : { + "x" : 5.2, + "y" : 20.0, + "width" : 3.5, + "height" : 9.8, + "type" : "RECTANGLE" + }, + "waitingTime" : 0.0, + "waitingTimeYellowPhase" : 0.0, + "parallelWaiters" : 0, + "individualWaiting" : true, + "deletionDistance" : 0.1, + "startingWithRedLight" : false, + "nextSpeed" : -1.0 + } ], + "sources" : [ { + "id" : 2, + "shape" : { + "x" : 45.8, + "y" : 20.0, + "width" : 3.7, + "height" : 10.0, + "type" : "RECTANGLE" + }, + "interSpawnTimeDistribution" : "org.vadere.state.scenario.ConstantDistribution", + "distributionParameters" : [ 1.0 ], + "spawnNumber" : 3, + "maxSpawnNumberTotal" : -1, + "startTime" : 0.0, + "endTime" : 15.0, + "spawnAtRandomPositions" : true, + "useFreeSpaceOnly" : true, + "targetIds" : [ 8 ], + "groupSizeDistribution" : [ 1.0 ], + "dynamicElementType" : "PEDESTRIAN" + }, { + "id" : 3, + "shape" : { + "x" : 20.0, + "y" : 45.8, + "width" : 10.0, + "height" : 3.7, + "type" : "RECTANGLE" + }, + "interSpawnTimeDistribution" : "org.vadere.state.scenario.ConstantDistribution", + "distributionParameters" : [ 1.0 ], + "spawnNumber" : 3, + "maxSpawnNumberTotal" : -1, + "startTime" : 0.0, + "endTime" : 15.0, + "spawnAtRandomPositions" : true, + "useFreeSpaceOnly" : true, + "targetIds" : [ 15, 8 ], + "groupSizeDistribution" : [ 1.0 ], + "dynamicElementType" : "PEDESTRIAN" + }, { + "id" : 4, + "shape" : { + "x" : 20.0, + "y" : 0.4, + "width" : 10.0, + "height" : 3.7, + "type" : "RECTANGLE" + }, + "interSpawnTimeDistribution" : "org.vadere.state.scenario.ConstantDistribution", + "distributionParameters" : [ 1.0 ], + "spawnNumber" : 3, + "maxSpawnNumberTotal" : -1, + "startTime" : 0.0, + "endTime" : 15.0, + "spawnAtRandomPositions" : true, + "useFreeSpaceOnly" : true, + "targetIds" : [ 6, 7 ], + "groupSizeDistribution" : [ 1.0 ], + "dynamicElementType" : "PEDESTRIAN" + }, { + "id" : 1, + "shape" : { + "x" : 0.5, + "y" : 20.0, + "width" : 3.7, + "height" : 10.0, + "type" : "RECTANGLE" + }, + "interSpawnTimeDistribution" : "org.vadere.state.scenario.ConstantDistribution", + "distributionParameters" : [ 1.0 ], + "spawnNumber" : 3, + "maxSpawnNumberTotal" : -1, + "startTime" : 0.0, + "endTime" : 15.0, + "spawnAtRandomPositions" : true, + "useFreeSpaceOnly" : true, + "targetIds" : [ 6, 7 ], + "groupSizeDistribution" : [ 1.0 ], + "dynamicElementType" : "PEDESTRIAN" + } ], + "dynamicElements" : [ ], + "attributesPedestrian" : { + "radius" : 0.195, + "densityDependentSpeed" : false, + "speedDistributionMean" : 1.34, + "speedDistributionStandardDeviation" : 0.26, + "minimumSpeed" : 0.5, + "maximumSpeed" : 2.2, + "acceleration" : 2.0 + }, + "attributesCar" : { + "id" : -1, + "radius" : 0.195, + "densityDependentSpeed" : false, + "speedDistributionMean" : 1.34, + "speedDistributionStandardDeviation" : 0.26, + "minimumSpeed" : 0.5, + "maximumSpeed" : 2.2, + "acceleration" : 2.0, + "length" : 4.5, + "width" : 1.7, + "direction" : { + "x" : 1.0, + "y" : 0.0 + } + } + } + } +} diff --git a/Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/_LOG-20190211083635.txt b/Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/_LOG-20190211083635.txt new file mode 100644 index 000000000..8ddde8323 --- /dev/null +++ b/Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/_LOG-20190211083635.txt @@ -0,0 +1,21 @@ +Info:>> analyzing JSON tree of scenario +Info: Start Transform to Version: 0.7 +Info:Scenario Migrated - OK. Move copy of old version to legacllyDir +Info:>> analyzing JSON tree of scenario +Info: Start Transform to Version: 0.7 +Info:Scenario Migrated - OK. Move copy of old version to legacllyDir +Info:>> analyzing JSON tree of scenario +Info: Start Transform to Version: 0.7 +Info:Scenario Migrated - OK. Move copy of old version to legacllyDir +Info:>> analyzing JSON tree of scenario +Info: Start Transform to Version: 0.7 +Info:Scenario Migrated - OK. Move copy of old version to legacllyDir +Info:>> analyzing JSON tree of scenario +Info: Start Transform to Version: 0.7 +Info:Scenario Migrated - OK. Move copy of old version to legacllyDir +Info:>> analyzing JSON tree of scenario +Info: Start Transform to Version: 0.7 +Info:Scenario Migrated - OK. Move copy of old version to legacllyDir +Info:>> analyzing JSON tree of scenario +Info: Start Transform to Version: 0.7 +Info:Scenario Migrated - OK. Move copy of old version to legacllyDir diff --git a/Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/bridge_timeCost_NAVIGATION.scenario.legacy b/Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/bridge_timeCost_NAVIGATION.scenario.legacy new file mode 100644 index 000000000..6f4fa5aaa --- /dev/null +++ b/Tools/ContinuousIntegration/run_seed_comparison_test.d/legacy/scenarios/bridge_timeCost_NAVIGATION.scenario.legacy @@ -0,0 +1,278 @@ +{ + "name" : "bridge_timeCost_NAVIGATION", + "description" : "", + "release" : "0.6", + "processWriters" : { + "files" : [ { + "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.TimestepPedestrianIdOutputFile", + "filename" : "postvis.trajectories", + "processors" : [ 1, 2 ] + }, { + "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.TimestepPedestrianIdOverlapOutputFile", + "filename" : "overlaps.csv", + "processors" : [ 3 ] + }, { + "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.NoDataKeyOutputFile", + "filename" : "overlapCount.txt", + "processors" : [ 4 ] + } ], + "processors" : [ { + "type" : "org.vadere.simulator.projects.dataprocessing.processor.PedestrianPositionProcessor", + "id" : 1 + }, { + "type" : "org.vadere.simulator.projects.dataprocessing.processor.PedestrianTargetIdProcessor", + "id" : 2 + }, { + "type" : "org.vadere.simulator.projects.dataprocessing.processor.PedestrianOverlapProcessor", + "id" : 3 + }, { + "type" : "org.vadere.simulator.projects.dataprocessing.processor.NumberOverlapsProcessor", + "id" : 4, + "attributesType" : "org.vadere.state.attributes.processor.AttributesNumberOverlapsProcessor", + "attributes" : { + "pedestrianOverlapProcessorId" : 3 + } + } ], + "isTimestamped" : true + }, + "scenario" : { + "mainModel" : "org.vadere.simulator.models.osm.OptimalStepsModel", + "attributesModel" : { + "org.vadere.state.attributes.models.AttributesOSM" : { + "stepCircleResolution" : 18, + "numberOfCircles" : 1, + "varyStepDirection" : false, + "stepLengthIntercept" : 0.4625, + "stepLengthSlopeSpeed" : 0.2345, + "stepLengthSD" : 0.036, + "movementThreshold" : 0.0, + "optimizationType" : "NELDER_MEAD", + "movementType" : "ARBITRARY", + "dynamicStepLength" : false, + "updateType" : "EVENT_DRIVEN", + "seeSmallWalls" : false, + "minimumStepLength" : false, + "targetPotentialModel" : "org.vadere.simulator.models.potential.fields.PotentialFieldTargetGrid", + "pedestrianPotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldPedestrianCompactSoftshell", + "obstaclePotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldObstacleCompactSoftshell", + "submodels" : [ ] + }, + "org.vadere.state.attributes.models.AttributesPotentialCompactSoftshell" : { + "pedPotentialIntimateSpaceWidth" : 0.45, + "pedPotentialPersonalSpaceWidth" : 1.2, + "pedPotentialHeight" : 50.0, + "obstPotentialWidth" : 0.8, + "obstPotentialHeight" : 6.0, + "intimateSpaceFactor" : 1.2, + "personalSpacePower" : 1, + "intimateSpacePower" : 1 + }, + "org.vadere.state.attributes.models.AttributesFloorField" : { + "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", + "potentialFieldResolution" : 0.1, + "obstacleGridPenalty" : 0.1, + "targetAttractionStrength" : 1.0, + "timeCostAttributes" : { + "standardDeviation" : 0.7, + "type" : "NAVIGATION", + "obstacleDensityWeight" : 3.5, + "pedestrianSameTargetDensityWeight" : 3.5, + "pedestrianOtherTargetDensityWeight" : 3.5, + "pedestrianWeight" : 3.5, + "queueWidthLoading" : 1.0, + "pedestrianDynamicWeight" : 6.0, + "loadingType" : "CONSTANT" + } + } + }, + "attributesSimulation" : { + "finishTime" : 150.0, + "simTimeStepLength" : 0.4, + "realTimeSimTimeRatio" : 0.0, + "writeSimulationData" : true, + "visualizationEnabled" : true, + "printFPS" : false, + "digitsPerCoordinate" : 2, + "useFixedSeed" : true, + "fixedSeed" : -3213925745664992646, + "simulationSeed" : 0 + }, + "topography" : { + "attributes" 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"useFreeSpaceOnly" : true, + "targetIds" : [ 8 ], + "groupSizeDistribution" : [ 1.0 ], + "dynamicElementType" : "PEDESTRIAN" + }, { + "id" : 3, + "shape" : { + "x" : 20.0, + "y" : 45.8, + "width" : 10.0, + "height" : 3.7, + "type" : "RECTANGLE" + }, + "interSpawnTimeDistribution" : "org.vadere.state.scenario.ConstantDistribution", + "distributionParameters" : [ 1.0 ], + "spawnNumber" : 3, + "maxSpawnNumberTotal" : -1, + "startTime" : 0.0, + "endTime" : 35.0, + "spawnAtRandomPositions" : true, + "useFreeSpaceOnly" : true, + "targetIds" : [ 15, 8 ], + "groupSizeDistribution" : [ 1.0 ], + "dynamicElementType" : "PEDESTRIAN" + }, { + "id" : 4, + "shape" : { + "x" : 20.0, + "y" : 0.4, + "width" : 10.0, + "height" : 3.7, + "type" : "RECTANGLE" + }, + "interSpawnTimeDistribution" : "org.vadere.state.scenario.ConstantDistribution", + "distributionParameters" : [ 1.0 ], + "spawnNumber" : 3, + "maxSpawnNumberTotal" : -1, + "startTime" : 0.0, + "endTime" : 30.0, + "spawnAtRandomPositions" : true, + "useFreeSpaceOnly" : true, + "targetIds" : [ 6, 7 ], + "groupSizeDistribution" : [ 1.0 ], + "dynamicElementType" : "PEDESTRIAN" + }, { + "id" : 1, + "shape" : { + "x" : 0.5, + "y" : 20.0, + "width" : 3.7, + "height" : 10.0, + "type" : "RECTANGLE" + }, + "interSpawnTimeDistribution" : "org.vadere.state.scenario.ConstantDistribution", + "distributionParameters" : [ 1.0 ], + "spawnNumber" : 3, + "maxSpawnNumberTotal" : -1, + "startTime" : 0.0, + "endTime" : 35.0, + "spawnAtRandomPositions" : true, + "useFreeSpaceOnly" : true, + "targetIds" : [ 13, 6, 7 ], + "groupSizeDistribution" : [ 0.3, 0.4, 0.3 ], + "dynamicElementType" : "PEDESTRIAN" + } ], + "dynamicElements" : [ ], + "attributesPedestrian" : { + "radius" : 0.195, + "densityDependentSpeed" : false, + "speedDistributionMean" : 1.34, + "speedDistributionStandardDeviation" : 0.26, + "minimumSpeed" : 0.5, + "maximumSpeed" : 2.2, + "acceleration" : 2.0 + }, + "attributesCar" : { + "id" : -1, + "radius" : 0.195, + "densityDependentSpeed" : false, + "speedDistributionMean" : 1.34, + "speedDistributionStandardDeviation" : 0.26, + "minimumSpeed" : 0.5, + "maximumSpeed" : 2.2, + "acceleration" : 2.0, + "length" : 4.5, + "width" : 1.7, + "direction" : { + "x" : 1.0, + "y" : 0.0 + } + } + } + } +} \ No newline at end of file diff --git a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_NAVIGATION.scenario b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_NAVIGATION.scenario index 6f4fa5aaa..88a20198a 100644 --- a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_NAVIGATION.scenario +++ b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_NAVIGATION.scenario @@ -1,7 +1,8 @@ { "name" : "bridge_timeCost_NAVIGATION", "description" : "", - "release" : "0.6", + "release" : "0.7", + "commithash" : "warning: no commit hash", "processWriters" : { "files" : [ { "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.TimestepPedestrianIdOutputFile", @@ -38,6 +39,23 @@ "scenario" : { "mainModel" : "org.vadere.simulator.models.osm.OptimalStepsModel", "attributesModel" : { + "org.vadere.state.attributes.models.AttributesFloorField" : { + "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", + "potentialFieldResolution" : 0.1, + "obstacleGridPenalty" : 0.1, + "targetAttractionStrength" : 1.0, + "timeCostAttributes" : { + "standardDeviation" : 0.7, + "type" : "NAVIGATION", + "obstacleDensityWeight" : 3.5, + "pedestrianSameTargetDensityWeight" : 3.5, + "pedestrianOtherTargetDensityWeight" : 3.5, + "pedestrianWeight" : 3.5, + "queueWidthLoading" : 1.0, + "pedestrianDynamicWeight" : 6.0, + "loadingType" : "CONSTANT" + } + }, "org.vadere.state.attributes.models.AttributesOSM" : { "stepCircleResolution" : 18, "numberOfCircles" : 1, @@ -55,7 +73,9 @@ "targetPotentialModel" : "org.vadere.simulator.models.potential.fields.PotentialFieldTargetGrid", "pedestrianPotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldPedestrianCompactSoftshell", "obstaclePotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldObstacleCompactSoftshell", - "submodels" : [ ] + "submodels" : [ ], + "minStepLength" : "0.1", + "maxStepDuration" : "1.7976931348623157E308" }, "org.vadere.state.attributes.models.AttributesPotentialCompactSoftshell" : { "pedPotentialIntimateSpaceWidth" : 0.45, @@ -66,23 +86,6 @@ "intimateSpaceFactor" : 1.2, "personalSpacePower" : 1, "intimateSpacePower" : 1 - }, - "org.vadere.state.attributes.models.AttributesFloorField" : { - "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", - "potentialFieldResolution" : 0.1, - "obstacleGridPenalty" : 0.1, - "targetAttractionStrength" : 1.0, - "timeCostAttributes" : { - "standardDeviation" : 0.7, - "type" : "NAVIGATION", - "obstacleDensityWeight" : 3.5, - "pedestrianSameTargetDensityWeight" : 3.5, - "pedestrianOtherTargetDensityWeight" : 3.5, - "pedestrianWeight" : 3.5, - "queueWidthLoading" : 1.0, - "pedestrianDynamicWeight" : 6.0, - "loadingType" : "CONSTANT" - } } }, "attributesSimulation" : { @@ -97,6 +100,7 @@ "fixedSeed" : -3213925745664992646, "simulationSeed" : 0 }, + "eventInfos" : [ ], "topography" : { "attributes" : { "bounds" : { @@ -247,7 +251,6 @@ "groupSizeDistribution" : [ 1.0 ], "dynamicElementType" : "PEDESTRIAN" } ], - "dynamicElements" : [ ], "attributesPedestrian" : { "radius" : 0.195, "densityDependentSpeed" : false, @@ -272,7 +275,9 @@ "x" : 1.0, "y" : 0.0 } - } + }, + "dynamicElements" : [ ], + "teleporter" : null } } } \ No newline at end of file diff --git a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_OBSTACLES.scenario b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_OBSTACLES.scenario index 0183d2d80..301b9a1f4 100644 --- a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_OBSTACLES.scenario +++ b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_OBSTACLES.scenario @@ -1,7 +1,8 @@ { "name" : "bridge_timeCost_OBSTACLES", "description" : "", - "release" : "0.6", + "release" : "0.7", + "commithash" : "warning: no commit hash", "processWriters" : { "files" : [ { "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.TimestepPedestrianIdOutputFile", @@ -38,6 +39,23 @@ "scenario" : { "mainModel" : "org.vadere.simulator.models.osm.OptimalStepsModel", "attributesModel" : { + "org.vadere.state.attributes.models.AttributesFloorField" : { + "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", + "potentialFieldResolution" : 0.1, + "obstacleGridPenalty" : 0.1, + "targetAttractionStrength" : 1.0, + "timeCostAttributes" : { + "standardDeviation" : 0.7, + "type" : "OBSTACLES", + "obstacleDensityWeight" : 3.5, + "pedestrianSameTargetDensityWeight" : 3.5, + "pedestrianOtherTargetDensityWeight" : 3.5, + "pedestrianWeight" : 3.5, + "queueWidthLoading" : 1.0, + "pedestrianDynamicWeight" : 6.0, + "loadingType" : "CONSTANT" + } + }, "org.vadere.state.attributes.models.AttributesOSM" : { "stepCircleResolution" : 18, "numberOfCircles" : 1, @@ -55,7 +73,9 @@ "targetPotentialModel" : "org.vadere.simulator.models.potential.fields.PotentialFieldTargetGrid", "pedestrianPotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldPedestrianCompactSoftshell", "obstaclePotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldObstacleCompactSoftshell", - "submodels" : [ ] + "submodels" : [ ], + "minStepLength" : "0.1", + "maxStepDuration" : "1.7976931348623157E308" }, "org.vadere.state.attributes.models.AttributesPotentialCompactSoftshell" : { "pedPotentialIntimateSpaceWidth" : 0.45, @@ -66,23 +86,6 @@ "intimateSpaceFactor" : 1.2, "personalSpacePower" : 1, "intimateSpacePower" : 1 - }, - "org.vadere.state.attributes.models.AttributesFloorField" : { - "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", - "potentialFieldResolution" : 0.1, - "obstacleGridPenalty" : 0.1, - "targetAttractionStrength" : 1.0, - "timeCostAttributes" : { - "standardDeviation" : 0.7, - "type" : "OBSTACLES", - "obstacleDensityWeight" : 3.5, - "pedestrianSameTargetDensityWeight" : 3.5, - "pedestrianOtherTargetDensityWeight" : 3.5, - "pedestrianWeight" : 3.5, - "queueWidthLoading" : 1.0, - "pedestrianDynamicWeight" : 6.0, - "loadingType" : "CONSTANT" - } } }, "attributesSimulation" : { @@ -97,6 +100,7 @@ "fixedSeed" : -3213925745664992646, "simulationSeed" : 0 }, + "eventInfos" : [ ], "topography" : { "attributes" : { "bounds" : { @@ -247,7 +251,6 @@ "groupSizeDistribution" : [ 1.0 ], "dynamicElementType" : "PEDESTRIAN" } ], - "dynamicElements" : [ ], "attributesPedestrian" : { "radius" : 0.195, "densityDependentSpeed" : false, @@ -272,7 +275,9 @@ "x" : 1.0, "y" : 0.0 } - } + }, + "dynamicElements" : [ ], + "teleporter" : null } } } \ No newline at end of file diff --git a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_QUEUEING.scenario b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_QUEUEING.scenario index 69c5a54db..19e27dcf9 100644 --- a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_QUEUEING.scenario +++ b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_QUEUEING.scenario @@ -1,7 +1,8 @@ { "name" : "bridge_timeCost_QUEUEING", "description" : "", - "release" : "0.6", + "release" : "0.7", + "commithash" : "warning: no commit hash", "processWriters" : { "files" : [ { "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.TimestepPedestrianIdOutputFile", @@ -38,6 +39,23 @@ "scenario" : { "mainModel" : "org.vadere.simulator.models.osm.OptimalStepsModel", "attributesModel" : { + "org.vadere.state.attributes.models.AttributesFloorField" : { + "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", + "potentialFieldResolution" : 0.1, + "obstacleGridPenalty" : 0.1, + "targetAttractionStrength" : 1.0, + "timeCostAttributes" : { + "standardDeviation" : 0.7, + "type" : "QUEUEING", + "obstacleDensityWeight" : 3.5, + "pedestrianSameTargetDensityWeight" : 3.5, + "pedestrianOtherTargetDensityWeight" : 3.5, + "pedestrianWeight" : 3.5, + "queueWidthLoading" : 1.0, + "pedestrianDynamicWeight" : 6.0, + "loadingType" : "CONSTANT" + } + }, "org.vadere.state.attributes.models.AttributesOSM" : { "stepCircleResolution" : 18, "numberOfCircles" : 1, @@ -55,7 +73,9 @@ "targetPotentialModel" : "org.vadere.simulator.models.potential.fields.PotentialFieldTargetGrid", "pedestrianPotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldPedestrianCompactSoftshell", "obstaclePotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldObstacleCompactSoftshell", - "submodels" : [ ] + "submodels" : [ ], + "minStepLength" : "0.1", + "maxStepDuration" : "1.7976931348623157E308" }, "org.vadere.state.attributes.models.AttributesPotentialCompactSoftshell" : { "pedPotentialIntimateSpaceWidth" : 0.45, @@ -66,23 +86,6 @@ "intimateSpaceFactor" : 1.2, "personalSpacePower" : 1, "intimateSpacePower" : 1 - }, - "org.vadere.state.attributes.models.AttributesFloorField" : { - "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", - "potentialFieldResolution" : 0.1, - "obstacleGridPenalty" : 0.1, - "targetAttractionStrength" : 1.0, - "timeCostAttributes" : { - "standardDeviation" : 0.7, - "type" : "QUEUEING", - "obstacleDensityWeight" : 3.5, - "pedestrianSameTargetDensityWeight" : 3.5, - "pedestrianOtherTargetDensityWeight" : 3.5, - "pedestrianWeight" : 3.5, - "queueWidthLoading" : 1.0, - "pedestrianDynamicWeight" : 6.0, - "loadingType" : "CONSTANT" - } } }, "attributesSimulation" : { @@ -97,6 +100,7 @@ "fixedSeed" : -3213925745664992646, "simulationSeed" : 0 }, + "eventInfos" : [ ], "topography" : { "attributes" : { "bounds" : { @@ -247,7 +251,6 @@ "groupSizeDistribution" : [ 1.0 ], "dynamicElementType" : "PEDESTRIAN" } ], - "dynamicElements" : [ ], "attributesPedestrian" : { "radius" : 0.195, "densityDependentSpeed" : false, @@ -272,7 +275,9 @@ "x" : 1.0, "y" : 0.0 } - } + }, + "dynamicElements" : [ ], + "teleporter" : null } } } \ No newline at end of file diff --git a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_UNIT.scenario b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_UNIT.scenario index bfd2fdc05..e2ca2ad08 100644 --- a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_UNIT.scenario +++ b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/bridge_timeCost_UNIT.scenario @@ -1,7 +1,8 @@ { "name" : "bridge_timeCost_UNIT", "description" : "", - "release" : "0.6", + "release" : "0.7", + "commithash" : "warning: no commit hash", "processWriters" : { "files" : [ { "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.TimestepPedestrianIdOutputFile", @@ -38,6 +39,23 @@ "scenario" : { "mainModel" : "org.vadere.simulator.models.osm.OptimalStepsModel", "attributesModel" : { + "org.vadere.state.attributes.models.AttributesFloorField" : { + "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", + "potentialFieldResolution" : 0.1, + "obstacleGridPenalty" : 0.1, + "targetAttractionStrength" : 1.0, + "timeCostAttributes" : { + "standardDeviation" : 0.7, + "type" : "UNIT", + "obstacleDensityWeight" : 3.5, + "pedestrianSameTargetDensityWeight" : 3.5, + "pedestrianOtherTargetDensityWeight" : 3.5, + "pedestrianWeight" : 3.5, + "queueWidthLoading" : 1.0, + "pedestrianDynamicWeight" : 6.0, + "loadingType" : "CONSTANT" + } + }, "org.vadere.state.attributes.models.AttributesOSM" : { "stepCircleResolution" : 18, "numberOfCircles" : 1, @@ -55,7 +73,9 @@ "targetPotentialModel" : "org.vadere.simulator.models.potential.fields.PotentialFieldTargetGrid", "pedestrianPotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldPedestrianCompactSoftshell", "obstaclePotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldObstacleCompactSoftshell", - "submodels" : [ ] + "submodels" : [ ], + "minStepLength" : "0.1", + "maxStepDuration" : "1.7976931348623157E308" }, "org.vadere.state.attributes.models.AttributesPotentialCompactSoftshell" : { "pedPotentialIntimateSpaceWidth" : 0.45, @@ -66,23 +86,6 @@ "intimateSpaceFactor" : 1.2, "personalSpacePower" : 1, "intimateSpacePower" : 1 - }, - "org.vadere.state.attributes.models.AttributesFloorField" : { - "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", - "potentialFieldResolution" : 0.1, - "obstacleGridPenalty" : 0.1, - "targetAttractionStrength" : 1.0, - "timeCostAttributes" : { - "standardDeviation" : 0.7, - "type" : "UNIT", - "obstacleDensityWeight" : 3.5, - "pedestrianSameTargetDensityWeight" : 3.5, - "pedestrianOtherTargetDensityWeight" : 3.5, - "pedestrianWeight" : 3.5, - "queueWidthLoading" : 1.0, - "pedestrianDynamicWeight" : 6.0, - "loadingType" : "CONSTANT" - } } }, "attributesSimulation" : { @@ -97,6 +100,7 @@ "fixedSeed" : -3213925745664992646, "simulationSeed" : 0 }, + "eventInfos" : [ ], "topography" : { "attributes" : { "bounds" : { @@ -247,7 +251,6 @@ "groupSizeDistribution" : [ 1.0 ], "dynamicElementType" : "PEDESTRIAN" } ], - "dynamicElements" : [ ], "attributesPedestrian" : { "radius" : 0.195, "densityDependentSpeed" : false, @@ -272,7 +275,9 @@ "x" : 1.0, "y" : 0.0 } - } + }, + "dynamicElements" : [ ], + "teleporter" : null } } } \ No newline at end of file diff --git a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_NAVIGATION_001.scenario b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_NAVIGATION_001.scenario index d498bee95..06e76d993 100644 --- a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_NAVIGATION_001.scenario +++ b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_NAVIGATION_001.scenario @@ -1,7 +1,8 @@ { "name" : "complex_NAVIGATION_001", "description" : "", - "release" : "0.6", + "release" : "0.7", + "commithash" : "warning: no commit hash", "processWriters" : { "files" : [ { "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.TimestepPedestrianIdOutputFile", @@ -38,6 +39,23 @@ "scenario" : { "mainModel" : "org.vadere.simulator.models.osm.OptimalStepsModel", "attributesModel" : { + "org.vadere.state.attributes.models.AttributesFloorField" : { + "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", + "potentialFieldResolution" : 0.1, + "obstacleGridPenalty" : 0.1, + "targetAttractionStrength" : 1.0, + "timeCostAttributes" : { + "standardDeviation" : 0.7, + "type" : "NAVIGATION", + "obstacleDensityWeight" : 3.5, + "pedestrianSameTargetDensityWeight" : 3.5, + "pedestrianOtherTargetDensityWeight" : 3.5, + "pedestrianWeight" : 3.5, + "queueWidthLoading" : 1.0, + "pedestrianDynamicWeight" : 6.0, + "loadingType" : "CONSTANT" + } + }, "org.vadere.state.attributes.models.AttributesOSM" : { "stepCircleResolution" : 18, "numberOfCircles" : 1, @@ -55,7 +73,9 @@ "targetPotentialModel" : "org.vadere.simulator.models.potential.fields.PotentialFieldTargetGrid", "pedestrianPotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldPedestrianCompactSoftshell", "obstaclePotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldObstacleCompactSoftshell", - "submodels" : [ ] + "submodels" : [ ], + "minStepLength" : "0.1", + "maxStepDuration" : "1.7976931348623157E308" }, "org.vadere.state.attributes.models.AttributesPotentialCompactSoftshell" : { "pedPotentialIntimateSpaceWidth" : 0.45, @@ -66,23 +86,6 @@ "intimateSpaceFactor" : 1.2, "personalSpacePower" : 1, "intimateSpacePower" : 1 - }, - "org.vadere.state.attributes.models.AttributesFloorField" : { - "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", - "potentialFieldResolution" : 0.1, - "obstacleGridPenalty" : 0.1, - "targetAttractionStrength" : 1.0, - "timeCostAttributes" : { - "standardDeviation" : 0.7, - "type" : "NAVIGATION", - "obstacleDensityWeight" : 3.5, - "pedestrianSameTargetDensityWeight" : 3.5, - "pedestrianOtherTargetDensityWeight" : 3.5, - "pedestrianWeight" : 3.5, - "queueWidthLoading" : 1.0, - "pedestrianDynamicWeight" : 6.0, - "loadingType" : "CONSTANT" - } } }, "attributesSimulation" : { @@ -97,6 +100,7 @@ "fixedSeed" : -3213925745664992646, "simulationSeed" : 0 }, + "eventInfos" : [ ], "topography" : { "attributes" : { "bounds" : { @@ -405,7 +409,6 @@ "groupSizeDistribution" : [ 1.0 ], "dynamicElementType" : "PEDESTRIAN" } ], - "dynamicElements" : [ ], "attributesPedestrian" : { "radius" : 0.195, "densityDependentSpeed" : false, @@ -430,7 +433,9 @@ "x" : 1.0, "y" : 0.0 } - } + }, + "dynamicElements" : [ ], + "teleporter" : null } } } \ No newline at end of file diff --git a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_NAVIGATION_groups_001.scenario b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_NAVIGATION_groups_001.scenario index df7dd6035..7fa7f9c04 100644 --- a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_NAVIGATION_groups_001.scenario +++ b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_NAVIGATION_groups_001.scenario @@ -1,7 +1,8 @@ { "name" : "complex_NAVIGATION_groups_001", "description" : "", - "release" : "0.6", + "release" : "0.7", + "commithash" : "warning: no commit hash", "processWriters" : { "files" : [ { "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.TimestepPedestrianIdOutputFile", @@ -38,6 +39,27 @@ "scenario" : { "mainModel" : "org.vadere.simulator.models.osm.OptimalStepsModel", "attributesModel" : { + "org.vadere.state.attributes.models.AttributesCGM" : { + "groupMemberRepulsionFactor" : 0.01, + "leaderAttractionFactor" : 0.003 + }, + "org.vadere.state.attributes.models.AttributesFloorField" : { + "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", + "potentialFieldResolution" : 0.1, + "obstacleGridPenalty" : 0.1, + "targetAttractionStrength" : 1.0, + "timeCostAttributes" : { + "standardDeviation" : 0.7, + "type" : "NAVIGATION", + "obstacleDensityWeight" : 3.5, + "pedestrianSameTargetDensityWeight" : 3.5, + "pedestrianOtherTargetDensityWeight" : 3.5, + "pedestrianWeight" : 3.5, + "queueWidthLoading" : 1.0, + "pedestrianDynamicWeight" : 6.0, + "loadingType" : "CONSTANT" + } + }, "org.vadere.state.attributes.models.AttributesOSM" : { "stepCircleResolution" : 18, "numberOfCircles" : 1, @@ -55,7 +77,9 @@ "targetPotentialModel" : "org.vadere.simulator.models.potential.fields.PotentialFieldTargetGrid", "pedestrianPotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldPedestrianCompactSoftshell", "obstaclePotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldObstacleCompactSoftshell", - "submodels" : [ "org.vadere.simulator.models.groups.CentroidGroupModel" ] + "submodels" : [ "org.vadere.simulator.models.groups.CentroidGroupModel" ], + "minStepLength" : "0.1", + "maxStepDuration" : "1.7976931348623157E308" }, "org.vadere.state.attributes.models.AttributesPotentialCompactSoftshell" : { "pedPotentialIntimateSpaceWidth" : 0.45, @@ -66,27 +90,6 @@ "intimateSpaceFactor" : 1.2, "personalSpacePower" : 1, "intimateSpacePower" : 1 - }, - "org.vadere.state.attributes.models.AttributesFloorField" : { - "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", - "potentialFieldResolution" : 0.1, - "obstacleGridPenalty" : 0.1, - "targetAttractionStrength" : 1.0, - "timeCostAttributes" : { - "standardDeviation" : 0.7, - "type" : "NAVIGATION", - "obstacleDensityWeight" : 3.5, - "pedestrianSameTargetDensityWeight" : 3.5, - "pedestrianOtherTargetDensityWeight" : 3.5, - "pedestrianWeight" : 3.5, - "queueWidthLoading" : 1.0, - "pedestrianDynamicWeight" : 6.0, - "loadingType" : "CONSTANT" - } - }, - "org.vadere.state.attributes.models.AttributesCGM" : { - "groupMemberRepulsionFactor" : 0.01, - "leaderAttractionFactor" : 0.003 } }, "attributesSimulation" : { @@ -101,6 +104,7 @@ "fixedSeed" : -3213925745664992646, "simulationSeed" : 0 }, + "eventInfos" : [ ], "topography" : { "attributes" : { "bounds" : { @@ -435,7 +439,6 @@ "groupSizeDistribution" : [ 0.3, 0.4, 0.3 ], "dynamicElementType" : "PEDESTRIAN" } ], - "dynamicElements" : [ ], "attributesPedestrian" : { "radius" : 0.195, "densityDependentSpeed" : false, @@ -460,7 +463,9 @@ "x" : 1.0, "y" : 0.0 } - } + }, + "dynamicElements" : [ ], + "teleporter" : null } } } \ No newline at end of file diff --git a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_UNIT_groups_001.scenario b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_UNIT_groups_001.scenario index 21292c2e5..f495a5e99 100644 --- a/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_UNIT_groups_001.scenario +++ b/Tools/ContinuousIntegration/run_seed_comparison_test.d/scenarios/complex_UNIT_groups_001.scenario @@ -1,7 +1,8 @@ { "name" : "complex_UNIT_groups_001", "description" : "", - "release" : "0.6", + "release" : "0.7", + "commithash" : "warning: no commit hash", "processWriters" : { "files" : [ { "type" : "org.vadere.simulator.projects.dataprocessing.outputfile.TimestepPedestrianIdOutputFile", @@ -38,6 +39,27 @@ "scenario" : { "mainModel" : "org.vadere.simulator.models.osm.OptimalStepsModel", "attributesModel" : { + "org.vadere.state.attributes.models.AttributesCGM" : { + "groupMemberRepulsionFactor" : 0.01, + "leaderAttractionFactor" : 0.003 + }, + "org.vadere.state.attributes.models.AttributesFloorField" : { + "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", + "potentialFieldResolution" : 0.1, + "obstacleGridPenalty" : 0.1, + "targetAttractionStrength" : 1.0, + "timeCostAttributes" : { + "standardDeviation" : 0.7, + "type" : "UNIT", + "obstacleDensityWeight" : 3.5, + "pedestrianSameTargetDensityWeight" : 3.5, + "pedestrianOtherTargetDensityWeight" : 3.5, + "pedestrianWeight" : 3.5, + "queueWidthLoading" : 1.0, + "pedestrianDynamicWeight" : 6.0, + "loadingType" : "CONSTANT" + } + }, "org.vadere.state.attributes.models.AttributesOSM" : { "stepCircleResolution" : 18, "numberOfCircles" : 1, @@ -55,7 +77,9 @@ "targetPotentialModel" : "org.vadere.simulator.models.potential.fields.PotentialFieldTargetGrid", "pedestrianPotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldPedestrianCompactSoftshell", "obstaclePotentialModel" : "org.vadere.simulator.models.potential.PotentialFieldObstacleCompactSoftshell", - "submodels" : [ "org.vadere.simulator.models.groups.CentroidGroupModel" ] + "submodels" : [ "org.vadere.simulator.models.groups.CentroidGroupModel" ], + "minStepLength" : "0.1", + "maxStepDuration" : "1.7976931348623157E308" }, "org.vadere.state.attributes.models.AttributesPotentialCompactSoftshell" : { "pedPotentialIntimateSpaceWidth" : 0.45, @@ -66,27 +90,6 @@ "intimateSpaceFactor" : 1.2, "personalSpacePower" : 1, "intimateSpacePower" : 1 - }, - "org.vadere.state.attributes.models.AttributesFloorField" : { - "createMethod" : "HIGH_ACCURACY_FAST_MARCHING", - "potentialFieldResolution" : 0.1, - "obstacleGridPenalty" : 0.1, - "targetAttractionStrength" : 1.0, - "timeCostAttributes" : { - "standardDeviation" : 0.7, - "type" : "UNIT", - "obstacleDensityWeight" : 3.5, - "pedestrianSameTargetDensityWeight" : 3.5, - "pedestrianOtherTargetDensityWeight" : 3.5, - "pedestrianWeight" : 3.5, - "queueWidthLoading" : 1.0, - "pedestrianDynamicWeight" : 6.0, - "loadingType" : "CONSTANT" - } - }, - "org.vadere.state.attributes.models.AttributesCGM" : { - "groupMemberRepulsionFactor" : 0.01, - "leaderAttractionFactor" : 0.003 } }, "attributesSimulation" : { @@ -101,6 +104,7 @@ "fixedSeed" : -3213925745664992646, "simulationSeed" : 0 }, + "eventInfos" : [ ], "topography" : { "attributes" : { "bounds" : { @@ -435,7 +439,6 @@ "groupSizeDistribution" : [ 0.3, 0.4, 0.3 ], "dynamicElementType" : "PEDESTRIAN" } ], - "dynamicElements" : [ ], "attributesPedestrian" : { "radius" : 0.195, "densityDependentSpeed" : false, @@ -460,7 +463,9 @@ "x" : 1.0, "y" : 0.0 } - } + }, + "dynamicElements" : [ ], + "teleporter" : null } } } \ No newline at end of file diff --git a/Tools/ContinuousIntegration/run_seed_comparison_test.py b/Tools/ContinuousIntegration/run_seed_comparison_test.py index afbf47339..4ab09de77 100644 --- a/Tools/ContinuousIntegration/run_seed_comparison_test.py +++ b/Tools/ContinuousIntegration/run_seed_comparison_test.py @@ -3,8 +3,8 @@ import shutil import subprocess import time -from vadere_analysis_tool import VadereProject -from vadere_analysis_tool import SameSeedTrajectory +from vadereanyslsistool import VadereProject +from vadereanyslsistool import SameSeedTrajectory def run_scenario_files_with_vadere_console(project, number_of_runs=3, vadere_console="VadereSimulator/target/vadere-console.jar", @@ -89,4 +89,4 @@ if __name__ == '__main__': if len(seed_err) > 0: exit(1) else: - exit(0) \ No newline at end of file + exit(0) diff --git a/Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/.ipynb_checkpoints/OSM_calibration-checkpoint.ipynb b/Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/.ipynb_checkpoints/OSM_calibration-checkpoint.ipynb new file mode 100644 index 000000000..bc9b5cd43 --- /dev/null +++ b/Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/.ipynb_checkpoints/OSM_calibration-checkpoint.ipynb @@ -0,0 +1,315 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Calibration of the Optimal Steps Model\n", + "\n", + "This script is an attempt to recompute the results in silver-2016b page 51. The scenario [scenario](./../../../../VadereModelTests/TestOSM_calibration/rimea_04_calibration_osm.scenario) is based on the RiMEA-Test 4. We use the `Teleporter` to model a circular scenario and the parameter `useFreeSpaceOnly = false` to generate high densities. The following code plots all the necessary diagrams." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "code_folding": [] + }, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import seaborn as sns\n", + "from vadereanalysistool import ScenarioOutput, VadereProject\n", + "from scipy.optimize import curve_fit\n", + "\n", + "sns.set(style=\"whitegrid\")\n", + "sns.set_context(\"notebook\", font_scale=1.5, rc={\"lines.linewidth\": 2.0})\n", + "\n", + "def plotEvolution(vproject, ending, yval, ylabel):\n", + " plots = []\n", + " i = 1\n", + " plt.figure(1, figsize=(30, 10))\n", + " for outStr in project.output_dirs :\n", + " out = project.output_dirs[outStr]\n", + " dataFrames = []\n", + " for fileStr in out.files :\n", + " if fileStr.endswith(ending) :\n", + " ndf = pd.DataFrame();\n", + " df = out.files[fileStr]()\n", + " #df = df[df.velocity > 0]\n", + " ndf['density'] = df.density.astype(float)\n", + " ndf['velocity'] = df.velocity.astype(float)\n", + " ndf['timeStep'] = df.timeStep.astype(int)\n", + " ndf['scenario'] = [out.scenario['name']] * len(df.density)\n", + " dataFrames.append(ndf)\n", + " #concatFrames = pd.concat(dataFrames)\n", + " plt.subplot(2, 1, i)\n", + " plt.title(out.scenario['name'])\n", + " plt.xlabel('timeStep')\n", + " plt.ylabel(ylabel)\n", + " sns.lineplot(x='timeStep', y=yval, data=pd.concat(dataFrames))\n", + " i = i + 1\n", + "\n", + "def plotFundamentalDiagram(vproject, ending):\n", + " dataFrames = []\n", + " for outStr in project.output_dirs :\n", + " out = project.output_dirs[outStr]\n", + " for fileStr in out.files :\n", + " if fileStr.endswith(ending) :\n", + " ndf = pd.DataFrame();\n", + " df = out.files[fileStr]()\n", + " ndf['density'] = df.density.astype(float)\n", + " ndf['velocity'] = df.velocity.astype(float)\n", + " ndf['scenario'] = [out.scenario['name']] * len(df.velocity)\n", + " #ndf = ndf[ndf.density < 7]\n", + " dataFrames.append(ndf)\n", + " concatFrames = pd.concat(dataFrames)\n", + " g = sns.relplot(x=\"density\", y=\"velocity\", hue=\"scenario\", data=concatFrames,\n", + " height=10, aspect=2)\n", + " \n", + "def plotFundamentalDiagramScatter(vproject, ending, sep=False, width = 10, height = 5):\n", + " dataFrames = []\n", + " index = 0\n", + " cols = 3\n", + " rows = len(vproject.output_dirs) / cols + 1\n", + " if not sep :\n", + " fig, axs = plt.subplots(int(rows), int(cols), figsize=(height*rows, width*cols), sharex=False, sharey=True) \n", + " for outStr in vproject.output_dirs :\n", + " out = vproject.output_dirs[outStr]\n", + " for fileStr in out.files :\n", + " if fileStr.endswith(ending) :\n", + " if not sep : \n", + " axes = axs[int(index / cols), int(index % cols)]\n", + " else :\n", + " fig = plt.figure(1, figsize=(width, height))\n", + " axes = plt.axes()\n", + " fig.add_axes(axes)\n", + " ndf = pd.DataFrame();\n", + " df = out.files[fileStr]()\n", + " ndf['density'] = df.density.astype(float)\n", + " ndf['velocity'] = df.velocity.astype(float)\n", + " ndf['scenario'] = [out.scenario['name']] * len(df.velocity)\n", + " #ndf = ndf[ndf.density < 7]\n", + " #plt.scatter()\n", + " #axes.set_title(out.scenario['name'])\n", + " axes.set_xlabel('density')\n", + " axes.set_ylabel('velocity')\n", + " axes.set_xticks([0,1,2,3,4,5,6])\n", + " axes.set_yticks([0,0.5,1,1.5,2,2.5])\n", + " axes.set_xlim(0,6)\n", + " axes.set_ylim(0,2.5)\n", + " axes.scatter(ndf['density'], ndf['velocity'], s=0.7, marker='*', color='#555555')\n", + " wm = plotWeidmann(axes)\n", + " popt, pcov = curve_fit(kladek, ndf['density'], ndf['velocity'], p0=(1.34, 1.913, 5.4))\n", + " print(str(popt[0]) + \",\" + str(popt[1]) + \",\" + str(popt[2]))\n", + " xx = np.linspace(0.1, 6, 1000)\n", + " yy = kladek(xx, *popt)\n", + " axes.plot(xx, yy, '--', c=sns.color_palette().as_hex()[1]) \n", + " axes.legend(['Weidmann', 'regression', 'Simulated data'])\n", + " index = index + 1;\n", + " if sep :\n", + " fig.savefig(\"./\"+out.scenario['name']+\"_fundamental_diagram\"+\".png\", bbox_inches='tight')\n", + " plt.show()\n", + " if not sep :\n", + " fig.savefig(\"./\"+vproject.project_name+\"_fundamental_diagrams\"+\".png\", bbox_inches='tight')\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "code_folding": [] + }, + "outputs": [], + "source": [ + "def plotWeidmann(axes):\n", + " wmaxDensity = 5.4\n", + " wmeanVelocity = 1.34\n", + " wgamma = 1.913\n", + " wx = np.linspace(0.1, wmaxDensity, 100)\n", + " return plotKladek(wx, wmeanVelocity, wgamma, wmaxDensity, axes)\n", + "\n", + "def plotKladek(x, v, gamma, pmax, axes):\n", + " result, = axes.plot(x, kladek(x, v, gamma, pmax), c=sns.color_palette().as_hex()[0])\n", + " return result\n", + "\n", + "def kladek(x, v, gamma, pmax):\n", + " return v * (1 - np.exp(-gamma * (1/x - 1/pmax)))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "First we load the project" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "projectFolder = \"./../../../../VadereModelCalibration/TestOSM_calibration/\"\n", + "project = VadereProject(projectFolder)\n", + "#out = project.named_output.C_050_180_180_2018_11_26_16_30_29_355()'" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Meassurement methods\n", + "All methods are described in zhang-2011.\n", + "\n", + "## Method A Plots\n", + "The computation of the velocity is slightly different i.e. we use the velocity computed by the current and last foot step." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# transform data frame\n", + "plotFundamentalDiagramScatter(project, \"aTimeStep.fundamentalDiagram\", True, 6, 6)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Method B Plots\n", + "This method does not work for this scenario since agents run multiple times through the same measurement area." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Method C Plots\n", + "The computation of the velocity is slightly different i.e. we use the velocity computed by the current and last foot step." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "plotFundamentalDiagramScatter(project, \"cTimeStep.fundamentalDiagram\", True, 6, 6)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Method D Plots\n", + "The computation of the velocity is slightly different i.e. we use the velocity computed by the current and last foot step." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "myPlots = plotFundamentalDiagramScatter(project, \"dTimeStep.fundamentalDiagram\", True, 6, 6)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Method E Plots\n", + "This method is similar to method D but the density is defined by $$\\langle \\rho \\rangle = \\frac{1}{N} \\sum\\limits_{i=1}^{N} A_i ,$$\n", + "and the velocity is defined by \n", + "$$\\langle v \\rangle = \\sum\\limits_{i=1}^{N} \\frac{1}{A_i} \\left( \\sum\\limits_{i=1}^{N} A_i v_i(t) \\right) ,$$\n", + "\n", + "where $N$ is the number of pedestrians inside the measurement area and $A_i$ is the area of the voronoi cell of agent $i$." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "plotFundamentalDiagramScatter(project, \"eTimeStep.fundamentalDiagram\", False, 10, 10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Density and velocity evolution" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plotEvolution(project, \"dTimeStep.fundamentalDiagram\", \"density\", \"density\")\n", + "#plotEvolution(project, \"aTimeStep.fundamentalDiagram\", \"density\", \"density\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plotEvolution(project, \"dTimeStep.fundamentalDiagram\", \"velocity\", \"velocity\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "sns.color_palette()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/.ipynb_checkpoints/OSM_zhang-2011-checkpoint.ipynb b/Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/.ipynb_checkpoints/OSM_zhang-2011-checkpoint.ipynb new file mode 100644 index 000000000..b5a327c21 --- /dev/null +++ b/Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/.ipynb_checkpoints/OSM_zhang-2011-checkpoint.ipynb @@ -0,0 +1,295 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import seaborn as sns\n", + "from vadereanalysistool import ScenarioOutput, VadereProject\n", + "from scipy.optimize import curve_fit\n", + "\n", + "sns.set(style=\"whitegrid\")\n", + "sns.set_context(\"notebook\", font_scale=1.5, rc={\"lines.linewidth\": 2.0})\n", + "\n", + "def plotEvolution(vproject, ending, yval, ylabel):\n", + " plots = []\n", + " i = 1\n", + " plt.figure(1, figsize=(30, 10))\n", + " for outStr in project.output_dirs :\n", + " out = project.output_dirs[outStr]\n", + " dataFrames = []\n", + " for fileStr in out.files :\n", + " if fileStr.endswith(ending) :\n", + " ndf = pd.DataFrame();\n", + " df = out.files[fileStr]()\n", + " #df = df[df.velocity > 0]\n", + " ndf['density'] = df.density.astype(float)\n", + " ndf['velocity'] = df.velocity.astype(float)\n", + " ndf['timeStep'] = df.timeStep.astype(int)\n", + " ndf['scenario'] = [out.scenario['name']] * len(df.density)\n", + " dataFrames.append(ndf)\n", + " #concatFrames = pd.concat(dataFrames)\n", + " plt.subplot(2, 1, i)\n", + " plt.title(out.scenario['name'])\n", + " plt.xlabel('timeStep')\n", + " plt.ylabel(ylabel)\n", + " sns.lineplot(x='timeStep', y=yval, data=pd.concat(dataFrames))\n", + " i = i + 1\n", + "\n", + "def plotFundamentalDiagram(vproject, ending):\n", + " dataFrames = []\n", + " for outStr in project.output_dirs :\n", + " out = project.output_dirs[outStr]\n", + " for fileStr in out.files :\n", + " if fileStr.endswith(ending) :\n", + " ndf = pd.DataFrame();\n", + " df = out.files[fileStr]()\n", + " ndf['density'] = df.density.astype(float)\n", + " ndf['velocity'] = df.velocity.astype(float)\n", + " ndf['scenario'] = [outStr] * len(df.velocity)\n", + " ndf = ndf[ndf.velocity > 0]\n", + " dataFrames.append(ndf)\n", + " concatFrames = pd.concat(dataFrames)\n", + " g = sns.relplot(x=\"density\", y=\"velocity\", hue=\"scenario\", data=concatFrames,\n", + " height=10, aspect=1)\n", + " g.set(xticks=[0,0.5,1,1.5,2,2.5,3,3.5,4], yticks=[0,0.5,1,1.5,2,2.5]);\n", + " #axis = g.axes\n", + " #axes.set_xticks([0,1,2,3,4,5,6])\n", + " #axes.set_yticks([0,0.5,1,1.5,2,2.5])\n", + " #axes.set_xlim(0,6)\n", + " #axes.set_ylim(0,2.5)\n", + " \n", + "def plotFundamentalDiagramScatter(vproject, ending, sep=False, width = 10, height = 5):\n", + " dataFrames = []\n", + " index = 0\n", + " cols = 3\n", + " rows = len(vproject.output_dirs) / cols + 1\n", + " if not sep :\n", + " fig, axs = plt.subplots(int(rows), int(cols), figsize=(height*rows, width*cols), sharex=False, sharey=True) \n", + " for outStr in vproject.output_dirs :\n", + " out = vproject.output_dirs[outStr]\n", + " for fileStr in out.files :\n", + " if fileStr.endswith(ending) :\n", + " if not sep : \n", + " axes = axs[int(index / cols), int(index % cols)]\n", + " else :\n", + " fig = plt.figure(1, figsize=(width, height))\n", + " axes = plt.axes()\n", + " fig.add_axes(axes)\n", + " ndf = pd.DataFrame();\n", + " df = out.files[fileStr]()\n", + " ndf['density'] = df.density.astype(float)\n", + " ndf['velocity'] = df.velocity.astype(float)\n", + " ndf['scenario'] = [out.scenario['name']] * len(df.velocity)\n", + " #ndf = ndf[ndf.density < 7]\n", + " #plt.scatter()\n", + " #axes.set_title(out.scenario['name'])\n", + " axes.set_xlabel('density')\n", + " axes.set_ylabel('velocity')\n", + " axes.set_xticks([0,1,2,3,4,5,6])\n", + " axes.set_yticks([0,0.5,1,1.5,2,2.5])\n", + " axes.set_xlim(0,6)\n", + " axes.set_ylim(0,2.5)\n", + " axes.scatter(ndf['density'], ndf['velocity'], s=0.7, marker='*', color='#555555')\n", + " wm = plotWeidmann(axes)\n", + " popt, pcov = curve_fit(kladek, ndf['density'], ndf['velocity'], p0=(1.34, 1.913, 5.4))\n", + " print(str(popt[0]) + \",\" + str(popt[1]) + \",\" + str(popt[2]))\n", + " xx = np.linspace(0.1, 6, 1000)\n", + " yy = kladek(xx, *popt)\n", + " axes.plot(xx, yy, '--', c=sns.color_palette().as_hex()[1]) \n", + " axes.legend(['Weidmann', 'regression', 'Simulated data'])\n", + " index = index + 1;\n", + " if sep :\n", + " fig.savefig(\"./\"+out.scenario['name']+\"_fundamental_diagram\"+\".png\", bbox_inches='tight')\n", + " plt.show()\n", + " if not sep :\n", + " fig.savefig(\"./\"+vproject.project_name+\"_fundamental_diagrams\"+\".png\", bbox_inches='tight')\n", + " " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Load the Vadere project" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "projectFolder = \"./../../../../VadereModelCalibration/TestOSM_zhang-2011/\"\n", + "project = VadereProject(projectFolder)\n", + "#out = project.named_output.C_050_180_180_2018_11_26_16_30_29_355() " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Method A Plots" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# transform data frame\n", + "plotFundamentalDiagram(project, \"aTimeStep.fundamentalDiagram\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Method B Plots" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plotFundamentalDiagram(project, \"bPedestrian.fundamentalDiagram\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Method C Plots (classical density)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plotFundamentalDiagram(project, \"cTimeStep.fundamentalDiagram\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Method E Plots (voronoi density)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plotFundamentalDiagram(project, \"eTimeStep.fundamentalDiagram\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Method D Plots (voronoi density)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "plotFundamentalDiagram(project, \"dTimeStep.fundamentalDiagram\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "np.linspace(0, 200, num=201).tolist()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "coord1 = [[23.926582253991363,11.311616564587455],[24.526824188631515,11.346725287186784],[24.52439283212948,11.89],[23.80719398422859,11.89]]\n", + "coord1.append(coord1[0])\n", + "coord2 = [[22.0,10.1], [24.0,10.1], [24.0,11.9], [22.0,11.9], [22.0,10.1]]\n", + "coord2.append(coord2[0])\n", + "cap = [[23.926582253991363,11.311616564587455],[24.000000000000014,11.315910838495633],[24.000000000000025,11.889999999999956],[23.80719398422859,11.89]]\n", + "cap.append(cap[0])\n", + "\n", + "xs1, ys1 = zip(*coord1) #create lists of x and y values\n", + "xs2, ys2 = zip(*coord2) \n", + "xs3, ys3 = zip(*cap) \n", + "plt.figure(figsize=(10,10))\n", + "plt.plot(xs1,ys1)\n", + "plt.plot(xs2,ys2)\n", + "plt.plot(xs3,ys3)\n", + "plt.show() # if you need...\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "coord = [[1,1], [2,1], [2,2], [1,2], [0.5,1.5]]\n", + "coord.append(coord[0]) #repeat the first point to create a 'closed loop'\n", + "\n", + "xs, ys = zip(*coord) #create lists of x and y values\n", + "\n", + "plt.figure()\n", + "plt.plot(xs,ys) \n", + "plt.show() # if you need.." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/OSM_calibration.ipynb b/Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/OSM_calibration.ipynb index 9be4e2078..bc9b5cd43 100644 --- a/Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/OSM_calibration.ipynb +++ b/Tools/VadereAnalysisTools/Plots/fundamentalDiagrams/OSM_calibration.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "metadata": { "code_folding": [] }, @@ -21,7 +21,7 @@ "import numpy as np\n", "import pandas as pd\n", "import seaborn as sns\n", - "from vadere_analysis_tool import ScenarioOutput, VadereProject\n", + "from vadereanalysistool import ScenarioOutput, VadereProject\n", "from scipy.optimize import curve_fit\n", "\n", "sns.set(style=\"whitegrid\")\n", @@ -119,7 +119,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": { "code_folding": [] }, @@ -149,17 +149,9 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "loaded 5 out of 5 output directories. \n" - ] - } - ], + "outputs": [], "source": [ "projectFolder = \"./../../../../VadereModelCalibration/TestOSM_calibration/\"\n", "project = VadereProject(projectFolder)\n", @@ -179,7 +171,7 @@ }, { "cell_type": "code", - "execution_count": 872, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -205,97 +197,11 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "metadata": { "scrolled": false }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "1.09598977853,2.60307653064,5.7172600023\n" - ] - }, - { - "data": { - "image/png": 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\n", 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\n", 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cXV2ZPHkyGo2Gr7/+mvj4eLZu3UrDhg0BaNOmDb169WLx4sWEhoYSGRlJZGQka9asoV27dsD9o5U7dOhg9t6AqvsfO3aMjIwMhg8fjouLCwBubm7s2bOHtLQ00tPTOXv2LKNGjaJt27bA/ZMxV6xYQWZmZq423Lp1i7Vr19K/f3/effdd4P5BbC4uLkyYMIF9+/YZ3kdKSgqbNm2ibt26AJQtW5aBAwcSERFBx44dH/l3XJpJT0aBmuOXpbcjBHh6ehqCwB9//IGLiwv169cnOzub7OxstFot7du3JyoqiqysLKKiorC1tTV8wMP9D2P9B7XSvdXev1GjRtja2tKrVy/mzJnDgQMHqFevHhMmTMDBwYFKlSpRp04dpk+fzpQpU/j+++/RarW88847eHp65mrD0aNHycrKokuXLkbX//Of/2BtbU1ERIThWuXKlXF3dzf8rJ/XeZqPcJaeTAHIoWWiMDzci1A6WbF8006GXk1eqg35WFU9WzePAvViACpWrGj4/1u3bnHlyhW8vb1N1k1OTiY5ORknJ6dcvf9KlSqZvbfa+1erVo0vv/ySkJAQtm3bxhdffEH58uXp378/48ePR6PR8Pnnn7Nq1Sp++eUXwsPDsba2pmPHjnzwwQc4Ojoa3fP27dvA/QDyIAsLC5ydnUlNTTVcK1OmjFEd/XvUarUm2/s0kCCjQM1QmBxaJoSxcuXK4eHhwfz5800+7uTkRJUqVUhKSkKn0xn927p582ah3B/+N/yVlZVFdHQ0W7ZsYfXq1TRo0IAXXngBFxcX3n//fWbOnMmpU6f46aefWLt2LRUrVmT69OlG99QHnevXr1OjRg3Dda1WS1JSkuE1hWkyXKZAhsKEyD9/f38uXbpElSpVaNiwoeG/PXv2sHHjRqytrWnatClZWVlGq64e/rkg99+4cSPPPfccWVlZ2NjYEBgYyOzZswG4fPkyx44do2XLlhw7dgyNRkP9+vWZMGECdevW5fLly7les1GjRtjY2PDjjz8aXf/pp5+4d+8ezZo1K+Bv7ckmPRkFMhQmRP4FBwfz5ZdfMnjwYMPE+2+//UZoaCijR49Go9Hg5+dHQEAAU6dOZcKECVSuXJkNGzZw48YNqlatWuD7t2jRggULFvDmm28ycOBALC0t2bx5M7a2trRv3x43NzfKli3L5MmTGTNmDJUqVeLQoUPExcUxePDgXK9ZoUIFhgwZwurVq7GysqJt27acPn2a5cuX07x5c5599tmi+nU+ESTIKJChMCHyz97enrCwMBYtWsS8efNIS0ujevXqTJ8+nYEDBxrqLV26lI8++oh58+ah0Wjo1q0b5cqV49y5cwW+v6enJ2vWrGH58uVMnDiRnJwcfHx8+Pzzz6lZsyYAn332GYsWLWLOnDncuXOHWrVqMXv2bLp3727ydcePH0+lSpX48ssv2bRpE5UqVeLll19mzJgxWFjIgJA5Gt2Di7yfEpmZmcTGxuLj44OtrW1xN6fQRUdHP9Fd+NL4/uLi4qhfv76qukoT/0+K06dPc/r0aTp27IiNjY3heq9evXB1dWXFihXF2LqCK81/fub+nj7q56aEYAVarZawsDCzq0J0Oh2RkZE8hXFaiAKZMmUK06ZN49ChQxw8eJBp06YRGxvLgAEDirtpopBJkFGwadMmduzYwaZNmxTryOIAIfKvatWqrF69msTERMaMGcPo0aP5+++/Wbt2LYGBgcXdPFHIZE5GwaVLl4xKU2RxgBCPplWrVrRq1aq4myEeA+nJKBg1ahQtWrRg1KhRinXUZAUQQoinmXw6KnBwcGDixInF3QwhhCjVpCcjhBCiyEiQUaBmdZkQQgjzJMgo2Lx5Mzt27GDz5s3F3RQhhCi1inVORqvVsmXLFjZt2kRiYiIVK1akQ4cOjBkzBgcHB5PPyc7OZsWKFWzfvp1bt27h7e3N1KlT8fX1LdS2BQcHo9FoCAoKKtT7CiHE06RYezLr1q1j9uzZtGvXjk8//ZTBgwcTHh7OuHHjFJ8zZ84c1q9fz9ChQ1m8eDGWlpYMGjSICxcuFGrbbGxs0Gq1RjuShRBC5E+x9WR0Oh3r1q3j5ZdfZtKkSQC0bNkSJycnJkyYYDK9QWJiIlu2bGH69On069cPuH9C3QsvvMC6dev44IMPCq19X331FTt27ACQXchCPCUePn6gtCjJ7S62nkxaWhovvfQSXbt2Nbpeu3ZtAJNnbf/555/k5OTwwgsvGK7Z2NjQrl079u/fX6jty8nJMSqFEKbFx8czYcIEWrVqhY+PD61bt2b8+PGcOnXKqN4rr7zCoEGDirw9EREReHl55SsTR1ZWFvPmzeP7778vlDY899xzvPfee/l+npeXFytXrszXc7755hvF83VKgmLryTg4ODBt2rRc13fv3g1AnTp1cj129uxZHB0dcXZ2Nrpes2ZNLl26REZGBnZ2doXSvj59+mBtbS1zMkKYcerUKfr160fTpk2ZPn06zs7OXLlyhS+++II+ffrwxRdfGDJizJw5s8R+205KSiI0NJS5c+cWd1PybfXq1SU6YWyJ2ox59OhRQkJC6NixIx4eHrkeT01NNbkgQJ/xNC0trdCCjK2tLR4eHk9klmYhCsuGDRuoWLEiISEhWFpaGq536NCBF198kZUrVxISEgL874tjWlpasbRVFI8SE2Sio6MZMWIE1apV48MPPzRZRynbsf56fr8lxcbGKj52+vRpvv32W4KDg/H09MzXfUuC6Ojo4m5CkSpt78/KyipfH66l5YP42rVraLVaUlJSsLa2Nnps0qRJpKenG97L0KFDsbS0ZPXq1aSlpdG0aVPee+89/vrrL/bt24eNjQ19+/alf//+LFy4kF9//RVbW1u6du3K2LFj0Wg0fPfdd7z//vvs2rULFxcXw2t16dKFgIAAZsyYQUZGBgAZGRmG196zZw9hYWEkJCRw79493N3d6devH7179+bSpUuGYft33nmHZcuWGU7BjI6OZuXKlcTFxWFnZ0f79u0ZP3485cqVM7x2QkICixcv5tixYzg6OjJ69Gi0Wi3Z2dlm/xyjo6NZtmwZp0+fxsXFhalTpwJw7949w/Pi4+MJCQnhyJEjpKam4uzsTIcOHRg7diy2trZ06dKFy5cv8++//7J9+3Z++OEHqlatyuHDh/n88885ceIE6enpuLi40K1bN9544w2z59/oj6suTCUiyOzcuZOpU6dSq1Yt1q1bp3hmtoODg8k/NP01pWXPSsydi9CoUSPq1KlD48aNS11ustJ43kp+lMb3FxcXp/qMkdJ0Hkn79u35/fffGTJkCMHBwbRo0cIwCvHwAWCWlpaG3o7+/S1ZsoSePXuycuVKvvvuO1avXs1///tfWrZsydKlS/npp5/YsGEDzZo144UXXjD8ey1btqzR78jCwgIrKyvs7e0Noxl2dnbY29uzZ88e3n77bQYNGsT48ePJyMhg06ZNzJ07l6ZNm1KvXj1WrVrFyJEjGTlyJJ06dcLe3p6oqChGjRplaMvNmzdZvHgxf//9N1999RVWVlZcvXqVoUOHUqtWLRYuXEhqaiqLFi0iKSnJ0B5TTpw4YciPuGzZMhITE3n33XcBsLa2xt7enqtXr/LGG2/QtGlTFixYgLW1Nfv37yc0NBR3d3eGDh3KypUrGTlyJF5eXowaNYqaNWty+vRpRo0aRefOnRk2bBharZbvv/+e1atX4+XlRefOnRX/PG1sbGjUqJHJx/TnyeRXsX96hoaGMn/+fJo3b86nn35q9A3hYbVr1+bWrVvcvn0bR0dHw/Xz589TrVq1Ql1ubGlpiVarNRoCeJhOpyMqKgp/f/8SO9YsRFEaMGAA169fJzQ0lFmzZgHg7OxM69ateeWVV/Lcv+bt7W2YIK9Xrx7ffvstFStWZMaMGcD9bM27du0iJibGaMFPfvz9998EBwfzzjvvGK41adKEgIAAIiMj8fX1pUGDBgDUqFHD8P+LFi3Cw8OD1atXG779N2jQgKCgIHbu3MlLL73E+vXrycnJYe3atYYvx66urrz22mtm27RmzRoqV67MqlWrDD1A/cpavfj4eBo0aMDSpUsNwaply5YcPHiQqKgohg4dSoMGDbCxscHZ2dkw95WQkEDr1q1ZsGCB4XOpVatW/Prrr0RFRZkNMkWhWPfJbN26lXnz5vHiiy+ybt06swEG7v+CAf773/8armVlZbFv3z7DY4VFzVkxcp6MKG7FfXCeRqNhwoQJ/P7773zyySf06tULe3t7vvvuO/r06UNYWJjZ5z8YhJycnLC0tDT6Jq3RaHB0dOTOnTuP3MZhw4Yxd+5c0tLSiI2NZefOnaxZswa4PzRlSnp6OkePHqVdu3aGoa/s7Gw8PT2pWrUqhw4dAu73qps2bWo0+tKwYUOqVq1qtk3R0dE8++yzRkOMnTp1MvpS26ZNG7788ktsbGw4c+YMe/bsYdWqVSQlJSm2GyAoKIg1a9aQlZXFqVOn+Pnnn1m2bBk5OTlmn1dUiq0nc/PmTebMmYO7uzsDBgzg5MmTRo/XqFHD8MutUaMGzs7OuLu7ExQUxIcffsjdu3epWbMmoaGh3L59mzfeeKNQ29eoUSOaN2+u2HUEOU9GFD/9F523334bf3//YmtH+fLl6dKlC126dAHg5MmTTJ48mfnz59O1a1ejkYcHmRpOKlOmTKG2LSkpiZkzZ7J79240Gg01a9Y0DLcqBec7d+6g1WpZvXo1q1evzvX4tWvXALh9+zY1a9bM9XjlypXNtun27du5VslaWVkZBSutVssnn3xCWFgYd+/exc3NDV9fX2xtbc1+qcjIyGD27Nns2LGD7OxsqlWrRpMmTbCysiqWLyPFFmQOHDhAeno6Fy9eNLnZccGCBbi6uvLqq68yd+5cgoODAZg1axbly5cnJCSEu3fv4u3tTWhoqMk/6ILYtm0bkZGRbNu2jf79+5usoz9PRojiUpxfdK5cuUKvXr0YN24cvXv3NnqsQYMGjB8/njfffJPExETFIJNf+uGfh/evmZtgf+uttzh37hzr16+nSZMm2NjYkJ6eztatWxWfY29vj0aj4fXXX+fFF180+Tjc733dvHkz1+O3bt0y+z4qVKiQ63k6nY7bt28bfg4JCWH9+vXMmjWL559/3jDS06tXL7P3njNnDj///DNLly4lMDCQsmXLAhTbqaPFFmR69OhBjx498qwXHx9v9LONjQ3vvvuuYZKsqEjuMlEaFOcXncqVK2NpacmmTZt46aWXci2iOXv2LHZ2dtSoUaPQXlO/uOfy5cu4u7sbXsfch3p0dDT9+/cnICDAcE2/eVufZf3hFVcODg40aNCAf/75h4YNGxqup6amMm7cOLp27Urt2rVp0aIFoaGhXL9+3dB7OXv2LBcuXDDbswwMDGTv3r1Ge/sOHDhgNJwVHR2Nl5eX4Qs2wNWrV0lISDD6UvFw26OjowkMDKRDhw6Ga7GxsSQlJRVLVvlin/gvqezs7Aypa4QQuVlaWjJjxgzGjBlDz549GTBgAB4eHqSnp3Pw4EHCwsKYOHFinnOt+dGiRQvKlCnDRx99xPjx40lNTWXZsmVUqFBB8Tm+vr5899131K9fHxcXF/766y9CQkLQaDSkp6cD94OKRqPhjz/+wMPDg0aNGjFu3DhGjBjB1KlT6dy5M1lZWaxdu5aEhASmTJkCwGuvvca2bdt4/fXXGTNmDNnZ2SxatCjXcu6Hvfnmm+zevZuhQ4fy+uuvc+PGDZYuXWr0PF9fX1auXMnatWtp1KgR58+fN8y16NsN94cqT548aVjE4Ovry08//cSWLVt45plnOHXqFKtWrTJ6v4+TBBkhxCPr0KEDX3/9NZ999hmrV6/m5s2b2Nra0qBBA5YsWcLzzz9fqK9Xrlw5li1bxqJFixg1ahTu7u6MHj2a8PBwxefMmzeP2bNnG1a/1apViw8++IDvvvvOsCekbNmyjBw5kvXr17N//34OHjxI27ZtWbduHStWrGDMmDHY2trSsGFDvvjiC+rWrQvcHy776quvmDNnDlOmTMHe3p5XXnmFPXv2mH0ftWrV4ssvv2TevHmMHz+eihUrMmXKFObNm2eoM3z4cJKTk9mwYQMpKSm4ubnRvXt3NBoNISEhhs1WcX2mAAAgAElEQVTpI0aMYPr06QwZMoQNGzYwdepU7t27xyeffEJWVhbVqlVj5MiRnDlzhn379qHVas3ulSlsGl1xLUspRvr13ub2yRSW4ljmXBr3keRHaXx/phK+KilN+2Qehby/ksvc39NH/dyUQ8uKmCxzFkI8zSTIKCis45f1q3+aNGlSSC0TQojSQ4KMAjXHL6vZCKdf/VPaUtMIIURhkCCjIDg4mKCgIKPlgw+ToTAhhDBPvl4rUJPqX3b8CyGEedKTUaCmlyJDYSI/nsKFnKIUKaq/nxJkFMiEvShM1tbWxbIRTgi10tPT89xE+igkyCh43L2U4s6mK4pWlSpVuHjxInfv3pU/Y1Gi6HQ67t69y8WLF6lSpUqh31/GeUqIkpJNVxSN8uXLA3Dp0qU8061nZWUV6tlIJY28v5LH2toaFxcXw9/TwiRBRsHj3qkviwiefOXLl1f1jzg6OtrsEROlnby/p4sMlyl43MuTZRGBEOJJJJ9oCqRnIYQQBSc9GQUWFhbEx8c/1mylQgjxpJFPUAWFlVZGCCGeZhJkFAQFBREQEGD2ZMyoqCgWLlxIVFTUY2yZEEKUHhJkFMTGxhIREUFsbKxiHX2G5uI40lQIIUoDmfhXoGbiv1mzZvTo0aPUHaAlhBCPi/RkFKhZUhwTE0N4eDgxMTGPsWVCCFF6SE+mAGSZsxBCmCdBpgD0vR0hhBCmyXCZEEKIIiNBRoGaPTA5OTl8/PHH5OTkPMaWCSFE6SFBRoGaPTBLliwhKiqKJUuWPMaWCSFE6SFzMgoSEhIMZfPmzU3WGT58OBqNhmHDhj3OpgkhRKkhQUZBr169sLS0NLvj397entatW2Nvb/8YWyaEEKWHDJcpsLOzo1+/ftjZ2SnWedzHAQghRGkjQaYA9PtkmjRpolhHkmgKIZ5mEmQKQE1WAOntCCGeZjInU8QkK4AQ4mkmQaaISVYAIcTTTIbLCqAw51tk7kYI8SSSIFMAhXlomczdCCGeRBJkCkCfTsZcWhm1PRQ1K9WEEKK0kSBTABqNxqg0RW1vx9LSEq1Wi6WlZaG2UQghipMEmQLw8/Nj8uTJZif21R7RXJhDb0IIUVJIkCkANftk1B7RrCYYyeIAIURpI0GmALRaLWFhYWYDw5EjRwgPD+fIkSNm76WmVySLA4QQpY3skymAzZs3s2PHDjQaDf379zdZR83iAFC3n0Y2dgohShvpyRRAUFAQAQEBZjM1//3330ZlQagZnhNCiJJEgkwBxMbGEhERQWxsrGKdnj17EhAQQM+ePR9jy4QQomSQIFMAjRs3pkePHmaHr44fP05ERATHjx83e6/CmtTX6XQkJCTI4gAhRIkgQaYA1Ezqq52TKawlzIcPH2b79u2yOEAIUSJIkCkANcuO1e6TUVsvL02aNCE4OFgyBwghSgQJMgXQuHFjXF1dzQ6X/fDDD0alErX7afJiZWWFp6enLA4QQpQIEmQKYPbs2Vy5coXZs2cr1ilXrpxRqSQmJobw8HBiYmIKtY1CCFGcJMgUwKRJk3BycmLSpEmKdVq3bm1UKpGjnIUQTyIJMgWwa9cukpOT2bVrl2IdGxsbo1KJHOUshHgSycB9AdSqVcuoNKVp06Y0b96cpk2bFvj1ZMe/EKK0kZ6MgqysLIYNG0ZWVpZiHTWp/rdt20ZkZCTbtm0rcJtkx78QorSRIKNg9OjR3Lp1i9GjRyvWOXDggFFpiru7u1EphBBPkxITZOLi4vD29ubKlStm6+3YsQMvL69c/82aNatQ2+Pv729UmuLi4mJUmvLTTz8ZlUrUZHQWQojSpkSMu5w9e5bhw4eTnZ2dZ91Tp05Rs2ZNFixYYHS9UqVKhdqmV155BQcHB7PJLz09PY1KUzp16sSqVavo1KmT2ddTk9FZCCFKm2INMtnZ2WzZsoVFixZhbW2t6jnx8fF4e3sX+eS3nZ0d/fr1M1snICAgz4l4/XHKeR2rHBQUxOXLl80GNZ1OR1RUFP7+/mbngYQQoqQo1uGy6OhoFi5cyOuvv85bb72l6jmnTp3Cy8uriFumjpqJ+I0bNxqVStQk0lSzhFkSZAohSpJiDTIeHh7s3r2b0aNH5/lNH+DatWvcvHmTkydP8p///Advb29eeOEFwsPDC71tGRkZDBw4kIyMDMU6auZR1MztwP0e2oOlKWo2bEqCTCFESVKsQaZSpUpUrFhRdf1Tp04BkJiYyNtvv82aNWto2LAhU6ZM4ZtvvinUtg0dOpSsrCyGDh2qWEc/j7J582bFOt7e3kalktq1axuVpqjpOUmCTCFESVIiJv7V8vHxYfXq1fj7++Pg4ADcT9dy8+ZNli5dmu+DwcwdNtanTx82btxInz59iI6ONlmnRo0aODk5UaNGDcU6FhYWuLm5YWFhoVgH7s/Z1K1bF0tLS8V6Op2O06dP4+npaXZOxtPTk6NHjyo+/iQw97t8Esj7K92e9PeXH6UqyDg7O9O+fftc19u2bcuhQ4dISkrC2dlZ9f18fHywtbU1+djy5csB+Oabb1i/fr3JOosWLSI5OZmIiAjF/GWLFi3i8uXLHDp0yGyOs02bNpGQkMDZs2cVV5dFRUWxfft23n77bfz8/BTvFR0dXeBsziWZvL/STd5f6ZSZmWn2i7mSUhVkjhw5wpkzZ+jdu7fR9czMTKysrPLMdJwf+p3+5nb8+/n5ERERYfYDf/jw4Wg0GoYNG2b29YKDg9FoNGZXl0laGSFEaaN6TqYkrFaKiYlh2rRphrkZuD/5/t///pemTZuqXgatxkcffYS1tTUfffSRYh19L0ipNwRgb29P69atsbe3N/t6NjY2aLVas4k0Ja2MEKK0UR1k2rRpw9y5c/M8q74wJSUlERMTQ2pqKnD/2767uzujR4/mhx9+YO/evQwfPpyEhATVS6DVcnV1RaPR4OrqqljHz8+PyZMnm+3JREREsHDhQiIiIsy+3qZNm9ixYwebNm165DYLIURJozrINGvWjK+//po+ffrQqVMnli1bxt9//12UbeO3337j5Zdf5sSJEwA4OjqyceNGfH19mTt3LuPHj+fu3busX7+eRo0aFeprv/HGG2RlZfHGG28o1tFoNOzdu9fsJLya/GYAFy9eNCqFEOJJoDrILFmyhEOHDvHxxx/j4eHBunXr6Nq1Kz169GDdunVcvny5QA0JDg4mPj7eqOegvxYQEGC45u7uzieffMLBgwc5evQoYWFhZnsSj6pv375GpSmLFy8mKiqKxYsXK9bRL9HOa6l2ixYtjEpTJL+ZEKK0ydc+mTJlytC1a1dWrVrFoUOHmDNnDtWqVWPVqlV06NCBAQMGsGXLFlJSUoqqvY/NwYMHjUpT9MHvwSD4MLVpZS5cuGBUmqJmX44QQpQkjzyD7ODgQJs2bcjJyeHevXvs27ePI0eOcOTIEebNm0fv3r2ZOHEidnZ2hdnex0ZNYsvAwEDKlCljdrWXPqt0Xtml1RyApia/mRBClCT5DjI3b97kp59+4qeffuKvv/5Cq9VSv359Jk+eTJcuXbCwsGDLli2sXLmSq1evsnTp0qJod5Fr3bo1ly9fpnXr1op1LCwsiI+PN3vq5ahRo5g/fz6jRo0y+3pqDkA7duwYERERtG7d2mzvSQghSgrVQearr75i165dREdHk5OTQ/Xq1Rk2bBjdunXLlQpl9OjRxMbGsn///kJv8ONy5MgRwsPDqVOnDs2bNzdZ56uvvmLHjh0ADBgwwGSduLg4EhISiIuLU7wPwO+//24oW7VqZbLO6dOnDaUEGSFEaaA6yHzwwQdUrFiRfv360a1btzxXc9WtW5dq1aoVuIHFJScnx6g0Rc0QV0JCgqE0F2TUHIDWq1cvLC0tZbhMCFFqqA4y69ato2XLllhYKK8VyMrKMmwmnDhxYsFbV4z02ZfNZWFWM6lfs2ZNo1JJnTp1jEpT1JxxI4QQJYnq1WUzZ87kt99+U3z8hx9+4Nlnny2MNpUIq1atMipN8fX1pWzZsvj6+irWOX/+vFGpRB+8zQVxNUuY5TwZIURJotiTSUpKMtpsefHiRY4dO2YyP5hWq+WXX34xm+ertPnggw94//33ef/99xXr6DeDjh8/npCQEJN1nnnmGaNSyYNLplu2bGmyjpojmvXnydSpUyfPM2yEEKKoKQYZW1tbJk2axPXr14H7q57WrFnDmjVrTNbX6XR07ty5aFpZDOrUqYOLi4vZ4avq1atz69YtqlevrlinefPm9OjRw+x8DNxPpJmYmMjw4cMV66gZemvcuDEBAQGSRFMIUSIoBhl7e3tWrVplGHp599136dOnj8nDsCwsLHB2diYwMLBIG/s4TZo0iStXrjBp0iSWLVtmso4+p5q+NCUmJobw8HA8PT3N9iy+//57Ll++zPfff6+4Us3f35/mzZubvc+RI0eIiIjgyJEjeQY2IYQoamYn/r29vQ0nOl66dInnn38eLy+vx9Kw4ta5c2c+//xzs72z8uXLG5Wm+Pr6UqdOHbPzNgDZ2dlGpSlff/01kZGRfP311wwcONBkHf18jaSeEUKUBKon/kePHv3UBBjAcFCZ0oFlAPHx8UalKUuWLOHMmTMsWbKkwG36999/jUpT/Pz8CA4OLpJ8bkIIkV+KPZkOHTrw7rvv0qFDB8PPedFoNOzevbvwWvcYnb6QzB/H/5fkU+fcjHtZmdjYWLPll3jsbK2ws7GivL01rhXtcXEuS2BgIHv37jU7TKgmJxmoW8KsT0JqLhmplZUVnp6eeZ45o9PpiIqKwt/f32yWASGEKAjFT6KqVatStmxZo5+fZOt/OMmxMzf+d6FMXSgD2cCXP50y+Zwy1i5kObfgekZ5bqdm4uiQ+/AyX19fdu/enedwmZq0Mt27dyckJITu3bvn/YbyEBUVxcKFC3nrrbdk7kYIUWQUg8zGjRvN/vykGdajIZEnr6DfXvLzzz9zMykJZ+eKtG3XnoysHDIys0lOyeRq0l2u3kwj/R5g70FUIgya9V9aN3anW+va1K3hZLivfhl4XmfvPFhPaQmzg4ODUVkQMncjhHgc8pUg89KlS2zatImhQ4fi6OgIwNq1a0lKSmLo0KE4OzsXSSMfh5pu5anp9r8JfMecc3z22Wf06T2EF15okKu+Vqtj0PCJpGjLo7GvTo6mMr9FJ/JbdCLetSvyxks+1KlegbS0NABDqURNGptmzZrRo0cPmjVr9ihv0Yj+VE9Z6iyEKEqqJ/4TEhIICgoiNDTUaE7g9u3bhIWF0b179zznHUoT/THISschW1hoqO3uiHVKHL7Oiax5pyNB7epgX8aaE2dvMnHpPlZuO8rz/+kGwEsvvWT29dQsItAvh46JiVGso3bHv5WVFX5+fnnO3QghREGoDjKLFi3C3t6eH3/8kXr16hmuv/XWW/z4449YW1uzcOHCImlkcVCTl+zcuXOG0rWiPa938+bzac/To60HFhoNu/74hw37UsmxdeXo0aNmX8/Dw8OoNKVJkyZMnjzZ5F4lvaioKLZv305UVJTZ15NTNoUQj4PqIBMTE8Nrr71mMuNw9erVGThwYJ4fbKWJPn2OqTQ6eqaOVi5rZ82Ql3xYNqkdPh4Vuae1Iqvyc1zKqkpOjvIH+s2bN41KJd9++63Zx9XstwE5ZVMI8XioDjI6nY7MzEyzj5vLWFzaqFku7OTkZFQ+qIZreT4c0Qrb1FhAx5kkB6atOcSdNNP53Vq0aGFUmjJz5kzOnDnDzJkzFeuoOTYaIDg4mKCgIIKDg83WE0KIglAdZBo1asSWLVu4c+dOrsfS0tLYunVrnmfMlCbTp083Kk3Jax7F0kJDZYtEbK7vwUKbQezfN5m8/ABXbuZeBKBmo6WaPUsjRozAzc2NESNGKNYBsLGxQavVGo5mMEWn0xEZGSkZnYUQjyxfO/6vXbtG165d+fjjj/n666/ZunUrixYtolu3bly8eJGxY8cWZVsfKzV5yfRZp81ln7awsMAy8xquWRHUcivPxeupvL38AGcu3DKqd+nSJaPSFDs7O6PSlFOnTnH58mVOnTK9t0dPzXDZ4cOHWbhwIYcPHzZ7LyGEUJKvnkxoaCguLi58/vnnzJgxg+nTp7N27VrKly/PunXrzE5IlzZhYWFGpSnW1tZGpSkzZszAysqKWTOmMO/N1jTyrMStlEzeXfU7J87+b/5F31sw12tQs+emSZMmBAcH5/lnoWa4TM1CAyGEMCdf61f9/PzYunUrSUlJXLx4Ea1Wi5ubG1WqVCmq9hWbMmXKGJWmuLq6cuHCBVxdXRXrLFu2jOzsbJYtW8acOXOY+UYgSzb/xf4jF3l/7R+8PzQQ79oVDb9Dc79LNYHI0tISnU5ndlUcqDtlU7/MWQghHpXqnoxeTk4OFy5c4MKFC1y/fp1r164VRbuKnZrVZWrykj0crKytLJjYvxntmlUjIyuH99f+wYmzN7l69SqAoTSlZ8+euLm50bNnT8U6kZGRbN++ncjISMU6IPMtQojHI19BZu/evXTo0IG+ffsyadIkxowZQ+/evWnbti2//vprUbWxWMTGxhqVpqg5MjklJcWohPsLAsb3bUr7BwLNybP3D4c7ffq04r1WrlzJ5cuXWblypWId/fPN3Qf+l7vsSVp2LoQoeVQHmcOHDzNmzBh0Oh0TJkxgxYoVLF++nAkTJqDRaBg7dix//fVXUbb1sdKvlDO3Yk5N/i/9aryHV+VZWmgY17epoUeTUr4lWqvyZlPzqNkDo+b0TLVtF0KIglI9J7N8+XLc3d3Ztm1briGk/v3707NnT1atWsXatWsLvZHF4dixY0blo7K3t+fmzZvY29vneszSQsO4l5uQln6PqJNXyancAXvHRMV7qQkM//zzj6F89tlnFetJ7jIhxOOguidz7NgxevfubXKOwsHBgV69euWZOqU06d27t1FpSrVq1YxKU5KTk43Kh1lZWjDlVX/KW98Fq7KcTKmpuGEzISHBqDRFbQ/FwsKC+Ph4s0N9QghRUIX2CaPRaLh3715h3a7YhYeHG5Wm6DMcmMt0oD+rxdyZLbbWltS1/wdNVhIZObbMCY0g617ubMxq8pupqQPq9smoyW8mCwiEEObka5/Mtm3buHv3bq7HUlNT2bp1Kw0bNizUxhUnNRst1Th+/LhRqSTx37PY3vgNC206J88lsWTzEbRa4w/u6tWrG5Wm6LMq55VdWc0+GdmwKYQoKNVzMqNHj+bVV1+la9euDBw40JAo8+zZs2zatImrV6/ywQcfFFU7H7tKlSpx48YNKlWqpFinWrVq3Lhxw+xwmZr9NgCNGzdm3759BFa/w183ynEg5iJVnMowqKu3oY5+ubi5ZeN+fn4EBwfnub/F1tYWDw8PbG1zn+apFxwcjEajISgoSLGOfsOmzO0IIUxR3ZPx8/Nj+fLl5OTksGDBAt58803efPNNFi5cyL1791i8eLHZ5I6lzYsvvmhUmhIYGGhUmqJfLZbXgW5//PEHALF/7Wfqa/5YWGj4Zu8Zdkf+L5eZmg2bajdjqlnCrN+waS6NjZxLI4QwJ1+fDB06dKBdu3acOHGCxMT7q6Dc3d3x9vZ+4j5k9MdNb9y4kW7dupms89///tdQtm/fvkCv5+HhQVxcHB4eHjT1qsLIYF8+3XaUT7fF4FbJHu/aFVXNt+g3Y9auXZuAgADFempO4tTpdERFReHv749Go3nEdyaEeJrle+Lf0tISX19fOnfuTOfOnWnUqNETF2AAOnfubFSaoibNi4uLi1GpJCkpyaj8T2Atuj1bm+wcHR+tj+Rq0l1+/PFHAENpipoVaGrbLvMtQoiCUowOr776ar5vptFo2LBhQ4EaVFK8/PLL/PHHH7z88suKdcqXL29UmqLvAeTVE3j33XcZP3487777ruHakG7eXLyWyl/x15j92Z+k3bi/DPrGjRuK91F7aNnZs2cNZcuWLU3WkfkWIURBKfZkEhMT8/2fuRxepc2UKVNITk5mypQpinX0iTHNJciMjo42KpXMmDEDnU7HjBkzDNcsLS2Y/Iof1ao4cP5KChkVAtBhfn5Hn+I/r1T/wcHBeHp6ml1dJvMtQoiCUvz0eNJykeVXt27dWLt2reJ8DMCePXsM5ZAhQ0zWUbu6rEaNGhw/fpwaNWoYXbcvY8201wOYtGQfqRmVsCrvQ7167or3UTMMBvf3/5w+fZrw8HD69+9vtm5hkPkdIZ5Oj7QZ8+rVqxw9epSUlBSysrKeyPxXao5fLlu2rFFpipokmoBhNZipVWHulR14a+D9JcnZjo3AQTkvWVpamlGpRE2OMzWbMdWS+R0hnk75CjLR0dEEBwfTrl07+vbtS2xsLJGRkbRr146dO3cWVRtLLH9/f6PSFE9PT6NSiZubm1H5ML/6LrhYnAfgu8g7/Hsl9zHYAFWrVjUqlTRv3pwePXqYzUSgZjOmWnIAmhBPp3zlLhs8eDBpaWm89tprhuuOjo5YWVnx1ltvsW/fviJpZHHo06cPQUFB9OnTR7GOj4+PUWmK2p6MmgUCTiRimfYPWiyZExpJWnruND555UrTO3LkCOHh4Rw5ckSxTlBQEAEBAWY3Y6pNKyPzO0I8nVQHmaVLl1KtWjV27NjBsGHDDB8qDRs25LvvvsPDw4M1a9YUWUMfNzUbEdX0BvTHH+R1DMKlS5eMSlN0Oi3WyX9iSyqXbqSxaFN0rtQzt2/fNiqVqFmFduzYMSIiIsxmopZhMCGEOaqDzJEjRwgODsbOzi7Xt20HBwf69OmT50FZT5qYmBjCw8OJiYlRrKN2+ErNHNC///6LRpcDl/bgUMaaqJNX2fxLvFEd/amZ5k7PBDhz5oxRaYqaA9BkGEwIYU6+5mRsbGwUH8vMzHwiFwCY06hRI5o3b272YLNWrVoZlUq6du1qVJryyiuvAPBa/yDeHuiHRgNf/RxP5Ikrhjo//PCDUalETVDr2bMnAQEBZgOWHBkghDAnX1mYlT647t69+8RlYVazsmrr1q1ERkaydetWxTr6wGwuQMP/loybWzreoUMHypYtS4cOHWharwqvvFgfgEWborl4PRVQN08EGFLOmEs9c/z4cSIiIsxmkC7MxQFCiCeP6iAzduxYTp48ycCBAwkPD0ej0XDs2DG++OILunfvTmJiIiNGjCjKtj5Waj481SwDVjMsBcYnWioZN24cd+/eZdy4cQD0es6Tlr5u3M3IZk5oJHcz7qne/KlPjGkuQaaa/GZqjgwAOXdGiKeV6iDTpEkT1qxZw5UrV5g/fz46nY7Fixfz0UcfkZGR8cRlYVbz4akmMKj5oAZ12Zr1h8LpS43m/vHN1V3KceFqCku3HMHCzH6bBw0bNgwnJyeGDRumWEfNKZtqjgwAWSAgxNNKdZB57733sLKyYvfu3XzzzTcsXryYRYsWsXnzZvbu3UunTp2Ksp2PnZrVZfozdfRlQahZIFC5cmWjEqCsnTXvDW5OWTsrDh27TJrN/QzNec2RhISEkJycTEhIiGIdNQk51QYPWSAgxNNJdZD58ccfGTRoEG3atOHHH3+kVq1adOnShcaNGz+Rex9SUlLo06cPKSkpinXM7dLX03/45vUhfPXqVaPSFC8vL6NSz72yAxP7NQXgtpUnObaueS7CULOE+bnnnjMqTWncuDE9evTIM4mm7JMR4umkOsj8+eefLFq0CF9fX8LCwggODqZz586sXr36iUqMqafPRaaUk0wt/UZGcxsaQV2KGn32ZVNZmAN83Oj7vBdoNGRVbM3tu+aDjJpNm/qNmuY2bKrZ1Anq5mRk3kaIJ4/qIGNnZ0fnzp1ZsWIFBw8eZO7cuVSvXp1PP/2UTp060bdvX8LCwoqyrY/V9OnTjcpHpSZ4ALzwwgtGpSkPnznzsH6dvCiruwmWtmRVakNGlnIvxdHR0ag0xdTw3MPi4+ONSiVqTuKUeRshnjyPtLnBwcGBHj16sGbNGnbu3Enbtm2JiYnhww8/LOz2FZuMjAyj0hQ1qWDUZkVWkxkgr/NrLCw0lLn9J5p7KWRpyvHp1qOKr3vnzh2j0pTevXvj5uZG7969FevUrl3bqFSiZgGEzNsI8eR5pCCTlJTEli1bGDRoEC+++CL79u3D39+fWbNmPXJD4uLi8Pb25sqVK2brpaWl8cEHH9CqVSuaNGnC0KFDza7uelRqPvD8/PyYPHkyfn5+inXULmFWs7pMTa8hPfU2Njf3gfYev/2VyPcHzpqsd+3aNaPSlFWrVnH58mVWrVqlWKdZs2a4ubnRrFkzxTqgLthaWlqi1WrzXBknhCg9VAeZ5ORktmzZwuDBg2nTpg0zZ84kOTmZ8ePHs3fvXjZu3Gj2G685Z8+eZfjw4Xme5ggwYcIEfvrpJ9566y3mz5/P1atXefXVV81O0D8KNRPVauqcPHnSqFSiJhipSbap0+mwuHcbm6Q/Afjs+xMcP5N7DsfDw8OoNEXNkNqsWbO4fPlynl8wHjyJU4kMlwnx5FEdZFq3bs3777/P+fPnGTJkCD/88AM7duzgjTfeMHsypDnZ2dmEhYXRq1cvMjMz86x/+PBh9u3bx/z58wkKCqJTp06sX7+elJQUvvrqq0dqQ0GomahWO5yk5kgAfTAzF9T0fxbujln0bF8HrVbHvC+iuJZ816helSpVjEpT9u/fb1SaUq5cOaNSiZqTOGW4TIgnj+r1pL1796Zbt255DovkR3R0NAsXLmTIkCG4uLgwbdo0s/UPHjyIvb29UR4wZ2dn/P392b9/v9mNhWqknvgdbeb/fxhrNIAGNBo0Gg3Wlapj534/AGSn3iL9n2Oc/fssv/z4AzZXulGnTh3Dc8rWboSF7f2J/tv/nKR+eR1Z54+TcSEOjU0ZLGzssLApg8bGDgvr+5sY1QQQa2tro9IUHx8frly5go+PD690bsDZi7c5knCdj9ZHMu/N1tjZ3L+//liGffv2Kf7e1Mw5jRw5kgkTJjBy5EjFOtHpzbEAACAASURBVKDuJE59z1AI8eRQHWTef//9Qn9xDw8Pdu/eTcWKFfn222/zrH/27Flq1qyZa8y+Ro0a7Nq1q8DtSd6/hXtJplPtOzbvaggy924mcn3HUsoB/WoCx7/j2gPpvaoNX4rN/weZBprr1H9GC1zi0hfGQdTWzQP31xcAEBwUROXTP9OkShZ3jvyCdcWqWDu7Y2nvaPiQz8rKMipNOXDggKEcNmwYb7/ix8Ql+/g78Tafbj3KxP5N0Wg0uLq6cuHCBbO90Nq1a3Py5EmzvbAFCxaQlpbGggUL+OijjxTrVa9e3agUQjwdinVnXKVKlfJVPzU1FQcHh1zX7e3tSU1NLXB77Bu0JCf1FgBXrlzh5IkTeHs3oEqVythWrWOoZ1nWEXvv1ui0WpKTk3GqUIH7YUB3f07EpoyhrlWVmsRdjKdK5UpUrVIJXVY62qx0tFkZWDn+b2lw6OrldLFL5270Lh4c2LKws8fGtTbObfqSnp4OYChNeTgVTLmyNrw3OIC3l+3nt78Sqe3uSFC7OtSvX58LFy5Qv359xXupWWHXsWNHzpw5Q8eOHRXrAJw7d85QPvvss4pt/+qrr+jXr59kdRbiCVGqtl+bm/t4lA+l2NhY4wsOdeH/Y9j8DfMBC75JPMWUKd0hA3gw6WT1Nmi1Wvaf208b3zZGr3/x9D/APwDEZDgS/Y8lzSrWpqNP7g/ixP+/Z2a2js3nNXjXqkpdNycs05KwSLsJGWlk/HOcUy5NKFOmDKmpqbSsYknchtncq1iL7Io10dnYG+734BDXg0kyX2ruyNe/JxH6wwmyUq9y8OBB4P4QpNIciD6gOzg4KCbcfDDRprkFAvpVg1euXFG81759+/jzzz+5evUqbdu2VbwX5J0AtLST91e6PenvLz9KVZBxcHAgMTEx1/W0tDSTPZy8+Pj4KCZ2nDNnDtOmTePDDz9UnIwPCwsjIiICV1dXBgwYYLKO/hiA5ORks/NZv/zyCzG3LLCwqEr3wVOB+0E1JyWJzCtnqfWML2lrNwHgVSYD28QYbBNjAA221byw9wrA3qs5VapUITExkSpVqhi9XrNmoCkTx5ZfEtj+52109+7/0WdkZCi2KzQ0FLgfGJTq7N69+4HXUH5/+uMCHm7Xgxo0aIBOp2PkyJGUKVPGZB24/w+4MOcGSxp5f6Xbk/r+MjMzc38xV6FUjUk888wzXLhwIVeP5vz58zzzzDOF+lpRUVHodDqzO9QfzopsippVY2B6N79Go8GqfEXs6/pjYW2Lt7c3AAll6+DcfgBlnvEFS0syE0+RtGcDF1a+iZ/mImA69Uz/TvUI8HYlLf0e6c7PotNYmd0ceevWLaPSlMDAQKNSyalTp4xKU2JjY4mIiHikv8hCiJKpVAWZ1q1bc+fOHQ4dOmS4lpSUxOHDh2nZsmWhvpaaVP9qklqqWTUG6tLq6yVRlgotg3HrP5NaE9ZTJWgi9g1aobEpw7Vsa8PrZV07T+rJg2iz7y8UsLDQMLF/U2q4lkNn7UhWxVboUF45pmYvjZoVaMD91XcPlKaoTbYphCg9SnSQSUpKIiYmxjCp7+/vT/PmzZk4cSJbt27ll19+YdCgQZQrV45+/foV6murSfU/atQo6taty6hRowr8etevXzcqTYmLizMqASxsy+DQoBUuQROpNSGUyCv39xulpqZyO2on17Z/wr/Lh5O0N4zsOzcoa2fNtMEBkJOJtkw1sh2Vj47WD02aGqLU0w8HmjsdFNQF2+joaMLDw2U8W4gnSIkOMr/99hsvv/wyJ06cMFxbsWIFzz33HAsWLGDq1Km4urqyfv16s5PORSUuLo6EhASjD/2HqfkGD9C3b1+j0hT9/JHSPJLGyhpLGztDHVv3uti4PIP27h1uHfqWf1eM5Oo3C6lw9zxVco6CTkt2eW9+PfyvyfupSXWjJokmqEuJ89133xmVQojSr8QEmeDgYOLj4432beivPXgOvaOjI3PnziUqKoro6GhCQkLy3E1fVNScyaLvffn7+5u9l5rd9WqGrx6cJyrfuAPuQz6m6mtzsG/QCjQa0k79weWN02lhcQbr5PvpW5Z/fZS4c7kzO6vZzf/gqjFz9EuczS11njx5MnXr1mXy5Mlm7yWEKD1KTJApjU6fPm1UmrJt2zYiIyPZtm2b2XupyROmJnPyw4koNRoNdtXq4RI0kRpvrqJC615Y2lfgzD0HrNJOUzbrH+y1qcxd/ydXk4xTzyQkJBiVpqjZSwNw8eJFo9KUcuXK4ejoaDao6XQ6EhIS5MwZIUoJCTIFoObUSzULCOB+ehYnJyez6VnUZE42dxyAVfmKOLftR40xa7hw6/6GToubEYytdIA3Lb9mW8gG0u7+L4ecmgwDaif+1fR4Fi9eTFRUFIsXL1asExkZyfbt24mMjDT7ekKIkkGCTAG89NJLRqUpNjY2aLVabGxszN5r7dq1JCcns3btWsU6tWrVMipNUZNSX2NpZegtuDnaU8VBR2XLFF7M2c2pZWNJiYtQ3VPIa57o/9g777iq6v6Bv8+97CkICoJgDnCLg2GuSs1R5srHzOp5Wlpp5VPOlq3n0caTWZqj+XNkPVraMDRNMycu3ApuQEBkyJRxuef3B89Fjtxz+Sooot/368XrI4fvPed7r3A+57MtWFyeFV2fV2KpLbBVYyBiPUokkpsHqWSqgcjT+XfffcdPP/3Ed999Z/NclpiNrdiNZW6Orfk59erV00g9LFleRQYHgp+bg/1dT3NRdcOrNJ0LP75P8jfTaOZWtaIRVTIizT1XrlypkdYQUbQSieTmQSqZaiBSjDl06FAiIyMZOnSozXNZLB1bFo/I2ADRbLb69euXS8VgpHG3/jiOfI+VlyLJNTtRlHycR5uYcTKoNmMkycnJGqmHiAUyaNAgjbSG6EydqkYwSCSSG4NUMtVg+/btGmmNgwcPEhMTU95WpTqI1K1s3LhRI/WwVoHfpoUfnYaO4u2LQ1l9KYzoTB8KzQqFhYWopSWUFlROOBCZSwOwY8cOjbRGSkqKRlpDZPjZzp07+fDDD6uM20hlJJFcf6SSqQYi7etFZtuLEhwcrJHWcHV11cir5e7OjRnRvx2/X2rPn8q9mO29KS0tJXt3NImfjePijp9RSy9bbiLWHEBBQYFGWkPEKgoKCtJIa4jGbeQkTonk+iOVTDUQiTOIIhKwF3EV5efna+S1MLJPCL3DG4PBjiLfuzApzhQln8BcVFDWI23BBPLjy3q6ifQ3A3j33XdRFIV3331Xd43IZxATE6OR1rD0sauqn53IJE5p7Ugk1UMqmWqQnZ2tkdYQTfHdsmWLRlrjxIkTGmkNkRs1UN4ux1rbHEVRGPdgGIbCFDA6U+x7Ny79xuM38lXs6wdgykrl/PKZpP53Bh7GskLUqiy1+fPno6oq8+fPt7muKkQ6DHTp0oXmzZtXOWXTMonTVqsbae1IJNVDKhkdRJ5gJ0+ejJeXl80K9c6dOzNkyJAqW3+L9C6zpRiulqoactrbGXBI34xSnIVq78k7X8ZgF9yBwKc/on7fx1EcnCk4vpuXQs34O6lVWnM9e/bUSGuIKOQRI0bg5eXFiBEjdNfMnj2bEydOMHv2bJt7EkHE2pFIJPpIJaODyBPsmjVryMrKYs2aNbpr9u3bx6pVq9i3b5/N64m4wgIDAzXSGiKtYECw0FItwTF9I4opn6NnMvnPt3swK0Y8I+6n8TOf4tamB6lFBlILqx4a9+WXX2rktTJ37lyysrKYO3eu7pqajIOJWDsSiUQfqWR0EHmCFanmF30Snjp1Ko0aNWLq1Km6a8aPH4+/vz/jx4/XXZObm6uR1UUpvYRD+kZcnezYdiCFhSsPoKoqdu5eNBgygQXHQUWhqKiIkuw00lZ9jCkno/J5BKwUEVfY2bNnNVIikdzcSCWjg8gTrKOjI82aNbNZiCj6JHz8+HGSk5NtZkT9/PPPpKSk2OxSLFqMeTUYSrJ57YlI7O0M/LbtDN+vv9zLzNevEQD+/v5kblhC3uHNJC54kezd0ajqZVecSKt/kcFmIi5DS5PVis1WrxUZ+JdIqodUMtWgJoPCIi4ekToZ0Wyvli1bamRVtG3mw6RHOmNQYOmaY6zZfgbQxpLq934Ml5Bw1OJLZKz9guT/e43iC2VjBERu/CJWirUJolciMkwOxBSIDPxLJNVDKplqIOIKM5vNLF26tMqJlyKTMUUUiKglI9Jh+Uq6tmvEM8PLhpx99sN+tuw/pxl3YOfhg9+IqTQcPgmjmxdF5+JI+mISmZuWcTGzbBx0RkZlV9rVcOnSJY20hmiG3a5du/jwww9tjtiWgX+JpHpIJVMNRFxhor3LVq9erZHWmDJlCv7+/kyZMsXmnipKPZydnTVSlAFdm/BI/5aoKvxn6R4Ut7JC1IrtcFxbRhE4djbuHe8Fs4mLW3/Eg7LuzrYSDUSSH0JCQjTSGqJp4yLWowz8SyTVQyqZ64xIlT7AxIkT8fLyYuLEibprjh07RkpKis2YRXp6ukbqIVqpb42/9QnhgZ5NMZWqFHjeSamDT6UbtdHJFd+BY/F/9B3q932cc/llFprJZMJcbH32jEjgX8RdJtLxWRQZk5FIqodUMteZiIgIhgwZQkREhM110dHRZGVlER0drbtm2bJlGmkN0a7IIk/xetaOoig8Oagt93Qp6wpQ7HsXJQbrKdPOQa3xDB9Y/n0bD5XEeePLOwZURGReTvv27TXSGpaUclup5aLImIxEUj2kkrnOiNbJiIxyfuONN/D29uaNN97QXSPasFJEGdmKfxgMCi/8LQxDQQIYHCny7U3i+arTpsO8zJTmZXF++UzSVn1MacHl14i4uYxGo0ZaIy8vTyP1EOmg0KFDByIiIujQoYPNc0kkEutIJVMNRFwpYWFhDBkyhLCwMJvnEmnRf/z4cTIzM2tkYJfIaIGqbvpGowGHjK0YLiWD0YnXF2wjNcN2z7RvzxrKOgbYOZB3eDNJC18k71hZF2uR5Id169ZppDVEU5hFsvVExmdLl5pEoo9UMtVAxJUiaslERkYyefJkm3GEX375RSOtITJIDcQsAiFFhBmHjL8wFKaRkV3Iq/O3cSGrsuVjOYe9gyOeEfcT+PRHOAW1oTQ/m7QfPuT8Dx/ibKz6Jm1R1raUdk5Ojkbq4e/vr5HWEJkHVJMuNVVViY+PlwpLcssglUw1EElvFU2BNRqNmM1mmzf9vn37aqQ1RFv9iwTQRSwLAEUtxSF9IyFB9UjLLODVeVvJyNYqmivb2Nh7++P/yJvU7/c0ir0TRaknKRW4r+7du1cjrSFioYBYt+ZDhw4RExPDoUOHdNeIWqsi7N69m5UrV8oYkOSWQSqZaiCiGERTYEVqNrp27Yqfnx9du3bVXePh4aGRtvZVUVpDJNvLgqKaeOvprjQL9CQlI59X520jK+dyFpm19GRFMeDZpT+BY2bRYOjLFJvL3HIOBhVTblaV19RDJBUaKE+ysJVsIRKTiY2NZdWqVcTGxtq8nohbrWPHjgwbNkzW5UhuGaSSqQY3uuL/nXfeITU1lXfeeUd3jYgbDKBVq1YaaQ0Rd1lF3FwceHvMnTTx9+DchTxenb+VrNwyRVNx3POV2NdrgFOjy7Go/v4qSQtfJPfAxmtyG3l5eWmk7n7d3DTSGiIxGdGGnCK/L3Z2drRo0ULW5UhuGaSSqQY3uhr85ZdfxsvLi5dffll3Tf/+/TVSDx8fH420xrWMH/BwdeDdZ+4k2M+dxPN5vDpvK1k5hcLWhQEVLwcVc2E+F36ZQ+r3/7bacNMWoq11jhw5opHWEOl8LdphQHYPkNyOSCVTDWqyGlwkfVdktIDozJkNGzZopDVE0qoLCws1EsDTzZF/PdutXNG8Mm8rqRfKBrtV1U/MjML/nTbge/84DE6uXDq5l8SFE8iJXY+qqkLTSEWtuRYtWmikNUQmcZ48eVIjbe2rKveqDPxLbjWkkrnOiKa3igw3ExktEBcXp5F6iFgW1ekKYFE0Tfw9SErLo6hBH1SjaAsbBfcO9xA45mNcWnRBLSog/bd5pC57B9VUXOWeRN1lRUVFGmkNSxGtrWLamuyVJgP/klsNqWR0qKnaB9G4jUiqs4ODA2az2WaMxHKdqq43Y8YMDAYDM2bM0F0jUm9iywLzdHPk3WfKYjSqvSdFDfpiNtrOequInbs3DUdMpcHgCRic3TA4u2FSbfcjA0hOTtZIPfr166eR1hCxnJo1a6aReohk68nAv+RWQyoZHWoqqC/qhxdZJ9JsU6T2A2Dbtm2YzWa2bdumu0bkZl2VReTp5si/n+uGUpyBaudOcYO+pKTbLtisiKIouLXtQeCY2fj0e6r8eANHlZKL1l1vok1CRVyUlsJXWwWw4eHhREREEB4ebvN6ItaqDPxLbjWkktGhpoK0onEbEX+9SLPNbt26aaQeQUFBGmkNkZobkSd9dxcHHNP+QCm6gGrnytS5W0hItV0oeSV2bvUwupSlZRsVlVHBZpIWvkT2rt80w9FAPIV5wYIFGmkNi2vLlovrv//9Lzt37uS///2vzeuJFuZKJLcSUsnoUFNBfVG3m4i/XqTZ5s6dOzVSD4sFY8uScXFx0UhrWAv8W0NRS3C8sAFD4XkycwqZOncrJxK12V+iysFOgbRCBbWkkIzfvyRlyXRKMlPKf35l4aceDRs21EhriCRSnDt3TiP1qKmiTdnGRlKXkErmOiPqdhOptRB5EhZtkHnmzBmNtMb06dNxdHRk+vTpNs8liqKacEjfSJdWDcktKObV+Vs5fOpyerJoh4Eis8KyBEPZcDRXTwoTjpD0+Utk7/wV1Wy7VqUiIqnOIi1qREcLiPz/iWSXyc7QkrqEVDLXGVG3m0h8QORcI0eOJCQkhJEjR9q8nkgh4qJFiygqKmLRokU2zyWCxToxKiqv/COC7h0aUVBo4o0F29h5xHafNT1cW0YROGY2bm17opqKyVj3Nan/nQGIPeGLWGG5ubkaaY3ExESN1EPEktm1axcrV66U0zoltwxSyVQDEbeFqNutS5cuTJ48mS5duuiuEYnbHDp0iPj4eJu9tkBMqYmMchZNF65opdjbGZj4SBf6RQVTbDLzr693smF3gs3X62F0cafB4BdpOGIqRjcvXEMjgaoz0ECsBU+jRo000hqiFphI+xmRc4n+Tkm3muRmQCqZaiDithD9Qxe5cYhcLywsjMjIyCr9/i1bttRIa+zYsUMjrWFRiraUI1SeX2M0KIx7sAN/6xOC2awya1ksJe76e6kK15BwGo+djXtYn/Jj7TxVii/oWxci7rKBAwdqpDVE28qI1B117tyZyMhImxloor9T0q0muRmQSqYaiLgtavIPXeR6sbGxxMTEVNmscdSoUURGRjJq1CjdNSKWjGi1u7UbsaIoPDqgFU8PbguAqV5niut1EnR2Vcbg5FpumXk7qIwIMpP05USytv54VbGaiog00RTpDA3w66+/aqQ19u3bR0xMjM24jejvlHSrSW4GpJLRoaZcYTX5hy5yPZFWMAAHDx4kJiaGgwcP6q6x1dTSgmhXAFv7eqBnMyaO7gxqKaXurSip340Sk3Wl0KRJE43UI98E+7MUKDWR9edSzn09jeK0s5o1Ii7DhIQEjbR6rfx8jdRDZDCdiCUq+jtVk22PJJJrRSoZHURSikWoSf+5yJpTp05ppB4ivn+RTDXRwsfGjRtr5JX06hSIU/omMJdQ6tKENxZuJ6+gcgqySFacm5sbRWaFtRc98Bv1OnYePhSnniTpy8lkbV6OWlqm6ETbwVSFiLICMReliCVjMBiIi4urMtVbIrkZkL+lOogGc2sKEReIiOITGcQFYokGJ06c0EhriLjUAAoKCjTSGq6GbBzTfkcxX+LQyQwmfbq50jhnkQLRvLy8cunSNIzAMbNw73QvmE1k/fUd6dH6xZfXgmhT0i5dutC8eXObn3n79u3x9/enffv2umtEOj9IJDcLUsno0KlTJyIiIujUqVO1ziMapBVxgYgovsjISIYNG1ZlzYaIhTVlyhRCQkKYMmWK7pqsrCyNrA5eXl4YSi4SxD6C/dxJSstj0iebiTt7eXrnpUuXNNIaVxZ1Ghxd8B0wFv/Rb2JfPwDPyAeE9ySS6i3qovz44485ceIEH3/8se6aOXPmkJKSwpw5c3TXDBkyhBYtWjBkyBCb15PZZZKbAalkdBAZViWCaJBWJD25Jntfmc1mli5dalNheXp68sADD+Dp6am7RsQFBGLV/JYeaReST/Pe+B6EhfhyMa+IVz7byuZ958r3XVFaQ2+Nc5N2BI79GAdfi8tOZaC/mQBn/ZtwRatID5GCTYD4+HiNtMZTTz2Fq6srTz31lO6alStXcvz4cVauXGnzejXl8pVIqoNUMjoMHTqUyMhIhg4dWq3ziAZpRZRRTfa+EnG5iOxJZCYLQEBAgEZaw1JAOnLkSFyd7Zn+VFR5Lc37i3fz3bo4ocwzW/3UFOXyr3xbT+jZQOW5FmYyNy5FNVVOXhBRjqJxKRGraOHCheTn57Nw4ULdNaIp06IWlkRyPZFKRocDBw4QExPDgQMHqnUe0cC/iDKqyUw1kWabIvPtRWppAKKiojTSGn/88YdG2hkNjHuwA08+0BZFgaVrjmHy6Y6qGG1+nqIZb3E5sOWCggJc3PYjSV9OpDBJO4dHxHIS7ZWWkpKikdZIS0vTSGs0bdpUI/UQTQKRSK4nUsnoINLiXcTlVJPFmDWZkhoZGcnkyZNtxm5EXIZjxozBy8uLMWPG2LzeunXrNNIa1tq8KIrCkF7NeO2JSJwdjZicgylq0JfgZq1tXk+EElXh12QDC04YsPduREl6Esn/9yrpaz7HXKSfoHA9sbgmbbkoRRuJijxISCTXG6lkdBg+fDiRkZEMHz5cd01NuZxqAxGFJTIO4IsvviArK4svvvjC5vVEXDxXdgWoSERrPz54vieKKQ/VoT6Hc5tzrEJCQEVEuivD5ZTjhEsGAp76kHp3DgODgZw9a8je9ZvN114vTp8+rZHWEC2APXv2rEZKJLWBVDI6iBQrioxDrstV1yKxhrFjxxIVFcXYsWNtnis0NFQjrWH5jPQ+q2B/D1zS12EoTEU1OjNt7lbW7qh8A71w4YJG6lFRGRnsHfG+ezQBT7yPa+tueEYOKl+nXHMPgqtHJB1adPKniCUjYmmLWOwSiR5Syegg8uTt5OTEqFGjbN4Qbtaqa5Gbi0gtjaurK927d7dZtwJiCssyVtrWeGlnBwWHCxtwKjyFqdTMnOX7mLN8n6ZDgIhCA0hNTdVIAMeGTWg49CUM9mXWlJNBZUKomXBvs+5nJbJvEJta2q5dO420hq+vr0bqIVK4KmJpy7ocSXWQSkYH0QyeuorIzUUkrVrUHSgSrBZpGdOkSRMUVNo2yGHCQx2xtzOwdsdZps3dyoWsstoZkXiaKJ28VRo6wfDGKilLplOcUdl6qMnAv8jQOWvK0Roin6fI+AERi10i0UMqGR0sM1RqYpZKTVGTxXU11dxTdNqjyFP1Dz/8oJHWqOgK6x0exHvju+Pr5UxcQhYTZv3J/vgLNdYuBmBbusKyswp5JVCYcJhzn79E1pYVqKW2M9euFZEZNyJxG4DVq1drpDVExg84OjrSrFkzq7EyiaQqpJLR4Z133sHb25t33nmntrdSTk0mEdRUc0/R2h0Ry/D111/Hy8uL119/XXeNn5+fRrZo7MWsCb3oGOJLTn4xbyzcRpFrK1SqVjJiWVoK+y8a+CjOgFv7u1FLS8jatIykLydTlKzfbudaEfmcRFO0RRpyxsXFaaQ1anKkheT2QyoZHRo2bMj8+fOrzFC6kdzoJIKa7DItUv9x4sQJsrKybPZKO3funEYCeLo5Mv3prjzUNxSzCiWeHSj2uRsPL9sjqK+mP11BqUKDQePxf3g6dl5+lFxIoLTQdtfla0HEChNtyGlR/LYeAETcmDd6pIXk1kIqGR1uxowakRiJyIz4mkQ0seG5554jKiqK5557TnfNL7/8opHWcHd310gLRoPC6P4tefPpKAyUYHZuxAWX7hw+laF7LmdnZ420xpXBeuc72hP49Ec0GPoSLk0vF6kGOqtUNfbZ8v9m6/9PBNHRApYiWlvFtOHh4URERBAeHq675kaPtJDcWtS6kvn111+57777aN++PQMGDGDVqlU21//000+EhoZW+nr77bdrdF83Y0aNSC+q3bt3s3LlypvuiVIkC23SpEn4+/szadIk3TX9+/fXyCvp3LIh/kXbMRSlYcKRVz7bwnfr4ig1V1YAIs02rQXrDfaOuLXuVv59kIvK+BAzTzQ1U5Kpn1ZcU8kktuqJKiKi1GqqR9/NmkUpqX1qVclER0czceJEunXrxty5c4mIiGDKlCmsWbNG9zXHjh0jODiY77//XvP1xBNP1OjeBg4ciMFgsDl290Yj4t7p2LEjw4YNq/KJ8kb70EXcKcePHyclJcVmVpiQ9eHrgUPaevwczqNS1o7m9fnbyMjWVybVwc0OCkwQ4g5JC18i86/vMZsqZ5rZ6ql2NRQVFWmkHiJZdjWVOXYzWv6Sm4NaVTIfffQRAwYM4JVXXqFHjx689dZbDBgwgNmzZ+u+Ji4ujjZt2hAWFqb5CgwMrNG9Pf/885jNZp5//vkaPW91EKlbEe3CfKN96CJZaCJBaJFOxqdPn0ZBpSRlG2893ZV6bo4cPJnO8x9uZPvByxaJaGyjKo7kKPznmIHdmQpqaQkXN/+XpIX/pOCUNhYiGrCvCpGJpQB9+vTRSGsYjUa2b99epQu2qgeSm9Hyl9wc1JqSSUxMJCEhgXvvvVdzvF+/fpw6dYrExESrrzt27FiVRXY1wcMPP6yRNwM16ZK40T50kSw0kaD3sWPHNNIaPj4+5bJjaAM+efkuOoU2ILeghH9/s5M5y/dRWGQSdjuJkF+qsCLRgP+j72Dv2xhTViqpo6gmnAAAIABJREFUy94he7e+VX6tiKQ5A+UPELYeJF566SVSU1N56aWXdNeIuGlF+6Td6JihpPapNSVj6Qx75QRHyy+ptRqAtLQ0MjIyOHLkCP3796dNmzb069evyjjOtdC3b18mT55M3759a/zcNwM32ocuotT+9re/MXToUP72t7/prrE8lFz5cFKRK6d1enk4Mf2pKJ4a3BY7Y1nx5oRZf+LmW5ZRZaty3sXFRSOrwjmoNYFPfoj3PY9idPfGrVVXodddDaKBf5H2OiLnElHsERERDBkyhIiICJt7ulljhpLrR60pmdzcXKDybA1LYNjakCjLL3lSUhKTJk1iwYIFtGvXjilTptgs4LsWauomLOsHyhD5PEWK/kR6e1mriDcYFAb3bMZHE3oS5OfOuQv5JKodKPFoR3ZOru65RFxcV46EVox21Os6hKDnPsPoWtZNWS018VCQmWCXG/d7kJSUpJHWELFAYmJiNNIaovVSojFDya1DraWCWG66V/rDLcetFci1bduW+fPnEx4eXq6cunfvTkZGBrNnz7bZMdkahw4dupatXxXHjx/nxx9/ZNiwYVUO9qpJ9uzZc8OuVVOIfFYVq931eoUFBASQlpZGQECA1c/h0V4ebNivsv1YHibP9mRzB9EbdtDAs3JA3mg0UlJSgtFo1P1MK1oDemscz+4mzEslzEtlb6bC3q2bUJ0qDy9TFAVVVVEURfdcHh4e5OTk4OHhYfP/uWKiiN46i1s6MTFRd03F2JXeGrPZTFRUlM1rQdnft6qq7Nu3r9qxsJuZuvj3d72oNSVjqXO40mKx/MFeWQcB4O3tzd13313peK9evdi2bRuZmZl4e3sL76Ft27bXvVVGhw4daN68OWFhYTfMNbVnzx6bI5pvVtq3b4/ZbGb48OG6GVjt2rXj8OHDPPjgg7pKprCwkNjYWHr27Kn7OURFwAdzl7I5XqHQzp3P117gkf4tGdyrOUaDojmXRYp8pnprzO3a8OXGdfRsoNLJW0XZthCv7iPwjLgPxXj5vVaMS+mdS3RPdnZ2mEwm7OzsdNfVq1ePnJwc6tWrp7tm7969rFu3jg4dOuiu2blzJzt27KB79+4297Rr1y5WrlzJpEmTdBNYVFVl165dhIeH10lFVFf//qqiqKjomh7Ma81dZonFJCQkaI5bZl9cGauBsj5Ly5cvr3S8qKgIOzs7q4qptqnL9QM32tUn4nJZsWIFx48ft1nXIVJgCPDcP4YQzG7u6tSIEpOZr389wtQ5m0k8r+8+s4ZIh2mDgxPrzhuYFWfgcDaoxYVkblhM0ucvcemM/jgJa4g25BQZv5yRkaGR17pGtAYoLCyMqKgom1mGsnvArUWtKZng4GACAwMr1cT8/vvvNGnShEaNGlV6zb59+3jttdc0AUiz2czatWvp1KlTtesPJFpuxjRnkRiCaIHhZ599xvmUJMzJf/LGk5F4ezhx7GwWL370J8v/iKe01IyXlxdAubSGaHsaRVHILFZYctYOv4deK5vGmZGMKdv23JvriUimWoMGDTTSGqKdr/ft28eOHTtsPkjI7gG3FrX6eD1u3DimTZuGp6cnd911Fxs2bCA6OppZs2YBkJmZSUJCAs2bN8fNzY1hw4axePFixo8fz4QJE3B1deXbb78lPj6epUuX1uZbuSWx/LFX1WG5prBYMi1atNC1QiIiIoiMjLSZxSSaTlvx6Tu8tR9zJ9fnq58PsW5nAot+O8rWA8mY7b2ArCrn4BQWFlY5T6aiK8ylWUecx3xE3qHNuLW/q3xNU1eVxIKy0dA3AqPRSGlpqc06GZF6IlFFGxYWRmRkpM3fKYv1L7k1qNVizGHDhvHWW2+xZcsWxo0bx86dO3nvvffKq+z//PNPRo4cyeHDh4GyueeLFy+mffv2zJgxgwkTJlBQUMA333xjsz+T5Nq4GdOcY2NjiYmJsdmaXtRd1rVrV410c7bnhZEdeWtMV3y9nDmZlE2qYxQlnmH4+Qfonke0buXKm7VitMe9wz0oStmfYcnFNB5vaubllmbaeeoPSRNFpK2MSCdqkSJZkVk5UBaviImJkYHx24haDxQ89NBDPPTQQ1Z/NmzYsErtLgICAvjoo49uxNYkNxiRJ1iRJ+aK7jJbxbR6Ey07hTZg7qR7WBJ9lJ83n8Tk0YbYrEvsjUujU2hll5GDgwPFxcVXZclY/XnxJdIKIcAFRjdRSV70GvX7Po5TI/1W/bYQiZOIKEiRGJCl7s0i9fj555/LZVRUlNU1dT3wL9FS6w0yJZKroXPnzkRGRtrM3hHtx3Xy5EmNrIizox1PD2lHw6KdKMVZlODM9IXb+XDJHrJytTfkmupJ5tAgmDnHDfyYWDYkrSjpGMlfTyHtp9mYcvSD7tVBJGlBpN7mrbfewmAw8NZbb9m83sSJE3Fzc2PixIm6a2Tg/9ZCKhlJnULEXebk5MSoUaNsFmwCPPjggwwdOpQHH3xQd01E+yY4no+mlU8uDvZGNsUm8ezMP1i95VR5Z2ex4WdiqCjszDTwwTEDnl2HgNGOvEN/kb5mYbXPbQ2RvYsUwM6aNQuz2VweT9VjzZo15OXl2WyCKwP/txZSyeggK/Vrlpr6PEXcZaLXcnBwwGw223RznTx5EgUV5eJB5k66m84tG5BfaGL+yoO8PHsTcWczy118Vbn6rqZXWpFZof49j9L4mU9wbXUn3ndddvu5GFWUKmbXiCLyeYqsSU5O1kg9AgICNNIaiqKwceNG6Sq7RZBKRgdpstcsNfV5dunShWHDhtm8oYteS6RzcEhISLn0q+/K9KeieOUf4fjUK0sMmPjJZjYcMaEaHKsMZl/LPBn7eg1pOOxlHBqUZcqpqsqoYDPjWpi5w7X6ikaklkYkJmOpa7NW31aRtWvXaqQ1PvroI3bt2iVjr7cIUsnoIE32mqWmPk+RUQYi9TYAQ4cOJTIykqFDh+quuTLeoigKXds1Yt7ke3jwnhbYGRUKHYIo9H8AJ/8umEr1n/YjIyM18loozbuIryMEusDY5mZSV7xvc1DajcJWfKsivXr10khr1NRwN8nNgVQyOtTlSv2bkZpsOFpVq/jY2FhWrVplM24DZb3rYmJibLbK0OsM7eRox9/va82cSffQxNcODA6cLfDn+Q83sufYeavnEi1YtIWduxefnHRkXapCsRkK4mJIXDCB9DWfY8q7eM3nrS7dunXTSD0WL16skdYQKf4sLS3lgw8+qFIRSbd37SOVjKROIdIqXrQwUMS6qipuE+DrRscGaThc+BNXh1KS0vJ48/MdvPn5dhJSczRrLSMFbI0WsHS6sNbxwkJBsYk/zhv44KgB9w69QVXJ2bOGc1+8ZHUipy1qanCbyMRS0euJ1PfMmjWLXbt2VZloIN3etY9UMjrIJ6CbE5FW8SITREHMuhKJ2/z11yaMhedwTPmFx+9vg4uTHXuOpfH8f/7ksx/2k51XNiZZpKhRdLQyQK5Jwff+5wh8+j+4tOiCe1hfDHZlylA1l+JkX/a+bKVWiwyKE2Hjxo0aqYdIfEckTiSabCHd3rWPVDI6yCegmxORmExNujqDgoI00hqWosKuUZEMu7s5C6b2YcCdTUBVid52hqf/vZ7/ro9nxN/Kio5HjRqle67s7GyNtIanp6dGOvgG4fe3aXj1Glm+Jnf/Rp5vVkT7emZQbVt0NYFo084rB8pZY/v27RppjZ07d2qkHkajEbPZXO3x0pJrRyoZHeQTkATEihXbtm2rkfXcHXlueAc+mXg3XVo15FKRicXRR1m2oxSTazOyLuorED8/P420hp4isrSnAcg7soX6jvBwsMqYO4qvutPz1SI6QdTSKd1Wx3RLoa2tglsRawfERkfLB8rri1QyOsjAvwTKbnRDhgypcm5LRWkh2M+D6U9F8e4zd9I0wJNLJQZKvKP444Qn2w8mW31yFukeEBgYqJHW8B/1OiuTjOSUQGMXSFn6JinL3qEo+YRmnUj8Q4SCggKN1MMy2uPKER8V2bx5s0ZaQ0QZA8THx2ukNUSzESXXhlQyEokNRGbcVKWIOrTwZdaEXkQGF6CYcsnMM/Pvb3Yx8ZO/2B+vbfMvkrRQcRKnHorBSEwGfHDMwNoUBcXBmUun9nHu6ykUnLr8XkTShUWsOVFElKiItbN3716N1EOkI7fo6GjJtSGVjERiA9HO0FWlTBsMCnd1aoxjyq/07eBKPXdH4hMu8tqCbbw6bytHT2cClE92tTXhNTc3VyNtUWJW2JhmIGjcZ3hGDcahQROcm7Qr/7mjoeo4hIhrSlQRiSQaiFxP1D1nGYJokdaQlsz1RSoZicQGIoFj0eJBg8GAgpkuzV34fFofHhvYCldnew6cSGfynM1M/3w7/QY/gqurK88995zueUSC55Xeh4sH9Xs/RsCT76MYyt6LKS+Laa3NDA80U8/++o8VAP3O1xWpyWJMacnUPlLJSCQ2EAkKi9aabN26tVw6OdoxoncIX7zal5F9Q3B2tGPvsTSmf7mXTOdw/jN3ke55XF1dNfJq9mVRMACFZw9jb4Dw+ioTW5rLCjpzs2yeUw/R1GuR2M2lS5c00hq9e/fWSD22bdumkdaQlsz1RSoZicQGIu4y0bocyxC1isPU3JzteaR/K754tS8P3tMCo0HF7BxAbEYQb32xg2NnMyudp2I/NVtUVSDp1qY78866EpulYFQgZ88aEj97jow//o/S/MuZayIV+DWJiNJetmyZRuoh4n4U7RAhgkhHitsNqWQkEhuIZBmKZiImJiZqZEU8XB34+32t+WxiT5wvxePoYGT30fNM+mQzr8/fxsGT6eU3LtE+YSLWRVJ2Id8nGPg43oBLaCSqqZjsHT9zYfW88jVpaWkaaY2r6TBdFSLJD02aNNFIPURqbkTcc6K1NCIdKW43pJKRSG4QIjfGuZ/8B9J30UzZxYjeLXB2tGPf8Qu88tlWpszZwq4jqTRv3gKAFi1a2Lze1cQ2zhcq+D04mYAn3seleWfq3Tmk/GfeDirudrZvrlfTqaAqRJIITpw4oZF6iMzCETmXaC2NSEeK2w2pZCSSG4RIptPLL7+Mm5sbUya+yGMDW/PVa315+N5Q3JztOXomk7e/jGFdvBsmlyacP69vWcC1DVNz9G+G38hXcApsWX5sUIDK5FZmHghQr9uEzoqIZJeJ9IEDsXRvkTEFosXZIh0pbjekkpFIbhDDhw8nMjKS4cOH666Jjo4mLy+P6OhoANxcHBjVryVfvtaXJwa1wdvDkYJSJ0rqd2N3RlN+2XyKwiLrN2PRzsi2UEtLMGPA3gB3+phJ+Oy5sgSB7AtVv/g6IpoyLWJhnT59WiP1rieLs68NqWQkkhuEyGgBvZRbFyd7ht7VnC9e7UuYfy5KSQ4lOLFw1UEef+d3FkcfJSunUPMakaf4qupNFKM9i0/DrDgDBy4qUFpKzp41JHw2ngu/zceUd23ZaNVFtK2MSHeEpk2baqSkZpFKRiK5QYi4XKp6Qre3M9LctxTH1F/oGpxPy2Av8i6V8N/18Tzx7jo+/m4vp5PLMsN8fHw00hoiN1gXFxfOFyqsuuBG4JiPcG3THcyl5B34E/4XCK/JwL9IdllqaqpG6iFSU3QtbkWJOPJTlUhuECIuF5Hx0s2bN0cBenUO5oMXevL++B50bedPqdnMH7sSeeE/f/LqvK1s2n0aFdixY4fuuUQyx2bMmIGdnR0zZszAwTeIhkP+SeDYj/G57xns3MtSg11dnBkSYKZ5Pf12MaKIdAUQHVEgooxEstlkp+ZrRyoZieQmwmAwcO7cOZtP1eHh4URERJTX27S6w5tX/hHBgql9GNSjKU4ORg6cSOeiawRFfg/g6NeZ/EslVs/VsGFDjbTGkiVLMJlMLFmypPyYg08g7u3uKv++qV0eUT4qj/plk7zkDQpOxl7XG7LoYDqRRpoiBZuyU/O1I5WMRHIT8d133xETE2NzSNqKFSvYuXMnK1as0Bz393FlzJB2fP1GP558oA0u9qWo9u4kXGrEP95ey2c/7OfsFdM6RboiixQ0JpU4svG8QqG5rJNA6nfvcu6ryeQd3YZqvpxCfeUsnOtNTk6ORlpjzJgxeHl5MWbMGN01otllshizMlLJSCQ3EcOGDSMqKophw4bprqmqH5ebsz1DejVn3H2+OKRvItjXjsLiUqK3nWH8BxuZ9tkWNseeo8RkFu7tVVFaI/ViPmtTDcw4bMD77tEYXT0pTj1F2o//IXXZO+XrRIay1SQZGRkaaY2FCxeSlZXFwoULddeIZpfJYszKSCUjkdwgRPz6Tk5O9OrVy2bx4JXuMj0UwHgpiZHdPJgz6W4G3NkEZ0cjh05m8P6S3Tzx7u8ovuGYja706tVL9zyDBg3SSFsUmRXq3TmMxuPm4dP/aezqNcAl5PI+nQwqzsab6ylfpGjVbDazdOnSKt1zshizMlLJSCQ3iJry6+u5y65k+fLl5TLYz4Pnhnfgmzf68ezw9gT5uXMxt4gd8YUUNRrMuiMGth9MxlRa+SYqYsn4+/trpMHeEY/O/Wn87Bw8Ot1bvq6Hr8q0VmYeCDBTkplydW/8GhCZTSPCt99+y08//cS3335rc50sxqyM/CQkkhuExa9f3W6/w4YNQ1EUhg4danPd4MGDWbBgAYMHDy4/5uJkz8A772BA1yYcOZ3J/GV/ciZDITY+ndj4dLzcHekdHkTfiCAa+boBYkF2vfYtZV2fL3d+9nFScDCq3OmjkjjveVxCwqkX9QCOgS2r7GJ9LYjUCol0D0hOTtZIiTjSkpFIbhAifn2RwLGTkxOjRo2y6VID6NWrF5MnT7bqClMUhTZN6/PBy/cxvGMRfx8YSuOGbmTlFrFiw3HGzvyDqXO3sGF3Ap06RwAQGRmpey1LH7Wq+qktP2fPrDgDe7IMYDRSEL+T5EWvkfzNNC4lHLb52mshKChII62Rnp6ukdZ49tlnCQkJ4dlnn63ZDd4GSCUjkdxE1GTgWGTgmqOjI61DmzH8nlDmTrqH98Z3p3d4YxwdjBw+lcGsZbHMXZNFsVckK6O36So/kQA7lFXony9UWJ6gEDR+PvW6PYjB2Y2i5OPwP0tJdACaCGfOnNFIa4gUrR49epT4+HiOHj1a7T3dbkglI5HcRNRk4FgkBrRr1y4+/PBDdu3ahaIotL6jPhMe6sSi6f0YP6IDocFemLGj1K05p0vbMnbmH3y3Lo7zmdqhYyUlJRqpR8WOBnZuXnjfNYqg5xfSYPAEnILbAmUB+L81NjOwYQklmdVzT4kUbVrmyNiaJxMfH6+REnGkkpFIbiJqMnAsUtuhl1nl4mRPv6gmfPhCT3o3y8Iu5zBOdqWkpOezdM0xnvrXOqbO3cLaHWfIu1TCsWPHAMqlHiNHjtRIKEsScGvbozwm426nEual0s23LG6T8t27FJzYi6razuyyhoeHh0ZaQ6RgU3R+jQi3W/cAqWQkklsU0RhQRWkNL1cF++x93Ncql7ee7krPjgE42Bk4fCqDOcv38+j0NTg1vZ9S58ZERt1pc0/r16/XSGvkmhQ+jTewK0NBsXPg0slYUr//F0nzXyB712rMxfpjma9EJGAv4lITdeGJxNQqWo+2znOrKCKpZCSSOkZN3oC2bNmikdZo3rw5AC1aNKdTywZMeqQLi9/qz4sjO9K+uQ+lZjPn850p9unJluRgZn8Xy964NEqtpENnZWVppB4phQo/JBkIen4h3vc8ip2HDyWZKWSsX4S5qNDma68W0RY1IuzcuZOVK1eyc+fOal3vVmpjI5WMRFLHqMkbUFRUlEZaIyIigiFDhhAREVF+zMXJnj4RQfzr2W58/fq9eJceRynOpKDIxPpdCUxfuJ1/vP07837Yz6GT6ZjNZQqxfv36GlkVRhd36nUdQuNxn9Fw+GS8e43Ezt0LBwcHFFRGBkN+/C5N6xrN6wUsEJG2OcePH9dIPeLi4jTSGl26dGHy5Mk2m6CKtrGpC8g6GYmkjlFT9TYADg4OGmmN2NhYVq1aRfPmzTWKxkJ9T2e6t/Fk3bpoonr2x6/FnfwVm8S5C/n8tu0Mv207g7eHE906NOJcZikKtrsiK4qCqqqauhnFYMS15eUUapPJRCsP6FivlPPLZ2Ln4YN7x764d+iNnbtX+TqRav4WLVqQkJBgM/363LlzGqlHSkqKRlrD4sa0hciauoJUMhJJHaMmb0CWp2pbCkvEvWOZI+PjYcfD/Voy6t5QTp3LZvO+c2zen0xaZgG/bD4FDfqCqQAfp1wOnkinddP6GA3aIkyDwUBpaanNTtROTk6czs9n3QVHBoR4YcpKJWvTMrI2/xfXkHDcO92Lc5P22NnZYTKZbMal9uzZo5HWEJ05M27cOGbOnMm4ceNsrrudkEpGIrmNEVFYnTt3ZsiQIXTu3Fl3zYgRI7hw4QIjRowAyqyRZoH1aBZYj7/f15rjiRfZsj+ZVev3odq5kW5y4ZV5W/F0cyCqrT9d2/nTvrkv9nYGIaVWUFAAKPyRbGLMrE+5dOYguXt/Jz9uJ/nHdlCUcorGz80RUjKBgYFcvHjR5vTMqKgo9uzZY9OtCODm5sbQoUNxc3Ozue52QioZiURik3379rFq1SpatGih25TzwIEDxMTE0L1790qdARRFISTIi5AgLw79+RUJqfm4+LXByacVKen5rN1xlrU7zuLiZEeXVg0pcWqMsTAZVNujlS+f34DLHR1wuaMDptxMcvdvwOjigWIw4uPjQ3ZqIg82gUsJR3Bq3KpS+5rExESNtIbISAS4nF3WqVOn69Impy4iA/8SicQmYWFhDBkyxKZLbdOmTRqpR9r58xhKMjGfj2HB1N58OvFuRt0bSrCfOwWFJv6KPUeJTw8KAx6EwP5EbztNRnbllGW9uTR27t54dX+wvClnYWEhXbxVQh3zSVn8Okmf/5Psnb9SWnB5vkyHDh000hp33HGHRuqxa9cuVq5caTM9+XZDKhmJRGITiyVjqwuzJSHAWmKAHoqi0MTfg4f7tWTOpHtYMK03Twxqg6M5CzBwSanPZz8c4B9v/84/Z/3JsrXHOJF0EVVVhefS+Pv7E5ulcEhtiNG1HiUXEslY9zVnP3ma8z9+SMGp/UKTMUXrZOQo58pIJSORSGwikk6blJSkkXp0795dIyvSyMeNoXc1pzH7cUr+gQbmY0S28cPB3siJpGy+/T2Of87axD/e/h2Df09KnQLx9tEfGw1lWWwXSxTWpigEPb+ABsMn4tysI5jN5B/dTs6eaBo1alR2/f9Ja4imMHfq1ImQkBA6deqku+ZWqoERQcZkJBKJTUSSA4YPH8758+cZPny4zXUi1fXZ2dko5iLU7Dhee2IKRSWl7D9+gZ2HU9l15DyZOYVg1xh8G3NOLeX1Bdvo3LIhXVo1IMDXTRMLyc3NLZeK0Q63ll1xa9kVU04GuQc24hQYSv0Tv5KQkEBrb3uSl76JR4feuLSMxGB3Oa1bJDUZymb9xMfHs2LFCh5++GGra2oyBb0uIJWMRCKpNocOHSImJoaePXvanNjZokULTp06ZbMmxcnJiby8vPJRBo72RiJa+xHR2g9VVTl1LpvXZiwgX6mP6uDDvvgL7Iu/wJc/Q0NvFzq3bECn0Aa0a+5DYWFZdwCLtGDnUR+v7g8C4OsbA0BLxzwKz8RTeOYghrWuuLXpgXtYbxz9mmIylSUhWKQeIuOsb6UaGBGkkpFIJNVGJDkAxNxOgYGBpKenW00ptqRGO+YfpbSgACfXejw+/nX2HE1jb1wa5zMLygtA7YwKZt/eGApTMRamYDarGAyVM7727t0LwPJTJbz1xNPk7NtAcepJcvasIWfPGhwaBOF3qZD9QE5OTqXXVyQ8PJyQkJAqR2PfTkglI5FIqo1ImjNAs2bNOHXqFM2aNavW9crqZKAw/yJ3d27M3Z0bU2pWOZGYxd5jZQonPiELs5MfZic/TITx6Jtr6NDCl7CQsq8GXi4AFBcXA5BbZMKjc388Oven6PwZcvf/Qd6hvyhOS8B4qazY9MKFC5iLLoHBgMHesdK+RNxltxtSyUgkkmojaslkZmZqpDVEWu+PGDGC5cuXlxd/AhgNCqHB3oQGezOqX0vyCooZM+EtChQvVOcAcvIp60Cwr6w1TCMfVzq08MXJtxXZebGa6zk2bILjvU9Sv/djFJzYS1B8Eiz+noceeoic2N/LOgu07Ip7u144BbdBUcpyqIYOHcqRI0eqHI19OyGzyyQSSbURSXMGsYacFy5c0Ehr/PLLLxppDTcXBxq45OOQtZMmxDB/am+eGdqOyDZ+uDjZkZyeT/T2M5wtbk5howc5kN2ML38+xK4jqRQUlg1fU4z2uIZG4uxTlnnm7u5O8YVE1OJC8g5sJGXpmyTMeZbMjUspTk/i4MGDxMfHc/DgQd193W4pzNKSkUgk1UbUkomJiSmXvXr1srpGpKmlyBq4PKnTVFJCgK8bAb5u3Ne9KaWlZo4nXWR//AVW/LadQsUD1cGbVZtOsmrTSQwGheaBnrRr5kPbZj7kX/rfeUwmGgwaj1e3YeQe3ETewb8wZadxcduPXNz2I86NO1e5L8s8mYkTJ15VXVFdRSoZiURSbURjMlFRUezevdumJSOSLiw67lnPKjIaDbQM9qZlsDe5Zzezdt1yOt3Zn8CQCA6eSCc+IYv4hIvEJ1zkh40nQFVRGvZn/g+xOHq3oPUdPnj3GoVXz5EUJh4l78Am8o5tp9jdH9iH2Wym8Fw8xWlncW0ZhdHZvfzaNTm/pi4glYxEIqk2orUf9vb2GmmN119/nZdffpnXX39dd02rVq04evQorVq1snk9V1dX8vPzcXV11V2TlpaGopai5p/j0QFl5ysoLOHYmSwOnkz/n9LJRHWoTw71eeerGBQFgv08aNO0Pq3v8KZNj8cJ7vckP8z6GCjrHtAiw4m8g3+SvuYLXJp2wK1ND1xCugg1HL2VqHUl8+uvvzLXjQrBAAATAUlEQVRv3jwSExMJCAhg7NixDBkyRHd9fn4+H374Ib///jsFBQV06dKFV199tUZmb0skkmtDtPbDUihpq3nkokWLKCoqYtGiRUycONHqGmdnZ43Uw9vbm/z8fJsDyawNGnNxsqdTywZ0atkAgNGP/p1CPFFc/GnevgdxZ7M4k5LDmZQcVm89DZTV6IQ0vov6TZ24f/hInAqOU5qXxaUzByk4sYeCE3tQ7B0prN+Ug1vjqrT6bhVqVclER0czceJEHnvsMXr06MH69euZMmUKTk5O9O/f3+pr/vnPf3Lw4EEmT56Mq6src+bM4bHHHmP16tW4u7tbfY1EIrk56Ny5M5GRkTaf4kWmZzZo0EAjbZ0rMTHR5rkiIiLYtGmTzfjI6FEj+eabb/jHqP4MHNid4pJS4hOyOHw6gyOnMjl6JpPzmQWczywAmjB5bgxuzva0bHIvbTsOpDWncEuNpSQ5HsfUozzS905C/9emx1xShGK0QzHY7otWV6lVJfPRRx8xYMAAXnnlFQB69OhBdnY2s2fPtqpkdu/ezaZNm/j888/p2bMnUDZ0qXfv3ixbtowxY8bc0P1LJLcDqqqya9cuwsPDdS0QkTVQNmUzJiaG2NhY3Zt68+bNNdIaIhloIJYgINLqpl69ehrpYG+k7f+SAgBKzSpnU3KI/jOWdVv241q/KTmXSth99Dy7jwI4YjB0pV3DrtzpnsSe45f4R3o+gQ09yNkdzcXtq3ANicC1VVecm7RDMda6k6nGqLUU5sTERBISErj33ns1x/v168epU6esznbYunUrrq6udOvWrfyYt7c34eHh/PXXX9d9zxLJ7YhIQ0dLxlRVLe5Fgt5nz57VSGv4+vpqpB7WXGFXcv78eY20xqlTpzTySowGhaYBnoz5Wzd6NDfxzfT+fPXavUx6pDP3d7+D5o3LlNP+FJV58QHszG7Ocx/8yeg31rBn607Ml3LJ3f8Hqd+9y9mPnyTtlzkUHN+DarKd2FAXqDV1afnPunI+g6Xnz+nTp2ncuHGl1wQHB1dqtx0UFER0dPR13K1EcvsiEtQ/duxYubTldurSpQvDhg2zGb8R6f8lasm8++67TJkyhXfffVd3TbNmzTh8+LDNLgSi2WxXWmq+XoH07FjWHqew2MSJxIsciE9l3ZYDlNh5kZ1XzMcFEfgZQwlzOEOYfQL+hRfJO7CRvAMbKQ0OJ3jkJBzs664rrdaUjKU76pVjSi1ZIHl5eZVek5eXZ3Wsqaurq9X1eliKoKZOncrMmTN11xw4cID27dvXyQl3RUVFtb2F64p8fzeWdu3aUVpaqut2sre3x8PDA3t7+yr33qJFC5vn2rdvHx4eHuzbt09XYR0/fhwPDw+OHz9u83ozZ87E3d2dmTNnMnv2bKtrkpKS8PDwICkpSfdcBw8exMPDg4MHD9q8nslkwsPDA5PJVGmdArQIdMe/nsKGHz7mg5kzKS614+S5bE4n53AquRlfpuTgWXKRVvbJtLY/x9bTHhz51xoCfN24v4WZ4KKjuDTrhFNwG02X6BuBpf3O1RaRKmotlZ3+8ssvTJw4kQ0bNhAQEFB+/MyZM/Tr189qXOaJJ56gpKSExYsXa47PmjWLRYsWERsbK3Tt3Nxc4uPjq/8mJBKJ5DYjJCTkqpKsas2SsWzySgskPz9f8/OKuLm5WR2KlJ+fb9XC0cPV1ZWQkBDs7e3rpJUikUgkNxpVVSkpKbFZc2SNWlMyllhMQkICoaGh5cctwT5rs7TvuOMOtm/fjqqqGuVw9uzZKmdvV8RgMMh0Z4lEIrlKLDN+roZayy4LDg4mMDCQNWvWaI7//vvvNGnSxOoo1O7du5OTk6OZxZ2Zmcnu3bu58847r/ueJRKJRHJ1GN988803a+vi7u7uzJs3j6ysLBRF4euvv2blypVMnz6dFi1akJmZSVxcHG5ubjg4OBAQEMDOnTv59ttvqVevHsnJybzyyiuoqsq///3va9KyEolEIrl+1Frg38J3333HV199RUpKCo0bN2bMmDHlbWV+/PFHpk2bxqJFi4iMjATK5n/PnDmT9evXYzab6dy5M1OnTqVp06a1+TYkEolEYoVaVzISiUQiuXWRQ8skEolEct2QSkYikUgk1w2pZCQSiURy3bjtlMyvv/7KfffdR/v27RkwYACrVq2q7S1dF44ePUqbNm1ITU2t7a3UCGazmWXLljFo0CA6duxInz59mDFjxlW1E7qZUVWVb775hn79+tG+fXseeOABm/Pr6zLjx4+nb9++tb2NGsVkMtG+fXtCQ0M1Xx3/186/rrNr1y5GjRpFhw4d6N69O++880554XxV3Dr9pAW4lvk1dZFTp04xduxYTCZTbW+lxvjiiy/4+OOPefLJJ+natSunT5/mk08+4cSJE3z55Ze1vb1qs2DBAj755BOef/55wsLC+Ouvv5g4cSJGo5GBAwfW9vZqjJ9++ol169YRFBRU21upUU6fPk1RURHvvfeeZoCiwVD3n+P37dvH448/zj333MO8efM4e/YsH330EZmZmcyaNavqE6i3EX369FEnTJigOfbiiy+q/fv3r6Ud1SwlJSXqkiVL1I4dO6oRERFqSEiImpKSUtvbqjZms1kNDw9X33zzTc3x1atXqyEhIeqRI0dqaWc1Q3FxsRoeHq6+/fbbmuOPPPKIOmrUqFraVc2TmpqqhoeHqz179lT79OlT29upUX7++We1ZcuWakFBQW1vpcYZPXq0Onr0aNVsNpcfW7Jkidq7d2+h91v31awg1zK/pq6xZ88ePvzwQ5544gndsbV1kfz8fB544AHuv/9+zXFLbVRCQkJtbKvGMBqNLF68uNLQPZGOxnWJ1157jW7dutG1a9fa3kqNc/ToUYKCgqocB13XsHRUGTVqlKaV1+jRo1m/fr3Q+71tlIzI/Jq6TrNmzVi/fj3jx4+vNHOnLuPm5sZrr71WaWTv+vXrAdsTFOsCBoOB0NBQGjZsiKqqpKens3DhQrZt28bIkSNre3s1wvLlyzl8+DCvv/56bW/luhAXF4eDgwNPPvkkHTt2JDw8nDfeeKPOxwzj4+NRVRVPT08mTJhAWFgYnTt3Zvr06RQWFgqd47aJyVzL/Jq6ho+PT21v4Yaxf/9+Fi5cSJ8+fWwOm6pr/P7777zwwgsA3HXXXTzwwAO1vKPqc+7cOWbMmMGMGTPw9vau7e1cF44dO0ZeXh4jRozgmWee4dChQ3z66aecPn2aRYsW1dlu75mZmUDZ7K2+ffsyb9484uLi+PjjjykqKtKdx1WR20bJqP9rbHDlf7bl+K0QoLtd2LNnD8888wyBgYE2Jx7WRVq3bs2SJUuIi4tj9uzZjBkzhkWLFtX2tq4ZVVV55ZVX6NWrF/369avt7Vw3Zs2ahaenZ3lH+fDwcOrXr8+kSZPYtm2bZmR8XcIyCbRTp05Mnz4dgK5du6KqKu+99x7jxo2rNMH4Sm6bO+u1zK+R3Hz89ttvPP744/j7+/PNN9/g5eVV21uqURo3bkx4eDiPPPIIr776avko37rK0qVLiYuL45VXXsFkMmEymcof7Cr+u64TERGhGVkCZZYoXB5NXRexeHp69uypOd69e3dUVSUuLq7Kc9w2Sqbi/JqK2JpfI7m5+Prrr3nppZcICwtj6dKlNGjQoLa3VCNcvHiRVatWcf78ec3x1q1bA1Q6XpdYu3YtWVlZdO/enTZt2tCmTRtWrVpFQkICbdq0YeXKlbW9xWqTkZHB8uXLKyUPWWIWdflByJKObRm9bMFi4Yi4AW8bJXMt82skNw/Lly9n5syZDBgwgC+++OKWsjzNZjNTp07l+++/1xzfunUrUDbutq7y1ltvsWLFCs3X3XffjZ+fX/m/6zqKovDGG2+wZMkSzfHffvsNo9FYKWGlLtGsWTMCAgL47bffNMc3btyInZ2dULHpbROTARg3bhzTpk3D09OTu+66iw0bNhAdHS1WUCSpNTIyMvjXv/5FQEAAo0eP5siRI5qfBwUF1emAsre3Nw8//DALFy7EycmJdu3asWfPHhYsWMCIESPq9BgLa3uvV68eDg4OtGvXrhZ2VPN4e3szevRoFi9ejJubG126dGHPnj3Mnz+f0aNHl2ew1kUURWHixIm89NJLTJw4kWHDhnHo0CHmzZvHo48+KvR3d1spmWHDhlFcXMxXX33F8uXLady4Me+9994tVVF9K7J582YuXbrEuXPnGD16dKWfv//++wwePLgWdlZzTJs2DX9/f1asWMGnn36Kn58fzz//PE899VRtb00iwJQpU2jYsCE//PADCxcupGHDhrzwwgu3xP/fwIEDcXBwYO7cuYwdO5b69eszbtw4xo4dK/R6OU9GIpFIJNeN2yYmI5FIJJIbj1QyEolEIrluSCUjkUgkkuuGVDISiUQiuW5IJSORSCSS64ZUMhKJRCK5bkglI5FUg3vuuYdHH3201q4/derUSj2ziouL63QrGsmthVQyEkkdZuTIkbz//vvl3587d45BgwaVt6SRSGqb26riXyK51ejYsaOmf1RSUhJnzpypvQ1JJFcgLRmJRCKRXDekkpFIBPntt98YPHgw7du35/7772fHjh2V1sTGxvL444+XWxhPPPEEBw4c0Ky55557eOONN/jpp5+47777aNeuHffeey9Lly7VrMvOzmbq1KncddddtG3blj59+vCf//yHoqKi8jUVYzI//vgjjz32GFDWCy00NJRTp04RGhqqcalZ+OCDD2jbti3Z2dnV/mwkEj2kkpFIBPjxxx/55z//ibOzM5MmTSIqKopnnnmG9PT08jVbt27l0UcfJTc3lxdffJFnn32W5ORkRo8eze7duzXn27x5M//617/o168f06ZNw9nZmbfffptNmzaVr5kwYQIbN25kxIgRTJ8+nYiICBYuXKg7DTQ8PJxnnnkGuByradq0KW3atKk04gIgOjqaHj164OnpWRMfkURiHVUikdjEZDKpXbt2VYcPH64WFxeXH//hhx/UkJAQ9ZFHHlFLS0vV3r17qw899JBqMpnK1+Tn56t9+/ZVBw8eXH7s7rvvVkNDQ9WjR4+WH0tLS1NDQ0PVl156SVVVVU1PT1dDQkLUL774QrOXqVOnqn//+9/Lv58yZYoaEhJS/v2OHTvUkJAQ9Ycffig/9tVXX6khISHq/v37y4/t3btXDQkJUVevXl2NT0YiqRppyUgkVXD48GEyMjIYNmwY9vb25ccHDx5cbgUcOXKExMRE+vTpQ3Z2NpmZmWRmZlJYWMjdd9/N0aNHSU1NLX/tHXfcQcuWLcu/9/X1xcfHp9wycnd3x8XFhW+//Za1a9dSUFAAwIwZM/jmm2+uav8DBw7EYDAQHR1dfmz16tW4uLjcEkPDJDc3UslIJFVw7tw5oGw4WkWMRmP5QCrLWO/333+frl27ar4sSiElJaX8tdaGPTk4OGA2m8v//fbbb5ORkcELL7xAZGQkTz75JN9//70mJiNCw4YNCQ8PZ+3atUDZJM41a9bQu3dvnJ2dr+pcEsnVIlOYJZIqsMwxt3ZztygFi3zxxRcJCwuzep6KUyINhqqf7wYNGkSPHj1Yv349mzZtYtu2bWzZsoVvv/2W5cuX4+DgIPweBg0axGuvvcb+/fspLCzkwoUL3H///cKvl0iuFWnJSCRV0LhxY4BK9SeqqpZbOQEBAQC4uLhw5513ar7c3NwoLS3FyclJ+Jr5+fns3r0bRVF48MEH+fTTT9m+fTuPPfYYx44dY8uWLVf1Hvr164eDgwMbNmzgjz/+oF69enTr1u2qziGRXAtSyUgkVdC6dWsCAgJYtmwZly5dKj++evVqsrKyAGjbti2+vr4sXryY/Pz88jV5eXlMmDCBadOmYTQaha95/PhxRo8ezYoVK8qPOTg40Lp1awDdc1mOWywrCx4eHvTq1YtN/9+uHbIoDIdhAH8GJwoaNGl2wbiyom3FFYtTmMVPYNBiXBE0iWJQsSyIFm2CTZCJ2eRn2DDbBNm1A+Hk9Lj/Ce759bF3g/Hw/p85DhzHga7rN/0SkSg8LiP6gSRJsCwLtVoNpmmiVCr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\n", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "plotFundamentalDiagramScatter(project, \"cTimeStep.fundamentalDiagram\", True, 6, 6)" ] @@ -310,97 +216,11 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": { "scrolled": false }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "1.31153677879,1.63591017016,6.31329791983\n" - ] - }, - { - "data": { - "image/png": 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\n", 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\n", 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oa2vnel3UX1gvqyvPeZw6b3kdZ2xszOjRoxk9ejQpKSkcP36cVatWcenSJXbu3MnYsWPzvMbdu3cBmDFjRr75iIuLo1atWgByXX92jRo14vjx4zx79kwjz5UrV8bV1RVXV1dUKhVnz55l48aNhIaGsmTJEgICAgq8/zt37uDh4YGpqSlfffWVnK4e57Njx4482ykgq1q2KCpUqJBn4766PbRixYqFPte9e/fw9fXlk08+wcDAgLi4OADS09NRqVTExcVRvnx5+V9GRga9e/fWOEffvn354YcfCA8Px9TUVGNbQEAAy5cvx9jYmC1btmh0+rCxscmzK/zAgQPx9/cnLCyMDh06FPpeXpcIMkVQ0Be9epuOjg5dunShbdu2HDlyhBMnTnD69GlCQ0PZvXs3wcHB8hdF9gCTXUFPPYWl/oJ82dOXj48P/v7+NG/enJYtW9KnTx+sra1ZtGhRkf9I88q3+nXJmY+cbQV79+7l888/54MPPsDOzo4uXbpgZWXFjh07OHToUJHyUdD7pFKpcgWfoj6hvkzOe4NXf09flreoqCh+/fVXRo0ahZGRkZyur69P9+7dsbGxoWPHjpw9ezbfc6gD1qJFi+QSVk4GBgbyzzlfP9D8vD18+JAdO3bQrl07HBwcNO7Fzs4Of39/+vbtW2CeIGuszcSJE1EoFKxbtw59ff1c1xs6dCidO3fO8/i8gmFB6tSpw7///psrXZ2W/fV9mYiICJKTk/H398ff3z/XdicnJyZPnsyUKVMwMjIiKSkp13utfhDLOXhSPaamQYMGbNu2jbp16xYqT+rzvUoNxesQQaYI1E/2t2/fzrVN3QvH0NCQyMhITE1N6d+/P/379yctLY3ly5ezfft2QkND38jI5mrVqqGvr8+dO3dybduyZQuPHz/G3d0df39/+vTpk6uh9VWqiuLj40lISNCoSvzrr78AaNCgQb7Hpaam4u3tjaOjI99++61G8F29enWR82FsbEx0dDTp6ekaX4hpaWnExsZiZ2dX5HO+re7du8fWrVtp2rQpLi4uubYbGRlRuXJljS/onNSfa0NDQ7kXmlpYWBgqlUqjGlNd8snuzp07VK1alapVq3L//n02b97MkydPNIKMmpaWFh988IFcYs6LJEl4enpy69Yt/Pz8cjWaq/OspaWVK883b94kNja2yA3czZs35+effyYjI0PjM3jlyhX09PRylSYK0qZNGwIDA3Ole3t78+TJE5YvXy7fk7m5OYcPHyY+Pl4jmKtrTurUqSOnrV+/Hj8/P5o0aUJgYKBcusxu3rx5XL58mZCQEI2HG/X3Vn4PEiVFtMkUgbm5OTVr1mTPnj0kJCTI6QkJCezevZuaNWtSrlw5uaeNmq6urtwrJa+n3JKgra2Ns7MzJ06c0CiRxMfHs2XLFu7evUt8fDyQ+4nvxIkT/PXXXxr18IWhUqk07jsjI4Nt27ZRoUKFAmcHSElJITk5mUaNGmn8cV+9epXw8HD5XPC/16+gaqaOHTuSkJDArl27NNJ3795NYmJirnEG77KOHTtSsWJFuedVTr/++itPnz7VaOcrV66cxuvXunVr9PT0CAgIID09XU5/+PAhEydOZMWKFRpfVseOHdOocrx+/TqhoaF06dIFyPpStLOz49ChQxrdtNViY2M5deqURp5yWr16NceOHWPy5Ml5vl+1atXCwsKC/fv3a1SrpqenM2/ePKZOnVrkz2/Xrl1JSkpi//79clpcXBw///wzXbt2zbfmIS+1atWidevWuf4ZGBigp6dH69at5SDTq1cvMjMz+fbbb+XjJUli+/btGm15f/zxB2vXrqVRo0Zs3749zwADWb3hrl27xpEjRzTOt3HjRrS1tXO1QZY0UZIpAh0dHRYsWMD06dPp168f/fv3B+D777/n33//Zc2aNVhbW2NnZ4evry/379/HzMyM+/fvs3PnTho3bvxGp2KZOXMmbm5uuLm5yZ0VvvvuO5KSkpg+fToNGzakbt26+Pn5kZqaSu3atblw4QL79+9HT0+vyHMclS9fnjVr1nD//n0aNGjA4cOHOXfuHJ9//nmugYLZGRgYYGVlxb59+6hUqRIffPABN27cIDg4WK5CSExMxMDAQG4/OXjwIJIk5fn07ubmxv79+/H29ub69etYWFhw6dIl9u3bh5WVFW5ubkW6r7dZlSpV8Pb2xsPDg549e9KrVy+aNm2KSqUiMjKSn376ic6dO9OjRw/5GENDQyIiIggMDMTGxgYrKys8PDxYsmQJAwcOpHfv3mRkZLB7925SU1OZM2eOxjUVCgVDhgzB3d2d9PR0tm3bhqGhoUY39W+++YYhQ4YwatQoPvroI+zt7dHX1+fGjRvs378fQ0PDfNuAfvvtN/z8/GjcuDFKpZJDhw5pBMUaNWrg7OzM/Pnz+eSTT+jXrx+DBw+matWq/Oc//+H8+fPMnDkzV1vby3z44Yc4Ojry5Zdfcu/ePYyMjNi5cyeSJDFp0qQinaso2rdvT7du3fDz8+Pff/+lRYsWHDt2jNDQULy8vOTSzcqVK5EkiQ4dOhAaGprrPDY2NtSvX59PP/2UQ4cOMWvWLNzd3albty6//vorZ86cYebMmfl2pS4pIsgUkXpCug0bNrB+/Xq0tbWxsrJi8eLFcjXM+vXrWbduHcePHycoKAgDAwO6dOnCtGnTChwfUNxMTEwICgpi5cqVBAQEUK5cOSwtLVm6dKlc9Pf398fb25vt27cjSRINGjRg3rx5ZGRksHjxYi5duoSFhUWhrlelShWWLl3KN998w65du2jYsCHLly/P1aCZl9WrV7NkyRJ++OEH0tLSMDY2ZuzYsZiYmDBlyhTOnDlD165dMTExYdiwYezbt4+LFy/i6OiY61y6urps3bqV9evX89NPP3Hw4EFq167NuHHjmDBhQp5tCu+yLl26sG/fPgIDA/n999/Zt28f5cqVo0mTJsyfP59BgwZp1Pd/+umnxMTE4OPjg6urK1ZWVowYMQIjIyMCAwPx9fVFX18fc3Nzli9fnms8Uvfu3alfvz4BAQGoVCqcnZ3x9PTUeLJu2LAhP/74IwEBAfz+++9yD7W6desyaNAgxo4dm++Dx8WLF5Ekidu3b2sELjUHBwecnZ2xtrZmz549rF27lsDAQDIyMvjggw/w9vbO8+GjMNavX8+KFSvk8VmWlpasXLmSRo0avdL5CmvFihWYmZnxww8/8OOPP9KwYUON+0hJSZF7y+VVDQdZPVjr169P5cqV2blzJz4+Pnz//fckJSVhYmLC0qVLNWYzeFMUUlG7LRUjlUpFUFAQu3fvJjY2lurVq9OpUyemTJmiUa+fXWRkZK6uqZD1FLJp06aSzrIglGlmZma4uLjg7e1d2lkR3hGlWpIJCAhg1apVjB49GicnJ/7880/WrFnDzZs32bJlS57HxMTEUKFChVzRvKBR04IgCELpKLUgI0kSAQEBDBw4UJ4YrnXr1lSrVo0ZM2Zw9epVeeBZdteuXcPU1JSWLVu+6SyXurS0NLmx/mUMDAzeaNXc++rZs2cajeH50dHRoWrVqm8gR0JhZWZmyuNTXuZlPfDUCjsoukKFCkUaV/M+K7Ugk5iYSO/evXP1dFAParx7926eQSa/4FMWqOc5K4zt27fn2V4hFM2UKVPkHm4FcXBwyHdQoFA67t+/X2APtuyWLFkir09UkJwzVeRHPQZGKOU2mbysW7eOtWvXcvjw4VyLUKlUKqytrXFwcODx48fcuHGDGjVqMHz4cEaOHFksgxjfZvHx8YVepc/c3Fyjz73wai5duiTPAl2QKlWqFLqDhPBmpKamEhUVVah9mzRpkm+X4OxyTo+Un/r167/xXlxvq7cqyJw/f55hw4bRtm1b1q9fn2v7rVu3+Pjjj6lfvz4eHh5Uq1aNo0ePsnPnTiZOnMjUqVMLdR2VSkViYiI6OjrvfWASBEEoDpIkkZ6eTsWKFYs0S8ZbE2SioqIYP348NWvWZNeuXXn2cU9ISODs2bM0a9ZMnn4bsqZDP3DgAH/88Ue+vdKye/HiBdevXy/W/AuCIJQFSqWywHFvOb0V42QOHz6Ml5cXjRo1IiAgIN9BVJUqVdKYyVbtww8/JDg4mD///JMWLVq89HrqcRJ5LVD0PijK2JZ3kbi/d5u4v3dTWloa169fL/I4s1IPMoGBgSxduhQHBwfWr19fYISMiYkhKioKNzc3jRtVz5Ja2BG+6ioyXV1djVmR3yfv632pift7t4n7e3cVtYmhVOcuCw4Oxtvbm+7duxMQEPDSItidO3f48ssv5eV61Q4fPky9evWKPDV9YUiSRHh4eJGn2hcEQRBKsSTz5MkTFi9ejLGxMUOHDuXKlSsa2xs0aICuri43b96kQYMGGBoa8uGHH2JhYcGCBQuIi4ujdu3aHDp0iGPHjrF27doSacSPjIxkxYoVeHp65rk0qyAIgpC/UgsyJ0+eJDk5mb///jvPaWKWLVtG7dq1GT58uNyHXVdXl82bN7Nq1SrWrVtHXFwcpqamrFu3Lt81JV6XtbU1s2fPLpODPwVBEF5XqQWZvn37FmqytpiYGI3fDQ0NNVbIK2na2trFvv6IJElERERgb28vulALgvBeE+vJlAJ1FVxkZGRpZ0UQBKFElXrvsrJIVMGVTfHx8Tx+/Ji0tLQC99PW1ubq1atvKFdvnri/t4+uri41atQokVlCRJApBSVRBSe83VJSUnj48CH16tWjfPnyBVaTJiYmvteTK4r7e7tIkkRycjKxsbHo6ekVaqLQohDVZYLwBjx69IiaNWtSoUIF0Q4nvFUUCgUVKlSgRo0ahZ5luihEkBGENyAlJaVQUx4JQmmpXLmyPLC9OIkgIwhvQEZGBtraonZaeHtpa2uTkZFR7OcVQUYQ3hBRTSa8zUrq8ymCjCAIglBiRJARBOGVTJ06lVatWuVKP336NGZmZnmuInnkyBFsbGwICwsr1DXMzMzYsGFDgfsMGzaMESNGFOp8wpsngowgCK/EycmJp0+fcvv2bY300NBQqlatyqNHj7h27ZrGtqioKPT19bG2ti7UNYKCgujXr1+x5Vl480SQKSIxK7MgZHFycgLg3LlzGumhoaH0798fAwMDQkNDNbZFRkZia2tb6HWcWrZsiZGRUfFkWCgVIsgUkZgSRhCyNGrUiLp163L27Fk57dGjR1y/fh1nZ2ccHR01gkxSUhJXrlzB0dERgKdPnzJ//nycnJywtLRk8ODBREVFaVwjZ3XZP//8w+TJk7G1tcXZ2ZnAwMBc+TIzMyMoKIhZs2ZhbW1Nq1atWLduHQkJCcydO1c+dvny5RoPi1evXmXSpEm0atUKc3Nz2rVrx+LFi0lNTdU49969e5k7dy729vZYW1szbdo0njx5Iu8zZswYFi5cyKZNm2jfvj0tWrRg0KBBXLx48TVe7XeXCDJFpJ4SprDFfUF4n7Vq1UqjJHPq1Cn09fWxs7PD2dmZqKgokpOTATh//jwZGRm0atWK1NRURowYwW+//YaHhwdr1qzBwMCAESNGcOHChTyvlZSUhLu7O9evX2fRokUsWLCA4ODgXCUpgKVLl1KtWjU2bNhAhw4dWLt2Lf3796d8+fKsXr2aDh06EBAQwK+//grAw4cPGTp0KKmpqSxdupTNmzfz8ccfs337drZv365x7hUrVgCwatUqPD09OX78ON7e3hr7HD58mOPHj7NgwQJWrlzJ48ePmTZtGiqV6tVf7HeU6LhfRGJKGKE4fRlwhsirD0s7G9g1M+LzT3M34r9Mq1at2L9/P8+ePaNq1aqEhoZiZ2eHrq4uzs7OpKWlER4eTvv27YmMjKRmzZo0adKEAwcOEBMTQ3BwsLxkert27ejfvz++vr55llD279/P/fv3+fHHHzExMQHAysqKjz76KNe+5ubmfPbZZwA0bdqUffv2Ub16dRYuXAiAs7MzP/30E9HR0XTt2pWYmBiaN2/O6tWr5SlhWrduzalTp4iIiGDMmDHyuZs2bcqSJUvk81y8eJEjR45oXD8zM5OAgAB5AG5iYiJz5szh+vXrNG3atMiv87tMlGQEQXhlTk5OSJJEdHQ0kiRx+vRpuVdZ/fr1adCgAadPnwYgIiKC1q1bA/DHH39gZGRi1sV9AAAgAElEQVREs2bNyMjIICMjA5VKRYcOHYiIiMhzEtHIyEgaNmwoBxiAOnXq5DnRrKWlpfxztWrV0NLSwsrKSk5TKBQYGBjw/PlzICvA7dy5U14o8ejRo2zcuJG4uDjS09M1zm1jY6Pxe+3ateXSmpqZmZnGDA/qdqWkpKT8Xsr3lijJCEIpyqv08C5NsFirVi1MTEw4d+4ctWrV4smTJzg7O8vbnZ2dCQsLIz09nQsXLuDq6grAs2fPePDgAebm5nme9+nTp7ka/OPj4zE0NMy1b82aNXn69KlGWl6vX/ny5fO9D5VKxcqVK9m1axdJSUnUqVMHS0tL9PT0cnXyyTmBZLly5XJVg+W1j/o6ZY0IMoIgvBYnJyfOnz9PpUqVMDIywtTUVN7Wpk0bgoKCiIiIIDk5WS7JVK5cGRMTE5YuXZrnOatVq5Zn2qVLl3KlP3v27LXvwd/fn61bt/LVV1/x0UcfUblyZQD69+//2ucu60R1WQ6ii7IgFI2TkxOXL18mMjJSoxQDWW025cqVIygoCKVSSa1atQCwt7fnn3/+oVatWrRo0UL+d/ToUXbs2IGOjk6u67Rq1Yo7d+5orNUSFxdHdHT0a99DVFQUZmZmuLq6ygHm4cOHXL9+vUyWPoqTCDI5iC7KglA0Dg4OJCYmcurUqVxBplKlSnLwUJdiAFxdXTEyMmLkyJEcOHCAM2fO4O3tzcaNG6lfv36e82j16dMHU1NTJkyYwIEDBzhy5AhjxowpliBgaWnJlStX2Lx5M+Hh4QQHBzN06FDS0tJytbcIRSOqy3IQq1YKQtFUqVKF5s2bc+nSJY1AotamTRvOnTunsa1ixYrs2rULHx8fvL29SUxMpH79+ixYsAB3d/c8r6Orq8u2bdv45ptv+Prrr1EoFAwYMID69eu/dpXZuHHjePr0Kdu2bePFixfUqVOHPn36oFAo8Pf3JyEhQSzV8IoUUhmsF0pNTeXSpUtYWFigp6dX2tkpdlFRUdja2pZ2NkrMu3h/V69epVmzZoXa911q+H8V4v7eXgV9Tl/1e1NUlwmCIAglpkwHGdHILwiCULLKdJC5ePGiaOQXBEEoQWW64d/c3Fw08guCIJSgMh1ktLS0xDxkgiAIJahMV5cJgiAIJatMB5mQkBDOnDkjGv4FQRBKSJkOMv/9739ZuXKlaPgXBEEoIWW6TaZLly7Uq1dPLEAmCIJQQsp0kOnTp897OeJfEAThbVGmq8sEQRDysnbtWpo3b17a2XgvlOmSjCAIQl7c3Nxo165daWfjvSCCjCAIQg61a9emdu3apZ2N94KoLhME4ZV17NgRb29vhg0bho2NDUuWLOHp06fMnz8fJycnLC0tGTx4MFFRURrHvXjxgrlz5+Lo6IitrS0LFixg5cqVdOzYscBzA4U6/6lTpxgwYADW1tbY29szceJEbt26JW+/e/cu48ePx9HRESsrKwYOHMiJEyfk7XlVl4WEhODi4kLLli1p164dS5cuJSUlRd7u5eXF6NGjCQkJoUuXLlhYWNCnTx9Onjz5+i/0O0wEGUEQXsuOHTuwsLBg9erVdO7cmREjRvDbb7/h4eHBmjVrMDAwYMSIEVy4cEE+ZuLEiRw7doxZs2axfPlybt68SWBgYIHn7tGjB6mpqS89/71795g4cSIWFhZs3LiRr7/+mtu3bzNu3DgkSUKlUjFu3DiSk5NZtmwZGzZsoGrVqkyYMIG7d+/meY9r1qzBy8sLe3t71q1bx8iRI9m7dy/jx4/XGGd3/vx5duzYwbRp01i/fj1aWlpMnTqVFy9eFPOr/u4o89VlkiQRERGBvb19nqvxCUJJu724X77banQfRxWbLgA8P/srj3/alO++jT/7Qf45dosnaQ9u57lf5ZadqdljAgCp92/x97ezNY4tqtq1azN79mwUCgXfffcdMTExBAcH06JFCwDatWtH//798fX1JTAwkPDwcMLDw9m0aRMffvghkLW0cqdOnQo8N1Co81+4cIGUlBTGjRuHkZERAHXq1OHo0aMkJiaSnJzM7du3mThxIu3btweyVsZct24dqampufLw7NkzNm/ezJAhQ5g3bx6QtRCbkZERM2bM4MSJE/J9vHjxgt27d6NUKgGoUKEC7u7uhIWF0blz51d+jd9lZb4kI5ZbFoTXY2pqKgeBP/74AyMjI5o1a0ZGRgYZGRmoVCo6dOhAREQEaWlpREREoKenJ3/BQ9aXsfqLOr9zF/b8VlZW6Onp0b9/fxYvXszJkydp2rQpM2bMoFKlStSoUYMmTZqwYMEC5syZw6FDh1CpVMydOxdTU9NceTh//jxpaWn06NFDI71bt27o6OgQFhYmp9WsWRNjY2P5d3W7TllewrnMl2TEcstCactZishvZcUqNl3kUs3L1Bu9vFD76dUxea1SDED16tXln589e8aDBw8wNzfPc9+nT5/y9OlTqlWrlqvmoEaNGgWeu7Dnr1evHjt37sTf35/vv/+e7du3U6VKFYYMGcL06dNRKBR8++23bNy4kf/+97+EhISgo6ND586d+fLLLzEwMNA4Z3x8PJAVQLIrV64choaGJCQkyGnly5fX2Ed9jyqVKs/8lgVlPshoa2uLmZgFoZhUrlwZExMTli5dmuf2atWqUatWLeLi4pAkSSPQPHnypFjOD/+r/kpLSyMqKoqgoCD8/Pxo3rw5Xbt2xcjIiC+++ILPP/+ca9eu8fPPP7N582aqV6/OggULNM6pDjqPHj2iQYMGcrpKpSIuLk6+ppC3Ml9dJghC8bG3t+eff/6hVq1atGjRQv539OhRduzYgY6ODjY2NqSlpWn0usr5++ucf8eOHXTs2JG0tDR0dXVxcnJi0aJFANy/f58LFy7QunVrLly4gEKhoFmzZsyYMQOlUsn9+/dzXdPKygpdXV3+85//aKT//PPPpKenY2tr+5qv2vutzJdkBEEoPq6uruzcuZORI0fKDe+//fYbgYGBTJ48GYVCgZ2dHY6Ojnh5eTFjxgxq1qzJtm3bePz4MXXr1n3t87dq1Yply5YxadIk3N3d0dLSYu/evejp6dGhQwfq1KlDhQoVmD17NlOmTKFGjRqcPn2aq1evMnLkyFzXrFq1KqNHj8bPzw9tbW3at2/PjRs3WLt2LQ4ODrRt27akXs73QpkPMqJ3mSAUn4oVK7Jr1y58fHzw9vYmMTGR+vXrs2DBAtzd3eX9Vq9ezTfffIO3tzcKhYJevXpRuXJl/vzzz9c+v6mpKZs2bWLt2rV4eHiQmZmJhYUF3377LQ0bNgRgy5Yt+Pj4sHjxYp4/f06jRo1YtGgRffr0yfO606dPp0aNGuzcuZPdu3dTo0YNBg4cyJQpUyhXTlQIFUQhlcHFVFJTU7l06RIWFhZcuHCB5cuX4+npib29fWlnrVhERUW910X4d/H+rl69SrNmzQq1b34N/++LGzducOPGDTp37oyurq6c3r9/f2rXrs26detKMXev711+/wr6nGb/3izKxMJlviQjepcJwps3Z84cunfvTt++fZEkiZ9++olLly4xc+bM0s6aUMzKdDlPpVIRFBSEjY0N2tp5x1tJkggPDxerZwpCMalbty5+fn7ExsYyZcoUJk+ezK1bt9i8eTNOTk6lnT2hmJXpksyhQ4c4cOAACoWCIUOG5LmPerDm+1SdJgilzdnZGWdn59LOhvAGlOkg061bNzIzM3Fxccm3A4CoThMEQXh1Zbq6TE9Pj8GDB6Ovr5/v9DLqwZr5VacJgiAI+RPfnP9PlFgEQRCKnwgy/09MLyMIglD8ynR1mSAIglCySjXIqFQq9uzZQ69evbC2tqZz584sWbJEY1bTnDIyMli1ahXt27fHysqKIUOGaCyGJAiCILw9SjXIBAQEsGjRIj788EPWr1/PyJEjCQkJYdq0afkes3jxYrZu3cqYMWPw9fVFS0uLESNGcO/evSJf//z58xrjX8SYGEEQhOJVakFGkiQCAgIYOHAgM2fOpHXr1gwdOpTPP/+c0NBQrl69muuY2NhYgoKCmDNnDu7u7nTs2JEtW7ZgYGBAQEBAkfPg7+9PZGSkHFwiIiLEAmaCUIa9qw+Yb3O+Sy3IJCYm0rt3b3r27KmR3rhxY4A819o+c+YMmZmZdO3aVU7T1dXlww8/5Pfffy9yHsaPH4+1tbXcfVmlUjF79mysra019hMlHEHIX0xMDDNmzMDZ2RkLCwvatGnD9OnTuXbtmsZ+w4YNY8SIESWen7CwMMzMzIr0sJiWloa3tzeHDh0qljx07NiRzz77rMjHmZmZsWHDhiId88MPP+S7vs7boNSCTKVKlZg/f36uiQ6PHDkCQJMmTXIdc/v2bQwMDDA0NNRIb9iwIf/88w8pKSlFykOLFi3Q1taWuy/b2dnlOSZGLNEsCHm7du0agwYN4vnz5yxYsIBvv/2W2bNnExsby4ABA4iOjpb3/fzzz3MtCPa2iIuLIzAwkIyMjNLOSpH5+fnx7Nmz0s5Gvt6qLsznz5/H39+fzp07Y2Jikmt7QkIClSpVypWunvE0MTERfX39Il/3Zd2XxRgaQcjbtm3bqF69Ov7+/mhpacnpnTp1onv37mzYsAF/f3/gfw+OiYmJpZJXoXS8NUEmKiqK8ePHU69ePb7++us898mvukqdXtT1YC5evMiNGzcwNTV96bEKhYLz588X6fylKSoqqrSzUKLetfvT1tYu0pfru/JF/O+//6JSqXjx4gU6Ojoa22bOnElycrJ8L2PGjEFLSws/Pz8SExOxsbHhs88+4+zZs5w4cQJdXV0GDRrEkCFDWLFiBceOHUNPT4+ePXsydepUFAoFBw8e5IsvvuCnn37CyMhIvlaPHj1wdHRk4cKFco1GSkqKfO2jR4+ya9curl+/Tnp6OsbGxgwePBg3Nzf++ecfudp+7ty5rFmzRl4FMyoqig0bNnD16lX09fXp0KED06dPp3LlyvK1r1+/jq+vLxcuXMDAwIDJkyejUqnIyMgo8H2MiopizZo13LhxAyMjI7y8vABIT0+Xj4uJicHf359z586RkJCAoaEhnTp1YurUqejp6dGjRw/u37/P3bt32b9/Pz/++CN169YlMjKSb7/9lsuXL5OcnIyRkRG9evXi008/LXD9G/Vy1cXprQgyhw8fxsvLi0aNGhEQEJDvmtmVKlXK801Tp+VVyilIZmYm+/fvZ+bMmTg6OhY942+pd3G9laJ4F+/v6tWrhV5j5F1aj6RDhw6EhoYyevRoXF1dadWqlVwLkXMBMC0tLbm0o76/VatW0a9fPzZs2MDBgwfx8/Pjl19+oXXr1qxevZqff/6Zbdu2YWtrS9euXeV1TCpUqKDxGpUrVw5tbW0qVqwo12bo6+tTsWJFjh49iqenJyNGjGD69OmkpKSwe/dulixZgo2NDU2bNmXjxo1MmDCBCRMm0KVLFypWrEhERAQTJ06U8/LkyRN8fX25desWe/bsQVtbm4cPHzJmzBgaNWrEihUrSEhIwMfHh7i4ODk/ebl8+TITJ06kVatWrFmzhtjYWObNmweAjo4OFStW5OHDh3z66afY2NiwbNkydHR0+P333wkMDMTY2JgxY8awYcMGJkyYgJmZGRMnTqRhw4bcuHGDiRMn8vHHHzN27FhUKhWHDh3Cz88PMzMzPv7443zfT11dXaysrPLcpl5PpqhKPcgEBgaydOlSHBwcWL9+vcYTQk6NGzfm2bNnxMfHY2BgIKffuXOHevXqaSyAVBh//fUXkLWIkoODg1ghUxCKaOjQoTx69IjAwEC++uorAAwNDWnTpg3Dhg3D0tKywOPNzc3lBvKmTZuyb98+qlevzsKFC4Gs2Zp/+uknoqOjNTr8FMWtW7dwdXVl7ty5cpq1tTWOjo6Eh4djaWlJ8+bNAWjQoIH8s4+PDyYmJvj5+clP/82bN8fFxYXDhw/Tu3dvtm7dSmZmJps3b5YfjmvXrs0nn3xSYJ42bdpEzZo12bhxo1wCrFatGjNmzJD3iYmJoXnz5qxevVoOVq1bt+bUqVNEREQwZswYmjdvjq6uLoaGhnJ1/vXr12nTpg3Lli2Tv8ucnZ05duwYERERBQaZklCqQSY4OBhvb28+/vhjli5d+tIg0bp1awB++eUXBgwYAGQV706cOEGbNm2KfP3u3bujUqlwcXHJd0p/sTyz8DYr7c+nQqFgxowZjB49mpMnT3L69GnCwsI4ePAghw4dYsGCBQwdOjTf47MHoWrVqqGlpaXxJK1QKDAwMOD58+evnMexY8cCWSXEP//8k7t373Lx4kUgq2oqL8nJyZw/f14uCahUKiBraee6dety+vRpevfuTVRUFDY2Nhq1Ly1atKBu3boF5ikqKopOnTppVDF26dJFo12rXbt2tGvXjvT0dG7evMmdO3e4fv06cXFx1KhRI99zu7i44OLiQmpqqny/V65cITMzM9/7LUmlFmSePHnC4sWLMTY2ZujQoVy5ckVje4MGDdDV1eXmzZs0aNAAQ0NDjI2NcXFx4euvvyYpKYmGDRsSGBhIfHw8n376aZHzoJ6FGfJv3BfryQhvs7fl81mlShV69OhBjx49ALhy5QqzZ89m6dKl9OzZU6PmIbu8qpPKly9frHmLi4vj888/58iRIygUCho2bChXt+bXzvv8+XNUKhV+fn74+fnl2v7vv/8CEB8fT8OGDXNtr1mzZoF5io+Pz9VLVltbWyNYqVQqVq5cya5du0hKSqJOnTpYWlqip6dX4HCKlJQUFi1axIEDB8jIyKBevXpYW1ujra1dKsMwSi3InDx5kuTkZP7+++88n3SWLVtG7dq1GT58OEuWLMHV1RWAr776iipVquDv709SUhLm5uYEBgbm+UYXRX49zETPMuFtVpqfzwcPHtC/f3+mTZuGm5ubxrbmzZszffp0Jk2aRGxsbL5BpqjUpbXMzEyN9IIa2GfNmsWff/7J1q1bsba2RldXl+TkZIKDg/M9pmLFiigUCkaNGkX37t3z3A5Zpa8nT57k2v6yLsVVq1bNdZwkScTHx8u/+/v7s3XrVr766is++ugjuSmhf//+BZ578eLF/Prrr6xevRonJycqVKgAUGqrjpZakOnbty99+/Z96X4xMTEav+vq6jJv3jy5kex1nD9//qXVDGJ2ZuFtVpqfz5o1a6KlpcXu3bvp3bu33Civdvv2bfT19WnQoEGxXVPduef+/fsYGxvL1ynoSz0qKoohQ4ZodO5RD95WV4Pl7HFVqVIlmjdvzl9//UWLFi3k9ISEBKZNm0bPnj1p3LgxrVq1IjAwkEePHsmll9u3b3Pv3r0CS5ZOTk4cP36clJQUuaPCyZMnNaqzoqKiMDMzkx+wAR4+fMj169c1Hipy5j0qKgonJyc6deokp126dIm4uDj5ft+kUm/4L03+/v4oFIoSrWYo7TpzQSgpWlpaLFy4kClTptCvXz+GDh2KiYkJycnJnDp1il27duHh4VFgZ56iatWqFeXLl+ebb75h+vTpJCQksGbNGqpWrZrvMZaWlhw8eJBmzZphZGTE2bNn5b/95ORkICuoKBQK/vjjD0xMTLCysmLatGmMHz8eLy8vPv74Y9LS0ti8eTPXr19nzpw5AHzyySd8//33jBo1iilTppCRkYGPj0+u7tw5TZo0iSNHjjBmzBhGjRrF48ePWb16tcZxlpaWbNiwgc2bN2NlZcWdO3fYtGkTaWlpcr4hq6ryypUrcicGS0tLfv75Z4KCgvjggw+4du0aGzdu1LjfN6lMB5nx48drPBGop48BcHBwQKFQvHaQeFvqzAWhJHTq1InvvvuOLVu24Ofnx5MnT9DT06N58+asWrWKjz76qFivV7lyZdasWYOPjw8TJ07E2NiYyZMnExISku8x3t7eLFq0SO791qhRI7788ksOHjwojwmpUKECEyZMYOvWrfz++++cOnWK9u3bExAQwLp165gyZQp6enq0aNGC7du3o1Qqgazqsj179rB48WLmzJlDxYoVGTZsGEePHi3wPho1asTOnTvx9vZm+vTpVK9enTlz5uDt7S3vM27cOJ4+fcq2bdt48eIFderUoU+fPigUCvz9/eXB6ePHj2fBggWMHj2abdu24eXlRXp6OitXriQtLY169eoxYcIEbt68yYkTJ1CpVAWOlSl2UhmUkpIiRUZGSikpKRrp4eHhkpubm+Tm5iaFh4drpKl/L6r09HQpIiJCSk9Pf+18F1ZkZOQbu1ZpeBfv78qVK4XeNyEhoQRzUvrE/b29Cvqc5ve9+TJluiSTk7W1NTNnzpR/Vv//Og2r2evMJVF1JghCGVOmV8Y8d+4cO3fulBvDtLW1cXR0xNHRUZ4kUx0kck6a+SrERJuCIJQ1ZbokExAQwPPnzylXrhxDhgwp8euJ7tCCIJQ1ZTrIjBo1ij///FOji2BJEt2hBUEoa8p0kLG1tcXJySlXjzJBEASheJTpIANZ7SQ+Pj5A1qyxQ4YMEYFGKBGSJInPlvDWkkpoypky3fAP/+tR1qdPHw4cOCAa5YUSoaOjUyoD4QShsJKTk186iPRVlPmSjLpHmY2NDQqFQjTKCyWiVq1a/P333xgbG1O+fHlRohHeGpIkyfNIZl8IrriU+SCjFh0dTUhICKampmJkvlDsqlSpAsA///zz0unW09LSirw20rtE3N/bR0dHByMjI/lzWpxEkCErkmdkZODp6SkPwnzZ/mJQpVBUVapUKdQfcVRUVL6rE74PxP2VLWW+TQayGv99fX0BCjXoMq9BldL/z3tWUo1ngiAI7yIRZICWLVvSt2/fQrfHqAdVZi/1iNH8giAIuYkgw//aY6Kjo4HcpZKcv+c11UxegUcQBKGsE0GG3AFCXSqJiIggPDyciIiIl5ZSinOOM0EQhPeFCDJoBghJkkhLS8PBwYGMjAxWrFhBTExMoTsFCIIgCP8jHrtziIiIYPXq1QDUrl0bFxcX9u/fT9OmTUUpRRAEoYjEt2Y2KpWKEydOAFnzmPXv3x9tbW1MTU3FIE1BEIRXIIJMNnv37iUiIgJHR0emTZsml1zEzMmCIAivRgSZ/ydJEg0aNKBv3764urqKqjFBEIRiIBr+/19kZCRr1qzB1NQUPT09wsLCOHPmDGFhYahUqmIfaCkGbwqCUBaIx/X/l33VyoiICHn6f4C+ffsSEhKCp6dnsc1rpu4mXZznFARBeNuIIPP/tLS0UKlU8v8AvXr1QqlUYmVlhVKpLNbGf7EUsyAIZUGZri6Ljo4mLCwMSZI0BmBKkoSnpyeDBw/GwcGBCxcuYGtrK4+jKY5qLjF4UxCEsqBMB5nNmzfj4+NDZGSkXLJQqVQak2XmnJOsuOcoE20zgiC8z8r0Y/SYMWPkaf61tLSws7MjIyOD2bNnY2VlRXh4eK5qLWtrazw9PcnIyCiW5XRF24wgCO+zMl2SadmyJVpaWvj6+srzlGlpaWFra0twcDArVqzg3LlzclsN/G8pAF9f32IpzYiJNQVBeJ+V6SCTfbEylUolV4NFRkYSEhKCi4uLRrpa9sDwutVdom1GEIT3WZkOMhcvXpTbX+zs7OTAoQ4ibm5uGulq2QODWEdGEAQhf2X68dnc3Fxub8nehVmhUMhTyUiSpFFdlpPoiiwIgpC/Ml2SUTf2Zy+RqNtm1NVfLyupiOouQRCE/JXpIJNdy5Yt6dOnDzExMRpBpaCGedH9WBAEoWAiyPy/6OhoDhw4wKFDh3BxcZGDSs6SSvbAoi7l7Nmzp8BAI4KRIAhllQgyZAWB9PR0evXqhYeHB25ubvlWf2WvVsvIyJDnNVOXfPIKKKJzgCAIZZUIMmQFgVWrVnHo0CG0tLQ0AkzOoJFzZoDGjRtrVKflFVDEWBhBEMoq0VpNVntM7969adKkicbYFwCFQsGKFSuYNWsWkNXVWaVSYWtrK88McO7cObn3WV69zdRVboIgCGWNKMmQ1R5z8OBBuRQTGRmJj48PPj4+qFQqueSibn9ZsWIFZ8+exc7OjujoaI2Si+htJgiC8D/im5Cskkzfvn015iebOXMmgDz7snpOsytXrgBw48YNHB0dxTgZQRCEAoggQ1ZJJiQkBFNTU+zt7dHW1sbR0RFJkoiIiMDe3l4erOnm5oaOjg4uLi6AqAoTBEEoiAgyaLaj5NUe4+npCSD/PHjw4NLMriAIwjtDtMmQey6ynO0x2eczU/cQy97rTIyDEQRByJsIMjlYW1vj4eFB7969sbW1lYOPtrY2tra2nD17VmMgpnrWZjEORhAEIbcyH2RylkK0tbXR0tLi4MGDfPfdd/kOqsxeshHjYARBEPJW5oNM9sAhSRJhYWGkp6fTt29fDhw4kO+gyuxVbKLbsiAIQt7KfJDJHjjU7TGrVq2SR/K3bNlSLumoq8yioqIICwvLsw1GtM8IgiD8T5kPMtlLIerxMTNnzsTOzi7PwZbZOwbk1QaTV/uMCDyCIJRVZT7IZKceH+Po6ChXfVlbW+Pp6UlGRgaSJGl0DMhrAGZe7TOiY4AgCGVVmQ8y+ZUy1OnqOcl8fX2JjIzU6BgQHByc67i82mdExwBBEMqqMh9kcjb8qwNORESEPKW/ujSTnp5OWFgYLVu2xMXFRWOK/4IU1DFAVKUJgvA+K/NBJmfDvzrgqFQqAFQqlRwcVq1ahY+PD9HR0bi5uWlUoxWGWGtGEISypswHGW1tbWxsbAgKCsLKykoOOHZ2dsyePRs7OzskSSIjIwMPDw+mT5/O8ePHUSgUSJKEr68vERERec4AoFKpNIKKWGtGEISy5q0JMlevXsXc3JwHDx4UuN+BAwcwMzPL9e+rr7565Wvv3buXAwcO8P3332NnZ0e5cuXYu3cv6enpREVFERERga+vL1paWvzxxx/yImfZSzvZq9fUwWTv3r0aQSWvgCLG2AiC8D57K77Zbt++zbhx48jIyHjpvteuXaNhw4YsW7ZMI71GjRqvfH1XV1cUCgUuLsUt9BoAACAASURBVC5IksTKlSvlSTIBPDw85AXKkpKSUCgUjB07Fn19fXksjTqQZGZmIkkSffr0wcXFBaVSKfdCyzljc/ZZnhUKxSvnXxAE4W1VqkEmIyODoKAgfHx80NHRKdQxMTExmJubF9v6LZIkceHCBQYNGoRCoSA8PJzw8HCaNGlCt27d0NPTw8bGhnPnznHu3DnWr1+Pp6cnlSpVApCDhrp6LT09nVWrVgGgVCqxt7fP97q7d+/mwIEDeHp65rufIAjCu6xUq8uioqJYsWIFo0aNkpc3fplr165hZmZWbHlQV23t3r0bSZLkKrCbN28SGxuLvb09wcHBrFixQp6VOfssAGo5Sym9evUqsFNAZGQkBw4cwMXFRbTHCILw3irVIGNiYsKRI0eYPHmyPB6lIP/++y9PnjzhypUrdOvWDXNzc7p27UpISMgr58Ha2lqepywiIgI7OztmzpxJnz59CAkJYe/evYSEhODi4pLvLADZqau9FAqFPLYmO3WngJYtWzJ79mzc3NxEe4wgCO+tUv12K2o7yrVr1wCIjY3F09MTPT09QkJCmDNnDpmZmfTr16/IedDW1qZx48ZAVnvK2bNncXBwwNbWFjMzMywsLDA1NSUjI0MOhAUtuWxra0ufPn1o0KABnp6eWFtba7S9qDsIzJo1CwcHhyLnVxAE4V3yTj1CW1hY4Ofnh729vdwm0qZNG548ecLq1auLHGSWLFnCP//8w/Dhw3F0dOT27dscOHAAV1dXTE1NAdi/f7/8f/Z0hULB+fPnc53zxo0bHDhwAMjqUFCuXDlu3LjBvn37cHV11aiOe1npTZIkbty4gampaZE7BkRFRRVp/3eNuL93m7i/suOdCjKGhoZ06NAhV3r79u05ffo0cXFxGBoaFvp8sbGxPH/+nC1btpCYmCj3IrO0tCQ4OBgTExP2799Pz549mTVrFpmZmbRs2ZK9e/cyePBgypUrl6uHmJWVFR988AGQVarR1tbGysqKJk2ayMs7A7i5ub20s0NERAT79+/H09NTo73nZaKiorC1tS30/u8acX/vNnF/76bU1FQuXbpU5OPeqSBz7tw5bt68iZubm0Z6amoq2traVK5cuUjnq1+/PpcvXyYxMVFuc9HW1pZ7fal7fP3444/ExMRw48YNHB0dCQsL4/79+3h4eLBnzx4OHDggd1ywt7fH0dFR4zrqTgGSJLFnzx5CQkIwNTWVz59fV+aCquUEQRDeBYVu+H8b5taKjo5m/vz5ctsMZA2E/OWXX7CxsSl0N2g1T09PZs6ciYeHB40aNZKrr1xdXXFxcZGDRe3ateUAoy5RhIeHywGmb9++xMTEyIMxs/c8yz4TQGRkpNyJoDCzNIuBmoIgvOsKHWTatWvHkiVLuHjxYknmR0NcXBzR0dEkJCQAWV/+xsbGTJ48mR9//JHjx48zbtw4rl+/Xugu0NlpaWnh6OiIlpaWRk8wfX19Bg8ejJOTE46Ojjx48IBWrVoxadIk9PT05OMbNWrE7Nmzady4MYcOHdIINtnXn1EHn4yMDDw9Penfvz9nz56Vp51R9zQTXZkFQXjfFDrI2Nra8t133zFgwAC6dOnCmjVruHXrVknmjd9++42BAwdy+fJlAAwMDNixYweWlpYsWbKE6dOnk5SUxNatW7Gysnrl61hZWWFvb09KSgo7duzgzJkzqFQqgoODCQsLo0mTJkyePBl9fX25i7OHhweQ1ePNxsZGI9hkL6moZ3COiYnB19cXQO4CrZ52Jjo6WpRYBEF4LymkItSDJScnc/ToUf7zn/9w6tQp0tPTMTMzo2fPnvTo0YM6deqUZF6LjboBKzMzE3t7e7mdJDsHBwfCw8MxNTXlxo0b9O3blyFDhsjbIyIiWL58OQCO/8fem8dFdd/7/88zMywRFFzYkW1mcCOyzaK4pXqbRYFhjGaxSXPT9qb9pWlaFX300fText729pEbULP05pu01aRZNNFENpc0MS4xKgwIKmpgADdgWBTEBVlm+f1Bz6cQNUEbE7Hn+XjkYZg5M+fzOeh5n/f2epvNLFmyBJfLRUVFBUlJSQMMhnys1WoV+aSKigoSEhKorKy84vgvcr3yM7dr4lFG2d/QRtnf0ES+byYkJAyI6HwV6mefffbZwR7s5eVFfHw86enpPProo8TExHD27Fk2bdrEX/7yF/bu3YvT6SQ6Ovq6FvFN43K5aGlp4dVXXyU8PJy77roLt9tNbGwsNTU1xMXFUVlZSVZWFj/60Y9QqVRERUUxduxYoC8f43Q6MZvNIufS29tLYmIiERERqFQDHcSQkBC0Wi1z5swRxmTnzp0kJSURHh5OWVkZ4eHh1zQgcsgtNjaWiIiIr9yfw+EgPDz8n7xKty7K/oY2yv6GJvJ9Mzg4+LqiLtdlZPrj7e1NUFAQHo+Hrq4uTpw4QXNzM7t27eLNN9+kra0No9F4S4aA5ItlMBhITk7G29ubyZMn09XVxf79+2lvbwdg7ty5xMbGcujQIf76178SHR3Nzp07ef3119m/fz+hoaH84Ac/oL6+nk8++YSoqCh27drFpEmTsNls1NfX09DQwNixYwcYH7lgwOl00t3d/ZUGRDZSycnJVxiwq3G7/iWXUfY3tFH2NzS5USNz3Rbg7NmzbNu2jW3btonk9YQJE1i+fDnz5s1DpVLx7rvv8n//9380NzfzwgsvXO8pvjESEhI4cOAABoMBm82G3W4X72VkZIgwldxcuXv3bmw2G9AXTsvPz6epqUkoNn/66afYbDaOHj064Luys7PFnBmA3t5eAKKjowdVpqyoNysoKAxVBm1k1q1bx9atWykrK8PlcjF27FieeOIJMjIyhCyLzFNPPUVlZSW7d+/+2hf8dXL48GFycnLIysq6Iicja49lZGRgMBgoLS3FZrORmZmJx+MhJiaG8PBw8vLysFgsaLVauru7hZKzwWBg2rRpaDQaXC6XSPrLWK1WTCYTBw4cEMbiWsbji6/L4TNFvVlBQeFWZ9BGZsWKFYwePZqHH36YjIyMr6zmio+PJzIy8p9e4M1k4sSJZGVlYbVa0Wq1uFwuoK+0OTExEUmShBeTmZmJXq8X82YAfv7zn6PT6ViwYAEHDx7kj3/8o7jpl5aWIkkSS5cupbi4eMB5LRYLCxcupLy8XOiYyVzNeHzRqChNmgoKCkOFQRuZP//5z6SlpX1pTqCnpwdvb28AUeJ7K3Pw4EHy8vLo6enhscceAxChLx8fnwENqFqtFkmSSE5OJjMzE51Ox6effkpNTQ0vv/wyU6dOBRDejsPhwGazsX79eiEzk56ezrhx44TcTFJSEhaLhaqqKgoLC0lPT8disVxhPL5oVL4YPlNQUFC4VRm0kfnNb37DM888w+zZs6/6flFREf/93/99xVP7rczGjRsB2LJlC2q1GpVKJTwXo9GIyWTCYDDgcrmw2+0UFRUJWZmsrCx+8pOfoFareeKJJwaE27RaLbGxsdhsNqKjo0Xoq6mpifj4eMrKyjAajbz33nvifGazmaKiImDgsDOPxzMgpHY1lByNgoLCrco1jUxbW9uAZsuGhgYOHTp0VX0wt9vNRx99RE9Pz81Z5U0iMTGR+vp6AAoLCwe8Z7PZRJIf+nTTZANjNpvJy8tDp9Mxffp0/Pz8iImJEcfW1tby4IMPDvA+5M/KSgAWi0UYGIApU6Ywbdo0ampqxGf6a519Wf5FydEoKCjcqlzTyPj4+LB06VJaW1uBvkT4q6++yquvvnrV4z0eD3Pnzr05q7xJWK1WVCoV9fX1SJJEWFgYcXFxFBUVcfz4cXGcwWAgJCSEuLg4Zs6cyZ133smsWbNwOp2sXLmSZcuWiZI+k8lEQUEB48aNE1VrBoOBoKAg8X0Wi0UYpdTUVMLDwzGZTFRUVIjPGo1GoXWWlZUlpmxezVNRcjQKCgq3Ktc0Mn5+frzyyitUV1fj8Xj41a9+xQMPPHBVfS2VSsWoUaNEXmKoII9y7u/FGI1GYWC0Wi0ZGRmoVCqR7JeHpbndblJTU8XN3el0Ehoayk9+8hPuuusukpKSxICyrKwsioqKMBqNzJgxQ+RTrFYrmzZtoqysjPHjx19hLOSf+xuzq3kqSo5GQUHhVuVLczKTJk1i0qRJADQ2NvLd736XcePGfSML+yZ47bXXmDlzJnPnzqW0tJSWlhZ6e3uJi4ujrq6O9PR00tLScDqdLF26FICkpKSrhrB+85vf0NTUxB/+8Ad+//vf4/F4qKqqAiAqKkoYlLvuuguNRiPKoJcsWSIKCr5oLOSfnU6n4qkoKCgMSQad+H/qqadu5jq+Fb773e/y/vvvD3itoqICYIDUv0ajERIysoH5olx/dnY2K1asYOnSpaJCTfaQNBoNCxcuRK/Xk5iYKN5ftWoVFouFRYsWfWnCXq1W43a7v3KSpoKCgsKtxjWNzJw5c/jVr37FnDlzxM9fhSRJfPzxx1/f6m4y/bvy3V6j0ATq6O7pRqfTc+CUh/Lc9/u8jKTJ3OHrRVPDaf72YSl3Jk9nbrqFsrIykSeRJInGxkbWrFlDSUkJS5YsEd6PXLIs52hycnJYsmSJaALV6XRIkjSgKVM2REajkfXr14vczMMPP6xUkCkoKAwZrmlkwsPDGTZs2ICfbzeeeOIJfve73+Hj40N1p45u31Dwhc9bBh539MOqf/wwZhZlZ+CRZz9Ccl5C1d2EqquJlHHBQF+fjTxlU61WY7PZhAfi8Xjo7e3FYrEMUGm12+0UFBSIMcv9VaFlQyRXtPWfqKmgoKBwq3NNI/Pmm29+6c+3AydOnKCpqQkAbdwIQrTRdJw/z7Gjx0CS8PXxpau7GyQVHklDVHQcah9/Wtovc77Tg0fjh0ujxeWnpbjVhXqUhtkpISxcuBCNRiO8Fjl3U1payurVq4G+XpjU1FQsFgtRUVEsW7aM5ORkUVEmFwnIygpWq5VZs2YpeRkFBYUhxaCHlkFf8j8nJ4eOjg7x2p/+9Ceee+452travvbF3Wzcbrf4//q6w5R9tIZA1wm8LhxhYkg3r/z+Cawzo/HqOMj4Ue00HdzAQzNG8VR6GA8ZuvFp2kyY5hSqLgeSpMLlF8tHVcP4ec5H2E+3D6gWkydgygPPenp6WL16Nfn5+bz00ktUVVVRWlpKb28vWVlZwgOqrKwkLy+PysrKLx1s1n/Mc///V1BQUPg2GbSRqa6uxmq1snbtWhwOh3i9o6ODt99+G4vFwunTp2/KIm8WEydOJCQkhPvuu4958+YBiGbJ9PR0hg8fztGjRwGoq6sDEBMuY2NjGBcTxLnjnxKjOcYfl92F9S4dvl4Sp1p7WLJ6N6/lHSF+wmQxCbOiogKTyURNTQ0vvPDCgGbPgoICVq5cyerVq4mLixPGqaenB5PJ9JVacXJDZmlpKTU1NQNGQCsoKCh8WwzayOTm5uLn58fmzZsZP368eD07O5vNmzfj5eVFTk7OTVnkzeKZZ56hubmZrVu30tLSl4iRFaXdbjf/9V//JYxLaGgogDCwhYWF2O12wsPDcTgcrH/zT0wKvshP545Gc/4oKgm27jvBk89tR/KLFEZj3bp1FBQUAH19OF+coGc0GklNTcVgMFBRUcELL7xASUkJGzdupLi4mOLi4qt6KP29JpfLJcJvCgoKCt8mgzYyFRUVPPbYYwPkU2TGjh3LI488MuDJfChw+fJloM+wyGuXjcr69eux2+2EhoYyb948fvvb32K1WnnyySfR6/VCckf2MGw2G7m5uZw6Ucuvnvg3fnT3aFRdzXRc6mHFX0o42jKMsrID5OXlkZmZicVioba2lrS0tAFjq202G+Xl5SK89vOf/xyj0UhUVBS5ubnk5uZis9kGhMNkfbPU1FQqKiqEXM2tODBOQUHhX4tB34U8Hg/d3d1f+n5XV9fXsqhvmvvuu48PP/yQmpoakpOTcTgcoiCgqakJjUZDQEAADz74ILm5udjtdvR6vfjTy8sLt9tNUVERRUVFTJgwgXu/Y6aj9RSObj92V15gw3Y7UWO88Ki80Wq1GI1G4uPj2blzJw6HA6PRSFpaGsePHxfzZ5YtW4aXlxc2m43p06eLkmi3283KlStFj01/7bLk5GTmz5+veDEKCgq3BIP2ZBITE3n33Xc5f/78Fe9dunSJDRs2fGXe4FbjRz/6EZmZmXh5eVFTU0Nqaip1dXU0NTVhMplEniY/P5+3335beBHQN5p5+fLlqNVqCgoKkCSJjIwMlixZQnJyMuXl5RTk5zFt/DBmx3fh76vi1JleuoPvpqPTLbr+5e+bOnUq3t7e4ruWL19OcnKyKE6w2+3Y7XYMBgMej4esrCzy8/MpLS0lKSmJrKwskpKS0Gg06PV6xYtRUFC4Jbiujv9HHnmE9PR0MjIyhIT9qVOn2Lx5M62trfzhD3+4mWv92vnb3/5GZWUl6enpQJ96ckdHB35+fqSlpZGamsrnn39ObW2tyKOYTCbS0tIwmUyoVCqRh5K7+y0WC2azWUjKvPPOO7S0tOBR34E05jt4vEfy9u7zVNe+Q6CvU6xFrVbz+eefk52dTUpKiuixSU1NFZI0AM3NzRQXF7NkyRKRgykvL79mD40yBkBBQeHbZNBGJjExkbVr1/Lcc8+xZs2aAcnn8ePH84c//GHIhWhOnToFwLFjx7BYLFy8eJHt27dz6dIlVq9ejdlsHjDuAGD69OlMmTIFj8cjKrhCQ0NFeE3Oh8gFBHJBgTF5EsYpej7Y18GJlh4+OuaNd+tnTDEamT59Op9++imlpaWo1WpMJtOAHpsFCxbQ29uLSqUiKyuLmTNn0tvbi8vlQq1Wi6S/LFnTf7CcMgZAQUHh2+S6YioGg4ENGzbQ1tZGQ0MDbrebsLAwgoODb9b6bioJCQk0NzdTW1tLbW2t8GhSU1MpKytj1KhRYmhZcHAwZ8+eJSUlBejr7JdDXYmJiZjNZnp7e1Gr1eTn55OamsrTTz/Nnj17kCSJ0tJSVCoVTWWlTJz67xytB2fIHPYf3C7eN5vNWK1WSkpKBhiO9957j6KiIrKzs/H398fj8YimTtl49JesmT9/vhDaVMYAKCgofJtcd+De5XJx+vRpGhoa8Pb2Rq1WD1kjU1lZKSrMoM/7yMrKIisriz/+8Y9s3br1is9s2LABvV5PdXW1eC0+Ph5fX1+ef/55MjMzASgrK0OtVnPgwAFxXElJCVPMZv6/n9zFE//1Fh3uIHqDZ7Ov4hPUwLRp0zh8+DA5OTlkZ2fjdrtZvXq1MGbHjh2jurpajHPOzMwc4D3KBqV/k2l/ZWcldKagoPBNc11GZseOHaxYsYLm5uYBrwcHB/Ob3/zmmqOZb2V6e3vx9vbmySefRJIkoRnWvxw7PT0dl8vFmTNniI6OJicnh9TUVHQ6HTU1NZw8eZKHHnqIZcuWieZNgNGjRwN9RQKff/45o0aNEuOpu0+WoB41BZdfHD1B3yFpjEN4UNAn4yNfZ/k8mzdvBv7Rs6PVakXz5aJFi4RBkb/jiyihMwUFhW+aQRuZ0tJSfvaznzF69GgWL16MVqvF4/FQV1fHO++8w9NPP81f//pXEU4aSoSGhlJbW4uxfT//OcmF18lCkhIlenqd+Pr6om75hE9OXsTWrOL06dNE3uHhrksl+Pj5QqI3UuMntLxbi//lHjRHqhjlLdHWI/09H+Nhx44dXL58mbq6OiwWCz09PUh48GrbD0i4/GKpaA3mb7tKuOcusyiPjouLY9SoUcIzmTt3LgcOHKCpqQmz2YwkSWKYmkqlYtGiRV+6TyV0pqCg8E0zaCPz0ksvERERwcaNGxk+fPiA9xYtWsT999/PK6+8wp/+9KevfZE3ix/84AesXr2aU6dOcerUKcZP8DDaG3D3AODrBbi6wNWFr0pi5MiRNDU1YRg7iiCfM8Df+4J6L9N14hA+wNQxsKe1LxRVVlZGVoSHGL+LnOqUOHEJzjacZE9p38waCQ/WtNF8VteL44Ivb+9sw0tdwi9/+Utee+01Ro0aJUJ2JpOJlpYWmpqa0Ov1PPnkk3h5efGLX/yCuro6oqKiRDFGdXU1KSkpV4TEbnSCphJmU1BQuFEGbWQOHTrET3/60ysMDIC/vz8LFiwYUgYGYPLkyaSmpjJmzBgOHjzIS1UOVJIKSYJ777mH2JgYXnv1VSQJAkYH097eil6vx/SdWeS8/ickCSZNnEjN50eZPF5Hw3E7E+KieeTHWXy2bx+lpaXEBqgJ8XISeocH02hw95Qx0ziKijO9fHr6Es1NDtqPlRMQZ6Hj8h28vKmW+lPHmT59Orm5ucybN4/m5mbOnDkj1AjsdjsvvfQS2dnZpKWlodFoyMnJwdvbG4BNmzYRFxc3YEbNP4MSZlNQULhRrkuF+cuQJIne3t6v6+u+EX7/+99TVlYmGjAnJRsYERTGJadE9LgEkqbOZNiYMDp6JU41tQJ9+Rkfv+FMvSeT1m6JUx3d1F+W2FJey0lGsf7AaTTe3gQHB6PVannpmJsdmkmc187CJzYRjyQxoqeNmSMuMCfEg9vtRvK46K4rxE/ThcdrBPm2Tj6v6huo1tLSQmlpKXV1dej1+gFCnjk5Obz11ls4nX39Nm63e0Dz5peJZMpKzW63+ysVm+Uw21ArUVdQUPj2ua6O/40bN9LZ2XnFexcvXmTDhg3ceeedX+vibjatrX2GY/bs2ZjNZtHvEhgYSGJiIs8++6zof4mLixMlzqtWrRLeQV1dHVqtlpCQEM6dOwfAzp072bJlC7W1tTg9Eh+Wfc7/fLCHlw51suKwxJsnVNi7fPGZOIOQkBAAjJH+JJ3PR+28iNsnmEa3HoulT/JfriaLj49n0aJFaLVaoM/QFBQU8Nlnn5GdnY3H4yElJYUpU6Zw//33C8NwNel/2UitX7/+KxWb5TCboiKgoKBwvaifffbZZwdzYGRkJK+//joFBQW4XC7a29s5fvw427dv51e/+hUOh4Pf/e53REZG3uQl//O4XC5aWlo4e/Yszc3NhIeH88knn+Dv709TUxNdXV0UFxeLZk2DwUBMTAybN28mODiYqqoq7r33XkJDQ6mqqqK9vZ1Lly4xcuRIurq66OjooLe3l7i4OKZPny7Kndvb23F5JFq7JcrPujlSdxq9Xg94mKk5TdoYFyavKi56fClxeON0eehwHGXatGnY7Xbmzp3LZ599xr59+4A+w9fe3k5jYyO9vb28//77uN1uMQL77rvvRqVSsW7dOtasWUNsbCwREREAhISEoNVqmTVrFnq9nuTk5AFNnLcyDofjtpzUKqPsb2hzu+5Pvm8GBwdf1wPnoI80GAy89NJL/Pa3v+V///d/xZO8x+MhKCiIVatWMWXKlOtf+bdIdHQ0TU1NNDQ0AFBeXg7AiBEjmDdvHq2trcTExHD8+HEKCgrIysqip6eHzMxMJEliwYIFNDQ0EBQUxJkzZ7DZbIwcOZL29nZGjRrFr3/9a3x9fYF/yM58ka1btyLhYf9ICT9vNaO9nTzqvZ/vOKvIb0slccYCHnggA41GQ11dHYWFhRiNRsLCwigoKMBkMonG0KysLObPn09TUxN5eXl4PB70er0Y39y/qqx/EUBqaqqS2FdQULgpXFf8Y86cOdx1110cOXKE+vp6ACIiIpg0adKQDKXs3LmT8+fP09zcjE6nIz4+ni1btnD+/Hn+/Oc/s2zZMqBvoJjVasXlcrFlyxbxebPZPCDMJJce+/n58dxzz+Hv7y9yJE8//bRQaI6KimLbtm0cP36c4OBgWlpaONAuUd7uJmWkxLwoDZGadn464mMOno1m27YRQq5Gp9Nhs9lIT08nOzubnp4eQkJCKCws5PDhwzz44INMnz6dsLAwNm3axOLFizGbzRQXF1NRUYHRaBThM2CAhE12djZGo1ExOAoKCl8bgw6XyahUKkJCQtDr9ej1ekJDQ4dMmEVGdvu6urrENM+2tjbGjx/Pvffei8vlYuHChSLHodVqGT58OCNGjCAsLIy7776bGTP68inyzVqr1VJTU0NgYCAXLlygpaWFqVOnsnLlSnbs2EFVVRUOh4ORI0ei1+uFsZo+fTqSJBEVFUVTUzOOLonPWtz0uCF6uIYRUidrjkfRc/40YSGjRQivurqa4OBg3njjDcaNG0d1dTXt7e0cOnSIiRMnMmfOHLRaLW63m40bN5KVlcWIESNoaGhg9+7drF27ln379hEbG4vb7Wbfvn1MmTKFpqYmcnJyBoTWvgq5xDk8PPwbMUy3azhCRtnf0OZ23d/XHi77/ve/f92LkCSJN95447o/921x7tw5goODefDBBzl58iQFBQUi+R8ZGUleXh4WiwWPxyNUmI1GI1qtFpPJhMvlwsfHh5qaGuFpnDt3Dr1ej8Fg4O2336akpITAwEBRFDB69GhcLhfQ50WMHz+eDz/8kKeffhovLy/Onj1LXV0dO1skJs37Hlt3HKPdNQyfiLtpPl3ASC8PMQkpzJo1S1R7RUdHAxAYGIjdbqempgaDwYDBYGD//v0AQqJGxmKxoNVqcTqdGAwGli1bhtPpJCkp6bobNpUSZwUFhWtxTSMjh8NuZ+rr6zl//jxvvfWWMKpNTU3odDqsVisOh0MYDxmbzYbNZiM7OxuTyYTRaKS6uppf/OIX1NTUEB8fDyA68aHP8Oh0OkaOHMnWrVuZMGGCuKmnpqZisVg4fvy4kLIJDg7G39+f97d+jKP5LFJIGN1eAdwdHcG/+R+nUjrL1KlTKS0tJS8vjyVLlohxAFarVShAQ18ubfny5SQkJKDX63E6ndTV1REbGytGFVgsFvR6vRiUdr2GQlESUFBQuBbXNDKffPLJN7mOb4WxY8dy/Phx2tvb2bt3r3j9vvvu4/DhwxQXF5OZmSmmXs6dO5fW1lZsNpvoSfn1r39NTU2NyMdkZmYSFxdHZmYmBQUFpKSkoFKpRO7GZDKRkpLCxo0bycvLE8PH+tPS0kJLo6eynAAAIABJREFUSwtJSUm0t7fjObOL7pB7CPKT8FFDqus4ZaueIuEHK8TN3WAwoNfrSUxMZMOGDXg8Hkwm04AEv9lspqSkRBQhyPma/Pz8AfNprhe1Wo3b7UatVt/or0JBQeE25YaSKc3NzRw8eJALFy7Q09MzQPV3KDF37lw6Ozsxm82YTCaWLFnC0qVLmTp16hUqy9A3N2fx4sUsX74cg8HA+vXrqampITw8HLu9r3myoKBgQFjqwIEDA+KzJSUlrFixQhiYsWPHotPprlhbaGgokiTR3d1N+Bg/ZupcvH1xGm9cnEGnS8Woy02c+H8/JyHEH7VaTVlZGS6XSwwwy83NHVCUICf75VCdxWJBkiSKi4uxWq0ivHatWOvVem3k1995552v7LVRUFD41+S6Ev9lZWU89dRT5OTksHHjRqZOnUp9fT2PPvqoKAYYCsgJrHHjxnH06FG8vLwoKCggJCSEe+65h9LSUvz9/ZEkiccee4yIiAjq6+vJysrCy8uL8PBwVCqV2K/JZCIkJEQYpvT0dGJjYwkODqa6upq7776bkJAQ/P39iYyM5PDhw4SFhRESEsJbb71FW1vbFWu8ePEiTU1NjBw5kjNnzuCr7sHZ28Vxj5ay7ihi3DWM0fRy/tAOKiqP8tK6fJG8DwkJ4b777qO6upo777xTzKvJyclhypQpuN1ufvCDHxAREYFWq2XOnDliEufVkvcej+eqvTbQl49Zs2YNVquVOXPmfCNFILdrYlVG2d/Q5nbd340m/gdtZA4dOsRjjz2Gj48PWVlZHDx4EIvFwogRI/jb3/7GBx98QEJCAjExMTe4hW8O+WJt3ryZ8vJyHA4Her2evXv30tvby9q1aykpKaGhoQGdTseGDRuEBEtCQoJ4Lzo6mq6uLlavXk1AQACNjY1AX5J969atjB8/nqqqKlFi7HA4hEy/w+EQ3o9MRkaGCMm1t7cD0NXVhZ+fHy0tLfReaEAzbDQX1cFUuLUYtcO440Ij7WdaKG+XCA4JxcvLi+bmZnp7eyksLKSnp4fDhw/zne98B5fLxZ49e6isrKS+vp5p06YRFhbG+vXruXz5Mrm5uVetKvuiIZEkSRgkualzzpw531gZ++36j1hG2d/Q5nbd301vxnzhhReIjIzkgw8+oLOzk9dffx2AO++8k4KCAh5++GFeffVVZs2add2L/7ZYtGgRDQ0N1NTUcM8992C1Wunq6hLvG41GqqqqKC4uxmw2ExUVhc1mIzc3F4Ds7GySkpIwmUw88cQThIaG4nA4RNiop6dHVKHJ9B9iFh0dzZgxY0hLS+PEiRNotVqmTJnC559/Tm1tLYmJiTQ3N9PU1MSwYcPo7OzE0/wpUvA9dHmPJOdoOLr2ciak/Rta1SnsdrtQbZblaiorK6mrq8PhcIhya+gL25WWlmK328nPzyczM3NATkYuSzYYDDidTpYtW0ZycjIajWbAaGh5KqeCgoLC1Ri0kSkvL+fJJ5/E19d3wDRJ6FNhfuCBB3jxxRe/9gXeTOx2OytWrODgwYMkJSWh0WhEya/clAhgtVqJiYlh1apVZGRkkJGRQWFhIU6nkxUrVmC32wkPD+fRRx9l//79wshs27YNQNyE582bh06n49NPP+XAgQOcPHmSkydP0tHRQU1NDdDXb1NbWwvAwYMHxVplzTjJ48L7zG66Q+7lAiNpGPUdfv3I41jdbja89x66MzYq2iV2VPVprsXHx1NXVycMnTwAzWKxkJycLMJpVqtVqBPIeZb8/HyysrLIy8tj2bJl4ulFqSZTUFAYLNcV35Cl5K9Gd3f3kCsAeO2113jiiSeAvh6ft99+m4ULF7J8+XK6u7ux2WxYLBYWLlzI+vXrAYSsC8Bnn32G3W4nPj6e+fPn4/H0qSrPmzePpqYmTCYTDQ0NjB07lvDwcGJjYzl+/PgAbyYsLEwYGEAYmNTUVIKDg2ltbaW0tJSUlBTxuZBRd9DU9hk9Y75DiyuCVX96n8hAN5akaM4U5nO3L0ybP5ODPSOJjokR0jNZWVlERUXh4+NDUlISBw4cwGg08tBDD4mkviRJSJJEfn4+VquVrKwsgAEGRakmU1BQGCyDNjKJiYkUFRVdtUmzs7NzSKow//jHP6aqqmqABhj0ycOYTCays7OpqqpCpVKxYMECJEnC7XZTWFiI1WolIyODiIgIoqKi8Pb2Fk//MrNnz2bcuHE8//zzV5w7Li5OhLEyMzNxuVzYbDYR85RHKM+bNw+j0cjZs2fFZ1tbW1EDmo4KnIHJ7D9xB+qGQjzuuwhQRzLJVY9/7W782iVe3SzR65HEOV588UWWLVtGRUWFCHl5PB4RAgQGlDPL1Woej4dFixYNKCJQmi8VFBS+ikEbmaeffppHH32URx55RCR/Dx06hN1u580336SxsZEVK1bczLV+7cid/HIpsVziK99A7XY7hYWFlJSUsHr1ar73ve/hdDqZMGECiYmJlJeXo9Vqyc3N5cSJE0IVID09HZVKRVJSEpIksXTpUpxOJzU1NTQ1NYkZNtBXqhwbG8sLL7wg1tU3trmPzZs3D1iz7A15e3vjuXAUt/donMOicI2ZyaEjn3OizsHEESoeivaQNNJDiJ+GP9tdHD16lJqaGnQ6HYmJiUiSJEZBy2tJTU1l1qxZA0qZExMT0ev15Ofni14g2dtTwmUKCgpfxaCry8LCwoQ3IyeX9+/fz6effoqPjw//8z//M2SS/nKVhMvlYt++fcydOxeTyYTb7eb+++8nPj6e5ORkLl26RHFxMZcuXaK+vp60tDRUKhVhYWG8++67rFmzBqfTKaT229vbycjIQJIkCgsLiYuLw+FwYDKZaGpq4o033sDhcGA0GklOTsbtdnP69OkB1WQyWq2W2NhYHA4H0GdcHn/8cRYuXMixY8doaWlBAtRdjahHxOFUDycwOIqQYZ1UOdo4eh4mjVQxxstJ8hgNO2vP0O2WaGtrw+1209PTw9q1aykuLhal1w6Hg5CQECZPnizKmNevX8/evXsxmUx0d3dTUFCA2+3mnnvuQZIkUWkXERHxjQlq3q7VOzLK/oY2t+v+bnp12TPPPENmZiYff/wxR44c4dSpU7jdbiIiIkhISBiSKsyTJ0++IiwkN0aq1WrMZjPz5s1j8+bNA8JCspyL1WolPT2dc+fOiXJkSZKER1NdXU1BQQFLly4lLy8P6JOMkQsKZO2xgIAA8d2ypxIYGEhZWRlGoxGXy8WBAwfIy8tDkiSeeeYZXn75ZWw2G2EhY2h0fAwh91LT5M13Er7DiBHDaWxsJPIHi2nblIOPyotZ9yRTUNTnFUVFRVFVVQX0eS+ySOfx48evCI3JJelBQUHcf//9qNVqrFbrgOIAQAmdKSgoXJVBezJLly7l/fff57333kOSJMxmM2lpaUNahTk0NJSxY8dSWlqK0+lkxowZuN1ucnNzcTqdTJ48mYSEBLRaLUajUewzODgYt9vNggULyMvLY+/evVgsFtLT05k9ezaxsbEEBQUxf/58oK/H6MiRIwBcunRJrEMuDnjyySdxOBw0Njai1WpxOBzCg2lsbMTj8XDx4kXOnTvHvn378Hg8+Pn5UV1dzeOPP865s020N9Xh8ovhZEsPTScO0dnRhMbXj4p2iff2V6EbN4Gqqip02jjUGg1FRUXo9XoqKysJDQ1l7ty5TJw4EZfLRX5+PjExMURERBAWFkZDQwM7duzA4/Hw8MMP4+Xlhc1mY+3atWRmZpKeni7kc74JbtcnRRllf0Ob23V/N92T2b9/P5988glbtmzh7bffZu3atcTGxpKZmcm8efMYO3bsDS3826Z/38vSpUsxGAxCbFKv12M0Gq8Y6lVRUSE8E9mjWbhwIRqNBo/HQ21tLQUFBahUKvLy8khNTb3quXU6HSUlJcycOZPp06djs9koKyvDYrEQGxuLy+Viw4YNYgR0UFAQJpNJeA8mk4kpU6ZgMBj47//+b461HMIZMBl3yF1IDYXs3buX1tZW4uK0REdHo9PGMdNjp66kBrNpCsV/L3TIz88XA85kz+XYsWNUV1ej0+koLi4WeZn4+HiMRqOoJNTpdJjN5pv2+1FQUBjaDNqT0Wg06PV65s6dy6OPPkpcXBwtLS188MEHvPHGG+zZs4fu7m4mT558k5f8z9PfIjscDjHOOCgoiKSkJCZMmIBWqxUjieVqKrkb/ouji/t3u8vd8Wazme9///vo9Xo6Ozux2+3ExsZy7tw5UlNTMRqN4rxms5ndu3eLfM2PfvQjoqKieO2118T8GOir4nO73bS3twsZG3nsck1NDaruFoLGTuB8twa1fwSdzYeQ8NDe3k5JSQmjetuYE+JBPxxSJ+qYOOd+xgQFUV1dTVVVFfv27aO3t1eoEVRVVdHT04PD4aCtrQ2z2YzFYkGlUlFfX8+MGTNITU29KR7Ml82ouV2fFGWU/Q1tbtf93agnc0N3B39/f7Kysnj11VfZsmULs2bNoqKigt/97nc38nXfGi6Xi927d/Ozn/0Mi8XCggULgH+MJpY9k97eXiwWi6imkt/39fW9QlQyOTkZq9VKcXExlZWVeDwetmzZglar5fjx40CfBlxcXBxGo5HFixcjSZIoWQ4ODhY6Yv1lZ7RaLSkpKaKPprm5GaPRSGFhoeizkYD2o5vQeDrpkYajDptFcnKKyP24g7W8dUKFExWdh3cSdWonzQ2nWbx4sWgYLSsrIzMzU1wTWQYnNDRUTNcsLS1l1apV4lr0p7+Qptvt5u23376h/inZsCuimwoKQ5sbyta3tbXx0UcfsXXrVkpLS3G5XBiNRjIzM294IceOHWPBggVs375d3NiuxqVLl8jJyeFvf/sbnZ2dGAwGnnnmmRvSTFu7di2lpaWo1WqWLFlyxdjhLya3ZUFM+Zj+0iulpaUYjUY0Gg0LFy5Er9eTlJQkbpL9myzDwsL49NNPKSsrIyIiggceeECMBti8ebPIjcgMGzZMfB7+0bUvezkBAQHExcVRXl6O5OlF3fwJzuB7uKQOw2ZvQHOxL8lfV1dHWFg4r9kbeWKcF5drSkm5BCV7JNLSZoi16nQ6pkyZAvRpp505c4bi4mJR8lxbWyvKsuUGThlZckZWec7Pz0eSJBYtWiSu6WDGO9+IqsBgv1tBQeGbY9CeTHt7O++++y6PP/44M2fO5De/+Q3t7e384he/YMeOHbz55pssXLjwhhZRV1fHj3/8Y5xO51ceu3jxYrZt20Z2djbPPfcczc3NfP/73+fChQvXfd5FixZhNpsxGAzi5tj/ybm0tJT8/HwsFgtLly7F7XYPOEb+jCx1L1eN9feEDAYDS5cuJSMjA+jzFIqKioTn4nQ6UalUQkJf9phk7yQwMFBIygQFBZGamsqyZcsYOXIkzc3NAHR0dBAeHo5WqwVA1duBd1ufPE5vYAoun2AAUVQQducU2lIexuntT4wfzHZ/Tn3N5wCimq24uBiPx4Ovry9paWlAXxHCCy+8QFFREXv27GHVqlVXjBOQq9by8/MZO3YsZrMZq9U64JoOxkPpfw0Hi+L9KCjcegz6X/D06dNxu92EhYXxwx/+kIyMjKvOQbkenE4n7777Lrm5uXh5eX3l8aWlpezatYs//elPzJw5E+jTBZszZw7r1q0TEjGDZdiwYcycOZPnn38eo9FIdna2CC3BwKdpjUZDb28vWVlZ4ulaDgN98c/+aDQazGYzKSkpHD16dIBHExERQUFBAWq1msLCQkwmEw888AAVFRUUFhZiNpspLi4GEGOhW1tbWbx4MZ2dnUI0E/qaNp9++mn2799PSUkJ6sun0Jw/gnPEJAibw5zxnWzf1qdFFhsby8pVq7j/vn9jUus+Tp09T17Zh5jNUyguLhbGMjs7G7fbzaeffgr0GdW5c+dSXV3Nf/zHfzBz5kx6e3spLi7GaDSyfv16sY+SkhJOnjxJcXExM2fOFOXNN1P3TNFUU1C49Ri0kVm4cCEZGRnXrJS6EcrKysjJyeGHP/whISEh/PrXv/7S4z/77DP8/PyYNm2aeG3UqFEYjUZ279593UbG4/HgdDrFzTwiIgKTySTe7z9VEhBVZbJxTU1NZfny5UyaNAmNRnPVayPnKGpqaoSBkcU3Z82axfLlyzl69CjQp4y8fv16tFot2dnZ9PT0MG3aNCRJQq/X88tf/pJz584JwyL/mZqaSllZGXv37mX69OmUlJSg0+mw1xzE7TWSnjvCsTUE4JHUA7zF97d+zJG4aGpPXsSNRE9PD6kpKZQdOIBWq8Xlconcixyia21tpaamRpRAywPaZCFNWR9t1qxZJCQkoFKpSExMpKSkRIQTb5Zq8838bgUFhRtj0OGyZ5999ms1MNAXvvn444956qmnBiW2WFdXR3R09BXHRkVFiaT69XD48GFWrVqF2WweENa5VsJaflKWw2YVFRUYDAYqKyvJy8ujoqLiinPIJdKynP7SpUt56qmnyMrKIiUlRfTbyIarsLCQ1atXU1NTw4svvkhtbS0mk4lt27Zx7tw5AgICmDdvHrGxseIcsqx/aWkpdXV1TJkyhZqaGubNvY/xgQ4k5wWaz7noHWmmsKgI6AvLAXxed5Jed1/+4nDFAe5stzFhRF8Zdm1tLb/4xS+wWCwiFGc0GrFarVitVpxOp5gmarVasVgsOJ1OXnzxRTwej7guL7744qDCWNeavqmgoDB0+Va7KMeMGcPo0aMHffzFixfx9/e/4nU/Pz8uXrx43eefNGkSy5Yt48SJE6IaDPqkVPLz84Xysoz8pJySkoLJZCIxMVF4Q/K8lS/SP4Ev95QcPnyYvLw8Nm7cSE5ODnl5edTU1AgvSqvVCq8qPz+fdevWYbFY8PPzo6OjgzNnzvCf//mfokBCDm/J55ONzvjx47Gk34v3md3g7sXlF4tz+HgkSeLBBx8c8NSfkpLC3fFjGD8CHolxYxjlxuVyMXXqVOLj4/nwww8B+PDDD4mNjRUGWlZGOHz4MPn5+RT93Yi53W6SkpIwm82UlJRgtVqven360z+nohgcBYXbgyGlBfNlN5wb6dU4duyYaJycMmUKHo9HVMuZzWZiYmJYt24der1+QLXSrl27KCkp4eWXXyY8PJwPPviA+fPnI0kSdrt9wPGyh6XT6di9ezdqtVok9eWRzi6XC6vVSnR0NPX19dTW1vLHP/4R6Ktoy8vL48iRI0ItoLW1lSNHjjBs2DDxM/RVmW3evJnMzExMJhM7d+6ktrb274UA++gZMxNnYAq7Svv2PHz4cLGnvjECHlRRvkwf2cWCsR622QpZp9Hg9nhITU2lsbGR2tpaVq5cicViwWq1UlVVRXV1NQ0NDUCfpxMREYFKpeL9998XA99cLhfvvfce8fHxojLvi9fK4/FgtVqprq6mpqaGTZs2MX/+/KuO9ZYLJ25XlP0NbW73/V0PQ8rI+Pv7U19ff8Xrly5duqqH81UkJCSQmJiITqcTyX2bzUZhYSHLli0DYNOmTWRnZwP/KF2eNGkSYWFhWK1WNBqN+Hx5eTmbNm1i2bJlwktITEwEEAoBkZGRPPDAA0iSxKZNm4iMjBxwvsbGRqF2DDBu3DjsdrvIpchDzQoKCgaoJ5eVldHR0SG+44uhKfXl0wSp6ml1R7Kn1guf5mZUzj5jJ+dbQKLoVC9nLklYIjzcG+bBfnIPayrO4EEaEKKLi4tDo9FcMcZg2rRpTJkyhXXr1rFgwQJcLhcul0voucnXpqSkRFzb/nkwgJycHDIyMgZM4+xPWVnZ1x66vZVQ9je0uV33193dLaI918OQMjKxsbFCu6u/Z3Hy5MkBN8Dr4YvJ4qSkJFFBJkkSy5cvx+l0snLlSiEC6evry8MPPyw+I8vOyDmbLya64+LixLFRUVEcOHCABQsWoNfrSUhIID4+XlRELVu2jO7ubtLT06mpqRHhtuPHj+Pn58fdd9/NK6+8QlxcHHa7nXnz5olrIRubLyo6y1w4uQuf0Dl0e4XSM2YWke4yoseGU1ZWRnp6Ok1NTRgMBv76179y6eQlHoxyo1e18FCUxHunGZD3euedd3j++edZunQpu3btEkatrq6OEydOkJ+fT1NTk6iOy8zMRK/X/6Mx9BoVefLPhYWFqFQqJZGvoDDEGVLKltOnT+f8+fPs3btXvNbW1kZpaano5fhnkSvIKioqhAEyGAwsX778mjkFuV+mvLwcg8EgBoLJN97U1FQyMzNZsmQJarVaHJuamsqhQ4dITU1Fo9GgVqux2+28+OKL1NXVUVhYyJYtW4C+cutLly7xzjvvAHDmzBmgTy26qKiIrKwsEU6sra0ViXpAeHkBI0YgNe9C6j2HxyuABnc8pWUHyMrKIj4+ntLSUrZv305nZyeHOyQ2tY/CKWnQ67QkJQ98Mmtubmb58uUYjcYBzbMxMTFYrVZMJpOQz5Exm83CK5Gv6ReNiNxXZLFYyM/PH3TPi5LDUVC4NbmljUxbWxsVFRUiqW80GjGZTCxZsoQNGzbw0Ucf8e///u8MHz58gGcxWMrLy3nrrbcGPE3377WQb1pf1RjY/6m8fyGA/B3l5eVCMFPOx8iTMPs3cfYfISArGKSnp5ORkUFQUBDQ13hpNpvFGIDIyEi0Wi2nT58eMNZZNkIAPT09QJ+7K3mceLfuAlc37jsicQYk0tvby7Fjx4iLiyM6OprU1FS0Wi1l9R28eMzNIb9JLF6y5IoS9qamJtatW0dRUZEwJmq1mpdffpmSkhL+7//+j7S0NLKysoiJicHj8eDxeCguLhYhBbVaPcA4yH1FDz744DUN+9UMitKIqaBwazJogcybzbFjx9i+fTuPP/64ePLeunUrP/nJT5g+fTqRkZEAzJkzh4aGBt58800++ugj4uPjycnJISwsbNDnkoXeXnvtNQ4dOkRvby9dXV2Eh4ejVqsJDw/nwIEDA0Qxv4zQ0FChLXbgwAFyc3OZNm0aDoeDnJwczGYzM2fOxOVy8cYbbwAwdepUAPbt28fo0aOZPHkyISEhxMXFMWLECIxGIzqdjsDAQN544w2RbzEYDIwZM4aamhoaGxux2Wy0t7fjcDhEbujcuXOkpKQwatQowsPDRR5LDr1Jnh5UPWdxDYvB7RuC/egB6o71fU9dXR0RERHMnj2bM2fOUH/mHJ9XV3Pq1Ck+27WDaZoGev3GcPbCZaBPdqajo4OQkBDCw8PZu3evGIIGfTmaMWPGsGrVKmJiYtixYwevv/66EOPs7OwkNzeX6OhoIiMjhQGRRxyMHTv2ComY3bt385e//GXA70YWLZVFTYcyt6vAooyyv6HJjQpkSp5/wfiCnMCqrq5m06ZNIpfRf/CW0+mkoqJCFAQMlv6fKy0tZeXKlSxZsgSz2cz+/fvZs2cPNpuNzMxMHnroITZs2CCKBeQmzeeff170psgjoHU6HePHjxclwv1Rq9UDSqX7k5ycTHl5OcOHD+fChQvExcXh8Xg4fvw4Tj89vaNM4HGREHiKM6ePCGN2NeaGuZkZ7MHlNYw/Humi8fLV9cECAwM5d+4cGRkZwsubMGECbreblStXDjhW1n1LT09n3LhxVFdXU1hYKN63WCxigJpMSUmJGG89FIflfRW3a+JYRtnf0ES+byYkJODj4zPoz90ynsw3iWyRhw8fzv79+3E4HFitVubMmSOeglUqFeHh4V/5VPxFSfr+n5M9nOTkZNavX8/rr7/OwoULCQ8PZ/78+Rw8eJA5c+ag1WpxOp1ERkYSEhKC2+0mLy+Pffv2UV1djclk4vDhw8THxzN+/HiqqqpISUkRuZALFy4wbNgwent7gT4lZ7ncWZ5F09PTg06nY+LEiRQXF5Oamsod0kXaz1/G4xNEhyuArtZjSJ7ea+71ZCckRY1mWE8HSYEeTndKtPdI4txBQUFMmDCB4cOH09zcjL+/P7t378ZutxMcHMx3v/tdwsPDcblcJCYmMn78eO644w5qamoYPnw477//vvCCDAYDRqOR/Pz8K7xJuUDhWr+bLxsTMBS4XZ+EZZT9DU2+Uan/2wX5BpSZmUlMTAxqtfqq8f4vSyp/WS5AzuVUVFSQn5+P1WrFbDbz8MMPU1lZKQoAqqurWbVqFTabTVSeLVmyRDwNyfmYoqIiMTFTrVZTXl7O5cuXCQkJobOzU6gGtLS0XLGWkJAQampqKCwsFKOdT5w4gde5MlRdDrqdKnrG3IVH0gwoGkhJSeGOO+4AwOsOf7b3RnOwXcJHDY/HujGF+gp5m9bWVjQaDYcOHQIQvTMAvb29qNVqZsyYwezZs9m2bRtFRUVs3bpV5Jh0Oh0//elPsVgs/OxnPyMuLm5Ak6v8e3C73V+a5FfyMwoKtw7/0p6MXD4cGBjIqlWriI2NpaGhgZycHHp6erjzzjuRJOmKoWX9+apcgMfj4dSpU8yYMWPAcDP5cy6Xi9dffx29Xo9Op2PlypVotVpUKhUbN27EbDYzbNgw7HY7Op1O1KlnZWVx6NAh0SN06dIlAgMDRflyUFCQuPkDzJgxg/Hjx9PS0sK5c+fE6xKgvlyP645IPN6B+AZEcOaEDZ1WS3t7OxEREZw6dYqRI0dy/vx5GpuaONIBo/x9ifBxMs6vl6DIGCodHVgsFh566CF27dpFd3c3ly5dIjMzk3HjxlFUVERMTAzh4eGcPHlSDEfLyMggISEBj8fD4cOHiYiI4Hvf+x7l5eWsXLmStLQ0IiMjsdlsNDY2kpOTg9vt5r333iMmJoadO3eSkJAAILyXoZ6fuV2fhGWU/Q1NbtST+Zc2MqGhoURFRQ0Ia+3atYuqqiqqqqqIiYmhoaGB5ORkdDrdVW9aXxVWKy0tFYUA/UdUS5JEQ0MDKSkpNDQ0cOjQIYKDg4XUf319PaGhoWzfvp0RI0bgcDh4+OGHCQ0NZdy4cVy4cIGjR48yatQoVqxYgd1up7a2ltDQUC5evCgMzLBhwwgICODQoUNUV1fT1dV1xRrrf7t7AAAgAElEQVQl3KguN+Lxj6Mbfzwqb847jgB9jZ0As2fPJjAw8O8/S9S7/bh0uRv9cDhzvpOotLk89NBDvPLKK9TV1eHt7Y3L5SI+Ph6A6upqenp6OH78OH/961+FRxYQEMCmTZtYsGABYWFhREVFERERwfr162lsbBRTQ9euXSsKKMLDw5k5cyZVVVUUFBTgdDrp7u4mJyeHmJgYUTQgG6ehFja7XW9SMsr+hiaKkbkO5Isl/2WQK8pUKhV6vZ6GhgYWLlyIJEnk5uai1WpFt//13rSu9VQte0darZb09HQ8Hg/R0dEidLRy5Ur0ej0TJ05kx44dWK1WxowZwxtvvEF1dTU6nY6EhAQWL15MVVUVRUVFBAYGitLl9PR0WlpauHDhgjA4ISEhIlcTGxvL6NGjaW9vJyAggJ7LF5C6WnH7x+L2CeIOHzV3z/zHXJsLFy6IfMnIkSM5d66DDu9RVJ/tYleTmyq7HZfLxbhx46isrKS7u5uQkBAOHDgg1isXW8iYTCahbTZ16lSOHDnCpk2bOH36NDabDbPZTFRUFK+//joAU6ZMQZIkEYaMj48XFWgej4cZM2aI4oJ9+/bhdDpZs2bNoCoEbyVu15uUjLK/oYmSk7kBXnvttSvi9pWVldhsNry9va9owpQNwzvvvDPopr9r9djI/TjJycn4+vqi1+t58cUXeeedd0SlWGFhIXFxcSxfvpyFCxcOaFTcvHkzWq2WgwcPsmPHDoCBYTBJ4oEHHhhwzqysLKE+MG/ePDFIraOjg4CAANQ9rWjO7gPggs9Etu05BvR5a01NTaLQYOHChSI0V31BQuPtw5w5c9hWmEfdppfp7Ro4igAGdvbLDZhpaWloNBoyMjIoKCgQ/UKyaOqUKVMGNHTW1dWRk5MjDJ+vry86nY6XXnqJ1atXY7fbSUlJEcdHR0d/aROtgoLCzedf2pMxGAwkJSVRVlYmvJP+nodaraahoYHIyEjxnsvlIj8/n5iYmH/q6fiLYbb+VWVpaWniP4PBQGRkJCqVCpVKRWRkpCgHHjFiBKtWrcLhcKD9ew4lLi6u7+ZfXU14eDj+/v6kpqai1+upqanhyJEj6PV6Hn30Ufbs2SMmWXZ3dwMwyg+6ui7j9g3F6ROOn3QOZ9d5ANEUe+7cORHukq/n5cuXmTfqPObRkBDiR3lrL53dPeKY9vZ2LBYL6enpREZGUlxcTGtrK1u3bqW6unqAFM64ceOYNGkS3/3ud9mwYQOffPIJJpOJxx57jPj4eAICAmhsbBQ9QPv27UOr1bJv3z5cLheffPIJZrOZ+fPnM3bs2C/Ny9yKlWi365OwjLK/oYniydwAd9555xUSMP09jy9WKfXXIbvaFMx/Bo1Gw8KFC4XUijzjRqPRXFHdVl5eTl5enhiCBn3hsaysLOrq6jCZTGRmZlJYWMiBAwf4/PPP2bx5s/AU7HY7FRUV3H///RiNRvGkP2zYMM6dO4fmfCX+rkZQabgwYiputd8Ab6D/eWWamprYddaHjh4I5iJPT9QwQvMPby8lJYXTp0+L8uuRI0cO+J7+0jQej4e8vDxeeOEF8vPz0el0lJSU8MEHH5CamkptbS05OTmUlJRgMBiwWq3iu2RF6+Li4ivm+3xbSgGK5I3CvzL/0p5McHAw4eHhaLXaKzwauHo+JTQ0lLi4ONxut/Bwvg48Hg9lZWUYDIYBQ9k8Hg/r1q1jzZo19Pb2cvnyZdxuN/v37yc+Pp7q6mqMRiNRUVEEBARQXFxMSkoKkiRRVVXVT2G5j9jYWKZPn05AQACfffYZO3bsEL00cp+NBLgvnMJreAS9quG4fcNIihtOXa1dfE9AQAA+Pj7CAwoMDKT1fJ/mWfxwD0HeLhICPVRfkOh0STgcDhwOB9XV1ezcuVOE9u69914uXLhAc3MzOp2OtrY2Mf1TLjpoa2vDbDazfft2enp6OHLkCG1tbfT09ODj0xeqi4qKIjg4mNjYWO6+++6rFmpcrUrwm6hE+7LqxKtxuz4Jyyj7G5ooif/roP/F8vb2vqaMjFwB1t+YqFQqGhsbyc3NFdVnX0eo5Vo3otLSUtasWSNusvv27SMtLY0ZM2Zw11134XA4KCkpYf/+/Zw9e5a2tjbcbjf79u0jKysLg8EglJChL9T1/7P3ptFRnXe6769KpXkeq4QkNFSVkAwGzRMISMBmlgQ2nnKv3el0pzP06s6J7XN69Yeb0/nSJ90M8Unn9j053QGnE4MDCZKgseNjwODYQiODALtKA2iqKqGhJFQaSjXs+0HZr6s0GWFsB6WetbyMqmoP77v3fp/9n56/0Wikvr7eKwgfERGB3W4X/1cgkRIjMeqMwK2KpHdomvRYNyPWYWDGvSYTDCCy1iLj1NT1TZAWKqEJhnVRErfHFdxzzMxPUFCQcLvJ6gNyW4Pi4mIUCgU9PT1e5wQzMazHHnuMmpoahodnzsFsNgtXWUlJCXa7ncOHD3P9+nWef/55WlpaxLWRJImuri7UajVbtmwRRH6/RbefBUslsuW6SMnwje/RhI9kloD5Jmu+hWD2wi/77+WUZpfLxcGDB+/7DXU+///sfS4UI0pMTKS+vp7CwkIRa7hy5QonTpygoqKCrKws6urq0Ov1ogfNjh07uH37NgaDQcRq4uLimJiYoKCgQFgKMEMagYGBIlgfFRXF3X4zyoke3CGpTCvCGLK5yUz0x2q1sn37dgYGBryIBmZ6+6Ska3nv9giJwRIrgmHaDcaxmfHKfXFgJk6jVquFJdXe3k5JSQnh4eFMTExw795MLEir1VJfX8/27duJj48nIiKC/fv3U1JSglqtZuvWrSiVSrq7uxkaGqK9vZ3r16+L2py+vj5MJhOHDh3CYDCIzqNfFJZKZMt1kZLhG9+jCR/JLAHzTdZ8C8Fs4vFMO5Yl7pfyhjqftTJ7n7MtKvm8VqxYgdvt5ty5c2KR7Onpoa6ujszMTDIyMlCr1Xz44Yc89thjVFZWIkkSR48epaqqCovFItxQMGMZZGdni8B/QECAUGuGGcskJCQE5/QkyikzrpA0pIAYIqLjuWe5hW1sjKGhIWDGdeZJNlarFbek4NaYCptD4kK/QjQ9c7vd2O12/P39cbvdWCwW4SZTq9VcvXoVs9ks9hcZGcnatWvp6OggLi6OM2fOYDKZKC8vp7Ozk9raWnp6elCpVBw6dIgXXngBpVJJWVkZmzdv5uOPP+bo0aMUFRWxfv16ysrKhDtxoYC/TPyJiYlfSlLAcl2kZPjG92jCRzJLwHyTNd/C4lk/A3NJRyaA+62fmc9amv2ZrMQsa5l5uumys7NF/KipqQm3241araa2tpbLly8TERGByWQiOzubJ598kt7eXsrLyxkcHBQuM9miaWtrY+fOnRQXF9PV1SWEMeVamoCAgE+Ixm5DOT2IFJbB8IQKkPB3DmG32wkPD6e0tJSoqCiRcSbvwy3N6JtJzIzBPmYlP3yK7glweSRODA8Po9Fo6O/vnzNndrtdBPVHRkYYHx8XMaijR4+SmJiIwWDA6XTyta99jcLCQrq6uvjVr35FQkKC6MiZkJDAjh07MJlMJCcnLxonkb/7supslusiJcM3vkcTPpJZAuabrPtZWBZye9xvYHf29vMF+z1jPunp6axYsWIO6cnWzuXLl1m1ahUGg4GioiIaGxspKioiNDQUu93OoUOHiI2NFXEjs9mM1WoVlkNCQgIJCQm88847QilALtaUa3XkZAClaxzFtBVX8ErcQYlMT4wQrBxnYmKCjo4OBgYGRMadvA9vSLyU7qYkDhKCJD66p8DNJ4Rss9m8ikVlFBQUEBAQIAhGPreOjg42btxIc3MzmZmZtLa2Eh8fz/T0NEeOHKGoqIgXX3yRtLQ01Go1Tz31FL/+9a85cuQIaWlp5OXlzWuFesZu9u3bR2ZmpvjNF5XuvFwXKRm+8T2a8JHMErBYTGbTpk2iTfD9+tAfNENpIXLy3N98CQlqtRqn04nBYGD79u2Ul5czMTHB6tWrOXfuHAaDgeLiYiRJ4vz585jNZpKTkyksLMRgMIhsrfPnzxMbG0t2djbNzc3o9XoRVJ+NjIwMygoew2K6w5RfPO6gJNxTw0SFSNjtdkEwqamplJWV4Xa7Z7WBngn+r46USAoBbZjER6MKUAUsSE579uwhPDychoYG8Zls8YyMjDAyMsK3v/1tUlNTGR4epq6ujri4OAwGA319fSIhYGpqirt373LkyBEA4uLiyMnJmUP4sj6aHLvR6/UUFhYuGKP7vLBcFykZvvE9mvCRzBIwe7I8LQp/f/8lZxs9aIbSQuTkuT/5N54JAX5+fjz22GNotVoKCgp4//33OX36NJmZmezevRu1Wk1MTAwnT54kPz8fs9nMvn372LFjBw6HA4PBwL59+1AoFJw/f15YQ5GRkcTExMwih5nz7O3tpb29HafNAki4gzS4gpNx3OtDn6YW24yOjtLe3o7VahXZYSEhIYSHh2ManeKjewqyI2Yyz1ZHSnw04kYZFCYspoyMDMrKymhra2PVqlWcPn0arVZLeno6ZrMZvV5PSEgIVquV8fFx7Ha7yDjT6/X81V/9FTdu3GB4eJiPPvqI+Ph4YdHt2LEDjUbD008/PechkQkkNjaW3bt3i9jNYjG6zwvLdZGS4RvfowkfySwBsyfr83xDXczFMh85LdSfZqGEAFlvDeCpp54iNTWVmzdvsnXrVnQ6HRUVFeKN3M/PTwhlqtVqzp8/z969e3nqqadobW2ls7OT9PR00ddGzvqabWEo7XeRlP5IgQm4Q1L5ztf3MjE6015ATk+GmXhKdHQ0Y2NjTE7OdNIcdyq4NqJAGzZDNDnREm1WB6N/SHG2Wq2Mjo4yPj5OSEgIFosFq9WK0+lkYmICi8VCeXk5/f39TE1NCSXnqKgoWltbcTqdXL58mdDQUMbGxhgcHESv13P+/HkkSeKb3/wmfn5+vPHGG6xevZqmpiZWrFhBQkICvb29XLhwgfXr11NcXLxkMdSHheW6SMnwje/RhK/i/wEhSRJOp1P0LXnY1dlLrShf6PeeWmfyecu9Va5fv87+/fv5yU9+wi9/+UtOnTrFlStXcLvdBATMuKOUSiVvvPGG6DppMpn4/ve/j9PpJCAgQBDVyMgIjY2NXLlyRRw7ISHB698KwH+kBf/JO0gKP/7h3y7TfOM2wcHBQhFBhtVqRavVCj0ygDGngv/VoaRzKpBQFWRHes+13A/HUxFgYGBA/Ft2l0VFRbFt2zaee+45NmzYACBUDXQ6HZmZmTzxxBPU19eTmJhIQ0MDx48f5/jx49TU1HD48GEOHDhAY2MjV69eFW65h63m4IMPf8r4k7dkrly54iXF/7CtmqW6WO7HhQZzExWuX79Oa2srRqORkpISkpKSOHToEF1dXZw8eRKHw0FNTY2ojzGbzdy+fZuWlhauXr2K0+kUiQGAcLPJas/t7e1oNBpycnLo6OhAASgmenH7RyIFxOAKXsk98w1GhixzxmS1WoUlAzMFmRFRMXzQPcaUXxAXzC5gbiBdTqmOiIjgz//8z0lMTGTHjh3cuXOH5ORkOjs76ejoID09nYKCAtxutyDnnJwcNBoNO3bsEJ8XFRWxevVqoYywbt062traKCkpIS8vD6fTya5du0TXzQcJ9D+M5IDl+iYswze+RxM+d9kSMJ+sjGcK8cP0uy/VxeL5+4UWLLfbzYULF6ioqGDz5s3o9Xr27NlDf38/+/btE9ZEXV0dJpOJqqoq0tLSqK+vZ//+/SJtWXaHDQ8PYzabRYYZzGiNtbW18dJLL7F161bq6+uxWCzCuti5cyehISHYh4xMSmFIAdH4RWYQF2RjcnxU1M7IfWU84XQ6CQkJYXxikv5pFc4/fB+mknhCI3Hbhlfmmd1uR6FQEBYWhtVq5b333sNkMglR0Pj4eNatW4fNZiMuLg6j0UhHRwcGg4He3l7Wrl3L5cuXCQ4O5q233qKsrIyEhATcbjfZ2dk88cQTXL16lSNHjrBhwwbR96exsVH0qElKSsLtdvPGG2+IJmkNDQ309fWRlJQkrs/DeElZrouUDN/4Hk34SGYJmE9WRq51SU5OFjGPh4HP8ma70IJ17NgxamtriY+Px+l0kp+fT2trK08//TSpqalYLBbxZm4wGNixYwcKhYLy8nIKCgr48MMPaWpqQqfT8cILLxAfH09WVhbf+ta3UCqVbN++nZs3b2I2m4mJieHUqVN0d3d7nZvb7eajjz5i2j6F32QPfmFJTBOKTYohQ+3HXXMvwByCkSEXhXp+/3+lucmLBl3YTIrztHtmvjIyMrh586ZQa5a3LS0tpa2tjdDQUOrq6vjtb39Lb2+vSCKQRThLS0uFEoBnj5q2tjahAJCbm+v1ciFJEhcuXBCWYXJyMseOHaOmpobu7m78/f05ePAgdXV1D10LbbkuUjJ843s04SOZJWC+yZr91vpZyMFz28/yZjtfZplCoRDxk9TUVA4fPjyntkdOWX7sscfIyMjAaDTy+uuvU1ZWhtlsZtOmTVgsFq5fv86mTZsEqeTn5zM1NUVHRwfvvfceMNOsbDbBhIaGCrcZgAIJbLcJitEyTSjjUizYbhMZHuKlBJCQkOCVRDBbKcA0qSDrD5lna6MkOmwKbE4FaWlpwurybMBWXl4OzJCxyWQiODiYyclJgoKCcDqdTE1Nodfr0ev1nD17FoB169YRHR1NXFwcWVlZ7Ny5U9QpyTp18AmR7927lyeeeAKFQiFkbhoaGoiLi2PXrl1zstAeRnLAcl2kZPjG92jCRzJLwHyTJUu0yG+tn4UcPLed/Ya8FMgLVnNzsxcBqlQqHn/8ceHqm13bI9/kCoWCixcvisUyKiqKgwcPotfrqaysxOVyERERwe9//3tqamr48MMPeeeddzAYDCJ2Y7PZ0Ov1PPfcc8IycDgcoptnX1/fTPzG1Id7tANXkAanMhzCVuIYMqCQnKSnpzMyMkJ5eTkxMTH09fUBMy2dPRWiJ1xKuohhZbCbOH8nedES/VMKWrs+kZ6RMT4+TkNDA9PT04J4FAoFbreb6Oho8dnw8DBOpxOTyYRer6e+vp76+nra2tqorKykuLiYpqYmLl68yJEjR0hPT6evr4+f//znFBUV8fWvf52WlhYuXrzIL37xC/Lz88nKyqK2tlZkoclW8MOSoVmui5QM3/geTfhIZgmYb7JkHTL5rfSzuD08t1WpVJ/5zXY2AcqQSWj2MeSbXFZw3rt3L/v37/dqa3DixAlqamq4fPky27Ztw2q10tXVRVFREc8995xoLAbw4osvEhgYSFxcHJcvXwZg/fr1Iv6jVqtpbW3F5bSTGD7FPVckblUEruAk/Ca6mZq04XQ66enp4fHHHxeNx8bGxoSFIuPexBQ3JwIJw0FyKKyNltCvyuadK21s376dvr4+L5HN2d03IyMj5xSU5uTksHr1anJzc1Gr1eh0OrKysvjqV7/Kj3/8Y06ePClUEyorK7l06ZIo6Ozt7fX6/vz586LFQnFxMWazGZPJ9JlkaGZbzct1kZLhG9+jCR/JLAGLCWQ+jNjMw66nWGoPG/kml8luy5YtqFQqlEoliYmJIoW3srKSXbt2ATNxj6SkJF566SXS0tJITEzk2rVrWK1WXC4XJ0+enNOxU6lUcvz4caqrq8XCP2G7h1atZGgqBCkgCndIMtK9ThSSE5fLRVtbG21tbZhMpjkEI2Pa4aRjOojJaSfaMDA7ArhmsREdHU1XV9e828THxzMxMSF63ISGhuJwOAgJCcHf35+IiAh++ctfYjQaaWtrw2g0UldXh8FgQKVS4Xa76evrw+12i0Zp69ev58KFCxQWFmIymcjJyRHq1ps2bUKSJA4ePEhJSQnl5eVs3LgRmLHQZvcmWgyzreblukjJ8I3v0YSPZJaAxSbri5IOWQpm65l92nnJN/l8ZOdp3TzzzDP09/dz6NAhGhoaWLVqFdPT0/T29vL+++9z+fJliouL+da3vsWqVavIy8sjOTmZixcvMjU1xaVLlzh//rzQQEtPT8disTBqHSItTmLUEY5bFYkrOAl1yAT+fnjFYObTKoOZWE1oaCi3BiYwjikIWlXKxMQEL7/8Mn29vQwNDc2pZZGldYaGhtDr9axZs4bOzk4cDgf9/f1evXNkyJl08r7y8/Pp6upCp9Nx48YN3G43w8PD5OXlYTQa2bFjB4mJiTz55JOkpKR4Wb/JyclcvXqVn//857jd7iVZNLOt5uW6SMnwje/RhI9kloDFJuvzlA75LMkESzmv2Te553FlleeIiAhWrlyJWq0mLS2NhIQEampqqKurE2/4AM8++ywZGRmCrOQMq7q6OnQ6HW1tbYyPj7Np0ya++c1vcu3aNYaHh7k3OoxyogtXUCJSQBSOwESmBj9GIX3i6srMzCQpKQm1Ws3ExIQgILvdLsjnnkNBZ2cnNpuNy+d/x57gHswTbkYcn8yfRqPh2rVrgjSGh4fp7OycMy9yXGfXrl2EhYWRlJREQECAUKAeGRlhYGCAwMBAFAoFJpOJoqIi1qxZw6ZNm1AoFBw5ckS0WphN4vejfzffPTDbilYoFMtykZKxXBdhGct1fD6SWQIWkvpvaGjAbDYLCZb7wVKI47NYSQu54OY7vnyTe4o+ysdNSUnxsopSUlJEJlpqaiqxsbEi5lBZWcnWrVt54403uH79uoin9PX10dfXx86dO4mPj8doNLJt2zb6+/txu920t7eTl5dHojqegc4GXEGJOJRhSKErUUz0kLZyhVA7NpvNWCwWQTCe3TBlBAQEEBgYyIbISVZHQW60xJQLeiYgKiqawcHBBectJydHuKDS0tJ47rnnePvtt+no6MBsNnuJeTqdTqKjo9FoNNy+fVu0EWhoaODu3btkZGSQmJjIV7/6VZqamubUyMyOkSkUCurr63nvvfeEhI3ntfBU2AZEm221Wi1qcZYjlusiLGO5js9HMkvAYlL/s+sePg1LIY77sUaWau3Md3zPwP+BAwdEzGCxglPZTXP06FGysrKoqKhg69atnDhxgtraWoxGI11dXZSXl6NUKtmwYQOSJGG1WoUW2tGjR2lvb0en07F161aqq6vRZaRxr+8qriANblUk7uAU3GN3GL/3SXDek1jsdjtRUVGinTPMXC+Hw4HJHQIuB+lhsCoCogPg+sCUKNyU61s8sX//fi5cuIDdbsdsNtPS0iJSkRMSErh27RqSJDE1NUVAQADj4+Ps27eP3t5e9uzZw6ZNmxgcHKS9vZ2GhgZR4Hny5Enq6uqYnp5mcnLSi2zkF5aLFy9y9OhRsc2JEye8roWnHp3JZBJuzC+6c+cXjeW6CMtYruPzkcwSsJDUf1pa2rzqu4thKW6s+0kIWKq1M9/xZwf+5ZjBp9VyqNVqEfj2rKlpbW3FarViMpm4evUqZ8+eJT4+ntdffx2j0ShENl0ul2glMDQ0xPDw8Ez/mow07vVexRWYgBQQxaSfBr8pEwr3J8QSHBwskgdkgpHJJiAggLVr19Ld00O7TcFd+wzJpIRAQVI41wensbsVcwgmKCiIGzduCFIB7+JP2SUnH0/+rru7G4vFQnNzM2q1mm984xtYLBYqKiqES6uiooLw8HAuXLggXkxky0S2FA0GA7t37yY7O5usrCw2b95Mfn6+uBay6sCWLVtITEwUbkzZElquWK6LsIzlOj6fQOZngCRJtLS0UFRURHFx8RwX2mJimSqVioKCgiVN+mKYLYT5aVjo+PKY8vPz8fPzE/UhnmOZPT6VSsXTTz9NZWUlt27d4sCBA1y/fp0f/OAHVFZWkp+fL+paentnKvorKirYv38/QUFBaLVaYCb2IVs0MCN0WbF7O5X5AYQwCqoQHJptuP1jxLlMTk6Sn59PXl4eubm5FBYWMjIygkqlYnp62osoro8o+dc2JUN2iHDe47t6N4HKuddoampKbLdy5cp55y8gIED8W61WAzMCnDqdjl27dlFdXc2pU6eQJIng4GBRD+NyuYROWmFhIWvXruXAgQMcOHAAl8tFYWEhMBN3yszM5Kc//SkAfn5+Ys6vXr1KdXU1V65coaWlBUmSOHz4sFftkA8+POrwWTIeUv8Oh4PHH39cuD1mqwB8EXhYFeN9fX1erpj5XIHzWU0tLS38/Oc/p62tDZhJDc7Ly+Pxxx+no6ODtrY2CgsLxQK7c+dOLBYLfX19tLe3YzAYKC0tZfXq1fz5n/85ZrOZ/fv3s23bNt67cJ7ejy/h9o/G7R+NFJaOYuouStcEOp2OoKAgWlpasFgshISEEBsbK+It4eHhIkAPYHMquDkeiDrAybURBR02bzFRTzKNj48XraFhRilhdHSUwMBAIcKZkJBAcHCwOEZaWhoTExOYTCaMRiMmkwmHw8HExASDg4O0tbWRl5dHYWEhFy5c4MaNG7S2tgrZmt/85jdCLSAxMXHeJnQ5OTm4XC4GBwc5evSocKVFRUWJ6yG/CMyO/zzKWK5v+jKW6/h87rIlQJ6s+Ph4WlpahMR/dXW114K7UBHkHxMWCvzn5OSIhS0xMZG0tDRKS0u9am083TVyokNCQoKoL7FYLDz55JOkpqbS2NjI66+/TlVVFX/2Z38mmosBHDp0iLq6OrZt2wbA2rVref3111EqlSLF+de//jU3btxAo05gcuAjQqISmSIMV0gqSscII3dnkgDy8/Ox2WxYLBYKCwvp6urC7XZ7EYwMu9PNVauCO+MKZBXn5GCJjMxVWAaGxO88CzYBsS/ZPebv78/Y2Jj4XKvVcuvWLUwmk1e8SE4IkGE2m5menmZkZITh4WE0Gg1bt25FoVCI5mhXrlzxqrnydG/KKc+yy/GJJ54gOTkZi8UiFqnGxsZ5NdIeZSzXRVjGch2fj2SWAHmy+vv7OXDggChYnB3bmK0C8MeIhQL/ycnJwiJSKpUkJydjNpu9am1kq8Uz0NzS0sKRIz6VheQAACAASURBVEdEoaRGo2Ht2rWCcHfu3ElqaqpI75UJrKysDKVSycmTJ1m/fj3l5eWEhoZSX18vhC1XrFiBxWJBgYRrtBPJLwgpMB5XaCoKp42S3ExWrFhBa2srAIODg14tAvLy8ggMDGRkZMRjBj4hmEh/iW/p3KQzzG2bhCLkE2207du3ExwcLHrVAELjTK6TkRWjo6KixDHsdjuRkZH85V/+JcnJySQmJhIcHCzmx/NcbDYbjY2N1NfXYzAYRL2MZ3KAn5+fV9fT1NRU4uPj2b9/P1euXCExMZFLly6xZs0aFAqFmHc50++P9T5cCpbrIixjuY7PRzJLgDxZjz32GJmZmQvKv3xRnRA/CxYL/C/0W1lwMzc3F51O57WtnACRn5+PJEm89NJLXLlyhby8PHQ6HXl5ecLl43A4WLduHcnJySQnJwtSzs3NFe4pWYYmJCSEZ555hqampj8IY06RnqBidPQe7iA17pAUNpWXkRIXQH19PVqt1svFVVhYyPe//33Onj2LzWab00IgPj4eaWocfbhEQqBEQSyExsRzy3IPUDA2NjandsZTngZm7gutVktnZ6eXmKfdbmdoaIjf/e53osHdzZs3GR4e9vqdLPi5c+dOsrOz2bt3LyaTifPnz3slB8jur+TkZC5dukRtba0gJKfTSXV1tXDRynO6devWeR/sh9G/5ovGcl2EZSzX8flIZgmQJ0uj0bBy5covlEQe9qIwHxEudJPPbuWs1WopLCycQ6zJycncvXuXEydOAAhrR/6tnIU22704e/+lpaXExMwE9/v7+ykvL0ej0bB+/XoaGxuJjY3lnuVj4mIisElRXGsfYmBohFHzLS/lZZjp5JmRkUFqaioGg8ErxVmj0XD37l2m3Aqu3VMRpJRYGSKxglFiA6FtDO7ZxoVQ52KYmprC6XQK4ggMDMTlcqFSqZiYmMBqtXL58mV6enoA79bUstU0NjZGc3Mzvb29olNnZWWll1ZaXV0dXV1dnD9/nqqqKvbt24derycsLIz6+nrhopWlgJqbm+cV4PxjVKj4NCzXRVjGch2fj2SWgNkxmS/yLfBhLQqLkdWn3eT3k3a9WPW6Uqlk1apV9Pb2smLFClJSUrzOQd5WkiR+8Ytf8Gd/9meUl5cjSRJHjhwRRY7FxcW0t7djH+lB4bwHoSkMjquQ/CO429k000KAGTeZ2WwmLi6OY8eOsXbtWhF3slgsotIfwOWWGAnRcGfIRmY4JIfAY5ESnTYFNoeEv7+/CPbLkN1mciabJ2RraWJigvDwcKanpwWxZGRkUFBQwPj4OCEhIUI7TY7tmEwmYIYEX375ZU6cOMG5c+eE8oD8/Y4dOxgYGKCgoIDExET6+vqoqqoS+mezu6A6nU7hTvs8FSo+LyzXRVjGch2fj2SWgNkxGXnBn71wL8XquN/fPqxFYTGy+rSb/H7UA+TYwUIq0m+++Sbnzp2jvr5+zjnI+5+t7SULfYaFhZGYmMgzzzyDVquluLiY8qI1bCrOpq7VjNMvCndgAn6TvShwkZiYiNls5oknnkCSJHp7e7HZbISGhhIYGOhFMjBjXYQn63n/thVtmER8ILSOKrCM2QWJZGRkiFbTsttsth7abMjbxsXFMTExgUqlorW1lfHxcRE7+sY3vsHGjRsZGBjAarWi0WioqqpicHCQzZs3o1AoyM3Npby8nKKiItRqNdHR0Rw6dIjp6WkcDgcnTpwQ7jPZcpO7oALCnSa73BYScpWv58NqQfCwsFwXYRnLdXw+klkC5ovJKJXKOQv3Ygv5bFK5XwvlYcV5FiOrB73JPd+Y5TflhaDX63G73ezYsYP8/HzhzvFMt/UMcsMnQp+HDx/GYDCg0+koKirCYrFQVFREUkIE9edPMDwdjhQQjX+0DvdYFxbTTNO0wcFBbt68ic1mIzExke7ubmw2m2gbnZeXJwhpeHgYt38w9QMuhqQQPrJ+Er/RxMfx//z3/053dzeTk5PzWjcy5JhLRkYGhYWF2Gw2wsLCGBkZmZO15ufnx/e+9z0++OAD6urq0Gg0PP/88/zLv/yL0HqLjY3lxz/+MQkJCYyMjFBbWyv63RgMBmJjY1m9erVwnxmNRk6fPi2y/rZs2YJOp8Plcs0rmDpfw7wHbUHweWG5LsIyluv4fCSzBCwUk5m9cC+2kM8mlS/abbEYWT3oTb5QrGU+yI3TLBYLFouFAwcO0NPTw4kTJ+ZUwHu+QavVatEWuqSkRGwrH6+4YC0fN7xFUIyWYZsbZaQOJi0oXJPCMrDZbGRmZorEgNDQUMbHxzGbzYSEhHhZKG5JgXncQ5QzXOIZtY2LNzr4fcsN7Hb7vAQjpy6Pj4+LZICOjg7Gx8cZGRmZV0FakiRcLhdOp5O2tjZsNptobW0wGLDb7VRVVYl0edllKMdt5JqbiIgIysvLSUpKIjMzE/ikC6ocG/NMspBVCGZ3YpUb5i0m2Dn7/L8Ii2e5LsIyluv4fCSzBCw0WbMX7sUW8tmk8seUifagN7lSqSQ7O3tOr/uFFh65WLW4uJjExETeffddCgsLee6558jPz/cqPJTdkc3NzWzduhWtVovb7RZZa/LxgoKCeGLLJr6Sn0J77wimwSmksAxw3EPpHBWdOm/evAnMSM8MDQ1RWVlJVlYWdXV1opeMnIHmmQG2O8nNylBIdQ3gliS6xiE+PoGsrCxBWgUFBYyNjQlLxWazebnS8vPzcTqdIolg3bp1hIaGYrVaGRkZ4cqVK8IdJ6seGI1GzGYz169fJz8/n4GBAcrKyujq6hL70Wg0opBWnjOVSsWaNWvo6+vz0p/zVG6WhTVnd2KVXZ2eLs/FrucXlUSwXBdhGct1fD5ZmQdATU0NbrcbSZLmlV1ZDA9TTuZ+5Gs+z/15/n72uOSFR67w9/y9HBRXKBTs37+fvXv30tjYiJ+fHyqVyksiR5Ik3njjDQ4cOMDVq1cBOHz4MFevXhXH8zyP0GB/fvAXJWwrScWNEkdcOY6INVRUVJKdnS3OZWRkBJ1Ox1NPPYXb7aaqqkoQimyheNbG/PKOkvfuKlAgsS1R4i+0buwjd2lpaQFmCKapqYnBwUECAwMBcDgcYvvAwECam5u9ijKvXbvGY489Bsxk0QEiXfrs2bPcunULmEnjbm9v5yc/+Qm3b9/m7NmzYj+FhYWUlpaKc5DrdxoaGmhsbOTw4cMAc+apqamJ6upq9u7dS05OjpASWui+nO96yliqpJEPPtwP/qQtmTfffJPx8XFu3LjBkSNHvrSq6of9Bnnp0iX+/d///b73t9jx53MDyr8vKysTb9dXrlwR8YL5rDvPZmmyIKRWq2XdunUcO3aMiYkJzGaz13kolQoKshMwfNSKZdQPd5CGGE0aj2dEMzDQj9VqRa1W09PTQ2trK5cvX0an0xEaGuqV/iy72AAkFLTbFHSNK9CHS2iCIS9awhEURe89u1exp2cdjoz5PoMZspPJTU6VlgU+5fOcnT4td/OMiIjg9u3baDQajEYjKSkpnDx5kq6uLk6ePElxcTEbN24U8+opd5SXlyeKia9evfqpMcT5aqNkfFHW+HJ905exXMfnc5ctAfJkxcbGkpKSwuuvv05lZSW7d+/+Uqr7H3Y8Z2Jigg0bNtz3/hY7/nwLz2x158XqbmZvI0vYNDc3U1BQwK9//WvRBK2kpIQNGzbgdDpZsWIFv/rVr3jnnXe43vAupXl6LGMB3DaN8VHXGHdvN6GQnJSXlxMbG0tSUhLt7e24XC5hOcjFkXq9XvSUkaGKUvN+7wSaIInEYND4TXF5SMGwdcRr25CQEBwOB5GRkSQmJjIyMuKlGL1u3Tr6+/sFweTn54vjT01NCdedJwEVFRXR0dGBVqvFZrMJAnQ6nXzjG98QygLnzp0DZiyp/fv34+fnhyRJvPfeeyKmlZKSIrLM5ruOs3sKLXaNfDGZh4PlOj4fySwB8mSVl5eTkpIiKqq/6MJMGQ/7DdJisVBQUHDf+1vq8efrCJmRkYHT6RS6aItt42k5bd68GbfbjU6nIyYmBqVSyaFDh7h+/Tp1dXWilqRgrR5DyzsExei4N6UkMO4xEqOUbCjJ5be//S27du1CkiRu3Lgh5PRll5XFYuHZZ58lISGBJ598UhzvlrGdayMKJl3QMKwkKkX3h6QBCbvdTmJiokgisNvtxMTEiOZmMnnMbgWdl5dHZmamEBiVXW1yUefIyAhmsxmHw8Hdu3eFTlxsbCw9PT10dnYSGhrK008/TXd3NyaTSTRcS0pKoqGhgaNHj1JUVMTevXu94l7Jycn09vZiNpuFmOZCPYU8MV9zO19M5sGxXMfnI5klwLMYU44J3G8nzEcBX/RNrlQq6evr49ChQ/elWO35xh0QEIDdbufo0aNcvnyZkpISNBoNH3zwAYWFheTm5rJr1y62bNmCwm3n1uVaYpNWYZ1QYHXFYp8Y5evP76GgoIA7d+5gMBgwm80UFBSIFtIwc80vXLggMrFkOX2Vyp8um4R1WkFGRgbPPvss+X79PB4fQF27RTREAwThwCfkMbu2JjMzE6VSidFoFAkHarXaS+DTM8Yj/y1bMzabDYPBgNPp5MKFC6Jwc2pqCpVKRVtbG0ajkb6+PjGH8v+bm5uFmKZ8HRbqKQRzySU2Npbs7GwvwdTPA8t1EZaxXMf3oCTzcJqgPKJobW3lwIEDvPrqq6L/hw8PBnmx/bSCRpgJXufn59PY2CiI5OWXXwZm3E0FBQXo9XpycnK8bub9+/ej1+txOF209ATw9uVumnr8cNUPY59u4qmnnkKhUJCeni4W1XfeeQedTsfbb79NVVUVFRUVaDQaHA4HZ8+eFW4vtVpNc3MzwZKd7Y4OVEp4dW0wRw12zFNzLTM5DjUbJpNJLORjY2PATMAfZgpAQ0NDhQCoJ/z9/b3Ip6+vD0CQYUtLCy0tLezatUskCTgcDpqbmykqKgKYQ6ryXBcUFMx7HWQrp6KigqqqKqqrq4GZRI7nn3/+j6Jw04dHH3/SloyctlpZWemzZD4jlqpY7ekyS0lJESKbi6WDKxQK+vr6UPn5UfVEPgnRwTTeMmO2OvngahdTQ22olG7i4uJYuXIl/f39+Pn5kZmZyeXLl9Hr9eTl5XHjxg0yMjKor69n3bp1lJSUiB45g6M2blmdpIdJxKicFMRIuAGTXYXLLZGXl0d+fj5hYWHCJeYJi8WC2WwWFppKpWJ4eKbVtNVqJSIiguHhYa8WAjCXnDUajUheUKvVbNq0icjISC5evIjJZCIxMZGjR49SV1eHw+GgtbWV2tpasX1JSQlms3lOtb9n3MWzE+rOnTspKysjPj6empqaz7WH0nJ905exXMfnc5ctAfJkNTQ08H/+z/+ht7eX0tLSZfPm9mXc5EuN6zxIsoNMTGq1mjVr1jBkaqPu3RMExmhxKEIxWty03aij/vfv0t3dzcmTJzEYDMTFxREdHc358+f54IMPaG5uFu2h+/v72bNnj3C1ORwO7jkUNA0ryFuTTcjkALpwyAh10TWuoKPXgtFoFASTkZFBVFQU6enpghQiIiJEjc1s8pB7zYyOjs5RgfaEZ6sFOS36xo0b7Nmzh8jISF588UW0Wi0JCQnU1NRgMBgoLCwkLy9PuOqOHDkyp9rfk9yTk5Ox2WyUl5eTn5/PypUrmZiY+Nx7KC3XRVjGch2fj2SWAHmyiouL6e/vp6GhYcFgp09K/fPB/ZDS7LmXiUnuHKlWq9Glr+D/rizljukeFus07tB0Vq3KpLXxXYoKCzGZTGRmZnLhwgX0ej3d3TMSNc8++6xoNhYbG8vTTz+Nw+EgPDycwcFBHC43Db1jdN5zszo+kFiVk2A/uDn6yT0gZ5KNjIxgs9lEXY5sociZaXJWGMy0mR4ZGREEI4tuwicdO4ODg/nKV74CQFZWFp2dnRQWFrJv3z4GBwe5cOECLpcLq9XK/v37SUtLw+l00tjYyK5du9i4cSObN29Gp9MREhKCJEmsWLGC5ORkenp6RAJAS0sLBw8eZP369aSkpABfTA+lR+H+/CxYruPzkcwSIE/WihUrKC0tXfSN2iel/uVh9tzLxCR3jpT/DgpUEeKaGfONzmHu2lS4A+LYsyWXrVs285WvfAWtVisytXbv3s3Y2JjodWM0GpEkCb1ej9Pp5KOPPgJm7pPhaQWX+134K+Edi4KImJnaFiUSw3/INAPmlaaRYyyLFcVGRkYKq0dODnA6nXR2dmK1Wuns7KSgoID333+fsrIyIiMjqa+vJzw8nAsXLuB2u4mNjeXkyZPATO3N9u3bUalUvPfee/zHf/wHJpOJ+vp63n//fd59913KyspISUmZNytQqVSi0Wg4fvz4p+rXPSiWy/25EJbr+HwV/w+IT6vc91VBf3m437lvamri0KGDKK1XCBg4j0rhxB28gqMXRrltmeTatWu0t7fT0tJCcXExmZmZnD59moqKCnbv3k1FRQU1NTUcOnSI2tpaMjIyvPY/jR+nTUpsToUgmO+ugvLICfwU8xNIQkICYWFh837nea8tligREBAAIOpuLl68SGFhIVVVVZSUlACwcuVKEfAvKCjg9OnTNDQ0cOzYMWpqati9ezdRUVHAJ2oELpeLhoYGEYc8fPiwlwLA8ePHqamp4fjx4wuemw8+3C++dJI5c+YMu3btYu3atezYsUNkuCyEmpoaVq1aNee/H/7wh0s+9v3IrzxM+Rgflob7mXtJkkS3yn379vH0jhJUfbUo7XcZm3Tzi/OD/I///Tumpx1UVVXxne98B0mSePXVV9HpdJw5c0ZkcqWlpQEzkjCeRONJBBMTE2jDICnIzRaNxN9kukkJkQQhyFAoFHNaEMiIjIwkKCgIgHv37nl9l5ubi0ajAWDjxo1ER0czMTFBdHQ0jY2NvPbaa1RXV+Pn50dhYSGdnZ2cPn0aQDRSq66uprq6moqKChoaGhgZGSE9PR2tVstf//Vfo1AoOHDgAG+88Qbr1q2jqqqKdevWiWdh37597N27l3379s2Z64cpf+TDnwa+VHfZW2+9xcsvv8yePXv49re/jd1u58c//jF6vV4IC85GTU0Nw8PD/OxnP2P//v3iv/Xr1xMREXFfx5XNPlkB+PPMpPkysFzNdRme42tqauLgwYMkJCSQk5NDdnY2aSuTUAePkZmZxcfdo7iDNBi6R9hSms3I8ACHDh2irKyMvLw8XC4Xo6OjmM1mUWwpqy4DaLVaXC4XdrtdNDcbnlYwEZFEjPseCUFQGCvhL7nomgCXNONemq3Q7InJyUmvHjaycCUgmrCp1WpaW1uZmpoSrj6dTseNGzcAuHPnDkajEaPRSEVFBS6Xi56eHjQajSAb+TN5HDdv3mTDhg20tbWRnZ0ttPuqq6tF/5r09HRSU1N5/PHH55D7UlzHn6Wp3qOO5Tq+R9JddujQIXbs2MHf//3fU15ezj/8wz+wY8cOXnvttQW3MRgMrF69mpycHK//HiQTZim1HT78cSI3N5e9e/dSXV1NU1MTKpUKPz8/zpyuZe0KOz/8ZimRYQG4gzT827vDfNTzSdbXlStXqKmpoaWlhZKSEp588klgplfO3/7t31JZOSPGee/ePaFDJte8fNhm5oPwImwpBYCC8gSJV1crWRW+9Ld8t9tNaGio12f9/f2kp6cDn8R0PK0e2fW1e/duXC4X7e3tQigUZpISQkNDycvLIyMjQ9TSXLp0idOnT9PX18fLL7+Mw+HglVdeYd++fbz66qs4HA4hFOtpucgW4yuvvILT6fxUa2YxIU4f/rTwpVkyPT09/OQnP+G73/0uer1efC5JEseOHaOqqorIyMg52/3oRz9iy5YtCxaY3Q9kRl69ejUKhYKtW7f66mT+SLDQG7Dn557jm689gWd6dFJCOF/JT+GO5R7dljFu9dhJ1WbzbEU5d/st1NXVUVRUxN/8zd8wODhIXV0d7e3tlJeXEx0dzcDAAJGRkcKycTgcok1yfIKaf//P9/n4HiQFS8QHuLltg77JxYPlMmF54tvf/jbx8fEYjUbxmdwp02q1kpiYKIhFo9Hw0ksvodFoUCgUnDlzBoDh4WGGh4exWq2YzWb6+/txOp309fUxNDTEyMgIOTk5tLW1YTKZcDgcXLx4UTREkySJw4cPU1dXR1dXF7dv3+bIkSN0d3fj5+fH4cOHiY+P5+jRo59qzdxPU71HMXPzfvAoP3+L4ZGzZOSHVn5bk5GamgrgJaUu4+7duwwNDXHr1i22b9/O6tWr2bZt26fGcRbCrVu3qK6uFtLzPnz5WOgNeLE349mxm9l/R0cEsTtHhb+1CaVComPQn7/+53P0DU1TVVVFQ0MDV69eJT8/nz179rBnzx6cTieHDh3i7NmzXkWXlZWVbNy4kebmZs6ePUtoaCh9kwr+3zYlx7oUNA5/slgmBUsokQgODiYnJ4ft27dTUFAwR40Z4PXXX6eurs7rM8/Om0FBQWi1WmDGpdbY2Mjp06c5ffq0V/yoo6ODhIQE8ffAwAAw8zwVFRWh1WqFK1qSJKqqqnA4HBw4cICLFy+K7RobG6mtrSUzM5OGhgZR6Olyue4rGeN+4mk+a+dPA19aNFuW3JidgSO7DeYLmn788ccA9Pb28uqrrxIYGEh1dTX/7b/9N1wul3AV3C9Wr17Nf/2v/5WcnJwHGYIPnwPkjLLZ18Tz82vXri15v3l5efz9d5SEx6Xyo180MDDq5Oi5IcpXJ/DyK68KmRg5iC4v6J6V9/n5+aSnp+NyudizZw+3bt2io6OD6Ohonn32Waqrq5GwoFQqifBz8Vc6N1anihN3Jrh69So5OTlC8HM2PLXN1Gq1sFpgppZGfunatWsXH3/8MQ0NDeL7oaEhr3159s+RsWbNGhoaGmhoaGDHjh3ExsZSUFBAcHCwaDxXX1/vtc2ePXvYu3cvp0+fRqPR0N7ejlarndeLIFslhYWFC1ol8m9ky2aha+3D8oJC+pJSRU6fPs0rr7zC+fPnvczuO3fusG3bNl577TW2b9/utc3w8DDXrl2jsLDQi5y+/vWv09HRwaVLl+7r2Ha7XQRQPSFJEm1tbej1+mVlvvvgDYdL4tyVES4bZ4LzK2L8qSqJZtgyY12bzWYaGhpYsWIFubm5/Od//ieJiYnk5uZy9uxZsZ+8vDzMZjNms1ks0nIr6JQQiRdS3UQHgFuC+iEF71gUTLoWv68CAgLmrbmRERkZ6UVIKpXKSzlg9vdKpRK3201kZCQBAQHCsikqKqKhoUE0OCstLeXOnTsiPqlUKtHpdMKN7HK56OjowO12s2rVqjnPR1tbG7/97W8pLi5m06ZN8z4/8m/27dvn5SL34dHCmjVrREO/+8GXZsmEh4cDcy0WOStH/t4TMTExohLaE5s2beLDDz9keHiYmJiY+z6H2ZPV2NjIqVOnePXVVz9TzOfLRnNzM/n5+V/2aXxuWGx89/NGDVBSBNfaBvjx8RZMw1P8r7fvohg2su8rmfzt3/4tJ0+e5NSpUzz33HMEBARw6tQpEeyOiopiZGSElpYWdu/ezZkzZ4iJifESmeyZUHDIoGSrWmJDvERpnMTaKInfmWdcatIf1J1DQkK83GKzCSYyMpL09HTh0vUkEEAQzM6dO/Hz86O3t9dLuNPtdhMYGDhnO7m2prm5GZixnr72ta8BM89Bfn4+x44dIyMjg87OTl544QUUCgX//M//PO/zsW7dOiRJ4tSpU2g0GvH72b/RarUYjUby8vKW7Yvccn3+Fno5/zR8aSQjx2K6u7tZtWqV+Lyrq8vre09cuXKF9vZ29u/f7/W5LEQ4HzEtBT7z/YvD/ZLBUiH7+e9HWXudPp6NqYPU9FpwhekgKo+TlweIS2zkqaeeoq+vTwhiylXzmZmZbN68mZ/97GcAohHaW2+9xfe+9z20Wi0dHR0AONwKzg0F0mK1U7HCjTYc9qVIpEUG8OvbTlQqlSCY9PT0eeOQo6OjXL16VexXXvQ9kZ+fj1KpFK4+Gbm5udy7d4+wsDCuXbtGWloaMTExmEwmLBaLEMwEqK2tRZIkzGYzTU1Nc1x2srp1ZWWleD48r6FKpRLP5alTpwDQ6XQUFRWJ6yvHZ2pqasjMzPQpn/+J4EvLLouKiqK6uhqbzca2bdvE5z/96U9xOp185zvfmbPN22+/zQ9/+EOeeOIJ4uLigJk3tX/8x38kNTWVp59++r6OvVCWxBfVfvbzxqOQ3fJZ5HrmG9/9tBeeDxO2MZre+w3K6SEColJxKMK4enuKW7ducq3+Xdx/6LR57tw5qqqqxIKakJDA7t27RSMxmMk8m5iY8Arsu1wuxp0KWqwK+qcgJVSJf9E+CAqjt7dX/K6kpITMzEzcbrdX3xoZaWlpWCwWSkpKRPMzz/nwzEqTYbFYsFqtgiwyMjJoaWmhrKyM27dvC4KRG6oZjUYRM5I9Crm5uRQVFZGens5rr72GwWDA7XazZs0acQ0dDgeTk5OkpKSQnZ0tam/q6upwOp1e8jRqtRpJktiyZcsj/5wthEfh+XsQPJLaZeHh4fzrv/4rVqsVhULBkSNHOHXqFD/4wQ/Q6/UMDw9jMBgICwsjICCAjIwMzp49y1tvvUVMTAx9fX384z/+I9euXePgwYOiUvrT8KCT9ajgUbjJP0vL6fnGJy94i7UXng8rVqzA6XRivNnEd762lbDIONp6Rugf8yM8cTVrdGp+8+Z/sHfvXjIyMjh8+DD19fUYjUY2bNhAYWEhKSkpuN1umpqavBZ/rVZLSkoK/f39hIdH0HPPwc3pSN5vvEpgYCAjI1ZeSHUTFQAXW9vZU1FJU1OTVyFnRkYGVqsVi8VCaGioEOSUMV869HzIyMgQ8jQdHR1edS4ul0uIeQYHB/P444+LZAeLxcKePXuQJIn4+HgiIyM5f/486enp5ObmehGK3LYhOzubtLQ0oRDt+SKhVCqx2+1edW3LLZX5UXj+HgSPy0+AvQAAIABJREFUJMlkZ2eL/hVvvvkmNpuNv/u7v2PPnj3AjAviW9/6Fhs2bCA5OZmgoCC2bt1KZ2cnx48fp7a2lujoaH70ox+Rl5d338f1kcyXjwdRYZYx3/gWI63FFjGlUsljjz2GVqulqDCf0rVJZKXFcLNjiKExF9e77Oj0q/jmi5WsTEkmLS2N4uJi1q9fT15eHiqVipSUFIqKirh69SpWq5W4uDgmJiYoLS3l97//PTATa4mOjmZkZFSck9pvit1JEpnhsCktitbOHlrausGjG2dGRoZwyTkcDlQqlQjOh4SEMDY2RkZGBtHR0V4WkNyVMzIyErvd7vVdenr6HDKUM9KcTicFBQVkZWWh1+sxGo1MT0/z29/+Vlg6e/fuZcuWLahUKrKysnA6nezatUu47ZRKJcnJyWJe5WsiXweFQuF1/R5FEdrF8Cg8fw+CB103v7Tssi8TcgBrqVkSjwqWS+CxsbFRBJo9/fdLHd9C+1kMH3xYzz8ffQ9X+CpAQXSoH9/7WhF5qxLm/FZePLOysvinf/onvv/97/P222+zcuVK/uf//J/ATP1XdnY2b7/9tte2r3xtN1Gdl1BNzJDAgCKCK4pkglfMZHbJ9SlyEeVicjWzM8tCQkLIzMycUweWl5dHS0sLfn5+uFwuwsPDRUkBIOI/u3fvxs/Pj5qaGvFdZWUlzz77LH5+fjQ2NgJw4MABCgsL+f73v09zczOFhYWiqPr5558XBPPGG29QU1PD3r17ef7558U+nU6nSPH+NJ26zyOO97CxXJ6/2XjQdfNPWurfZ8n8cWMh6+TTxrdQH5qluOZWJGrQrwgmJUZJV/8EI5PwXnMvpoFxstNjCA5UieOYTCYOHDiAUqnkgw8+YGBggHPnzpGQkEBWVhYGg4HR0VHRSlmr1VJaWkpbWxv2gHCON95m3AkZUQGESxOkuwew3DbiTpwRf83KyuLixYusWbNGSPTL7iyYad3sdrtFHxu566bD4cBisQiXm4zAwEAkSWJychLwzmjzTCwwGo2Eh4djMpkoKCjgueeeIzo6muTkZA4dOsSJEycoKSnB7XbT0NBAb28vJ06cIC0tjWPHjnH+/HkcDgdr166lqamJn//858BMj5w1a9aIa+Tn53dfsdBHxeJZLs/fbDyS7rIvCz6SeTSwkEvt08a3UB+apcR+lEolJpOJf/v/XsM5fJNNG8voG3bR2TfKO5e7CA5UYbW0c/DgAUpKSigvL2fTpk0AvPvuuxQXF3P+/Hl27txJbGwsERERaDQaioqKuHz5Mjt37qSrq4u2tjYkFPRMKMjb/20UkhvliInx8BX8+mILRqOR0NBQzGYzFouFkJAQEVuRyUTWPpP712zatElkuMFM7c34+Dg6nY7h4WFGRka8Wj97QnbPyS61iooK+vr6+Lu/+zs+/PBDXn/9da5du0Zra6uQtykoKMBsNvPNb36TrKwsXC4Xv/nNbwDYvn07KSkpdHd3U1ZWRllZGbGxsZjN5iUTxmeJ432RWC7P32z4SGYJ8JHMo41PG9/DWozUajVpaWmUlZVSta2UWH8rTdeMTCvCaPr4Lr1WJTnZKSTGR1JUVIS/v7/QUdu9ezc6nQ6j0ciZM2cESaxatYrKykref/99kRGm1Wp58cUXwc+f1Vv28i9nPuD6XTsTU3ZCQkKIHL1DaqiEZRKGhj+xSGSiUKvV7N+/n76+Pmw2G93d3bjdboKDg1m5cqXIYpN13eaTtZGRk5NDe3s7QUFB2Gw2ent7sVgs1NfXi5qa4eFhkeLscrlwOp2cOHFCpCVrNBqcTicGg4H169djsVg4ePCgSJR4//33+epXv4pOpyMnJ4fm5ub7Cvo/Ktmfy/X5e9B1c/mtsD78yUPWzfqs8PPzQ6FQiBjAV8sLiQr143xDJx+2uek0QSchnG++zPdcSjaXl6BUKjEYDCIRRa5d2bVrFyqVitTUVPLy8hgfH6enpweLxcLu3bvp6uqiuroanU5He9+gGIdjapx9ehXBONiYAL8zw41RAAVxcXEMDg7S39/Pz372M1FbJls0k5OTjI6O4u/vj8PhYHBwkMHBQfG3jIiICC+FZ1lKJzIyktWrVxMWFiZcfXIhanJyshDgdLlcwCfN0AoLC3n22WfR6/UYDAaeeeYZqqqqyMnJoampiVOnTgnZnitXrnDgwAFeeeUVoRTtw/KCz5LxWTKPHL6o8c3ndjOZTPzm2L+z96vZ6DMzMXZbcQfEcO2OnQB/P5o/+B21NTU4nU62bt1Kamoq8fHxPP/880xPT3P48GG6u7tFjdjevXuJjo7m6NGjVFVVER4eLlxdbrcbSYKoFWkET1mJC4S1URKrIiSs0wruTrjEAg/Ma6FMTk7OaWUh/y33x/F0nckitDBjKd2+fRuVSiUSDqampigqKqK4uJikpCROnz5NaWkpGo2G6OhoDh06hNPpZO3atVy6dIna2lpMJhPnzp0T1qXb7WZgYICjR48SFxeHwWBgenqa0tLSP+qA/v1iuT5/PkvGBx8eMuZTgMjNzeXVV1/F6XSiVE7yluk0ybn76bDY+beaG8SGR+AKSiQ1NVX0tqmtrcVsNqNWqwFoaGigsrISnU5Hfn6+UCF2u9387ne/Q6fTCRUMhUJB9Zkz6DJ0xA50sEUtkRICf6F1c3timl/dlrA5P1mY5cwxmAnwzxd7CQ4OZnJyct76mtmdOiMjI0V6s6yT1t3dTUNDg7AWOzo6qK2t5b/8l/9CUVER1dXV9PX18d3vflekK2/cuJHc3FyxOJ0+fZqqqir27dtHf38/9fX1HD9+nBdeeOHBLpYPf7T443ZufoHwtZb1YTbmk6uX/3348GHa2tpQOsd4Zn0Ez26IJjEulKExF9PxX+XEh/foMt8jNzeX4uJiGhsbOXPmDFqtlj179vDMM89QXFwsjvHyyy/T19dHRUUF7e3tZGdnk52dLYQk2ztvUz+k5BfDibxtVjDlVhCqdDHxB21MuSus3AkTPonZeFoHGo1GZJXNhmfLABmeKdFOp5PAwEAsFgtarVaQo8PhoLCwEIPBQENDA3q9nsbGRuH+++lPf4okSbS0tCBJkrCkXC4XgYGBfPe735233bMPywM+d9kfFo1HJT3yfrBczXUZX/b45MSCzZs3o9frkSSJo//7Nb7zwlfQZazkZvtdBsfcvFV3h9FxB89VbSFApSAsLIybN29iNBqFNItCoUCpVPLmm2/S2NjI6OgoNpuNuLg4jhw5wvT0NGazGa1Wi9Vq5Z5tHP8VmbxlHGYkKJ7EjFVYLBYCXFPsWSFxe3hiUaVnWZBWLtaUkZeXJ7LWFoPsnvNMiW5vb8dkMom+OytXrmTlypW8+OKLJCUlkZ6eznv/f3tnHh5VeS/+z2Qmk30l22TfE8OSPQFCUAFB9rBVLOq9an9qLy0qglVr9dZ7W6sXweW2XqlFilsVUBYBF4SCSMhKJCzZE0Iy2fdMksks5/dHOsdEQIKCIfB+nidPMu85c+Z9z5yc7/nu//wn27Ztw2AwoNVq0Wq1lJSUEBwcTGBgIL29vQQGBsoCcTjN665V09pIX59XCxFddhlc6GSNlvDI4XC9XuQWRnp9lignpVIpF9EMDw8nISGentYqMj/djGSlQlKPofRcO19k1zB+/HiWZ8zASgGRkZHs2rVryAPNhAkTOHPmDGfPnmXixImMGzeOrKwsOdtfrVaj0Wjk7pfzMxbz4MNrOHfuHMXFxSwOtSXRxcBEDwl3NVh7+GPj5IbZbD6vsnNSUhKlpaUEBQXJmoqdnd0Fa6YNxpKPYwmdhm+rB1jCo2GgFE1tba2cu1NeXs6BAweIiIjg6NGjaLVaUlJSqK2tZeLEidTX15/3gHexh77R8DA40tfn1UIImcvgQidrtIRHDofr9SK3cK2s70L10ry9vQkJCiA9PohoPxuOnyzDoHDkRFkz/zyuJTU5gbkzJhIRMbSIp1qtZurUqYSGhqLX65k5cyYmk4ni4mLc3Nxobm7m7rvvxsfHh9mzZzNz5kxUKhXh4eGcOnWKu3/1GC31Wqy7G/Gzh7HqDqx6O6ju6D9Ps7EIlMGmMIuAUavVmEwmfHx8CA0NHVKJ2WLmGuznCQkJISUlhfj4eEpKSoZsKy4uJjMzk7CwMFmo1dfXEx4ezpo1a4iMjCQhIQFvb29qampYuHAhSqUSSZKorq4mPT2d+Ph4FAqFrL14e3sTGhqK0WjE39//mtRmrpXr80ojhMxlIKLLRjfXyvoupP1a6nb5+/sTFuxLlEbJtEkxVDd0o23WkX26nqOF9Yy/KZRAH+chN0lL9NqmTZswm8387Gc/Izw8fCCHBrjtttswGAykpqbKN+NXX32VwsJCjmTl8dnJcxxvU6C2Ao0d+NvDRA+JPtNAfxsLbW1taDSa83o5KZVKuT9Neno6X3/9NbNmzaK5uVkWHpa6bE5OTvT391NfX09xcTE5OTnnBRnMnTuX6OhozGYzpaWlcpWC1tZWIiIi5NDwDRs2kJOTg8lkYsKECeTk5LB+/Xo8PDyIjY0dor34+/tz6NAhNm/efM1qM9fK9XmlEULmMhBCZnRzrazvUtqvZbvGw5FZqUH4eTlSqe1A26zjqwIteWca8HF3wNvdfsiTek1NDV9++SWhoaEkJydTUFAgC55NmzbJN9ecnBy2bt2KnZ0dXV1duLi40N6jp7LfjtwmE2ol+NorOGXli7ZtQKDMvn0WCxdmsHz5co4dOzbELzM46KWrqwudTkdzc7Os8fj4+MiRZu7u7rKQio2NxWQyIUnSkC6d0dHR7N69W/bVWEhJSWHRokVYWVmRm5vL1q1bgYGk1JMnT+Li4sKxY8coLi6Wqz1bhHl+fj6bNm2Si3QOPvfXir/mWrk+rzRCyFwGQsiMbkbj+hQKBcEaZ2ZPCqGzrYGymnZaukwcyDtHZkEln+7+EGNfB7GxsVRVVVFUVMTEiRPx8/OjurqaKVOm4ODggEajwdnZGT8/P/75z39SXFws39j1ej2pqamcPXuWXpOCM50KKpVenKpuJCwsjLvvvpuI2sP0VxaQV3yWwrIqjEajXKl5MBbhYxl3cXEhICBA1kYspjSVSkVdXR09PT0YjUZ8fHzw8PCgvb0dg8FAe3v7EB8ODLRXSE9PBwYCEAwGAy4uLhw6dEheT2JiIvPmzZPbQ1uEuUV7nDZtGsePHx8iUK4Vf81ovD6HgxAyl4EQMqOb0bw+pZWC+Jv8CXXvw1oJVfVdtPcoMDmGc7qiGTtVP0F+nkyZMkXOeXnppZfw8vJiy5YtFBcXc+zYMQwGA7t27SI5OZnFixdjNptZtmwZfn5+ZGVlERcXh4ODAxXVAyVl2trasDH1EtFVhJOpC9+es2is+2k3KBifmi6XorHw3aKaer1+SFFOX19f9Hq93NnT4svp7u6Wk0Itv78rwPz8/Jg8eTIAH3zwgZywmZiYSF1dnRx5lpaWRkBAwBANxVJMMz8/XxYovr6+P6hh3dViNF+f38cPvW+Ofi+3QHCVuFq5U0qlEpUV/HrFVH6zLJhl08Oxs1FhtvPlb18084+vWqlp6kOpVMrJn5YyMJZcFqPRyMKFC8nJyaG6uprc3FyqqqpQKpUAFBQUyE/49vb2hIaGcjj3BC8WWXGkSYFBUhDlDA+Fmwmv+oxwOwPw7TotlZgvlDsDA6az5cuXAwNazuAItgvdgCx5PF5eXuTk5JCbmyvn0liSOltbW5k3b578HovQy87OZt26dfJ3kZ2dTWxs7JBSNevWreP48eOYzWb5HAiuDYSQEQguguXmZUk6vNLHLSgoIG1SMtEeOv761AyWTovAVq2kVKvnb/tbWP3SZ5TVdmI2m9mzZw8LFy5kzpw5AISHh8vC79SpUwDs3LkTSZJYsGABq1ev5vHHH0ej0dDT00NFRQUajYZOg4JPtFbk+c2iJ3QyZpUtwQ6wIsTM/JnTiY+PHzJXSZLkscE9RBobG+XXHR0daDQaeZvFBGdBrVbT2dmJg4MDjY2NREREYDQaZcFpCX2urKyU++2Eh4djMpnkLqQApaWl5OTksG7dOrZt28aOHTsoKCiQKzOYzear8n0JfhzCXCbMZaOOn2p9Vyt3avBxLWaf6Mhw5twSx6yJQdTX11HfbqS508gXWdUUV7fT09lEZIgfHh4eeHt7c9ttt8l+k8LCQjnvxMvLi127dpGWlkZLSwvR0dFkZWUBA471hoYGkpKSsHNy4c1dB9H5xlJeU0e1ToFN8AQOHTqEUiGRMkaiSQ8tbe20trZiMn1bJ83Z2ZmqqioaGhpkk1h3d/cQ346joyO33HILzc3N6HQ6rK2t5TI2YWFhbN++naqqKnQ63ZDwaYPBgIODg1xqJjMzk4iICMaNG0dGRgYbN26kra2NmTNnotFo5A6dg/OVLrc76pXmev3/Ez6Zy0AImdHNT7W+q5U7Nfi43xVktmoV9rRx3+LJKJUKKrWdtPeAySGMDoMD+z/bTfGpXLS1tXz00UckJCSwcOFC5s+fT3h4OE5OTqSnp1NcXMzmzZvx8vJi3rx5eHl5cejQIQB6enooLCwkPDycE6dOU92joFKnwGAw0NbWRkZ8MDOc2pjio8RJraSmy4De/O2NOSYmhvr6+vMKcg72vfT29lJWViYLFmtra0wmE/b29nI/GZ1Oh1qtJiAggPb2dqZNm0Zvby9LliyR66/BgAYTFRXFwYMHOXnyJBqNhvHjx7N582a5wOd385VgqGAZHBRg8eFcLYFzvf7/CSFzGQghM7q5HtZnuQH6+/vLFZ4tYwqFgtDgQGIjPJk9KRgbayWV2k5auoyYHEKwGRNFVUUpqfFRHDx4gLS0NIKCgtBqtWzYsEHWZiyN06ZMmcKMGTPQ6/WUlJTQ19eHq6srWq12yJwsGkWwxgupq5kxajMBdiYme0gEuzvQqDPgERBKTU3NeVUEBqNSqTCbzUyYMAFHR0fa2towmUyoVCr0ev2QKgb9/f2ysKqoqKC7uxuNRsPcuXNpbGykra0NHx8f8vLy8PIaaH1dX1+P0WhEq9VSXFzMmDFjWLBgASaTaUiC5mDB8t0w6KsZhXY9XJ8XQgiZy0AImdHN9bC+C4XbWsa8vb0ZN24cAGprJePDPZgzORhHOxVlNa3o+pWY7QNpM3uQnj6FGVMTUVurZK1o6tSpANxzzz1ERERgMBioq6ujtbVV9m/09fWRnJwst1ZetmwZKSkpaDQagmLiyG1VcKCoDrUVeNuCp6qf1DESUncbBc0GWShasAgWV1dXOeKsoaGB1NRUuru76e7uPq/lQHR0NM7OznKPGgulpaU0NzdTXl4uVztwcHCgurqa7u5uXF1d5cCE5ORkDh48iJeX13kJmoO1xAuFQV+tKLTr4fq8EELIXAZCyIxurof1XehGZxlzdXU97wnbWqUkJmQMC6eG4+6s5lRJDbp+K8rq9Hx2rJpevZFgjQuhwQFs3bqVHTt2yBWc169fT2ZmJiUlJSQnJ+Pr64tWqyUhIYGxY8dy4MABpk6dyqRJk+jr6+OVV15Bq9XSr7KjoMXEWYUnup4evG0hr1VBba8CSZKwV0ooFWCUFJjNZry9veVeNBbKysrkpE1HR8chGlBTUxPp6en8x3/8B4WFhUNCpi3BAH19fXLNNh8fH7q7u+nr65P/XrZsGVOnTsXR0VFuJzC4+sKFzJ1Xu4TU9XB9XggRwiwQjCIGtxGwhOUqlUqSkpK+NwTXWqWk/WwWUtVWpoT2ER3kRnevgQ/3l3Dff3/B7/78BR/t+SeLFi0iPj6e+Ph4Fi5cCAxk2ufk5JCWlsaiRYtYunQpRqORxx57jKKiIoxGo+y3UavVsj+lvL6Fo73uPH/aivw2BQkJCfz6179mYYQzT8WYWeQv4W0rDalzZiEhIQE7OztgIDhArVYP2Z6dnc2JEyfkRm22trbyNkv3zNjYWAA5yi0iIoLnnnuOtWvXyhrVq6++Kp9XC6J9x7WB0GSEJjPquN7W913T2aXWFxERgQL4959nMCctjPhIL7p6+qlu6KKh3YjJMRLsfHBxtMXPy4mYmJswm83cc889REZGkpiYiF6v5+jRo+zatYvm5mYyMzM5ceIEhYWF+Pj40NHRgZOTEzfddBMODg7U1dXh6OxKb58eOzs7xo4di1PjGZzN3fjbS0zykAh1lFDa2FPXbUBiwC9SV1c3pNSMJUItICAAnU5HV1cX5eXlcqScZd+EhAR6e3vligF1dXU4OTlRX1/PPffcQ0tLC4cPH2b79u1MnDhRLqYJ8N577zFu3Djy8vJGpALA9XZ9WhCdMQWCUcqFOnB+HzY2NoSFhcl5KjeFuDOz2Yrjn+8k9pafc6Kqj8LyFgrLW/AZY4/Gro0zx/YQERFBYmIi69evJzs7m1WrVpGcnExVVRUwkHhZWlqKRqOhvr6e9PR0mpqaqKioICMjg9mzZ/P73/+eiooK1q9fD4CXjRUTPSQS3SRCHSHUUcdtYxQc0XtyqKz5omuwNFdTKpVyPbTB5+PcuXM0NTUByJFmx48fBwZMcJ988gkAqampJCYmkp+fT25uLkeOHCE7O5v6+npWrVp1WedVcHUQQkYgGGEsprPhYtF81q5dS3JyMjBwY37isf8gLi6OzKw81v9tD47+KdS39FCPDarAZXyS3UbuiQ/Izs4mJSWFPXv2yGYqjUZz3tNpUVGR7GAPCQlh7969aLVaQkNDcXV1JT8/n0a9gl21Cj6rk0hwk5jsCZ42EpWVTfAvbcZeKdFjQn49GItmMxiLMPkuYWFhlJeXc/jwYWCgesCYMWPk0jsWIiMjycrKoqCgQD4/8G1En6X6s+CnQQgZgWCUMbjUzLFjx1AoFKSkpJCUlIQkSaiszDz1y/mMnxDLP3YfJa+8l6rGfvIregF7vG5aTkNPA1XluYSGhNDb24u3tzd79uwhNTVVTt60CBhLqZedO3cOGR+M3qwgs0VBZotEkIOC6p5vt90ZZMbNRkF2s0RemwKdUUFMTAwlJSUYjUacnZ3p7Oy85LojIyOxsrKSqzo3Njayd+9empqaePTRRyktLSUyMpK4uDhOnjw5RIORJIn33nuPnTt3DhHOgquPcPwLBKMMi8bx8ssvs379el566SW5lEpubi4bNmwAoPDEN+z98C/cM82DVx6dSlK4PWqVgsZuJUUdvpiCltFoCkTb1EVBQQGpqak89NBD+Pj4nPeZFo3Hy8uLhISE87ZbxuPi4jmrU2DRWjxdnfG0AQ+1xBxfiadizPw8yIyx5gwm40BZmQsJmAt9zr59+2TNJz4+noSEBJKSksjJyRliQjtx4oRcvRkGaqC99NJL7Ny5k0WLFhEXFycCAn5ChONfOP5HHWJ9A+HOwcHBpKamkpaWRkJCwnk5IBqNRv57jKsDDrRydO+bKIw92Dp5oDep6cEZk1MUngEx3D5zOm+98SrV1WeJiIggJCSEuro6SkpKmDVrFtXV1TQ0NODv749WqyUsLExugNbQ0EBdXd2QSs0AkdE3cULvTINBjaGnGw8b8LGDeDcz8W4S1ToFXabzn3V1Op2ctGnB1dVVHquvr5fPk1arxdnZGa1Wi9FoZNu2bUMy+w8fPsyXX35Jamoq9913HwUFBSIZ8wcg8mQuAyFkRjdifd924AwICMDf3/+CuSHfzQfx8vLibFUlDWdPIrWfZnJcMH16Pf3Y09Gr4GhhA4397rh7aLh1SjI/v2MJtbW1LFu2DKVSyRdffEF4eDhTp07F19eXX/ziFyiVSjmJs7i4WJ6ft7c3Op2O+vp67rv/flwDInjzizxyWhX0mWCMGpyt4YsGK/r/laPpZSPRa0KOTLO1tcXd3Z20tDT5vISHhzNx4kTZZObt7c1dd93FnDlzsLKyYsWKFURFRQ3J7A8PDycmJoaxY8cSFBQkkjF/ICK6TCAQfC8FBQXk5eWxcOFCJEli165drFmzhuixcRzIrWbHwSJauuxoNNrxtwNd7Mr+lPazzUxKU3LkyFfAQGRXWVkZAFqtlqlTp/LSSy+RmJjI3LlzMZlMtLS0cN999/HCCy9gZWWFXq8nOzsbgG6Tki8bzBxokAj3dERnHAhdtkLi/4WZUQAF7QryWhXU9fXR19fH559/Lq8hMjJySD7O8ePHCQoKIiUlheXLlw9x7MfHx7No0SI+/vhjUlJS2LFjB2q1WvZfCX4ahJARCG4QBodK5+TkAANPp84Oavzs29Cd3sK///sq8st0nKjspqlbBWMm89LH9UidVgSFxrF4dhpnz56lvr6enJwcJEmSa4sBrFmzBkmSeOmll+TQ6FdffVXOYbGUlrF3cMR/XAqlBw8C4GINOuOAKW2Kp8QUTwlt70CFgYI2BQ5jvElNTWX37t0D+7u4cNddd1FTU0NgYCBms5n3339fduwnJSWRn5/P0qVLAfj444/lz79UlJmIQruyCHOZMJeNOsT6fhgW85lCoZBbHU+ePBl/f3+8vb0JDwvjlrQknBSt5HyxmelTU2nv6kPXb4WkdqfN7MWJqh5Oni7h9ulTsLVWkJOTI5eNmTdvHq6urmzYsEEuCwNgZ2cn58VYMBgMshAC6DMrONaioKjLCqM0YE5zt4Eo5wGhk1Xbg7alg3vvvZeSkhI6OjpQKAaqD2zYsAGDwcDOnTtJSUkhIyNDTsQMDQ1lxowZBAcHM3nyZFn4fJ9P5se2cb5er09RVkYgEFwSSyjvrl27WLRokWw2GlzmJiEhgdTkBBLC7Okp+gcPzhrD5GgHnOys6NZbYXSJ5f8+a+NURzBGhzCCQyMBUCgUHDlyZMjnqVQqent78fT0BBjSzOx8FNT0wK5aK/5w2op3qqw40wGdZmv67VxpaGhg+/btjFW1EmQvMcbdnTNnzgADEWUwUKYmLy9P9g+ZTCby8/NJSUkhNTUVlUola3TfbdBm4VLbBZfH9fcYLxAILkpubq4cyrts2bILPpFu27axHglUAAAgAElEQVSN7OxsfHx8yMjIYNatqcyztsZoMvPKxq189U09OAbRpFOB+0RKTGDjF8SO/QVY9dYSGhJCZWUl8G2ZGEv2vpubGx0dHZecp0lScLIDTnYoUSpMmKQObGxs0DVpmTdWQoFEa9UevmlX4G2rkD8PYNeuXZSVlZGSkkJZWRm7d+8ekhtzqeTXy02OFXw/QsgIBKOQy/EbDN53sF/mYiaPxYsXo1AoCAwM5JVXXiEiIoLk5GTy83LJOridKSkpxMa7kVmo5WybmsZuJT1WXuDhBeZ+epwkUm6JI2WcPyUlxXz11Vf09vYCA457pVJJeXk5s2fPRqEYqOg8OPTZkvFv2WaSBtan1+vxHOPK4cY24lwl3G3gVm+JW70l6nqhCncanUKITZ6Iu7u7HGyQmppKXFzceedM+F5+GoRPRvhkRh1ifZfnN7DsGxwcTF1d3SUrPatUKsaPH4+vr++QUN9z586RmZlJbW0t+Xk5NJ4ror/5FPctSaOy9BSemkA6esy096k422ZNTmkXxRV1GA29aDyd0HV3U15eLpf0b2pq4uTJk3R3d1NWVkZ9ff15eTYWAgMDkSSJpvZOGhTOHKjtp7xbgUkCD1sFbmrwVfXS7Z/A2+/9g9raWjIWzCMq+ia+/PJLTCYThYWFvPXWW/I5+7G+l4txvV6fIk/mMhBCZnQj1nfhfjTft29oaKjcknm4N9Xv5tn4+PgQHBxMSkoKJpNJbnjW1FBLdUkuY/2smJMeTUHeMZQ2jhiwRbIZg8khjD6bYAzYEBURhqujNW1tbXK7ZkvgwPfR29srN0Pr7+/H09OL2vYeWmy8mLv6T/zzRBmnaltRaCK56aabmDd3DjHlu/AwNOM1xp3PDh+j8EwxixYtYtq0aeTl5REfH094ePgVz5e5Xq9P4fgXCG4gLH4DpVJ5yRIplhvC7t275T4zF+O7PVgGv1apVKSmpqJWq8nNzSU1NZXc3Fw5fDknJwd3Ryum3GSPsmYHYaoTqDpP4WJvRZ/RCpNTNIXtQZzqnYAmdgneIfGMHz/he9fp7e0tt2kePHbHHXcAA9rQW39/m6yabg43WbFv3z52796Nta4FY3cbNm3VJBgr+O04M8/d4sftEa58k/U169ato6CgQA52uNR5EPxwhCYjNJlRh1jftwzX5GPRfKZPn/6913xOTo5sWruYSclyrHnz5mE2mykuLiYpKYn4+HhaWloYN24cvr6+PPT//g1VfyO3JfuS88/tpCTG0dqpx4Catl4V7WZP2iQfXD0C0em6UBh78PbylHvLqNVq0tLShlQSgIGSM0ajkeXLl2M2m8nJyZHfY0GvUDPjl89Q12WgR9eFjUGHdV8HfeX52FXnkLT4fuJS02QNxuKfsZz3999/n02bNv0gU9r1en2KjH+B4AZkuL1oLhUxZbnJWgpQWpImL3T8wce64447iIyMpKioSE6UBFi7di1FRUXs2LGD1atX88Qjv6C/v5/j+zdiY+2OyT4QlVsEPXo1PbiA5zQw91PTq8UnKJCW6gL6+/tpaGggPDycsrIyvLy8CAwMJDc3l/z8fDo7O3n66afx9PSkoaEBDw8PPv30U2BA+H7k50dERCzx8/+dEznHUNYXo83aR5C7PQZbV9kv1bL/79R29LFx+34Ujz4OwI4dOy6p9QmGh9BkhCYz6hDr+5aL9asf/GQ+nMgpi8YyefJk0tPT5YKbFzv+4M+vra1l8+bNzJ07F2dnZ372s58hSRLx8fGYzWamT59OXV0dpaWllJSUEBaswdOhH1e0dGpPoDD1YW3rhElhi6R2pUvywOh0E2a1J3X1zRj1nfT36dDpdCQkJBAVFYXJZKK8vJza2loefPBBzp49i0KhoKSkhLlz5xITE4PBYODvf/87ISEhSEoVE26+nbxmM389eJKjmccIDg7G28WBhu3rsGkuJ91LwrWnHi8Xe8YnTeTW2+dhbW09rO9hMNfr9Sk0GYFAIHOhxmbfx3BCmwczOPzXovUolUry8vIICAhgx44dZGRksGPHDmBAM0hMTAQGBJOl/pkVYGVoh85CbFSOmOz8MdsFYlZ7YLbzxWznSxNgbd9OhK8tCZNv5njmfjmpMycnhw0bNsjhyosWLWLp0qV8+OGH7N27F4CSkhI5V0aSJMz/KsBpMpnYtmMXVdWQkRSBTetZ+uvK6K8rwxWoP/MJXhmPYqMJG/Z5F5yPEDICwXXI5bZ0/jHdOZOSknj88ccZN24c0dHRxMTEoNVqycjIIDIykr6+PgDy8vJYtGgRBoNBFjKhoaFUVFSQkJBAS0sLZ88WQVcRkpUNJju/AaFjo8GgdOV0Azz5ehYYlSj7VIzxGUdnQxFubm4kJyfj4eGBwWAgPz+fnTt3ymY2SZLkc2EJILAIvI92fcKiRUsIX7YMK8lEb+UJdMVZdJ45hqGtAZWLl7zmrpOHUdo4YBsyHiuVetjn6kZHCBmB4Drkametf1fzsXxWUlIS7733HtnZ2fj6+vLzn/+cY8eOARAeHs6SJUs4fvw4Z86coby8XO6y6evrS35+vnx8O7WCPl0FKl0FkkKJ/ZhwOkwumGz9QGWPyTGCRgC/cezKb0TZ24VVXxEKYxcKhYLHH3+c6Ohodu/eTUZGBoWFhbL5z6Jh3Xzzzaxduxaj0YhSqUShUOEQmczpDnjp7UM8/uC/EWrvBIAkmWn9cgum7jYU1rbYhcZiH56IfXgCKke3q3aerwdueJ+MUqm8LNv1aOB6tQlbEOsbeb7PVxMREQEMVA5QqVT4+PhQU1NDYWEhtbW1GI1Gjh49CgxoFJY+MZYeMfBtOZrZs2ejQKKhpgRlXy2q7iKmJgRhbwMmE/QalUgqJ8x2vpicojA5hKB28CQ8PAIfD2cS4mM5fvw469atw2AwsHnzZubMmSP7nWpra9mwYQOBgYH4+/sD/8orCgsnduKUb6PPjP1gMmHW92DqbMLQUktPaQ4dWbvQleZh7eaNtZs3MDq+vx+C8Mn8QC7Xdi0Q3KgMtwyLjY0NYWFh2NjYAANa1cqVK1EoFBw7doyMjAwee+wxTCYTX331FY899hhFRUUAhISEoFAoqKioYP78+ZjNZpycBrQJT09PmpqayPznJ/Jn2VrZEDt5LuX1/TT32CCpnDheqed4ZTYqpQI/d2voqcFs7Y7BYJQ1l4SEBHJycti1axcAX331lbymC/WbsbK2wS19GW7pyzB2NNFTlkdPWT69VYX015ejGGQ+UzVX0H26D7vQOJS2DlfgzI9ubnhN5rulM64HrtcnKQtifSPDxXJyvhvJZsm1MRgMjB8/HhioR7ZgwQLMZjNhYWGkpqbywQcfkJubi8lkIjY2lqysLNrb2+WyM87Ozhw6dEhuuWzJ+E9OTkar1QKg8fZk/sw0vtq7hUgPPfrWMkz6LhydnOkzqWjXmegwOGByjKCq3Y76NgO793xGV0cz72zZRGtrK5GRkdx888288sorZGZmXjI3xsrWARvfcBzHpeOSOh9b/2hsg2JQKAbuHx37N9GXv4+OYzvprTqJqacDK1t7rOydR7W1RJSVuQwGnyy1Wv29IZqjkWv1JnWlEOsbGS5WysYifIxGI+PGjaOmpobMzEyKi4sJCQlBq9Wybt06zGYzO3bsQKPRMHbsWEpKSigrK5PNapmZmed9nr29PS4uLrS3twMDgQJr1qzBaDTS2dlJQ0MDRqMRBwcHysvLMfd3odQ3cvukEG6fGEje158SFKDBpLBG1yfR1GHEbOdPcaM1zn7xRIxNJjQsnPRJSSitJObOnUtCQgJ5eXnDMqErlCqs3TWygAGoP1uBk70dxs5mjB2N9FaeoDPvM7oK9mOlUmPjG34Fv5WfDmEuEwgEV5WLBRMMbnMcERFBUlISjz32mLxNkiQyMjJYtGgRkZGRcpb+vn37yMjIYNKkSZjNZuLj49FqtTQ0NKDRaORqzIOpqKjgySefHFJIMzc3FxjoVdPR0UFoaCgAaROTcLJXExsby4cfbuXjPV8ybd7dtPbZUVjeTGu3kdbuXvIrevno2H4U/QZSdd2UNxxjx3uv8/iaR3+QCV0fnIJvYiKmPh29FQUDZrWK45i6WsHq28KkfTVF9JTmYRcai61/FArl5efkjAaEkBEIBD8KlUrFsmXLiIiIkKPNUlNT5e05OTns2LFDbhmQl5eHwWAABnww+fn5lJWVyUIlJSVFzntJSkqStZaKigq8vb1lAePt7U1DQwNz586luLhYDouuqKigoqICa2trIiIiOH78ODt37mBxRgbBwWqUSpgW7c76v2zBOzQRKwc/zjX3Y1K7c6xEx7ESHYqAO3j/6x5ONZxiXJgHMSHu2NtenhBQ2jrgGJOGY0wakmSmv7EaldMYeXv36aN05uyh/ehHAxFrQWOxC43DLjQWa/frJxDphjeXiYz/0YdY37XH90WbWcxscXFx5OXlyW2TQ0NDKSkpYfPmzcyaNQsfHx9uv/12qqur0Wq1pKSkoNFoOHToEG1tbWRkZHDu3Dl0Oh2urq60tLQAAz6hsrIyXFxc8PPzo62tjZSUFMaPH8+GDRtITU1lypQpFBQU8PHHH5OZmYnJZKLuXBk9zeWMC7Thj2vvxJ52IkP9kCRo7eyjuaOPM1WtHMqv4aODpWSfbqC2sRuj0YyLoxq19YXbJVzo+1MoFKgcXbGytvn2nKntsLKxx9zfi6mrFUNrHb3lx+nM3Ye+pgin8bdcuS/oCiDMZQKB4JrEYmazBAQsXryYxMRESktL2b17N6mpqaSkpJCWlkZOTg65ublERkaycuVK2RQ2d+5czp07R2NjIwDLly+npqaGxsZGsrOz0Wg01NXV0dHRQUREBKtWrZLzbhQKBWVlZfLrBQsWsHDhQsxmM21tbWRlZZGens7P5k2R59zTZ6Coqo3C8mYKy5oprWmn7NzAz45D5SgUEOTjzNjQMcSEuDM2dAxjXOwu67zYBkRjGxDNGMDY2UJv5Tf0VBTQW3kCaw9/eT9DewP1H/wRu6Bx2AWPxzZwLMp/5e+MBkZcyHzyySe8/vrrnDt3Dj8/Px588EEyMjIuur9Op2PdunV8/vnn9PT0kJSUxG9/+1uCg4N/ukkLBAKZ4YY2WxI4zWYzubm57Nixg5SUFLKysjh+/DgpKSlD/DsnTpxg3759ABQVFVFeXi4fq7a2lk8++YRHH32UqVOncuLECRwcHHBxcSEvL4+tW7cSGhrK2rVriY2Npbi4mMTERPLy8ggJCeGNN96QWxQAcmFQy3pOnjhOcnIyCdEDGf+9eiNFVa2crGjhVEULxWfbqKrrpKqukz1fD7R+9na3JybEHQdlNx5+nQR4OWFlNTyTl8p5DE6x03CKnYYkmZH69fK23qqTGJprMDTX0Jn3KaBA7R2MXdBYbIPHYx8ae037c0bUXLZv3z4ee+wx5s+fzy9/+Uv0ej0vv/wyERERhIdfOALjV7/6FUePHmXt2rXMmTOHgwcP8v7777N06VI5Lv9SCHPZ6Eas79piuO0GLCa1+vp64uLiCAsLQ6PRkJWVRWpqKnV1dfj5+aHT6UhPT6ekpITMzEzc3NzkkOXk5GSWL19Oc3MzpaWlTJ48mfLycvbs2UNraysJCQmMHTuW4OBgXn75ZSZNmsTGjRs5duwY/v7+aLVaWlpaKCwsJCIigtbWVgAmTZokn/fvtjsAsFZZofFwIDbCkxkpgSy+JZz4SE80Hg6olFa0d+tp79ZTVddJSW0fe49W8cmRCk5VtNDQqsNslnB2sMFadekoVoVCgUL1rdBQewZgHxqPynUg2dPU3YapqwV9bQk9RVm4TF6E4l8BBfr6SqzUdiiUV/6+NirNZevXr2f27Nk89dRTAKSnp9PR0cErr7zC7bffft7+ubm5HDp0iL/+9a9MnToVGHAMTp8+nffff58HHnjgJ52/QCC4/Dpp8K0JzWg0smbNGg4ePEheXp5c8mXt2rUsWbKEM2fOUFpayty5c2lqamLlypUUFhayZ88eMjIySEpKIi4ujtraWnJyctizZw9r165l/Pjx+Pj4cPDgQUpLSwf62zz0EP7+/nz88cdMnDiRBx54gFOnTgED2oslKdtS8NPy+0KorZWMC/NgXJgHACazxNm6Tk5XtnAkr4yGDonmjj5yzzSQe6YBACsrBcE+zkQFuxEd5E50kBsaD4dhhElby6Y1tylLMRv06GtL6K06iVnfI9dRk8wmtO88g2TQY+MTim3gTdgGxGAbEI3SbuTMayMmZM6dO0d1dTWrV68eMj5r1iz27dvHuXPnCAgIGLLt66+/xsHBgbS0NHnM3d2d5ORkDh8+LISMQDACXE6dNEmSKC4uxmAwoFAoSE5O5tChQ7LpKigoSM7KLywslEvNWDqA3nzzzbJpy2QyoVQqUalUcgdLHx8fJkyYwKpVq2hra6O+vp6IiAhKS0spKipiyZIl1NbWsnLlSr755htSUlJQKBQYDAYyMjJkQZmRkSEX0RwOSisFoX4uhPq5oLFrIzExkaa2Xs5UtXCmqpWis21U1HZQoR342Xe0CgAnezWRga5EBbkTFehGZKArjvbfX3zTytoGu+Dx2AWPHzJu6m7H2k1Df0Mlem0pem0pHccGKhpYewbiMesX2AWNHfaarhQjJmQshfFCQkKGjAcFBQFQWVl5npCpqKggKChIbjZkITAwULbdCgSCa4fv+mssvhgLGRkZ5OTkAAN1zFJSUigoKGDDhg2sXr1azrcZP348dXV16PV6KisHfCC7d+8mOjqa5ORkJk2aRG5uLvX19fzv//4vbW1t2NjYoNfrcXZ2Zu3atcTHx/PBBx+QnZ3Na6+9RnZ2NmvWrJHnYgmzHvz3jyk15elmh6ebP1PjB5z4ff1Gys61U3S2jaKqVoqr22jv0pNX1EheUaP8Pl8PByID3YgIdCUy0I1QX5eLRrINRuU8Bv/7X8Ss76Gvppi+c2foO3cGfW0phqZqlHaO8r7tWbvob6zGNuAm7AJvQuWmuWoh0yMmZLq6ugBwdHQcMu7gMFDrp7u7+7z3dHd3n7e/5T0X2v9iWJ56vvnmGyZMmHDdxKMPRq/XX3qnUYxY3+jgm2++YePGjVRWVhIUFITZbGbp0qVoNBo++OAD/P39cXZ2BqC0tJSCggJCQ0NxcXHBw8ODP/3pTwD4+/tTU1Mjt2K2vCc0NJSsrCw6OjrksTNnzhAWFkZTUxM2NjaUlpZiMBiIiYnh4MGDODs7U1RUhLOzMxs3bpTn6uzsTEhICCqVCm9vbyIiIn7w93Ch9ymACH8nIvydmJ8WiCRJtHb0UV7bQaW2kwptB9V1nfT09lFQXEdB8UA5HSsrBX6ejtyWEsjkCcPx1SlR+sfg4B+DwySQTEb6G6swO3vJ8+ooO0F/QwUdpQMRd0o7Z2x8w1H7hGLrH4V6UHSbBUubBMv9c7gopMt9xxVi9+7drFmzhgMHDgxxFlZVVTFr1qwL+mXuu+8+DAYDb7/99pDxDRs2sGXLlgtmCF+Irq4uSkpKfvwiBAKB4AYjMjJSLlo6HEZMk7FM8rsaiE6nG7J9MI6OjtTU1Jw3rtPpLqjhXAwHBwciIyOxtra+LrUYgUAguNJIkoTBYJCtTcNlxISMxRdTXV1NVFSUPH727Nkh27/7nszMTCRJGiIczp49e8H9L4aVldVlSWKBQCAQgK2t7WW/Z8RKDwcFBeHv78+nn346ZPzzzz8nODj4gnkCU6ZMobOzU254BNDa2kpubi6TJ0++6nMWCAQCweUxosmYTk5OvP7667S1taFQKHjrrbf4+OOPefbZZ+VEqeLiYhwdHVGr1fj5+ZGdnc17772Hq6srWq2Wp556CkmS+OMf//iDpKxAIBAIrh4j5vi38I9//INNmzZRV1dHQEAADzzwgFxW5qOPPuLJJ59ky5YtclXXjo4O/vSnP7F//37MZjOJiYk88cQTcnlvgUAgEFw7jLiQEQgEAsH1y/XTDlIgEAgE1xxCyAgEAoHgqiGEjEAgEAiuGjeckPnkk0+YO3cuEyZMYPbs2UPqKF1PnDlzhrFjxw7phT6aMZvNvP/++8yfP5/4+HhmzJjB888/f1nlhK5lJEmSO0ROmDCBBQsWsHv37pGe1lXhV7/6FbfddttIT+OKYjQamTBhAlFRUUN+4uPjR3pqV4ScnBzuvPNOYmNjmTJlCv/1X/8lJ85fiuuvmcr3sG/fPtasWcM999xDeno6+/fv5ze/+Q22trYXbC0wWqmoqODBBx/EaDSO9FSuGG+++SYvv/wy999/P5MmTaKyspJXX32VsrIy/va3v4309H40b7zxBq+++iq//vWviYuL4/Dhw6xZswalUsmcOXNGenpXjJ07d/LFF18QGBg40lO5olRWVqLX63nhhReGNFC8UDvq0UZBQQH33nsv06ZN4/XXX+fs2bOsX7+e1tZWNmzYcOkDSDcQM2bMkB555JEhYw8//LB0++23j9CMriwGg0F65513pPj4eCklJUWKjIyU6urqRnpaPxqz2SwlJydL//mf/zlkfM+ePVJkZKR0+vTpEZrZlaG/v19KTk6WnnvuuSHjd911l3TnnXeO0KyuPPX19VJycrI0depUacaMGSM9nSvKrl27pOjoaKmnp2ekp3LFWbFihbRixQrJbDbLY++88440ffr0Ya139IvZYWLpXzNz5swh47NmzaKiooJz586N0MyuHHl5eaxbt4777rtvSAnz0Y5Op2PBggXMmzdvyLglN6q6unokpnXFUCqVvP322+f1Q7K2tr5uqjEDPP3006SlpTFp0qSRnsoV58yZMwQGBmJnZzfSU7miWCqq3HnnnUNKea1YsYL9+/cPa703jJAZTv+a0U5YWBj79+/nV7/61Xk9d0Yzjo6OPP300+c1kdq/fz/ARVt1jxasrKyIiorC29sbSZJobm5m48aNHD16lDvuuGOkp3dF2Lp1K6dOneJ3v/vdSE/lqlBcXIxareb+++8nPj6e5ORknnnmmVHvMywpKUGSJFxcXHjkkUeIi4sjMTGRZ599lr6+vmEd44bxyfyQ/jWjDQ8Pj5Gewk+GpU/JjBkzCAsLG+npXDE+//xzVq1aBcAtt9zCggULRnhGP57a2lqef/55nn/+edzd3Ud6OleFoqIiuru7WbZsGQ899BAnT57ktddeo7Kyki1btozaau+tra0APPHEE9x22228/vrrFBcX8/LLL6PX6+V+P9/HDSNkpH8VNvjul20Zvx4cdDcKeXl5cr/2//7v/x7p6VxRYmJieOeddyguLuaVV17hgQceYMuWLSM9rR+MJEk89dRT3HzzzcyaNWukp3PV2LBhAy4uLnJF+eTkZMaMGcPatWs5evTokJbxowmDwQBAQkICzz77LACTJk1CkiReeOEFVq5ceV4H4+9yw9xZf0j/GsG1x969e7n33nvRaDRs3rwZNze3kZ7SFSUgIIDk5GTuuusufvvb35KVlTXsZnzXIu+++y7FxcU89dRTGI1GjEaj/GA3+O/RTkpKypCWJTCgicKAljNasVh6pk6dOmR8ypQpSJIkdyr9Pm4YITO4f81gvq9/jeDa4q233mL16tXExcXx7rvv4uXlNdJTuiK0t7ezY8cOGhoahozHxMQAnDc+mvjss89oa2tjypQpjB07lrFjx7Jjxw6qq6sZO3YsH3/88UhP8UfT0tLC1q1bzwsesvgsRvODkCUc29J62YJFwxmOGfCGETI/pH+N4Nph69at/OlPf2L27Nm8+eab15XmaTabeeKJJ/jggw+GjH/99dfAQLvb0crvf/97tm3bNuTn1ltvxcfHR/57tKNQKHjmmWd45513hozv3bsXpVJ5XsDKaCIsLAw/Pz/27t07ZPzgwYOoVKphJZveMD4ZgJUrV/Lkk0/i4uLCLbfcwoEDB9i3b9/wEooEI0ZLSwt/+MMf8PPzY8WKFZw+fXrI9sDAwFHtUHZ3d+fnP/85GzduxNbWlvHjx5OXl8cbb7zBsmXLRnUbiwvN3dXVFbVazfjx40dgRlced3d3VqxYwdtvv42joyNJSUnk5eXxf//3f6xYsUKOYB2NKBQK1qxZw+rVq1mzZg2LFy/m5MmTvP7669x9993D+r+7oYTM4sWL6e/vZ9OmTWzdupWAgABeeOGF6yqj+nrkq6++ore3l9raWlasWHHe9hdffJGFCxeOwMyuHE8++SQajYZt27bx2muv4ePjw69//Wt+8YtfjPTUBMPgN7/5Dd7e3mzfvp2NGzfi7e3NqlWrrovvb86cOajVav785z/z4IMPMmbMGFauXMmDDz44rPeLfjICgUAguGrcMD4ZgUAgEPz0CCEjEAgEgquGEDICgUAguGoIISMQCASCq4YQMgKBQCC4agghIxAIBIKrhhAyAsGPYNq0adx9990j9vlPPPHEeTWz+vv7R3UpGsH1hRAyAsEo5o477uDFF1+UX9fW1jJ//ny5JI1AMNLcUBn/AsH1Rnx8/JD6UTU1NVRVVY3chASC7yA0GYFAIBBcNYSQEQiGyd69e1m4cCETJkxg3rx5HDt27Lx9jh8/zr333itrGPfddx8nTpwYss+0adN45pln2LlzJ3PnzmX8+PHMnDmTd999d8h+HR0dPPHEE9xyyy2MGzeOGTNm8NJLL6HX6+V9BvtkPvroI+655x5goBZaVFQUFRUVREVFDTGpWfif//kfxo0bR0dHx48+NwLBxRBCRiAYBh999BGPPvoodnZ2rF27lokTJ/LQQw/R3Nws7/P1119z991309XVxcMPP8wvf/lLtFotK1asIDc3d8jxvvrqK/7whz8wa9YsnnzySezs7Hjuuec4dOiQvM8jjzzCwYMHWbZsGc8++ywpKSls3Ljxot1Ak5OTeeihh4BvfTWhoaGMHTv2vBYXAPv27SM9PR0XF5crcYoEggsjCQSC78VoNEqTJk2SlixZIvX398vj27dvlyIjI5LvTb0AAARvSURBVKW77rpLMplM0vTp06Xly5dLRqNR3ken00m33XabtHDhQnns1ltvlaKioqQzZ87IY42NjVJUVJS0evVqSZIkqbm5WYqMjJTefPPNIXN54oknpH/7t3+TX//mN7+RIiMj5dfHjh2TIiMjpe3bt8tjmzZtkiIjI6VvvvlGHsvPz5ciIyOlPXv2/IgzIxBcGqHJCASX4NSpU7S0tLB48WKsra3l8YULF8pawOnTpzl37hwzZsygo6OD1tZWWltb6evr49Zbb+XMmTPU19fL7w0JCSE6Olp+7enpiYeHh6wZOTk5YW9vz3vvvcdnn31GT08PAM8//zybN2++rPnPmTMHKysr9u3bJ4/t2bMHe3v766JpmODaRggZgeAS1NbWAgPN0QajVCrlhlSWtt4vvvgikyZNGvJjEQp1dXXyey/U7EmtVmM2m+W/n3vuOVpaWli1ahWpqancf//9fPDBB0N8MsPB29ub5ORkPvvsM2CgE+enn37K9OnTsbOzu6xjCQSXiwhhFggugaWP+YVu7hahYPn98MMPExcXd8HjDO4SaWV16ee7+fPnk56ezv79+zl06BBHjx7lyJEjvPfee2zduhW1Wj3sNcyfP5+nn36ab775hr6+Ppqampg3b96w3y8Q/FCEJiMQXIKAgACA8/JPJEmStRw/Pz8A7O3tmTx58pAfR0dHTCYTtra2w/5MnU5Hbm4uCoWCpUuX8tprr5GZmck999xDUVERR44cuaw1zJo1C7VazYEDB/jyyy9xdXUlLS3tso4hEPwQhJARCC5BTEwMfn5+vP/++/T29srje/bsoa2tDYBx48bh6enJ22+/jU6nk/fp7u7mkUce4cknn0SpVA77M0tLS1mxYgXbtm2Tx9RqNTExMQAXPZZl3KJZWXB2dubmm2/m0KFDHDp0iFmzZg3xLwkEVwthLhMILoFCoeB3v/sdK1eu5I477mDJkiU0NDTw7rvv4urqCoC1tTW/+93veOSRR1i8eDFLly7FxsaGrVu3otVqWbduHSrV8P/dYmNjSUpKYsOGDdTV1REVFUVdXR3vvPMOoaGhTJo06YLvc3NzA2DXrl1IksSiRYvkz503bx4PP/wwwEXDoAWCK43QZASCYXDrrbfyxhtvYGtry/r169m/fz9/+MMfhvhZZs2axaZNm/D29uYvf/kLr7zyCg4ODrz++uuX7f9QKBT8+c9/Zvny5Rw8eJDnnnuODz/8kJkzZ7Jly5aL+mPCwsK4++67OXnyJH/84x/RarVD1uDo6IiPjw9JSUk/7EQIBJeJQpIkaaQnIRAIrj79/f1MnjyZO+64g7Vr1470dAQ3CEKTEQhuEPbs2UNXVxeLFy8e6akIbiCET0YguM7ZtGkT+fn5HD58mFtvvZWwsLCRnpLgBkJoMgLBdY7JZOLIkSPExsYKh7/gJ0f4ZAQCgUBw1RCajEAgEAiuGkLICAQCgeCqIYSMQCAQCK4aQsgIBAKB4KohhIxAIBAIrhpCyAgEAoHgqvH/ASIp+sp+TMZpAAAAAElFTkSuQmCC\n", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "myPlots = plotFundamentalDiagramScatter(project, \"dTimeStep.fundamentalDiagram\", True, 6, 6)" ] @@ -419,36 +239,11 @@ }, { "cell_type": "code", - "execution_count": 827, + "execution_count": null, "metadata": { "scrolled": true }, - "outputs": [ - { - "ename": "ValueError", - "evalue": "array must not contain infs or NaNs", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mplotFundamentalDiagramScatter\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mproject\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"eTimeStep.fundamentalDiagram\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mFalse\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m10\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m10\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", - "\u001b[0;32m\u001b[0m in \u001b[0;36mplotFundamentalDiagramScatter\u001b[0;34m(vproject, ending, sep, width, height)\u001b[0m\n\u001b[1;32m 83\u001b[0m \u001b[0maxes\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mscatter\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mndf\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'density'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mndf\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'velocity'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0ms\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m0.7\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmarker\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'*'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolor\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'#555555'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 84\u001b[0m \u001b[0mwm\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mplotWeidmann\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0maxes\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 85\u001b[0;31m \u001b[0mpopt\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpcov\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcurve_fit\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkladek\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mndf\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'density'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mndf\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'velocity'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mp0\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m1.34\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m1.913\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m5.4\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 86\u001b[0m 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ValueError(\n\u001b[0;32m-> 1215\u001b[0;31m \"array must not contain infs or NaNs\")\n\u001b[0m\u001b[1;32m 1216\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0ma\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1217\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mValueError\u001b[0m: array must not contain infs or NaNs" - ] - }, - { - "data": { - "image/png": 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mAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAACxViPT4cOHa8OGDbVhw4Z69tlnrzj/+uuv15YtW6rT6dQTTzxRn3zySZvLAQAAAKAlrUWmycnJeuWVV+rkyZP1wgsv1GuvvVYvv/zyvNfs3bu3nnzyyTp9+nQ1TVPHjx9vazkAAAAAtKi1yLR8+fIaHR2tJUuW1OLFi+uOO+6o6enp/vkLFy7URx99VPfcc09VVW3ZsqVOnTrV1nIAAAAAaNFQ0zRN2z/k3LlztW3btjp27FjdfvvtVVX117/+tZ599tk6duxYVVX94x//qF/+8pd1+vTpT32/2dnZ6na7bS4Z4EttZGSkhoeHB72MgbFPAFybfcI+AXAtn3efWNTCWuZ5880365FHHql9+/b1A1NV1eXLl2toaKh/3DTNvOPPYqFvjlVVU1NTtWbNmkEvY6DMoMccehb6HPzSPJ99wjVRZQZzzKFnoc/BPjGffcI1UWUGc8zBDKryfaLVL/6empqqn//85/WrX/2qfvKTn8w7t3Llyrp48WL/+N13360VK1a0uRwAAAAAWtJaZHr77bfr0UcfrYMHD9aGDRuuOL9q1aoaHh6uqampqqp68cUXa+3atW0tBwAAAIAWtXa73PPPP1+zs7P1zDPP9J/bunVrnTlzpnbv3l133313HTx4sMbGxurSpUv17W9/u7Zv397WcgAAAABoUWuRaWxsrMbGxq54ftu2bf3Hd955Z504caKtJQAAAABwnbT6nUwAAAAALAwiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAIPzn0VUAABrVSURBVCYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAIBY65Hp0qVLtXHjxnrrrbeuOHf48OF68MEHa/PmzbV58+aamJhoezkAAAAAtGBRm2/+6quv1tjYWJ07d+6q57vdbh06dKhWr17d5jIAAAAAaFmrn2Q6fvx4PfXUU7VixYqrnu92u3XkyJHatGlTjY+P1+zsbJvLAQAAAKAlrUamp59+uu69996rnpuZmam77rqr9u7dWydPnqz333+/nnvuuTaXAwAAAEBLhpqmadr+IT/4wQ/qd7/7Xd16663/9TV///vfa//+/fXCCy986vvNzs5Wt9v9IpcIcEMZGRmp4eHhQS9jYOwTANdmn7BPAFzL590nWv1OpmuZnp6uycnJeuihh6qqqmmaWrTof1vOQt8cq6qmpqZqzZo1g17GQJlBjzn0LPQ5+KV5PvuEa6LKDOaYQ89Cn4N9Yj77hGuiygzmmIMZVOX7ROt/Xe6/Wbp0aR04cKDOnz9fTdPUxMRErVu3blDLAQAAACBw3SPTzp076+zZs3XzzTfX+Ph47dq1q9avX19N09SOHTuu93IAAAAA+AJcl9vlzpw503989OjR/uNOp1OdTud6LAEAAACAFg3sdjkAAAAAbhwiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABArNXIdOnSpdq4cWO99dZbV5x7/fXXa8uWLdXpdOqJJ56oTz75pM2lAAAAANCi1iLTq6++Wtu2batz585d9fzevXvrySefrNOnT1fTNHX8+PG2lgIAAABAy1qLTMePH6+nnnqqVqxYccW5Cxcu1EcffVT33HNPVVVt2bKlTp061dZSAAAAAGjZorbe+Omnn/6v5/75z3/W8uXL+8fLly+vd95553/+Gd1u93Ot7UYzNTU16CUMnBn0mEOPOTDHPtHjmjCDOebQYw7MsU/0uCbMYI45mEGqtch0LZcvX66hoaH+cdM0844/q5GRkRoeHv4il/alMzU1VWvWrBn0MgbKDHrMoWehz2F2dtYvzP/BPuGaqDKDOebQs9DnYJ+Yzz7hmqgygznmYAZV+T4xkL8ut3Llyrp48WL/+N13373qbXUAAAAAfDkMJDKtWrWqhoeH+x9De/HFF2vt2rWDWAoAAAAAX4DrGpl27txZZ8+eraqqgwcP1m9+85tav359ffDBB7V9+/bruRQAAAAAvkCtfyfTmTNn+o+PHj3af3znnXfWiRMn2v7xAAAAAFwHA7ldDgAAAIAbi8gEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAINZqZPrTn/5UP/rRj+qHP/xhTUxMXHH+8OHD9eCDD9bmzZtr8+bNV30NAAAAAP//LWrrjd9555367W9/W3/84x9ryZIltXXr1rr//vvrG9/4Rv813W63Dh06VKtXr25rGQAAAABcB619kmlycrIeeOCB+vrXv1433XRTdTqdOnXq1LzXdLvdOnLkSG3atKnGx8drdna2reUAAAAA0KKhpmmaNt74yJEj9cEHH9SePXuqqur3v/99/e1vf6tf//rXVVU1MzNTjz32WI2OjtZtt91Wo6OjtWrVqv7rr2V2dra63W4bywa4IYyMjNTw8PCglzEw9gmAa7NP2CcAruXz7hOt3S53+fLlGhoa6h83TTPveNmyZXX06NH+8cMPP1z79+//TJFpzkLfHKuqpqamas2aNYNexkCZQY859Cz0OfileT77hGuiygzmmEPPQp+DfWI++4RrosoM5piDGVTl+0Rrt8utXLmyLl682D++ePFirVixon88PT1dJ06c6B83TVOLFrXWvAAAAABoUWuR6Xvf+1795S9/qffee68+/PDD+vOf/1xr167tn1+6dGkdOHCgzp8/X03T1MTERK1bt66t5QAAAADQotYi0y233FJ79uyp7du3149//OPauHFjfec736mdO3fW2bNn6+abb67x8fHatWtXrV+/vpqmqR07drS1HAAAAABa1Or9aZs2bapNmzbNe+4/v4ep0+lUp9NpcwkAAAAAXAetfZIJAAAAgIVDZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxkQkAAACAmMgEAAAAQExkAgAAACAmMgEAAAAQE5kAAAAAiIlMAAAAAMREJgAAAABiIhMAAAAAMZEJAAAAgJjIBAAAAEBMZAIAAAAgJjIBAAAAEBOZAAAAAIiJTAAAAADERCYAAAAAYiITAAAAADGRCQAAAICYyAQAAABATGQCAAAAICYyAQAAABATmQAAAACIiUwAAAAAxEQmAAAAAGIiEwAAAAAxken/2ru/0CzLNw7gl/GriRIYtCVIeNaiYRl0IBaCUVvpXLgFpRFBpYmIB0FUTtpBiFFQ0Vk7imBCntTayRwVC2KCJIkkioUHmjSdLEpls9nu38HDhkvrHd0+e3X7fMCDh1vH5cX73l/47h8AAAAA2ZRMAAAAAGRTMgEAAACQTckEAAAAQDYlEwAAAADZlEwAAAAAZFMyAQAAAJBNyQQAAABANiUTAAAAANmUTAAAAABkUzIBAAAAkE3JBAAAAEA2JRMAAAAA2ZRMAAAAAGRTMgEAAACQTckEAAAAQDYlEwAAAADZlEwAAAAAZFMyAQAAAJBNyQQAAABANiUTAAAAANmUTAAAAABkUzIBAAAAkE3JBAAAAEA2JRMAAAAA2ZRMAAAAAGRTMgEAAACQTckEAAAAQDYlEwAAAADZlEwAAAAAZFMyAQAAAJBNyQQAAABANiUTAAAAANmUTAAAAABkUzIBAAAAkE3JBAAAAEA2JRMAAAAA2ZRMAAAAAGRTMgEAAACQTckEAAAAQDYlEwAAAADZlEwAAAAAZFMyAQAAAJBNyQQAAABANiUTAAAAANmUTAAAAABkUzIBAAAAkE3JBAAAAEA2JRMAAAAA2ZRMAAAAAGRTMgEAAACQTckEAAAAQDYlEwAAAADZlEwAAAAAZFMyAQAAAJBNyQQAAABANiUTAAAAANmUTAAAAABkUzIBAAAAkE3JBAAAAEA2JRMAAAAA2ZRMAAAAAGRTMgEAAACQTckEAAAAQDYlEwAAAADZlEwAAAAAZFMyAQAAAJBNyQQAAABANiUTAAAAANmUTAAAAABkUzIBAAAAkE3JBAAAAEA2JRMAAAAA2ZRMAAAAAGRTMgEAAACQTckEAAAAQLZSS6aenp5Ys2ZNNDY2RldX11XnR48ejdbW1mhqaor29va4fPlymeMAAAAAUJLSSqYzZ87EBx98EHv27IkvvvgiPvvss/j555+n/J3XXnst3nrrrdi3b1+klGLv3r1ljQMAAABAif5X1gceGBiIFStWxKJFiyIioqmpKXp7e2Pbtm0REXH69OkYHR2N5cuXR0REa2trfPTRR7Fx48aKHzulFBERf/75Z0nT31wuXbpU7RGqzg4K9lCYy3uYuBcn7sm5Sk5MNZffExPsoGAPhbm8BzlRkBNTzeX3xAQ7KNiDHeTmRGkl09mzZ6O2tnbyua6uLg4fPvyP57W1tXHmzJlpfeyxsbGIiDh+/Ph1mvbm9uOPP1Z7hKqzg4I9FOyhuCfnz59f7TGqRk5M5T1hBxPsoWAPckJOTOU9YQcT7MEOJvzXnCitZBofH4958+ZNPqeUpjxXOv83CxcujHvuuSduvfXWaf8bgLkgpRRjY2OxcOHCao9SVXIC4NrkREFOAFxbbk6UVjItXrw4vv/++8nnoaGhqKurm3I+NDQ0+Xzu3Lkp5//mlltuidtvv/36DQswi8zlz0xPkBMA/0xOyAmAf5OTE6X94O+VK1fG/v37Y3h4OEZGRqKvry9WrVo1eb5kyZKoqamJgwcPRkREd3f3lHMAAAAAbh7zUok/9a+npyc+/vjjGBsbi6effjo2bdoUmzZtiu3bt8eyZcvi2LFjsXPnzrhw4UI0NDTE7t2747bbbitrHAAAAABKUmrJBAAAAMDcUNq3ywEAAAAwdyiZAAAAAMimZAIAAAAgm5IJAAAAgGxKJgAAAACy3fAlU09PT6xZsyYaGxujq6vrqvOjR49Ga2trNDU1RXt7e1y+fLkKU5av0h6++uqreOqpp6KlpSW2bt0av//+exWmLFelHUzo7++PRx99dAYnm1mV9nDixIl4/vnno6WlJV566aU5+Vo4cuRItLW1RUtLS7zyyivxxx9/VGHKmXHhwoVobm6OX3755aoz92NhLuxBRhTkREFOyIkryQk5ESEnJsiJgpyQE1e67jmRbmCDg4Np9erV6bfffksXL15M69atSz/99NOUv7N27dr0ww8/pJRSevPNN1NXV1c1Ri1VpT2cP38+Pfzww2lwcDCllNKHH36Y3n777WqNW4rpvBZSSmloaCg98cQTafXq1VWYsnyV9jA+Pp4aGxvTt99+m1JK6b333kvvvvtutcYtxXReCxs2bEj9/f0ppZR2796d3n///WqMWrpDhw6l5ubm1NDQkE6dOnXVufuxMNv3ICMKcqIgJ+TEleSEnEhJTkyQEwU5ISeuVEZO3NBfyTQwMBArVqyIRYsWxYIFC6KpqSl6e3snz0+fPh2jo6OxfPnyiIhobW2dcj5bVNrD2NhYdHR0xF133RUREfX19fHrr79Wa9xSVNrBhJ07d8a2bduqMOHMqLSHI0eOxIIFC2LVqlUREbFly5Z47rnnqjVuKabzWhgfH4+LFy9GRMTIyEjMnz+/GqOWbu/evdHR0RF1dXVXnbkfC3NhDzKiICcKckJOXElOyIkIOTFBThTkhJy4Uhk5cUOXTGfPno3a2trJ57q6ujhz5sw/ntfW1k45ny0q7eGOO+6Ixx9/PCIiRkdHo7OzMx577LEZn7NMlXYQEfHpp5/GfffdFw888MBMjzdjKu3h5MmTceedd8aOHTti/fr10dHREQsWLKjGqKWZzmvhjTfeiJ07d8YjjzwSAwMD8eyzz870mDNi165d8dBDD13zzP147fPZuAcZUZATBTkhJ64kJ+REhJyYICcKckJOXKmMnLihS6bx8fGYN2/e5HNKacpzpfPZYrr/z/Pnz8fmzZvj3nvvjfXr18/kiKWrtIPjx49HX19fbN26tRrjzZhKe7h8+XIcOHAgNmzYEJ9//nncfffd8c4771Rj1NJU2sHo6Gi0t7fHJ598Et99911s3LgxXn/99WqMWlXux+mdzwYyoiAnCnJCTkzXXLgfI+REhJyYICcKckJOTNd/vR9v6JJp8eLFMTQ0NPk8NDQ05cu4/n5+7ty5a36Z182u0h4iipZx48aNUV9fH7t27ZrpEUtXaQe9vb0xNDQUbW1tsXnz5sl9zDaV9lBbWxtLly6NZcuWRUREc3NzHD58eMbnLFOlHRw/fjxqamri/vvvj4iIZ555Jg4cODDjc1ab+/Ha57NxDzKiICcKckJOTNdcuB8j5ESEnJggJwpyQk5M13+9H2/okmnlypWxf//+GB4ejpGRkejr65v83tCIiCVLlkRNTU0cPHgwIiK6u7unnM8Wlfbw119/xZYtW+LJJ5+M9vb2WffZl4jKO9i+fXvs27cvuru7o7OzM+rq6mLPnj1VnLgclfbw4IMPxvDwcBw7diwiIr755ptoaGio1rilqLSDpUuXxuDgYJw4cSIiIr7++uvJkJxL3I+FubAHGVGQEwU5ISemay7cjxFyIkJOTJATBTkhJ6brP9+POT+JfCZ8+eWXae3atamxsTF1dnamlFJ6+eWX0+HDh1NKKR09ejS1tbWlpqam9Oqrr6ZLly5Vc9zS/Nse+vr6Un19fWppaZn8s2PHjipPfP1Vei1MOHXq1Kz9bRApVd7DoUOHUltbW1qzZk168cUX07lz56o5bikq7aC/vz+tW7cuNTc3pxdeeCGdPHmymuOWbvXq1ZO/DcL9ODdzQkYU5ERBTsiJv5MTckJOFOREQU7Iib+7njkxL6WUSi7AAAAAAJjlbuhvlwMAAADg5qBkAgAAACCbkgkAAACAbEomAAAAALIpmQAAAADIpmQCAAAAIJuSCQAAAIBs/wflH34jt1p9dQAAAABJRU5ErkJggg==\n", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "plotFundamentalDiagramScatter(project, \"eTimeStep.fundamentalDiagram\", False, 10, 10)" ] @@ -462,20 +257,9 @@ }, { "cell_type": "code", - "execution_count": 354, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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