diff --git a/.clang-format b/.clang-format new file mode 100644 index 0000000..f170fa6 --- /dev/null +++ b/.clang-format @@ -0,0 +1,66 @@ +# Generated from CLion C/C++ Code Style settings +BasedOnStyle: LLVM +AccessModifierOffset: -4 +AlignAfterOpenBracket: Align +AlignConsecutiveAssignments: None +AlignOperands: Align +AllowAllArgumentsOnNextLine: false +AllowAllConstructorInitializersOnNextLine: false +AllowAllParametersOfDeclarationOnNextLine: false +AllowShortBlocksOnASingleLine: Always +AllowShortCaseLabelsOnASingleLine: false +AllowShortFunctionsOnASingleLine: All +AllowShortIfStatementsOnASingleLine: Always +AllowShortLambdasOnASingleLine: All +AllowShortLoopsOnASingleLine: true +AlwaysBreakAfterReturnType: None +AlwaysBreakTemplateDeclarations: Yes +BreakBeforeBraces: Custom +BraceWrapping: + AfterCaseLabel: false + AfterClass: false + AfterControlStatement: Never + AfterEnum: false + AfterFunction: false + AfterNamespace: false + AfterUnion: false + BeforeCatch: false + BeforeElse: false + IndentBraces: false + SplitEmptyFunction: false + SplitEmptyRecord: true +BreakBeforeBinaryOperators: None +BreakBeforeTernaryOperators: true +BreakConstructorInitializers: BeforeColon +BreakInheritanceList: BeforeColon +ColumnLimit: 0 +CompactNamespaces: false +ContinuationIndentWidth: 8 +IndentCaseLabels: true +IndentPPDirectives: None +IndentWidth: 4 +KeepEmptyLinesAtTheStartOfBlocks: true +MaxEmptyLinesToKeep: 2 +NamespaceIndentation: All +ObjCSpaceAfterProperty: false +ObjCSpaceBeforeProtocolList: true +PointerAlignment: Right +ReflowComments: false +SpaceAfterCStyleCast: true +SpaceAfterLogicalNot: false +SpaceAfterTemplateKeyword: false +SpaceBeforeAssignmentOperators: true +SpaceBeforeCpp11BracedList: false +SpaceBeforeCtorInitializerColon: true +SpaceBeforeInheritanceColon: true +SpaceBeforeParens: ControlStatements +SpaceBeforeRangeBasedForLoopColon: false +SpaceInEmptyParentheses: false +SpacesBeforeTrailingComments: 0 +SpacesInAngles: false +SpacesInCStyleCastParentheses: false +SpacesInContainerLiterals: false +SpacesInParentheses: false +SpacesInSquareBrackets: false +TabWidth: 4 +UseTab: Never diff --git a/utk_experiments/main.cpp b/utk_experiments/main.cpp index 4ea61e1..0b9121f 100644 --- a/utk_experiments/main.cpp +++ b/utk_experiments/main.cpp @@ -1,5 +1,7 @@ #include "utk/metrics/PCF.hpp" #include "utk/metrics/RDF_Heck.hpp" +#include +#include #include #include #include @@ -10,57 +12,35 @@ #define NBINS 1000 #define SEED 8970 -template +template void writeSpectrumToFile(const std::string &filename, std::vector spectrum) { - std::ofstream file; - file.open(filename); + std::ofstream file; + file.open(filename); - file << DIMENSION << std::endl; + file << DIMENSION << std::endl; - for (auto freq : spectrum) { - file << std::setprecision(std::numeric_limits::digits10 + 2) - << std::fixed; - file << freq << std::endl; - } + for (auto freq: spectrum) { + file << std::setprecision(std::numeric_limits::digits10 + 2) + << std::fixed; + file << freq << std::endl; + } } -template +template void writePCFToFile(const std::string &filename, std::vector spectrum) { - std::ofstream file; - file.open(filename); + std::ofstream file; + file.open(filename); - for (auto freq : spectrum) { - file << std::setprecision(std::numeric_limits::digits10 + 2) - << std::fixed; - file << freq << std::endl; - } + for (auto freq: spectrum) { + file << std::setprecision(std::numeric_limits::digits10 + 2) + << std::fixed; + file << freq << std::endl; + } } -template +template void writeRadspecToFile(const std::string &filename, std::pair, std::vector> radspec) { - std::ofstream file; - file.open(filename); - - auto xs = radspec.first; - auto ys = radspec.second; - - if (xs.size() != ys.size()) { - std::cerr << "Dimensions of radial spactrum are unequal: xDim: " - << xs.size() << " yDim: " << ys.size() << std::endl; - std::terminate(); - } - - for (int i = 0; i < xs.size(); ++i) { - file << std::setprecision(std::numeric_limits::digits10 + 2) - << std::fixed; - file << xs[i] << ", " << ys[i] << std::endl; - } -} - -template -void writeRDFtoFile(const std::string &filename, - std::pair, std::vector> radspec) { std::ofstream file; file.open(filename); @@ -80,34 +60,64 @@ void writeRDFtoFile(const std::string &filename, } } +template +void writeRDFtoFile(const std::string &filename, + std::pair, std::vector> radspec) { + std::ofstream file; + file.open(filename); + + auto xs = radspec.first; + auto ys = radspec.second; + + if (xs.size() != ys.size()) { + std::cerr << "Dimensions of radial spectrum are unequal: xDim: " + << xs.size() << " yDim: " << ys.size() << std::endl; + std::terminate(); + } + + for (int i = 0; i < xs.size(); ++i) { + file << std::setprecision(std::numeric_limits::digits10 + 2) + << std::fixed; + file << xs[i] << ", " << ys[i] << std::endl; + } +} + int main() { - // load Points from file and generate metrics - auto loadedPoints = - utk::read_pointsets("../result_data/sampled.txt")[0]; - auto pointView = - utk::Pointset::View(loadedPoints.Data(), NSAMPLES, 2); + auto resultDataPath = + std::filesystem::path{"../result_data/pointset_series/pointsets/"}; + auto outputPath = + std::filesystem::path{"../result_data/pointset_series/radspecs/"}; - // Radial spectrum - std::cout << "Calculating radial spectrum with " << NBINS - << " bins and resolution " << DIMENSION << std::endl; - auto radSpec = - utk::RadialSpectrum(NBINS, 0.5, DIMENSION, true).compute(pointView); + std::vector>> pointsets; - writeRadspecToFile("radSpec.txt", radSpec); + for (const auto &file: std::filesystem::directory_iterator(resultDataPath)) { - for (float i = 0.015625f; i <= 0.5f; i += 0.015625f) { - // PCF - std::cout << "Calculating RDF with " << NBINS << " bins for max radius " << i << "…" << std::endl; - auto rdf = utk::RDF{true, NBINS, i}.compute(pointView); + auto loadedPoints = + utk::read_pointsets(file.path().c_str())[0]; - writeRDFtoFile("rdffiles/rdf_" + std::to_string(i) + ".txt", rdf); - } + auto copiedPointset = utk::Pointset(std::move(loadedPoints)); - // FFT based spectrum - std::cout << "Calculating spectrum with resolution " << DIMENSION << "…" - << std::endl; + pointsets.emplace_back(file.path().stem().string(), copiedPointset); + } - auto spec = utk::Spectrum{DIMENSION, true}.compute(pointView); - writeSpectrumToFile("spectrum.txt", spec); + auto radSpec = + utk::RadialSpectrum( + 0, // Number of bins + 0.5,// Scale for distances (compress / expands bins size) + 0, // Resolution for underlying fourier spectrum, only odd number. + // If even will use res - 1 + true// Cancel DC + ); + + + for (auto &pointset: pointsets) { + std::cout << "computing radial spectrum for " << pointset.first << std::endl; + + auto result = radSpec.compute(pointset.second); + + writeRadspecToFile((outputPath / pointset.first).string() + ".rdf", result); + } + + return 0; } \ No newline at end of file diff --git a/utk_experiments/plotting/.ipynb_checkpoints/plotter-checkpoint.ipynb b/utk_experiments/plotting/.ipynb_checkpoints/plotter-checkpoint.ipynb index 0fd5e31..2234dcc 100644 --- a/utk_experiments/plotting/.ipynb_checkpoints/plotter-checkpoint.ipynb +++ b/utk_experiments/plotting/.ipynb_checkpoints/plotter-checkpoint.ipynb @@ -165,7 +165,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 9, "id": "f15def42-e258-4ff4-bcff-d8cd3a1e927d", "metadata": {}, "outputs": [], @@ -410,7 +410,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 10, "id": "a217ce8d-fd36-4e2d-8c4a-90dba8c06cb4", "metadata": {}, "outputs": [], @@ -473,49 +473,13 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 26, "id": "da02f09d-7498-423a-af68-e2e1a729efd4", "metadata": {}, "outputs": [ - { - "ename": "CalledProcessError", - "evalue": "Command '['ffmpeg', '-f', 'rawvideo', '-vcodec', 'rawvideo', '-s', '3840x2880', '-pix_fmt', 'rgba', '-framerate', '3.3333333333333335', '-loglevel', 'error', '-i', 'pipe:', '-vcodec', 'h264', '-pix_fmt', 'yuv420p', '-y', 'anmimation_cutoffs.mp4']' returned non-zero exit status 255.", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/animation.py:243\u001b[0m, in \u001b[0;36mAbstractMovieWriter.saving\u001b[0;34m(self, fig, outfile, dpi, *args, **kwargs)\u001b[0m\n\u001b[1;32m 242\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 243\u001b[0m \u001b[38;5;28;01myield\u001b[39;00m \u001b[38;5;28mself\u001b[39m\n\u001b[1;32m 244\u001b[0m \u001b[38;5;28;01mfinally\u001b[39;00m:\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/animation.py:1109\u001b[0m, in \u001b[0;36mAnimation.save\u001b[0;34m(self, filename, writer, fps, dpi, codec, bitrate, extra_args, metadata, extra_anim, savefig_kwargs, progress_callback)\u001b[0m\n\u001b[1;32m 1108\u001b[0m frame_number \u001b[38;5;241m+\u001b[39m\u001b[38;5;241m=\u001b[39m \u001b[38;5;241m1\u001b[39m\n\u001b[0;32m-> 1109\u001b[0m \u001b[43mwriter\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mgrab_frame\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43msavefig_kwargs\u001b[49m\u001b[43m)\u001b[49m\n", - 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"File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/backend_bases.py:2043\u001b[0m, in \u001b[0;36mFigureCanvasBase._switch_canvas_and_return_print_method..\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m 2042\u001b[0m skip \u001b[38;5;241m=\u001b[39m optional_kws \u001b[38;5;241m-\u001b[39m {\u001b[38;5;241m*\u001b[39minspect\u001b[38;5;241m.\u001b[39msignature(meth)\u001b[38;5;241m.\u001b[39mparameters}\n\u001b[0;32m-> 2043\u001b[0m print_method \u001b[38;5;241m=\u001b[39m functools\u001b[38;5;241m.\u001b[39mwraps(meth)(\u001b[38;5;28;01mlambda\u001b[39;00m \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs: \u001b[43mmeth\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 2044\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43m{\u001b[49m\u001b[43mk\u001b[49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mv\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mfor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mk\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mv\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mkwargs\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mitems\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mif\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mk\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01mnot\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mskip\u001b[49m\u001b[43m}\u001b[49m\u001b[43m)\u001b[49m)\n\u001b[1;32m 2045\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m: \u001b[38;5;66;03m# Let third-parties do as they see fit.\u001b[39;00m\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/backends/backend_agg.py:433\u001b[0m, in \u001b[0;36mFigureCanvasAgg.print_raw\u001b[0;34m(self, filename_or_obj, metadata)\u001b[0m\n\u001b[1;32m 432\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mmetadata not supported for raw/rgba\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[0;32m--> 433\u001b[0m \u001b[43mFigureCanvasAgg\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdraw\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[1;32m 434\u001b[0m renderer \u001b[38;5;241m=\u001b[39m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mget_renderer()\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/backends/backend_agg.py:388\u001b[0m, in \u001b[0;36mFigureCanvasAgg.draw\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 386\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m (\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mtoolbar\u001b[38;5;241m.\u001b[39m_wait_cursor_for_draw_cm() \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mtoolbar\n\u001b[1;32m 387\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m nullcontext()):\n\u001b[0;32m--> 388\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfigure\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdraw\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mrenderer\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 389\u001b[0m \u001b[38;5;66;03m# A GUI class may be need to update a window using this draw, so\u001b[39;00m\n\u001b[1;32m 390\u001b[0m \u001b[38;5;66;03m# don't forget to call the superclass.\u001b[39;00m\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/artist.py:95\u001b[0m, in \u001b[0;36m_finalize_rasterization..draw_wrapper\u001b[0;34m(artist, renderer, *args, **kwargs)\u001b[0m\n\u001b[1;32m 93\u001b[0m \u001b[38;5;129m@wraps\u001b[39m(draw)\n\u001b[1;32m 94\u001b[0m \u001b[38;5;28;01mdef\u001b[39;00m \u001b[38;5;21mdraw_wrapper\u001b[39m(artist, renderer, \u001b[38;5;241m*\u001b[39margs, \u001b[38;5;241m*\u001b[39m\u001b[38;5;241m*\u001b[39mkwargs):\n\u001b[0;32m---> 95\u001b[0m result \u001b[38;5;241m=\u001b[39m \u001b[43mdraw\u001b[49m\u001b[43m(\u001b[49m\u001b[43martist\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrenderer\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[38;5;241;43m*\u001b[39;49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 96\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m renderer\u001b[38;5;241m.\u001b[39m_rasterizing:\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/artist.py:72\u001b[0m, in \u001b[0;36mallow_rasterization..draw_wrapper\u001b[0;34m(artist, renderer)\u001b[0m\n\u001b[1;32m 70\u001b[0m renderer\u001b[38;5;241m.\u001b[39mstart_filter()\n\u001b[0;32m---> 72\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mdraw\u001b[49m\u001b[43m(\u001b[49m\u001b[43martist\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrenderer\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 73\u001b[0m \u001b[38;5;28;01mfinally\u001b[39;00m:\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/figure.py:3154\u001b[0m, in \u001b[0;36mFigure.draw\u001b[0;34m(self, renderer)\u001b[0m\n\u001b[1;32m 3153\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mpatch\u001b[38;5;241m.\u001b[39mdraw(renderer)\n\u001b[0;32m-> 3154\u001b[0m \u001b[43mmimage\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_draw_list_compositing_images\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 3155\u001b[0m \u001b[43m \u001b[49m\u001b[43mrenderer\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43martists\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msuppressComposite\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 3157\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m sfig \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39msubfigs:\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/image.py:132\u001b[0m, in \u001b[0;36m_draw_list_compositing_images\u001b[0;34m(renderer, parent, artists, suppress_composite)\u001b[0m\n\u001b[1;32m 131\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m a \u001b[38;5;129;01min\u001b[39;00m artists:\n\u001b[0;32m--> 132\u001b[0m \u001b[43ma\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdraw\u001b[49m\u001b[43m(\u001b[49m\u001b[43mrenderer\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 133\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m 134\u001b[0m \u001b[38;5;66;03m# Composite any adjacent images together\u001b[39;00m\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/artist.py:72\u001b[0m, in \u001b[0;36mallow_rasterization..draw_wrapper\u001b[0;34m(artist, renderer)\u001b[0m\n\u001b[1;32m 70\u001b[0m renderer\u001b[38;5;241m.\u001b[39mstart_filter()\n\u001b[0;32m---> 72\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mdraw\u001b[49m\u001b[43m(\u001b[49m\u001b[43martist\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrenderer\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 73\u001b[0m \u001b[38;5;28;01mfinally\u001b[39;00m:\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/axes/_base.py:3070\u001b[0m, in \u001b[0;36m_AxesBase.draw\u001b[0;34m(self, renderer)\u001b[0m\n\u001b[1;32m 3068\u001b[0m _draw_rasterized(\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mfigure, artists_rasterized, renderer)\n\u001b[0;32m-> 3070\u001b[0m \u001b[43mmimage\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_draw_list_compositing_images\u001b[49m\u001b[43m(\u001b[49m\n\u001b[1;32m 3071\u001b[0m \u001b[43m \u001b[49m\u001b[43mrenderer\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43martists\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfigure\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msuppressComposite\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 3073\u001b[0m renderer\u001b[38;5;241m.\u001b[39mclose_group(\u001b[38;5;124m'\u001b[39m\u001b[38;5;124maxes\u001b[39m\u001b[38;5;124m'\u001b[39m)\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/image.py:132\u001b[0m, in \u001b[0;36m_draw_list_compositing_images\u001b[0;34m(renderer, parent, artists, suppress_composite)\u001b[0m\n\u001b[1;32m 131\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m a \u001b[38;5;129;01min\u001b[39;00m artists:\n\u001b[0;32m--> 132\u001b[0m \u001b[43ma\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdraw\u001b[49m\u001b[43m(\u001b[49m\u001b[43mrenderer\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 133\u001b[0m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[1;32m 134\u001b[0m \u001b[38;5;66;03m# Composite any adjacent images together\u001b[39;00m\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/artist.py:72\u001b[0m, in \u001b[0;36mallow_rasterization..draw_wrapper\u001b[0;34m(artist, renderer)\u001b[0m\n\u001b[1;32m 70\u001b[0m renderer\u001b[38;5;241m.\u001b[39mstart_filter()\n\u001b[0;32m---> 72\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mdraw\u001b[49m\u001b[43m(\u001b[49m\u001b[43martist\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrenderer\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 73\u001b[0m \u001b[38;5;28;01mfinally\u001b[39;00m:\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/lines.py:801\u001b[0m, in \u001b[0;36mLine2D.draw\u001b[0;34m(self, renderer)\u001b[0m\n\u001b[1;32m 800\u001b[0m gc\u001b[38;5;241m.\u001b[39mset_dashes(\u001b[38;5;241m*\u001b[39m\u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_dash_pattern)\n\u001b[0;32m--> 801\u001b[0m \u001b[43mrenderer\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdraw_path\u001b[49m\u001b[43m(\u001b[49m\u001b[43mgc\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtpath\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maffine\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfrozen\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 802\u001b[0m gc\u001b[38;5;241m.\u001b[39mrestore()\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/backends/backend_agg.py:132\u001b[0m, in \u001b[0;36mRendererAgg.draw_path\u001b[0;34m(self, gc, path, transform, rgbFace)\u001b[0m\n\u001b[1;32m 131\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 132\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_renderer\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mdraw_path\u001b[49m\u001b[43m(\u001b[49m\u001b[43mgc\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mpath\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mtransform\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrgbFace\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 133\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mOverflowError\u001b[39;00m:\n", - "\u001b[0;31mKeyboardInterrupt\u001b[0m: ", - "\nDuring handling of the above exception, another exception occurred:\n", - "\u001b[0;31mCalledProcessError\u001b[0m Traceback (most recent call last)", - "Cell \u001b[0;32mIn[25], line 30\u001b[0m\n\u001b[1;32m 27\u001b[0m rdfplot\u001b[38;5;241m.\u001b[39mset_ydata(pcfs[\u001b[38;5;28mstr\u001b[39m(keys[frame])][\u001b[38;5;241m1\u001b[39m])\n\u001b[1;32m 29\u001b[0m anim \u001b[38;5;241m=\u001b[39m animation\u001b[38;5;241m.\u001b[39mFuncAnimation(fig\u001b[38;5;241m=\u001b[39mfig, func\u001b[38;5;241m=\u001b[39mupdate, frames\u001b[38;5;241m=\u001b[39m\u001b[38;5;28mint\u001b[39m(\u001b[38;5;28mlen\u001b[39m(keys) \u001b[38;5;241m/\u001b[39m \u001b[38;5;241m10\u001b[39m), interval\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m300\u001b[39m)\n\u001b[0;32m---> 30\u001b[0m \u001b[43manim\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msave\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43manmimation_cutoffs.mp4\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdpi\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;241;43m600\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mwriter\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[38;5;124;43mffmpeg\u001b[39;49m\u001b[38;5;124;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/animation.py:1089\u001b[0m, in \u001b[0;36mAnimation.save\u001b[0;34m(self, filename, writer, fps, dpi, codec, bitrate, extra_args, metadata, extra_anim, savefig_kwargs, progress_callback)\u001b[0m\n\u001b[1;32m 1085\u001b[0m savefig_kwargs[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mtransparent\u001b[39m\u001b[38;5;124m'\u001b[39m] \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mFalse\u001b[39;00m \u001b[38;5;66;03m# just to be safe!\u001b[39;00m\n\u001b[1;32m 1086\u001b[0m \u001b[38;5;66;03m# canvas._is_saving = True makes the draw_event animation-starting\u001b[39;00m\n\u001b[1;32m 1087\u001b[0m \u001b[38;5;66;03m# callback a no-op; canvas.manager = None prevents resizing the GUI\u001b[39;00m\n\u001b[1;32m 1088\u001b[0m \u001b[38;5;66;03m# widget (both are likewise done in savefig()).\u001b[39;00m\n\u001b[0;32m-> 1089\u001b[0m \u001b[43m\u001b[49m\u001b[38;5;28;43;01mwith\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mwriter\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43msaving\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_fig\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfilename\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdpi\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m\\\u001b[49m\n\u001b[1;32m 1090\u001b[0m \u001b[43m \u001b[49m\u001b[43mcbook\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_setattr_cm\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_fig\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mcanvas\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m_is_saving\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmanager\u001b[49m\u001b[38;5;241;43m=\u001b[39;49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m)\u001b[49m\u001b[43m:\u001b[49m\n\u001b[1;32m 1091\u001b[0m \u001b[43m \u001b[49m\u001b[38;5;28;43;01mfor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43manim\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mall_anim\u001b[49m\u001b[43m:\u001b[49m\n\u001b[1;32m 1092\u001b[0m \u001b[43m \u001b[49m\u001b[43manim\u001b[49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43m_init_draw\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;66;43;03m# Clear the initial frame\u001b[39;49;00m\n", - "File \u001b[0;32m/nix/store/k3701zl6gmx3la7y4dnflcvf3xfy88kh-python3-3.11.9/lib/python3.11/contextlib.py:158\u001b[0m, in \u001b[0;36m_GeneratorContextManager.__exit__\u001b[0;34m(self, typ, value, traceback)\u001b[0m\n\u001b[1;32m 156\u001b[0m value \u001b[38;5;241m=\u001b[39m typ()\n\u001b[1;32m 157\u001b[0m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[0;32m--> 158\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39mgen\u001b[38;5;241m.\u001b[39mthrow(typ, value, traceback)\n\u001b[1;32m 159\u001b[0m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mStopIteration\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m exc:\n\u001b[1;32m 160\u001b[0m \u001b[38;5;66;03m# Suppress StopIteration *unless* it's the same exception that\u001b[39;00m\n\u001b[1;32m 161\u001b[0m \u001b[38;5;66;03m# was passed to throw(). This prevents a StopIteration\u001b[39;00m\n\u001b[1;32m 162\u001b[0m \u001b[38;5;66;03m# raised inside the \"with\" statement from being suppressed.\u001b[39;00m\n\u001b[1;32m 163\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m exc \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m value\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/animation.py:245\u001b[0m, in \u001b[0;36mAbstractMovieWriter.saving\u001b[0;34m(self, fig, outfile, dpi, *args, **kwargs)\u001b[0m\n\u001b[1;32m 243\u001b[0m \u001b[38;5;28;01myield\u001b[39;00m \u001b[38;5;28mself\u001b[39m\n\u001b[1;32m 244\u001b[0m \u001b[38;5;28;01mfinally\u001b[39;00m:\n\u001b[0;32m--> 245\u001b[0m \u001b[38;5;28;43mself\u001b[39;49m\u001b[38;5;241;43m.\u001b[39;49m\u001b[43mfinish\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n", - "File \u001b[0;32m/nix/store/7km40f9z07gb81vd3041jm5l4v7xk4aa-python3-3.11.9-env/lib/python3.11/site-packages/matplotlib/animation.py:360\u001b[0m, in \u001b[0;36mMovieWriter.finish\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 356\u001b[0m _log\u001b[38;5;241m.\u001b[39mlog(\n\u001b[1;32m 357\u001b[0m logging\u001b[38;5;241m.\u001b[39mWARNING \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_proc\u001b[38;5;241m.\u001b[39mreturncode \u001b[38;5;28;01melse\u001b[39;00m logging\u001b[38;5;241m.\u001b[39mDEBUG,\n\u001b[1;32m 358\u001b[0m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mMovieWriter stderr:\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;132;01m%s\u001b[39;00m\u001b[38;5;124m\"\u001b[39m, err)\n\u001b[1;32m 359\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_proc\u001b[38;5;241m.\u001b[39mreturncode:\n\u001b[0;32m--> 360\u001b[0m \u001b[38;5;28;01mraise\u001b[39;00m subprocess\u001b[38;5;241m.\u001b[39mCalledProcessError(\n\u001b[1;32m 361\u001b[0m \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_proc\u001b[38;5;241m.\u001b[39mreturncode, \u001b[38;5;28mself\u001b[39m\u001b[38;5;241m.\u001b[39m_proc\u001b[38;5;241m.\u001b[39margs, out, err)\n", - "\u001b[0;31mCalledProcessError\u001b[0m: Command '['ffmpeg', '-f', 'rawvideo', '-vcodec', 'rawvideo', '-s', '3840x2880', '-pix_fmt', 'rgba', '-framerate', '3.3333333333333335', '-loglevel', 'error', '-i', 'pipe:', '-vcodec', 'h264', '-pix_fmt', 'yuv420p', '-y', 'anmimation_cutoffs.mp4']' returned non-zero exit status 255." - ] - }, { "data": { - "image/png": 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", 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ZAoB46KGHMtpsa2sTH/nIR8TQoUPF/PnzxTPPPJMe/z333JMu19zcLKqrq0X//v3Fk08+KRoaGjL+C4//yiuvFN/73vfE4sWL03M/ZswYUVJSIpYvX64dH8MwDPPhhhW7HLBhwwYxc+ZMUV1dLcrKysRHPvIRcc0112QoOy+99JKYMmWK6NOnjxg2bJi44447xC9/+cssxW7r1q1i+vTpol+/fgKAOOGEE9L33nzzTfHlL39ZVFdXi9LSUjFmzBjx4x//WLz//vsZ8rgodnfccYcAIJ577jnSWJctWybOOeccUVFRIfr37y9mz54t3n777YwyQTLeq6++Oqv+b3/7W3HaaaeJsrIyUVNTI2644Qaxf//+rHL79+8XN9xwg6ipqRFlZWXitNNOE4888ohSpr/+9a9i2rRporKyUlRVVYnLL79cbNy4MavcZz/7WTFkyBBRWloqampqxDXXXCO2bt2qHevo0aPFiBEjRHd3t3FOnn/+eTF16lRRWVkpKisrxSc+8Qnx4osvZpSZP3++OPvss0X//v1FSUmJOP7448VFF10knnnmGWWb27ZtE1/60pfE8ccfnx7/ggULMso89NBDAoD2v7DCePfdd4uJEyeKRCIhevXqJQYOHCg+97nPiZdeesk4NoZhGObDTZEQhERYDMMwDMMwzIce9rFjGIZhGIYpEFixYxiGYRiGKRBYsWMYhmEYhikQnBW7P//5z7jsssswdOhQFBUV4YknnrDWWbVqFerq6lBRUYFRo0Zh3rx5PrIyDMOQuP/++zFy5EhUVFSgrq4Ozz//vLE85Rv1u9/9DqeccgrKy8txyimnpM9tjtIvwzBM3Dgrdu+++y4mTJiA//7v/yaV37JlCz71qU/h4x//ONauXYv/83/+D2644YasnGQMwzBx8Oijj+Kmm27C7bffjrVr1+LjH/84LrnkEmzbtk1ZnvKNamhowBVXXIFZs2Zh3bp1mDVrFr74xS9izZo13v0yDMPkgkhRsUVFRXj88cdx+eWXa8t873vfw+9//3u8+uqr6WvXXXcd1q1bh4aGBt+uGYZhlEyaNAlnnHEGfv7zn6evjRs3DpdffnnWmbkA7Rt1xRVXoKOjA0899VS6zMUXX4zjjz8ejzzyiFe/DMMwuaAk1x00NDRg+vTpGdcuuugizJ8/H4cOHUJpaWlWnWQymXHcVnd3N/bu3Yvq6mo+6ohhmDRCCOzfvx9Dhw5FcXExurq60NjYiFtvvTWj3PTp07NO7gigfKMaGhowZ86crDL/8R//AQBe/QL8rWMYhob8rTORc8Vu165dGDx4cMa1wYMHI5VKYc+ePcqD7O+++2784Ac/yLVoDMMUCNu3b0dtbS327NmD999/X/nN2bVrl7Iu5RulKxO06dMvwN86hmHcCL51JnKu2AHZB4oLy0Hjt912G26++eb0z+3t7fjIRz6C7du3o6qqKn1974EknmjagcsnDkP/vuXpa7c/sR7JQwLnnlyNa88dZZQtaOO9rvfxtx3tmDSyv7WOra2wPDYWvLAZa7bsde7XVC8sxxNNO7zal5HHRpFbLkOVmTp3qn6CMcvt5OLZ6NrUvZeqshTZVQTtTR09EKte352uE2Uebej6VI3b971TyW+ao46ODgwfPhz9+vXLaEf1zTFZwCjfKEqbrv1Sv3UMw/RsdN86FTlX7GpqarL+Ym1tbUVJSYnyIHXg8MH35eXZi1JVVRUOFZdjSWMLZtTV4pk3dmPtri70fqMD35x6IgDgkbWb0FVcgX2pLlxadyKqqsyT8MjaTVi7qwsTaxM4f/xxmFFXiyrPBTFoKyyPjVnnjUPvPi3O/YbrHQLSc1LdtzxDDt/2ZeSxUdqVy+jqtB1I4pk3dmPWeeNQ7SFjuN3qvuW4aehAq/yu7arGqGuzqgpZMgRlxSt7UVlWkpY13MeSxhayjOm++xzETZ+aaOybStuBZMZ7pOtz3ds70C2QJWcc751KftMc7T1weBszUJ4GDBiAXr16Kb85sjUtgPKN0pUJ2vTpFzB/61ixYxhGhuKikXPFbvLkyXjyySczri1btgxnnnmm0r/OxpLGFtRvagMAzKirzfg3+P/Vm9tQ2qsYK5pbcdJgs2IXbsNHqdC1BdgXSgCo7ltOVjR09R5YtSk9J9+cemLWmFTtU2QzjY0it1xGVyf8TKPOhQ7Vu+LSrmq+XNoMynQmUxljDffh8v5Q+3Z5zrbnEPQ1bewgrGhuzepb9d61HUjigVWbIv1+meboiaYdGWXLyspQV1eH5cuX43Of+1z6+vLly/HZz35W2T7lGzV58mQsX748w89u2bJlmDJline/DMMwOcH1cNn9+/eLtWvXirVr1woA4t577xVr164Vb775phBCiFtvvVXMmjUrXX7z5s2isrJSzJkzR2zYsEHMnz9flJaWiiVLlpD7bG9vFwBEe3u72LP/oJi3cqPYs/+gtryuDKWua5sm5q3cKGbPXyPmrTxyAL2pHdW9KON1lS0XxCl/lOcXta245sul3zj6tLURlifO+aX2r5OFypYdrelvQ8CiRYtEaWmpmD9/vtiwYYO46aabRJ8+fcTWrVuFEH7fqBdffFH06tVLzJ07V7z66qti7ty5oqSkRKxevZrcL4Xwt45hGCbA5dvgrNg999xzAkDWf1dffbUQQoirr75aTJ06NaPOypUrxemnny7KysrEiBEjxM9//nOnPuP62JkWGduiIteVy1OVMpMMqnu5UsBcFUyX+2F08vsofHHOhWtbuVI+ozyHqO0LkXsFX6c4uv5u6NB9G372s5+JE044QZSVlYkzzjhDrFq1Kn3P9xu1ePFiMWbMGFFaWirGjh0rfve732WVMfUbZTwMw/RsXL4NkfLYHS06OjqQSCTQ3t7u5XcSbEeFt5DkbaFgO3PKidXK7Tcg049NLq+qb5JFJYPqnnzNdQvVB9tYqGPVjYnahlym7UASC+u3AkXA7MkjSOPX9R9lHk11XebGp3wU2VW/BwAiv09UecJjBWD8faPKEvXb8GGj0MbDMEw8uHwbjkpU7LGG4sOl8lmS64XryuWpPk8mfzDVPfmaaSzUhdFWzjaW8H1bW7rxUuZL5ddXWV6C+k1tqCxrIY1f9skM39c9B5NCL7cpt+Hqy6crb1LofX0Sg3qrN7eh+4M/5+T3WoXtGVPl0fnEUvpgGIZhaPQIxY6y2KoWelM9amBA3Jhkoip9qnLywmoaiy5wQ1acTFCDOijPJKjT2ZVC0/b2jHGFy/vMD4CsOiYZZtTVKudBp7hU9y1XlpdltQUNUSy7tuAHGdO8hqEqp/LzNP3Bciws1QzDMIVAj1Ds4og8jZMoi5RJJlNUpU0x0Ck9Lta9qNGtJjkCVOMP6kysTWDKidUZ4zJFVIbH15lMoamlXVtO16ZKbuCwMtiZTKGyvMQ6N6p7JouwrX9ZEQzKhuvZosXDbYbnVfU+yPJQFcIw8jgp42EYhmGyyXvFLqq/UZy+V9S+fJUoG6ZtW5tioLO6uChaLlu0Oly3MuU6pr6MSuHwI8qLybLkIndnV0o5//LcqOqaLMKquZ02dhBWb27DtLGDtPK4oppXObWOCpOirUMer83VIZiDi05mPzSGYZgweRU8sWVHK555o0O50Lg4n5vquQZR+PRFCShw2dbMpZLq24bvWHIlT5T2fLcFowSOmFDVj9qmSV5TGUrAD7VtF4Lxnl5ThjmfPr1ggg04eIJhGBUFGzzxRNMOrN3VBcDs72QiHBmoqmfbpgQyfa4oi5jcJiWgwOZzFEZnVYtjK5kaZGBKoOsylrgc9eMYn65PqgxRAkdMmLaKTX53YWyBJtQAH9uWr65cVEUvGOdFJ1dhjqUswzBMTyKvFLvLJw5D7w8sdgEmJ3xVagwfHy7TQqpqT75GVbBM/mCm6M6oioLvImuaS+pYKP5mYXzG6mOJMvUZdb51ARNUeSnR04D7PEfZBp82dpDxhAnqO0B9F4PxdnR0kGVlGIbpCeSVYtffwQK1pLEFT/5tJwCgsqwk0uJl8rmiWk9cMfkc+SqOOnytYNRx2vynXNqkjtU1PQhVSXWRQZYjrKhQlK7OrlTGubKuuM6zz3sU1DH53rkcx8ZBEgzDMNHIKx87096yyvfHNZltvmCzarhaqAC732BcPlJxB7vo7qt8/EwJqqP4KfokLKZskwaRujbfzFyTqzlwaUd3vdB80gptPAzDxIPLt6H4KMmUc4K/9Jc0tgA4bEmYM30M5lw4hrQIBoeVtx1IRpIjrnZMBFYS3bjkubCVUbUnj4PSJgW5Hd182fq33Z9RV5sV5bqiuVU7Bt2c2sbddiCJWxavw8rXdivLhOWg9Be+N3vKiIy6cT0DE6rnQenXNB7dHKj6BeD1HBiGYZjD5NVWrImo259LGluw8rXdWL25DffMnOBtEbH5DpmsRnGh8nsKZKP65cnjcJlfF3813XzZ+rfdd0npYoIyT8lUN4qLDqc3aTuQzBgzZXvTlLyYuoVNxSc4Re7XNepVNQfUFEC2se/N4R9QDMMw+UjBbMX6IG9H3rJ4HZKpbkwdPdA7v5wtxUVxEdAtoEwDEvc2pe1sTtc2bakudFuIPrLHsd3s0p9vPTkZr0+6kThSlcTVF2V+4ki38sCqTVj1+m6UlxTjnpkTAGS7A1Bk+Y+lTZzuhGGYgqdHbsX6IG9H3jNzAqaOHphlFVhYvxWP/mX7YZ+9D9BtIeq2pILtqNs/NS5DqQtvL/luN+nqhbfAKNthtnHY5E1bXYrgnJhWZ+XRLei6+7atcNuWrq6+bo7T26aTM7dNXbbkXZ5NuF2V7Pctew33LX9Nu7U9bewgo5y2edfJq7pmmoMZdbUoLynGwUPdWncAyu/D5ROHmaaLYRimx1EwW7E2KJF52m2zIulfuEfvhdsOjnOS+w//q7OGqbZyddtUpmheH0zyyv8eq2AV1y09ubyuvmu0rqodU8CKbL0NMG1ZAsiSXRUJbpoXnyjUONKtBH9IhedDhrL13L+AgqIYhmHioMcodqpFhpreYfbkEem0EwFx+DuZ0mjI6SMC+VdvbkP3B5vnruMIsG2zAuooWVvaj6hpV+LAVQGbUVeLzq4UOpOH/eNU9X1OUlAp6eGzU4FspczH11DuqzOZAopoibcp82XDNDe6JOABtveF4pvHMAzDZJL3ih31Qx9lAaNaKOJcdHTWsLDFzoZLDjWTJSgOXE5BiDKPrspldd9yVJaVoH5TGyobW/DNqSeSLE82S5dKSVednap7zrr7JitsEAmuGyc1IXcA5Tn4zI1vX75tMwzD9CTyXrGjfujDC1gcCpjvkUyUdmR55Z+DrVwbLtuKpmtxYIoWDoJWgnu2eYzbamNT+qnzRWk/LC/F2nksraDBc+hMplBZrk6U7DM3UX534rCUMwzDFDJ5FzwhO2TbHM9d83JRnd5Vbbg6kNtkiYpublSO6uFrFAf6uGRZ0tiCg4e6UV5SnLFom+bRZ85Mz8EnUMOW+y/8/7mYz7hRzU/wHFAEbcAJZW4oORHlZ+4anMQwDMMcJu8sdvJf9rJFg5Ify/RXfxTLgasDuU0WCq75w+IkDsuZypplm0fTnFG2n3WBClHHlYvt7FyldaH8ngTPoe1AEpVlmf6XLkeeUfwEKcEnDMMwjJ28U+xsipDPIuLSPqWN8KIptycvqDbly5o/7YOcccF4jya6yM+FDVsBAcyecuQoN91CTVU+ZQVQp8xTtp9tSoOvUhFlO9vFH5KC6xhtQSOquexMprz+CKI8c8rvYduBJH7zwmZjOwzDMD2NvFPsbIuCzyLi0j4FedGkWiJcfI+C6xOHJ7K2sKhBCq7I9VWL75LGFjy57oOUG+VHUm74WCbl/nQ+khRrXri+j0+d7eQQ1dy6BCX4pFlxOeHDNkYXa3OGJc+QrkQu7wKlzpLGFqzZstepXYZhmEIn7xQ7Gz6LiO/pBzpMi6rrNrCuvM4h3+TwvqTRfGwa9XSFQD7VXM+oO5w+BIJuJdXhkwKE0o9Pmg053Yy8DeliWbM9Z51CS2lHNQbVc43DahY1Mtzl906Xh/K9d/djkbEXhmGYnkXeBU/ocMn0L6Nzxqc46av61Tl4U3KfyUEDurZ013UO78G9itJiJFPdyjHZ5gHCfqJEdd9yzLlwDOZMH0NWhnXPThdwIV+3BTL4oAvSCU4OgcicX52sprZ0z1n3HFwDhwJ8A3R8AhXCfdlO9XD5vVNdq+5bjmvPHeU0JoZhmEKnYCx2PikybIlUp40dhNWb29L3ffp1KRvHNrDO4T24Z8r2H1ybNnYQHli1SbnlGmV719WPLEoKEFcHf139QCY53Yy8DeliWXN1JzC1YwsEMbVnw8dibfJlpPj16eT1HQPDMExPI+8UO91iY/vwq5QHm6K1orkV3eLwv7rccS4LztFcnChKkS6QQz71wnc70FaWekKBDyoHf50SRDluTsZFCXf1k9O1rfNptM2/rj2b4kZ9trqtY1lem1+fLljDNAaGYRgmk7xT7HyjK32sABRFjBoda4qApQQ86Jz2bZja9nHYl4lS1sfKSkXl4E/12QvXd8XVn81FMdb5NIb/1cng07fu2VJSpajktc0ppzhhGIaJTt4pdr5WL9Wi4uNE76JsUBcqUznZaT8oE8firZtLF6UmSlkfK6sKai4/nRLU2ZXCxNpE1ha0rW3XExR8LIM2XKJZZRl8rZLULVW5P9vvC2+3MgzDRCfvgicoDt1RHedN7d6yeB1Wvb7b6tgO2J3bgzrTxg7SlpOd9mVrl8pJXVVf1baPc7xurLb7lCCTXAcHqMa7pLEFTdvbUVleghXNrSSnfdM9WWbbiRm2Z+DzLpvmLSxDuG+XfijBK6r+bOPzfR8ZhmGYI+SdYiejWpCoUYW26zJLGrOPvzL1aVuogjrBFmugpIUJ2jhpcL+MtsKLq2nxzMViaVusqVGNtnrUaFeqAqgiXFfVTvgaNbo1/CzDY1KVt717PhGtpmeumyuXaFZT1Lft2VAjY03k6g83hmGYQiDvtmJlVNtO1KhC23WZcLuqNCOqPk2YIgiBaFuMJqImKvbxTaTISPEXi9MfTlXXtF1PDSoJyyi/M9RtU9fAEuozpQRm2KJZdVCeTRzbuOE2rjx9oFYehmGYHonIA9rb2wUA0d7ennVvz/6DYt7KjWLP/oPWdnRlXa/nAlVf81ZuFLPnrxHzVm70qq+TX9euSxvU+y7yqpBljeOZ5FrmON5Jl2fvU95FJup7QRm3y9zMW7lRfOmBBnHNgjXKft7Y1SHu++Na7bchHzF96xiG6bm4fBvyfivWZavRNdmvzzaRDd02kkoGly1Gl+1PynacrQ3b/bi2GFX+XLpt67j7lqG+a3G8k67btlG2o20y6XwTba4HLsm7VcyoUyfUDtpY0dzKR4oxDMNI5N1WbNRtRBdyscUZNb2Fi6yUqFdblKTPtivgnkpDN3euUZ8+faugvme5eh9dx019V+KSlzKHUdOXVPe1J9TmI8UYhmEyyTuLHcXaEiVIIkqUHiVS1dWyQnUUV8lKsW7poiRN7ar6BeAU0Sq362JFMwU0mPoOygJQjskWwaoqu7B+a1Y56jNzDQKwBSJQ+qDOs+13CMieQ9+oZlN/pvevui8fKcYwDCOTd4odZbHQLV4+kZm+sunaiaIshnGJ5DWNxzSfLooHJaLVhIsSEG5btyWoUmhdtpUDeYLcdvIcLGlswcrXdqNx2z5MrE1kyK3qxyV6mzJuan25TNQUMqY+qe9AHHPBMAzDqMm7rVjKlpNum8g3MtOEvLXlG6nqKo9PJK8K03zaIjbD23m6fqJGa9pwmR+XbeVAHjkSNlx29eY2JFPdqCwvyfKNlPuhyOO6TerzPsvzrOvT53eIEtUM+D0bhmEYhkaREEIcayFsdHR0IJFIoL29HVVVVcdanIzFKlikppxY7aSYhNNZqI4Ksy3ypvtx+VHp2gmUHcqYg7ITaxOoLC85Kr6RQHw+cnHNs1xWVddlXuMi132q2tfNm897+2H7NkSl0MbDMEw8uHwb8s5iF+ZoBlKE0eUpc5ExaEN3VFhnMoWmlvb0dUqbKvmo59iqoOQ8sxGU6exKkR3pbUovBZXsVOuRrR3KPVvZXFjwfMi1pUzVPiX/H58VyzAM40fe+diFkf1yVL47Nj8xnyz2YT8lmy+ZLeWI7qgwFIF0LJRNPt1Yo/g0+aTzmD15BNnxP5DtrqWvOsnok+bENZjFB2qAR5SAElNfpnKAPZAkCrrgGhWU4BA+dYJhGMZMXil2C17YbFwcVQuhi8N8GNOiAqgXQxXTxg5CcRHSJwgEBAue7qiw2ZNHOB8LJbdtyssXVaFxXWBdlBad0mvr20fhVc1VFIWCGhhAUY5t0b8qqMqgz+9FWAbd/0eRi/KOcJAFwzCMmbzail2zZS9692nRHlek2vZxcZgPo9oW8tkqWtHcim5x+N+TBvezlqds78URaKDLZUf1eYq6bWZ6LmHZVHOm6ztKoIitfdU1ytZu24EkOrtSWZGzFGRrF6V/6taqz+9FeGwAlP8fdieIGlzj8/vMMAzT48n5ORgxEBylcd8f18ZyvJfv0Uc+R1HFfSwZRS7XPnXHUZmOqYraZxTiOLLLdN907Y1dHel7qvmR61KP+vKRk9J2nMd8hcvp/p8ql8sYTBTaEVyFNh6GYeLB5duQVxa7a88dhaoYnMgp1iaVdcfHUmar4+ogT7EmuVrTfFJbUIIBXMhVoIBNLtV907MPW84ogQFUC5NPEAelbcpzoT47WQbd//sE1wTbzcciGIphGKaQyCvFzoTLonAstnNs0bEALfqVsj3lOj6d8umiyFJzmIVRpY0J2oga9WuSK4rcrtvZ1Dn0eSej5HS0lYmiZFEjkuWyupyBJleB37yw2Uk2hmGYQievgidMmJyqZedul4z4VHwiMoEjDvKqEw6oTvfyNddTH2zyU+ZF1aeLg344UMAnCMJ0JFXQJvW5mvqnBKa4EoelyudILlOZuCNyKe3pAnp0dZc0tmDNlr1k+RiGYXoCeWuxkxdDk2WCauFxtZ6p6nYmU8pEvDr5TCccxGFZpCoNprH7brO6WMtcTu1QWYR85afkk6MQ5VlFee8obfjgY8UzyUCZH9e8iTPqavHeu/uxiDIghmGYHkLenjxhy5gfXoQAkBZH08Jl6q/tQBIL67cCRYd/btre7n0SBWXb0sWqQz1ZII4TFnJ5GkauTojI1by7tG1KxBzH84sLl9853/fElUI7qaHQxsMwTDy4fBvyditWt20TEN6+oW5NmsqZ+lvS2IKmlnZUlpVkJeJVodqyoiQ6XvX6btyyeJ13MmVT7jFT/9Sta9N2W9T8Y7b6LvKH5XZJMK3banTJq6dKEr2iuZX03pm2Ok1jdN1m15W3/c6ZZLDNi6k8wzAMQyfvtmLDf+2bLBi+W2M2J+9g8dEFNFAc2hc2bMWT63aisyuFOReOIck1o+7wofMHD3VjSWOLtg9Zfp1zOoDIW3fy1ptpzqNuK8cZ8OIbfKGr55JXTw4Ske/LUIILbGMEsp918J6ojq7TjYcSLKKTgRI1S3kuHDnLMAxjJu8UO9/UDHG1T02PARgWISH9S6hX3bcc98yckLG9rCrv6udksyyaFlG5PdOcU56Hqj+qIu8iv4uSaPL9C2+lqtqzpShxfW/CdV2fjfz/wXsycXgiywpHmR/K76HNr5Ra3rVfhmGYnkze+dgdKi6PJYLwaPhc6XySbG1Q/apU5QPlLg6LhqscJijzpuqPIoOubV/5qc84V/5vlHajPhsXmWwKd3Xf8pxZ0mz9FJpPWqGNh2GYeHD5NuSdxc7XEhdG3g7TbV1G7d/VYmGrJ6OyGMUxPyo5oi7cvhYeqhVn1eu7sXpzG+6ZOUG5RW5DZfXURTi7yBbIF0fCaJ++dbi8JxQrda62UeV243y/GYZhCpG8DZ6QCXzfNr693+qAHXYCtznlR3HopgRt6AIpAtlM/VKc76nYAjrkeXKdF1MQQPAzgKxxUOZwRl0tykuK0/6Htroq2cPjC2RFEcgBG6b5sAUdmNqNUiYuKPLLZWxzbCJc13XuGIZhejp5p9jZIu3uWvqqdfEIL4ou0bU2GXzQLXaURTDORc/Wn9yXa5SrSUl0aUungN4zcwLOHzNQOxeqaNRwf+HxBbKqIpxdIz3lsZvaiOO9itqGT8S2qoxtjk1y+kS0MwzDMIfJu61YW6RdOCcYYM9n57MtGqcDt25LzbbV5uILGMhs2gKz9SfPk6o8tU+5rsu2IiVi01ZP1Z+qvuqaa6Sn6jm5RtfqcGmb2o6pvstWqm2O5QjfcNum94GjYhmGYczknWJH8Vs7aXC/9HVb2gcbtshGgB6MEchjUixVUaA+C7jruF19l2xKj6lPuW4cfosu9aL4adnePzkdjuo5uSjzpnfLpW1TW9QULLp3ThfF7fIHk9y2ri5HxTIMw5jJO8XOdVE2OeSHcbEE2BzHdRYQQJ9PzKQIuC7gtnHnyupBnWsTNtl8lTLnlDSO7QTIz4pqHdRdd01fY4JibTSNb9rYQVi9uS0drEOR0ZYX0nUs4XJtB5L4zQubjeUZhmF6Gnmn2AVQF2R5AcmFJcBkfbApOxRFwEU50N132fLzTfli6pP6vOKwyLgoa3FbgORnFTWK02bFi0MRpMq4orkV3eLwv2GruI+VT4YqQziwqLMrhZe27LXWYRiG6UnkXfBEgKvzvg05OMDFwV128FY54odTqYSd6DuTKUwcnshSBFwjQ6OMVcY2tz5zT61jc7CnBAe4RPCa5oLyDshlXJ+VbTyq9kxzaRqPb5S2rW3Zdy5c1/Y8feRIK4sCmDSyv7UthmGYnkTeWux8fa10UPNyRbV2hVnSePiM2SknVmeUzbWDeNjqEe7DdpJCgM/cU+uYHOyBI/Mv55gzOd+bnpnON67tQBK3LF6HZKo7q15Uv80wPhZD01zaLF+2d4syVzpUdW3P06WtgPD4S7uTmGNsiWEYpmeRt4qdakEG7NGfVGRfHkrEXtC/zzmkpjYoil5YKQuigl23POPeNnOpoxqjaVu6syuVIavJ+Z6iVMr1lzS24OChblSUFmf5JqoUXxcl1+V9UuEy/xQfzjBR/mDy8fvUvdtU5bWjI3rKIYZhmEIibxW7AB/rCUVRMlkaTL5jLouXboF2sTjJ87B6cxu6PzgkzhRVS/XlC+OiYLoq1zZrT0BYoa8sa8mSmWLFosyHHFCgk1H+f8pcqJRQ2WJoqu+CzYdT7iNKkImr36dKPpP/IMMwDGMn7xU7W3ACJVWIbdFycQ53jWxU4ZozLqxQynn8dP1T87a5joNShqpomoiSMoUyH5Q0NzJU65iqHaoF1VXZk/uiuhzI5CrNiO2PGM5bxzAM40beK3a2qFdKqhDbomVSGigKic/2lrygyVYdk0IZjlj07V8lg6kd3TYlNQefao7jWtRV4+jsSqEzmULbgaS1baoViRLhDNCVRqoCqBunri9bv67lVP36Rq37WKsZhmGYI+SVYrf3QBKPrN3ktNCrFiTfHFoqKJYiH6XFZsFxkdk35QbFGmmSV3ddlw+N2mYc46gsK0H9pjZUNrZYrWHUgBlZqXWZd6oF1cV67Nuvq0IdxV/TJk+U302GYZieSF4pdrc/sR7dJZUA7IuFi68OZQH2sR65nhoQxmbBieILRUW3qLpspaqu6/Kh2fr3tQxFtYbZlAuqEhPHs7FZjzuTKXR26S2RFBlcFTXK/PqOPWoeQIZhmJ5GXuWx60qJjChFE6ZcX3KOLNfcaNT6KhmCstPGDlLm9wr+HzhiXQqg5CEzjVuFaey6/lR96Mqqrs+oM+fRC+TSbeGG+5WvUfIMusplm3fKeHTy+6B7ZtV9y1FZXoKm7e3aPigyqMZjGmM4fY4un5/u98cltx3DMAxjJ68sdh87qRqzzhuXlbcsasADxWE73J6tvkkGVdlw1C0QLS+aqy+Uz5ZZ1O2xsBXGZfuTYhly9UHTyWVD5QNpgzpvUXLN2fqgWmFN28I+75Hu9wegv+9tB5JYWL8VKAJmTx7BwRQMwzAK8kqxu/bcUagiLiQuAQ8U5SDcnq2+aRuYui3oojTpFmVblKbq5AsKcW6PuSjFFD+0qD5o1C3DuPzZfNo2jdEn5QilT1tZisJIUdBt/T75t50AgMqyEt6iZRiGUVAkhBDHWggbHR0dSCQSaG9vR1VVFYBokXg2orYTWOAm1iYyTkfIFUF/U06szljs5OvyuHT1gNyffqHqB4gvwbTcNsXKC+jn0tZ21H6pbbuUc+k3V2Wp80lBZbFTfRvymUIbD8Mw8eDybcgrH7swYctD4KPj4lfn2rYJue3AHwlF0PrYufoUmfySdP5P8nXZ78nkNxWHP1gg58a395P8+Fz6dPWLlPvSQfWXM7Ul9+s6lxQ5Ke269Evt07UsdT7DmHwI50wfgzkXjuFtWIZhGA1eit3999+PkSNHoqKiAnV1dXj++eeN5R9++GFMmDABlZWVGDJkCL761a+ira3NWIdKePGKW1ExBT+EFx2dAjF78ogseahyyP2E61EVFtsCbLqvm0sXxTSQ866lr5LGbHp+pvnQlfFRKsJzQgmSUV2T+3UZlwu28YXv+wQMxRHYQFUCw31F+aNi3759mDVrFhKJBBKJBGbNmoV33nnHWEcIgTvvvBNDhw5F7969cf755+OVV17JKJNMJvGd73wHAwYMQJ8+ffCZz3wGLS1H5Nu6dSu+9rWvYeTIkejduzdOPPFE3HHHHejq6nIeA8MwTCSEI4sWLRKlpaXiF7/4hdiwYYO48cYbRZ8+fcSbb76pLP/888+L4uJi8Z//+Z9i8+bN4vnnnxcf/ehHxeWXX07us729XQAQ7e3tWff27D8o5q3cKPbsP2hsg1ouXPaNXR1Zdeat3Chmz18j5q3cGKntoKyurtxPuJxLf3GjGr8sn3xNNY9R+1X1p5PNJN+9zzSLe5c1K2WT21O1b+rTZ1wUuePoJ/wz5R3M9Tvn25f8bbj44ovF+PHjRX19vaivrxfjx48Xl156qbGNuXPnin79+onf/e53Yv369eKKK64QQ4YMER0dHeky1113nRg2bJhYvny5ePnll8UFF1wgJkyYIFKplBBCiKeeekpcc8014plnnhGbNm0S//u//ysGDRok/umf/slpHkzfOoZhei4u3wZnxe7ss88W1113Xca1sWPHiltvvVVZ/sc//rEYNWpUxrX/+q//ErW1teQ+c/WxoypVlDq+BH3du6xZq/AdTUXOpKCZZPFRqnRjUvVHUQ5N/dy7rFmplF3w4+fEBT9+Tiv3vcuaxb3PNGvHbpPP9ux0yqVJbgq2PyDCP1OU9agKrKu8tusB4W/Dhg0bBACxevXq9P2GhgYBQDQ3Nyvrd3d3i5qaGjF37tz0tYMHD4pEIiHmzZsnhBDinXfeEaWlpWLRokXpMjt27BDFxcXi6aef1o7pRz/6kRg5cqR98JrxMAzDBLh8G5y2Yru6utDY2Ijp06dnXJ8+fTrq6+uVdaZMmYKWlhYsXboUQgi8/fbbWLJkCT796U9r+0kmk+jo6Mj4DwAWvLA51nxXui0fW84uqn8RhbQ/noB2e1Unp89Wma2OLVecbqvSdRvctN2m2nZe0dyqnPewDKpnk47gFFDmZrvstCG4bMIQ7bOuLCtBU0t71tjDZb459USsaG5Vjse2rajLPWeSm4Jtuz78MyV/n2lbN4D6PlJzDarGYaKhoQGJRAKTJk1KXzvnnHOQSCS036ctW7Zg165dGd+08vJyTJ06NV2nsbERhw4dyigzdOhQjB8/XtsuALS3t6N///5GmXXfOoZhGF+c0p3s2bMH77//PgYPHpxxffDgwdi1a5eyzpQpU/Dwww/jiiuuwMGDB5FKpfCZz3wGP/3pT7X93H333fjBD36QdX3Nlr3o3aeFHF3nm+vOljIirghCOSK0MvT/4Xs6OXUpKkyRpj6pNKj9u5ynG74mz5FLOgyX8ah8EOdMH6Ns1yS7SzlKfdv82KJuo8gNuB+LF867qDs+bkZdrVZG1TPTjUk1jnDZ0lC7u3btwqBB2cfUDRo0SPt9Cq6rvmlvvvlmukxZWRmOP/74rDK6djdt2oSf/vSn+MlPfqK8H6D71jEMw/jiFTxRVFSU8bMQIutawIYNG3DDDTfg+9//PhobG/H0009jy5YtuO6667Tt33bbbWhvb0//t337dgDAaUMT6eOSKCxpbMGq13fjlsXrtBGZwQLkYvVysSIsrN+KR/+y/XCaBkM7pkz9OmvGjLpaTKzNnhNToIXN4Z56SkO4rWljBxktNbY2TdYlm4XUZzwyPqdvUMtR6rvMOaB//2zWS9tYqajmvO1AEp1dKUysTaR/p3Qngqjq68ZU3bccO5/7DQb0q0BRURGKioowoF8Frjv/JAzoV4FEIgEAePnllwFkf5sA8/cpwOWbZivz1ltv4eKLL8bMmTPx9a9/3diG7lvHMAzji5PFbsCAAejVq1fWX6mtra1Zf/EG3H333fjYxz6Gf/7nfwYAnHbaaejTpw8+/vGP49/+7d8wZMiQrDrl5eUoL89e0HqX98La7e2oLFNb7VSWn9Wb23DwUDeWNKrr2Cw+tlMorNaTIunfECarCsXiEmzj1W9qy5gTkwVIts5EyVcXtKWz4FBxsS7pZAjwGY/tHZA5Wjn+dLhacKllqPn3VBa+JY0taNrejiknViutrjbrrukd+PI130DRqCm46KM1OK5PGd55twvPvLILF320BiWiC2eddRZOOeUUbN68GW+//XZW/d27d2u/TzU1NQAOW+XC36LwN62mpgZdXV3Yt29fhtWutbUVU6ZMyWjvrbfewgUXXIDJkyfjwQcfVPYZRvetYxiG8cXJYldWVoa6ujosX7484/ry5cuzPnABnZ2dKC7O7KZXr14ADv/F68LlE4cZrTMqy889Myfg/DEDM7Y4qSkx2g4kccvidVj1+u4MS4JL7rXZk0fgirOGY/bkERnt6s6DVfVhQmU1c7F4+aZfUcngo5gBfikxdPj4I7qmIwn6WNiw1cn6FYe1DFBbmqmniLj4QrpYpuV2XXImqsqHee7Ng9icOg7rDvTB2LFjcU7dabhj9nScU3caRo8eDQCoqKjA5MmT0d7ejpdeeildd82aNWhvb9d+n0aOHImampqMb1pXVxdWrVqVrlNXV4fS0tKMMjt37sTf//73jHZ37NiB888/H2eccQYeeuihrO8ewzDMUcE1MiNIdzJ//nyxYcMGcdNNN4k+ffqIrVu3CiGEuPXWW8WsWbPS5R966CFRUlIi7r//frFp0ybxwgsviDPPPFOcffbZ5D6p0SCU6FGX6L55KzeKLz3QIK5ZsMYY1egawekiAzUi1jdq0Tf9SpQ+XO67RmbGLb8pvc29z+gjVl3TsbhCScXiCvVdsN2LG1NfqnQnp512mmhoaBANDQ3i1FNPzUp3MmbMGPHYY4+lf547d65IJBLiscceE+vXrxdXXnmlMt1JbW2t+NOf/iRefvll8YlPfCIj3cmOHTvESSedJD7xiU+IlpYWsXPnzvR/LnBULMMwKnKa7kQIIX72s5+JE044QZSVlYkzzjhDrFq1Kn3v6quvFlOnTs0o/1//9V/ilFNOEb179xZDhgwRV111lWhpaSH3F0ceO5/yrm0Hi+s1C9bElpuMumDnKt9ZHO3bxmC6H1cuNd90Gr7KjUkhjENRclHCXIn7D6S4+w4jfxva2trEVVddJfr16yf69esnrrrqKrFv376MOgDEQw89lP65u7tb3HHHHaKmpkaUl5eL8847T6xfvz6jznvvvSeuv/560b9/f9G7d29x6aWXim3btqXvP/TQQwKA8j8XWLFjGEZFzhW7o41pQFEXmDiVBZeca65txmkZOdqWGJecalR5THNNybsXIL8/cY3fVZHMhULtq8xGsYxGLev6+1xoilChjYdhmHjIWR67Y40qj11U/y7qsWGUuoGf0EmD+2X4C7kc56Rq0zVy1ydXXYBLnj7qEVumiF9bn7b8ZqrjynRRwarzdqeNHZTx/kQ5zooSleqaOzGKPLq6tjZ1slDG5yKHql3K73NcvooMwzCFiFNU7LHGNY8dBVU0HjXPFjWaU25P/tmWs46aH8wkv23MPqj6MY1NN28+UaZB3WljB2FFc6s17144BUeAao5sedNM8lGiUnVzr8slF+VZ2XLrBQE3lKhXgJY30SVfpK5d2+93uPyVpw80lmUYhulp5JViN2lkf68UDyZUi5hJuepMplBZXpJexCh9yu1FSQURRXkwjdkHnQLV2ZVCZzKVcaB7WF65f4riKisP4TZOGtwvbcVRPRdKGpgAXSoPimJNTVETV4JtG7q+fNPU+KZZsY2ZqrwG8zFt7KAj5bvZascwDBOmSAjHnCPHgI6ODiQSCbS3t6Oqqirjnmrxy0WesaDNzq5UOl9XXJbDuE6yiKsONZ+ZjkBhCLbUbHXD7QdKgjy/4TZV826774ru9A6dfFHa183LA6s2YdXru1FeUox7Zk7wOoHCVDau35Oo7wsV1TM2fRvykUIbD8Mw8eDybcgrHzsVKl8fnV8VBV35oJ/Zk0cYfYB8/H9c/JVcygZQ/LTCctvymdnGGPaTCstrm9vAn1A1vzbfq6i+ljLhMVPk06EbM+WZzKirRXlJcTrBttzmwvqtZN81VX+qd4nqNxnG5kNJbUdXTucPyTAMw2STV1uxVMJbOwvrt+LJv+1EZzKFOdPHZGznBL5ZKqUQ8NtWcvWH00E9Y5ZiIaFsdclym/71nSPKNnK4rjwu07zHtb0cYPOFk7d+dejGTN22vWfmhAzLYbjNicMTpITd1P508rq6O1C3bHXvrc0nlWEYhtFTkIpdxiIvHekVLBKrN7eh+4NNaNcFV0YX/GBbyEwKmWkxc134KMduheWWy8s/+zr0m+qpZPJRkqNuOwe4KPCmo7lcgyVkbD6gpjGanimljumai8xK3zjQlV7f941hGKYnkpeKnc3qFmb25BGoLCvJWhzkaMrwYmxbAGVlQBf8YLN0mZSDaWMHYfXmtvRiGCbcLvUoqTCUgAYTFEWRUs8mk0lJdhmbCV9rkEnZcI3ydEU1j6pnQHmmpqAUU3+2dsK4Wi1tf1gwDMMwevJSsbNZ3cKYFomTBvfLatPUlq4sdYFysUSsaG5Ftzj8b1hOud0HVm1CU8uRw9dloqRpoeIydzoFQCVTeJzyfZ31U7YK6YIgVHNhKxvGpGy4zG9cgQa+LgC+iq3tj5swUa2WDMMwDJ28VOx0Vrc42pTboihGvttqgTM+VdFxkTsgqnUuwKSA6JQjVbqSIKo4LA9FJlOKFJP1M3wdOJy7rrMrlbbiykqyLc8dZU5c5jcu/zEf66Zcz4Yqejnow9TO0UzxwjAM09PJS8VOZ3WLq80wuVaMdIuwr7Io90NZuCmLqUlZ0ClHKgVrYq3Z4Z8qF9X6KV/v7Erhr1v3kf0rTXJSgwFMxGU9NVk3A1y2ayk+j+F/47K+uSq6e/n0CYZhmAzyPt1JmFwcNTSjLjO9hW8fuhQQ4fbjkF/uh5IehZp6g6KQ6coF12dPGUFO12KSSx6Xbpzh69V9y1FZVgIBoKK0WLs1GPY1M6Vpkcdqm0fTcWsAso47070HrulHAlzSkKjKhsdre698x0B9z4I2bn9ivbUcwzBMTyIvLXY65NQmcWDbAqRGulL8jFxPAlDhagGiBl9EieKk1FfNY2dXChNrs+WKsl0Xnh9qXapV1WdbXHUPUG8Dp7ezkyk0tWRvZ9vQyWcLXAmIc4vZ1VKtsyB2pT70+dUZhmGOKgVlsZNTm1AxWRfkezYrjc4qQrGc6awVbQeSuG/Za7hv+WtWax6lnzBLGlvQ1NKOyrKS2HyafCyPqnls2t6OyvJsuXwsYwG6+THVmTZ2EIqLoIxQprQdYLJGhe/pyqWVoSJo29GNw7atLbfn+h65jJVyXx6HzoL4sZOqveRjGIYpVApKsZs9eQSuOGs4Zk8ekb5GyaQfXjRsC4q84MkLVJStW9MW2pN/24kn1+0kbaO5YFpgXRReWV5Xxcs2jzqZqduItnkyyRyOUKa0pcOkLOm2gVXjnj1Zv52tG4fLtnYc2Nq03Zfl1Smf1547KjaZGYZhCoGC2opVbeMsaWzBqtd3Y/XmtvR5m6aIPpdoP1Wftq1bHTaLSmcyBRTRttFs7Znkp7Z9y+J1OHioWzkuW5QsJSDFJJdt+1r1zGzPwfSc5XtxRbK6QtkKpQSRuJxqorpme7fiiGzNVXAGwzBMoZOXFjsXi8mMuuzzNuW//sPWA9M9H6jBETaLypzpYzDnwjGkbTRVe65WJpOP25LGFiRT3ekABLnt8JzZnPBzYXFUPTNVuXDfVGuari0Vpm3RuIN8dLKqrpveNdU9m7uBzcrtY/nNhRWRYRimJ5CXih0lijOguu/h8zbPHzNQqayZlBIfXJSccFmXaEB5fKZtO2rEpozJx21GXS2mjh6YZQFVtW1TvKhyuSoAlOfqOie2PmV8tkVNY4gL2zb3xNoEOrtSWr9S27vl8u6Z3CAocLoThmGYTPJSsVMtPiZMC7Hv4g7Q00SE5dYteFRlgbr4+VqZdLL6tq1K50HtJ4yr31yUFC5yu3Gn7ogyZl1/LjLbrJOV5SVo2t6u9Su1PX+X9yN8z+d38YmmHeSyDMMwPYG8VOxUi48vrgpPeMG0bTOq5DYteJStu1xbmXzKU8q6RAubgiumjR1knQtKCheTHxg10llXPpAfgHVb1AR1m91HZp9+dUQJlDC5QYTR/W5cPnEYSUaGYZieQt4GT6icwcNHjLkqMGEoi74sg9xesBCZZKEGWtj69HFWj8PB3QWdU78uuGLla5kBL8FchYMldG0uaWzRnp9rywWn8i20yS6fTxtXcIUuYED37qtkdd3aN/VLIcp75RPI05998BiGYTLIS4sdoPbTumvpq95WijCmbb9pYweRsu/7pNygbN3F5SsWxaJjwtUXTmf1rCgtRjLVnSWfbS7kMjrHfl0uOJVvoU32Fc2tkba9XYMsVO++LIOrhZayxU8pY3uvqK4EcjlfH1SGYZieRt5a7MIEH/uwxc6VsKVBZe1wtcL4tKGzWNgsKD7WGbmOztLimupCN0ZdPZ3V856ZE9Llw1CsSbJfny59jSqdh8tc6sq6WrwollpdezZ5qRY0ynOTy6jatslD/T2Sy3G6E4ZhGBpFQogP/Zk8HR0dSCQSuO+PazHrvHEkKwRVUQkIFIApJ1aTjzRyJdwGgJxuhbrKqxu/fN13nmz1fIkjp1quZKPi+q66EB5boJyplFqdG4Opvs+8Ud0mqGMPvg3t7e2oqqpynJ0PH4U2HoZh4sHl25BXFrs1W/aid58W0iJis4J0dqVQWVaSXjhslgadxcBl8TVZknRt+S7uJsuIi6VF57Ols/RR/MLihGJp8k3qGyaKkmWzevpaaimEx5Z+95MpVJaXKK1wpvqyPD7PVOUr6TL2tgNJLGzYCghg9pQRKCX3zDAM0zPIK8Vu0sj+5EXEpqh0JlOxbPX4OspTt2rjbN/UD1W5oAZ82NpxxWUr10UuqmxyAIuLkifLEkdwBVXRDI8t/e53pTLGEv7XVN/lnk1OX0V/SWMLnly3EwBQWV6CK08f6FSfYRim0Mkrxe7ac0ehKoZt0MA/qFLhw6Uqb1o4fRco1aKoasvUvu8WXpzWsyjWLhcLpUoZMo0zjjHqfO9sipksl83q6YOPchiO2K4sOyJf3NvPJr88WRZbfdVz7exKAeKD+evmBMUMwzBh8kqxc8FmJbFtrXZ2pdC0PTsdBpW2A0ksrN8KFAGzJ49wygdnuxbg63RPWVSpqWPktnTpS6hy6srqLJxyWhSbXC4pcWRZZMsXNUDAZvWkQg3ysCn2Pm4FLr6MsnVTJ6eubdP7W923HHMuHJP+uaODFTuGYZgwBavY+VpJgkVlYm0iI2WGblEzKS1P/u2DLaOyEqdcedQyVL84F4LxrN7chu4PwmqiRni6yKkrq7Nwrt7clk6LYrLk+YzLJosuV+HR8id0Vfhd23dpU6fMuW5zy5HLDMMwjBt5FRUbjgaRLWJAPFGmKqVAF/0nO3LL24wmix0lojDOaE3q1rLNsmWz6ujmw1cen3Gp5s00Ll9Z4ng+tu1oAMr/z8XcxmWxixpc4kKhRZEW2ngYhokHl29DXil2W3a0YsTQw87SD6zahEf/sh0AcMVZwwHAaZF1WUxykcLD12J3LJUQWzsufeQyxYirEhtsu6tkoSo7gN8fFqp5CF8D7O913KeIRFHw4oLTnRTGeBiGiQeXb0NenTwRPvB7Rl0tLjttCC6bMCTtc+SSmT7Y/lnSaD95QU5T4poNX5VtX9emql9VEAFF7jCyrNQTAGztUO9Rysoy+cqomjcV6S1AoT6FIlxGNd/hfuJ6LvI1ypxS+6bOp6k91b24Tq2gyOD7TjAMw/QU8srHLnzgd3XfcsyZPibjflzpQHRQAzBs9QDamaVxponwTVOiaidwkJdlU82HbhyqspS0IHFajGRfMFX71PmO+lxkf73w3Lj4Avr4g7qMRdWX7h3W9a17fygyxJEqhmEYppDJK4sd9cBv1V/18jWVVcdmDXC1CprqpRcow5mlKosF1RrlI5OMbj5crFNyWdMcyzKZ5k3VN9WaE5QDYLWIhhVZU7u252KTzdfiJ/dtaof6/prGoupL9w7r+g7qLazf6mStdhkDwzBMTyWvLHZUbGk0dBaDKGlCTNhy1uUy15yLxUzGJfWIDrmsLZWFLS2IqW+qVcgkg6r9OKxEtjbiet6mdlzTnLhEZdv+0LAlSqb6D+Yi7x7DMEwhkVcWu71Ei4zNb0nnJ9SZTGHi8ETWopgLHyKbhcfXAiRfp1iCdG3prCMuVkO5bFSLi8nSOm3sIO0zDo/RJIOqfR+Z5TkN2pg2dpByrnVzGvd7pWpP947Y3h1f63FQb/bkEVa/zyiWTIZhmJ5IXil2tz+xHitf2239yKsWnPA13RZfU0s7KstKtBYeU79LGg8ny71l8TrjFrCNqA7u8nVf53vXqGHqGOPaSg4TyL+iuVX7jMNjdJXBR2bVlu43p56IFc2tToqK7d2LIyhB947Ese1pkk+eVxfZGIZhGDV5pdh1pQQqSou9LGphqFYZlSVI19+MulpUlBank+UGuFocqOWpizFFKXH1ZaPKTLUqmu5RImVV8ke1FNreqeD+xrf3O1k7XeWwlXdV/ChzZbru8uwo8tnGmos/BBiGYQqZvFLsPnZSddbRUUC07cYAU2qRsCVI119133LcM3MCpo4eqN0Cpiigrg7uQGa6FNNCqOtf1ZYsByXoQd5m9Nnik+/ZfraN2VbGN0AkuH/X0ledglyiWgspipppHD7vR/i6aV4W1m/Fo3/Zfjgx9wdMGzsIxUWH/3Udq0oGnSLNMAzDHCavgieuPXcUqgxO3IFiEd5+C7YSfRzgdY7ouusqx25ZadLJEN76pKQ9CXAZl62sfJ+aHiUYozw+6vyFxyjfs/0blWBcnckUKstL0vOs6kclZ/gkC99ULC715OdgCyZwmS/dM5aDUrTtFUn/AljR3Ipucfjfkwb30/ZNfc99j7pjGIbpKeSVYqdDpVgAiHz+pG7RpETmqRYqakSnS765KBGqLvcp/chldDnv5PkzKZSUSNko6CI0Vf3o5AwUFpXiTlHaXJRz1/fYNF/UnH1y9KuuvdmTR6CyrCTLYk2Rl/qehxVphmEYJpu8OlLMdpRGeKECcnd2LAXXI7N8U0582KHMQxxjjDp/lHK2Mqr7ruMHst/bXFkCc3msm6tMvmMstCO4Cm08DMPEQ8EeKQbQo+wovkwUnzeTT5FLsl0bVJ8s10AR3zpxtUeZB18HeYrvFzWwI4qfnnwf0Psq2vpWyevrQ2qr5xtxGuV90snEQRIMwzDxkHeKnW9eK9+IPdPiZ6qvC26wyWTDR9GkzlnUVCsq4lBMKXLoAjh0z8/3PXKVyxSUs6SxhRQMQVHAqKlCwv35PpsoczejrhYTaxPo7EpxAATDMEwOyCvFbm/IAqJL9ArQlThKWyZLgu+CG8i3sGGr8wLpo2hSLTNUpdHUnk05cE2NokKVhkaXJy7s52dLkRIXtrbD9ylRq5S0I6o+bUqlDFVho1ghdVT3LUdleQmatrcrfyfaDiSdU6owDMMwR8ir4Iknmnbgpk8NVEZghlE5YqucuFVBFypn/zCyL5CPs3sg38TahLNyYerTJVrXpX5YZiA7wMFUjtpHXNG9pvmmtB2HT55tvsP3dfPhGg0dxzO2BTroIrdV8rjKEK4PQPv76BPdzjAM05PIK8Xu8onD0v8/o64WnV0pdCZT6W2l8L3wvwBdIdKlvwhQLSyui7wcZRhGbsvFqdwlAlLVro/S6FpO10c46jFIWaMbr6kP23wH2KKQdc/fVt8V3XzEGQ1N6c92zyZTWB7bO0t9RuHfx6BP33EzDMP0FPJqK7a/tD1VWVaCppbMLZ3gHsURO9jWAY5YPYJtJhSBvK3p6nNk8m2S2/J1nJcxtWurb1qofYIQVOi2UlX9RE3yC9hPhpCfv27rk+oS4LqFKMsX1zybZJSv37f8Ndy37DXjdq/qd8jHB08X+CT3yUEWDMMwZvLKYicT9a93lQUiWDjaDiRRWdZCatvF2mSTQx4TZYw6Swo18a/NOmSyYlH6dklrIcsXlO/sSqFpe7tWRldsOQrl56/b+qS6BACHFcXOrlQ61xslAlfVVpxbkCbL5ZPrdgIAKstLyLn9AJr1jmqJjjtvIcMwTKGT14qd6qPvkmvMdUsPMCuDvglq5a1Z14S8VL81Xbu2hTi4Lyfxdenbdl03Xhd/RJtlkbqlrZJDN05Xn7XOZPYcUuQz9eObA842rs6uFCDcklIDtNNW2FeOYRgmN+RVguL7/rgWs84bZ1y8bElXoyZltSkPC+u3AkWHs/BX9y3PWRJYymLus+Cb5HXpM3xCgI+lxlRe14ZJ9lwm43UZk4/sNo5FomEqUS12tvKFltC30MbDMEw8FGyC4jVb9kZOxaDzraJi8vFRpXKI2p9qDADN987HH8kkL6W9QK4Vza2x+EK5pOww+aWZxkX1f4uaJ1A3HpXsLoTr2vz6oqYLca0vW+8oPoLUdEUMwzBMNnml2E0a2d+6MNsUgVw7X1OdvV0XSHlhi0thlIk6Pza5qLnyfPqQZac+d6rSQFUoXVAFH1DrqJSksIwqeaMqSKr6sjw+ipkpgAjIbd5BhmGYQiKvfOyuPXcUqjQL86rXd2P15jbcM3NC1pbdtLGDALgHWfhsZVKdvV19jGRfpg+rU7lNLpOvGHVO4sjZFme5cMCFa/AMZczye0hNOyJfM42Biqq+LI8toEKFKYAIiDbHDMMwPYm8stjpmFFXi/KSYhw81K20Tpi2BU1WItly4LuNpaqn2z7T1XG1pJnSWNjGEFcZVVnTOOK2ylCtpapyqvHZngHFmiVjcx1QtUvdLo/rndG1rxuDSj6bLOE6cVhXGYZheioFodhV9y3HPTMn4PwxA7OsE1GO/AofWaUrSyGot7Bhq1LBibJl5ur3RclfR+nbZS50ZW0KVlTftyiy+zxr1ftma4fiQ0jd3qdgksdHMVXJ4yMftQ5vyTIMw5jJq63YBS9s1kbFqrbnqKlC5BMsdFtdqi0il3QmulQXpu0z2wImy2rbfg636zJOeayqedOha8+2DUndmpW38VzSy+ien096EdX7FtTX5Tg0pZfJxba7aVzTxg7C6s1t6XcHiD8tSZTULMCH1wWBYRjmw0JeWezWbNmLhfVbvbZDw8hbg/IJFlTnfIC2XRvUmz1lBLld6vagLKtt+zncLmWcOqd21bzp5PSNBLXdV1lWXaOFdeXj2g4M2tGdqKGyoAL+gRRUeVRtr2huRbc4/G9AHNHEYXysgiZXhb0RvgMMwzCFSF5Z7CaN7A9RhMgWBNkK4WIhkS0OsuXKZOFwaZcit6pNF+f4QH5Tvyandl9LXLj/KPcpTvq2eaXOl2yt1NWxWQBlyx3Fgmpq31TH1TpmClpQoevb1C8l+ILST3DtvXf3W8fFMAzTk8grxe7ac0fhUHE5+agvIP6tLnmRCSxX9ZvaUNnY4qRY6drVKVuUtl23qmyLarhPuW1dX1EiL01KgUqplvuRZbKNL1ze1LfcjquyE/Qjn8QQ7p8yb7Y/SiiyBMjj1T1PuZxtu99V4bON2+SqcNHJVZijrMUwDNMzySvFDqAvxAEUK5eMq8XBpPxQ26ZYbnz9i1zHE8a1z6g+VCZlRKVUU3wow//69k1tx0dJCVCNx6bMmubAJouPD6MunQmlX9N7bbIcm/xnOzo6tHIzDMP0RPJOsQtD2YbyyWHnup0axeKnakO3MPoqTdTxRFXKbH1RMCkjPpZAl2fjqnSFCc9dHDn4AnyUWWpfvsqq61Y05XdRFwQU5V1kGIbpieRV8ISMybHbFkRgcti2Oe3nSuaA8IJsO0aM4sBOHQ81LYnr+EwnE7jk6wtbdqIEz+jQzTsFShoZH+J6Fyl5+XRyu6QzUb1Dtt9F1Th90s0wDMMwea7Y6aI3AfuCaFo4bDm1XBduaoJem4yqMdkWwLC1xKYQ6ebMJwrUFDkc/tl1AY+y4FOfm08f4blzUcBtMrm8L6b2KGOKQ5lSvUMuf8yE/WBVdeJUmhmGYQqRvNuK1W3RuG5ZRXHwp243BrJ2JlNoamlXlnfxfzPlSZtRp87JFsi6enMbugUyZKA6z6vmKlw36Ee3bUbZyqM+B9fnFpaT+twoW+EAtHOnqq/rO84tyLYDSdyyeB2Sqe6sfijzZnvOFHmiuirY6kTd6mcYhil08k6x033YKQuXvEhRIgBVUJWLQNaJwxPWLWN5PABtQZS3D3XpP6aNHYQVza0kZSPA5DcWrguYU9DYomldFugoPmrU50ZRKgD9mHUKuCqhsywTNX1JUFZW4g8e6kZFaXHWGF3fJdWYo6ZTiUrbgSQ6u1KYWJvIiZsEwzBMIZB3ip1ucaYsXJS/9k0WlOC+StFRLXJBJv/LThuKkwb3y+qr7UASnckUJg6nL1SuEa7heZFliBI1SbW6+S7+rvUo0cbBXATbea4ymcZsk1dOixOO0A6siTPqjuTIU51UYVMs5bGaoM6v6R1xtZ7FETHdtL0dU06s5oAKhmEYDXmn2LlYbCh5z2RMFhRAb6VRLXLhTP4qxW5JYwuaWvQLlWlrVSWDbzoUHab5olrdfLfOXOu5pIjxlck0ZkqbuvmU66ry3enq65R4G9Q5MKUicd0WV/XpouxFcZ9gGIbpKeSVYrf3QBJVVep7FCWIuv1q2+JVLSymcjpfLVsqFtVCGOfiZlvc41AUXeSNcrqDydJFkcklMbKpTVP/Lj6MuvZ8t7BtfbokZzaNJ65TJ1TtxP2HC8MwTCGSV1GxTzTt0N5TRfTNqIuW5gPIjNZzjVDUlaekf9DJb0vJETU1Sdz4RgG7ptQIyuvOZLXJZEpXQokWNfXvE/nqMh4qpuhs0xhd3pMljS1Y+dpu3LJ4nTZtCnDk3dW1HUeELsMwTE8krxS7yycOy/g5vFCZlCDdNqdtcXHBZSGi9ueq3Kium5QKXfs2RcQ3dYetHeq8mMr5PstwPXkOw/dsY1T1T303VG3H8W4G7S5s2OqlvLko5zPqalFRWoxkqls7XlmBD+Y87nEzDMP0RLwUu/vvvx8jR45ERUUF6urq8PzzzxvLJ5NJ3H777TjhhBNQXl6OE088EQsWLHDut7/G8mWz8KiIUleFy0JEVTip/ZmUVB+lwlaHqlTaxiOXN+UlDGOaP99nGa4nz2H4nm1uVP1HsRy7jMeWww4CkZU3ivXxnpkTMHX0QO14Ke+oSh7K78a+ffswa9YsJBIJJBIJzJo1C++8845xTEII3HnnnRg6dCh69+6N888/H6+88kpGmWQyie985zsYMGAA+vTpg8985jNoaVG/A8lkEhMnTkRRURGampqMfTMMw8SOcGTRokWitLRU/OIXvxAbNmwQN954o+jTp4948803tXU+85nPiEmTJonly5eLLVu2iDVr1ogXX3yR3Gd7e7sAINrb2zOu79l/UMxbuVHs2X+Q1E64vFzXta1cMW/lRjF7/hoxb+XGWOpQxxVuQ1XHNHemvnxli2NMJnzbiPM9ifoOyuV1c0Zp1/U9ufeZ5pzNg63v8Pjkb8PFF18sxo8fL+rr60V9fb0YP368uPTSS43tzp07V/Tr10/87ne/E+vXrxdXXHGFGDJkiOjo6EiXue6668SwYcPE8uXLxcsvvywuuOACMWHCBJFKpbLau+GGG8Qll1wiAIi1a9c6zIT+W8cwTM/G5dvgrNidffbZ4rrrrsu4NnbsWHHrrbcqyz/11FMikUiItrY2167SxPWxMykLPgqVK6YFLLj3xq4Oce+yZnHvM81axcqlXaocNiVj3sqN4soHG8Q1C9aQFDpf2Sj1qM8qjjZ8ZaUobT4yhNuR60dROl3n9N5lzTn/fdH1HZ7T+/64Nv1t2LBhgwAgVq9ena7T0NAgAIjm5mZlm93d3aKmpkbMnTs3fe3gwYMikUiIefPmCSGEeOedd0RpaalYtGhRusyOHTtEcXGxePrppzPaW7p0qRg7dqx45ZVXWLFjGCY2XL4NTluxXV1daGxsxPTp0zOuT58+HfX19co6v//973HmmWfiRz/6EYYNG4bRo0fjlltuwXvvvedmWgzhe6yQr28WxaeMIpNpGy8cUFFZVoKmlvaMctQADxMmXyubM/2MulqUlxTj4KFs36k4ZHOpF2VrM5iDaWMHxebDpQoYkPtWBWf4yBBux7Rl7Iqr3+fsySPIslN/X12DTJY0tmDNlr3p+w0NDUgkEpg0aVL62jnnnINEIqH9Pm3ZsgW7du3K+KaVl5dj6tSp6TqNjY04dOhQRpmhQ4di/PjxGe2+/fbb+MY3voHf/OY3qKysNI6VYRgmVzilO9mzZw/ef/99DB48OOP64MGDsWvXLmWdzZs344UXXkBFRQUef/xx7NmzB9/+9rexd+9erZ9dMplEMnnk497R0ZFx35amQ5dywZQuwZSvS+5PdVQYkJ3jTpVHT3X6AGBPq+KbNkQ1jom1+pMwdP0FvlNBu6ayvvJRCT/HuNJrRJFvRl0tVm9uSwcMfHPqiVl9h/81yWDrO9xOnOk/THNqSz1ik5maM881v+CMulq89+5+LPrg5127dmHQoEFZ5QYNGqT9PgXXVd+0N998M12mrKwMxx9/fFaZoL4QAtdccw2uu+46nHnmmdi6datVfsD+rWMYhnHFK3iiqKgo42chRNa1gO7ubhQVFeHhhx/G2WefjU996lO499578atf/Uprtbv77rvTzs+JRALDhw/PuG+zLgQLxML6rRkWAJtFQGd50jl7o+iIMzolGjI4fUC2xgX3TGlVXCJYbeOYPWWEMWWKrj8fi5CLfC5tUNryDWQwpT5RoQoYkPs2BWfIfevShejGJONr0Q7LoLM2UsrLUKOKdeXuvPNOFBUVZf03oF8F5nz6dADAyy+/DCD72wSYv08BLt80VZmf/vSn6OjowG233WasI2P71jEMw7jiZLEbMGAAevXqlfXXb2tra9ZfvAFDhgzBsGHDkEgk0tfGjRsHIQRaWlpw8sknZ9W57bbbcPPNN6d/7ujowPDhw7Hghc2Ydd44q6UiWDA7u1IZFgCbRUBneTIlLQ4vsC7HbsWVxkE1Juo4XC0kLjL4yOfTvmtbFCsX1brm2i6lrMr650pYZp0V2oTJ2kgpLyPnr6OcnBIu9+VrvoGiUVNw0UdrcFyfsow6Bw4cwFlnnYVTTjkFmzdvxttvv53V/+7du7Xfp5qaGgCHrXJDhgxJXw9/02pqatDV1YV9+/ZlWO1aW1sxZcoUAMCzzz6L1atXo7w8c47PPPNMXHXVVfj1r3+t7F/3rWMYhvHG1YHv7LPPFt/61rcyro0bN04bPPHAAw+I3r17i/3796evPfHEE6K4uFh0dnaS+gycBr/03yu8Hc1VP/u2c6ygOOlHbS8uuVz7yEUARhyo3iFVcIutnst9VQTyG7s6yHNgCrCgyJZLfN4HU2BH2KE4CJ5Ys2ZN+v7q1atJwRM//OEP09eSyaQyeOLRRx9Nl3nrrbcygifefPNNsX79+vR/zzzzjAAglixZIrZv306eHw6eYBhGRU6jYoN0J/PnzxcbNmwQN910k+jTp4/YunWrEEKIW2+9VcyaNStdfv/+/aK2tlbMmDFDvPLKK2LVqlXi5JNPFl//+tedB3TfH9cek4U/avSiD7ooSl1kahxyHMsFP9dRqnGUFeKwnBf8+DlxwY+fM8pqGw91vEG5axas8UplYovGPRbPPI4o7gBVupPTTjtNNDQ0iIaGBnHqqadmpTsZM2aMeOyxx9I/z507VyQSCfHYY4+J9evXiyuvvFKZ7qS2tlb86U9/Ei+//LL4xCc+oU13IoQQW7Zs4ahYhmFiw+Xb4HxW7BVXXIG2tjb8y7/8C3bu3Inx48dj6dKlOOGEEwAAO3fuxLZt29Ll+/bti+XLl+M73/kOzjzzTFRXV+OLX/wi/u3f/s3ZunjtuaNQFcE52xef7VMXmSjn3Ab9r97clo5MpTjeu8ihK+sT7OATgBD+NwpLGluw6vXdWL25DffMnGDs38dhv7MrBQizrNTtS9vZtuFyK5pbs9qzya/a9vXZanYhfBZyILMpGMmGyzb3ww8/jBtuuCEdwfqZz3wG//3f/51R5rXXXkN7+5Ggp+9+97t477338O1vfxv79u3DpEmTsGzZMvTr1y9d5r777kNJSQm++MUv4r333sO0adPwq1/9Cr169SLJxTAMc7QoEkKIYy2EjY6ODiQSCbS3t6OqqirrftQoS992ohwcH74fLHRTTqy2Rhqa2g38ksJHY+kWV914FjZsBQQwe8qIdPlwu9QF1lSHOs+U6ExdvVsWr8PBQ904f8xAo8zhNgF4v0e+76DP3MbRr0996vMIxlRcBHR/cNpF1D8UdPL85s+vYs6nT9d+G/IN27eOYZieicu3Ia/OitWhO28ygHq2qS26z6W8LXrRlI/MVJ+a3y2cF48aTauL2g3aDaxLlDNibZGfqnmzzS81mjaIUj1/jP5Yq3BZ6nFhJlwjaQMoUbomoh6HFyXa2hZ9ffunxinHZpPZ5fc1nMeOYRiGcYyK/TDjGpkZtuoE123bZ3I7uvIUi0Qu8pGF25Flk2XSzZdqTEG74UjFcLSlqi1b5KfcB2CfX5f5ts2pqo5tzkzotjflqFS5TZd8cFFxaZ8SzUyJvj5pcD/YoL6bqvcjnMeOYRiGyWPFTpX8F1ArZap7SxpbkEx1o6K0OH2dmkbFVp7iQ+SjeLhgS21CTYkSxqS8qNqiyqZqX1VOpwRR5puiPPikgwm3q1KA5DZ8/gCxvQfU7WQX3zaTgq/72fedpb6bqvfj2nNHYQ65J4ZhmMInbxU7eTGwnSphciCnLkIUy1rbgSQ6u1KYWJuIFAgQjK+zK4XKshLywk6xEFLHIqOzCFKsThQZXWRyVSyDxL9BQAWlTriM7TQPQK0gUq1cunsUZSxcBsg+AcXUPuBn8VTV81GwVb8vur7jsmwzDMMUMnnlY7fghc1p/5pc+yb5Zu9f0tiCpu3tqCwvyVJsXM6VDcYHAavfV7CgyidthFGNN5Bj49v7s+q5ntspyyLLG8V/TUX4+VP8zGbU1aKitDid+JdSx+R/ZzvvNbgPHPnDw6bcqmQKj1P3TMJlVL8XKlnCUH0eZeR6lN9JlZ+e6veFYRiG8SOvLHZrtuxF7z4tVgsdEH0r0zcNBMV/DNBbVQKC8bUdSKIytM0WEB5fcE8+aUNXXk6FsnpzG7o/iI0O6sU9fup2LfW5uVpvgoCKJYq5pCDLb5sf1X0XK2xYbtVpDLLvXlgGyhavaWy+9SjPxMWCGZBr30OGYZhCIq8Uu0kj+5MXAF/FJJyDC9BvW+nSiFD9x4DsHGYuW2Ly+NJKYJlacTE5w6typFG2IVVE3UbzfW4UomzlyXVtConqfloBT2Yr4Lb3Sm4zqr+caWxR68nI74/JT0+FyffwopM5JQjDMEyYgshjF6DK46ZTRmw5uHR5xXQ5unysCnJfLjnN4sy55ypnlH6i3o9jPMe6LVUZW+63XMrs0l4c73kcsgVtnl5TxnnsGIYpeFy+DXllsbOhc+hX4ZLuQ9WHbOXStWdaCF23pUyWD1vZKNYqF+udzxZlmCiWvahRmZ3JFCrLM7dIXdv0jYg2WU+pbeigjIFqAfSxqFK34WVUEcdymxedXMVRsQzDMCHyKnjChs4h3iWBrs2pPrh/0uB+GeV07ZmCBuS+bH2r2tI5uEcJVpDbpAQRqIJaKPOuKkO5pprvsGw+SYJRlB2oYhuvri1XJUZ+rwA4Be+Y5KK8C1S5fcZHCVRRQfnd6c8+dwzDMBnkrWLnsnCrFgjKYmOKGpXRtee6EJrGZVNmdGVtc2U78cEkg1zWpATK93V9Ua7ZIkh9Ij0vO21o1vzaxitjij52ibB2VcxdnhlV7ijlAihjp0T7MgzDMDTydis2TudxWx+qqFEqrlug8rhs26+6semiKSnbo6b5cgkioMy7KcjAds0km668KVo1fE3VJlUOGZ9tY9fgFZdnRuk/ig9nMGZqkIeuDOetYxiGcSdvgydUC0/cAQWUSMW4kWWK6ngutwlkn0zgm1Q4H9NQxPHemNqilnN5ri5BQVQZqUFC4fum8YbLAzDKq0pS7Dum0u5kQQUbcPAEwzAqXL4NebsVq9oSinP7KtyH7E8nQ/UToyCPK46tXNft0QDb/ETx43NBN5emOdbdU43VxTczDNXn0bZtbIOyxazDtFU/cXgCnclU5G1/uXz4/ym/p+EylN+bo/XeMQzD5CN5p9i5+qC5lveB6ifmo+zZfJpc/OMAtzmyzc/R8oHSjck0Vt9AClv74baC8Qf5CANLEsW3T94qp/pvxvWOV/ctR2VZCZpa2kmBPbq2gr6BI6da2N5Z03tDCVZh3zuGYRg9eedj5+IP5VPeB6pPmE+qCBtU/zhT6giqj5MphYrLFqfr1ptuTFT/Pt95pzzDcP5Bk0w6P7tbFq/DwUPdZNko7zg1LY6rv6Dr75dLOzqZVO2H63d0uCnrDMMwhU7eKXaui5GqvE4JWdiwFRDA7CkjnHytVAsVJdBB58NnUnzke3KbwTW5vsmBX3fKhoxpEacEJQT9dSZTaGppV7ajQqcImBQESiCFT782JV6nDKvmeEljC5KpblSUFlvfzzC2d4CqbMXxh43v3OqII1iFYRimJ5N3ip1pMVItiFQrw5LGFjy5bicAoLK8JPaTH1Toom5NFhj5HnV8rhZE1fioFjKdMhP0N3F4QrmlZwrwUEF9BjbLogtUJT7ANMeyQkipo7p/LJWhuKzeuufCkbEMwzBu5J1iZ4JqqdBZXTq7UoBQW/dkq5rPFpRu21Q+bcBkgaEs2qoyLqlSVLLq2lBt8erSq+gUGbk/ADk7BYFSJ85oX9Mc65QW2zO23Y+qDB2NaGe5D5/n0nYgid+8sDkn8jEMw+QreZvuREUuFqQ4z4bNdVqNOKH26ZoWg9IfEK/FzrVOlPQicRP12bumdwn8/pKpbkwdPZCsILq4DwDZ743rcwl8G1f+/U0sun5awaQH4XQnDMOo6BHpTgDz0VeU8hSCCLzbPzUuY/tQ1Zfcvqt8OnzrHQ1UEYo+8obrUNOPUJ6BqZ9wWVW0a3jrm5JaI2iDclIJlaipPagR2+F7Bw91o7ykOMsiaJpbaoRygPzeUN4Zuc6MulpMGtnfMgMMwzA9i7zeinXdiosawXfS4H7p6yoLg9x+LqJgZaiRp64WMRf/u6PlA0WZT5c5N23/UgIvdNuJLieV2J6Lrn+qJc4W7CFD3S532danugbYxifXqe5bjmvPHYU52lYYhmF6Hnmt2FH8zcILRJxO5ZQAhaPhxK5bbE1KJmD3YXP1v3PBNerTJJMtQtS1PXm8gTIRWKtMirzOZ9I0XttzoUQ5B/c7u1Jo2t6eVd8l2MOWiqQzmUJn1+GkxrogB1NaHCpH448ihmGYQiSvFLsFL2zGrPPGaf+Cp1jR4lokKFYI1when3KyHLqIVJW8QWJdm7WPMnYTro7yuvuUCGCXXGtyWddADXkedNZdV0uXPK+2vtPRxrXZ0cYqfP32qvuWo7K8BPWb2lBZ1hKL1VTH0fijiGEYphDJK8VuzZa96N3HbUFxseC4YIsQtbVL3eq0LZKyHC5KjC56VZVuRc7x57Jg6yxbLlGfLlY3SnuuhNswJXs21ZUVadWYqFGyujx9lPc5iuJ1tOab05wwDMP4kVeK3aSR/Z0XFBcLji61CRWXBdOkvIS31Fx8vGzlKTKori9ptOf4Mym1JsuWiihWN508UZWEcBs6hdhWV65HfV985stEFMWL0peP/5zLfYZhGEZPXkXFXnvuKOOHnhqNOaNOfdZksNDetfRVr0hEVbu6SEKVrOmF/oO0KmGlRDUmVbShS0Sqrqx8fUZdLS6bMASXnTZEqwyYoiIpMtmiWXXPTEeUaNIosric20oZk649SoS3y7vnEzFO7Vf+2fZsVPfjlI9hGKaQySuLXVzoLAo653cZlyz5vlY8it+d6pgq17xltjEF45pz4Rir7J1dKXQmUxkLeFzbg3FbpagBDa6ymOq6+GDa2nOJEO7sSqGyrMT4LFTBGL4WM1t0uM9WPAdTMAzD0OiRip0OnfO7TNQtV0r/MlS/O9W9uNOE6FJRVJZ94Fj/gaXFtN0t+5nZzqt13Z6zKU2+qTts8sTt9E/dLjfV7UymnKKgqUoedQ50W/GqSOPwfZV8uoAfhmEY5jB5p9j5WqRsbbj0Y1NCwlB9wGzIi62uf9U9+ZpKuepMpjBxeII0Jp1SZOpbV5eqUNrKuc6naQ6jWNJMaT+oUPwDXXwL2w4kUdnYYny2umAM1z8iVLLpZFUF6ZisxqaAH4ZhGOYweafY2SxSlG0kXwuW73YQJQ2LDXmb1iUPmS1ydkljC5pa2jHlxGqSsqxTiuR+VM/CZs2hjF+Fq+IXNaAiLI9urmzvJaVeHPnfKGmBwuiUPNMc+CDXp4w7bosowzBMoZF3ip3NIhXX4kCxfFGhpmExEWf6B4pyFYdPE0XJoI7LVi6K4udjwaVEydreSxfLJxVKXZdna1MKo7yTqj8EbLJzGhSGYRgLIg9ob28XAER7e7u17J79B8W8lRvFnv0HI12PE9++45LNpx1TnXkrN4rZ89eIeSs3Gsvncm5d2446HlUZF1nCZYL/f2NXR9Y1VRuuc0t9r8L9U6E++6OFy7chHyi08TAMEw8u34a8Sney4IXN1nQHutQauhQLvmkxVOkXXNJLUPqOkrJDbmfV67txy+J15HQRYZnlcc2oy07TETX1CuCW0sJ1bkyyUMajKqNqm/IOBG2vaG7NuqYaj+pecG1h/das/mxzE8iyornV+f2iPvtcwClPGIZh7OSVYrdmy17n3FZBmWljBykXZtOCbcK02FJltPXtKpuurxl1tSgvKcbBQ93GxVdXXx6XSkmiymqaDxcFQe7PljvNJAsA63ioSiplDKq5Cq4FUZ9huU3lUYSs/qjPwueZUZ69ae6jKGdHS4FkGIbJZ4qEEOJYC2Gjo6MDiUQC9/1xbcZZsYFv05QTq7V+N5QyOky+V+F7ANLRsvKJFVH6d5UzOLFiYm0CleWZecsofmQ6WeM8CcA0H6o5pfYpt5vrd0NH1LlylelonNLgKpOpfNy/j8G3ob29HVVVVU7tfRgptPEwDBMPLt+GvAqeuPbcUahyzBkWxRHd5GROcZ736d/HkT+QMzgEvrMrO28ZJT0GJdrVRZFwPfLMNqcukbq5fjfC2AIKXObsWAbVhKG8Fzrk8pS2KHPEgRMMwzB28spil4u/YqlWOcpJELm2aAV93bJ4HQ4e6sb5YwYq83+5yEPpL9yWi8UlbuvM0bB++mCTK855iKpYU8vFOde+1lOK/IVm4Sq08TAMEw8Fa7HLBVSrnAlXS4JPjriwvMlUNypKi7P8v6jymCwoOmsgoD4OKspYTJhOH4hqYXOBoljZ5IrTauySqoRa1jUdT5zJoE1l4ki5wzAM09PIq+CJvUTHaxcHbYoDuY/Dt2+QgC3CckZdLaaOHoh7Zk7wtg6G+5ed4W3RoLbyurHI+Mypa5St3I9LQEX4vNvw+HyifylRszrk+Xd5X1UBQ7p3Si5nGpPumbtGhctlZtQdzvdnir429cMwDMPkmcXuiaYdWLurC0C046fCUKxtPpYDUx2qBYeS4NcHU//yvaiJgXWoxpaLQIBwP4D6/FqTXD6+e1R5fKzBlFMk5D4CRShQnEzvFOUZ6ObANjZb23J93bsXLnfl6QOVMjIMw/RU8kqxu3ziMPR+owMz6vTHOAHxb9n5tEcNEoi7Xwqm/l0VRx9FU3c2bS623lRz6LIl6KNYub6bQXlVVLUNyjZquAxlq9/2DHTPPGrb1G3+jHLdbLVjGIYJk7fBE7KztU80qe4eYE+14WNdiuIIHwXXfqKODdCnfwHiT6tytOZRhWosru9mUL64COgWcApYiPreRynrimvblKCLQgs2KLTxMAwTDz0ieMJklaBus+nuAe5bdhSiOMKH0S2Quuuyxca2uFLkMgVZAIfnb/XmNnR/8GcD5UxQSkoW1XiD/H0meXVEVWRMFkHquxmUCyvCVDkpFlMXq6pvahubnOG2w1vDpnaPRbAMwzBMvpO3ip28WJm2uIIFJLyAygtL1C07VX+2OnH6p8nXwwpcuB+KkqeTKzw+my8aoFdUXLdvbeMN8vf5KABRt39VY6G8mwHyO3PS4H45kdME5Q+COHxLXduNqmQyDMP0RPJ2K5aCbivHJ0dXlJMbouDiw6VSvEzbnboyOsLjo1j+4sLVQhm17Vz2JxPHSRyu8lJzE9rqq7ba494a1s1T0MZFJ1dh5LBBBbN1yVuxDMOo6BFbsRR0lhIfSxklijOOrSNbHjlAb/EKX6dsd1LlDS/kQfk4onNtfYWVBtt45fpUpUHVhs1C2JlMZR3Z5tu/6RnIcrhawKjXXbfGg/qqrXaKlY0SgCKj295+7939yvIMwzA9lYJR7FSLg4tCYEO1+FHSM7gu9NRFV0bux9X3yiRn1G1AlzkwKQ0UljS2YNXru7F6c5sx159PVHXws+rINln+4J5t7KbnRN3ud/0DRr5O/X2QFXyTTyAQLUGyjG57+6KTqzDHKjnDMEzPIa8Uu70HknhkrdrpOpc+SID/SQiucvkuulHHn7ZGdaVQWVZCUhxc26bIRgkksNVfvbkNBw91Y0lji1ZxNckUTpar+kOh7UASlWUtStl0lqWgn6jH1PlacCnXbaj61vkEAvT3xuf9CsbQ0dFBrsMwDNMTyCvFzpSgOI5tUFdMC6Rq+9JGFB+uqONPW6OS2daoqNuuYdlcLFgmpUFHdd9y3DNzQoZvGuBuCbUpfq6WJZ2ip0NXzuU5R1EiXY9Oo1rMXSzrDMMwjDt5daTY5ROHYeLwBDqTKadji1yPIIrjyKJgYV7R3Johl+9RYzr5gv8HoB0/ZVzB/M2eMsI7wlTXV/jZUMcYBdW7MKPOfDSajFw+Llmo7erK2eQOQ51rVTnVNVPfUfoK4KPCGIZhopNXil3/vuWoLCtBU0u7k2LgqkzEoXzoFmZT29RFP9yGqj3dAkkZl01x0J29ajtjVTfGo6V0uyhEQflgOzZORYMqh8tz0BFFiXRVbFXlVTKa2g2/M6zkMQzD+JFXW7FAPMd72U6AiLKtGW7L59gkHz88+f9N23idyRQ6u1JpS5pKbpPSEW4bgPL/XSItXX0D4/aljBo04nMcWBwnkPgEHLgkOXbdHqVGF1ODRWy+ieF0JwzDMMwR8k6xo/i12RYuedGgRLfa+tC1bZPfVp7ik0T1N6zuW47K8hLUb2pDZVmLUg5dKg+Tz6Dq/6MoqdTycRyVZpp/nWyqXICmKF5b4IaPsurzx4dLP3Hk8lPJSDmZQlVXN2ec7oRhGCaTvFPsTFAXLnnRcFkkbZYEijIg+36Z+vZZ9F1TaIR/1qXy0MlhUjAD4jxmKjy2IGmtrm9KJKxp/m153ML1TFG8tsANmxVXdY2aqiYMpR+dzLbrKqhWPEpd3VxxuhOGYZhM8vrkiTi2tFyhZu2X8T2VIlenK7iWjSIHZeyupx9QZNKdVhD1/YjDUmhCNRemOfSZO1ubUU+ziGsubBTaSQ2FNh6GYeLB5duQ14pdLo7wcuVYLWguHOt5inLMlIvsURX9OJ9RlLao6UdsfanmLlwW0B9T5gr1OcX9h0OhKUKFNh6GYeLB5duQV1GxC17YrI2wy0UUXdDmxrf3W9OEHI0oR4qsqvquEY5RUMlBmSNdGRfZ5UhcXZsuUcO+z8UWgUxJPaPyE1XNYfheuF3V3IXlco0UNiH35RqZHUckOsMwDJNnit2aLXu1ebXkhUFeWHwW6KDNu5a+mvNFJ6pSYVoYXRUcl76paU58cVE+qEogNRWLqayJtgNJdCZTmDg8YfWdjPudsilupjlSPXPqeyD35TLHNrkYhmEYOnkVPDFpZH/th58aRRf8DNi3fyiO8WGi+IOpnPhdZHZxjDe1T7lnKucTrRkXUSNxVfV9o0+bWtox5cRq7dznap5s7ZrmSPXMfYJ3THLo+tcFgwQyHAsXBoZhmHwkr33sTFD8rcJ+QUHqiigLiI+Du8sYXNqhlKMoonJ+Nhc/Np/2fYjbfzFqsImrj1wux+ICVe6Nb+/HXUtfxe2fGud17JuN8LsLwBgAU2g+aYU2HoZh4qFgfewCKNtDst+RzsoVVuriPG1CltFnq4m6laaaD0p/QXqWJY3ZpysEfa9obs2YF6ofm6qs6p5um9tlm5jy7HTtqa7r2lP5XKrKquaEKuMti9dh1eu7j4mvGdW3766lr6Jp+zu4a+mrabnj9G8Nv7vye8y+eAzDMGbyais2wHV7SFfelBDVhkpZNOVYU21B+VhnqLnB5HK6vmxzqcof1tmVSp/XS82bpsv3p9vmdtkmpjw7XXuq67r2grLhZMTU94Yq48FD3agoLXbaUqeWi6vM7Z8al7bYBXKbcju6Ir+7qnx208YOwgOrNvHJEwzDMBJ5qdi5KmGU8lT/rABXhSggvOj5+i9R+7LJS3Hyl+eluu/h83rrN7WhsrHFKDdV0VVt55nGJN+jPDudQqrqR9eeShnV+YbJCg1VxuBfOQgBMJ9oQXmXKD6blHZOGtwPD331bKXcJpnjSHUSzGPwPvHJEwzDMJnkpWLnqoS5lqcwbewgrN7clj5ii9pneNGLy4HeVWkIy6Jz8jcttj5yu9YxjYkyXll+nULq8m7YlFGqoq6bW9fgDdd3iRKg4xOEI8ut6ifYZj54qDvdl04GCkHbfPIEwzBMJnnpYyeTixx2NlY0t6JbHP7XhbDPkE8aEl9cU1+4pE+h+jzq/PlkoqTdMMnv4+foArV9Fz8x2eqp86P0zUkny0xNW0KRWd7yT6ayt5kfWLUJ08YO8vY/7c+RsgzDMBnkpWKXi9xproqDbhG3tUNRilTj8VH2XGWhjE+FLK9rclpbey51TfJTlR9fxdrWfhRFhhqkEXcbcSnDM+pqMXX0QNwzc0KW0riiuTVLhmPxxxrDMEwhkJdbsVFzp6m2l1wdwClbrb6BHbKDOMWHijImF1y2KKk+VlECDeLcyrXhM9eqe0FbLv5rOlzGT811SCEuN4Yo28zH6rhAhmGYfCQvFTub87xNKaNEQgZlOrtSqCwrIUf4ufoomZz3wwEHtkXZJbozbig+Vqpy1PZMdX0jMG0+hKbIX2rELoDYkjdTgzRM8uXC1zSM67MwyXO03l2GYZhCIy+3Ym3bR7ZtO8o2XVAGAk5bgK4+StTtUJ8tsyhbj1G2wly2CKNuuZm2rU1n/IbryTIEgRZNLe3KXHadXSlMrFVHEoefg8p/TeVnGIf/oCzDxNoEOrtSsWxlUuWLM8ecybcwzF7eqmUYhskgLy12NnR/7YctCjbLRbCwtB1IojK0tRaXLCqZfFJkUMr6WHjkiMtw/ThPR4i65WaK9AznmzNtA7rmsmvarj8uzJSDLSxb+J5rehDbO1XdtxyV5R9EAJeZU9KE8c11qJIrrnckbTlPplBZXpL1Du7d+4532wzDMIWIl8Xu/vvvx8iRI1FRUYG6ujo8//zzpHovvvgiSkpKMHHiRJ9utagsLiqLUVwRfnKfJotGVOuiCmrfuj4op2KEr8n1TdYuV6I655uifW//1Dht2+F6LtbOqPLa5jo8n7p3g2IRpchJDUKijjksV9T3Wu4bRVC+gygiN88wDNMzEI4sWrRIlJaWil/84hdiw4YN4sYbbxR9+vQRb775prHeO++8I0aNGiWmT58uJkyY4NRne3u7ACDa29uV9+et3Chmz18j5q3caGxnz/6DYt7KjWLP/oMZ/+9DuE9q/zaZctW33Ieujk4W+Xr453BbunJv7OrQ1nch6jP7sPYVxjSfuexLCPOYXWVRlbe1YXqXde/Wlh2tGd+GvXv3iq985SuiqqpKVFVVia985Sti3759Rlm7u7vFHXfcIYYMGSIqKirE1KlTxd///veMMgcPHhTXX3+9qK6uFpWVleKyyy4T27dvz2rrD3/4gzj77LNFRUWFqK6uFp/73OeMfcvYvnUMw/RMXL4Nzord2WefLa677rqMa2PHjhW33nqrsd4VV1wh/u///b/ijjvuiF2xi6oc+eCiJOoUHNd+fPqmtimE35zolLxwe9csWKO8rusnTvl8UfVFfc5RFLE4n2ec9Vz/GHBpw6etAPnbcPHFF4vx48eL+vp6UV9fL8aPHy8uvfRSYxtz584V/fr1E7/73e/E+vXrxRVXXCGGDBkiOjo60mWuu+46MWzYMLF8+XLx8ssviwsuuEBMmDBBpFKpdJklS5aI448/Xvz85z8Xr732mmhubhaLFy8mj0U1HoZhGCFyqNglk0nRq1cv8dhjj2Vcv+GGG8R5552nrbdgwQJx5plnikOHDuVEsVORi0WYUkdVRqfgUPBVZo6mgqCr72KxMymIchmVghyntUlXxybXvcuanS3HcZALhYnSxp79B8U1C9aIKx9sIL2fVIuwC+Fvw4YNGwQAsXr16vT9hoYGAUA0Nzcr63d3d4uamhoxd+7c9LWDBw+KRCIh5s2bJ4Q4vNtQWloqFi1alC6zY8cOUVxcLJ5++mkhhBCHDh0Sw4YNE7/85S+dx6AbD8MwTIDLt8HJx27Pnj14//33MXjw4IzrgwcPxq5du5R13njjDdx66614+OGHUVJCi9VIJpPo6OjI+E/G5tvlE40atU1dGYrPlw5fn644/Ql96wc/nzS4n/K6ykE/cLhXjTmot6K51SmBMTWBsm0udHKl/b0EYj95goLtHdH15+IfqXtmBw91o7ykmPR+xun7qqKhoQGJRAKTJk1KXzvnnHOQSCRQX1+vrLNlyxbs2rUL06dPT18rLy/H1KlT03UaGxtx6NChjDJDhw7F+PHj02Vefvll7NixA8XFxTj99NMxZMgQXHLJJXjllVeMMlO+dQzDMC54RcUWFWV6LAshsq4BwPvvv48vf/nL+MEPfoDRo0eT27/77rvxgx/8wFjGFqnnkwcrjjZNeekA9RmjYVRnnMYVLRoV10hHl/JheW1jdk1gHFeOQp1csuxhVHPg+mxUbcjXXOcLML/vlGdnGjd1HCb5XNm1axcGDco+u3nQoEHaPzyD66o/Vt988810mbKyMhx//PFZZYL6mzdvBgDceeeduPfeezFixAj85Cc/wdSpU/H666+jf//+yv4p3zqGYRgXnCx2AwYMQK9evbI+kq2trVkfRgDYv38//vrXv+L6669HSUkJSkpK8C//8i9Yt24dSkpK8Oyzzyr7ue2229De3p7+b/v27VllbFYKn1xqtqOeKFY+Sr8mS4mr9ULXVi5yybnK5lKeEn1sKmsab1w5CimyUyJNXS2jqjbimFvT7xCl/TjGQVEg77zzThQVFSn/SyQSAA5bzIDsPzoB/R+eYah/rOrKdHd3AwBuv/12fOELX0BdXR0eeughFBUVYfHixdo2KN86hmEYF5wsdmVlZairq8Py5cvxuc99Ln19+fLl+OxnP5tVvqqqCuvXr8+4dv/99+PZZ5/FkiVLMHLkSGU/5eXlKC83LxY+lqyoebpU+NRV1Qlkmzb2sMWBar1w6T+uPGXho85sKTdcxqIiF0dLUXIUynNFtT7K8prmQNemfN3VQkklVyc/uFjmKM/3+uuvx8WXfR7PvLILF320Bsf1KcM773bhmVd24dwRffHJqR/DKaecgs2bN+Ptt9/Oqr97927lH54AUFNTA+CwVW7IkCHp6+E/VmtqatDV1YV9+/ZlWO1aW1sxZcoUAEjXPeWUU9L3y8vLMWrUKGzbtk03VaRvHcMwjAvOeexuvvlm/PKXv8SCBQvw6quvYs6cOdi2bRuuu+46AIf/Ap09e/bhxouLMX78+Iz/Bg0ahIqKCowfPx59+vSJbSA++dwCTJYLW7s+PnCqkwEC2VQHotvaovbvOn6dNVLl46bCxQoXx/hcMVlgFzZs1ebuc5HX1Zqnuu5qoYyDKO275N8L5iv4Y0F1IkdRRT+sO9AHm1PHYd2BPhg7dmz65/UHKgEAFRUVmDx5Mtrb2/HSSy+l21izZg3a29vTCpjMyJEjUVNTg+XLl6evdXV1YdWqVek6dXV1KC0tzSizc+dO/P3vf88oU15ejtdeey1d5tChQ9i6dStOOOEE5zlkGIbxxic642c/+5k44YQTRFlZmTjjjDPEqlWr0veuvvpqMXXqVG3dKFGx9/1xrTaykpKTyzctypUPNohrFqyJNcLUJYeYD7rx3/tMs7h3WfNRS3Hh0m4UXMdmk+3eZ5pjyb2natv2zOOOTna9H5W40g9RciTKeewuvvhicdppp4mGhgbR0NAgTj311Kx0J2PGjMmI7J87d65IJBLiscceE+vXrxdXXnmlMt1JbW2t+NOf/iRefvll8YlPfCIr3cmNN94ohg0bJp555hnR3Nwsvva1r4lBgwaJvXv3kueBo2IZhlGR0zx2x4JgQF/67xXaXGg2Rc+XIKXDlx6gpXQIiDMFhU8ePF3/tnlT5ciz9esqX9ypSYJxXfDj58QFP37OKfdclP7jajtX6U/uXdasbPdo5gMUwj9NEKWe/LFra2sTV111lejXr5/o16+fuOqqq7ISFAMQDz30UPrnIEFxTU2NKC8vF+edd55Yv359Rp333ntPXH/99aJ///6id+/e4tJLLxXbtm3LKNPV1SX+6Z/+SQwaNEj069dPfPKTn8xKdGyDFTuGYVS4fBuKhBDimJkLiXR0dCCRSOC+P67FrPPGkXye4jzP1KetOPt/YNUm1G9qQ3ER0P1BSg1ffzr5etB20Kb8c7h/Xb+u8pnmxtaXqc2F9VuBImD25BHpdh9YtQkrX9uNitJi3DNzQqxbl76yurQT5d3rTKbQ1NKe1W4uoptz8UwpBN+G9vZ2VFVVxdr2saDQxsMwTDw4fRtyrmbGwIf5r9hcb2uF+whbxOLq12Sx05WhyGeqa7IYUeRxHZ9LEl3XtqkWOF8rZRQXg1wnZjbJmQs5VHyYvw0+FNp4GIaJh5wlKC40oh5gD9id6uPoQ5XoN66krrqkwi6O+rpExIA5YbN86L2qL12KDJfEuvfMnICpowdmBGDo2jC1TU1t45qeJBydKvctB2O4tG16brpx2p6Xrq4pyMUnECPuJM4MwzA9hR6j2KkWozgWD1WEa7gvnz4oigs1kjVXUPtRRT2GF3rb/KjG6TqntpMuwricYKFj2thBKC5COnWNbhyU9nU5+OTUJ66Rwy4R0hRl2zeKVvceUcbUdiCJBS9sduqPYRim0PE6eSIfkH1+VPmy4soFVllegvpNbagsa8E3p56Y0ZfcByU/GiW3ly4HWRx53yg+VdR+AjkDPyu5vO0ZqMYZx3PTteFygoVunlY0t6JbHP43OGmEkneRMi5VOz45HU1jiUNOah5A3XtEGdOSxhas2bLXWIZhGKankbeKnU35oCSKlRcPU5ume3Lb8lFL4T5kueJWOH0WXRmK0hZXsmLbAq6S1UeRkdG1YWrb9iwDfJ9fHOPy7cvlDwKq0mV7zwH1XFGOUAvqvPfufiwijZhhGKZnkLdbsa5beJTjwII2F9Zvddq2pfip6eRS+S9FiaalbIn5bH/q+omarDjAxefLpX5cdVz8yuJIzJwLeU3EnQja9p4HMpqseDY/wuq+5bj23FGxyMswDFMo5K1ip/JjCuOj4ASLD4qyzxCNa+GTTyLQbcNS/cd8lAXbWEynJbi05SKbz6kglPomOVzmWqdYzKirxZLGFtIYF9ZvxaN/2X44LQtBPooMLmVN/cR9kgXljx2XZ64L4NibY19ShmGYfCNvFbuwH5OMq2O/bNWbPXmE1YE8VxG1lAhEWxsyumhOIDsK09Y+NTKUKptu3AFU5cmkAFIVCNNc69p3UsSLpH8JbYRlcgmYiSPoRNd2XLhYPHUBHE807YhdLoZhmHwmb33sTH5Mro79lOuUYAxdWZcxuPo+Ufy5dG2orsuyy+27+GK5+JqZ/LZ0fcqyuh5o7zLXuvZdxjh78ghUlpU4BWzIMlEDZuIKOnF53q5uBFF8CoMxXHRyFeZ4tcAwDFOgHIW8epGxJeazJbU9mud8qsrq5KQQx5m3Lgls4zwKzae8SxtHQ9ajmYDadKyb63Fcvn1HuR93kmIKhZbQt9DGwzBMPPS4BMXyFhMl75YrtmAM3ZZZ1Jx2Lr5JYcL96rZLVddd/O8oxBH8oOvTJmsu893FidxH+GdKIEYU/zjb+Gxth+v7bIfLz932M8MwDGMmb7diw9i2mKj5x0zYto10W2bh/G1R0piE5Q4CRny2X21E2R4Lz2sgg07WOLa2bbJGnW/XNsLPZ0Vza1pe2/tmSpejg/J8Ke951DkK1/fZDrelRfF9jxmGYXoqBaHY2RZ4n5xdrsqfbuGiLnyUfnPl30bBNWkxAKOidsvidUimutP34/CZlMllvjsVgZyrN7ehWxy+RlFO5D7iSmZMmbeoc0StT/VR9FFyGYZhmCPk3VZsHFszlBQacWzjma779OuSWsQlipcyp5TIzWljB6Xls23LHTzUjfKSYu3WNnXcVPl1ZXV1o6SRuf1T46w53Hz7CKBs0VJTxZhkyvVWqC0tiin/5Ma39/ORYgzDMBJ5p9jF4fNEUbZc04744JL01ia3bV5M9ylzapqPoP6K5ta0fDZF7fwxA3HPzAlO0ZO6vHph+V3Tw+jGTvEJ0ynTJw3uR0pYTfU7c8Hkn+ejwEf5fTPNVRQCme5a+iofKcYwDCORd1uxuq0Z1VYhZftQLhP+2WX71sdvL2izsyuVToPhuzXm6meou0f1ZwvPh+t2mW6Mrtu9qiPYXNPDULbQdf0D+u1mClS/s4CoPnM+6W0o74ZONttc+fzOhGWaNnYQ/tC4iY8UYxiGCVEkhBDHWggbHR0dSCQSaG9vR1VVlbJMEKQw5cTqrMCF8DVbPV0d2yJk68ukeHYmU2hqaTfKebR4YNUmrHp9N8pLio0WNd9F2dZ3MIeBkia3b+s3F3Lp2gdA7sv0BwRFSQJo77OLDK5tmsqq7tnmyud3RobybcgnCm08DMPEg9O3IefJV2KAkr+FkoPMt4xPXzK+Ob6ORh41ub9rFqwRX3qgQZsfLpd9U3Ki+bbpci/u/uTx+IzvjV0d4poFa8QbuzpIfUaR17VsXDkaw1DmqNDyvhXaeBiGiQeXb0PeW+xcLDRRLR5R2vG1JMUls4sMcVu9fNqLSwZXK1PUvqlt+vShazvOd+TDBGXOCs3CVWjjYRgmHly+DXnlY7fghc2Ydd44ZQJZ4OilALG1o1qAcuU75wJ1rkyyRvEltPVLlcEFqm9hGNl/MI60N9SUJqb5dfUHzDVxKd+mLVvXNEUMwzA9nbyKil2zZW9WdJ5LSgdbNCw1cs8lG39UbBGhLnLHEemrGputHZ+0GzK+Yw8rB3I5yokWruOlPC8TpncnakqduCO7fd5zW1Szb7ofhmEY5jB5pdhNGtlfawkxpXSgLmguC5VJ0ejsSmFibcK4APnkldMpGbcsXodVr++2yi3Plc/CrFpcbe0E0ZZBOhJ5jJTcaa5pSWRcxhqeJ5/xmsrlWgk2tR/nHxyAX34+lQzhdnzT/TAMwzCHyaut2GvPHYUqy0ddtV1D3cJxSaWia3NJYwuath+OcDWlXTHJpLunkm9J4+FkvxWlxc7KgOuWsm7rjbIVKI/JlArDltLENIYoMqpQbZlS29I9L5dTKGRs25+mlCaUo+hc0MlqGqNqTuR2eJuVYRjGn7xS7AJc/ZCoC7HLQuXi70Stb1uAbUoGNW2Gbbw6uXULdtgip0rnElhiVOM2PSfT4q+7bpIxzuATqg+iq1Loo7jZ2nfxTYsjyMM0xijPIdepbBiGYQqBvIyKPdpRgFEXFGr9uCNgg/NYp44eGEveM9M4fPMI+qKTJZeLvy1XW3Xfcu8xm3Ia+ubOk9umKP/UvI5HA8rcFloUaaGNh2GYeHD5NuSVj93eD3x2VH44URzDqQ74vooCtX6czuHBFm34PFYK4bmQ5TaNI5B92thBkc4qpaLzFzPJGHfwiUoO25ht/pMogrEPn3fRVMcmPzXgxjaHPvVc55ZhGIbJM8XuiaYdANQLFdUx3MUxPxdQIyqjMqPOfh5rnHMRyL6iuZWshFAVKlU5lSLpM7bAsvmnV9/GLYvXGQM4VOORlQ3fiOmgndmTR1j7oM4RBZv81IAb3fVAroX1W52DX1znlmEYhskzH7vLJw7T3jP5rNmCFqgO+C7o2vDNxeUqE8WXycV3kIpL/XD/Kh89k5zB+ILtufA9l7EFls2973ahtFcxljS2ZPkTmmRz9RnTzY+pHUpewWALNzxeCnHJr7sezOPE4Qmlcurjjxf+XSglS84wDNMzyCvFrr8hylS1COgW985kCp1dqfR2Y9REqC5Rr76Kk69CaJLTJUhBVV+Fqj4lUtWkSJnmzEXRMAUzTBs7CCuaW5UBHJS5pyreukATHdRgCp3iFDfUIJYAU3CPqZ6J8PO48vSBTnUZhmEKnbxS7AKipC+p7luOyvIS1G9qQ2VZCymy0CdSkWqZUbWtuhbVkqaS03VR9VUuKZGqJkXKx5pFHVu43EmD+1llcx0jkP08g7KdXSlUlpUYFTyXKFiTkuhjhY7Dcu2TvsXWb8bz6I4n2TLDMEyhkJeKnWmhtaWbsNUH7Ck0olq+wqgWbtPWYxRs43ZaUGPsF3BXpFyJoqRQ5j4ss06RAw4/z6BsZzJlVZQpLgYUC6mPUh4lTQoV6vsfJjzmjg5W7BiGYcLkpWJnWmgpi1FUv6Koli9T27prQLQcY5SyLguqS9uu8+NaPo6x+aLKbSf7/cnPMxhf24EkKkNpTFRQXQxs932UZep7SJHJpY9cKPYMwzA9hbxU7EzkYlGQF1cXi6Htvmrh1ik28uLpsphSyros5OFrVDmiWM1MdSmBDrlSFihKlOt2cVTLaRQLMkW+OINuXN5/hmEYxk5BKHaU7VfftlS4Wgx9lCAVKsf+8L8udVXoHPtt22VUOaKM3VSXEugQfmZUBZNSLi4lKtyfLcLV1r6LwhjXyRKUPgH35Moqwie0/KFxs3c7DMMwhUhe5bHTYcqFpcOWKNalrTAz6sxJbFX3qdhyjMWRI081fpXM4Wvhtk0yyO2Yysr3TPMW7p/SB/UZq8rJ7cWZWy2tlCqSFMeBajy6ufB5l2xzLfflm9Q4aOeupa9izZa9bpPAMAxT4OSdxc4lYpS6fRdHOpIAU0oNm0UxahRiHFuiJmtMsNCaxmGzWFLTytj8GHVjoKSuoQaRyGf2BsmMk6lupcyqNlwsVfJ7YmvX9R1x8WeLK9jC1CfFV3DV67uxenNbRqLtoP5hi90mLCJJxzAM0zPIO8XOJWLUlFZCt6DplBgZlwU2SoSsC3FsiUYNTFHJQFWiw3NqU9apCXlt24YugQBLGg8nM64otR/TFm4DAOm5mnLcpcfdlULTdvO4qUqv7hrg50dK2aJ1+SNqRl0tVm9uw8FD3VjS2KL8fb/23FGYo6zNMAzTMykSQohjLYSN8OG3h4rLnSNBVQery2Xk9myHn+ficPQ48oblsp9c16PMaVBm4vCENQcchQdWbcLK13ajorQ4bRXSyesbhQzoLXZym7o5SI+7NoHKcvO4c/FuHo32fXwAXQ7GzgcKbTwMw8SDy7chrxS7LTta8cwbHbEqFrpFyjW6lVrPtZwvH1blLWobcZUJlw22V6eOHpjzaEybIufyXunS34RP0fgwvVu2uj4KY6EpQoU2HoZh4sHl25BXwRNPNO3QOr37Bg7onPJtTvG6+1Ec813GZMO3fd/gEUqggQ1KIAKljMsYqvuW456ZEzB19EAvv8rwGCnjlWWT3z/d+FTX5baCn1c0t8YW0KEaU5SAEdOziRJYxDAMwxwmr3zsLp84DL0/sNjJ2Py/XPyOokD1c6OUi+Jz59u+b/CIi29dQK6slpQx+JzeoMLVly7s+B/4cMaV3Nrn2dnG6foORsnBR/1dDPdRai3NMAzTs8gri11/D8tbQNQ0JlSo1gxKuSgWDEoKElX74cXVJRWFajxRnkkUayUlDYztfaC+L+ExThs7CMVFSEfTqvoOZFvR3Oo0dorlzPRO+ab3sT1DuV1be5T33vbsj9bvMsMwTD6SV4qdCduCQVWSoigU1PaofbjkCzOhWwhNcxaH4hPlmYTbl8frOqcqWW3vQ/i+qT/gSDqWFc2t6BbAiuZW6zxRx25rh4qPHID9Gdq2luOUlSozwzBMTyavtmKjEFfKEdftQ1V7UdOauNb32aIL13HJHeiC6ZmE25fH6zqnlDQcJtnks191/an60c0Tdey2dqj4yOHTri2VTBRZVTJ3dMTzBxjDMEzBIPKA9vZ2AUC0t7eLPfsPinkrN4o3dnWIeSs3ij37DwohRPp68LMvtnbmrdwoZs9fI+at3OjdXlRZ4xorFduYczFGU/um/uT3Ig6O9vjiqBuHfKY2KO37vDeusoS/DYVAoY2HYZh4cPk25N1WbGApuWvpq8qIQNXWnQpdGZftQ0o/qvai+hlR/Od8oPjiUf3VXKJkbWOg+JJRfNcofVH6112j4uqX5rrNTGmTgqkNSvtUH8uFDVvJ0cSUsgzDMD2ZvFPsgsXi9k+Ny1g0wosIxSl/YcNW8sIXXljDC7rcT5xKlm/aFKoMLgEFpjED9rNkbe1HUULkceQiiIbi4+eCzi8tiJR1CXDQjTcOPzRTG5T2VYE44bkL2oAAWUmklGUYhunJ5J2PXXixOGlwP+V1k49OsEhOrE1Yo/0C/yCd/5bcT1TfuTC+aVNUMqh8nXxTnVD91VTXdO3b+jX5asnjMPmMtR1IojOZwsThCadUKBQfPxe5dX5pKl8+VfkwuvFG9Z2z+ce5tG9KCRMkZa5sbMkYn9x/0J+qLMMwDHOEvFLsFrywGbPOG0dOJaIivEiaMvuHFyOq47kt4MCEbiGzYZIhgKrEUfr0VRhM81HdV39Gqk7+AJeggiWNLemj5UwnNcj9yX1Q+5TfofD4XM5njZJnz7dOrv9Isb13uv7jzjvJMAxTaOTVVuyaLXsjb8FQT4wIbzX55KZz3fKLKzcXNZ9cWJny8UV0LeuaPkW1ZWeyWOmejakdnb+mvDUKIKMP6vtAdQ/QjSXKfKpw8eUzzbmrr2R4XD5zxzAMw9DJK4vdpJH9SR96H2uGKW2DDzrrC3V7zlbeBd1YKFYZF8tNFMuabUvZN4WGrp1wX2GLHWDfGpXRWf6o7gFU2cOo2oty6oOqP9d3Ik4rH1vmGIZh/CgSQohjLYQN14OxfQ4TdyGKsuUqWy7HQhmHy1jjUEJtbdnmQ64XRSZq3UCm4iKgW4D8rGztu8oe9V2h9qcrF+fzp+L6bfiwU2jjYRgmHly+DXm1FRvGtE0V3sYxlfONboyybao6dspElC0p1zQiqvIuqVkAkLbZKOj6lefDljokSloSVV3VHAUyBZHauuhWm6xRo21tc2OSRTdeFbp50Sl7LkfT2Ygz8pxhGKYQySvFbm/oo25SrnS+bq75w3T4+B8FqI6dMkFRLnR9Hi0/P5d6KlldFmt5Pky+kblANdZAppMG9zPm0pPrykq+fD+q36Wpvun3Is6+XH0rVbQRf+8ZhmGYPPOxe6JpB9bu6gLglw7EFu0oo7NCmPx/bH5GPr5Wtj6o6VhsuJYP+5ZR66lkdfHNkp+JzTcy7q1kyhzpysjXw0r+SYP7eUffBri836bfCx+oY6bWC0OJUGcYhmE+IOfnYMRAcJTGlh2tR/UoLtfjw8J95OJoK7mPqMepudaTy0eZH9/juVR9muq7yOgzHipRx00pm4v3IJdHlkXta8/+g+K+P64tqCO4+EgxhmFUFOyRYv0jbEsC7v5WPtt61KOtbLKaysjj8PUj021rUbd2dfPj+gxc5Ff1adqeozzDQN5pYwflbBvXtIXrEt3rki4ljO/vRdDvwvqtTm4MPr51qjZtyanXbNmrbJ9hGKankleKnYo4/JJ8Hbg3vr2fFMBBlZ262EUdi02R0fUp+4RRcwJGQR4PNU9fQLi8TWFd0dxKOoO37UAS9y1/Dfcte834DoSxvQ+250YNCNIR1Z8URdAq9T7vreq+j9I+aWR/p/EwDMMUOnnlY6ciql8S4J6XK7i+enMbuj9IFkM5Ussmu6q/qH5WPmV0fco+YdRx2bBZZWzj0c213K7sqxXcU8mrKxu08+S6nQCAv+1oz3oHVOOxvQ+2cYbrU/PrhfH1TQv6bTuQRGXZkaO8bPLY8uyp7qvmyCR3dd9yXHvuKMxxGhHDMExhU5B57FwJLzgAlP+vSu0gJ6SNUw7f9lRt+OZ2i5oTzjUPnCr/Wpw5A8NtBYoUJR+eXLbtQBILG7YCArhswtCsd8Ann5ztndK9o3Hmi/Od6ziesy+Flvet0MbDMEw8uHwb8lKxc02Q6qKgHOuEwHHUkfEdU9S5oNbPVWJb0/sQKGazp4yIPfGyrn3KHwS6OQtfly2IvnLKfJgSe1PLFpoiVGjjYRgmHgo+QbFrziwXPzyfgAkdceTNi8NfzXdMUeeCGlwRJYmwT1DAksYWNG1vR2V5CalPV/mq+5ajsqwETS3tGc8teJby2bRhdHMWvu76/ocxzZdLoIlPzru4gkU4STHDMIyevFTsKIuf6TrV2T4qlChSF6d5FZRFLsj3tqSxxSlK0TYXtr6jBFdQExnrIilzPac2VH0E14ITKkzvHwCt8uv6/ocxzT3lJBKXPzSizKNpLHEG5zAMwxQaeR88EUbnoC5fpwQ2qHDd6pIdv1X9ujjNq2Tp7EqhaXu7tj61H0qQQhx1APektKZExrbAB5c5pdZXIb8bqj7C10zBJzYZqO+56n11CaKIGszj+34A5meUIUM3W+0YhmHC5KViR1kwcuG3pevX54SKAN9oxUCWibUJ0naprR8fOeQ61Dn3nZc4Iikp+NSPQxmMKgNFpvB82Z6Xab4Da5zpWdvG4BsQErZAX3Qy+6ExDMOEyUvFztfik6t+XRW+MBQlx2Z5cfETs92nLNi6NqPMA0VeqqXVRXmh9m0jbmWQKoNpfNPGDsLqzW3pvIO2/ilWR1VdVTCHSa60tTmZQlNLe/q6SRZd6pr33t1vnSOGYZieRF762FH84Kj+bLZEtBQn/6CvaWMHOQdLUPyQVO2Y5iCKb5NOZkqbOr8oF0d4lwTLbQeS1vK2Z0Bty0dOXd0AanCJqQ3T+MJ5B1XI/bv4rtmCOUxtpZXCIqTbsMmi81e9fOIwq6wMwzA9iby02AWYrAJUf7YljS1Y9fpurN7chntmTshoh2qBCvqSE7XGZVl0tQZF2aoO96XK5WZqU2fhMckvt0vpJ1wGgLG8be6obdnkNMkd3OtMplBZXpL13shWUqp/oW18trHLz8vlPQvXpW6bq+6F3z2TLDp/1Y6ODqusDMMwPYm8Vuxct1tVPmGdyRSKARw81I0ljS2khY66yEbxsZMVr6MRnCDLHFZUo/h8kR3hif2YFAnKdmK4jKmtcPnOZAoThyes8poUmc6uFOmEE5NMgVU4PD7VVijgvqXsG1Sk2/p2/QPAVMZXNoZhmJ5GXiYoDogrIevE4QlUlpVkteOaCNmGS70oyWIp/UQtk6ukwlGhzJvr3LqWj5pA29SWSpZcJRb2eca5TnIsy/ebP7+KOZ8+vWAS+nKCYoZhVBR8guKAqDnnAj+d2ZNHOOVb8+032Pa9ZfG6LF8p2YdK539F7Scsty5HXWDpcc1Dp+rjwwLFt9I0t6q5ci3v+t7octep2lLJQn1XXH0vKe+RDNW3NQ6WNLZgzZa9sbbJMAyT73gpdvfffz9GjhyJiooK1NXV4fnnn9eWfeyxx3DhhRdi4MCBqKqqwuTJk/HMM894CbuX4FTu4uRuU9CiKFe69spLitPbvmHkRTRKcmCqUzxVOaMqO7lawF1QzZvL3LoGqqjKuyqCLm2pZFFdi5pcWNU3pT5l/uN6T2bU1WLSyP4Z1/bt24dZs2YhkUggkUhg1qxZeOedd4ztCCFw5513YujQoejduzfOP/98vPLKKxllkskkvvOd72DAgAHo06cPPvOZz6ClJXMeXn/9dXz2s5/FgAEDUFVVhY997GN47rnnIo2RYRjGFWfF7tFHH8VNN92E22+/HWvXrsXHP/5xXHLJJdi2bZuy/J///GdceOGFWLp0KRobG3HBBRfgsssuw9q1a52FfaJphzX6zvYzhWDhAeAceWpTJO+ZOQHnjxmYtei7REjaxiUvrrq2qYorVdnJlRUvqiIwo64WE4cn0JlMWdtwVeZV5cNzI8tumiNbWy6YlEQ5ejvAFgXuq8z7KIgUqvuW49pzR2Vc+/KXv4ympiY8/fTTePrpp9HU1IRZs2YZ2/nRj36Ee++9F//93/+Nv/zlL6ipqcGFF16I/fuPpFK56aab8Pjjj2PRokV44YUXcODAAVx66aV4//3302U+/elPI5VK4dlnn0VjYyMmTpyISy+9FLt27Yo0ToZhGCeEI2effba47rrrMq6NHTtW3HrrreQ2TjnlFPGDH/yAXL69vV0AEFt2tIp5KzeKPfsPpu/t2X8w45ru5zd2dWTV1TFv5UYxe/4aMW/lRucylLou6NqTx5lLqH3lSiZ5DnT9mPqP+lx8x0aVPQqqNn3mwjRHuvZUdWxjpMyBqUz4XvBtaG9vFxs2bBAAxOrVq9NlGxoaBADR3Nys7Ke7u1vU1NSIuXPnpq8dPHhQJBIJMW/ePCGEEO+8844oLS0VixYtSpfZsWOHKC4uFk8//bQQQojdu3cLAOLPf/5zukxHR4cAIP70pz9pxykTHg/DMEyAy7fByWLX1dWFxsZGTJ8+PeP69OnTUV9fT2qju7sb+/fvR//+/bVlkskkOjo6Mv4DgP6EbSjdzyuaW71ydLmWsVlFdLjmOqP4yMUF1Wokl4tzyy3q1nLUbXXf7UTKVqqtPVteO9ftYx8Lrm5uVXVsFjnK1nHQxsKGreQt5YaGBiQSCUyaNCl97ZxzzkEikdB+n7Zs2YJdu3ZlfNPKy8sxderUdJ3GxkYcOnQoo8zQoUMxfvz4dJnq6mqMGzcOCxcuxLvvvotUKoUHHngAgwcPRl1dnbJvQP+tYxiG8cVJsduzZw/ef/99DB48OOP64MGDydsNP/nJT/Duu+/ii1/8orbM3XffnfaRSSQSGD58OKltF78zExT/NjlaUN6+lRVJ30S6Lv5dURWpuH3kfOWzlfNRTKjKKVXBpm4nUvs1tae6F74my2abP1sQh4syqKpj+12j+P8FbUCA7MO4a9cuDBqUfcrGoEGDtN+n4Lrpm7Zr1y6UlZXh+OOP15YpKirC8uXLsXbtWvTr1w8VFRW477778PTTT+O4445T9g34f+sYhmF0eAVPFBUVZfwshMi6puKRRx7BnXfeiUcffVT5AQ647bbb0N7env5v+/btJLlc/M6iYFtoAXdFwMei5NIHRalyre+qgJkUPZMFihr84PqMo0S0Rg0ecYnUtUXCyrJFCYrRjcFlbm1lXYJEZk8ZgbY//w+uO/8kFBUVoaioCAP6VeC680/CgH4VSCQSAICXX34ZQPa3CaB9n3y+aeEyQgh8+9vfxqBBg/D888/jpZdewmc/+1lceuml2Llzp7YN328dwzCMDqcExQMGDECvXr2y/vptbW3N+otX5tFHH8XXvvY1LF68GJ/85CeNZcvLy1Febl9AZMuZKrErpZ4tXxelH/maa1Z/SgJWWQ6XPoLFFNCfouFaX9embkxy++H6wJFTH+Ry1Ofqikr+cF+m90L1vChzLCtfQVm5PbmOy1my1PnyeaZxoJJPN57qvuX41T3fx55bv52+9uhL27B2+zs4ffhx+PQp/XHWWWfhlFNOwebNm/H2229ntbF7927t96mmpgbAYavckCFD0tfD37Samhp0dXVh3759GVa71tZWTJkyBQDw7LPP4g9/+AP27duXzjF1//33Y/ny5fj1r3+NW2+9Vdk/9VvHMAxDxtWB7+yzzxbf+ta3Mq6NGzfOGDzx29/+VlRUVIjHH3/ctTshhN5p0NchXq4X/lnltD1v5UbxpQcaxDUL1hyVYAUdUQIAXJzfqfWjBgKE60dpiyqbLdBGxnW+fQIMdEE9cQXhUIMQKOWp7eYaW/DEmjVr0mVXr15NCp744Q9/mL6WTCaVwROPPvpousxbb72VETzx+9//XhQXF4v9+/dntD969Ghx1113kcfGwRMMw6hw+TY4K3aLFi0SpaWlYv78+WLDhg3ipptuEn369BFbt24VQghx6623ilmzZqXL//a3vxUlJSXiZz/7mdi5c2f6v3feecdrQHEoA6YFXrcIX7NgjbjywYbYF1pThOe9zzSLe5c1kxWROOSxXf8wonpm1GsmqEqRTUEylaVGPbsqaL5jphK0e++y5mP6/sgfu4svvlicdtppoqGhQTQ0NIhTTz1VXHrppRl1xowZIx577LH0z3PnzhWJREI89thjYv369eLKK68UQ4YMER0dHeky1113naitrRV/+tOfxMsvvyw+8YlPiAkTJohUKiWEOBwVW11dLT7/+c+LpqYm8dprr4lbbrlFlJaWiqamJu/xMAzDCJFjxU4IIX72s5+JE044QZSVlYkzzjhDrFq1Kn3v6quvFlOnTk3/PHXqVAEg67+rr76a3J+c7sS0UMVpRfJt12WhNaWeuODHz4kLfvxcrBY6Kj4KwdFWBk1WL18rHpXw/Lgokb7pT0zPwydNiQumebv3mWavtD9xWQblj11bW5u46qqrRL9+/US/fv3EVVddJfbt25dRB4B46KGH0j93d3eLO+64Q9TU1Ijy8nJx3nnnifXr12fUee+998T1118v+vfvL3r37i0uvfRSsW3btowyf/nLX8T06dNF//79Rb9+/cQ555wjli5dahyfbTwMwzBCuH0b8uqs2Pv+uBazzhtn9IeTz6o8Fmeams7LDOSZNnYQVjS3pv+V5Ws7kMTC+q1AETB78gjn81wpMpjm5MN+Tmhc/fm2EZ4fAMooadX86SKqXZ6H3J/Ls4r7uVLGqZof6rzbyhXa2aqFNh6GYeLB5duQV4rdlh2tGDF0oLGsvNAEC8PE2gQqy0usC5rrwue7UMehUOgOhbfJEEUhMrV7tJXoOPrLtcy5eBeiPD9bXd/32VRO1WfUNgMKTREqtPEwDBMPLt8Gr3Qnx4r+HqkW0vmwirLzYalwPe7INTlsgG/CXFtaFYoMpr598+3Z+owD25FXPuRaZsr7ZEtqbUuN4nK8ne29U6WkoSq+LkmMKbkibcf6MQzDMNk4pTv5sOC6dRVsyVaWtVgVKdfUGtT0GDKU9CYU+VzbscloS3eRq9QjFOJKxeGa3iYKlPkKnmFg2QIyx2dLjaKbF9V12/tiSkljm3PdWKnvaHjej0baFYZhmEIkryx2ARQrCDWpbRiX7aHAEhJuN2qCYApRLUxREyWH+4/rJAlqXaqVU+5Pd1yVbg5U99sOJHHf8tdw37LXnMbh8rx047ON27WeaX4oiZjjGKstOXQUqzLDMExPJi8VO8qC5bMwULdhqVtOptMUjhUUxS2wmNgWTt/5Mi3MJiWMun23sGGr8eQK2/szbewg5fmnT67biSf/tjNnz9B2ogYAp1MhdNdtJ3tQ2gBoCpbL71r4uZj6/bD8LjEMw3wYycutWN3Wjrx9o9vC0W3zULcZqVtO4X7kOnE4j/vco2yLUbfBfOfL1L58z2XrN6g7sTaRoZhRt69Ncs2oq0VnVwoQallcomB9iWt7UjcvujnWjYEij8vvGvX0lc5kChOHJw7X7WarHcMwTJi8ioq1RYPEFWkXV704IlNN5UypXYIFNe7I1zjq5yqyNtdym3hg1SasfG03KkqLcc/MCU5pPeQUOLqIVCA7bUgcslPG5hp5nSu5ZFkKLYq00MbDMEw8FGxU7IIXNhu37wD3CDrbdpJuO5WyDUWNTA23Jbc7bewgFBcd/tfUBkDzUYoqNwXbVpncvsnHS4dqHK5yxxllO6OuFhWlxUimurXbizq5g/m6a+mrWfNG3YrW+QU+sGoTNr69P5JPmk/ktUuZOGRhGIZhDpNXW7FrtuxF7z5HLFKBFcB1iypcHoCxrm471dQnxUoh+03p5FnR3IpuAaxobsVJg/tp25Dl89lutEG1vrhGzvrIFMe2ZNyRl6cNSwBF5u1FVZ9B+bDFLiCKe0DQ1+rNbej+wC5PzV0XJux3GadF0Mfi5xtNzjAM01PIK8Vu0sj+SqXKVZFQlQ//f3gx0SlLpj5dFYbAf6szmcJlE4Yq2w8se7YF2DclhTxun1QoLnJQZYqrjmpsPv3qWNLYgqaWdkw5sdpZ6Q3Pl015l5HT+qj6UimMsuy+vnIqOVTbyL7vE6c9YRiGcSMvfexynYcs6lFVPv1T+sz1kV0+pxLkC9S5y4X/pXzPRwnStRfFlzKqfDY54nifbGUKzSet0MbDMEw8uHwb8spiF2CzYkT9Kz+qJUcln22BovQZh5XKhK39D8M2mK9SRJ073y1209zIbar60PWr6tMUbe0DZbtYNT6bHFHeJ5MlkmEYhtGTV8ETVKiBCTp8Hb5N7dsCL6I4okfJy2cLXKDOmU/SWF0d6jyarslQn6nJOd83f5rcpqoPXb+++d6i5JijBiio5ADgFAjj+u76vGcMwzA9ibxT7FyjOsMLhO/CTJXH1H54EYwihymqUm7PFFFrq0u9byvnqqTZ+qQqRap+Xd8dubzuDwYbsoKjUnh0SpBqbBSFifLcljS2YNXru3HL4nVe0cWqcnK/tnnSyemi6DIMwzBHyLutWJ/AhPC/8v9ToSRpDTurP7BqU0ZZauCFDVNUpdyeKaI2nDvNJEuUqMxA3lWv78bqzW0Z+d1MdUx9qrbvbNuEqu1OSpSn3IYukjm4lgsfRN/tb+rW/urNbTh46HCKlji2POV+bVvMuvdPN275d+yik9kPjWEYJkzeBU8cKi7PSeCEzYHcJUlrLh31fZ3s5bJHK0Ck7UAStyxeh4OHunH+mIFHLRjFx9nfpd8oz/3DhG6Mrtdd2486V0H902vKMOfTpxdMsAEHTzAMo6JgExQD9kPoVVs1lG05uZ7884y6WkysTaCzK2XdtpK3kaL4wIVxXVRNW2pUPyodVNmr+5bjnpkTcP6YgTnvS+7XtN1JGb9p/ijPPeBo+R/69KMbo84n1PVZuGwxu4wjqH/5xGEkORiGYXoKeafYhbE5lpvKqRQ3k4N7dd9yVJaXoGl7O0mZCS9mLn5EPj5pcS7oVFwUw1z3FXX8cTnk69q0KUMufpOmtkz3XIOIdD6hUf8gCDC9Ey7BMP3zLO0OwzBMrskrH7u9B5J4ZO0R3zWVH5HKN4eSikGuR22Hgq6eqo+F9Vvx5N92ojOZwuwpIzIsdCY/triTuNqsg0cz9Umu09vkYv5cUpLI/bcdkA66D2Fqy3Qv3AdgPm0F0PuERnnuVIvzjLpadCZTaet4XP6KDMMwPYG8UuyeaNqBtbu6AGQ7s5ugOtz7tBN7vaIj/5qc98O4KJzUxTUXyg4FH3+6KMEocdS3tWnLa6gKONCdYmFrS5cIWKUoUsdLfX9tz476TgXW8fpNbagsa0kru3EHpjAMwxQieaXYXT5xGHq/0aH1yzmWH/64+p89eQQqy0qsC7DcX9xnrOZC2QlDiTKmjimq9VCuT3mWPhZNVfAGcHic4bKuc2+bM5Wi6JpAOw45XMZFja5lGIZhMskrH7v+Ef1yVPgkMFYRV36tsO+Rqx8SJUiE6teXCx80m/w6+aLgIzvFV21h/Vbn5031VVM9d9M4bHNGmVOf99c1z5/ufaaUjfu9YBiGKVTySrEz4fvhDy9oPk7u1P7jVo58g0QoSWVl4lJabfIH8gUWLdNcURMQy7K7Bg7IpC1HRXB+38LtugaUmMZhU8Ipffn8/pjeLZd3xiVYIpy65oFVm7A3xj82GIZhCoG82opVYfMvksuo0i6E/5X/P4zKyV21HarqT7WVFGX7yzdIRIWtjK8PH4CM8VG3jynbbqoyqmuULT1ZLtPWrOw7pxt7lIATVTvUrUmXLUvb87CNxxTkEGXblUIwzvfe3U+uwzAM0xPIe8WOslDLEYqmRdzka+W6uHZ2pdL+cqrFK26/IV2QiDxmSj3XNgJM0Ze68drmWVWOqsTKY/N5DiZ/OFM5X1TtUMZhuu4jr+2+KsghfE8XyCG/Rz4+ksH4Ljq5CnOcajIMwxQ2eaXYyelOANpCHS7jsvjaolJti2tnMqVUCILFzXacV1wBGXEoHFGUMvmaPF5q9K9NwaIoCD5pbKjKkq9lk2JFltGN1UVJimPcrtY2X8v1sQ6OYhiGyRfy6kix+/64Fmt3dUU6qstlgYi6mLgcp6QqG5SbODyRESnrKpNtHFEW1jiO0aLOcz4t7jZZj8bxY3HOV5RnZNqeB2hzIZfhI8UYhulJuHwb8spiZ0p3EsZktXDZVvTxO6LIQd0OVFn+AHtyWaocpr6jjMWVKPkIZT4syl+cqT8AP+Wcah2zKV6U8ZjK2SytqrmwWYJ5K5ZhGEZNXil2/SMqWgFRtibj2NakbgcG5doOJFEZWniDcvLYKQu0iijKWdQcchRcnrHv87EpPK6WX9ucmuaNqqSFoQSO6MqZ/CKp4zGV85kL2/Z88HNHR4dRHoZhmJ5GXil2KkwLnm7xpVgIdFAWOB9l02ZlVAV4BNtRwTXKAm1r/8Ni8Qrjoqz5KqnUKFuqTC7WXlOwj0lJC0MJHNGVM10ztaVCF8DjGxwRxRLMMAzTE8lLxc4WHRmgW3xNFoLOZAqV5SXGxdc16MIkfxTlSbc9ZVqgbbJQgySOJi6LvIsS4RNl6yNTADVFCVVJCxOn4uWbkiVOjoYlmGEYphDJywTFwUK4pLHFmHx1Rh096WpQFkVQJksN9wlkJ7oN/2zrV27L1p4Oeezhn03zEm5blkUnu0pmF6gJml0T7LokfpbL2t4jU7+mezp0cytft7VtG3PcybApiZ/jbt/lPsMwDHOEvLTY2awlLta1gAx/trIW5eIb/le2slBznenkt7UXJ+G2ZVlyFSQRxfk+jnZVZaOMKc7t9qPhbxdFdurWsK8Vz3U84X5Kyb0wDMP0DPJSsbMRRSmiLr6UbVCXPlzbMwVOmPy35LZ9t/BcAzXk8YRz+a1obtVGP9pw8XmU8wa6JNGVsW1Zy+PyJS5/O4rsOqhbwy4KZVBe3gZ3PXXjytMHWuVnGIbpSeRVHrsgf4st71Uceds+7Ojyeslzkqt8aeF2AWT0QZnfoH5xEdAtELt8YRkCRYDaB2XObHn94hqXi8Ietc1ctguY3xlVGdPcL2zYCgjgc+P7Y+SwQQWT943z2DEMo6Jg89gF6Kw/wYJis0ItbNiKJ9ftRGdXCnMuHKMskwvlb+Pb+3HX0ldx+6fG4aTB/Zzrm5z9dVaaXG03moINljS2YOVru7F6cxvumTnBmA4kbNmKKlMY03azDVN52za/blxR0qn4bLfq2rL9fuTC2h1ACe4Jz98DqzYp56a6bzkqyw4fZVaUes9JRoZhmEInLy12MvJf+bbF/75lr+HJv+3EZacNwZzpasXugVWbsOr13SgvKdYqJypMW3FffeglNG1/BxOHH4eHvnq2wwyox5lrfPtrO5DELYvXIZnqxtTRA2M9kYIqU9yKedBeZ1cKTdvbnedEJbdpLFGt0i5t6doF3E85Ucnm8yyo47/o5Cq22DEMU/C4fBvyMipWRo4qtEXszZ4yAlecNRyzp4wwtlleUoyDh7qdIv+Cvu9a+mqWDLd/ahwmDj8Ot39qHLk9l2hbajtUdP3Z2qruW457Zk7A1NEDvYMtAPVzlGXSyeITtRpGF0GLD7ZXXcelmkvT87Q9a9X4dHMxbewgFBch7WNoItyub+SrXM+nHer4++epKwXDMEyuKAiLnYyLhSBufyNf53mbz1ZUK92xsgBFwcVXz1cW6rzng1+mq59lXL6oNgtdLueu0CxchTYehmHioWB97PYeSOKRtWq/mzAuyU1NPkW20wOC+mF5wnVc/Oh0crhGx+qIM1Iyit8eQPc3ozxHX1nkrVXAPO8UWY618ufqZ2l75tTfI7kduV6UZMO24JGLTmblh2EYJkxeKXZPNO3A2l1dAOLLju+qGIQXMYB+bJdNRjkVR4BtUaQqZDYl1WUeop4KoJLZNA7Tc/SVJehvYm1CueXn026UwANfpVCu56KgUQIVKDJGVfRN6OY0uP7eu/tj75NhGCafySvF7vKJw9D7jQ6lz5dqwaEstNQF3KSAxeFHZpLRhClCOGhfZxmT+w62HCmLvAvy8zFFR6rmMuocqQj3F3WcNuVcVdbnXVURRxSrfOYwpa/g/TEplDpcIoRtVsiLTq7CHHLPDMMwhU9eKXb9NQuI7zamC7o+oloOdTJSLTjyomqzKNrSgJgWb19sW3WqcYRxfY7U3G9xKYlU5SqIFj54qDurrM16lktrGbWNcLkoCqWq7sL6rXjybzvRmUxlRKrbrJAdHR1OfTMMwxQ6eaXYhaFsI5pOS3ANqoji6+bqx2er45tfTr5vOwHDVwaZqMqHqxJm276Tr0dNAkwd35LGFiRT3agoLda+q7L1LO0LmEyhqSXbF9C2xU5RyH1OH6GM2UkZLZL+ZRiGYbzIW8VOtY3oWgfIzGI/e8qI9AJEsTLp2pYtXT6Kje/WpCyni2VMvk+VwWbZi2OrzqVsXEEEcfkvquSi+nymfQGHH/EFtM2PLHdc/nu2MdvkUNUN+rjstKGoLCsxWq6DNo9VcArDMEw+kFeK3YIXNmPWeeNiVZaWNLbgyXU7AQCV5SVOFgld265KoQrXrclcRGSaFJawP1ncPnCU9kxRrSrFwbT96qoIyjJQrbSU90Auo1IGbT5xOuUwXD7KebhUKL9Dtj7iDlZiGIYpdPJKsVuzZS9692kxKks2x2zV1mNnVwoQmQuQqzLmsk1FWVRdrSW52maUUfXj4yfo43eokkMX1WqSV8bmxxUOKAnatCm0Ln8YuD5rW9sm5TCAMi9xbqH7+gjqXAs43QnDMIyavFLsJo3sT/JjckmlUd23POu82CiJiU2WIZWMum1MV2tJrrYZKf3oFnCTpUiXP05uT27TZVtTJ68JVV86q5Gp7bhyKaqI8kdHAGVeVIqtaq4pCYkp27IU2YP/D6yWnO6EYRgmk7xS7K49dxSqLFYn3V/48jUTLluBQd8ui7Np29Yms07pjHubUYer0ir3QbW06dp02dZ0KWfqS/dOxRVZG9Uy5kOciqd838Wqq8P2x1XQDqc7YRiGkRB5QHt7uwAg2tvbM67PW7lRzJ6/RsxbuTGrzp79B8W8lRvFnv0HnfvT1Q1fl/s29ed7T4VpzLnCRUZbWcrc6uq8savD+5lSxxHlvclFO3H1G+UddL0ftT0h6O+57tuQrxTaeBiGiQeXb0PxsVUrozGjTn9QeGA1WNLodoA5oD9APtym3LeqTrCFtbB+q1YWXV9hwoe7m8acK1zm0jYeytzq6qxobiXLEZ4zUx9yOcrzoCD3pZLHJKvquqkN0xhN1233APO73XYgmXHfJSjD9ByPxXvOMAxTCOSVYrfghc0Zi5ppEaYsDLaFUr4fbpOiAKS3pIpAWqR08oQXQnkRtS30unap1+Rxx03Q57Sxg6x9uMihUh5U9W1Khss8mcbjo1jJ16MoRLrrbQeS6EymMHF4IivK2vRu+SiQNlmoUN97hmGYnkhe+diFo2JtUBzwXX2HXH2qqA7+uv5U7ZjK65zYVYEKuiCTla/txurNbbhn5oS0zJRxxxllq8Mmhy1ptS6IoLMrhc5kKm19sslnkpnyDKnJr+XrLgEP1OtLGlvQ1NKOKSdWOwXvRPHdjPq7Gb535ekDtf0wDMP0RPJKsZOjYl2UCYpDt+tpEzaiKIKUduTyOid2VaCCLiBg9eY2JFPdWNLYok1u67IQU53g47AGyjJQ/wCoLCtB/aY2VDZm/9HgGoxDeYZyHjqqMmZLhAy4J/D1VdBcFUgTrsEWGfe62WrHMAwTpkgIIY61EDY6OjqQSCTQ3t6OqqojeauCBTJQWkyLWjix7ormVmW5cHvUHHmu5CKRsK7tONK2qOZEdU3Xl21OqXLkqk6UekdbThXh+QXgNdfHGt98h4D+25CvFNp4GIaJB5dvQ15Z7GQoaUMCAkuCKWu/zUph2voM7tsWa5etx6hnfvpYTyjJbanbnLqyFFxzu0VJ+hwlbYlPPkCX5NoqbFvOH8aAA9/jyWyWYE5QzDAMk0leBU8EBM7TwJGtLKpDtqmcLTBBrht2FKdGjkYNADjaqIJEXCJH5S1IqsO7PE/h50GNeJVxmU+qg75JTleo8umCaUzPJY6Ag6CNjW/vt7Yl90eNEjYFLKnm4ImmHd7jYRiGKUTyUrFTLYDyoqZbOKiKBqWP8KJDXeB1iy9FkaTiklrjaEUYuiqp8jzZlGjKXEVRqk3PM7AYB1YkX+VRJV9c74XPHwk65eyupa8q2wqXl/sz/VFkklP3+xK0d/nEYeTxMAzD9ATyciuWsr3nGvHq04fuuCNV+7qtKFPkqksUKDWiURdgoZuHuKBuyerGZNtyDM8VJeDDNaiDOqcqOanPSfW8F9ZvxZN/24nOZApzpo/JGisVny1xWb6gbthPVVde7o+yxW+6Ls9h0F5HRwd5PAzDMD2BvFTsKAubbSEL31ctvFH8rlT96xQDU+SqirCsrulRVPdcFvwoTu6UFBcA/UxR6rFmuhQlrgotdU5V742s8Jj847Iokv71xBZRS1Fuw22cNLhfVhu2ebDJY7p+tP4AYRiGyXfyUrGj4LKwmAIqfCMYfSwUrrnudG2axm4LsDCNV6egVPctN96zjYOqlFKhBHzYFHudNS3YbnT5IyDcl2tKltmTR6CyrEQ5H1EUbdUYVfVs8lHGQ02ZYyKO94JhGKYnkFeK3d4DSTyy9siiGnVhCzAt8sHC1dmVSi+wPikq4sr75WIV8cFkGTEpKKZ7gDlHoKsy4WodVF2zKfY6RSJqFKxNQdFtOapw2XJXoZIlTkumqU2qq0KAzuL4mxc2W2VkGIbpSeSVYvdE0w6s3dUFwL6dZkuToLO4yIt8sGB1JlPHdCsoLLdP/5Q8foB5oTYpKDblxeRPZrKYqnBVCmyo5KWkb/FJsWJTXF0UK5ctd508ril/ZHzdIiiuCrb5XdLYgjVb9pLkZBiG6SnklWJ3+cRh6P1GB8k/zNfiolNY2g4kUdnYYlzw4thy0tWxyU1ZBOs3tWH15jZ0f5CSWqfwUpQrl+1ewO1ZxRnYQMHF8umqkObCAhaWRbft7eur5rI1T4ViQfWxHs6oq8V77+7HIi+pGIZhCpO8SnfSX0p9YMrbJaehCJhRZ04VoWtTdd2Wq0t1jZJexCedR1BnYf1WZftB/ds/Nc6YF0yXDiNqWhTbs9KlNlH1a0o7ExeU8Zr6DepPGzvIWsY0NhuuaUxUMpvGGuW9oMyhKielSdYw1X3Lce25o7RtMwzD9ETyymJnQ+cfB6hTiES1RsipKHy3nGRctgblOp1d6i1jVUSjrc8wPlYx3/m1+evJUCI+Xf0xKVuDpn47kyk0tWSmr5GJY07j2Dql+lW6joEyPlMZn0hehmGYnk5BKXYmh35KeedFQ0pF4bvlJOMTFJGxZVxm3jKm9qlLZaG6b9r+Bdy2SCnBBq59uyogvoEF6fQ1w+3pa2bU1aKzK4XOZAptB5JeCmccATRUv0qVXD7uEKYyNoWc054wDMOYKRjFru1AEp3JFCYOTygd+lX4+moFi81lpw3VpqLQkYtIVpf2XZRXWyoLV39FH3x8xdoOJNHZlcLE2kSGDJ3JFDq7spUoqoXUNJ5wcEpQxja/1X3LUVlWgvpNbahsbMn644KqcEbF9Z2kpmwxtavz6bQp5LkYP8MwTCGRVz52MvIRRk0t7agsKyFv0fj6agWLzYrmVid/KOpYTNei4uKTZZsPX39FIPrYTH0vaWxB0/Z2VJYfeReq+5ajsrwETdvbs8YeltP0HIBsP7Bwn7Z3gnI8WPj5hO/pZJDbDP8c5/sTbks39y7+drr3UG5b/ll+Vgs43QnDMEwGeW2xC/81T/1L3mSxCm9nhpPQUv2aXLdybdYZm1XKxWcswDXq0mTJoVp6dFuKK1/bjdWb23DPzAnOyrGpb90Yw9ddTr6gbNnb5rXtQBK3LF6HZKo7o23TVj0lAtdk4QIQ27YlxUoXlOlMplBZXpL1vCmWN3k+bHn8ON0JwzBMJnml2MkJinWLoI5gcT14KHNxlbFtB/mmkjCVpwReUMfh6pAetBmHUzo1EGFGXS1Wb25DMtWNJR9sQ1Lbs6EbI0VR8g2AoeSnO3ioGxWlxZg2dlDW6RU22SnKqkl+l2ASFS7+cqoAHrl+HO/hjDpOd8IwDCPjtRV7//33Y+TIkaioqEBdXR2ef/55Y/lVq1ahrq4OFRUVGDVqFObNm+cl7BNNOzK2b3xSQyRThxdX2wJl2g6i1gPM21Ph8qqx6MZnGwdVXrlNl7QZLu2o5KnuW457Zk7A1NEDjXL6pIuhoJsjynPwmd8ZdbU4f8xA3DNzAlY0t2rnWjc+ahqe8M/h/5fn0fS8fdOwBGVmTx7hnX5GJZdpTuR0J/v27cOsWbOQSCSQSCQwa9YsvPPOO8Y+hRC48847MXToUPTu3Rvnn38+XnnllYwyDz74IM4//3xUVVWhqKhI2aZP3wzDMLEjHFm0aJEoLS0Vv/jFL8SGDRvEjTfeKPr06SPefPNNZfnNmzeLyspKceONN4oNGzaIX/ziF6K0tFQsWbKE3Gd7e7sAILbsaBXzVm4Ue/YfdBVbCCHEnv0HI9X3Yd7KjWL2/DXi3mXNsfXtMw5bHd19Sl/hMnHNcdDOG7s6MtpLz+cz8c3n0cY0R8H45q3cSK7j06fpmYVliOt5yuNyed90cyLEkW9De3u7EEKIiy++WIwfP17U19eL+vp6MX78eHHppZcaZZs7d67o16+f+N3vfifWr18vrrjiCjFkyBDR0dGRLnPfffeJu+++W9x9990CgNi3b19WOz5928bDMAwjhNu3wVmxO/vss8V1112XcW3s2LHi1ltvVZb/7ne/K8aOHZtx7Zvf/KY455xzyH3G+bE72spd0N+9zzRrF6ejgWlxjFrPt22fftPzucw+n7lQgOOq49pWLuZY13ZYBlu/1LGblEcbpj7C34YNGzYIAGL16tXp+w0NDQKAaG5uVrbd3d0tampqxNy5c9PXDh48KBKJhJg3b15W+eeee06p2Pn0rYIVO4ZhVLh8G5x87Lq6utDY2Ihbb7014/r06dNRX1+vrNPQ0IDp06dnXLvoooswf/58HDp0CKWlpVl1kskkkskj2y7t7YcTvXZ0dLiIq+Q3L2zGmi178d67+7VZ6/ceSOKJph24fOIw9P9g60m+piqjohTAlacPxN4DSRSl3sNFJ1c5jYPaj42LTq7Ce+/uz+ifMk5VPUrbUdG1mTGfh8zzaXrWuuf5Xtf7+NuOdu37oZozXT8+zy4YH7qT6Og48juQiznWtR2WwdYv5fdJNa6LTq7C3r3vYO++d7D1rd2k3yF5ToAj3wQhBBoaGpBIJDBp0qT0/XPOOQeJRAL19fUYM2ZMVttbtmzBrl27Mr5R5eXlmDp1Kurr6/HNb35TK1cYn76B3H7rGIYpHMLfOisuGuOOHTsEAPHiiy9mXL/rrrvE6NGjlXVOPvlkcdddd2Vce/HFFwUA8dZbbynr3HHHHQIA/8f/8X/8H+m/TZs2ibvuukucfPLJym/Qv//7vyu/NcG3aMeOHRnXv/GNb4jp06dnlddZ7Hz65m8d/8f/8X+u/23fvl37PQnwiootKirK+FkIkXXNVl51PeC2227DzTffnP75nXfewQknnIBt27YhkUj4iPyhoqOjA8OHD8f27dtRVVV1rMWJBR7Th598Hc/dd9+NuXPnGsu8+eabANTfFNv3SVWPUsfWBqUd+VvX3d2NvXv3orq62lgvX5+likIZS6GMAyicsRTKOIDD35L9+/dj6NCh1rJOit2AAQPQq1cv7Nq1K+N6a2srBg8erKxTU1OjLF9SUoLq6mplnfLycpSXZ2/NJBKJvH84YaqqqgpqPACPKR/It/H80z/9E66++mrlvQMHDuCss87CRz/6UWzZsgVvv/12Vpndu3cbv08AsGvXLgwZMiR93fRN07Xj2jeg/tYdd9xx5H7z7VmaKJSxFMo4gMIZS6GMg2rYckp3UlZWhrq6Oixfvjzj+vLlyzFlyhRlncmTJ2eVX7ZsGc4880ylfx3DMEyYAQMGYOzYscr/Ro8eDQCoqKjA5MmT0d7ejpdeeildd82aNWhvb9d+n0aOHImampqMb1RXVxdWrVqlraPCp2+GYZhc4JzH7uabb8Yvf/lLLFiwAK+++irmzJmDbdu24brrrgNweGth9uzZ6fLXXXcd3nzzTdx888149dVXsWDBAsyfPx+33HJLfKNgGKbHM27cOFx88cX4xje+gdWrV2P16tX4xje+gUsvvTQjeGHs2LF4/PHHARzePr3pppvw7//+73j88cfx97//Hddccw0qKyvx5S9/OV1n165daGpqwsaNGwEA69evR1NTE/bu3evUN8MwTM6xeuEp+NnPfiZOOOEEUVZWJs444wyxatWq9L2rr75aTJ06NaP8ypUrxemnny7KysrEiBEjxM9//nOn/g4ePCjuuOMOcfBg/uUsU1Fo4xGCx5QPFNp4hMgeU1tbm7jqqqtEv379RL9+/cRVV12VFegAQDz00EPpn7u7u8Udd9whampqRHl5uTjvvPPE+vXrM+roghzC7VD6ztW485lCGUuhjEOIwhlLoYzDlSIhKLGzDMMwDMMwzIcdryPFGIZhGIZhmA8frNgxDMMwDMMUCKzYMQzDMAzDFAis2DEMwzAMwxQIHxrF7v7778fIkSNRUVGBuro6PP/888byq1atQl1dHSoqKjBq1CjMmzfvKElKw2U8jz32GC688EIMHDgQVVVVmDx5Mp555pmjKO3/3979hTT1v3EAf7adzVTQL/11OVoY6lqQlqamiBAyo390ERpWmBQkFGpRYRipEGZFUoZ1ITa7mGYqhhcmelHmnzK0CeUERS2QtFAQZvZXn9/FF/195zbdWfucs8nzgl10/Ayfd4/nOZ9NtzmGb4/mdXR0AMdxEB4ezrZAnvjm+fnzJ+Tm5oJarQYvLy/YsmULPHr0SKBqHcM3k8FggLCwMPDx8QGlUgnp6ekwOTkpULVLe/XqFRw8eBA2btwIEokEnj17tux93H0u2MNi/tXV1YFWqwUvLy/QarULb/HCmquzVFRUgEQisbr9+PGDZQwA4JdlbGwMUlNTITQ0FKRSKWRnZ9tcJ0ZfXJ3DU3ri6LVVrHOFGbFflouI+OTJE5TL5VhWVoYmkwmzsrLQ19cXP336ZHP98PAw+vj4YFZWFppMJiwrK0O5XI61tbUCV24b3zxZWVl48+ZNfPv2LQ4MDOCVK1dQLpfju3fvBK7cPr6Z5k1NTWFQUBDqdDoMCwsTplgHOJPn0KFDGB0djS0tLTgyMoJdXV1Wn5ssJr6Z2traUCqV4r1793B4eBjb2tpw27ZtePjwYYErt62xsRFzc3Oxrq4OAQDr6+uXXO/uc8EeFvOvs7MTZTIZFhYWYn9/PxYWFiLHcfjmzRuPy6LX69HPzw/HxsYsbqzxzTIyMoKZmZn4+PFjDA8Px6ysLKs1YvSFRQ5P6Ykj11axzhWW3GJjFxUVhRkZGRbHNBoN5uTk2Fx/+fJl1Gg0FsfOnDmDMTExzGrkg28eW7RaLRYUFLi6NKc5myklJQWvXr2KeXl5brWx45vn+fPn6O/vj5OTk0KU5xS+mW7fvo1BQUEWx0pKSlClUjGr0VmObOzcfS7Yw2L+JScn4969ey3WJCUl4dGjR11UtW0ssuj1evT393d5rcv5mzmekJBgc0MkRl9Y5PDEnsxbfG0V61xhSfRfxf769Qt6enpAp9NZHNfpdNDZ2WnzPq9fv7Zan5SUBN3d3fD7929mtTrCmTyLzc3NgdlshtWrV7MokTdnM+n1ehgaGoK8vDzWJfLiTJ6GhgaIjIyEW7duQWBgIISEhMDFixfh+/fvQpS8LGcyxcbGwujoKDQ2NgIiwpcvX6C2thb2798vRMku585zwR5W88/eGkdnkDNYzvLp6WlQq9WgUqngwIEDYDQaXR/gP1wxx20Rui+scgB4Zk9sXVvFOFdYE31jNzExAbOzs1YflL1hwwYYHx+3eZ/x8XGb6//8+QMTExPManWEM3kWu3PnDnz79g2Sk5NZlMibM5kGBwchJycHDAYDcBwnRJkOcybP8PAwtLe3w4cPH6C+vh7u3r0LtbW1cPbsWSFKXpYzmWJjY8FgMEBKSgooFAoICAiAf/75B+7fvy9EyS7nznPBHlbzz94aR2eQM1hl0Wg0UFFRAQ0NDVBVVQWrVq2CuLg4GBwcZBMEXDPHbRG6L6xyeGpPbF1bxThXWBN9YzdPIpFY/BsRrY4tt97WcbHwzTOvqqoK8vPzobq6GtavX8+qPKc4mml2dhZSU1OhoKBg4UPa3RGfHs3NzYFEIgGDwQBRUVGwb98+KC4uhoqKCrd51g6AXyaTyQSZmZlw7do16OnpgaamJhgZGVn43GdP5O5zwR4W88/ZGfS3XJ0lJiYGjh8/DmFhYRAfHw9Pnz6FkJAQQR6AsPg/FKMvrv6entiTpa6tYp0rrIj+VMratWtBJpNZ7Y6/fv1qtYueFxAQYHM9x3GwZs0aZrU6wpk886qrq+HUqVNQU1MDiYmJLMvkhW8ms9kM3d3dYDQa4dy5cwDw78YIEYHjOGhuboY9e/YIUrstzvRIqVRCYGAg+Pv7LxzbunUrICKMjo5CcHAw05qX40ymGzduQFxcHFy6dAkAALZv3w6+vr4QHx8P169fB6VSybxuV3LnuWAPq/lnb81yM+hvCDXLpVIp7Nq1i+mzQ38zx5cidF9Y5VjM3Xuy1LVVjHOFNdGfsVMoFBAREQEtLS0Wx1taWiA2NtbmfXbv3m21vrm5GSIjI0EulzOr1RHO5AH499HEyZMnobKy0u3+xolvJj8/P3j//j309vYu3DIyMiA0NBR6e3shOjpaqNJtcqZHcXFx8PnzZ5ienl44NjAwAFKpFFQqFdN6HeFMppmZGZBKLUeATCYDgP8/a+JJ3Hku2MNq/tlbs9QM+ltCzXJEhN7eXqYPPJyd48sRui+scizmzj1Z7toqxrnCnIAv1LBr/iXM5eXlaDKZMDs7G319ffHjx4+IiJiTk4MnTpxYWD//Evnz58+jyWTC8vJyt3pbA755KisrkeM4LC0ttXjp+NTUlFgRrPDNtJi7vSqWbx6z2YwqlQqPHDmCfX192NraisHBwXj69GmxIljhm0mv1yPHcfjgwQMcGhrC9vZ2jIyMxKioKLEiWDCbzWg0GtFoNCIAYHFxMRqNxoW3NvC0uWAPi/nX0dGBMpkMi4qKsL+/H4uKigR9uxNXZsnPz8empiYcGhpCo9GI6enpyHEcdnV1uVUWRFz4eY2IiMDU1FQ0Go3Y19e38HUx+sIih6f0xJFrq1jnCktusbFDRCwtLUW1Wo0KhQJ37tyJra2tC19LS0vDhIQEi/UvX77EHTt2oEKhwM2bN+PDhw8FrnhpfPIkJCQgAFjd0tLShC98CXx79F/utrFD5J+nv78fExMT0dvbG1UqFV64cAFnZmYErnppfDOVlJSgVqtFb29vVCqVeOzYMRwdHRW4attevHix5HnhiXPBHhbzr6amBkNDQ1Eul6NGo8G6ujrWMRDR9Vmys7Nx06ZNqFAocN26dajT6bCzs1OIKLyz2Pp5VavVFmvE6Iurc3hKTxy9top1rrAiQfTA37kQQgghhBArov+NHSGEEEIIcQ3a2BFCCCGErBC0sSOEEEIIWSFoY0cIIYQQskLQxo4QQgghZIWgjR0hhBBCyApBGztCCCGEkBWCNnaEEEIIISsEbewIIYQQQlYI2tgRQgghhKwQtLEjhBBCCFkhaGNHCCGEELJC/A91OQuzzTIfCQAAAABJRU5ErkJggg==", "text/plain": [ "
" ] @@ -544,16 +508,25 @@ "pointplot = ax[0].scatter(pointsets[keys[0]][0], pointsets[keys[0]][1], s=0.2)\n", "rdfplot = ax[1].plot(pcfs[str(keys[0])][0],pcfs[str(keys[0])][1], linewidth=0.2)[0]\n", "\n", + "fig.tight_layout()\n", + "\n", + "\n", "def update(frame):\n", "\n", " ax[0].clear()\n", " pointplot = ax[0].scatter(pointsets[keys[frame]][0], pointsets[keys[frame]][1], s=0.2)\n", " ax[0].set(xlim=[0, 1], ylim=[0.0, 1.0])\n", + " ax[0].set_title(\"cutoff: \" + str(keys[frame]))\n", + "\n", + " maxx = max(pcfs[str(keys[frame])][0])\n", + " maxy = max(pcfs[str(keys[frame])][1])\n", " \n", + " ax[1].set_xlim(-0.01, maxx)\n", + " ax[1].set_ylim(-0.01, maxy)\n", " rdfplot.set_xdata(pcfs[str(keys[frame])][0])\n", " rdfplot.set_ydata(pcfs[str(keys[frame])][1])\n", "\n", - "anim = animation.FuncAnimation(fig=fig, func=update, frames=int(len(keys) / 10), interval=300)\n", + "anim = animation.FuncAnimation(fig=fig, func=update, frames=math.ceil(len(keys) / 20), interval=300)\n", "anim.save(\"anmimation_cutoffs.mp4\", dpi=600, writer=\"ffmpeg\")" ] }, diff --git a/utk_experiments/plotting/anmimation_cutoffs.mp4 b/utk_experiments/plotting/anmimation_cutoffs.mp4 index f70d204..771903d 100644 Binary files a/utk_experiments/plotting/anmimation_cutoffs.mp4 and b/utk_experiments/plotting/anmimation_cutoffs.mp4 differ diff --git a/utk_experiments/plotting/anmimation_cutoffs_shifting_peak.mp4 b/utk_experiments/plotting/anmimation_cutoffs_shifting_peak.mp4 new file mode 100644 index 0000000..69ae29b Binary files /dev/null and b/utk_experiments/plotting/anmimation_cutoffs_shifting_peak.mp4 differ diff --git a/utk_experiments/plotting/plotter.ipynb b/utk_experiments/plotting/plotter.ipynb index 4a8e663..7ee642a 100644 --- a/utk_experiments/plotting/plotter.ipynb +++ b/utk_experiments/plotting/plotter.ipynb @@ -473,13 +473,13 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 11, "id": "da02f09d-7498-423a-af68-e2e1a729efd4", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] @@ -505,19 +505,30 @@ "keys = sorted(pointsets.keys())\n", "\n", "fig, ax = plt.subplots(1,2)\n", - "#pointplot = ax[0].scatter(pointsets[keys[0]][0], pointsets[keys[0]][1], s=0.2)\n", + "pointplot = ax[0].scatter(pointsets[keys[0]][0], pointsets[keys[0]][1], s=0.2)\n", "rdfplot = ax[1].plot(pcfs[str(keys[0])][0],pcfs[str(keys[0])][1], linewidth=0.2)[0]\n", "\n", + "fig.tight_layout()\n", + "\n", + "\n", "def update(frame):\n", "\n", - " #ax[0].clear()\n", - " #pointplot = ax[0].scatter(pointsets[keys[frame]][0], pointsets[keys[frame]][1], s=0.2)\n", - " #ax[0].set(xlim=[0, 1], ylim=[0.0, 1.0])\n", - " ax[0].set_title(\"frame \" + str(frame))\n", + " ax[0].clear()\n", + " pointplot = ax[0].scatter(pointsets[keys[frame]][0], pointsets[keys[frame]][1], s=0.2)\n", + " ax[0].set(xlim=[0, 1], ylim=[0.0, 1.0])\n", + " ax[0].set_title(\"cutoff: \" + str(keys[frame]))\n", + "\n", + " maxx = float(max(pcfs[str(keys[frame])][0]))\n", + " maxy = float(max(pcfs[str(keys[frame])][1]))\n", + " \n", " rdfplot.set_xdata(pcfs[str(keys[frame])][0])\n", " rdfplot.set_ydata(pcfs[str(keys[frame])][1])\n", "\n", - "anim = animation.FuncAnimation(fig=fig, func=update, frames=int(len(keys) / 10), interval=300)\n", + " ax[1].set(xlim=[0, maxx], ylim=[0.0, 1.0e-7])\n", + " #ax[1].set_xbound(lower=-0.01, upper=maxx) \n", + " #ax[1].set_ybound(lower=0, upper=maxx) \n", + "\n", + "anim = animation.FuncAnimation(fig=fig, func=update, frames=len(keys), interval=300)\n", "anim.save(\"anmimation_cutoffs.mp4\", dpi=600, writer=\"ffmpeg\")" ] }, diff --git a/utk_experiments/result_data/pointset_series/radspecs/pointset_0.0009765625.rdf b/utk_experiments/result_data/pointset_series/radspecs/pointset_0.0009765625.rdf new file mode 100644 index 0000000..ae73557 --- /dev/null +++ b/utk_experiments/result_data/pointset_series/radspecs/pointset_0.0009765625.rdf @@ -0,0 +1,113 @@ +0.00000000000000000000, 10.34573938197360042091 +0.06250000000000000000, 4.09788358703594439046 +0.12500000000000000000, 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