audio-processing/processing.ipynb

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{
"metadata": {
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.8.4-final"
},
"orig_nbformat": 2,
"kernelspec": {
"name": "python3",
"display_name": "Python 3",
"language": "python"
}
},
"nbformat": 4,
"nbformat_minor": 2,
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"\n",
"from scipy.io.wavfile import read\n",
"from scipy.fft import fft, fftfreq\n",
"\n",
"from IPython.display import Audio\n",
"\n",
"from math import log10\n",
"\n",
"import matplotlib.pyplot as plt"
]
},
{
"source": [
"# Audio Processing\n",
"\n",
"Playing around loading, visualising and processing speech"
],
"cell_type": "markdown",
"metadata": {}
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"16000"
]
},
"metadata": {},
"execution_count": 2
}
],
"source": [
"Fs, data = read('sounds/f-news.wav')\n",
"N = len(data)\n",
"\n",
"Fs"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"<IPython.lib.display.Audio object>"
],
"text/html": "\n <audio controls=\"controls\" >\n <source 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\" type=\"audio/wav\" />\n Your browser does not support the audio element.\n </audio>\n "
},
"metadata": {},
"execution_count": 3
}
],
"source": [
"Audio(data, rate=Fs)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 432x288 with 1 Axes>",
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101.305543 123.801074 \r\nL 101.387508 93.512077 \r\nL 101.348233 149.604607 \r\nL 101.406292 130.041954 \r\nL 101.438737 144.71529 \r\nL 101.437029 105.180745 \r\nL 101.508749 115.740162 \r\nL 101.573639 91.643582 \r\nL 101.554855 146.179931 \r\nL 101.618037 102.951474 \r\nL 101.700002 151.246944 \r\nL 101.638528 90.458946 \r\nL 101.729032 110.958539 \r\nL 101.73757 157.940139 \r\nL 101.740985 90.092785 \r\nL 101.838319 129.568099 \r\nL 101.916869 87.58351 \r\nL 101.853687 156.028567 \r\nL 101.949314 94.707482 \r\nL 102.046648 172.441165 \r\nL 102.051771 81.741099 \r\nL 102.058601 123.504915 \r\nL 102.060309 76.927168 \r\nL 102.099584 158.963234 \r\nL 102.169596 120.683326 \r\nL 102.173011 93.700541 \r\nL 102.203749 154.095456 \r\nL 102.219117 121.281029 \r\nL 102.229363 164.116402 \r\nL 102.280591 82.214954 \r\nL 102.330112 138.264407 \r\nL 102.345481 87.341198 \r\nL 102.355726 151.252329 \r\nL 102.441107 117.856353 \r\nL 102.442815 156.06626 \r\nL 102.497458 85.962712 \r\nL 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113.240066 104.879201 \r\nL 113.166639 145.404533 \r\nL 113.253727 119.003297 \r\nL 113.29471 147.369952 \r\nL 113.291294 86.129638 \r\nL 113.364722 121.006409 \r\nL 113.453518 91.191266 \r\nL 113.45181 135.092812 \r\nL 113.474009 119.676386 \r\nL 113.499624 156.098568 \r\nL 113.545729 108.136951 \r\nL 113.583297 117.678658 \r\nL 113.586712 99.806803 \r\nL 113.639648 154.041609 \r\nL 113.694292 114.496294 \r\nL 113.78821 156.190108 \r\nL 113.742105 96.925983 \r\nL 113.808702 137.817476 \r\nL 113.900913 96.479052 \r\nL 113.919697 118.992527 \r\nL 113.936773 157.272435 \r\nL 113.981171 100.878361 \r\nL 114.027277 105.950758 \r\nL 114.030692 102.321463 \r\nL 114.056306 127.058824 \r\nL 114.073382 160.061715 \r\nL 114.109242 94.998257 \r\nL 114.157055 116.930183 \r\nL 114.172424 89.328156 \r\nL 114.201453 159.695555 \r\nL 114.208284 153.686218 \r\nL 114.211699 170.67498 \r\nL 114.309033 80.157994 \r\nL 114.310741 87.281966 \r\nL 114.344893 180.055146 \r\nL 114.382461 77.891031 \r\nL 114.426859 112.132406 \r\nL 114.512239 69.916275 \r\nL 114.476379 194.475401 \r\nL 114.529316 138.614413 \r\nL 114.59762 203.220171 \r\nL 114.570298 60.207641 \r\nL 114.628357 92.015127 \r\nL 114.691539 63.045384 \r\nL 114.723984 204.232497 \r\nL 114.730814 177.422022 \r\nL 114.732522 187.922208 \r\nL 114.817902 72.554783 \r\nL 114.829856 108.648498 \r\nL 114.850347 201.610143 \r\nL 114.884499 84.875001 \r\nL 114.930605 90.948954 \r\nL 114.93402 80.852622 \r\nL 114.975003 200.813205 \r\nL 115.022816 145.722231 \r\nL 115.097951 200.102424 \r\nL 115.058676 84.907309 \r\nL 115.118443 126.143423 \r\nL 115.123566 79.743372 \r\nL 115.2209 197.927 \r\nL 115.224315 177.228173 \r\nL 115.229438 164.730259 \r\nL 115.244806 78.413348 \r\nL 115.337018 140.913684 \r\nL 115.34214 199.020097 \r\nL 115.366047 75.656376 \r\nL 115.446305 103.527638 \r\nL 115.448013 103.479176 \r\nL 115.44972 105.439211 \r\nL 115.459966 201.642451 \r\nL 115.483872 76.011767 \r\nL 115.552177 85.327316 \r\nL 115.576084 202.897088 \r\nL 115.59999 73.852498 \r\nL 115.66488 96.839828 \r\nL 115.716108 73.917115 \r\nL 115.692201 206.844081 \r\nL 115.772459 109.208508 \r\nL 115.808319 203.252479 \r\nL 115.784413 77.040247 \r\nL 115.880039 110.883153 \r\nL 115.897115 81.660329 \r\nL 115.921022 199.957036 \r\nL 115.989327 115.750932 \r\nL 116.00811 89.317387 \r\nL 116.035432 194.400015 \r\nL 116.098614 115.987859 \r\nL 116.100322 116.391712 \r\nL 116.110567 94.799022 \r\nL 116.11569 97.157526 \r\nL 116.221562 90.922031 \r\nL 116.14472 191.169189 \r\nL 116.228393 93.312842 \r\nL 116.257422 190.361482 \r\nL 116.33085 91.395885 \r\nL 116.354756 112.600876 \r\nL 116.446967 93.985931 \r\nL 116.368417 188.606066 \r\nL 116.467459 104.620735 \r\nL 116.477705 187.23835 \r\nL 116.55284 89.408927 \r\nL 116.586992 185.003695 \r\nL 116.662127 91.02434 \r\nL 116.696279 184.169065 \r\nL 116.697987 185.305239 \r\nL 116.706525 125.028788 \r\nL 116.771414 90.082016 \r\nL 116.805567 180.739004 \r\nL 116.807274 182.515959 \r\nL 116.827766 108.314646 \r\nL 116.856795 119.601 \r\nL 116.880702 91.433578 \r\nL 116.916562 180.275919 \r\nL 116.966082 121.496418 \r\nL 117.029264 178.089726 \r\nL 116.991697 92.252054 \r\nL 117.078785 124.108002 \r\nL 117.100984 91.196651 \r\nL 117.141967 179.527444 \r\nL 117.188072 127.893454 \r\nL 117.213687 90.997417 \r\nL 117.254669 176.878167 \r\nL 117.299067 126.854205 \r\nL 117.300775 127.182672 \r\nL 117.307606 109.278509 \r\nL 117.324682 93.635925 \r\nL 117.363957 164.62795 \r\nL 117.365664 170.578055 \r\nL 117.439092 94.152857 \r\nL 117.459583 112.245485 \r\nL 117.468121 109.429281 \r\nL 117.476659 158.47861 \r\nL 117.478367 158.177067 \r\nL 117.480075 161.634051 \r\nL 117.551795 96.559823 \r\nL 117.565455 110.350067 \r\nL 117.67645 99.21987 \r\nL 117.592777 154.682389 \r\nL 117.679866 102.746855 \r\nL 117.719141 155.41471 \r\nL 117.811352 113.963208 \r\nL 117.896733 104.636889 \r\nL 117.838674 151.494641 \r\nL 117.925762 109.133122 \r\nL 117.961622 146.610708 \r\nL 118.016266 103.247633 \r\nL 118.036757 110.226218 \r\nL 118.087986 140.009053 \r\nL 118.045295 110.021599 \r\nL 118.146045 110.280066 \r\nL 118.147752 110.070062 \r\nL 118.169951 118.863294 \r\nL 118.214349 135.038965 \r\nL 118.274116 109.596207 \r\nL 118.277531 117.097109 \r\nL 118.366327 107.786944 \r\nL 118.339005 134.726652 \r\nL 118.381696 118.594059 \r\nL 118.429509 140.455984 \r\nL 118.426094 104.647658 \r\nL 118.492691 126.983438 \r\nL 118.554165 92.838988 \r\nL 118.545627 151.106942 \r\nL 118.598563 118.734061 \r\nL 118.673698 147.741497 \r\nL 118.627592 95.11672 \r\nL 118.70785 126.525737 \r\nL 118.75054 109.547745 \r\nL 118.718096 135.642053 \r\nL 118.818845 120.952562 \r\nL 118.834214 135.270508 \r\nL 118.835921 107.803099 \r\nL 118.924717 126.595739 \r\nL 118.952039 107.544633 \r\nL 118.948624 133.337396 \r\nL 119.035712 120.33332 \r\nL 119.074987 116.122477 \r\nL 119.04425 130.111955 \r\nL 119.143292 121.157181 \r\nL 119.162076 127.096517 \r\nL 119.238918 117.377114 \r\nL 119.254287 121.916425 \r\nL 119.264533 118.28713 \r\nL 119.261117 125.491873 \r\nL 119.278194 119.428689 \r\nL 119.38065 126.908052 \r\nL 119.314053 116.774027 \r\nL 119.387481 123.219525 \r\nL 119.486523 117.689427 \r\nL 119.483107 126.461121 \r\nL 119.498476 120.564863 \r\nL 119.525798 126.003421 \r\nL 119.55995 118.174051 \r\nL 119.609471 121.501802 \r\nL 119.693144 127.818068 \r\nL 119.682898 117.091724 \r\nL 119.713635 122.331048 \r\nL 119.720466 115.49785 \r\nL 119.723881 126.94036 \r\nL 119.82463 121.07641 \r\nL 119.874151 116.063245 \r\nL 119.894643 127.564987 \r\nL 119.935625 119.918698 \r\nL 120.038082 129.228862 \r\nL 120.034667 114.442447 \r\nL 120.044913 125.809571 \r\nL 120.150785 116.127861 \r\nL 120.113217 129.783487 \r\nL 120.155908 119.455612 \r\nL 120.198598 135.453588 \r\nL 120.203721 111.459317 \r\nL 120.241289 127.004977 \r\nL 120.306178 103.123785 \r\nL 120.302763 140.170594 \r\nL 120.352284 127.381906 \r\nL 120.420588 112.380103 \r\nL 120.41205 132.147375 \r\nL 120.463279 114.221674 \r\nL 120.512799 139.852896 \r\nL 120.511092 106.230763 \r\nL 120.575981 125.475719 \r\nL 120.637455 98.029849 \r\nL 120.640871 138.571335 \r\nL 120.686976 110.732381 \r\nL 120.772357 140.315981 \r\nL 120.753573 103.958415 \r\nL 120.797971 129.040397 \r\nL 120.799679 129.245016 \r\nL 120.806509 110.893923 \r\nL 120.804802 132.368149 \r\nL 120.910674 118.626367 \r\nL 120.982394 127.306521 \r\nL 120.936288 118.01251 \r\nL 121.021669 118.750215 \r\nL 121.033622 111.825477 \r\nL 121.072897 145.969928 \r\nL 121.076312 144.774522 \r\nL 121.07802 145.286069 \r\nL 121.093389 117.764813 \r\nL 121.200968 94.696713 \r\nL 121.166816 159.318625 \r\nL 121.207799 108.142335 \r\nL 121.265858 167.955701 \r\nL 121.30001 92.914374 \r\nL 121.323917 115.530158 \r\nL 121.44345 81.794946 \r\nL 121.364899 175.871226 \r\nL 121.445157 88.375063 \r\nL 121.467356 181.772869 \r\nL 121.545907 79.027205 \r\nL 121.561275 143.428344 \r\nL 121.67227 188.137597 \r\nL 121.603966 81.07878 \r\nL 121.675685 172.080389 \r\nL 121.752528 72.97479 \r\nL 121.776435 190.469176 \r\nL 121.788388 155.980105 \r\nL 121.795218 118.384055 \r\nL 121.856693 72.716324 \r\nL 121.882307 193.129223 \r\nL 121.907921 87.648127 \r\nL 121.988179 193.721541 \r\nL 121.916459 73.5348 \r\nL 122.017208 88.272753 \r\nL 122.022331 72.010927 \r\nL 122.095759 193.156147 \r\nL 122.129911 74.062502 \r\nL 122.201631 195.966966 \r\nL 122.235783 73.093254 \r\nL 122.256275 140.886761 \r\nL 122.309211 195.80004 \r\nL 122.283596 75.85561 \r\nL 122.336532 88.515065 \r\nL 122.343363 75.004826 \r\nL 122.40996 170.67498 \r\nL 122.41679 193.856159 \r\nL 122.450943 75.150213 \r\nL 122.52437 187.626049 \r\nL 122.558522 81.622636 \r\nL 122.722454 106.553846 \r\nL 122.742945 174.691974 \r\nL 122.777097 90.162787 \r\nL 122.833449 109.300048 \r\nL 122.855648 165.220268 \r\nL 122.886385 97.555994 \r\nL 122.944444 114.280906 \r\nL 123.050316 102.671469 \r\nL 122.970058 161.628666 \r\nL 123.057146 110.323143 \r\nL 123.086176 153.923145 \r\nL 123.139112 102.994552 \r\nL 123.168141 113.801666 \r\nL 123.212539 147.391491 \r\nL 123.251814 100.23758 \r\nL 123.272306 114.797838 \r\nL 123.284259 102.919166 \r\nL 123.33378 145.016834 \r\nL 123.383301 103.640717 \r\nL 123.44819 137.042077 \r\nL 123.390131 96.89906 \r\nL 123.496003 118.529442 \r\nL 123.513079 102.736086 \r\nL 123.564308 139.050574 \r\nL 123.593337 129.751179 \r\nL 123.653104 101.712991 \r\nL 123.646273 139.158269 \r\nL 123.704332 117.107879 \r\nL 123.728239 143.923738 \r\nL 123.735069 99.354488 \r\nL 123.815327 124.571088 \r\nL 123.830696 104.70689 \r\nL 123.851187 140.235211 \r\nL 123.924615 120.564863 \r\nL 123.929738 143.21834 \r\nL 123.936568 101.104519 \r\nL 124.033902 131.167358 \r\nL 124.073177 101.336061 \r\nL 124.07147 142.647561 \r\nL 124.144897 117.705581 \r\nL 124.22174 141.775238 \r\nL 124.223447 104.195343 \r\nL 124.252477 141.242152 \r\nL 124.327612 96.775211 \r\nL 124.363472 136.191293 \r\nL 124.426654 89.726625 \r\nL 124.424946 152.609276 \r\nL 124.474467 122.971828 \r\nL 124.561555 98.245237 \r\nL 124.563263 145.765309 \r\nL 124.583754 123.494145 \r\nL 124.682796 97.383684 \r\nL 124.689626 142.868334 \r\nL 124.727194 90.18971 \r\nL 124.798914 152.033112 \r\nL 124.800621 106.198455 \r\nL 124.850142 145.74377 \r\nL 124.846727 97.410607 \r\nL 124.915032 122.282586 \r\nL 124.926985 96.403666 \r\nL 124.940646 138.501334 \r\nL 125.026027 120.16101 \r\nL 125.121653 136.686686 \r\nL 125.113115 111.389316 \r\nL 125.137022 123.768766 \r\nL 125.155805 113.376274 \r\nL 125.147267 132.06122 \r\nL 125.248016 117.770198 \r\nL 125.283876 133.978177 \r\nL 125.329982 107.086932 \r\nL 125.360719 124.921094 \r\nL 125.369257 116.063245 \r\nL 125.45293 126.687279 \r\nL 125.471714 125.233407 \r\nL 125.492205 126.111115 \r\nL 125.555387 116.951722 \r\nL 125.567341 123.300296 \r\nL 125.669797 105.17536 \r\nL 125.613446 131.59275 \r\nL 125.685166 109.402358 \r\nL 125.71078 157.320898 \r\nL 125.74664 94.039778 \r\nL 125.789331 103.091477 \r\nL 125.857635 86.28041 \r\nL 125.833729 175.763532 \r\nL 125.878127 126.48266 \r\nL 125.948139 180.717465 \r\nL 125.908864 80.594156 \r\nL 125.983999 100.910669 \r\nL 126.060841 182.004411 \r\nL 126.031812 78.56412 \r\nL 126.093286 103.710719 \r\nL 126.15476 78.224883 \r\nL 126.18379 169.6465 \r\nL 126.185497 182.20903 \r\nL 126.281124 77.72949 \r\nL 126.308446 136.595146 \r\nL 126.318691 177.949724 \r\nL 126.410902 81.983411 \r\nL 126.41261 86.603493 \r\nL 126.44847 173.744265 \r\nL 126.52702 104.453809 \r\nL 126.537266 88.746608 \r\nL 126.538974 85.984251 \r\nL 126.578249 165.93105 \r\nL 126.629477 117.850969 \r\nL 126.709735 154.073917 \r\nL 126.67046 95.084412 \r\nL 126.738765 118.658675 \r\nL 126.801946 103.726873 \r\nL 126.832683 128.738854 \r\nL 126.85659 148.091504 \r\nL 126.887327 107.264628 \r\nL 126.940263 114.953994 \r\nL 126.993199 144.89837 \r\nL 127.025644 107.50694 \r\nL 127.058089 118.427133 \r\nL 127.165668 109.181585 \r\nL 127.133224 141.193689 \r\nL 127.175914 112.256254 \r\nL 127.177622 112.051635 \r\nL 127.232265 118.599443 \r\nL 127.266418 139.002112 \r\nL 127.3074 114.210904 \r\nL 127.310816 110.980078 \r\nL 127.404735 128.604236 \r\nL 127.416688 135.528974 \r\nL 127.461086 111.814708 \r\nL 127.502069 116.542484 \r\nL 127.508899 113.947053 \r\nL 127.570373 130.165802 \r\nL 127.609648 120.753328 \r\nL 127.648924 115.12092 \r\nL 127.693322 125.163406 \r\nL 127.710398 124.468778 \r\nL 127.788948 116.047091 \r\nL 127.746258 128.604236 \r\nL 127.847007 122.234123 \r\nL 127.882867 124.694936 \r\nL 127.947756 119.116376 \r\nL 127.958002 117.603272 \r\nL 128.019476 124.05954 \r\nL 128.03826 123.402605 \r\nL 128.039967 123.844152 \r\nL 128.137302 120.381783 \r\nL 128.144132 119.983314 \r\nL 128.174869 122.901827 \r\nL 128.23122 121.776423 \r\nL 128.255127 123.644917 \r\nL 128.304648 121.313338 \r\nL 128.3388 121.771038 \r\nL 128.349046 120.80179 \r\nL 128.437842 122.557206 \r\nL 128.448087 121.83027 \r\nL 128.449795 122.357971 \r\nL 128.504439 119.757156 \r\nL 128.555667 121.517957 \r\nL 128.557375 120.112547 \r\nL 128.59665 124.431085 \r\nL 128.664955 122.567975 \r\nL 128.71106 121.474879 \r\nL 128.752043 123.424144 \r\nL 128.772534 122.002581 \r\nL 128.796441 124.296467 \r\nL 128.873284 119.466382 \r\nL 128.883529 122.234123 \r\nL 128.994524 119.520229 \r\nL 128.956957 123.445683 \r\nL 128.996232 121.033333 \r\nL 129.073075 125.217253 \r\nL 129.020139 119.180992 \r\nL 129.107227 121.684883 \r\nL 129.158455 115.713239 \r\nL 129.189193 122.707978 \r\nL 129.1909 122.57336 \r\nL 129.214807 136.745918 \r\nL 129.252374 112.288563 \r\nL 129.288234 115.567851 \r\nL 129.368492 106.128454 \r\nL 129.325802 149.491528 \r\nL 129.382153 127.177287 \r\nL 129.470949 154.531617 \r\nL 129.421428 105.509212 \r\nL 129.49144 135.421279 \r\nL 129.566575 95.892119 \r\nL 129.539254 142.243708 \r\nL 129.604143 119.563307 \r\nL 129.624634 159.776326 \r\nL 129.660494 96.188278 \r\nL 129.698062 113.510892 \r\nL 129.71343 89.058921 \r\nL 129.766366 163.70178 \r\nL 129.810764 95.073643 \r\nL 129.921759 166.749526 \r\nL 129.860285 86.533492 \r\nL 129.933713 148.710745 \r\nL 130.008848 94.109779 \r\nL 130.049831 111.723168 \r\nL 130.07203 172.791171 \r\nL 130.095936 96.656748 \r\nL 130.153995 98.762169 \r\nL 130.160826 96.33905 \r\nL 130.212054 128.771162 \r\nL 130.224007 162.463296 \r\nL 130.316219 102.75224 \r\nL 130.317926 102.461466 \r\nL 130.357201 112.89165 \r\nL 130.387938 157.272435 \r\nL 130.427214 101.610681 \r\nL 130.469904 115.761701 \r\nL 130.490395 103.909953 \r\nL 130.534793 161.714821 \r\nL 130.536501 163.669471 \r\nL 130.575776 97.959848 \r\nL 130.613344 126.724972 \r\nL 130.642373 102.203 \r\nL 130.685063 157.444746 \r\nL 130.690186 163.59947 \r\nL 130.726046 97.119833 \r\nL 130.770444 121.916425 \r\nL 130.796058 101.901456 \r\nL 130.840456 161.208659 \r\nL 130.842164 162.172522 \r\nL 130.867778 117.414807 \r\nL 130.879732 98.589859 \r\nL 130.910469 129.309633 \r\nL 130.97365 123.106446 \r\nL 130.995849 162.237138 \r\nL 131.033417 98.950634 \r\nL 131.079523 117.861738 \r\nL 131.185395 99.203716 \r\nL 131.149535 162.829457 \r\nL 131.199056 104.566888 \r\nL 131.301513 163.421775 \r\nL 131.255407 101.745299 \r\nL 131.325419 122.239508 \r\nL 131.33908 97.782152 \r\nL 131.369817 129.72964 \r\nL 131.436414 122.142583 \r\nL 131.456906 163.023306 \r\nL 131.494473 99.607569 \r\nL 131.543994 118.060972 \r\nL 131.649866 100.657588 \r\nL 131.614006 162.328678 \r\nL 131.663527 104.599196 \r\nL 131.769399 162.657146 \r\nL 131.725001 102.407619 \r\nL 131.791598 127.166518 \r\nL 131.815505 101.54068 \r\nL 131.842827 131.861986 \r\nL 131.906008 118.631752 \r\nL 131.928207 161.784823 \r\nL 131.972605 101.384524 \r\nL 132.017003 119.811003 \r\nL 132.046033 101.928379 \r\nL 132.073355 146.799173 \r\nL 132.085308 162.183291 \r\nL 132.131414 101.260675 \r\nL 132.163858 128.911164 \r\nL 132.290222 100.167579 \r\nL 132.244116 162.554836 \r\nL 132.293637 104.028416 \r\nL 132.402924 162.802533 \r\nL 132.367065 102.159922 \r\nL 132.425123 128.211152 \r\nL 132.44903 102.057612 \r\nL 132.479767 130.435037 \r\nL 132.539534 114.943225 \r\nL 132.561733 163.136385 \r\nL 132.607838 101.190674 \r\nL 132.652236 119.68177 \r\nL 132.682973 102.019919 \r\nL 132.70688 147.649957 \r\nL 132.718833 165.247192 \r\nL 132.754693 101.502987 \r\nL 132.761524 102.402234 \r\nL 132.764939 100.910669 \r\nL 132.792261 131.345054 \r\nL 132.85032 110.20468 \r\nL 132.874226 166.11413 \r\nL 132.920332 100.076039 \r\nL 132.96473 115.756316 \r\nL 132.992052 99.548337 \r\nL 133.022789 154.736236 \r\nL 133.027912 166.291826 \r\nL 133.063772 99.236024 \r\nL 133.118415 110.269296 \r\nL 133.190135 72.344779 \r\nL 133.164521 202.552467 \r\nL 133.212334 144.020662 \r\nL 133.313083 203.177093 \r\nL 133.296007 88.563528 \r\nL 133.326744 165.080266 \r\nL 133.33699 75.597144 \r\nL 133.447985 95.014411 \r\nL 133.459938 207.651788 \r\nL 133.483845 68.597021 \r\nL 133.562395 113.020883 \r\nL 133.627285 69.824735 \r\nL 133.605086 209.913366 \r\nL 133.649484 143.907583 \r\nL 133.746818 208.631805 \r\nL 133.724619 83.841136 \r\nL 133.760479 152.733124 \r\nL 133.769017 71.192451 \r\nL 133.792923 157.293974 \r\nL 133.878304 109.617746 \r\nL 133.885134 205.357901 \r\nL 133.907333 71.321684 \r\nL 133.987591 98.132158 \r\nL 134.020036 203.446329 \r\nL 134.042235 78.83874 \r\nL 134.113955 120.683326 \r\nL 134.136154 87.809668 \r\nL 134.148107 134.333568 \r\nL 134.15323 205.034818 \r\nL 134.175429 75.974074 \r\nL 134.257395 91.832047 \r\nL 134.305208 74.875593 \r\nL 134.283009 207.431015 \r\nL 134.33253 146.039929 \r\nL 134.41108 206.833312 \r\nL 134.390589 75.801763 \r\nL 134.429864 114.905532 \r\nL 134.516952 72.021696 \r\nL 134.534028 191.551503 \r\nL 134.535736 206.596385 \r\nL 134.557935 83.421129 \r\nL 134.63307 102.746855 \r\nL 134.6399 68.063934 \r\nL 134.660392 209.38028 \r\nL 134.742357 111.7824 \r\nL 134.779925 207.086393 \r\nL 134.759433 68.042395 \r\nL 134.848229 110.231603 \r\nL 134.878967 74.127118 \r\nL 134.901166 204.394038 \r\nL 134.959224 109.730825 \r\nL 135.017283 205.508673 \r\nL 134.995084 75.510989 \r\nL 135.071927 117.786352 \r\nL 135.109495 77.277174 \r\nL 135.131694 204.25942 \r\nL 135.176092 131.237359 \r\nL 135.246104 204.927124 \r\nL 135.22049 71.574765 \r\nL 135.283671 116.05786 \r\nL 135.357099 201.486294 \r\nL 135.333192 71.208605 \r\nL 135.379298 97.582918 \r\nL 135.444187 73.54557 \r\nL 135.462971 162.533297 \r\nL 135.469801 202.627853 \r\nL 135.555182 76.674086 \r\nL 135.568843 100.356044 \r\nL 135.666177 84.422685 \r\nL 135.580796 199.359333 \r\nL 135.678131 102.289155 \r\nL 135.681546 101.72376 \r\nL 135.683253 111.712399 \r\nL 135.693499 194.087702 \r\nL 135.761804 85.235776 \r\nL 135.792541 98.492934 \r\nL 135.802786 192.509982 \r\nL 135.872799 83.561131 \r\nL 135.917197 186.549107 \r\nL 135.990624 84.858847 \r\nL 136.028192 185.149082 \r\nL 136.101619 83.119585 \r\nL 136.137479 181.299014 \r\nL 136.139187 186.985268 \r\nL 136.214322 82.015719 \r\nL 136.226275 109.892366 \r\nL 136.321901 81.299553 \r\nL 136.253597 183.743673 \r\nL 136.33727 105.606137 \r\nL 136.366299 177.928185 \r\nL 136.431189 93.845929 \r\nL 136.434604 80.642618 \r\nL 136.485833 176.452774 \r\nL 136.538769 108.314646 \r\nL 136.549014 86.048868 \r\nL 136.591705 146.723787 \r\nL 136.603658 175.23583 \r\nL 136.66684 88.197367 \r\nL 136.694162 99.413719 \r\nL 136.712945 154.919317 \r\nL 136.719776 168.860332 \r\nL 136.782958 92.031281 \r\nL 136.811987 102.789933 \r\nL 136.825648 131.231975 \r\nL 136.841016 169.253416 \r\nL 136.900783 94.050548 \r\nL 136.928105 103.726873 \r\nL 137.022024 97.060601 \r\nL 136.955427 157.934755 \r\nL 137.028854 110.84546 \r\nL 137.08179 148.376893 \r\nL 137.040807 102.246077 \r\nL 137.138142 110.28545 \r\nL 137.150095 103.818413 \r\nL 137.209861 143.374497 \r\nL 137.228645 131.560442 \r\nL 137.281581 103.554562 \r\nL 137.329394 137.769013 \r\nL 137.336225 128.771162 \r\nL 137.337933 140.052131 \r\nL 137.416483 105.961528 \r\nL 137.445512 119.50946 \r\nL 137.500156 138.075942 \r\nL 137.541139 105.848449 \r\nL 137.547969 126.374966 \r\nL 137.549677 103.753796 \r\nL 137.614566 141.193689 \r\nL 137.657257 120.640249 \r\nL 137.672625 99.386796 \r\nL 137.763129 143.272188 \r\nL 137.769959 99.203716 \r\nL 137.853632 146.422243 \r\nL 137.874124 140.418291 \r\nL 137.901446 92.036666 \r\nL 137.899738 155.904719 \r\nL 137.985119 136.272064 \r\nL 137.988534 104.566888 \r\nL 138.070499 147.811499 \r\nL 138.099529 113.020883 \r\nL 138.140512 141.979857 \r\nL 138.128558 99.203716 \r\nL 138.210524 136.492837 \r\nL 138.297612 93.792082 \r\nL 138.304443 151.957726 \r\nL 138.319811 119.622538 \r\nL 138.336887 146.696864 \r\nL 138.350548 98.982943 \r\nL 138.430806 126.999592 \r\nL 138.468374 95.606729 \r\nL 138.487158 143.735273 \r\nL 138.490573 113.823205 \r\nL 138.562293 159.447858 \r\nL 138.504234 89.575853 \r\nL 138.601568 131.598135 \r\nL 138.625474 100.006038 \r\nL 138.616936 147.843807 \r\nL 138.712563 115.675546 \r\nL 138.745008 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157.964217 112.913189 \r\nL 158.029107 126.39112 \r\nL 158.093996 110.484685 \r\nL 158.053013 129.072706 \r\nL 158.145224 120.672557 \r\nL 158.157178 126.434197 \r\nL 158.179377 116.063245 \r\nL 158.257927 123.04183 \r\nL 158.310863 114.550141 \r\nL 158.321109 130.111955 \r\nL 158.368922 122.530282 \r\nL 158.372337 123.074138 \r\nL 158.375753 121.264875 \r\nL 158.445765 116.380943 \r\nL 158.432104 126.735741 \r\nL 158.481625 122.896443 \r\nL 158.558467 127.419599 \r\nL 158.570421 115.034765 \r\nL 158.589204 120.640249 \r\nL 158.640433 118.157897 \r\nL 158.606281 126.154192 \r\nL 158.693369 122.551821 \r\nL 158.763381 124.872631 \r\nL 158.737767 119.347918 \r\nL 158.795826 122.320278 \r\nL 158.802656 119.929467 \r\nL 158.882914 125.45418 \r\nL 158.903406 124.447239 \r\nL 158.981956 116.262479 \r\nL 158.910236 124.458009 \r\nL 159.016108 122.853365 \r\nL 159.04343 139.659047 \r\nL 159.082705 106.866159 \r\nL 159.120273 114.291675 \r\nL 159.130518 112.967036 \r\nL 159.149302 132.15276 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160.465874 116.827874 \r\nL 160.496611 169.301879 \r\nL 160.529055 84.498071 \r\nL 160.575161 115.87478 \r\nL 160.587114 87.228119 \r\nL 160.643466 166.507214 \r\nL 160.686156 108.858502 \r\nL 160.790321 168.074165 \r\nL 160.733969 91.142804 \r\nL 160.805689 127.78576 \r\nL 160.884239 89.193539 \r\nL 160.856918 141.18292 \r\nL 160.916684 123.644917 \r\nL 160.92693 146.158392 \r\nL 160.938883 171.030371 \r\nL 161.029387 94.605173 \r\nL 161.032802 92.553598 \r\nL 161.078907 158.790924 \r\nL 161.082323 149.08229 \r\nL 161.087446 173.297334 \r\nL 161.181364 93.711311 \r\nL 161.186487 98.00831 \r\nL 161.236008 173.017329 \r\nL 161.312851 122.675669 \r\nL 161.329927 95.644422 \r\nL 161.382863 176.021998 \r\nL 161.427261 110.10237 \r\nL 161.531426 175.682761 \r\nL 161.478489 95.03595 \r\nL 161.545086 136.444374 \r\nL 161.625344 95.800579 \r\nL 161.59973 139.292886 \r\nL 161.657789 116.34325 \r\nL 161.67828 175.074289 \r\nL 161.715848 101.066826 \r\nL 161.760246 111.992403 \r\nL 161.773907 96.866751 \r\nL 161.826843 173.722726 \r\nL 161.871241 112.143175 \r\nL 161.973698 172.742709 \r\nL 161.920762 95.682115 \r\nL 161.997605 122.713362 \r\nL 162.069324 97.599072 \r\nL 162.040295 138.307484 \r\nL 162.106892 124.269544 \r\nL 162.12226 172.635015 \r\nL 162.159828 99.349103 \r\nL 162.205934 106.510768 \r\nL 162.217887 94.449016 \r\nL 162.270823 172.791171 \r\nL 162.315221 111.50778 \r\nL 162.364742 96.732134 \r\nL 162.417678 163.938707 \r\nL 162.419385 170.637287 \r\nL 162.509889 98.600628 \r\nL 162.511597 98.907557 \r\nL 162.520135 97.114448 \r\nL 162.555995 134.823577 \r\nL 162.569656 166.604139 \r\nL 162.658452 99.801419 \r\nL 162.66699 97.685227 \r\nL 162.697727 122.917981 \r\nL 162.716511 162.269447 \r\nL 162.754078 103.199171 \r\nL 162.796768 115.357848 \r\nL 162.81726 98.369086 \r\nL 162.863365 162.414834 \r\nL 162.911179 109.326972 \r\nL 163.011928 160.740189 \r\nL 162.965822 99.370642 \r\nL 163.037542 126.972668 \r\nL 163.116093 99.607569 \r\nL 163.080233 132.405842 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164.316546 145.566074 \r\nL 164.326792 156.1578 \r\nL 164.364359 108.174644 \r\nL 164.410465 110.129294 \r\nL 164.422418 106.246917 \r\nL 164.466816 144.386823 \r\nL 164.473647 149.146907 \r\nL 164.512922 109.72544 \r\nL 164.548782 116.273248 \r\nL 164.565858 110.554686 \r\nL 164.594887 129.568099 \r\nL 164.627332 138.264407 \r\nL 164.651239 123.386451 \r\nL 164.675145 112.180868 \r\nL 164.753696 129.815796 \r\nL 164.755403 129.713486 \r\nL 164.758818 129.82118 \r\nL 164.77931 124.759552 \r\nL 164.852737 116.117092 \r\nL 164.89372 123.467222 \r\nL 164.941533 128.383463 \r\nL 164.980808 117.323267 \r\nL 164.984224 117.479424 \r\nL 164.992762 116.52633 \r\nL 165.020084 126.170347 \r\nL 165.066189 121.189489 \r\nL 165.156693 129.525021 \r\nL 165.103757 116.623255 \r\nL 165.178892 121.609497 \r\nL 165.231828 124.129541 \r\nL 165.214752 119.794849 \r\nL 165.250612 120.112547 \r\nL 165.25915 118.47021 \r\nL 165.347946 123.020291 \r\nL 165.366729 123.968 \r\nL 165.411127 120.640249 \r\nL 165.453818 122.417203 \r\nL 165.551152 120.979486 \r\nL 165.506754 122.788748 \r\nL 165.573351 121.900271 \r\nL 165.651901 123.079523 \r\nL 165.680931 121.722576 \r\nL 165.682638 121.722576 \r\nL 165.686053 121.485648 \r\nL 165.727036 122.266431 \r\nL 165.793633 121.717191 \r\nL 165.882429 122.320278 \r\nL 165.82437 120.979486 \r\nL 165.908043 122.250277 \r\nL 165.96098 121.523341 \r\nL 165.935365 122.643361 \r\nL 166.017331 122.099505 \r\nL 166.068559 147.531494 \r\nL 166.029284 121.932579 \r\nL 166.070267 133.224318 \r\nL 166.077097 87.782744 \r\nL 166.087343 147.106102 \r\nL 166.181262 118.620982 \r\nL 166.241028 152.80851 \r\nL 166.249567 87.411199 \r\nL 166.251274 84.918078 \r\nL 166.26152 142.825257 \r\nL 166.338362 116.214017 \r\nL 166.461311 147.897654 \r\nL 166.358854 114.302444 \r\nL 166.463018 142.94372 \r\nL 166.473264 91.342038 \r\nL 166.577429 115.153229 \r\nL 166.579136 114.776299 \r\nL 166.632072 127.21498 \r\nL 166.652564 121.754884 \r\nL 166.739652 124.689551 \r\nL 166.710623 119.337149 \r\nL 166.761851 120.98487 \r\nL 166.770389 119.994083 \r\nL 166.782342 124.145695 \r\nL 166.871138 125.879572 \r\nL 166.814787 119.450228 \r\nL 166.877969 121.528726 \r\nL 166.906998 119.380226 \r\nL 166.893337 125.346486 \r\nL 166.97018 123.068753 \r\nL 167.045315 125.265715 \r\nL 166.987256 120.128701 \r\nL 167.081175 123.494145 \r\nL 167.168264 117.780967 \r\nL 167.181924 125.158021 \r\nL 167.199001 120.34409 \r\nL 167.253644 125.109559 \r\nL 167.308288 119.337149 \r\nL 167.311703 119.741002 \r\nL 167.320241 127.446523 \r\nL 167.332195 116.698641 \r\nL 167.422698 120.629479 \r\nL 167.448312 116.973261 \r\nL 167.438067 126.407274 \r\nL 167.530278 122.713362 \r\nL 167.5576 126.294195 \r\nL 167.571261 117.150956 \r\nL 167.639565 120.462553 \r\nL 167.690794 116.52633 \r\nL 167.677133 126.418043 \r\nL 167.748853 120.360244 \r\nL 167.820573 125.254946 \r\nL 167.830818 116.494022 \r\nL 167.866678 123.429529 \r\nL 167.934983 127.618834 \r\nL 167.895708 117.807891 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172.683861 104.426885 \r\nL 172.694106 147.520724 \r\nL 172.700937 166.426443 \r\nL 172.738504 93.388228 \r\nL 172.799979 121.711806 \r\nL 172.895605 160.153255 \r\nL 172.844377 105.595367 \r\nL 172.910974 121.706421 \r\nL 172.933173 96.452129 \r\nL 172.950249 141.26369 \r\nL 173.016846 127.161133 \r\nL 173.023676 122.686439 \r\nL 173.131256 91.49281 \r\nL 173.095396 165.139497 \r\nL 173.138086 116.827874 \r\nL 173.146625 139.330579 \r\nL 173.179069 97.572148 \r\nL 173.249081 120.990255 \r\nL 173.302018 167.740313 \r\nL 173.279819 107.603864 \r\nL 173.327632 113.026268 \r\nL 173.337877 93.280534 \r\nL 173.416428 136.961307 \r\nL 173.438627 113.203963 \r\nL 173.5223 161.569434 \r\nL 173.496686 112.385487 \r\nL 173.546207 112.945497 \r\nL 173.554745 97.006754 \r\nL 173.633295 136.686686 \r\nL 173.653786 116.779411 \r\nL 173.737459 133.45586 \r\nL 173.664032 111.717783 \r\nL 173.763074 116.768642 \r\nL 173.769904 115.201691 \r\nL 173.778442 120.715635 \r\nL 173.838209 154.068532 \r\nL 173.863823 107.03847 \r\nL 173.868946 101.169135 \r\nL 173.90139 137.392084 \r\nL 173.971403 111.798554 \r\nL 173.974818 110.420068 \r\nL 174.003847 130.978893 \r\nL 174.07386 116.257094 \r\nL 174.108012 135.21666 \r\nL 174.172901 115.853241 \r\nL 174.237791 105.934604 \r\nL 174.208761 147.472262 \r\nL 174.25999 131.291206 \r\nL 174.265113 135.168198 \r\nL 174.292434 106.666925 \r\nL 174.359031 115.869395 \r\nL 174.403429 160.643264 \r\nL 174.393184 104.362269 \r\nL 174.444412 109.536975 \r\nL 174.447827 102.213769 \r\nL 174.458073 139.519044 \r\nL 174.551992 115.944781 \r\nL 174.565653 128.674237 \r\nL 174.656156 114.878608 \r\nL 174.66811 117.63558 \r\nL 174.767151 108.260799 \r\nL 174.727876 145.506842 \r\nL 174.772274 117.565579 \r\nL 174.791058 133.725096 \r\nL 174.816672 108.637729 \r\nL 174.886684 128.927318 \r\nL 174.989141 108.896195 \r\nL 174.951574 147.940732 \r\nL 175.006218 122.57336 \r\nL 175.014756 134.581265 \r\nL 175.036955 108.896195 \r\nL 175.11892 125.615721 \r\nL 175.120628 126.520353 \r\nL 175.192348 112.832418 \r\nL 175.206009 113.462429 \r\nL 175.253822 105.196899 \r\nL 175.219669 151.666951 \r\nL 175.291389 128.114227 \r\nL 175.337495 130.085031 \r\nL 175.301635 110.301604 \r\nL 175.395554 123.973385 \r\nL 175.472397 111.653167 \r\nL 175.439952 131.005817 \r\nL 175.515087 118.217129 \r\nL 175.533871 143.616809 \r\nL 175.612421 111.572396 \r\nL 175.624374 114.883993 \r\nL 175.644866 129.347326 \r\nL 175.747323 124.447239 \r\nL 175.808797 129.928875 \r\nL 175.77806 119.649462 \r\nL 175.824165 121.679498 \r\nL 175.936868 109.946213 \r\nL 175.904423 141.769853 \r\nL 175.940283 113.629356 \r\nL 175.962482 128.647313 \r\nL 176.058109 121.248721 \r\nL 176.131536 126.509583 \r\nL 176.100799 119.154069 \r\nL 176.170811 122.928751 \r\nL 176.215209 114.323983 \r\nL 176.198133 132.470458 \r\nL 176.281806 121.631036 \r\nL 176.297175 131.641213 \r\nL 176.339865 115.993243 \r\nL 176.391094 119.832542 \r\nL 176.466229 127.247289 \r\nL 176.415 118.56175 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118.324823 \r\nL 180.516692 120.467938 \r\nL 180.5184 117.64635 \r\nL 180.574751 126.148808 \r\nL 180.625979 123.154909 \r\nL 180.725021 117.091724 \r\nL 180.665255 126.283426 \r\nL 180.74039 120.500246 \r\nL 180.817232 125.836495 \r\nL 180.829186 118.335593 \r\nL 180.847969 122.147968 \r\nL 180.904321 118.082511 \r\nL 180.873584 126.353427 \r\nL 180.957257 122.675669 \r\nL 181.010193 127.311905 \r\nL 181.032392 118.475595 \r\nL 181.042638 120.764097 \r\nL 181.044345 116.203247 \r\nL 181.068252 125.152636 \r\nL 181.151925 121.286414 \r\nL 181.187785 124.829554 \r\nL 181.237306 117.102494 \r\nL 181.261212 123.59107 \r\nL 181.264627 117.425577 \r\nL 181.336347 123.887229 \r\nL 181.372207 120.817944 \r\nL 181.396114 124.888785 \r\nL 181.380745 119.2133 \r\nL 181.48491 122.944905 \r\nL 181.542969 119.557922 \r\nL 181.519062 124.291083 \r\nL 181.597612 121.587958 \r\nL 181.602735 119.881005 \r\nL 181.619811 124.791861 \r\nL 181.703485 120.607941 \r\nL 181.732514 123.827997 \r\nL 181.756421 119.49869 \r\nL 181.81448 120.898715 \r\nL 181.838386 126.041114 \r\nL 181.862293 119.940236 \r\nL 181.923767 121.044102 \r\nL 181.990364 119.428689 \r\nL 182.021101 125.438026 \r\nL 182.022809 126.374966 \r\nL 182.038177 119.595615 \r\nL 182.125266 122.110275 \r\nL 182.164541 118.787908 \r\nL 182.179909 124.99648 \r\nL 182.227722 121.631036 \r\nL 182.241383 125.351871 \r\nL 182.246506 119.207916 \r\nL 182.33701 121.211028 \r\nL 182.384823 123.903383 \r\nL 182.3797 120.591786 \r\nL 182.388238 120.71025 \r\nL 182.466789 119.337149 \r\nL 182.442882 124.624935 \r\nL 182.495818 122.185661 \r\nL 182.497526 123.623378 \r\nL 182.567538 119.789464 \r\nL 182.605105 121.415647 \r\nL 182.640965 118.728676 \r\nL 182.683656 123.801074 \r\nL 182.70927 121.92181 \r\nL 182.803189 123.973385 \r\nL 182.772452 119.913313 \r\nL 182.81685 121.480264 \r\nL 182.818557 120.317166 \r\nL 182.915891 124.484932 \r\nL 182.92443 123.31645 \r\nL 182.926137 123.354143 \r\nL 182.929552 121.787192 \r\nL 182.934675 122.212584 \r\nL 183.026886 118.658675 \r\nL 182.996149 125.804186 \r\nL 183.04567 120.99564 \r\nL 183.158373 124.188773 \r\nL 183.072992 118.868679 \r\nL 183.16008 123.806459 \r\nL 183.190818 119.428689 \r\nL 183.271075 122.567975 \r\nL 183.329134 124.091848 \r\nL 183.300105 120.791021 \r\nL 183.334257 121.932579 \r\nL 183.359871 120.349474 \r\nL 183.342795 123.968 \r\nL 183.441837 122.761825 \r\nL 183.445252 122.993367 \r\nL 183.44696 122.492589 \r\nL 183.542586 120.33332 \r\nL 183.465744 123.262603 \r\nL 183.56137 121.593343 \r\nL 183.581861 122.745671 \r\nL 183.576739 120.134086 \r\nL 183.67578 122.352587 \r\nL 183.766284 120.532555 \r\nL 183.737254 123.558762 \r\nL 183.78336 122.39028 \r\nL 183.797021 123.219525 \r\nL 183.814097 120.742558 \r\nL 183.892647 122.01335 \r\nL 183.899478 123.208756 \r\nL 183.991689 120.5164 \r\nL 183.99852 121.857193 \r\nL 184.003642 120.677942 \r\nL 184.07707 122.799518 \r\nL 184.109515 121.884117 \r\nL 184.201726 123.375682 \r\nL 184.116345 121.205643 \r\nL 184.217094 122.185661 \r\nL 184.242709 120.887945 \r\nL 184.290522 123.494145 \r\nL 184.328089 122.061812 \r\nL 184.440792 120.71025 \r\nL 184.336627 123.542608 \r\nL 184.442499 121.027948 \r\nL 184.548372 122.508743 \r\nL 184.474944 120.656403 \r\nL 184.553494 121.507187 \r\nL 184.618384 123.251833 \r\nL 184.589354 121.130257 \r\nL 184.666197 122.045658 \r\nL 184.684981 121.394108 \r\nL 184.715718 123.020291 \r\nL 184.777192 121.706421 \r\nL 184.802806 122.637976 \r\nL 184.883064 121.388724 \r\nL 184.886479 121.491033 \r\nL 184.990644 120.532555 \r\nL 184.912094 122.444127 \r\nL 184.999182 120.920254 \r\nL 185.07261 123.677226 \r\nL 185.087978 120.112547 \r\nL 185.111885 121.517957 \r\nL 185.159698 124.210312 \r\nL 185.163113 120.920254 \r\nL 185.228003 122.605668 \r\nL 185.315091 120.091008 \r\nL 185.280939 123.849536 \r\nL 185.340705 120.920254 \r\nL 185.422671 123.919538 \r\nL 185.438039 119.714079 \r\nL 185.449992 120.193318 \r\nL 185.52342 124.630319 \r\nL 185.467069 119.277917 \r\nL 185.562695 120.699481 \r\nL 185.668567 117.953278 \r\nL 185.629292 127.715759 \r\nL 185.675398 118.093281 \r\nL 185.719796 126.461121 \r\nL 185.714673 114.630912 \r\nL 185.723211 122.56259 \r\nL 185.735164 160.357874 \r\nL 185.772732 100.302197 \r\nL 185.832498 109.07389 \r\nL 185.875189 92.569752 \r\nL 185.871773 157.180895 \r\nL 185.876896 138.463641 \r\nL 185.878604 179.355133 \r\nL 185.926417 87.85813 \r\nL 185.986184 117.382499 \r\nL 186.095471 94.734406 \r\nL 186.047658 168.682637 \r\nL 186.097179 104.448424 \r\nL 186.19622 183.9806 \r\nL 186.158653 95.919042 \r\nL 186.215004 156.152415 \r\nL 186.242326 82.042643 \r\nL 186.329414 110.150832 \r\nL 186.346491 191.050725 \r\nL 186.392596 78.375655 \r\nL 186.440409 118.766369 \r\nL 186.534328 78.284115 \r\nL 186.495053 184.799076 \r\nL 186.553112 109.860058 \r\nL 186.638493 197.716997 \r\nL 186.606048 80.841852 \r\nL 186.664107 124.043386 \r\nL 186.67606 74.401739 \r\nL 186.713628 157.347821 \r\nL 186.769979 145.356071 \r\nL 186.780225 184.443685 \r\nL 186.817792 76.79255 \r\nL 186.874144 106.806927 \r\nL 186.957817 71.747076 \r\nL 186.928787 190.151478 \r\nL 186.978308 114.803222 \r\nL 187.065397 198.384701 \r\nL 187.029537 76.022536 \r\nL 187.087596 102.929936 \r\nL 187.094426 64.876185 \r\nL 187.131994 160.185564 \r\nL 187.181514 133.423552 \r\nL 187.193468 202.40708 \r\nL 187.232743 63.513854 \r\nL 187.287387 86.393489 \r\nL 187.297632 66.631601 \r\nL 187.330077 202.832472 \r\nL 187.336907 183.022121 \r\nL 187.340323 198.519319 \r\nL 187.367644 64.558488 \r\nL 187.434241 66.405443 \r\nL 187.464978 209.218739 \r\nL 187.504254 58.037603 \r\nL 187.553774 90.351251 \r\nL 187.567435 65.118497 \r\nL 187.601588 212.417257 \r\nL 187.654524 142.141398 \r\nL 187.739905 201.254752 \r\nL 187.695507 75.467911 \r\nL 187.758688 130.892738 \r\nL 187.835531 80.265688 \r\nL 187.809917 146.352242 \r\nL 187.866268 134.748191 \r\nL 187.878221 203.236325 \r\nL 187.97214 83.841136 \r\nL 187.985801 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190.507949 192.994606 \r\nL 190.596745 104.356884 \r\nL 190.612113 139.675201 \r\nL 190.70774 106.801542 \r\nL 190.758968 76.776396 \r\nL 190.729939 201.039363 \r\nL 190.817027 107.453092 \r\nL 190.82215 121.17872 \r\nL 190.926315 190.356097 \r\nL 190.905823 96.446744 \r\nL 190.93656 152.878511 \r\nL 190.957052 80.890315 \r\nL 191.056093 99.839112 \r\nL 191.062924 95.784424 \r\nL 191.08 137.661319 \r\nL 191.091953 200.0755 \r\nL 191.120983 73.136332 \r\nL 191.189287 124.264159 \r\nL 191.271253 75.731762 \r\nL 191.242223 189.397619 \r\nL 191.286621 141.662159 \r\nL 191.389078 199.33241 \r\nL 191.363464 88.61199 \r\nL 191.399324 159.32401 \r\nL 191.418108 71.833232 \r\nL 191.51715 95.348263 \r\nL 191.53081 196.505437 \r\nL 191.561548 71.795539 \r\nL 191.629852 111.303161 \r\nL 191.672542 189.289925 \r\nL 191.701572 72.964021 \r\nL 191.742555 129.051167 \r\nL 191.841596 80.120301 \r\nL 191.810859 189.079921 \r\nL 191.85355 116.725564 \r\nL 191.947469 191.702275 \r\nL 191.89624 88.536604 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102.003765 \r\nL 235.090368 147.800729 \r\nL 235.146719 119.180992 \r\nL 235.158673 126.186501 \r\nL 235.242346 107.108471 \r\nL 235.249176 102.37531 \r\nL 235.283329 148.915364 \r\nL 235.337972 119.482536 \r\nL 235.413107 128.948857 \r\nL 235.438722 114.873224 \r\nL 235.467751 106.790773 \r\nL 235.495073 150.9454 \r\nL 235.536056 107.797714 \r\nL 235.688033 121.846424 \r\nL 235.761461 141.118303 \r\nL 235.732431 109.693132 \r\nL 235.787075 118.917141 \r\nL 235.804151 113.55397 \r\nL 235.860503 123.973385 \r\nL 235.89124 122.304124 \r\nL 235.983451 127.241904 \r\nL 235.945883 118.20636 \r\nL 236.002235 122.347202 \r\nL 236.050048 114.657835 \r\nL 236.070539 131.60352 \r\nL 236.080785 139.432889 \r\nL 236.125183 112.972421 \r\nL 236.174704 124.134926 \r\nL 236.309605 113.720896 \r\nL 236.179827 124.409546 \r\nL 236.318143 120.34409 \r\nL 236.340342 139.007497 \r\nL 236.408647 115.433234 \r\nL 236.427431 118.987143 \r\nL 236.429138 118.922526 \r\nL 236.437677 122.535667 \r\nL 236.454753 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268.981408 101.276829 \r\nL 269.017268 148.942288 \r\nL 269.030929 161.240967 \r\nL 269.066789 96.737518 \r\nL 269.121433 108.233875 \r\nL 269.218767 97.006754 \r\nL 269.181199 158.532457 \r\nL 269.229012 107.96464 \r\nL 269.329762 155.710869 \r\nL 269.285364 103.463022 \r\nL 269.348545 120.274088 \r\nL 269.350253 120.591786 \r\nL 269.358791 103.333789 \r\nL 269.367329 98.266776 \r\nL 269.396359 130.203495 \r\nL 269.454418 122.567975 \r\nL 269.471494 151.311561 \r\nL 269.521015 103.86149 \r\nL 269.563705 119.536383 \r\nL 269.584196 106.419228 \r\nL 269.63201 144.203742 \r\nL 269.68153 112.633184 \r\nL 269.787403 136.562838 \r\nL 269.736174 108.788501 \r\nL 269.811309 125.427257 \r\nL 269.894982 114.350907 \r\nL 269.922304 123.321835 \r\nL 270.04696 116.817104 \r\nL 269.93938 127.532678 \r\nL 270.065744 118.66406 \r\nL 270.147709 125.007249 \r\nL 270.185277 122.891058 \r\nL 270.258704 119.202531 \r\nL 270.192107 123.004137 \r\nL 270.294564 122.869519 \r\nL 270.308225 123.671841 \r\nL 270.390191 122.363356 \r\nL 270.426051 121.528726 \r\nL 270.470449 122.611053 \r\nL 270.499478 122.320278 \r\nL 270.504601 122.487205 \r\nL 270.554122 121.399493 \r\nL 270.59852 121.582573 \r\nL 270.612181 121.297183 \r\nL 270.646333 122.347202 \r\nL 270.7061 121.781807 \r\nL 270.796603 122.864134 \r\nL 270.757328 121.620266 \r\nL 270.825633 122.234123 \r\nL 270.852954 121.16795 \r\nL 270.866615 124.624935 \r\nL 270.933212 122.164122 \r\nL 270.938335 123.445683 \r\nL 271.010055 120.069469 \r\nL 271.0425 121.464109 \r\nL 271.131296 117.9102 \r\nL 271.059576 124.237235 \r\nL 271.15008 121.571804 \r\nL 271.208138 125.863418 \r\nL 271.213261 119.154069 \r\nL 271.257659 119.439458 \r\nL 271.375485 129.530406 \r\nL 271.319133 116.047091 \r\nL 271.377192 125.163406 \r\nL 271.454035 114.334753 \r\nL 271.425006 130.025799 \r\nL 271.488187 119.347918 \r\nL 271.590644 127.624218 \r\nL 271.571861 113.505507 \r\nL 271.604305 127.586525 \r\nL 271.674317 112.676262 \r\nL 271.710177 128.728084 \r\nL 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273.043825 122.675669 \r\nL 273.055778 112.660108 \r\nL 273.156527 131.188897 \r\nL 273.26923 111.109311 \r\nL 273.270938 119.644077 \r\nL 273.272645 132.664308 \r\nL 273.328997 109.90852 \r\nL 273.380225 117.592503 \r\nL 273.436576 111.744707 \r\nL 273.467313 133.676633 \r\nL 273.486097 120.371013 \r\nL 273.56294 129.277325 \r\nL 273.578308 115.196306 \r\nL 273.5988 126.358811 \r\nL 273.622706 127.414215 \r\nL 273.609046 117.603272 \r\nL 273.638075 121.426417 \r\nL 273.731994 112.175484 \r\nL 273.658566 129.476559 \r\nL 273.747362 120.42486 \r\nL 273.854942 132.190453 \r\nL 273.788345 113.823205 \r\nL 273.85665 121.867963 \r\nL 273.921539 109.391588 \r\nL 273.924954 129.525021 \r\nL 273.965937 122.19643 \r\nL 273.988136 125.750339 \r\nL 273.979598 118.394824 \r\nL 273.998382 120.182548 \r\nL 274.051318 110.770074 \r\nL 274.00692 129.708101 \r\nL 274.107669 124.312621 \r\nL 274.211834 112.972421 \r\nL 274.206711 132.411226 \r\nL 274.218664 123.817228 \r\nL 274.220372 123.903383 \r\nL 274.222079 120.564863 \r\nL 274.263062 110.640841 \r\nL 274.257939 130.203495 \r\nL 274.327952 125.529566 \r\nL 274.41504 128.62039 \r\nL 274.409917 115.067073 \r\nL 274.42187 120.979486 \r\nL 274.510666 113.483968 \r\nL 274.514082 129.778103 \r\nL 274.526035 124.134926 \r\nL 274.527743 133.36432 \r\nL 274.532865 116.063245 \r\nL 274.63703 124.797245 \r\nL 274.657521 115.013226 \r\nL 274.654106 128.25423 \r\nL 274.746317 122.524897 \r\nL 274.773639 132.551229 \r\nL 274.824868 113.871668 \r\nL 274.857312 122.444127 \r\nL 274.884634 112.051635 \r\nL 274.915371 130.004261 \r\nL 274.9666 127.807299 \r\nL 275.00246 114.66322 \r\nL 275.060519 129.347326 \r\nL 275.08101 120.354859 \r\nL 275.151022 128.717315 \r\nL 275.147607 111.378546 \r\nL 275.190297 124.716475 \r\nL 275.229572 115.648622 \r\nL 275.23811 131.59275 \r\nL 275.301292 118.965604 \r\nL 275.330322 127.31729 \r\nL 275.391796 115.643237 \r\nL 275.408872 122.191045 \r\nL 275.41741 111.938556 \r\nL 275.502791 129.568099 \r\nL 275.521575 116.450944 \r\nL 275.610371 130.138878 \r\nL 275.606955 114.124749 \r\nL 275.630862 116.693256 \r\nL 275.726488 114.932456 \r\nL 275.656476 126.95113 \r\nL 275.728196 118.023279 \r\nL 275.786255 130.413499 \r\nL 275.752103 114.37783 \r\nL 275.839191 122.094121 \r\nL 275.936525 114.081671 \r\nL 275.93994 131.393516 \r\nL 275.950186 119.805619 \r\nL 275.963847 127.947301 \r\nL 275.960432 113.64551 \r\nL 276.061181 124.382623 \r\nL 276.078257 114.959379 \r\nL 276.165346 127.462677 \r\nL 276.172176 121.657959 \r\nL 276.173884 129.535791 \r\nL 276.218282 115.756316 \r\nL 276.281463 121.404878 \r\nL 276.29854 114.458601 \r\nL 276.339522 127.990379 \r\nL 276.389043 117.517117 \r\nL 276.453933 126.170347 \r\nL 276.469301 116.020167 \r\nL 276.500038 121.539495 \r\nL 276.558097 127.144979 \r\nL 276.587127 117.888662 \r\nL 276.626402 113.527046 \r\nL 276.643478 126.622662 \r\nL 276.696414 121.221798 \r\nL 276.78521 129.045782 \r\nL 276.780087 113.279349 \r\nL 276.803994 119.024836 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334.343797 118.082511 \r\nL 334.444547 111.448548 \r\nL 334.454792 132.535075 \r\nL 334.458208 113.72628 \r\nL 334.495775 134.877424 \r\nL 334.565787 125.195714 \r\nL 334.593109 132.51892 \r\nL 334.589694 111.012386 \r\nL 334.676782 124.969556 \r\nL 334.736549 104.028416 \r\nL 334.738257 135.717439 \r\nL 334.78607 124.086464 \r\nL 334.840714 134.355107 \r\nL 334.874866 109.283894 \r\nL 334.897065 124.867247 \r\nL 334.997814 108.815424 \r\nL 334.994399 135.362048 \r\nL 335.001229 128.545004 \r\nL 335.00806 137.865938 \r\nL 335.018306 104.15765 \r\nL 335.105394 130.031184 \r\nL 335.11564 109.757749 \r\nL 335.112224 134.3928 \r\nL 335.216389 123.047214 \r\nL 335.240296 104.32996 \r\nL 335.243711 134.915117 \r\nL 335.323969 123.451068 \r\nL 335.373489 133.008929 \r\nL 335.335922 110.20468 \r\nL 335.433256 123.020291 \r\nL 335.501561 106.973853 \r\nL 335.445209 137.521317 \r\nL 335.544251 115.341694 \r\nL 335.636462 138.420563 \r\nL 335.633047 102.870704 \r\nL 335.656954 125.195714 \r\nL 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336.980355 118.712522 \r\nL 336.987186 106.828466 \r\nL 336.990601 139.179807 \r\nL 337.089643 121.334876 \r\nL 337.130626 133.057391 \r\nL 337.132333 107.67925 \r\nL 337.197223 118.66406 \r\nL 337.19893 111.86317 \r\nL 337.202345 130.957354 \r\nL 337.30651 123.074138 \r\nL 337.333832 129.1804 \r\nL 337.330417 116.89249 \r\nL 337.417505 124.350314 \r\nL 337.44995 118.954834 \r\nL 337.501178 125.91188 \r\nL 337.538746 122.153352 \r\nL 337.619004 127.349598 \r\nL 337.595097 118.400209 \r\nL 337.649741 122.228738 \r\nL 337.704384 113.462429 \r\nL 337.733414 131.716599 \r\nL 337.820502 103.31225 \r\nL 337.854654 155.942412 \r\nL 337.856362 158.230914 \r\nL 337.926374 104.039186 \r\nL 337.93662 91.848201 \r\nL 337.963942 159.620169 \r\nL 338.018586 127.451908 \r\nL 338.022001 129.961183 \r\nL 338.049323 98.046003 \r\nL 338.054445 93.048991 \r\nL 338.083475 157.880907 \r\nL 338.150072 118.93868 \r\nL 338.153487 119.994083 \r\nL 338.16544 103.554562 \r\nL 338.175686 96.624439 \r\nL 338.204716 160.029407 \r\nL 338.262775 129.115783 \r\nL 338.295219 95.741347 \r\nL 338.320833 150.875399 \r\nL 338.322541 162.608683 \r\nL 338.414752 95.590575 \r\nL 338.424998 114.496294 \r\nL 338.534285 98.002925 \r\nL 338.442074 160.481723 \r\nL 338.539408 108.756192 \r\nL 338.5599 166.733372 \r\nL 338.641865 97.399838 \r\nL 338.64528 101.998381 \r\nL 338.653818 98.288315 \r\nL 338.662356 117.226342 \r\nL 338.670895 116.768642 \r\nL 338.677725 167.196457 \r\nL 338.759691 99.203716 \r\nL 338.78189 116.89249 \r\nL 338.877516 97.222142 \r\nL 338.79555 169.253416 \r\nL 338.894592 111.723168 \r\nL 338.915084 163.5187 \r\nL 338.995341 98.85371 \r\nL 338.998757 98.040618 \r\nL 339.027786 124.414931 \r\nL 339.032909 169.705732 \r\nL 339.116582 94.142088 \r\nL 339.137074 116.047091 \r\nL 339.234408 95.02518 \r\nL 339.152442 169.673424 \r\nL 339.251484 111.287006 \r\nL 339.270268 170.448822 \r\nL 339.353941 92.736678 \r\nL 339.386385 143.9722 \r\nL 339.391508 171.552688 \r\nL 339.473474 92.52129 \r\nL 339.493965 116.187093 \r\nL 339.499088 113.731665 \r\nL 339.505918 144.15528 \r\nL 339.512749 172.441165 \r\nL 339.594714 94.707482 \r\nL 339.613498 111.319315 \r\nL 339.615206 110.732381 \r\nL 339.623744 125.066481 \r\nL 339.632282 169.694963 \r\nL 339.71254 93.81362 \r\nL 339.733031 112.606261 \r\nL 339.753523 171.897309 \r\nL 339.833781 94.696713 \r\nL 339.845734 116.601716 \r\nL 339.949898 96.985215 \r\nL 339.871348 169.581884 \r\nL 339.960144 108.373878 \r\nL 339.990881 172.360394 \r\nL 340.060893 99.5968 \r\nL 340.069431 97.205988 \r\nL 340.079677 106.543076 \r\nL 340.112122 170.071892 \r\nL 340.187257 96.775211 \r\nL 340.190672 95.445188 \r\nL 340.219702 121.302568 \r\nL 340.229947 170.626518 \r\nL 340.30679 95.762886 \r\nL 340.328989 117.500962 \r\nL 340.424615 97.755229 \r\nL 340.34948 166.889528 \r\nL 340.441692 114.307829 \r\nL 340.469013 162.850995 \r\nL 340.540733 103.640717 \r\nL 340.544148 99.300641 \r\nL 340.591962 156.997815 \r\nL 340.641483 117.850969 \r\nL 340.670512 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126.256502 \r\nL 341.898287 124.980326 \r\nL 342.026359 134.522033 \r\nL 341.966592 116.197863 \r\nL 342.034897 132.901235 \r\nL 342.106616 110.937 \r\nL 342.144184 130.408114 \r\nL 342.157845 151.316945 \r\nL 342.23981 106.252302 \r\nL 342.244933 105.972297 \r\nL 342.260302 109.230047 \r\nL 342.299577 157.853984 \r\nL 342.373004 113.063961 \r\nL 342.381543 106.225378 \r\nL 342.436186 148.597666 \r\nL 342.439601 163.098692 \r\nL 342.523275 103.748412 \r\nL 342.540351 108.793885 \r\nL 342.542058 108.578497 \r\nL 342.564257 118.497134 \r\nL 342.588164 162.58176 \r\nL 342.625732 108.664652 \r\nL 342.666714 110.226218 \r\nL 342.671837 104.211497 \r\nL 342.740142 161.914056 \r\nL 342.777709 106.333073 \r\nL 342.895535 167.551848 \r\nL 342.823815 102.106075 \r\nL 342.907488 152.738509 \r\nL 342.933102 105.309978 \r\nL 343.045805 120.704865 \r\nL 343.059466 166.846451 \r\nL 343.095326 105.385364 \r\nL 343.153385 113.155501 \r\nL 343.158507 119.320995 \r\nL 343.22852 158.656306 \r\nL 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111.631628 \r\nL 369.447244 121.237952 \r\nL 369.527502 114.517833 \r\nL 369.488227 128.06038 \r\nL 369.558239 119.154069 \r\nL 369.592392 127.861146 \r\nL 369.660696 117.027108 \r\nL 369.669234 119.654847 \r\nL 369.706802 132.955082 \r\nL 369.703387 116.063245 \r\nL 369.780229 124.571088 \r\nL 369.802428 115.158613 \r\nL 369.860487 127.791144 \r\nL 369.889517 123.472607 \r\nL 369.961237 112.649338 \r\nL 370.000512 134.091256 \r\nL 370.002219 109.55313 \r\nL 370.111507 128.916549 \r\nL 370.171273 110.586994 \r\nL 370.179811 137.682858 \r\nL 370.222502 124.495702 \r\nL 370.314713 134.538187 \r\nL 370.306175 109.160046 \r\nL 370.321543 121.981042 \r\nL 370.413755 106.656155 \r\nL 370.415462 137.677473 \r\nL 370.429123 125.281869 \r\nL 370.499135 139.669816 \r\nL 370.439369 101.303753 \r\nL 370.538411 125.712646 \r\nL 370.593054 109.623131 \r\nL 370.564025 133.498938 \r\nL 370.649406 119.617154 \r\nL 370.755278 101.535295 \r\nL 370.758693 139.562122 \r\nL 370.83212 98.142928 \r\nL 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382.356816 107.393861 \r\nL 382.358523 103.032245 \r\nL 382.394383 131.721983 \r\nL 382.46098 119.870235 \r\nL 382.479764 138.01671 \r\nL 382.524162 111.260083 \r\nL 382.573683 122.93952 \r\nL 382.582221 120.074854 \r\nL 382.607835 116.628639 \r\nL 382.650526 128.394232 \r\nL 382.653941 129.977337 \r\nL 382.700046 117.140187 \r\nL 382.751275 120.694096 \r\nL 382.846901 126.094961 \r\nL 382.759813 119.665616 \r\nL 382.870808 121.943349 \r\nL 382.928867 119.934852 \r\nL 382.964727 122.589514 \r\nL 382.974972 122.57336 \r\nL 383.004002 123.806459 \r\nL 383.033031 121.878732 \r\nL 383.075722 122.250277 \r\nL 383.104751 119.606384 \r\nL 383.152564 123.790304 \r\nL 383.19184 120.887945 \r\nL 383.205501 120.640249 \r\nL 383.236238 122.325663 \r\nL 383.237945 122.19643 \r\nL 383.321618 122.616438 \r\nL 383.27039 120.817944 \r\nL 383.345525 121.964888 \r\nL 383.357478 121.674113 \r\nL 383.37797 122.772594 \r\nL 383.451397 122.282586 \r\nL 383.490672 122.93952 \r\nL 383.514579 121.345646 \r\nL 383.560685 122.045658 \r\nL 383.644358 122.223354 \r\nL 383.593129 121.097949 \r\nL 383.651188 121.593343 \r\nL 383.741692 121.237952 \r\nL 383.700709 122.314894 \r\nL 383.755353 121.878732 \r\nL 383.789505 121.652574 \r\nL 383.770721 122.783364 \r\nL 383.832195 122.514128 \r\nL 383.869763 122.961059 \r\nL 383.9005 121.071026 \r\nL 383.915868 122.072582 \r\nL 384.026863 119.084067 \r\nL 383.963682 124.075694 \r\nL 384.028571 119.69254 \r\nL 384.101999 128.092688 \r\nL 384.12249 116.687871 \r\nL 384.137858 127.441138 \r\nL 384.218116 111.890094 \r\nL 384.221532 141.8237 \r\nL 384.248853 124.942633 \r\nL 384.286421 136.196678 \r\nL 384.30862 107.593095 \r\nL 384.339357 124.522625 \r\nL 384.446937 105.110743 \r\nL 384.445229 136.718995 \r\nL 384.448644 122.616438 \r\nL 384.540856 140.660603 \r\nL 384.53744 103.926107 \r\nL 384.559639 129.212708 \r\nL 384.667219 106.349227 \r\nL 384.624529 139.405965 \r\nL 384.670634 128.52885 \r\nL 384.692833 95.951351 \r\nL 384.706494 144.402977 \r\nL 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\n"
},
"metadata": {
"needs_background": "light"
}
}
],
"source": [
"time_x = [i/Fs for i in range(N)] # samples to seconds\n",
"# data_db = [20 * log10(i/20e-6) for i in data]\n",
"\n",
"plt.plot(time_x, data)\n",
"plt.xlabel('Seconds')\n",
"plt.ylabel('Amplitude')\n",
"plt.title('Audio Waveform')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 432x288 with 1 Axes>",
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},
"metadata": {
"needs_background": "light"
}
}
],
"source": [
"plt.specgram(data[0: 1 *Fs], Fs=Fs)\n",
"plt.xlabel('Seconds')\n",
"plt.ylabel('Frequency')\n",
"plt.title('Audio Spectrogram')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"output_type": "display_data",
"data": {
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220.815473 \r\nL 120.256712 229.017995 \r\nL 120.35917 224.949927 \r\nL 120.454797 229.748382 \r\nL 120.413814 219.04764 \r\nL 120.471873 227.357313 \r\nL 120.5675 220.854917 \r\nL 120.512856 228.90113 \r\nL 120.581161 228.233966 \r\nL 120.666542 219.787558 \r\nL 120.608483 229.203966 \r\nL 120.683619 222.557092 \r\nL 120.687034 229.841184 \r\nL 120.710941 219.359043 \r\nL 120.792907 228.850091 \r\nL 120.902195 215.994299 \r\nL 120.90561 220.400001 \r\nL 120.926101 229.362993 \r\nL 120.946593 216.984056 \r\nL 121.018313 223.915922 \r\nL 121.031974 215.712327 \r\nL 121.083203 225.887903 \r\nL 121.127601 222.971825 \r\nL 121.158338 227.271785 \r\nL 121.137847 213.016303 \r\nL 121.223228 221.685097 \r\nL 121.281287 215.351985 \r\nL 121.24372 228.749976 \r\nL 121.332516 216.204586 \r\nL 121.445219 228.690705 \r\nL 121.448635 223.511234 \r\nL 121.489618 218.858739 \r\nL 121.530601 227.846953 \r\nL 121.557923 219.615632 \r\nL 121.564753 227.657306 \r\nL 121.605736 218.221384 \r\nL 121.670626 225.758863 \r\nL 121.718439 218.102329 \r\nL 121.704778 229.033943 \r\nL 121.779914 224.037687 \r\nL 121.86871 228.584391 \r\nL 121.844804 220.975321 \r\nL 121.889202 223.383289 \r\nL 121.947261 229.080668 \r\nL 121.919939 216.105752 \r\nL 122.001905 226.820724 \r\nL 122.066795 218.629476 \r\nL 122.090701 228.901174 \r\nL 122.114608 220.944843 \r\nL 122.14193 229.436806 \r\nL 122.152176 218.673558 \r\nL 122.223896 225.572303 \r\nL 122.329769 219.746192 \r\nL 122.305862 229.193473 \r\nL 122.333184 223.374361 \r\nL 122.404904 228.656159 \r\nL 122.401489 216.553556 \r\nL 122.442472 227.66992 \r\nL 122.503947 218.508665 \r\nL 122.538099 229.238721 \r\nL 122.55176 224.748262 \r\nL 122.555175 224.976491 \r\nL 122.558591 222.870522 \r\nL 122.562006 217.768286 \r\nL 122.585913 229.082058 \r\nL 122.664463 221.415951 \r\nL 122.746429 228.777566 \r\nL 122.691785 216.970862 \r\nL 122.777167 225.148324 \r\nL 122.828395 229.286744 \r\nL 122.886455 218.351216 \r\nL 122.95476 229.547982 \r\nL 122.999158 227.548419 \r\nL 123.094785 218.671702 \r\nL 123.019649 228.347167 \r\nL 123.108446 228.135042 \r\nL 123.115276 229.18968 \r\nL 123.146014 221.645643 \r\nL 123.16992 224.142406 \r\nL 123.248471 217.900452 \r\nL 123.275793 228.996421 \r\nL 123.279208 223.241 \r\nL 123.282624 223.303301 \r\nL 123.36459 216.980448 \r\nL 123.30653 228.214527 \r\nL 123.391912 221.893556 \r\nL 123.419234 228.598603 \r\nL 123.426064 218.246572 \r\nL 123.5012 225.185074 \r\nL 123.600242 219.815651 \r\nL 123.596827 229.126507 \r\nL 123.610488 226.879197 \r\nL 123.64464 218.551262 \r\nL 123.699284 228.824471 \r\nL 123.726606 223.320936 \r\nL 123.767589 228.498094 \r\nL 123.794911 217.035721 \r\nL 123.835894 222.862539 \r\nL 123.85297 229.808337 \r\nL 123.900784 214.561416 \r\nL 123.941767 225.11022 \r\nL 124.006657 217.606803 \r\nL 124.020318 229.240062 \r\nL 124.051055 224.398615 \r\nL 124.057885 215.173357 \r\nL 124.112529 227.360008 \r\nL 124.156928 223.11757 \r\nL 124.208156 228.576322 \r\nL 124.187665 214.674596 \r\nL 124.2628 228.316298 \r\nL 124.341351 217.17171 \r\nL 124.355012 229.315109 \r\nL 124.375504 222.215396 \r\nL 124.477961 210.575624 \r\nL 124.454054 229.357943 \r\nL 124.484792 223.521315 \r\nL 124.52919 212.434214 \r\nL 124.522359 228.837451 \r\nL 124.573588 218.341073 \r\nL 124.583834 229.60676 \r\nL 124.580418 210.65867 \r\nL 124.686291 225.958489 \r\nL 124.696537 213.353513 \r\nL 124.720444 227.930182 \r\nL 124.798994 216.4492 \r\nL 124.877545 229.215889 \r\nL 124.88096 215.077137 \r\nL 124.911698 225.153458 \r\nL 124.928774 228.334379 \r\nL 125.020986 207.340465 \r\nL 125.085875 228.149087 \r\nL 125.133689 217.210053 \r\nL 125.164426 227.752734 \r\nL 125.225901 211.38107 \r\nL 125.239562 211.823847 \r\nL 125.263468 226.105497 \r\nL 125.321528 208.376191 \r\nL 125.345434 214.215812 \r\nL 125.454722 200.478785 \r\nL 125.379587 223.864437 \r\nL 125.458138 211.13504 \r\nL 125.48546 225.969968 \r\nL 125.553765 199.509334 \r\nL 125.642561 228.458052 \r\nL 125.666468 214.279854 \r\nL 125.704036 227.47174 \r\nL 125.75868 202.190679 \r\nL 125.775756 216.691564 \r\nL 125.844061 197.07642 \r\nL 125.789417 228.443653 \r\nL 125.871383 222.224931 \r\nL 125.874798 228.00026 \r\nL 125.922612 203.318558 \r\nL 125.980671 220.331047 \r\nL 126.0319 205.118316 \r\nL 126.001162 225.737123 \r\nL 126.055806 222.17249 \r\nL 126.124111 227.834782 \r\nL 126.148018 208.27621 \r\nL 126.165094 221.905787 \r\nL 126.212908 207.106642 \r\nL 126.192416 228.991003 \r\nL 126.277798 214.193966 \r\nL 126.301704 229.204594 \r\nL 126.315365 208.564535 \r\nL 126.390501 227.010421 \r\nL 126.472467 210.516475 \r\nL 126.462221 227.251325 \r\nL 126.503204 220.529607 \r\nL 126.527111 229.092971 \r\nL 126.571509 207.275691 \r\nL 126.612492 219.04367 \r\nL 126.663721 198.893756 \r\nL 126.636399 228.644067 \r\nL 126.718365 217.751169 \r\nL 126.72178 229.114171 \r\nL 126.745687 198.377107 \r\nL 126.824238 223.499209 \r\nL 126.899373 193.053255 \r\nL 126.85156 225.308081 \r\nL 126.933526 209.233812 \r\nL 127.025737 225.445587 \r\nL 126.960848 198.35901 \r\nL 127.046229 224.1678 \r\nL 127.073551 202.074846 \r\nL 127.076966 227.271918 \r\nL 127.158932 208.081816 \r\nL 127.169178 225.656655 \r\nL 127.182839 202.044248 \r\nL 127.26822 207.989967 \r\nL 127.346771 200.74211 \r\nL 127.33994 226.332076 \r\nL 127.370677 205.932991 \r\nL 127.479965 226.228643 \r\nL 127.483381 216.751816 \r\nL 127.500457 207.031988 \r\nL 127.517533 229.325314 \r\nL 127.561931 216.880658 \r\nL 127.61316 213.209611 \r\nL 127.671219 227.076155 \r\nL 127.773677 208.821855 \r\nL 127.68488 228.580603 \r\nL 127.783923 222.719774 \r\nL 127.852228 205.439419 \r\nL 127.889795 229.068996 \r\nL 127.917117 199.111508 \r\nL 128.009329 217.584519 \r\nL 128.108371 227.705692 \r\nL 128.026405 206.006766 \r\nL 128.118617 219.527656 \r\nL 128.139109 214.454001 \r\nL 128.1596 228.391729 \r\nL 128.22449 215.458086 \r\nL 128.262058 229.570513 \r\nL 128.285964 214.657505 \r\nL 128.337193 223.418025 \r\nL 128.419159 214.308291 \r\nL 128.443066 227.859431 \r\nL 128.446481 214.743823 \r\nL 128.542108 229.237281 \r\nL 128.490879 212.397527 \r\nL 128.559184 221.416866 \r\nL 128.600167 227.886617 \r\nL 128.610413 210.875712 \r\nL 128.661642 223.623066 \r\nL 128.723116 213.080215 \r\nL 128.740193 228.957144 \r\nL 128.77093 219.240434 \r\nL 128.852896 229.051751 \r\nL 128.798252 208.940231 \r\nL 128.880218 224.911793 \r\nL 128.928031 207.461745 \r\nL 128.887048 227.620104 \r\nL 128.989506 221.343305 \r\nL 129.020243 229.473155 \r\nL 129.030489 216.757519 \r\nL 129.054396 217.629373 \r\nL 129.139777 213.182815 \r\nL 129.098794 228.045152 \r\nL 129.143192 216.476676 \r\nL 129.156853 228.204211 \r\nL 129.194421 209.983995 \r\nL 129.25248 222.568928 \r\nL 129.351522 212.89169 \r\nL 129.303709 227.997374 \r\nL 129.361768 220.218814 \r\nL 129.412997 229.325305 \r\nL 129.419827 209.458168 \r\nL 129.474471 226.973715 \r\nL 129.51887 215.93159 \r\nL 129.553022 229.125212 \r\nL 129.594005 218.358388 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226.245817 \r\nL 130.857647 210.36675 \r\nL 130.96352 228.551561 \r\nL 131.031825 215.676868 \r\nL 131.076223 222.047494 \r\nL 131.110376 229.672594 \r\nL 131.144528 214.537019 \r\nL 131.185511 222.95875 \r\nL 131.188927 215.612161 \r\nL 131.22991 229.132906 \r\nL 131.298215 215.628061 \r\nL 131.359689 229.110445 \r\nL 131.332367 214.174363 \r\nL 131.414333 227.535985 \r\nL 131.424579 214.213943 \r\nL 131.451901 229.168669 \r\nL 131.527036 222.875667 \r\nL 131.554358 228.900547 \r\nL 131.578265 213.572757 \r\nL 131.632909 225.298585 \r\nL 131.636324 215.656486 \r\nL 131.735367 229.41674 \r\nL 131.742197 222.353733 \r\nL 131.810502 229.021762 \r\nL 131.790011 213.843891 \r\nL 131.837824 222.536915 \r\nL 131.858316 211.189712 \r\nL 131.84807 227.854952 \r\nL 131.950527 219.202146 \r\nL 132.046154 228.186534 \r\nL 132.005171 214.256997 \r\nL 132.059815 225.426832 \r\nL 132.070061 210.051158 \r\nL 132.169103 225.935182 \r\nL 132.172519 221.523375 \r\nL 132.251069 228.790609 \r\nL 132.230578 212.496079 \r\nL 132.281807 220.787115 \r\nL 132.302298 213.084268 \r\nL 132.367188 228.63922 \r\nL 132.387679 215.766846 \r\nL 132.455984 227.121243 \r\nL 132.40134 212.891217 \r\nL 132.500383 224.809979 \r\nL 132.503798 224.636879 \r\nL 132.514044 228.728974 \r\nL 132.592594 229.131001 \r\nL 132.626747 214.387717 \r\nL 132.681391 228.253451 \r\nL 132.74628 224.8552 \r\nL 132.835077 217.295377 \r\nL 132.790679 227.985646 \r\nL 132.858984 218.919778 \r\nL 132.917043 227.109319 \r\nL 132.951195 215.965085 \r\nL 132.999009 228.479345 \r\nL 133.063899 210.300305 \r\nL 133.087805 229.007827 \r\nL 133.176602 223.696983 \r\nL 133.251737 229.24922 \r\nL 133.224415 210.562381 \r\nL 133.279059 222.20151 \r\nL 133.35078 210.013519 \r\nL 133.316627 228.810546 \r\nL 133.395178 220.349042 \r\nL 133.425915 228.931165 \r\nL 133.490805 209.542075 \r\nL 133.507881 227.471533 \r\nL 133.572771 204.978003 \r\nL 133.538618 228.289693 \r\nL 133.620584 212.397257 \r\nL 133.641076 211.774286 \r\nL 133.733288 228.720132 \r\nL 133.736703 228.607792 \r\nL 133.791347 206.397716 \r\nL 133.849406 213.804137 \r\nL 133.900635 229.359599 \r\nL 133.921126 210.574482 \r\nL 133.958694 216.573388 \r\nL 133.962109 207.298851 \r\nL 134.016753 229.091476 \r\nL 134.067982 220.347732 \r\nL 134.17044 204.524708 \r\nL 134.129457 226.653969 \r\nL 134.173855 215.075994 \r\nL 134.269482 226.755049 \r\nL 134.190931 208.804176 \r\nL 134.283143 221.171355 \r\nL 134.310465 212.750287 \r\nL 134.354863 225.723539 \r\nL 134.392431 212.896626 \r\nL 134.402677 226.178833 \r\nL 134.412922 204.186903 \r\nL 134.501719 218.930805 \r\nL 134.549532 206.803484 \r\nL 134.593931 227.92668 \r\nL 134.600761 222.088785 \r\nL 134.689558 227.123659 \r\nL 134.621253 211.909484 \r\nL 134.706634 222.215139 \r\nL 134.713464 209.740751 \r\nL 134.730541 229.129045 \r\nL 134.815922 216.10332 \r\nL 134.856905 227.940949 \r\nL 134.897888 214.468107 \r\nL 134.928625 223.310253 \r\nL 135.020837 210.010643 \r\nL 134.949117 227.903628 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137.568613 228.91968 \r\nL 137.589105 219.228262 \r\nL 137.606181 226.317308 \r\nL 137.643749 219.681734 \r\nL 137.647164 229.677985 \r\nL 137.718884 224.80524 \r\nL 137.80085 229.035114 \r\nL 137.749621 217.345236 \r\nL 137.821342 220.558485 \r\nL 137.824757 217.856406 \r\nL 137.869155 228.444646 \r\nL 137.923799 227.072793 \r\nL 137.93746 216.12545 \r\nL 138.00235 229.258154 \r\nL 138.036502 223.399052 \r\nL 138.050163 218.67647 \r\nL 138.142375 228.617797 \r\nL 138.21068 216.858713 \r\nL 138.203849 229.071219 \r\nL 138.255078 222.695388 \r\nL 138.292646 229.088032 \r\nL 138.285815 217.853823 \r\nL 138.371197 225.198449 \r\nL 138.374612 215.931779 \r\nL 138.388273 229.01261 \r\nL 138.480485 222.595913 \r\nL 138.535129 228.695074 \r\nL 138.538544 216.810312 \r\nL 138.593188 226.139303 \r\nL 138.661493 214.83215 \r\nL 138.678569 229.404707 \r\nL 138.705891 222.637766 \r\nL 138.716137 229.736511 \r\nL 138.736628 218.262289 \r\nL 138.808349 227.812992 \r\nL 138.856162 211.649243 \r\nL 138.842501 228.493723 \r\nL 138.917637 219.52055 \r\nL 139.023509 229.667991 \r\nL 138.944959 215.165144 \r\nL 139.03034 224.660901 \r\nL 139.033755 229.26424 \r\nL 139.091814 215.327479 \r\nL 139.139628 225.277385 \r\nL 139.204518 214.538752 \r\nL 139.160119 228.183136 \r\nL 139.252331 218.220266 \r\nL 139.255746 218.061903 \r\nL 139.358204 229.228332 \r\nL 139.36845 222.806224 \r\nL 139.423094 228.64625 \r\nL 139.450416 217.470686 \r\nL 139.464077 219.942263 \r\nL 139.487983 213.504926 \r\nL 139.532382 228.913225 \r\nL 139.566534 222.723549 \r\nL 139.57678 228.684455 \r\nL 139.604102 214.192191 \r\nL 139.665576 224.615224 \r\nL 139.768034 211.748366 \r\nL 139.709975 229.790265 \r\nL 139.774864 228.419756 \r\nL 139.798771 213.331995 \r\nL 139.853415 228.760205 \r\nL 139.884152 226.717478 \r\nL 139.918305 228.498471 \r\nL 139.928551 212.279545 \r\nL 139.962703 221.257323 \r\nL 139.996856 214.837665 \r\nL 140.061745 227.721069 \r\nL 140.068576 219.221635 \r\nL 140.140296 229.616767 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160.040956 220.217504 \r\nL 160.054617 224.963172 \r\nL 160.064863 220.753245 \r\nL 160.105846 229.568994 \r\nL 160.078524 217.533388 \r\nL 160.177566 222.840854 \r\nL 160.194642 217.469404 \r\nL 160.235625 229.223635 \r\nL 160.286854 222.987885 \r\nL 160.307345 229.789904 \r\nL 160.341498 219.05788 \r\nL 160.385896 225.379325 \r\nL 160.413218 216.781234 \r\nL 160.467862 229.242561 \r\nL 160.495184 227.128031 \r\nL 160.549828 215.989438 \r\nL 160.529337 229.326726 \r\nL 160.611303 220.650819 \r\nL 160.683023 227.497738 \r\nL 160.652286 218.045114 \r\nL 160.724006 224.689017 \r\nL 160.727421 224.792238 \r\nL 160.730836 222.129679 \r\nL 160.744497 217.421581 \r\nL 160.829879 228.010461 \r\nL 160.836709 221.734403 \r\nL 160.877692 229.296319 \r\nL 160.935751 216.044092 \r\nL 160.945997 222.35863 \r\nL 160.956243 219.097833 \r\nL 161.024548 228.144281 \r\nL 161.0587 220.228108 \r\nL 161.11676 229.08347 \r\nL 161.12359 215.460732 \r\nL 161.171404 224.265621 \r\nL 161.191895 228.331305 \r\nL 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166.403566 228.644111 \r\nL 166.417227 220.291596 \r\nL 166.509439 226.707692 \r\nL 166.591405 219.73262 \r\nL 166.519685 229.768967 \r\nL 166.618727 224.816344 \r\nL 166.66654 228.718622 \r\nL 166.628973 218.176262 \r\nL 166.728015 225.188967 \r\nL 166.734845 218.053993 \r\nL 166.772413 229.229758 \r\nL 166.806566 218.951303 \r\nL 166.809981 228.842756 \r\nL 166.844133 215.283849 \r\nL 166.919269 227.864186 \r\nL 166.994404 215.781552 \r\nL 167.021726 229.495499 \r\nL 167.031972 225.096902 \r\nL 167.035387 225.023718 \r\nL 167.107108 216.513024 \r\nL 167.137845 229.160377 \r\nL 167.144675 224.58446 \r\nL 167.192489 229.760948 \r\nL 167.209565 218.609513 \r\nL 167.250548 221.893021 \r\nL 167.329099 228.91665 \r\nL 167.27787 215.010271 \r\nL 167.363251 222.436726 \r\nL 167.380328 212.780273 \r\nL 167.434972 228.268033 \r\nL 167.465709 217.094531 \r\nL 167.55109 228.794173 \r\nL 167.55792 212.177637 \r\nL 167.574997 221.548985 \r\nL 167.674039 213.927291 \r\nL 167.595488 228.720995 \r\nL 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216.803147 \r\nL 174.05031 229.492031 \r\nL 174.139107 221.933354 \r\nL 174.152768 228.630344 \r\nL 174.163013 221.012912 \r\nL 174.244979 224.810053 \r\nL 174.326945 216.849621 \r\nL 174.275717 229.22652 \r\nL 174.354267 223.484248 \r\nL 174.374759 228.493713 \r\nL 174.46014 219.113054 \r\nL 174.463555 222.574454 \r\nL 174.487462 217.433164 \r\nL 174.473801 228.38043 \r\nL 174.569428 223.817515 \r\nL 174.600165 228.703134 \r\nL 174.66847 216.028479 \r\nL 174.671886 217.857498 \r\nL 174.747021 229.639611 \r\nL 174.770928 213.903377 \r\nL 174.784589 222.756197 \r\nL 174.788004 214.147588 \r\nL 174.883631 228.55722 \r\nL 174.897292 216.031509 \r\nL 174.945106 228.262297 \r\nL 175.009995 223.817993 \r\nL 175.091961 229.228121 \r\nL 175.037317 218.207822 \r\nL 175.109038 221.974919 \r\nL 175.112453 216.088488 \r\nL 175.156851 229.089844 \r\nL 175.218326 222.602048 \r\nL 175.303707 229.344827 \r\nL 175.320783 216.659201 \r\nL 175.334444 228.749322 \r\nL 175.433486 224.760348 \r\nL 175.539359 214.502768 \r\nL 175.467639 229.249483 \r\nL 175.542774 219.974521 \r\nL 175.597418 228.95083 \r\nL 175.614494 211.395377 \r\nL 175.655477 226.786265 \r\nL 175.744274 216.291397 \r\nL 175.706706 229.464335 \r\nL 175.764765 228.626897 \r\nL 175.839901 217.158455 \r\nL 175.812579 229.198282 \r\nL 175.880884 222.165007 \r\nL 175.935528 228.94236 \r\nL 175.932113 214.907838 \r\nL 175.986757 223.552491 \r\nL 176.024324 216.659208 \r\nL 176.048231 229.464867 \r\nL 176.092629 225.929182 \r\nL 176.09946 219.571625 \r\nL 176.150689 229.593374 \r\nL 176.212163 220.718147 \r\nL 176.273638 229.404856 \r\nL 176.294129 220.338319 \r\nL 176.324866 225.686315 \r\nL 176.348773 214.126618 \r\nL 176.359019 229.17303 \r\nL 176.43757 220.955297 \r\nL 176.4444 228.465229 \r\nL 176.526366 219.81512 \r\nL 176.553688 227.637098 \r\nL 176.557103 218.999674 \r\nL 176.577595 228.31417 \r\nL 176.662976 219.19886 \r\nL 176.772264 229.326547 \r\nL 176.775679 227.345765 \r\nL 176.857645 216.490549 \r\nL 176.861061 228.475429 \r\nL 176.884967 220.862309 \r\nL 176.936196 229.603821 \r\nL 176.891798 217.112822 \r\nL 177.001086 227.886104 \r\nL 177.028408 217.825283 \r\nL 177.072806 229.581642 \r\nL 177.113789 221.137527 \r\nL 177.19234 227.897792 \r\nL 177.147942 214.71397 \r\nL 177.223077 221.957056 \r\nL 177.277721 217.104936 \r\nL 177.274306 227.90998 \r\nL 177.301628 223.935521 \r\nL 177.322119 229.082888 \r\nL 177.380179 219.559135 \r\nL 177.410916 224.985007 \r\nL 177.513373 218.181362 \r\nL 177.486051 229.366474 \r\nL 177.516789 221.026441 \r\nL 177.619246 220.423708 \r\nL 177.632907 228.717443 \r\nL 177.680721 215.250223 \r\nL 177.74561 224.465864 \r\nL 177.783178 227.424636 \r\nL 177.752441 216.54335 \r\nL 177.841237 220.158096 \r\nL 177.844653 220.134138 \r\nL 177.902712 229.408494 \r\nL 177.94711 218.499694 \r\nL 177.957356 223.720232 \r\nL 177.977847 228.659734 \r\nL 178.001754 221.70791 \r\nL 178.029076 225.563397 \r\nL 178.093966 215.150333 \r\nL 178.100796 228.433179 \r\nL 178.138364 224.009866 \r\nL 178.162271 229.057592 \r\nL 178.203254 219.539299 \r\nL 178.251067 226.917585 \r\nL 178.274974 220.910811 \r\nL 178.29205 229.028835 \r\nL 178.360355 228.041044 \r\nL 178.414999 220.060123 \r\nL 178.394508 229.353343 \r\nL 178.476474 222.480549 \r\nL 178.520872 221.906419 \r\nL 178.589177 229.193953 \r\nL 178.691634 219.604322 \r\nL 178.643821 229.425168 \r\nL 178.698465 227.777203 \r\nL 178.739448 220.878892 \r\nL 178.787261 228.870463 \r\nL 178.814583 225.71031 \r\nL 178.821414 229.53452 \r\nL 178.872643 215.681719 \r\nL 178.923871 229.346933 \r\nL 178.930702 216.331851 \r\nL 179.036575 224.153222 \r\nL 179.108295 228.665837 \r\nL 179.080973 219.117915 \r\nL 179.145863 228.085045 \r\nL 179.173185 218.542935 \r\nL 179.244905 228.497292 \r\nL 179.258566 226.064744 \r\nL 179.289303 229.367012 \r\nL 179.361023 217.010661 \r\nL 179.391761 229.099581 \r\nL 179.473727 225.280607 \r\nL 179.542032 229.319515 \r\nL 179.545447 217.532615 \r\nL 179.579599 225.608284 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228.779671 \r\nL 180.873979 224.985271 \r\nL 180.95253 229.324231 \r\nL 180.901301 220.192126 \r\nL 180.983267 225.209465 \r\nL 181.092555 228.180453 \r\nL 181.034496 218.771683 \r\nL 181.099385 227.231661 \r\nL 181.181351 219.958339 \r\nL 181.16086 228.168718 \r\nL 181.201843 221.237702 \r\nL 181.22575 229.120051 \r\nL 181.259902 218.303265 \r\nL 181.311131 222.273348 \r\nL 181.324792 229.483049 \r\nL 181.317961 217.668731 \r\nL 181.43408 228.806285 \r\nL 181.447741 220.947695 \r\nL 181.543368 224.453068 \r\nL 181.645825 229.234758 \r\nL 181.57069 219.472791 \r\nL 181.652656 224.70524 \r\nL 181.7073 219.549041 \r\nL 181.679978 229.506968 \r\nL 181.727791 223.851935 \r\nL 181.799512 229.244511 \r\nL 181.782435 218.369461 \r\nL 181.840495 226.320566 \r\nL 181.85074 217.7748 \r\nL 181.864401 229.295484 \r\nL 181.949783 228.21548 \r\nL 182.041994 217.22775 \r\nL 182.021503 228.942802 \r\nL 182.065901 224.019377 \r\nL 182.168359 228.051302 \r\nL 182.137621 215.935686 \r\nL 182.18202 227.449255 \r\nL 182.205926 220.093746 \r\nL 182.263986 229.366683 \r\nL 182.291308 227.261802 \r\nL 182.386935 229.208441 \r\nL 182.322045 222.264968 \r\nL 182.400596 227.272898 \r\nL 182.506468 221.196451 \r\nL 182.424502 227.857375 \r\nL 182.513299 224.451741 \r\nL 182.59868 217.249943 \r\nL 182.59185 229.165428 \r\nL 182.615756 225.755206 \r\nL 182.697722 229.44107 \r\nL 182.636248 220.269997 \r\nL 182.721629 226.928813 \r\nL 182.779688 221.537921 \r\nL 182.72846 229.292511 \r\nL 182.830917 222.343903 \r\nL 182.841163 229.434321 \r\nL 182.844578 221.519931 \r\nL 182.940205 222.848053 \r\nL 182.994849 229.140388 \r\nL 183.035832 216.985323 \r\nL 183.049493 223.233319 \r\nL 183.056324 221.315329 \r\nL 183.063154 224.164654 \r\nL 183.162196 229.495103 \r\nL 183.0734 217.182415 \r\nL 183.169027 222.980663 \r\nL 183.172442 222.845003 \r\nL 183.179273 226.635167 \r\nL 183.250993 229.691725 \r\nL 183.254408 218.302094 \r\nL 183.285145 227.188421 \r\nL 183.391018 221.895019 \r\nL 183.336374 229.173365 \r\nL 183.397849 224.073801 \r\nL 183.486645 229.027067 \r\nL 183.48323 218.85575 \r\nL 183.507137 228.405845 \r\nL 183.534459 221.240098 \r\nL 183.578857 229.154434 \r\nL 183.616424 223.572067 \r\nL 183.715467 229.705782 \r\nL 183.643746 219.265195 \r\nL 183.725712 226.803513 \r\nL 183.749619 229.090182 \r\nL 183.841831 216.156584 \r\nL 183.848661 229.596298 \r\nL 183.951119 226.137145 \r\nL 183.954534 219.532302 \r\nL 183.97161 228.472913 \r\nL 184.060407 228.157703 \r\nL 184.063822 228.69196 \r\nL 184.097975 218.082414 \r\nL 184.118466 224.175728 \r\nL 184.125297 218.038 \r\nL 184.210678 228.120777 \r\nL 184.227754 222.523047 \r\nL 184.306305 229.587726 \r\nL 184.272152 221.881125 \r\nL 184.340457 227.948664 \r\nL 184.391686 222.313906 \r\nL 184.37461 228.179669 \r\nL 184.453161 225.907262 \r\nL 184.528296 228.744576 \r\nL 184.459991 222.061201 \r\nL 184.541957 226.654715 \r\nL 184.57611 221.60556 \r\nL 184.572694 229.430612 \r\nL 184.65466 223.133856 \r\nL 184.736626 229.578515 \r\nL 184.726381 221.098344 \r\nL 184.767364 226.554299 \r\nL 184.832253 219.494141 \r\nL 184.794686 229.599128 \r\nL 184.880067 225.511401 \r\nL 184.934711 228.982809 \r\nL 184.955202 218.735224 \r\nL 184.989355 226.182429 \r\nL 184.999601 218.322441 \r\nL 185.071321 227.981977 \r\nL 185.102058 222.64131 \r\nL 185.184024 229.330309 \r\nL 185.2011 218.229777 \r\nL 185.211346 225.351264 \r\nL 185.214761 218.942193 \r\nL 185.221592 228.799819 \r\nL 185.320634 220.982939 \r\nL 185.382109 227.869146 \r\nL 185.375278 219.805219 \r\nL 185.433337 224.358864 \r\nL 185.498227 221.451109 \r\nL 185.46749 228.978897 \r\nL 185.535795 226.648606 \r\nL 185.542625 226.935499 \r\nL 185.590439 221.87284 \r\nL 185.614346 229.159898 \r\nL 185.651913 227.367716 \r\nL 185.696312 221.121711 \r\nL 185.713388 229.445361 \r\nL 185.761201 226.829537 \r\nL 185.778278 229.091481 \r\nL 185.829506 221.6133 \r\nL 185.867074 226.691299 \r\nL 185.918303 222.141759 \r\nL 185.959286 229.080466 \r\nL 185.976362 223.690075 \r\nL 186.058328 229.324703 \r\nL 186.034421 222.988244 \r\nL 186.089065 226.199734 \r\nL 186.174447 222.202495 \r\nL 186.171031 228.710698 \r\nL 186.181277 223.700731 \r\nL 186.22226 229.785918 \r\nL 186.273489 220.077998 \r\nL 186.29398 227.739382 \r\nL 186.35887 218.570682 \r\nL 186.304226 228.430647 \r\nL 186.403268 224.36841 \r\nL 186.461327 229.374643 \r\nL 186.413514 221.558242 \r\nL 186.509141 223.976851 \r\nL 186.539878 220.35722 \r\nL 186.56037 228.895898 \r\nL 186.615014 225.45611 \r\nL 186.70381 228.821724 \r\nL 186.635505 220.498267 \r\nL 186.717471 224.910315 \r\nL 186.720886 219.45368 \r\nL 186.806268 228.892552 \r\nL 186.830174 220.953738 \r\nL 186.932632 228.849988 \r\nL 186.874573 219.468724 \r\nL 186.939462 226.057088 \r\nL 186.942878 219.945954 \r\nL 186.990691 229.492635 \r\nL 187.04875 223.216953 \r\nL 187.137547 229.051734 \r\nL 187.154623 219.399 \r\nL 187.161454 228.100583 \r\nL 187.274157 221.147718 \r\nL 187.168284 228.83032 \r\nL 187.277572 222.208493 \r\nL 187.332216 228.861066 \r\nL 187.349292 219.386055 \r\nL 187.390275 226.898914 \r\nL 187.424428 229.018478 \r\nL 187.45175 220.860027 \r\nL 187.485902 224.995639 \r\nL 187.513224 215.375758 \r\nL 187.547377 228.54121 \r\nL 187.591775 225.497458 \r\nL 187.619097 227.689456 \r\nL 187.608851 220.403045 \r\nL 187.677156 221.685924 \r\nL 187.707894 214.842491 \r\nL 187.728385 228.092116 \r\nL 187.783029 222.289501 \r\nL 187.844504 229.695358 \r\nL 187.78986 217.538081 \r\nL 187.895732 224.958688 \r\nL 187.92647 218.903554 \r\nL 187.977698 229.421907 \r\nL 188.00502 221.438344 \r\nL 188.052834 229.14511 \r\nL 188.046003 221.205378 \r\nL 188.121139 228.478047 \r\nL 188.145046 220.103123 \r\nL 188.209935 228.83361 \r\nL 188.230427 226.036685 \r\nL 188.27824 228.787588 \r\nL 188.285071 218.695701 \r\nL 188.332884 224.251822 \r\nL 188.394359 218.31719 \r\nL 188.411435 229.382756 \r\nL 188.442172 220.863408 \r\nL 188.513893 228.912758 \r\nL 188.554876 228.113895 \r\nL 188.61635 220.302624 \r\nL 188.623181 229.02869 \r\nL 188.667579 225.950282 \r\nL 188.705147 221.935844 \r\nL 188.68124 229.644064 \r\nL 188.756375 225.03412 \r\nL 188.81785 229.641404 \r\nL 188.811019 218.743223 \r\nL 188.865663 223.481409 \r\nL 188.968121 229.169276 \r\nL 188.96129 220.606452 \r\nL 188.974951 223.203934 \r\nL 189.005688 220.411472 \r\nL 189.002273 228.220969 \r\nL 189.03301 223.200581 \r\nL 189.067163 229.080593 \r\nL 189.138883 221.889643 \r\nL 189.142298 227.840215 \r\nL 189.155959 222.450299 \r\nL 189.179866 229.243822 \r\nL 189.251586 225.250969 \r\nL 189.282324 228.569055 \r\nL 189.295985 221.507354 \r\nL 189.360874 225.204293 \r\nL 189.463332 228.82967 \r\nL 189.381366 222.342428 \r\nL 189.470162 226.688531 \r\nL 189.511145 221.41585 \r\nL 189.558959 229.404657 \r\nL 189.582866 224.567336 \r\nL 189.658001 229.383666 \r\nL 189.647755 223.938733 \r\nL 189.692154 227.592183 \r\nL 189.750213 219.094686 \r\nL 189.784365 228.93693 \r\nL 189.804857 225.588286 \r\nL 189.811687 229.616831 \r\nL 189.890238 222.030138 \r\nL 189.91756 226.314824 \r\nL 189.961958 229.163826 \r\nL 190.026848 219.601137 \r\nL 190.061001 228.712664 \r\nL 190.074662 217.92105 \r\nL 190.139551 226.665335 \r\nL 190.173704 218.587298 \r\nL 190.231763 229.392008 \r\nL 190.248839 222.68795 \r\nL 190.334221 228.769014 \r\nL 190.272746 219.724463 \r\nL 190.361543 226.737854 \r\nL 190.416187 229.093802 \r\nL 190.423017 220.216288 \r\nL 190.45717 228.988208 \r\nL 190.515229 221.71733 \r\nL 190.504983 229.437291 \r\nL 190.566458 228.844216 \r\nL 190.658669 221.107324 \r\nL 190.682576 222.889143 \r\nL 190.761127 228.964935 \r\nL 190.798695 225.362 \r\nL 190.829432 222.825652 \r\nL 190.846508 229.475542 \r\nL 190.897737 225.115431 \r\nL 190.901152 228.584093 \r\nL 190.931889 221.897612 \r\nL 191.01044 228.18271 \r\nL 191.068499 223.815876 \r\nL 191.099237 229.374784 \r\nL 191.123143 226.733633 \r\nL 191.205109 229.218112 \r\nL 191.21877 223.434485 \r\nL 191.235847 228.210337 \r\nL 191.341719 221.180521 \r\nL 191.259753 228.456596 \r\nL 191.34855 226.627048 \r\nL 191.454423 229.117121 \r\nL 191.375872 221.32608 \r\nL 191.457838 228.191478 \r\nL 191.539804 223.47361 \r\nL 191.55688 229.609783 \r\nL 191.570541 227.235225 \r\nL 191.577372 229.415135 \r\nL 191.591032 223.405484 \r\nL 191.666168 226.821095 \r\nL 191.720812 221.31443 \r\nL 191.707151 229.030185 \r\nL 191.775456 223.251449 \r\nL 191.843761 229.64937 \r\nL 191.792532 221.775915 \r\nL 191.888159 229.098299 \r\nL 192.004278 218.884766 \r\nL 191.912066 229.24417 \r\nL 192.007693 224.613766 \r\nL 192.041845 229.066636 \r\nL 192.048676 220.709372 \r\nL 192.116981 224.079653 \r\nL 192.144303 228.542517 \r\nL 192.151133 220.977435 \r\nL 192.219438 225.546256 \r\nL 192.294574 229.581152 \r\nL 192.332142 219.269529 \r\nL 192.420938 229.037956 \r\nL 192.444845 225.991506 \r\nL 192.472167 229.466192 \r\nL 192.482413 220.204718 \r\nL 192.554133 225.571306 \r\nL 192.636099 229.007424 \r\nL 192.612192 219.998722 \r\nL 192.653175 228.435141 \r\nL 192.65659 220.374459 \r\nL 192.700989 229.387154 \r\nL 192.762463 224.887667 \r\nL 192.85809 229.529748 \r\nL 192.800031 222.628447 \r\nL 192.875166 227.677034 \r\nL 192.878582 221.536681 \r\nL 192.946887 229.227678 \r\nL 192.984454 227.208779 \r\nL 193.039098 222.361446 \r\nL 193.080081 228.981274 \r\nL 193.093742 225.851865 \r\nL 193.12448 228.876147 \r\nL 193.168878 223.821097 \r\nL 193.20303 227.577722 \r\nL 193.216691 224.847311 \r\nL 193.308903 229.351678 \r\nL 193.315734 226.766961 \r\nL 193.325979 229.48425 \r\nL 193.411361 222.131462 \r\nL 193.414776 228.83021 \r\nL 193.510403 220.504134 \r\nL 193.524064 225.770513 \r\nL 193.54114 229.218151 \r\nL 193.561632 219.791283 \r\nL 193.629937 225.542985 \r\nL 193.660674 221.37848 \r\nL 193.701657 229.36827 \r\nL 193.739225 224.954722 \r\nL 193.780208 228.648774 \r\nL 193.80753 221.121166 \r\nL 193.817775 224.260656 \r\nL 193.821191 218.086293 \r\nL 193.882665 229.173378 \r\nL 193.927063 225.162899 \r\nL 193.974877 228.853759 \r\nL 193.971462 221.66008 \r\nL 193.991953 224.909276 \r\nL 193.995368 222.348287 \r\nL 193.998784 228.678753 \r\nL 194.097826 227.396492 \r\nL 194.193453 221.174216 \r\nL 194.169546 228.565818 \r\nL 194.207114 227.086249 \r\nL 194.302741 229.363036 \r\nL 194.285664 223.436682 \r\nL 194.316402 227.861315 \r\nL 194.336893 222.932356 \r\nL 194.401783 229.104231 \r\nL 194.42569 225.904274 \r\nL 194.456427 229.350779 \r\nL 194.493995 222.745256 \r\nL 194.534978 224.875349 \r\nL 194.538393 224.723022 \r\nL 194.548639 227.89152 \r\nL 194.575961 229.559163 \r\nL 194.627189 222.880426 \r\nL 194.64085 227.291778 \r\nL 194.644266 221.009799 \r\nL 194.746723 229.493296 \r\nL 194.753554 224.040547 \r\nL 194.849181 229.613591 \r\nL 194.815028 220.670043 \r\nL 194.866257 228.453258 \r\nL 194.927731 220.42028 \r\nL 194.890164 229.128622 \r\nL 194.97896 227.300344 \r\nL 195.078002 221.16814 \r\nL 195.037019 229.416465 \r\nL 195.088248 224.577999 \r\nL 195.091663 229.095257 \r\nL 195.153138 219.822873 \r\nL 195.197536 225.040597 \r\nL 195.207782 219.399598 \r\nL 195.24535 228.813725 \r\nL 195.310239 222.726556 \r\nL 195.364883 229.163736 \r\nL 195.38879 222.360079 \r\nL 195.426358 226.53299 \r\nL 195.508324 221.256031 \r\nL 195.457095 229.251793 \r\nL 195.539061 223.565403 \r\nL 195.576629 229.099053 \r\nL 195.552722 221.326637 \r\nL 195.651764 225.552563 \r\nL 195.702993 221.513464 \r\nL 195.689332 228.677846 \r\nL 195.761052 223.688184 \r\nL 195.839603 229.170196 \r\nL 195.805451 218.955151 \r\nL 195.87034 227.304257 \r\nL 195.873756 221.504803 \r\nL 195.972798 228.883385 \r\nL 195.979628 225.313438 \r\nL 196.061594 229.053308 \r\nL 196.034272 220.603434 \r\nL 196.092332 227.667923 \r\nL 196.181128 222.601375 \r\nL 196.119654 229.404108 \r\nL 196.205035 226.040614 \r\nL 196.235772 229.186912 \r\nL 196.300662 222.396549 \r\nL 196.307492 228.152072 \r\nL 196.375797 229.454134 \r\nL 196.41678 220.162835 \r\nL 196.420196 228.722218 \r\nL 196.529484 225.104212 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229.362513 \r\nL 197.960473 222.045709 \r\nL 198.052685 225.603483 \r\nL 198.080007 222.021395 \r\nL 198.12099 229.542702 \r\nL 198.161973 225.634437 \r\nL 198.237108 229.643821 \r\nL 198.182464 222.387986 \r\nL 198.267846 224.787628 \r\nL 198.281507 226.652875 \r\nL 198.288337 222.294832 \r\nL 198.291752 225.33586 \r\nL 198.295168 229.430574 \r\nL 198.332735 221.436352 \r\nL 198.404456 227.337705 \r\nL 198.479591 229.414892 \r\nL 198.513744 219.646499 \r\nL 198.527405 228.679102 \r\nL 198.561557 219.268122 \r\nL 198.626447 226.186236 \r\nL 198.718659 229.085996 \r\nL 198.664015 220.667938 \r\nL 198.728904 227.209909 \r\nL 198.742565 220.092082 \r\nL 198.745981 228.832432 \r\nL 198.838192 222.544332 \r\nL 198.886006 228.811329 \r\nL 198.851853 220.499382 \r\nL 198.94748 223.624304 \r\nL 198.971387 220.285806 \r\nL 199.036277 229.249464 \r\nL 199.053353 223.435914 \r\nL 199.14898 228.32872 \r\nL 199.125073 221.888371 \r\nL 199.159226 225.94555 \r\nL 199.162641 221.342774 \r\nL 199.166056 229.218518 \r\nL 199.268514 227.567889 \r\nL 199.295836 224.726889 \r\nL 199.329988 229.496464 \r\nL 199.377802 227.717093 \r\nL 199.449522 229.519832 \r\nL 199.446107 223.150323 \r\nL 199.483675 227.658707 \r\nL 199.514412 221.23125 \r\nL 199.510997 228.702453 \r\nL 199.596378 222.189855 \r\nL 199.657852 229.210535 \r\nL 199.709081 227.823406 \r\nL 199.780801 229.532594 \r\nL 199.76031 224.370533 \r\nL 199.804708 228.090611 \r\nL 199.907165 229.648545 \r\nL 199.920826 222.104656 \r\nL 200.03353 228.910936 \r\nL 200.091589 223.486724 \r\nL 200.067682 229.53246 \r\nL 200.153063 226.998706 \r\nL 200.156479 227.010095 \r\nL 200.163309 222.31289 \r\nL 200.228199 229.358032 \r\nL 200.265767 227.70335 \r\nL 200.272597 226.861658 \r\nL 200.368224 229.598327 \r\nL 200.30675 222.06073 \r\nL 200.3853 228.334742 \r\nL 200.460436 223.646542 \r\nL 200.433114 229.664571 \r\nL 200.498004 226.166802 \r\nL 200.597046 229.006311 \r\nL 200.590215 223.170365 \r\nL 200.610707 227.998203 \r\nL 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228.199804 \r\nL 203.240449 222.886059 \r\nL 203.209712 229.273042 \r\nL 203.312169 225.630731 \r\nL 203.336076 229.469549 \r\nL 203.373644 224.310505 \r\nL 203.421457 227.887922 \r\nL 203.472686 222.815834 \r\nL 203.431703 229.833705 \r\nL 203.530745 227.257237 \r\nL 203.571728 229.090873 \r\nL 203.537576 222.704356 \r\nL 203.640033 228.85694 \r\nL 203.681016 224.532971 \r\nL 203.721999 229.142859 \r\nL 203.756152 226.922162 \r\nL 203.79372 228.982568 \r\nL 203.838118 224.7032 \r\nL 203.862025 225.453885 \r\nL 203.868855 225.614368 \r\nL 203.967897 221.762822 \r\nL 203.943991 228.926335 \r\nL 203.974728 222.890436 \r\nL 204.046448 229.560628 \r\nL 204.087431 227.142523 \r\nL 204.124999 223.322638 \r\nL 204.13866 229.44986 \r\nL 204.176228 225.602531 \r\nL 204.20355 229.546427 \r\nL 204.244533 225.212524 \r\nL 204.285516 228.67327 \r\nL 204.288931 224.313704 \r\nL 204.357236 229.135859 \r\nL 204.394804 228.389449 \r\nL 204.473354 224.214255 \r\nL 204.480185 229.487282 \r\nL 204.500676 228.066265 \r\nL 204.527998 229.497626 \r\nL 204.541659 222.09136 \r\nL 204.603134 226.534425 \r\nL 204.606549 226.56251 \r\nL 204.633871 221.944764 \r\nL 204.623625 229.275221 \r\nL 204.715837 224.534548 \r\nL 204.770481 229.5474 \r\nL 204.74999 222.697027 \r\nL 204.82854 229.200587 \r\nL 204.924167 222.65362 \r\nL 204.937828 226.329138 \r\nL 205.012964 229.56938 \r\nL 204.948074 221.304067 \r\nL 205.040286 228.288349 \r\nL 205.043701 221.475945 \r\nL 205.146158 229.18817 \r\nL 205.149574 227.650853 \r\nL 205.224709 229.325762 \r\nL 205.183726 223.063021 \r\nL 205.258862 229.218858 \r\nL 205.269107 223.34867 \r\nL 205.371565 226.205905 \r\nL 205.474022 229.288789 \r\nL 205.378395 222.972137 \r\nL 205.480853 227.828655 \r\nL 205.501344 224.308381 \r\nL 205.518421 229.210887 \r\nL 205.590141 224.592135 \r\nL 205.644785 229.395048 \r\nL 205.685768 222.396808 \r\nL 205.699429 228.669722 \r\nL 205.736997 222.889897 \r\nL 205.795056 229.47924 \r\nL 205.812132 225.77827 \r\nL 205.822378 223.720884 \r\nL 205.866776 229.425739 \r\nL 205.91459 226.425853 \r\nL 205.952157 229.41358 \r\nL 205.962403 221.927819 \r\nL 206.023878 228.169366 \r\nL 206.119505 221.66864 \r\nL 206.116089 229.136958 \r\nL 206.133166 225.256898 \r\nL 206.239038 229.599271 \r\nL 206.143411 222.596653 \r\nL 206.242454 224.820369 \r\nL 206.33125 229.615805 \r\nL 206.26636 222.18537 \r\nL 206.358572 228.552447 \r\nL 206.382479 222.605981 \r\nL 206.39614 228.998437 \r\nL 206.474691 223.013741 \r\nL 206.481521 229.391495 \r\nL 206.587394 228.129379 \r\nL 206.590809 222.372911 \r\nL 206.67619 229.41079 \r\nL 206.700097 223.465958 \r\nL 206.771817 228.999404 \r\nL 206.761572 221.049657 \r\nL 206.8128 228.147285 \r\nL 206.867444 223.639602 \r\nL 206.891351 229.198181 \r\nL 206.935749 225.229816 \r\nL 207.004054 229.08596 \r\nL 206.963071 221.672616 \r\nL 207.041622 228.32507 \r\nL 207.065529 220.867145 \r\nL 207.048453 228.80843 \r\nL 207.15091 227.683756 \r\nL 207.195308 228.166366 \r\nL 207.181647 221.90395 \r\nL 207.205554 221.950887 \r\nL 207.232876 220.396208 \r\nL 207.249952 229.696398 \r\nL 207.301181 226.665996 \r\nL 207.338749 223.000472 \r\nL 207.321673 229.089114 \r\nL 207.407054 225.739367 \r\nL 207.458283 229.705649 \r\nL 207.427545 221.637027 \r\nL 207.516342 224.331852 \r\nL 207.519757 224.346971 \r\nL 207.608554 229.493104 \r\nL 207.601723 221.85747 \r\nL 207.62563 224.43326 \r\nL 207.652952 229.488624 \r\nL 207.731502 222.327852 \r\nL 207.772485 229.406398 \r\nL 207.806638 219.26757 \r\nL 207.844206 227.01344 \r\nL 207.878358 218.19224 \r\nL 207.943248 229.145798 \r\nL 207.953494 226.781834 \r\nL 208.011553 229.53413 \r\nL 208.018383 220.296339 \r\nL 208.052536 226.052118 \r\nL 208.090104 217.070327 \r\nL 208.127671 229.34702 \r\nL 208.165239 222.607673 \r\nL 208.223298 229.105885 \r\nL 208.213053 220.021838 \r\nL 208.274527 225.825875 \r\nL 208.301849 219.658351 \r\nL 208.363324 229.270257 \r\nL 208.383815 226.399788 \r\nL 208.390646 225.249975 \r\nL 208.394061 228.368056 \r\nL 208.417968 218.565128 \r\nL 208.44529 228.585026 \r\nL 208.503349 225.272335 \r\nL 208.510179 229.175258 \r\nL 208.527256 219.40658 \r\nL 208.595561 224.563373 \r\nL 208.629713 218.412941 \r\nL 208.657035 228.896052 \r\nL 208.704849 225.614865 \r\nL 208.708264 225.664555 \r\nL 208.786815 228.264439 \r\nL 208.739001 221.20658 \r\nL 208.814137 227.740104 \r\nL 208.831213 221.327197 \r\nL 208.902933 229.664836 \r\nL 208.923425 225.790335 \r\nL 208.92684 225.916993 \r\nL 208.930255 223.231821 \r\nL 208.93367 225.726882 \r\nL 208.937086 220.37034 \r\nL 208.978069 228.576218 \r\nL 209.042958 226.829011 \r\nL 209.145416 221.855065 \r\nL 209.066865 229.721731 \r\nL 209.155662 225.118413 \r\nL 209.182984 229.153915 \r\nL 209.241043 218.531702 \r\nL 209.26495 224.940062 \r\nL 209.288856 222.306548 \r\nL 209.275195 228.937833 \r\nL 209.370822 226.174399 \r\nL 209.432297 228.703012 \r\nL 209.387899 219.465305 \r\nL 209.476695 224.954447 \r\nL 209.507432 219.957431 \r\nL 209.493771 229.247816 \r\nL 209.579153 226.456625 \r\nL 209.647458 216.581925 \r\nL 209.68161 228.228964 \r\nL 209.726008 220.805414 \r\nL 209.739669 229.724521 \r\nL 209.794313 224.570888 \r\nL 209.879695 228.746013 \r\nL 209.814805 219.889832 \r\nL 209.900186 224.656367 \r\nL 209.910432 220.746806 \r\nL 209.917262 229.358117 \r\nL 210.012889 223.44137 \r\nL 210.036796 229.740807 \r\nL 210.043627 221.43777 \r\nL 210.115347 226.625439 \r\nL 210.159745 219.930572 \r\nL 210.122177 228.489291 \r\nL 210.22805 223.881048 \r\nL 210.262203 228.760413 \r\nL 210.320262 220.32333 \r\nL 210.337338 228.207326 \r\nL 210.36466 219.172191 \r\nL 210.405643 229.39778 \r\nL 210.453456 222.896845 \r\nL 210.480778 228.147544 \r\nL 210.521761 213.081408 \r\nL 210.562744 223.626945 \r\nL 210.648126 221.145562 \r\nL 210.658371 229.313364 \r\nL 210.665202 223.180722 \r\nL 210.771075 229.413359 \r\nL 210.678863 217.489783 \r\nL 210.77449 220.815204 \r\nL 210.859871 228.773535 \r\nL 210.842795 217.184366 \r\nL 210.887193 223.72286 \r\nL 210.945252 229.398108 \r\nL 210.914515 217.159627 \r\nL 210.999896 224.546238 \r\nL 211.109184 217.88055 \r\nL 211.085278 228.204782 \r\nL 211.1126 222.736672 \r\nL 211.174074 229.098344 \r\nL 211.136506 218.499707 \r\nL 211.228718 224.852376 \r\nL 211.232133 218.569665 \r\nL 211.314099 227.805478 \r\nL 211.341421 221.774933 \r\nL 211.361913 217.802622 \r\nL 211.375574 228.347226 \r\nL 211.440464 223.937515 \r\nL 211.467786 229.566241 \r\nL 211.447294 216.159179 \r\nL 211.549752 225.366094 \r\nL 211.641963 219.911827 \r\nL 211.60098 228.00602 \r\nL 211.669285 221.507668 \r\nL 211.778573 228.622449 \r\nL 211.775158 219.851879 \r\nL 211.781989 225.690159 \r\nL 211.785404 219.551199 \r\nL 211.887861 228.925461 \r\nL 211.891277 226.677414 \r\nL 211.952751 215.474603 \r\nL 211.942505 228.747097 \r\nL 212.00398 224.088098 \r\nL 212.072285 213.826076 \r\nL 212.113268 228.178318 \r\nL 212.191819 213.40944 \r\nL 212.171327 229.435181 \r\nL 212.222556 227.746886 \r\nL 212.225971 228.000433 \r\nL 212.232802 222.123355 \r\nL 212.236217 216.18932 \r\nL 212.307937 229.315371 \r\nL 212.34209 223.77627 \r\nL 212.427471 228.710687 \r\nL 212.379657 218.295848 \r\nL 212.447962 222.830766 \r\nL 212.465039 220.281621 \r\nL 212.495776 229.235131 \r\nL 212.55042 223.124771 \r\nL 212.605064 229.320095 \r\nL 212.646047 218.549958 \r\nL 212.659708 223.268701 \r\nL 212.663123 218.400406 \r\nL 212.68703 228.869215 \r\nL 212.765581 223.434897 \r\nL 212.847547 228.809962 \r\nL 212.789487 219.793827 \r\nL 212.874869 221.372635 \r\nL 212.926097 229.591342 \r\nL 212.891945 215.620254 \r\nL 212.990987 225.915659 \r\nL 213.011479 217.035024 \r\nL 213.059292 228.240138 \r\nL 213.079783 225.19589 \r\nL 213.113936 229.526628 \r\nL 213.158334 215.738998 \r\nL 213.185656 225.792856 \r\nL 213.223224 216.751377 \r\nL 213.288114 228.670638 \r\nL 213.294944 224.167033 \r\nL 213.393986 228.551862 \r\nL 213.356419 220.852351 \r\nL 213.407647 226.643547 \r\nL 213.458876 229.167851 \r\nL 213.4418 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223.846534 \r\nL 248.362728 223.893546 \r\nL 248.393465 221.926097 \r\nL 248.372974 228.972413 \r\nL 248.458355 226.603859 \r\nL 248.52666 228.693946 \r\nL 248.482262 223.470492 \r\nL 248.567643 226.006948 \r\nL 248.594965 222.824079 \r\nL 248.574473 229.011272 \r\nL 248.680346 223.384853 \r\nL 248.752066 229.441438 \r\nL 248.738405 222.393948 \r\nL 248.793049 227.276351 \r\nL 248.796465 223.030275 \r\nL 248.837448 229.246422 \r\nL 248.902337 224.258842 \r\nL 249.004795 229.598329 \r\nL 248.950151 219.693834 \r\nL 249.011625 227.779723 \r\nL 249.035532 221.512617 \r\nL 249.117498 229.266301 \r\nL 249.124329 224.510754 \r\nL 249.196049 229.206438 \r\nL 249.141405 220.590551 \r\nL 249.237032 227.297645 \r\nL 249.240447 222.18418 \r\nL 249.312167 229.165515 \r\nL 249.34632 228.28865 \r\nL 249.356566 221.349904 \r\nL 249.448777 229.595691 \r\nL 249.455608 225.705578 \r\nL 249.510252 228.885184 \r\nL 249.48293 223.232841 \r\nL 249.568311 226.96596 \r\nL 249.602464 229.442385 \r\nL 249.588803 221.717778 \r\nL 249.677599 228.17999 \r\nL 249.698091 221.673587 \r\nL 249.766396 229.191297 \r\nL 249.790302 227.002003 \r\nL 249.851777 229.78023 \r\nL 249.814209 222.899303 \r\nL 249.89276 227.256351 \r\nL 249.896175 222.810112 \r\nL 249.933743 229.423554 \r\nL 250.002048 225.00504 \r\nL 250.025955 229.533098 \r\nL 250.060107 222.156719 \r\nL 250.114751 228.600115 \r\nL 250.176226 229.198005 \r\nL 250.224039 222.607768 \r\nL 250.227454 229.385624 \r\nL 250.336742 227.278026 \r\nL 250.36748 224.777409 \r\nL 250.411878 229.519001 \r\nL 250.4392 227.107399 \r\nL 250.538242 229.689251 \r\nL 250.487013 224.305458 \r\nL 250.541657 226.29005 \r\nL 250.565564 222.812754 \r\nL 250.599716 229.147952 \r\nL 250.64753 224.841194 \r\nL 250.685098 228.860306 \r\nL 250.739742 222.770297 \r\nL 250.760233 227.762007 \r\nL 250.811462 220.92275 \r\nL 250.869521 228.963309 \r\nL 250.903674 222.988346 \r\nL 250.982224 224.612327 \r\nL 251.060775 229.665682 \r\nL 251.053945 222.894122 \r\nL 251.094928 227.830904 \r\nL 251.187139 221.964341 \r\nL 251.183724 229.180376 \r\nL 251.207631 226.529775 \r\nL 251.238368 220.110401 \r\nL 251.279351 228.911952 \r\nL 251.313504 227.232054 \r\nL 251.340826 228.680963 \r\nL 251.327165 223.208492 \r\nL 251.361317 227.521945 \r\nL 251.381809 222.2285 \r\nL 251.422792 228.67392 \r\nL 251.470605 225.426877 \r\nL 251.497927 228.865257 \r\nL 251.555986 220.956112 \r\nL 251.583308 228.233232 \r\nL 251.685766 218.969084 \r\nL 251.6038 229.030231 \r\nL 251.699427 224.583854 \r\nL 251.750656 229.396802 \r\nL 251.723334 220.540899 \r\nL 251.808715 225.697655 \r\nL 251.918003 218.914364 \r\nL 251.859944 229.315408 \r\nL 251.921418 221.622167 \r\nL 252.02046 229.16555 \r\nL 252.030706 220.986373 \r\nL 252.040952 229.564959 \r\nL 252.153655 224.959538 \r\nL 252.262943 219.58302 \r\nL 252.22196 229.180814 \r\nL 252.266358 223.134045 \r\nL 252.29368 229.370189 \r\nL 252.379062 225.434249 \r\nL 252.437121 222.49346 \r\nL 252.385892 228.975283 \r\nL 252.474689 226.880455 \r\nL 252.522502 229.338141 \r\nL 252.498595 221.082455 \r\nL 252.577146 224.123177 \r\nL 252.669358 220.996304 \r\nL 252.614714 229.32228 \r\nL 252.683019 225.391549 \r\nL 252.7684 229.602158 \r\nL 252.713756 219.315955 \r\nL 252.799137 227.936014 \r\nL 252.884519 220.282031 \r\nL 252.891349 229.284257 \r\nL 252.908425 226.008278 \r\nL 252.990391 229.076198 \r\nL 252.945993 217.223795 \r\nL 253.017713 224.915716 \r\nL 253.058696 217.484529 \r\nL 253.027959 228.738365 \r\nL 253.120171 221.017423 \r\nL 253.198722 229.217351 \r\nL 253.164569 217.774446 \r\nL 253.232874 228.287116 \r\nL 253.253365 221.429978 \r\nL 253.32167 229.110601 \r\nL 253.345577 226.646857 \r\nL 253.407052 222.00057 \r\nL 253.362653 229.438469 \r\nL 253.461696 224.539337 \r\nL 253.468526 228.87488 \r\nL 253.560738 222.854466 \r\nL 253.570984 226.323766 \r\nL 253.642704 221.15492 \r\nL 253.65295 228.688396 \r\nL 253.680272 225.224069 \r\nL 253.690517 229.656571 \r\nL 253.697348 223.664359 \r\nL 253.792975 227.751543 \r\nL 253.881771 222.294147 \r\nL 253.820297 229.290523 \r\nL 253.902263 224.067336 \r\nL 253.905678 229.553273 \r\nL 254.011551 228.062564 \r\nL 254.076441 220.637699 \r\nL 254.086686 229.200688 \r\nL 254.124254 223.835575 \r\nL 254.127669 229.422974 \r\nL 254.19939 221.99398 \r\nL 254.233542 225.205266 \r\nL 254.254034 220.971004 \r\nL 254.243788 229.188573 \r\nL 254.34283 222.182968 \r\nL 254.390644 228.942382 \r\nL 254.455533 226.351465 \r\nL 254.496516 229.654965 \r\nL 254.506762 224.286287 \r\nL 254.568237 228.983112 \r\nL 254.663864 223.032895 \r\nL 254.677525 229.176481 \r\nL 254.68094 228.670184 \r\nL 254.797058 223.586455 \r\nL 254.81755 224.144922 \r\nL 254.916592 229.617284 \r\nL 254.923423 221.302983 \r\nL 254.930253 228.696031 \r\nL 254.943914 221.680632 \r\nL 255.029295 228.862788 \r\nL 255.039541 225.578664 \r\nL 255.077109 228.43525 \r\nL 255.141999 222.119347 \r\nL 255.148829 227.773558 \r\nL 255.16249 220.503844 \r\nL 255.223965 228.579104 \r\nL 255.261532 224.876384 \r\nL 255.312761 228.954376 \r\nL 255.302515 221.778012 \r\nL 255.37082 227.417604 \r\nL 255.459617 220.527038 \r\nL 255.476693 229.094676 \r\nL 255.483524 221.900869 \r\nL 255.5006 229.426397 \r\nL 255.558659 221.857609 \r\nL 255.596227 227.949029 \r\nL 255.633795 220.946835 \r\nL 255.674778 228.493483 \r\nL 255.70893 222.185025 \r\nL 255.756744 228.956671 \r\nL 255.777235 218.110149 \r\nL 255.818218 226.181203 \r\nL 255.920675 221.102141 \r\nL 255.84554 229.466646 \r\nL 255.924091 221.112579 \r\nL 255.947997 228.859479 \r\nL 255.995811 219.990036 \r\nL 256.036794 226.102177 \r\nL 256.12559 228.986186 \r\nL 256.064116 222.370058 \r\nL 256.135836 227.977733 \r\nL 256.152912 220.658053 \r\nL 256.146082 229.308532 \r\nL 256.245124 226.831746 \r\nL 256.248539 229.33285 \r\nL 256.296353 222.176483 \r\nL 256.354412 227.764156 \r\nL 256.432963 223.865758 \r\nL 256.381734 229.586031 \r\nL 256.4637 224.565363 \r\nL 256.562742 229.315527 \r\nL 256.552497 223.121813 \r\nL 256.572988 228.769353 \r\nL 256.590064 229.487117 \r\nL 256.682276 220.948227 \r\nL 256.692522 229.179715 \r\nL 256.794979 228.935543 \r\nL 256.904267 218.88239 \r\nL 256.969157 228.651366 \r\nL 257.016971 226.688101 \r\nL 257.020386 221.638061 \r\nL 257.095521 228.690738 \r\nL 257.126259 224.856061 \r\nL 257.228716 229.306919 \r\nL 257.136504 220.627128 \r\nL 257.235547 225.925566 \r\nL 257.249208 222.547638 \r\nL 257.286775 228.889629 \r\nL 257.331174 227.183715 \r\nL 257.34825 228.735389 \r\nL 257.41997 220.571911 \r\nL 257.440462 227.177593 \r\nL 257.481445 228.898707 \r\nL 257.54975 219.725879 \r\nL 257.570241 229.224682 \r\nL 257.659038 222.452987 \r\nL 257.662453 222.375657 \r\nL 257.665868 223.876869 \r\nL 257.672699 228.755763 \r\nL 257.720512 218.807758 \r\nL 257.768326 226.583434 \r\nL 257.795648 218.840636 \r\nL 257.819554 229.432798 \r\nL 257.877614 224.536376 \r\nL 257.891275 228.998868 \r\nL 257.884444 220.638965 \r\nL 257.986902 226.769505 \r\nL 258.041546 221.257526 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222.137342 \r\nL 259.383739 229.524174 \r\nL 259.434967 223.349066 \r\nL 259.465705 229.725737 \r\nL 259.496442 222.503064 \r\nL 259.547671 228.387625 \r\nL 259.626221 229.14826 \r\nL 259.660374 220.924949 \r\nL 259.663789 229.424944 \r\nL 259.773077 228.507066 \r\nL 259.817475 223.26308 \r\nL 259.865289 228.522513 \r\nL 259.88578 225.005235 \r\nL 259.947255 229.556821 \r\nL 259.964331 219.012831 \r\nL 259.998484 226.370695 \r\nL 260.02239 221.958086 \r\nL 260.063373 228.974363 \r\nL 260.111187 222.639286 \r\nL 260.162416 229.554763 \r\nL 260.135094 222.32058 \r\nL 260.22389 227.10413 \r\nL 260.299026 229.709192 \r\nL 260.234136 222.022151 \r\nL 260.329763 228.743347 \r\nL 260.42539 222.614288 \r\nL 260.370746 229.369725 \r\nL 260.439051 225.035682 \r\nL 260.524432 222.400567 \r\nL 260.551754 229.350965 \r\nL 260.582491 224.075659 \r\nL 260.674703 226.006534 \r\nL 260.722517 229.52065 \r\nL 260.753254 222.894399 \r\nL 260.787406 228.906782 \r\nL 260.859127 222.071563 \r\nL 260.794237 229.06585 \r\nL 260.903525 227.229395 \r\nL 260.992321 229.597197 \r\nL 260.913771 222.977652 \r\nL 261.005982 225.565096 \r\nL 261.009398 222.647865 \r\nL 261.029889 229.381902 \r\nL 261.11527 226.837219 \r\nL 261.125516 229.371082 \r\nL 261.224558 220.375409 \r\nL 261.289448 229.316557 \r\nL 261.337261 226.720087 \r\nL 261.38849 229.681491 \r\nL 261.371414 223.602324 \r\nL 261.449965 228.558167 \r\nL 261.456795 226.499511 \r\nL 261.514854 222.693599 \r\nL 261.531931 229.544078 \r\nL 261.566083 227.45951 \r\nL 261.600236 229.379278 \r\nL 261.603651 222.947424 \r\nL 261.675371 228.43774 \r\nL 261.736846 224.998911 \r\nL 261.685617 229.348537 \r\nL 261.784659 227.376527 \r\nL 261.811981 228.913547 \r\nL 261.808566 225.703084 \r\nL 261.897362 228.317855 \r\nL 261.948591 229.081277 \r\nL 261.972498 225.031766 \r\nL 261.992989 228.580876 \r\nL 262.102277 223.860091 \r\nL 262.057879 229.105639 \r\nL 262.105693 226.879511 \r\nL 262.14326 221.850859 \r\nL 262.167167 229.343376 \r\nL 262.218396 222.300458 \r\nL 262.255964 228.882837 \r\nL 262.27987 222.102789 \r\nL 262.331099 226.60772 \r\nL 262.334514 226.602847 \r\nL 262.351591 229.411565 \r\nL 262.368667 223.303376 \r\nL 262.443802 229.074351 \r\nL 262.484785 224.58626 \r\nL 262.495031 229.682088 \r\nL 262.55309 228.879633 \r\nL 262.566751 224.138977 \r\nL 262.628226 229.311983 \r\nL 262.672624 227.02862 \r\nL 262.775082 229.512271 \r\nL 262.696531 223.90137 \r\nL 262.781912 228.660483 \r\nL 262.816065 223.78596 \r\nL 262.795573 229.142051 \r\nL 262.8912 226.122614 \r\nL 262.901446 229.680581 \r\nL 262.959505 222.23334 \r\nL 263.003903 227.585858 \r\nL 263.102946 223.236911 \r\nL 263.010734 229.441546 \r\nL 263.116607 225.710207 \r\nL 263.147344 229.572418 \r\nL 263.16442 222.121548 \r\nL 263.225895 226.552785 \r\nL 263.304445 223.118879 \r\nL 263.266878 228.564296 \r\nL 263.307861 227.028472 \r\nL 263.379581 229.386278 \r\nL 263.321522 222.51288 \r\nL 263.417149 227.307311 \r\nL 263.478623 224.261068 \r\nL 263.464962 229.455304 \r\nL 263.526437 227.924091 \r\nL 263.587911 229.703138 \r\nL 263.56742 220.788439 \r\nL 263.635725 227.452693 \r\nL 263.70403 229.526356 \r\nL 263.642555 224.518959 \r\nL 263.741597 228.844404 \r\nL 263.796241 223.107299 \r\nL 263.779165 229.552156 \r\nL 263.854301 225.607961 \r\nL 263.956758 229.702781 \r\nL 263.953343 224.801508 \r\nL 263.963588 227.723737 \r\nL 264.04897 225.309737 \r\nL 264.004571 229.237992 \r\nL 264.072876 227.654447 \r\nL 264.100198 229.132514 \r\nL 264.124105 225.594423 \r\nL 264.182164 227.513256 \r\nL 264.209486 225.051215 \r\nL 264.202656 229.402765 \r\nL 264.291452 226.821875 \r\nL 264.311944 229.32139 \r\nL 264.39391 225.007129 \r\nL 264.40074 228.476429 \r\nL 264.410986 224.993366 \r\nL 264.475876 229.380835 \r\nL 264.510028 226.067556 \r\nL 264.544181 229.578307 \r\nL 264.568088 224.211587 \r\nL 264.619316 226.155295 \r\nL 264.687621 229.312253 \r\nL 264.626147 225.277033 \r\nL 264.694452 227.898891 \r\nL 264.711528 222.875797 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266.111781 229.558813 \r\nL 266.149348 226.441398 \r\nL 266.214238 229.558643 \r\nL 266.183501 225.191605 \r\nL 266.258636 227.475888 \r\nL 266.323526 225.221299 \r\nL 266.344018 229.086126 \r\nL 266.364509 226.769568 \r\nL 266.425984 229.661225 \r\nL 266.395246 224.079139 \r\nL 266.473797 229.505211 \r\nL 266.484043 223.916304 \r\nL 266.51478 229.691782 \r\nL 266.583085 226.517364 \r\nL 266.682127 229.375119 \r\nL 266.600161 223.536745 \r\nL 266.695788 227.693001 \r\nL 266.760678 224.197141 \r\nL 266.740186 229.539521 \r\nL 266.805076 226.423449 \r\nL 266.822152 229.306956 \r\nL 266.818737 223.389075 \r\nL 266.914364 228.561761 \r\nL 266.982669 228.823201 \r\nL 267.027067 224.923919 \r\nL 267.030483 229.638985 \r\nL 267.136355 223.014517 \r\nL 267.187584 229.356458 \r\nL 267.19783 222.358527 \r\nL 267.245643 225.071947 \r\nL 267.249059 220.720481 \r\nL 267.279796 229.52773 \r\nL 267.354931 225.080822 \r\nL 267.361762 222.71261 \r\nL 267.402745 229.822091 \r\nL 267.436897 225.943858 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228.981945 \r\nL 283.331469 226.23275 \r\nL 283.433927 229.565976 \r\nL 283.41002 225.4333 \r\nL 283.444173 227.647796 \r\nL 283.556876 224.604999 \r\nL 283.454418 229.306856 \r\nL 283.560291 225.442218 \r\nL 283.584198 229.638228 \r\nL 283.614935 223.691804 \r\nL 283.67641 228.6424 \r\nL 283.679825 228.647947 \r\nL 283.744715 229.352164 \r\nL 283.700316 225.164816 \r\nL 283.772037 226.402972 \r\nL 283.850587 223.666363 \r\nL 283.826681 229.108186 \r\nL 283.877909 226.956562 \r\nL 283.95646 229.648345 \r\nL 283.932553 225.145757 \r\nL 283.987197 229.122953 \r\nL 284.004274 224.634161 \r\nL 284.045257 229.648769 \r\nL 284.099901 228.315265 \r\nL 284.209189 225.341115 \r\nL 284.113562 229.476007 \r\nL 284.212604 226.970781 \r\nL 284.246756 229.531585 \r\nL 284.257002 226.372437 \r\nL 284.328722 228.437111 \r\nL 284.373121 226.9206 \r\nL 284.424349 229.75227 \r\nL 284.43801 227.18841 \r\nL 284.499485 229.626343 \r\nL 284.465332 225.984639 \r\nL 284.550714 227.622637 \r\nL 284.63951 229.399252 \r\nL 284.619019 225.541726 \r\nL 284.663417 228.169665 \r\nL 284.735137 229.120244 \r\nL 284.77612 223.869883 \r\nL 284.837595 229.259857 \r\nL 284.888823 227.625219 \r\nL 284.926391 229.255064 \r\nL 284.9059 225.393348 \r\nL 284.987866 226.787679 \r\nL 284.991281 224.58853 \r\nL 285.066416 229.575952 \r\nL 285.097154 227.916895 \r\nL 285.103984 229.595763 \r\nL 285.189365 224.632719 \r\nL 285.206442 227.647033 \r\nL 285.305484 229.061574 \r\nL 285.274747 224.888433 \r\nL 285.31573 228.978206 \r\nL 285.425017 223.739123 \r\nL 285.397696 229.629671 \r\nL 285.431848 226.61714 \r\nL 285.45917 229.659284 \r\nL 285.476246 224.081139 \r\nL 285.541136 226.837082 \r\nL 285.612856 228.819001 \r\nL 285.623102 224.525535 \r\nL 285.650424 227.035487 \r\nL 285.742636 225.734421 \r\nL 285.722144 229.623615 \r\nL 285.752881 227.960345 \r\nL 285.763127 227.217078 \r\nL 285.769958 228.789666 \r\nL 285.790449 225.114222 \r\nL 285.869 229.637393 \r\nL 285.879246 227.154527 \r\nL 285.923644 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288.635352 226.850322 \r\nL 288.683166 229.49088 \r\nL 288.720733 226.381541 \r\nL 288.748055 227.960161 \r\nL 288.860759 229.685136 \r\nL 288.765132 225.29658 \r\nL 288.867589 229.417164 \r\nL 288.970047 225.219378 \r\nL 288.983708 226.313171 \r\nL 289.055428 229.612868 \r\nL 289.096411 227.713622 \r\nL 289.144224 229.553205 \r\nL 289.106657 226.7601 \r\nL 289.195453 228.158616 \r\nL 289.198868 225.617436 \r\nL 289.263758 229.635888 \r\nL 289.304741 228.102577 \r\nL 289.396953 229.428536 \r\nL 289.407199 226.260642 \r\nL 289.414029 228.757999 \r\nL 289.495995 226.529596 \r\nL 289.472088 229.359424 \r\nL 289.523317 228.197652 \r\nL 289.550639 229.210694 \r\nL 289.571131 225.926599 \r\nL 289.632605 228.879591 \r\nL 289.680419 225.069007 \r\nL 289.659927 229.577664 \r\nL 289.741893 227.608275 \r\nL 289.793122 229.697803 \r\nL 289.755554 225.608276 \r\nL 289.854596 229.442217 \r\nL 289.90241 224.823131 \r\nL 289.970715 225.734281 \r\nL 290.018528 229.671187 \r\nL 290.04585 225.375474 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229.711812 \r\nL 291.408535 224.995532 \r\nL 291.487086 229.399272 \r\nL 291.521238 228.756808 \r\nL 291.579297 229.67704 \r\nL 291.575882 226.376857 \r\nL 291.610035 227.334273 \r\nL 291.698831 225.410669 \r\nL 291.709077 229.549737 \r\nL 291.715907 227.909371 \r\nL 291.736399 229.68309 \r\nL 291.784212 226.454007 \r\nL 291.825195 227.847837 \r\nL 291.845687 226.113338 \r\nL 291.890085 229.719647 \r\nL 291.931068 227.384116 \r\nL 291.968636 229.415425 \r\nL 292.026695 226.78876 \r\nL 292.043771 228.519934 \r\nL 292.108661 225.676155 \r\nL 292.115492 229.26244 \r\nL 292.149644 228.20918 \r\nL 292.187212 229.512905 \r\nL 292.22478 224.423212 \r\nL 292.252102 228.695623 \r\nL 292.327237 223.397728 \r\nL 292.310161 229.508729 \r\nL 292.36139 228.040092 \r\nL 292.364805 229.746903 \r\nL 292.412618 223.406589 \r\nL 292.467262 226.010471 \r\nL 292.56972 229.354226 \r\nL 292.474093 223.958168 \r\nL 292.593627 228.24384 \r\nL 292.617533 225.073943 \r\nL 292.644855 229.230122 \r\nL 292.702915 228.034597 \r\nL 292.733652 229.431701 \r\nL 292.784881 224.772557 \r\nL 292.812203 227.773883 \r\nL 292.91466 225.500121 \r\nL 292.832694 229.643148 \r\nL 292.918075 227.064093 \r\nL 292.965889 229.352807 \r\nL 292.931736 223.882724 \r\nL 293.030779 228.010252 \r\nL 293.109329 229.47011 \r\nL 293.078592 223.187453 \r\nL 293.119575 226.508846 \r\nL 293.167389 223.448 \r\nL 293.198126 229.317142 \r\nL 293.228863 225.433121 \r\nL 293.32449 229.717382 \r\nL 293.310829 223.672273 \r\nL 293.341566 228.94792 \r\nL 293.457685 224.232852 \r\nL 293.409871 229.466675 \r\nL 293.4611 226.624092 \r\nL 293.495252 229.529182 \r\nL 293.515744 225.576391 \r\nL 293.566973 227.229676 \r\nL 293.570388 225.225734 \r\nL 293.66943 229.796218 \r\nL 293.679676 225.448904 \r\nL 293.730905 229.158906 \r\nL 293.686506 225.029955 \r\nL 293.792379 229.097425 \r\nL 293.829947 224.961076 \r\nL 293.888006 229.336204 \r\nL 293.905082 227.195481 \r\nL 293.94265 225.300096 \r\nL 293.997294 229.743733 \r\nL 294.017786 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229.59359 \r\nL 306.032634 228.878393 \r\nL 306.056541 225.743632 \r\nL 306.131676 229.507542 \r\nL 306.145337 228.172558 \r\nL 306.162414 229.462771 \r\nL 306.17949 226.379341 \r\nL 306.25121 228.985841 \r\nL 306.254625 226.356312 \r\nL 306.32293 229.205744 \r\nL 306.360498 228.36542 \r\nL 306.363913 229.645825 \r\nL 306.415142 226.813837 \r\nL 306.469786 229.258818 \r\nL 306.579074 226.786581 \r\nL 306.510769 229.38479 \r\nL 306.582489 228.716603 \r\nL 306.650794 226.479856 \r\nL 306.609811 229.833157 \r\nL 306.688362 227.727174 \r\nL 306.73276 229.246712 \r\nL 306.783989 226.163583 \r\nL 306.794235 227.337708 \r\nL 306.889862 225.475683 \r\nL 306.818142 229.27986 \r\nL 306.903523 226.864057 \r\nL 306.93426 229.160079 \r\nL 306.995734 225.621917 \r\nL 307.016226 228.214355 \r\nL 307.029887 229.248279 \r\nL 307.084531 226.620479 \r\nL 307.125514 228.173464 \r\nL 307.14259 225.771243 \r\nL 307.146005 229.039017 \r\nL 307.231387 228.865566 \r\nL 307.238217 229.318978 \r\nL 307.286031 226.707582 \r\nL 307.309937 227.514555 \r\nL 307.313353 226.919803 \r\nL 307.323598 229.602183 \r\nL 307.40898 229.292183 \r\nL 307.412395 229.308942 \r\nL 307.419225 225.979793 \r\nL 307.439717 229.825871 \r\nL 307.521683 229.207262 \r\nL 307.555835 225.808158 \r\nL 307.528513 229.703304 \r\nL 307.637801 228.488274 \r\nL 307.644632 229.61586 \r\nL 307.648047 227.076045 \r\nL 307.75392 225.030989 \r\nL 307.6822 229.709296 \r\nL 307.757335 226.429555 \r\nL 307.856377 228.962819 \r\nL 307.832471 226.034449 \r\nL 307.870038 228.789551 \r\nL 307.900776 224.484271 \r\nL 307.958835 229.464944 \r\nL 307.989572 226.444304 \r\nL 308.051047 229.419843 \r\nL 308.09886 225.350024 \r\nL 308.191072 229.608723 \r\nL 308.133013 225.191548 \r\nL 308.214979 227.894043 \r\nL 308.232055 225.083667 \r\nL 308.249131 229.476589 \r\nL 308.320851 228.25326 \r\nL 308.406233 229.152969 \r\nL 308.358419 226.065458 \r\nL 308.419894 228.805746 \r\nL 308.430139 226.3307 \r\nL 308.512105 229.676952 \r\nL 308.529182 228.769956 \r\nL 308.539427 229.54676 \r\nL 308.542843 227.480138 \r\nL 308.587241 229.330293 \r\nL 308.693114 225.787774 \r\nL 308.621393 229.614719 \r\nL 308.699944 226.853124 \r\nL 308.78191 229.39516 \r\nL 308.812647 228.368719 \r\nL 308.857046 225.306856 \r\nL 308.884368 229.303635 \r\nL 308.921935 229.139965 \r\nL 308.966334 226.107931 \r\nL 309.027808 229.261394 \r\nL 309.038054 226.96262 \r\nL 309.143927 229.50085 \r\nL 309.044884 225.148502 \r\nL 309.147342 228.807549 \r\nL 309.150757 226.031304 \r\nL 309.208816 229.091536 \r\nL 309.25663 227.713311 \r\nL 309.304443 229.751918 \r\nL 309.32835 226.479085 \r\nL 309.362503 227.038044 \r\nL 309.365918 226.406022 \r\nL 309.430808 229.196632 \r\nL 309.46496 228.021813 \r\nL 309.526434 229.640855 \r\nL 309.482036 224.379432 \r\nL 309.557172 228.281432 \r\nL 309.645968 224.768557 \r\nL 309.611816 228.998925 \r\nL 309.669875 226.730592 \r\nL 309.676705 228.583882 \r\nL 309.721104 225.317165 \r\nL 309.782578 228.442656 \r\nL 309.785993 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319.191591 224.392155 \r\nL 319.17793 229.444819 \r\nL 319.205252 227.337794 \r\nL 319.259896 229.317346 \r\nL 319.287218 225.340523 \r\nL 319.311125 229.057886 \r\nL 319.37943 224.060975 \r\nL 319.365769 229.106709 \r\nL 319.427243 225.487442 \r\nL 319.464811 223.703632 \r\nL 319.44432 228.806903 \r\nL 319.526286 226.268088 \r\nL 319.632158 229.251452 \r\nL 319.557023 225.835275 \r\nL 319.638989 227.237546 \r\nL 319.714124 229.261936 \r\nL 319.741446 226.274086 \r\nL 319.744862 229.743478 \r\nL 319.755107 226.015313 \r\nL 319.850734 227.330053 \r\nL 319.963438 229.58113 \r\nL 319.884887 226.521173 \r\nL 319.970268 228.740952 \r\nL 320.052234 226.771993 \r\nL 320.011251 229.323659 \r\nL 320.079556 228.550008 \r\nL 320.147861 229.781637 \r\nL 320.120539 226.156597 \r\nL 320.188844 228.199333 \r\nL 320.222997 229.424383 \r\nL 320.209336 226.662758 \r\nL 320.281056 228.016938 \r\nL 320.284471 226.645903 \r\nL 320.328869 229.603581 \r\nL 320.390344 228.068929 \r\nL 320.496216 226.014374 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323.095221 225.676324 \r\nL 323.112298 228.487615 \r\nL 323.119128 229.347674 \r\nL 323.194264 226.001803 \r\nL 323.214755 228.243063 \r\nL 323.300136 226.732644 \r\nL 323.235247 229.415763 \r\nL 323.327458 227.385565 \r\nL 323.368441 229.748195 \r\nL 323.426501 225.994193 \r\nL 323.429916 225.945228 \r\nL 323.433331 226.90288 \r\nL 323.474314 229.210574 \r\nL 323.508467 226.722952 \r\nL 323.542619 227.665374 \r\nL 323.569941 227.047137 \r\nL 323.597263 229.537765 \r\nL 323.628 227.249756 \r\nL 323.645077 224.576745 \r\nL 323.740704 229.696981 \r\nL 323.750949 225.91852 \r\nL 323.853407 227.738693 \r\nL 323.887559 225.686336 \r\nL 323.938788 229.513506 \r\nL 323.952449 228.181406 \r\nL 324.024169 229.709967 \r\nL 324.003678 225.434593 \r\nL 324.054907 227.057907 \r\nL 324.058322 227.061048 \r\nL 324.130042 229.700456 \r\nL 324.092474 225.4189 \r\nL 324.171025 229.562932 \r\nL 324.17444 226.135662 \r\nL 324.242745 229.638021 \r\nL 324.280313 229.580643 \r\nL 324.31105 225.455671 \r\nL 324.396432 227.710812 \r\nL 324.50572 229.546957 \r\nL 324.471567 225.198744 \r\nL 324.509135 228.628022 \r\nL 324.556948 225.35552 \r\nL 324.519381 229.380475 \r\nL 324.618423 228.635371 \r\nL 324.652575 229.580064 \r\nL 324.645745 225.356114 \r\nL 324.724296 227.59839 \r\nL 324.789185 226.449528 \r\nL 324.765279 229.506956 \r\nL 324.830168 227.871822 \r\nL 324.881397 229.410294 \r\nL 324.847245 225.559648 \r\nL 324.932626 225.896469 \r\nL 325.05899 229.491027 \r\nL 325.12388 225.585047 \r\nL 325.171693 227.076717 \r\nL 325.26049 229.576495 \r\nL 325.246829 226.291176 \r\nL 325.284397 229.161634 \r\nL 325.335625 225.294393 \r\nL 325.32538 229.515227 \r\nL 325.400515 227.978801 \r\nL 325.40393 227.974817 \r\nL 325.410761 227.351071 \r\nL 325.444913 229.763846 \r\nL 325.502973 227.552906 \r\nL 325.530295 229.716087 \r\nL 325.547371 227.408197 \r\nL 325.61226 228.72498 \r\nL 325.622506 226.53765 \r\nL 325.694226 229.634459 \r\nL 325.721548 228.993281 \r\nL 325.772777 226.721886 \r\nL 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227.431548 \r\nL 332.401777 225.704979 \r\nL 332.425684 229.061939 \r\nL 332.435929 226.691633 \r\nL 332.531556 229.621501 \r\nL 332.44959 225.876619 \r\nL 332.545217 228.325641 \r\nL 332.596446 224.655525 \r\nL 332.606692 229.522247 \r\nL 332.657921 227.805432 \r\nL 332.753548 229.220365 \r\nL 332.705734 226.172188 \r\nL 332.770624 228.490589 \r\nL 332.832098 229.70038 \r\nL 332.791115 226.413306 \r\nL 332.869666 228.444846 \r\nL 332.937971 225.59907 \r\nL 332.975539 229.339629 \r\nL 333.002861 229.818698 \r\nL 333.050674 226.001522 \r\nL 333.071166 228.256382 \r\nL 333.077996 225.750828 \r\nL 333.088242 228.877749 \r\nL 333.187284 226.872915 \r\nL 333.235098 229.290456 \r\nL 333.211191 225.594196 \r\nL 333.293157 227.82688 \r\nL 333.299988 224.189585 \r\nL 333.337555 229.417802 \r\nL 333.402445 225.628242 \r\nL 333.501487 229.5666 \r\nL 333.446843 225.336019 \r\nL 333.515148 227.37984 \r\nL 333.576623 229.354418 \r\nL 333.53564 225.431328 \r\nL 333.631267 228.389865 \r\nL 333.730309 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228.905423 \r\nL 351.445209 229.757041 \r\nL 351.472531 228.340012 \r\nL 351.503268 228.908029 \r\nL 351.557912 228.101888 \r\nL 351.564743 229.614381 \r\nL 351.605726 229.242853 \r\nL 351.609141 229.838739 \r\nL 351.674031 228.038634 \r\nL 351.718429 229.596732 \r\nL 351.735505 228.504983 \r\nL 351.742336 229.76439 \r\nL 351.834548 229.252039 \r\nL 351.899437 229.628906 \r\nL 351.885776 228.012938 \r\nL 351.926759 228.790737 \r\nL 351.930175 228.059535 \r\nL 351.99848 229.728329 \r\nL 352.032632 229.390583 \r\nL 352.053124 229.814579 \r\nL 352.049708 228.358222 \r\nL 352.13509 229.320757 \r\nL 352.158996 227.977469 \r\nL 352.182903 229.766649 \r\nL 352.247793 228.9087 \r\nL 352.251208 229.59344 \r\nL 352.2717 227.932867 \r\nL 352.357081 229.513867 \r\nL 352.40831 228.091371 \r\nL 352.445877 229.844616 \r\nL 352.466369 229.175757 \r\nL 352.48686 229.785404 \r\nL 352.503936 227.721529 \r\nL 352.541504 228.418385 \r\nL 352.637131 227.664309 \r\nL 352.561996 229.793478 \r\nL 352.643962 228.336776 \r\nL 352.712267 229.72845 \r\nL 352.684945 227.771129 \r\nL 352.756665 229.539429 \r\nL 352.783987 229.832459 \r\nL 352.869368 227.890715 \r\nL 352.930843 229.708812 \r\nL 352.906936 227.764822 \r\nL 352.982071 229.029154 \r\nL 353.053792 229.628118 \r\nL 353.002563 227.836639 \r\nL 353.084529 228.169501 \r\nL 353.094775 228.347385 \r\nL 353.125512 227.802153 \r\nL 353.207478 229.676334 \r\nL 353.30652 227.450753 \r\nL 353.282613 229.686167 \r\nL 353.316766 227.870252 \r\nL 353.405562 227.549109 \r\nL 353.429469 229.713801 \r\nL 353.449961 227.577518 \r\nL 353.477283 229.718925 \r\nL 353.549003 228.618732 \r\nL 353.648045 228.069054 \r\nL 353.661706 229.735603 \r\nL 353.760748 227.478737 \r\nL 353.702689 229.78249 \r\nL 353.774409 228.774621 \r\nL 353.822223 227.783062 \r\nL 353.835884 229.490197 \r\nL 353.880282 228.954237 \r\nL 353.938341 229.69979 \r\nL 353.965663 227.503072 \r\nL 353.98274 228.748146 \r\nL 354.003231 227.416493 \r\nL 354.020307 229.319384 \r\nL 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\n"
},
"metadata": {
"needs_background": "light"
}
}
],
"source": [
"spectrum = np.abs(np.fft.rfft(data)[:int(N/2)]/N)\n",
"frequency_x = np.fft.rfftfreq(data.size, d=1/Fs)[:int(N/2)]\n",
"\n",
"plt.plot(frequency_x, spectrum)\n",
"plt.xlabel('Frequency')\n",
"plt.ylabel('Amplitude')\n",
"plt.title('Audio Spectrum')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"x: 89120, cep: 44561\n"
]
},
{
"output_type": "display_data",
"data": {
"text/plain": "<Figure size 432x288 with 1 Axes>",
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86.457882 194.371637 \r\nL 86.464712 194.352103 \r\nL 86.519357 192.508884 \r\nL 86.485204 194.576989 \r\nL 86.574001 193.577146 \r\nL 86.580832 193.906504 \r\nL 86.635477 192.824413 \r\nL 86.67646 193.644939 \r\nL 86.703782 192.374453 \r\nL 86.772088 194.325616 \r\nL 86.785749 193.271588 \r\nL 86.79258 193.26508 \r\nL 86.854055 192.509327 \r\nL 86.813072 194.161151 \r\nL 86.881377 193.708887 \r\nL 86.970175 194.329026 \r\nL 86.929191 192.889407 \r\nL 86.983836 193.319131 \r\nL 87.045311 192.406671 \r\nL 87.052142 194.380347 \r\nL 87.093125 193.410562 \r\nL 87.175092 192.862664 \r\nL 87.1546 194.461389 \r\nL 87.195584 193.522721 \r\nL 87.236567 194.618505 \r\nL 87.222906 193.236287 \r\nL 87.304873 194.028804 \r\nL 87.325365 193.412464 \r\nL 87.332195 194.147205 \r\nL 87.359518 193.709805 \r\nL 87.366348 194.978206 \r\nL 87.420993 192.947132 \r\nL 87.468807 194.202226 \r\nL 87.571265 193.269809 \r\nL 87.516621 194.915838 \r\nL 87.584927 193.424071 \r\nL 87.666894 194.748831 \r\nL 87.62591 192.873819 \r\nL 87.701046 194.003196 \r\nL 87.707877 192.634781 \r\nL 87.776183 194.492202 \r\nL 87.810336 192.83613 \r\nL 87.837658 194.638157 \r\nL 87.912794 192.519197 \r\nL 87.940117 194.04499 \r\nL 88.022083 192.627918 \r\nL 87.994761 194.08095 \r\nL 88.042575 193.968641 \r\nL 88.049406 194.439845 \r\nL 88.056236 192.911867 \r\nL 88.145034 193.39709 \r\nL 88.158695 194.517168 \r\nL 88.199678 192.821152 \r\nL 88.267984 194.35511 \r\nL 88.302137 194.54414 \r\nL 88.390935 193.071138 \r\nL 88.397765 194.399804 \r\nL 88.500224 192.831457 \r\nL 88.561699 194.419116 \r\nL 88.609513 193.808354 \r\nL 88.643666 193.247474 \r\nL 88.69148 194.2131 \r\nL 88.705141 194.151895 \r\nL 88.732463 195.037897 \r\nL 88.780277 193.259809 \r\nL 88.793939 193.504091 \r\nL 88.8076 193.707156 \r\nL 88.81443 193.563978 \r\nL 88.834922 194.090786 \r\nL 88.903228 192.9617 \r\nL 88.92372 193.800546 \r\nL 89.012517 192.395405 \r\nL 89.019348 194.109721 \r\nL 89.026178 193.169628 \r\nL 89.073992 194.501894 \r\nL 89.039839 192.837964 \r\nL 89.135467 193.974724 \r\nL 89.196943 192.84209 \r\nL 89.231095 194.186462 \r\nL 89.278909 194.931014 \r\nL 89.251587 193.325658 \r\nL 89.347215 194.694986 \r\nL 89.388199 193.09236 \r\nL 89.456504 193.369354 \r\nL 89.463335 194.30032 \r\nL 89.552133 192.92788 \r\nL 89.565794 194.120474 \r\nL 89.579455 192.790108 \r\nL 89.620438 194.247802 \r\nL 89.675083 193.528087 \r\nL 89.722897 194.405328 \r\nL 89.76388 192.661205 \r\nL 89.777542 193.566741 \r\nL 89.852678 192.353888 \r\nL 89.866339 194.527316 \r\nL 89.886831 193.604538 \r\nL 89.927814 194.631729 \r\nL 89.907322 193.072776 \r\nL 89.941475 193.892674 \r\nL 89.961967 192.460719 \r\nL 90.002951 194.217762 \r\nL 90.050765 193.583407 \r\nL 90.139562 194.597698 \r\nL 90.071256 193.105243 \r\nL 90.160054 193.88092 \r\nL 90.173715 193.225922 \r\nL 90.248851 194.14122 \r\nL 90.269343 193.529318 \r\nL 90.303496 194.622966 \r\nL 90.364971 192.992587 \r\nL 90.371802 193.54048 \r\nL 90.412785 192.87949 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92.202396 194.180711 \r\nL 92.284363 193.288579 \r\nL 92.243379 194.980272 \r\nL 92.311685 194.027189 \r\nL 92.318516 193.988566 \r\nL 92.339008 194.022977 \r\nL 92.427805 192.205254 \r\nL 92.523433 194.289175 \r\nL 92.543925 193.772501 \r\nL 92.632722 193.054656 \r\nL 92.660045 195.007001 \r\nL 92.687367 192.985503 \r\nL 92.776164 194.308453 \r\nL 92.864962 192.836807 \r\nL 92.885454 194.001213 \r\nL 92.892284 193.997736 \r\nL 92.899115 194.721758 \r\nL 92.981082 193.455922 \r\nL 92.994743 194.038721 \r\nL 93.07671 192.886405 \r\nL 93.022065 194.617096 \r\nL 93.124524 193.024413 \r\nL 93.165507 194.603597 \r\nL 93.233813 193.664491 \r\nL 93.336272 192.587187 \r\nL 93.308949 194.066156 \r\nL 93.356763 193.059009 \r\nL 93.452391 194.594968 \r\nL 93.466053 194.232238 \r\nL 93.589003 192.332991 \r\nL 93.650478 194.646976 \r\nL 93.698292 193.50243 \r\nL 93.705123 193.53935 \r\nL 93.79392 192.746629 \r\nL 93.800751 194.427726 \r\nL 93.814412 193.005173 \r\nL 93.848565 194.79156 \r\nL 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193.037096 \r\nL 95.351292 194.032698 \r\nL 95.364953 193.915751 \r\nL 95.399106 192.392131 \r\nL 95.44692 194.803888 \r\nL 95.467411 193.31241 \r\nL 95.474242 194.817627 \r\nL 95.515225 193.193807 \r\nL 95.576701 193.963381 \r\nL 95.583531 192.698458 \r\nL 95.638176 194.628216 \r\nL 95.68599 193.628553 \r\nL 95.747465 192.324042 \r\nL 95.706482 194.198857 \r\nL 95.781618 192.947837 \r\nL 95.788448 194.588757 \r\nL 95.836262 192.855369 \r\nL 95.890907 194.249457 \r\nL 95.945552 192.688064 \r\nL 95.952382 194.282224 \r\nL 96.000196 194.145538 \r\nL 96.04801 192.375964 \r\nL 96.082163 194.237376 \r\nL 96.116316 193.614863 \r\nL 96.177791 194.292153 \r\nL 96.191452 193.268263 \r\nL 96.225605 193.786652 \r\nL 96.300742 192.871301 \r\nL 96.293911 194.234967 \r\nL 96.328064 193.325876 \r\nL 96.410031 192.995266 \r\nL 96.451014 194.575074 \r\nL 96.546642 193.017539 \r\nL 96.560304 193.454368 \r\nL 96.567134 194.18985 \r\nL 96.573965 193.177287 \r\nL 96.669593 194.176581 \r\nL 96.75839 192.881318 \r\nL 96.765221 193.441272 \r\nL 96.772051 194.964971 \r\nL 96.847188 192.960145 \r\nL 96.87451 194.054491 \r\nL 96.908663 193.155498 \r\nL 96.922324 194.48328 \r\nL 96.983799 193.794898 \r\nL 97.052105 193.494611 \r\nL 97.017952 194.853318 \r\nL 97.093088 193.666121 \r\nL 97.10675 194.943138 \r\nL 97.188716 193.48237 \r\nL 97.195547 194.477991 \r\nL 97.243361 192.878127 \r\nL 97.209208 194.534921 \r\nL 97.304836 193.357423 \r\nL 97.34582 194.097793 \r\nL 97.407295 192.985466 \r\nL 97.427787 192.602757 \r\nL 97.434617 193.469763 \r\nL 97.448278 194.157231 \r\nL 97.509754 192.845168 \r\nL 97.543906 193.490332 \r\nL 97.550737 192.905757 \r\nL 97.619043 194.091072 \r\nL 97.646365 193.389156 \r\nL 97.755654 194.648331 \r\nL 97.851282 194.680714 \r\nL 97.871774 193.05705 \r\nL 97.885435 194.430574 \r\nL 97.94691 193.044418 \r\nL 97.981063 193.748194 \r\nL 98.069861 193.266925 \r\nL 98.008386 194.280863 \r\nL 98.090353 193.508179 \r\nL 98.131336 194.205383 \r\nL 98.138167 193.052134 \r\nL 98.199642 193.594105 \r\nL 98.240625 192.805915 \r\nL 98.274778 194.014375 \r\nL 98.3021 193.218419 \r\nL 98.390898 194.410105 \r\nL 98.315762 192.906303 \r\nL 98.41822 193.696819 \r\nL 98.466034 192.925473 \r\nL 98.472865 194.099984 \r\nL 98.486526 193.699182 \r\nL 98.541171 194.67546 \r\nL 98.527509 192.774631 \r\nL 98.602646 194.156515 \r\nL 98.65046 194.57589 \r\nL 98.718766 193.197462 \r\nL 98.76658 194.618012 \r\nL 98.793902 193.101588 \r\nL 98.834885 194.263161 \r\nL 98.841716 192.794476 \r\nL 98.848546 194.594165 \r\nL 98.944175 193.32258 \r\nL 98.957836 193.217014 \r\nL 99.060294 194.493708 \r\nL 99.155922 192.697851 \r\nL 99.176414 193.216544 \r\nL 99.231059 194.145635 \r\nL 99.24472 192.955995 \r\nL 99.285703 193.547256 \r\nL 99.292534 192.243322 \r\nL 99.313026 194.315737 \r\nL 99.388162 193.81963 \r\nL 99.463298 194.354215 \r\nL 99.470129 193.032158 \r\nL 99.476959 194.049258 \r\nL 99.579418 192.818393 \r\nL 99.565757 194.193506 \r\nL 99.593079 193.236959 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100.925042 193.697837 \r\nL 100.966025 194.53611 \r\nL 101.041161 192.330038 \r\nL 101.047992 194.292479 \r\nL 101.157281 194.234391 \r\nL 101.164112 192.979804 \r\nL 101.205095 194.569558 \r\nL 101.26657 194.336827 \r\nL 101.321215 192.947449 \r\nL 101.37586 194.428787 \r\nL 101.38269 194.716193 \r\nL 101.416843 193.427027 \r\nL 101.478318 194.31082 \r\nL 101.532963 193.16002 \r\nL 101.491979 194.533804 \r\nL 101.594438 193.736591 \r\nL 101.696897 194.864827 \r\nL 101.642252 192.257404 \r\nL 101.710558 194.3125 \r\nL 101.758372 192.826567 \r\nL 101.806186 194.536309 \r\nL 101.826678 192.895706 \r\nL 101.929136 194.792864 \r\nL 101.847169 192.448554 \r\nL 101.942797 193.755953 \r\nL 101.983781 192.213853 \r\nL 101.963289 194.51935 \r\nL 102.052087 193.511661 \r\nL 102.154545 194.443205 \r\nL 102.106731 192.482252 \r\nL 102.168206 194.171333 \r\nL 102.236512 192.676316 \r\nL 102.263834 194.386104 \r\nL 102.277496 194.089701 \r\nL 102.33214 192.509786 \r\nL 102.366293 194.17593 \r\nL 102.393615 193.587312 \r\nL 102.414107 192.714789 \r\nL 102.475582 194.147585 \r\nL 102.56438 192.6854 \r\nL 102.584872 194.248218 \r\nL 102.653177 192.1835 \r\nL 102.605363 194.391701 \r\nL 102.694161 194.144871 \r\nL 102.700991 194.214423 \r\nL 102.728314 193.603016 \r\nL 102.817111 193.05175 \r\nL 102.810281 194.306828 \r\nL 102.823942 193.658597 \r\nL 102.830772 194.341972 \r\nL 102.91957 192.993031 \r\nL 102.933231 193.871278 \r\nL 103.015198 192.70403 \r\nL 102.953723 194.181142 \r\nL 103.04252 193.275881 \r\nL 103.15864 194.580669 \r\nL 103.069842 192.927399 \r\nL 103.165471 194.488133 \r\nL 103.213285 193.0846 \r\nL 103.226946 195.651337 \r\nL 103.27476 193.936142 \r\nL 103.295251 192.786705 \r\nL 103.336235 194.342747 \r\nL 103.343065 194.253514 \r\nL 103.349896 194.51813 \r\nL 103.39088 193.326788 \r\nL 103.431863 193.528212 \r\nL 103.445524 192.390511 \r\nL 103.493338 194.539052 \r\nL 103.534322 193.088142 \r\nL 103.588966 194.457608 \r\nL 103.63678 193.028924 \r\nL 103.643611 193.997262 \r\nL 103.705086 193.071304 \r\nL 103.718747 194.207393 \r\nL 103.746069 193.541412 \r\nL 103.7529 194.359587 \r\nL 103.828036 193.103619 \r\nL 103.855359 194.348396 \r\nL 103.964648 192.451965 \r\nL 103.971478 193.863023 \r\nL 103.998801 193.16743 \r\nL 104.046615 194.28464 \r\nL 104.080768 193.210326 \r\nL 104.087598 194.038614 \r\nL 104.142243 192.989183 \r\nL 104.190057 193.211335 \r\nL 104.203718 193.672764 \r\nL 104.244702 194.499399 \r\nL 104.217379 192.908788 \r\nL 104.313007 193.704103 \r\nL 104.360821 193.269173 \r\nL 104.333499 194.179844 \r\nL 104.415466 193.35472 \r\nL 104.504263 194.51978 \r\nL 104.449619 192.80727 \r\nL 104.531586 193.747758 \r\nL 104.5794 193.193347 \r\nL 104.620383 194.293723 \r\nL 104.640875 193.594959 \r\nL 104.681858 194.523716 \r\nL 104.69552 193.115186 \r\nL 104.756995 194.347813 \r\nL 104.81847 193.004443 \r\nL 104.866284 194.355571 \r\nL 104.920929 193.14285 \r\nL 105.002895 193.241316 \r\nL 105.084862 194.853426 \r\nL 105.078032 192.994834 \r\nL 105.112185 194.354806 \r\nL 105.146338 194.600854 \r\nL 105.221474 193.276415 \r\nL 105.28978 194.860714 \r\nL 105.269288 193.114374 \r\nL 105.337594 194.130456 \r\nL 105.392238 192.563717 \r\nL 105.41273 194.35725 \r\nL 105.446883 193.587609 \r\nL 105.494697 194.039405 \r\nL 105.487866 193.283317 \r\nL 105.501527 193.575625 \r\nL 105.508358 192.677239 \r\nL 105.563003 194.22841 \r\nL 105.610817 193.641385 \r\nL 105.617647 192.956861 \r\nL 105.658631 194.405977 \r\nL 105.720106 193.65661 \r\nL 105.788412 194.483673 \r\nL 105.774751 192.588929 \r\nL 105.829395 193.687579 \r\nL 105.918193 193.083944 \r\nL 105.870379 194.293998 \r\nL 105.925023 193.813665 \r\nL 106.00699 194.716227 \r\nL 105.979668 192.983162 \r\nL 106.034312 193.983747 \r\nL 106.12994 192.991472 \r\nL 106.088957 194.515548 \r\nL 106.136771 194.226856 \r\nL 106.143602 194.243135 \r\nL 106.170924 192.572261 \r\nL 106.164093 194.812091 \r\nL 106.252891 193.895826 \r\nL 106.266552 194.319219 \r\nL 106.36218 193.453454 \r\nL 106.396333 194.703469 \r\nL 106.375841 192.941613 \r\nL 106.471469 193.665508 \r\nL 106.498792 193.371487 \r\nL 106.519283 194.571921 \r\nL 106.567097 193.855658 \r\nL 106.573928 193.87713 \r\nL 106.580759 193.846457 \r\nL 106.669556 194.81825 \r\nL 106.662725 193.038019 \r\nL 106.683217 193.310703 \r\nL 106.744692 194.259968 \r\nL 106.703709 193.297369 \r\nL 106.806168 193.800853 \r\nL 106.819829 193.210996 \r\nL 106.881304 194.22879 \r\nL 106.908626 193.736279 \r\nL 106.922287 194.291185 \r\nL 106.935948 192.955962 \r\nL 107.011085 193.756142 \r\nL 107.065729 193.067804 \r\nL 107.024746 194.464053 \r\nL 107.113543 193.965226 \r\nL 107.120374 194.331924 \r\nL 107.154527 192.840158 \r\nL 107.216002 193.849964 \r\nL 107.318461 192.989332 \r\nL 107.250155 194.100462 \r\nL 107.332122 193.543234 \r\nL 107.338952 194.46825 \r\nL 107.400428 192.695488 \r\nL 107.434581 193.652659 \r\nL 107.441411 192.943422 \r\nL 107.482395 194.20965 \r\nL 107.54387 193.361004 \r\nL 107.639498 194.481726 \r\nL 107.619006 193.022254 \r\nL 107.646328 194.018067 \r\nL 107.748787 192.814215 \r\nL 107.707804 194.901663 \r\nL 107.755618 193.461613 \r\nL 107.762448 194.5975 \r\nL 107.837584 192.780802 \r\nL 107.864907 193.261413 \r\nL 107.960535 194.290068 \r\nL 107.90589 193.045428 \r\nL 107.987857 194.119359 \r\nL 107.994688 192.855204 \r\nL 108.015179 194.479451 \r\nL 108.097146 193.565546 \r\nL 108.172283 193.187304 \r\nL 108.124469 194.194109 \r\nL 108.185944 193.69148 \r\nL 108.192774 194.432632 \r\nL 108.25425 192.556126 \r\nL 108.302064 194.35757 \r\nL 108.384031 193.069822 \r\nL 108.329386 194.750304 \r\nL 108.418183 193.59443 \r\nL 108.520642 193.148418 \r\nL 108.50015 194.02427 \r\nL 108.527473 193.15729 \r\nL 108.61627 194.657479 \r\nL 108.629931 192.859178 \r\nL 108.643592 194.193735 \r\nL 108.711898 194.773746 \r\nL 108.759712 193.120077 \r\nL 108.807526 194.550123 \r\nL 108.793865 192.657112 \r\nL 108.875832 194.129147 \r\nL 108.96463 193.062368 \r\nL 108.923646 194.313995 \r\nL 108.991952 193.393476 \r\nL 108.998782 194.251726 \r\nL 109.039766 192.872815 \r\nL 109.101241 193.719405 \r\nL 109.155886 192.762515 \r\nL 109.2037 195.090902 \r\nL 109.217361 192.335198 \r\nL 109.312989 194.503064 \r\nL 109.340311 192.580532 \r\nL 109.435939 193.002531 \r\nL 109.538398 194.701061 \r\nL 109.483753 192.410213 \r\nL 109.552059 193.954641 \r\nL 109.599873 192.743428 \r\nL 109.634026 194.334504 \r\nL 109.668179 193.481805 \r\nL 109.695501 194.464184 \r\nL 109.68184 192.919185 \r\nL 109.784299 194.142187 \r\nL 109.838943 192.252655 \r\nL 109.832113 194.393757 \r\nL 109.879927 192.255282 \r\nL 109.886757 194.700638 \r\nL 109.989216 193.652888 \r\nL 110.03703 193.180306 \r\nL 110.002877 194.722911 \r\nL 110.071183 193.588167 \r\nL 110.132658 194.518114 \r\nL 110.146319 192.087177 \r\nL 110.187303 194.428758 \r\nL 110.207794 192.498306 \r\nL 110.2761 194.475333 \r\nL 110.296592 192.879329 \r\nL 110.351236 194.455287 \r\nL 110.330745 192.277783 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194.361553 \r\nL 112.830736 193.288821 \r\nL 112.871719 194.347327 \r\nL 112.981008 192.717003 \r\nL 112.994669 194.490662 \r\nL 113.097128 193.971494 \r\nL 113.144942 193.284324 \r\nL 113.138111 194.460621 \r\nL 113.206417 193.984739 \r\nL 113.302045 192.833386 \r\nL 113.322537 193.204716 \r\nL 113.336198 193.007175 \r\nL 113.438657 194.549268 \r\nL 113.47281 193.018356 \r\nL 113.554777 193.989086 \r\nL 113.561607 194.096044 \r\nL 113.575268 192.796247 \r\nL 113.629913 193.713223 \r\nL 113.636744 192.901998 \r\nL 113.732372 194.092983 \r\nL 113.739202 193.741852 \r\nL 113.746033 194.199264 \r\nL 113.83483 192.962239 \r\nL 113.841661 193.453316 \r\nL 113.862153 193.013967 \r\nL 113.868983 193.765871 \r\nL 113.889475 193.475929 \r\nL 113.923628 194.712218 \r\nL 113.991933 192.925761 \r\nL 113.998764 193.850647 \r\nL 114.060239 194.278978 \r\nL 114.046578 193.03291 \r\nL 114.101223 193.821675 \r\nL 114.108053 192.681229 \r\nL 114.18319 194.353347 \r\nL 114.210512 193.594353 \r\nL 114.217342 193.61221 \r\nL 114.224173 193.032052 \r\nL 114.292479 194.417998 \r\nL 114.319801 193.786325 \r\nL 114.326632 194.325232 \r\nL 114.394937 192.525719 \r\nL 114.42909 193.918064 \r\nL 114.511057 193.046628 \r\nL 114.497396 194.245708 \r\nL 114.54521 193.267899 \r\nL 114.552041 194.026191 \r\nL 114.565702 192.687832 \r\nL 114.654499 193.293026 \r\nL 114.722805 194.711749 \r\nL 114.763789 193.693035 \r\nL 114.791111 193.262796 \r\nL 114.811603 194.04273 \r\nL 114.859417 193.73428 \r\nL 114.941384 194.26558 \r\nL 114.873078 193.347044 \r\nL 114.961875 193.958446 \r\nL 115.030181 193.316162 \r\nL 115.043842 194.630635 \r\nL 115.064334 194.35855 \r\nL 115.091656 193.834667 \r\nL 115.098487 194.776139 \r\nL 115.146301 192.750342 \r\nL 115.194115 193.39095 \r\nL 115.200945 193.39469 \r\nL 115.276082 192.495854 \r\nL 115.214607 194.537484 \r\nL 115.310235 193.283022 \r\nL 115.392202 194.52566 \r\nL 115.344388 192.371915 \r\nL 115.419524 193.549321 \r\nL 115.460507 192.923606 \r\nL 115.440016 194.092446 \r\nL 115.480999 193.483559 \r\nL 115.515152 194.518966 \r\nL 115.521983 192.971604 \r\nL 115.583458 193.729236 \r\nL 115.624441 192.813004 \r\nL 115.679086 194.301838 \r\nL 115.692747 193.182579 \r\nL 115.7269 194.671284 \r\nL 115.795206 193.262966 \r\nL 115.802036 192.874192 \r\nL 115.884003 193.963509 \r\nL 115.897664 193.387897 \r\nL 115.945478 194.620747 \r\nL 115.96597 193.123855 \r\nL 116.000123 194.119001 \r\nL 116.054767 192.992979 \r\nL 116.102581 194.208934 \r\nL 116.109412 194.208782 \r\nL 116.157226 193.057743 \r\nL 116.136734 194.487174 \r\nL 116.218701 194.10629 \r\nL 116.225532 194.073399 \r\nL 116.307499 193.143368 \r\nL 116.314329 194.28305 \r\nL 116.334821 193.273685 \r\nL 116.355313 194.280137 \r\nL 116.362143 192.891075 \r\nL 116.44411 193.129849 \r\nL 116.485094 194.593022 \r\nL 116.567061 194.286619 \r\nL 116.655858 193.04744 \r\nL 116.635366 194.475649 \r\nL 116.68318 193.39704 \r\nL 116.751486 194.312083 \r\nL 116.771978 192.95537 \r\nL 116.7993 194.1787 \r\nL 116.812961 193.293012 \r\nL 116.860775 194.430281 \r\nL 116.91542 193.431347 \r\nL 116.997387 194.259078 \r\nL 116.956403 192.94816 \r\nL 117.024709 194.158194 \r\nL 117.093015 193.162297 \r\nL 117.079354 194.612938 \r\nL 117.140829 193.765334 \r\nL 117.202304 194.59059 \r\nL 117.181812 193.067348 \r\nL 117.256949 194.139217 \r\nL 117.263779 194.499617 \r\nL 117.325255 192.739218 \r\nL 117.352577 193.729101 \r\nL 117.448205 193.133528 \r\nL 117.38673 194.299526 \r\nL 117.461866 193.729815 \r\nL 117.516511 194.434031 \r\nL 117.482358 193.011736 \r\nL 117.571155 194.389173 \r\nL 117.6258 193.075593 \r\nL 117.687275 193.380156 \r\nL 117.728259 194.698157 \r\nL 117.769242 192.937156 \r\nL 117.796564 193.586009 \r\nL 117.810225 193.797995 \r\nL 117.844378 194.285484 \r\nL 117.885362 192.99111 \r\nL 117.905854 193.938842 \r\nL 117.98782 193.116629 \r\nL 117.919515 194.400189 \r\nL 118.015143 194.086774 \r\nL 118.083449 192.77926 \r\nL 118.117601 194.436015 \r\nL 118.124432 193.476172 \r\nL 118.226891 194.220891 \r\nL 118.165415 192.992896 \r\nL 118.233721 193.423223 \r\nL 118.240552 193.379827 \r\nL 118.247382 193.789667 \r\nL 118.281535 194.357405 \r\nL 118.308858 192.859737 \r\nL 118.356672 194.091875 \r\nL 118.424977 192.844492 \r\nL 118.390824 194.770974 \r\nL 118.465961 194.092721 \r\nL 118.506944 194.370262 \r\nL 118.582081 192.916051 \r\nL 118.616233 194.357796 \r\nL 118.657217 192.679161 \r\nL 118.69137 193.196905 \r\nL 118.6982 193.039783 \r\nL 118.732353 194.523771 \r\nL 118.739184 194.70808 \r\nL 118.759676 193.258541 \r\nL 118.800659 193.901659 \r\nL 118.855304 193.078857 \r\nL 118.875795 193.983628 \r\nL 118.903118 193.347442 \r\nL 118.950932 194.873261 \r\nL 118.978254 192.756501 \r\nL 119.005576 194.048986 \r\nL 119.012407 192.72674 \r\nL 119.114865 194.230714 \r\nL 119.128527 193.165072 \r\nL 119.135357 194.420764 \r\nL 119.230985 193.419439 \r\nL 119.312952 194.221316 \r\nL 119.299291 192.847663 \r\nL 119.340274 193.983777 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194.827922 \r\nL 122.092997 192.625974 \r\nL 122.12715 194.156207 \r\nL 122.161302 192.348368 \r\nL 122.209116 194.694187 \r\nL 122.2501 193.85874 \r\nL 122.318406 192.4882 \r\nL 122.277422 194.31092 \r\nL 122.338897 192.723762 \r\nL 122.37305 194.588777 \r\nL 122.448187 193.551369 \r\nL 122.455017 193.518782 \r\nL 122.461848 194.309619 \r\nL 122.543815 192.921822 \r\nL 122.557476 193.864241 \r\nL 122.60529 192.608188 \r\nL 122.591629 194.49821 \r\nL 122.666765 193.709739 \r\nL 122.741901 194.807531 \r\nL 122.680426 192.96799 \r\nL 122.769224 194.527292 \r\nL 122.823868 193.088631 \r\nL 122.878513 193.576634 \r\nL 122.974141 194.446804 \r\nL 122.939988 192.896287 \r\nL 123.008294 194.414072 \r\nL 123.015124 194.476776 \r\nL 123.035616 193.852978 \r\nL 123.090261 194.011588 \r\nL 123.151736 192.509814 \r\nL 123.179058 194.76449 \r\nL 123.267856 193.87562 \r\nL 123.329331 194.446273 \r\nL 123.308839 193.149155 \r\nL 123.349823 194.037948 \r\nL 123.424959 192.612959 \r\nL 123.411298 194.788855 \r\nL 123.459112 193.911818 \r\nL 123.472773 194.553345 \r\nL 123.486434 193.76207 \r\nL 123.506926 192.786584 \r\nL 123.588893 194.420321 \r\nL 123.595723 193.306285 \r\nL 123.650368 194.584277 \r\nL 123.657199 192.833164 \r\nL 123.711843 193.923752 \r\nL 123.780149 194.812649 \r\nL 123.739165 193.062887 \r\nL 123.814302 194.083404 \r\nL 123.841624 192.707428 \r\nL 123.875777 194.501468 \r\nL 123.923591 193.969932 \r\nL 123.991897 193.193586 \r\nL 124.039711 194.234569 \r\nL 124.121678 192.928883 \r\nL 124.087525 194.842392 \r\nL 124.142169 193.369056 \r\nL 124.149 194.568838 \r\nL 124.244628 192.829436 \r\nL 124.251459 193.607561 \r\nL 124.312934 194.29587 \r\nL 124.353917 193.073546 \r\nL 124.360748 193.60278 \r\nL 124.367578 192.743784 \r\nL 124.38124 194.29234 \r\nL 124.463206 193.356565 \r\nL 124.517851 194.499721 \r\nL 124.490529 193.107725 \r\nL 124.579326 194.063944 \r\nL 124.586157 194.913621 \r\nL 124.633971 192.926618 \r\nL 124.681785 193.481501 \r\nL 124.750091 194.92666 \r\nL 124.715938 192.988548 \r\nL 124.791074 193.693846 \r\nL 124.852549 193.194061 \r\nL 124.825227 194.627677 \r\nL 124.886702 193.701103 \r\nL 124.948177 192.846867 \r\nL 125.002822 194.506333 \r\nL 125.112111 192.67202 \r\nL 125.166756 194.69018 \r\nL 125.159925 192.534099 \r\nL 125.2214 193.785374 \r\nL 125.310198 192.875927 \r\nL 125.235062 194.717016 \r\nL 125.33069 193.743195 \r\nL 125.33752 194.752935 \r\nL 125.371673 193.167245 \r\nL 125.433148 194.392904 \r\nL 125.515115 192.691973 \r\nL 125.460471 194.795645 \r\nL 125.542438 193.698151 \r\nL 125.617574 192.71202 \r\nL 125.56976 194.559629 \r\nL 125.624404 193.697594 \r\nL 125.631235 194.996301 \r\nL 125.679049 192.30528 \r\nL 125.726863 193.746047 \r\nL 125.767847 192.75294 \r\nL 125.747355 194.013945 \r\nL 125.829322 193.953506 \r\nL 125.897627 194.545578 \r\nL 125.877136 193.293565 \r\nL 125.911289 194.428531 \r\nL 125.918119 192.676574 \r\nL 126.013747 194.623679 \r\nL 126.027408 193.085364 \r\nL 126.034239 192.370326 \r\nL 126.068392 194.248463 \r\nL 126.129867 193.800291 \r\nL 126.191342 193.089962 \r\nL 126.232326 194.091258 \r\nL 126.28014 194.430694 \r\nL 126.321123 193.383467 \r\nL 126.327954 194.758961 \r\nL 126.355276 192.978467 \r\nL 126.430412 193.326359 \r\nL 126.457735 192.493323 \r\nL 126.512379 195.056518 \r\nL 126.532871 193.892395 \r\nL 126.573854 194.274899 \r\nL 126.567024 192.676306 \r\nL 126.628499 193.490296 \r\nL 126.689974 192.831399 \r\nL 126.683144 194.512956 \r\nL 126.730958 193.518707 \r\nL 126.826586 194.564938 \r\nL 126.751449 192.381821 \r\nL 126.840247 193.899832 \r\nL 126.8744 192.409254 \r\nL 126.894892 195.025645 \r\nL 126.949536 192.750572 \r\nL 127.017842 194.883423 \r\nL 127.038334 192.5478 \r\nL 127.058825 193.329791 \r\nL 127.072487 193.068113 \r\nL 127.079317 193.151009 \r\nL 127.086148 194.672214 \r\nL 127.127131 193.022378 \r\nL 127.188606 193.257925 \r\nL 127.277404 195.211349 \r\nL 127.256912 192.591215 \r\nL 127.297896 194.796737 \r\nL 127.311557 193.000111 \r\nL 127.414015 193.462887 \r\nL 127.461829 194.310062 \r\nL 127.441338 192.622803 \r\nL 127.516474 193.155755 \r\nL 127.550627 194.127278 \r\nL 127.557457 193.137706 \r\nL 127.646255 192.130994 \r\nL 127.618933 194.352396 \r\nL 127.653085 193.638905 \r\nL 127.7009 195.258951 \r\nL 127.721391 191.823169 \r\nL 127.748714 193.591184 \r\nL 127.851172 192.641602 \r\nL 127.817019 194.103591 \r\nL 127.858003 193.722046 \r\nL 127.864833 194.490659 \r\nL 127.878495 191.548217 \r\nL 127.967292 193.937617 \r\nL 127.974123 192.47072 \r\nL 127.994614 195.395442 \r\nL 128.076581 192.946599 \r\nL 128.172209 194.548821 \r\nL 128.144887 192.256917 \r\nL 128.199532 194.510692 \r\nL 128.261007 192.731824 \r\nL 128.288329 194.576717 \r\nL 128.315651 193.430813 \r\nL 128.404449 194.568608 \r\nL 128.336143 192.107039 \r\nL 128.431771 193.762849 \r\nL 128.520569 194.828075 \r\nL 128.479585 193.103685 \r\nL 128.527399 194.296706 \r\nL 128.561552 192.374354 \r\nL 128.575213 194.634563 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193.378436 \r\nL 133.766451 193.880349 \r\nL 133.773282 193.152873 \r\nL 133.814265 194.215177 \r\nL 133.87574 193.668083 \r\nL 133.889401 193.295859 \r\nL 133.909893 193.845787 \r\nL 133.916724 193.755158 \r\nL 133.923554 194.315347 \r\nL 133.978199 193.035754 \r\nL 134.019182 194.164794 \r\nL 134.080658 192.68274 \r\nL 134.039674 194.323722 \r\nL 134.128472 193.795861 \r\nL 134.176286 194.312324 \r\nL 134.155794 193.147003 \r\nL 134.210438 194.153927 \r\nL 134.265083 192.968005 \r\nL 134.285575 194.37604 \r\nL 134.319728 193.532413 \r\nL 134.394864 192.652639 \r\nL 134.435847 194.335684 \r\nL 134.46317 193.065689 \r\nL 134.497323 194.564397 \r\nL 134.551967 193.863237 \r\nL 134.613442 194.122412 \r\nL 134.668087 193.096234 \r\nL 134.770546 194.139624 \r\nL 134.729562 193.033202 \r\nL 134.777376 193.577297 \r\nL 134.838851 193.23323 \r\nL 134.81836 194.502086 \r\nL 134.873004 193.867063 \r\nL 134.948141 194.484096 \r\nL 134.907157 193.108319 \r\nL 134.968632 193.983702 \r\nL 134.989124 192.989218 \r\nL 135.06426 194.504205 \r\nL 135.084752 193.466079 \r\nL 135.153058 194.467871 \r\nL 135.146227 193.096045 \r\nL 135.187211 194.307078 \r\nL 135.221364 193.027965 \r\nL 135.282839 194.425634 \r\nL 135.2965 193.528956 \r\nL 135.330653 194.602279 \r\nL 135.316992 193.222873 \r\nL 135.405789 193.666821 \r\nL 135.508248 192.930006 \r\nL 135.453603 194.748809 \r\nL 135.521909 193.258793 \r\nL 135.603876 194.488772 \r\nL 135.542401 192.792154 \r\nL 135.638029 194.314106 \r\nL 135.760979 193.141084 \r\nL 135.815624 194.414082 \r\nL 135.870268 194.054278 \r\nL 135.89076 192.963302 \r\nL 135.979558 194.247126 \r\nL 136.047863 194.499063 \r\nL 136.000049 192.99055 \r\nL 136.061525 193.91931 \r\nL 136.116169 192.277082 \r\nL 136.143491 194.372052 \r\nL 136.184475 193.364582 \r\nL 136.266442 194.116262 \r\nL 136.211797 193.106073 \r\nL 136.300595 193.855882 \r\nL 136.334748 192.665331 \r\nL 136.348409 194.029773 \r\nL 136.396223 193.486304 \r\nL 136.423545 194.710819 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192.825476 \r\nL 139.155775 194.536532 \r\nL 139.251404 193.230694 \r\nL 139.292387 194.575784 \r\nL 139.33337 192.15314 \r\nL 139.367523 194.22795 \r\nL 139.428999 192.268011 \r\nL 139.483643 193.393727 \r\nL 139.56561 194.432096 \r\nL 139.551949 193.058124 \r\nL 139.586102 193.279533 \r\nL 139.592932 192.566662 \r\nL 139.633916 194.434245 \r\nL 139.68856 193.727186 \r\nL 139.715883 193.599217 \r\nL 139.729544 194.122653 \r\nL 139.825172 194.342328 \r\nL 139.845664 192.532107 \r\nL 139.9208 194.538765 \r\nL 139.961783 194.33553 \r\nL 139.975445 193.015564 \r\nL 140.009597 194.778554 \r\nL 140.077903 193.548878 \r\nL 140.139378 194.665514 \r\nL 140.180362 193.15216 \r\nL 140.194023 194.563194 \r\nL 140.228176 192.739666 \r\nL 140.310143 193.193911 \r\nL 140.412601 192.989769 \r\nL 140.419432 194.440337 \r\nL 140.433093 193.198567 \r\nL 140.501399 195.095397 \r\nL 140.528721 194.355301 \r\nL 140.535552 194.997926 \r\nL 140.556044 192.734211 \r\nL 140.624349 193.120014 \r\nL 140.63801 194.819695 \r\nL 140.713147 192.924036 \r\nL 140.7473 193.863162 \r\nL 140.836097 192.666222 \r\nL 140.767791 194.298305 \r\nL 140.856589 193.924781 \r\nL 140.863419 194.300157 \r\nL 140.938556 192.880662 \r\nL 140.959048 193.744681 \r\nL 141.034184 192.585665 \r\nL 141.006862 194.216706 \r\nL 141.068337 193.604674 \r\nL 141.163965 192.972834 \r\nL 141.184457 194.637412 \r\nL 141.273254 192.86146 \r\nL 141.300576 193.632995 \r\nL 141.362052 194.327071 \r\nL 141.327899 193.066136 \r\nL 141.396204 193.909976 \r\nL 141.485002 193.001057 \r\nL 141.409866 194.49834 \r\nL 141.505494 193.783824 \r\nL 141.607952 194.641899 \r\nL 141.601122 193.478795 \r\nL 141.614783 194.10507 \r\nL 141.724072 193.002153 \r\nL 141.635275 194.320354 \r\nL 141.730903 193.448002 \r\nL 141.799208 192.857376 \r\nL 141.771886 194.638481 \r\nL 141.833361 193.682775 \r\nL 141.915328 194.456753 \r\nL 141.928989 193.406083 \r\nL 141.93582 193.837164 \r\nL 141.942651 193.12878 \r\nL 142.010956 194.337166 \r\nL 142.045109 193.878634 \r\nL 142.05194 194.666693 \r\nL 142.065601 193.22276 \r\nL 142.154398 194.181281 \r\nL 142.161229 194.393539 \r\nL 142.222704 193.391068 \r\nL 142.229535 193.555349 \r\nL 142.243196 192.894432 \r\nL 142.304671 194.214501 \r\nL 142.331993 193.211154 \r\nL 142.345654 194.405162 \r\nL 142.393469 193.015656 \r\nL 142.448113 193.718517 \r\nL 142.461774 194.70852 \r\nL 142.482266 192.911777 \r\nL 142.550572 194.034393 \r\nL 142.557402 193.311133 \r\nL 142.605216 194.430483 \r\nL 142.659861 193.38327 \r\nL 142.728167 192.500453 \r\nL 142.76915 194.020732 \r\nL 142.775981 192.902239 \r\nL 142.837456 194.262927 \r\nL 142.871609 193.874887 \r\nL 142.878439 194.666475 \r\nL 142.912592 192.938695 \r\nL 142.974067 193.847755 \r\nL 143.00822 192.707609 \r\nL 143.00139 193.96053 \r\nL 143.083357 193.903228 \r\nL 143.138001 193.073471 \r\nL 143.144832 194.007809 \r\nL 143.185815 193.755599 \r\nL 143.192646 194.305661 \r\nL 143.267782 192.75167 \r\nL 143.288274 193.607341 \r\nL 143.295105 193.59851 \r\nL 143.308766 194.226422 \r\nL 143.390733 193.192804 \r\nL 143.411224 193.877462 \r\nL 143.500022 193.013831 \r\nL 143.465869 194.384318 \r\nL 143.527344 193.480167 \r\nL 143.541005 193.430112 \r\nL 143.622972 194.506899 \r\nL 143.568328 192.344571 \r\nL 143.650295 193.568061 \r\nL 143.698109 194.416479 \r\nL 143.677617 193.420678 \r\nL 143.745923 193.641187 \r\nL 143.773245 192.87212 \r\nL 143.841551 193.861475 \r\nL 143.855212 193.175226 \r\nL 143.95084 194.116359 \r\nL 143.896195 193.085898 \r\nL 143.964501 193.585529 \r\nL 143.991823 193.240102 \r\nL 143.978162 194.397222 \r\nL 144.053298 193.700692 \r\nL 144.094282 194.175913 \r\nL 144.080621 193.104609 \r\nL 144.142096 193.673414 \r\nL 144.176249 192.747305 \r\nL 144.237724 194.403993 \r\nL 144.251385 193.788609 \r\nL 144.258216 194.110853 \r\nL 144.299199 193.100823 \r\nL 144.347013 193.350096 \r\nL 144.353844 193.344854 \r\nL 144.387997 194.160287 \r\nL 144.42898 192.904543 \r\nL 144.463133 193.840818 \r\nL 144.551931 193.103901 \r\nL 144.483625 194.749703 \r\nL 144.579253 193.220807 \r\nL 144.627067 194.74074 \r\nL 144.688542 193.681139 \r\nL 144.78417 192.765028 \r\nL 144.736356 194.329515 \r\nL 144.797831 193.220865 \r\nL 144.90029 194.601393 \r\nL 144.825154 193.208594 \r\nL 144.90712 194.30279 \r\nL 144.995918 192.690074 \r\nL 145.01641 194.069167 \r\nL 145.071054 194.272628 \r\nL 145.13936 193.106013 \r\nL 145.159852 194.492773 \r\nL 145.26231 193.873734 \r\nL 145.289633 194.680968 \r\nL 145.296463 193.090917 \r\nL 145.337447 193.903787 \r\nL 145.433075 193.210511 \r\nL 145.398922 194.148601 \r\nL 145.446736 193.778646 \r\nL 145.508211 194.545212 \r\nL 145.521872 193.204705 \r\nL 145.556025 194.26828 \r\nL 145.562856 192.969859 \r\nL 145.624331 194.334088 \r\nL 145.665314 194.168278 \r\nL 145.754112 193.009321 \r\nL 145.685806 194.220414 \r\nL 145.781434 193.177771 \r\nL 145.842909 194.438627 \r\nL 145.856571 192.962436 \r\nL 145.904385 194.204202 \r\nL 145.924876 194.278614 \r\nL 146.020504 193.132957 \r\nL 146.157116 194.564319 \r\nL 146.163946 194.261625 \r\nL 146.184438 192.967741 \r\nL 146.177608 194.650102 \r\nL 146.273236 193.91478 \r\nL 146.348372 193.129971 \r\nL 146.32788 194.639856 \r\nL 146.382525 193.657102 \r\nL 146.416678 194.418677 \r\nL 146.464492 192.989348 \r\nL 146.484984 194.229009 \r\nL 146.491814 193.196382 \r\nL 146.525967 194.296719 \r\nL 146.594273 193.466687 \r\nL 146.614764 194.305022 \r\nL 146.628426 193.231323 \r\nL 146.703562 193.877156 \r\nL 146.806021 192.598414 \r\nL 146.79919 194.049638 \r\nL 146.840174 193.498304 \r\nL 146.949463 194.426759 \r\nL 146.881157 193.076433 \r\nL 146.963124 194.049899 \r\nL 147.058752 192.872104 \r\nL 146.997277 194.230754 \r\nL 147.086074 192.931035 \r\nL 147.188533 194.732879 \r\nL 147.215855 194.597108 \r\nL 147.284161 193.143596 \r\nL 147.325144 193.722457 \r\nL 147.331975 194.554791 \r\nL 147.39345 193.351053 \r\nL 147.434434 193.640341 \r\nL 147.475417 194.564461 \r\nL 147.468586 192.960849 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193.184863 \r\nL 149.012297 194.857206 \r\nL 149.066941 193.205478 \r\nL 149.121586 193.694031 \r\nL 149.196722 194.593888 \r\nL 149.142078 192.944759 \r\nL 149.230875 193.831902 \r\nL 149.271859 193.125892 \r\nL 149.299181 194.562056 \r\nL 149.340164 193.574512 \r\nL 149.422131 194.255648 \r\nL 149.415301 193.561107 \r\nL 149.435792 194.012465 \r\nL 149.469945 192.769109 \r\nL 149.504098 194.350696 \r\nL 149.545082 193.364566 \r\nL 149.599726 194.415772 \r\nL 149.565573 193.344143 \r\nL 149.64754 193.816855 \r\nL 149.674863 193.041936 \r\nL 149.715846 194.455717 \r\nL 149.756829 193.538427 \r\nL 149.790982 194.680511 \r\nL 149.811474 192.989227 \r\nL 149.866119 194.317945 \r\nL 149.954916 194.348787 \r\nL 149.975408 192.729906 \r\nL 150.009561 194.463295 \r\nL 150.084697 194.00146 \r\nL 150.187156 193.008253 \r\nL 150.146172 194.187737 \r\nL 150.200817 193.638616 \r\nL 150.255462 194.918504 \r\nL 150.214478 193.361825 \r\nL 150.316937 194.262022 \r\nL 150.344259 194.597596 \r\nL 150.453548 193.125277 \r\nL 150.549176 194.91583 \r\nL 150.480871 192.761318 \r\nL 150.562837 193.858785 \r\nL 150.576499 192.706528 \r\nL 150.59016 194.010705 \r\nL 150.672127 193.919483 \r\nL 150.699449 192.914934 \r\nL 150.719941 194.636971 \r\nL 150.788246 193.227355 \r\nL 150.842891 194.512795 \r\nL 150.883874 193.076555 \r\nL 150.904366 194.214699 \r\nL 151.006825 193.49206 \r\nL 150.918027 194.784083 \r\nL 151.013655 194.255041 \r\nL 151.109284 193.220835 \r\nL 151.027317 194.561241 \r\nL 151.143436 193.966803 \r\nL 151.150267 194.035795 \r\nL 151.157098 193.647408 \r\nL 151.163928 192.98565 \r\nL 151.204912 194.298547 \r\nL 151.259556 193.707805 \r\nL 151.266387 194.698091 \r\nL 151.362015 193.187225 \r\nL 151.375676 194.540885 \r\nL 151.389337 192.772115 \r\nL 151.484965 194.259099 \r\nL 151.53961 193.566027 \r\nL 151.573763 194.580899 \r\nL 151.628407 193.194745 \r\nL 151.689882 193.793108 \r\nL 151.744527 192.580044 \r\nL 151.792341 194.443247 \r\nL 151.799172 193.059849 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193.410869 \r\nL 153.274576 192.945293 \r\nL 153.226762 194.310908 \r\nL 153.281407 193.35284 \r\nL 153.32239 194.896424 \r\nL 153.342882 192.942272 \r\nL 153.390696 193.4658 \r\nL 153.459002 194.4719 \r\nL 153.445341 193.16216 \r\nL 153.465832 193.327454 \r\nL 153.472663 192.331779 \r\nL 153.540969 194.255528 \r\nL 153.575121 193.485805 \r\nL 153.629766 194.226199 \r\nL 153.650258 192.790668 \r\nL 153.684411 193.733243 \r\nL 153.711733 192.87448 \r\nL 153.718564 194.201076 \r\nL 153.766378 193.847276 \r\nL 153.786869 194.726545 \r\nL 153.780039 193.228855 \r\nL 153.875667 193.872536 \r\nL 153.90982 194.340127 \r\nL 153.889328 192.85968 \r\nL 153.91665 193.693542 \r\nL 153.930311 192.691273 \r\nL 153.971295 194.23571 \r\nL 154.025939 193.46673 \r\nL 154.060092 193.387136 \r\nL 154.039601 194.157166 \r\nL 154.087415 193.580307 \r\nL 154.189873 194.672505 \r\nL 154.101076 192.501845 \r\nL 154.196704 194.061091 \r\nL 154.210365 192.074392 \r\nL 154.237687 194.931015 \r\nL 154.312824 192.937711 \r\nL 154.401621 194.379776 \r\nL 154.422113 193.928915 \r\nL 154.428943 192.467211 \r\nL 154.463096 194.863784 \r\nL 154.531402 193.123518 \r\nL 154.633861 194.763859 \r\nL 154.579216 192.750009 \r\nL 154.640691 193.311779 \r\nL 154.668014 193.1049 \r\nL 154.654352 194.028926 \r\nL 154.688505 193.269971 \r\nL 154.695336 194.579925 \r\nL 154.756811 192.538007 \r\nL 154.797795 194.281348 \r\nL 154.831947 192.735132 \r\nL 154.893423 194.753306 \r\nL 154.907084 194.373842 \r\nL 154.97539 194.722872 \r\nL 155.023204 192.973086 \r\nL 155.09834 195.250504 \r\nL 155.118832 192.842724 \r\nL 155.132493 193.437279 \r\nL 155.139323 193.451896 \r\nL 155.193968 194.839522 \r\nL 155.159815 192.515176 \r\nL 155.255443 193.824653 \r\nL 155.275935 192.577924 \r\nL 155.282765 194.385116 \r\nL 155.364732 193.835284 \r\nL 155.433038 194.148684 \r\nL 155.378394 193.31809 \r\nL 155.46036 194.04693 \r\nL 155.542327 194.805865 \r\nL 155.57648 192.767052 \r\nL 155.590141 194.640771 \r\nL 155.699431 193.482588 \r\nL 155.726753 194.271718 \r\nL 155.774567 193.087291 \r\nL 155.80872 194.385084 \r\nL 155.863364 192.763681 \r\nL 155.883856 192.970574 \r\nL 155.972654 194.231206 \r\nL 155.999976 193.530416 \r\nL 156.006807 192.566895 \r\nL 156.075112 194.495433 \r\nL 156.109265 193.354521 \r\nL 156.116096 194.711487 \r\nL 156.150249 193.089242 \r\nL 156.218554 193.196988 \r\nL 156.259538 192.534884 \r\nL 156.28003 194.445684 \r\nL 156.307352 194.14748 \r\nL 156.382488 194.987792 \r\nL 156.327844 192.712318 \r\nL 156.389319 193.620434 \r\nL 156.478116 194.193833 \r\nL 156.498608 192.661957 \r\nL 156.539591 194.776447 \r\nL 156.614728 194.6001 \r\nL 156.683034 192.554328 \r\nL 156.730848 193.442328 \r\nL 156.751339 193.077635 \r\nL 156.75817 194.04631 \r\nL 156.792323 193.564435 \r\nL 156.867459 194.470825 \r\nL 156.812814 192.760614 \r\nL 156.901612 194.106022 \r\nL 157.010901 191.959511 \r\nL 156.922104 194.976688 \r\nL 157.017732 193.470198 \r\nL 157.099699 194.483753 \r\nL 157.086038 192.430817 \r\nL 157.127021 194.234422 \r\nL 157.23631 193.233891 \r\nL 157.222649 194.674268 \r\nL 157.243141 193.584086 \r\nL 157.297785 194.660538 \r\nL 157.379752 193.00415 \r\nL 157.407075 193.565588 \r\nL 157.482211 194.399356 \r\nL 157.461719 193.055569 \r\nL 157.502703 193.840756 \r\nL 157.5915 195.046304 \r\nL 157.618822 192.796806 \r\nL 157.646145 192.776308 \r\nL 157.728112 195.133887 \r\nL 157.803248 192.919276 \r\nL 157.844231 193.424906 \r\nL 157.857893 194.051849 \r\nL 157.871554 193.074589 \r\nL 157.953521 193.695896 \r\nL 157.974012 192.844158 \r\nL 158.014996 194.181711 \r\nL 158.021826 194.658161 \r\nL 158.035488 192.884404 \r\nL 158.110624 193.570139 \r\nL 158.117454 193.558779 \r\nL 158.124285 193.728488 \r\nL 158.199421 194.332974 \r\nL 158.158438 192.706193 \r\nL 158.206252 193.339996 \r\nL 158.233574 192.891249 \r\nL 158.254066 194.215306 \r\nL 158.260897 193.71804 \r\nL 158.267727 194.618454 \r\nL 158.356525 193.128861 \r\nL 158.370186 193.673039 \r\nL 158.377016 192.867435 \r\nL 158.42483 194.320568 \r\nL 158.472644 193.402305 \r\nL 158.527289 194.15697 \r\nL 158.493136 192.59562 \r\nL 158.575103 194.130129 \r\nL 158.595595 192.41594 \r\nL 158.629748 194.690314 \r\nL 158.684392 193.513689 \r\nL 158.711715 193.962904 \r\nL 158.725376 193.23431 \r\nL 158.739037 193.353513 \r\nL 158.745867 192.498919 \r\nL 158.77319 194.476684 \r\nL 158.848326 192.668917 \r\nL 158.937124 194.272385 \r\nL 158.964446 194.105763 \r\nL 159.060074 193.088449 \r\nL 159.019091 194.150903 \r\nL 159.073735 193.874957 \r\nL 159.101057 193.030025 \r\nL 159.121549 194.673972 \r\nL 159.183024 193.699513 \r\nL 159.271822 194.278148 \r\nL 159.258161 193.123588 \r\nL 159.278652 193.478849 \r\nL 159.340128 192.81393 \r\nL 159.292314 194.222839 \r\nL 159.37428 193.766066 \r\nL 159.408433 193.054225 \r\nL 159.48357 194.442467 \r\nL 159.517723 193.255384 \r\nL 159.586028 194.539408 \r\nL 159.592859 193.333805 \r\nL 159.647504 194.93905 \r\nL 159.661165 192.723843 \r\nL 159.702148 193.737379 \r\nL 159.72264 193.407154 \r\nL 159.743132 194.29054 \r\nL 159.749962 193.823835 \r\nL 159.756793 194.479371 \r\nL 159.83876 193.493201 \r\nL 159.859251 194.142431 \r\nL 159.879743 193.274987 \r\nL 159.948049 194.168275 \r\nL 159.975371 193.63881 \r\nL 160.043677 192.990103 \r\nL 160.08466 194.756667 \r\nL 160.187119 192.971163 \r\nL 160.20078 193.269961 \r\nL 160.289578 194.845251 \r\nL 160.269086 193.072729 \r\nL 160.3169 193.80634 \r\nL 160.405697 192.882655 \r\nL 160.371545 194.072767 \r\nL 160.419359 193.165784 \r\nL 160.521817 194.761209 \r\nL 160.528648 193.553685 \r\nL 160.535478 193.505029 \r\nL 160.542309 193.533519 \r\nL 160.569631 194.353952 \r\nL 160.590123 193.227505 \r\nL 160.651598 193.735196 \r\nL 160.719904 192.53042 \r\nL 160.767718 194.243998 \r\nL 160.822363 192.923512 \r\nL 160.877007 193.613848 \r\nL 160.945313 194.552117 \r\nL 160.91116 193.156924 \r\nL 160.986296 193.927815 \r\nL 161.013619 193.029594 \r\nL 161.047772 194.974151 \r\nL 161.102416 193.530438 \r\nL 161.122908 193.347715 \r\nL 161.1434 194.389959 \r\nL 161.184383 193.65013 \r\nL 161.252689 194.725426 \r\nL 161.204875 193.408697 \r\nL 161.286842 193.50416 \r\nL 161.327825 193.313174 \r\nL 161.320995 193.887063 \r\nL 161.348317 193.779687 \r\nL 161.361978 194.237608 \r\nL 161.38247 193.211883 \r\nL 161.457606 193.936033 \r\nL 161.491759 192.952593 \r\nL 161.546404 194.553511 \r\nL 161.566895 193.904556 \r\nL 161.594218 193.22592 \r\nL 161.628371 193.978828 \r\nL 161.669354 193.816022 \r\nL 161.73766 194.391794 \r\nL 161.703507 193.275045 \r\nL 161.771813 193.468233 \r\nL 161.785474 193.241521 \r\nL 161.792304 193.250307 \r\nL 161.86061 194.328094 \r\nL 161.894763 192.736743 \r\nL 161.901594 193.464133 \r\nL 161.908424 192.647872 \r\nL 162.004052 193.926764 \r\nL 162.010883 193.510363 \r\nL 162.024544 193.182343 \r\nL 162.113341 194.275028 \r\nL 162.154325 192.943656 \r\nL 162.147494 194.279469 \r\nL 162.229461 193.351704 \r\nL 162.270445 194.351164 \r\nL 162.318259 193.303109 \r\nL 162.33875 193.833693 \r\nL 162.372903 193.394278 \r\nL 162.393395 194.509807 \r\nL 162.461701 193.409192 \r\nL 162.564159 194.076754 \r\nL 162.530007 193.190023 \r\nL 162.591482 194.046479 \r\nL 162.598312 193.297668 \r\nL 162.646126 194.585807 \r\nL 162.700771 193.700971 \r\nL 162.721263 193.866634 \r\nL 162.734924 193.551802 \r\nL 162.741754 194.633543 \r\nL 162.837383 193.29422 \r\nL 162.844213 193.802287 \r\nL 162.851044 193.776384 \r\nL 162.946672 193.081951 \r\nL 162.919349 194.303613 \r\nL 162.960333 193.422065 \r\nL 162.994486 194.559046 \r\nL 163.062792 193.265162 \r\nL 163.069622 194.097455 \r\nL 163.090114 193.013455 \r\nL 163.124267 194.685662 \r\nL 163.178911 193.327295 \r\nL 163.213064 194.999167 \r\nL 163.288201 193.884988 \r\nL 163.322353 192.906711 \r\nL 163.342845 194.21074 \r\nL 163.390659 193.374145 \r\nL 163.445304 194.356764 \r\nL 163.465796 193.065305 \r\nL 163.499948 193.806442 \r\nL 163.581915 193.041417 \r\nL 163.52044 194.150129 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193.70987 \r\nL 164.770436 193.131916 \r\nL 164.831911 194.360863 \r\nL 164.866064 193.540002 \r\nL 164.948031 194.154674 \r\nL 164.954861 192.736455 \r\nL 164.975353 194.055656 \r\nL 165.002675 194.543772 \r\nL 165.091473 192.910007 \r\nL 165.111964 194.689545 \r\nL 165.187101 192.826763 \r\nL 165.207592 194.385351 \r\nL 165.29639 193.033666 \r\nL 165.323712 193.319423 \r\nL 165.337373 194.303614 \r\nL 165.392018 192.841184 \r\nL 165.426171 193.670398 \r\nL 165.433001 192.637524 \r\nL 165.487646 194.422459 \r\nL 165.53546 193.883873 \r\nL 165.542291 193.878714 \r\nL 165.596935 194.875213 \r\nL 165.637919 192.317834 \r\nL 165.726716 194.479732 \r\nL 165.754038 194.431965 \r\nL 165.829175 192.842049 \r\nL 165.849667 195.13524 \r\nL 165.870158 193.27257 \r\nL 165.945295 195.159342 \r\nL 165.952125 192.930304 \r\nL 165.979447 194.192511 \r\nL 165.999939 192.963523 \r\nL 166.088737 194.347582 \r\nL 166.12289 192.701406 \r\nL 166.157042 194.386776 \r\nL 166.198026 193.906298 \r\nL 166.266332 194.618993 \r\nL 166.24584 193.416473 \r\nL 166.293654 194.275799 \r\nL 166.36879 194.557343 \r\nL 166.402943 192.767851 \r\nL 166.409774 194.646226 \r\nL 166.519063 194.590399 \r\nL 166.553216 193.01032 \r\nL 166.539555 194.950655 \r\nL 166.628352 193.85304 \r\nL 166.682997 193.056249 \r\nL 166.71715 194.775533 \r\nL 166.778625 193.067225 \r\nL 166.833269 193.44444 \r\nL 166.853761 194.11043 \r\nL 166.846931 193.104582 \r\nL 166.860592 193.753784 \r\nL 166.867422 192.771482 \r\nL 166.95622 194.716779 \r\nL 166.96305 193.376385 \r\nL 167.045017 192.787344 \r\nL 167.07917 194.324404 \r\nL 167.154307 192.908836 \r\nL 167.202121 192.943251 \r\nL 167.208951 194.712467 \r\nL 167.31141 193.286389 \r\nL 167.325071 194.206845 \r\nL 167.407038 192.997923 \r\nL 167.42753 194.013902 \r\nL 167.482174 192.957122 \r\nL 167.495835 194.351745 \r\nL 167.543649 193.103076 \r\nL 167.557311 194.515097 \r\nL 167.632447 192.675187 \r\nL 167.652939 194.186418 \r\nL 167.762228 192.84287 \r\nL 167.823703 194.420265 \r\nL 167.878348 194.245722 \r\nL 167.987637 193.037089 \r\nL 167.932992 194.478346 \r\nL 168.001298 193.297732 \r\nL 168.014959 193.766279 \r\nL 168.02179 193.49818 \r\nL 168.049112 193.333996 \r\nL 168.14474 194.705442 \r\nL 168.240368 192.933853 \r\nL 168.192554 194.791148 \r\nL 168.26086 193.304731 \r\nL 168.274521 194.662586 \r\nL 168.349657 193.047686 \r\nL 168.37698 194.016109 \r\nL 168.424794 193.019935 \r\nL 168.390641 194.05196 \r\nL 168.486269 193.819769 \r\nL 168.534083 192.380087 \r\nL 168.575066 194.575344 \r\nL 168.595558 193.446216 \r\nL 168.609219 194.772669 \r\nL 168.61605 193.108656 \r\nL 168.704847 193.637283 \r\nL 168.711678 192.465294 \r\nL 168.779984 194.405516 \r\nL 168.814137 193.222426 \r\nL 168.820967 194.379817 \r\nL 168.841459 192.696052 \r\nL 168.923426 193.630534 \r\nL 169.012223 194.112124 \r\nL 168.957579 193.275669 \r\nL 169.025884 193.878024 \r\nL 169.080529 192.666882 \r\nL 169.053207 194.150246 \r\nL 169.142004 193.122843 \r\nL 169.230802 194.923904 \r\nL 169.251293 193.323262 \r\nL 169.285446 194.798277 \r\nL 169.299107 193.072753 \r\nL 169.360583 193.27548 \r\nL 169.394735 192.796463 \r\nL 169.490364 194.593541 \r\nL 169.524516 192.582781 \r\nL 169.579161 194.685879 \r\nL 169.599653 193.987841 \r\nL 169.606483 194.491359 \r\nL 169.674789 192.53608 \r\nL 169.708942 194.404018 \r\nL 169.749925 193.073971 \r\nL 169.763587 194.804447 \r\nL 169.818231 193.574533 \r\nL 169.825062 194.561299 \r\nL 169.893368 192.308943 \r\nL 169.92752 193.565086 \r\nL 169.961673 192.983806 \r\nL 169.968504 194.33066 \r\nL 169.988996 193.959249 \r\nL 169.995826 194.944943 \r\nL 170.064132 192.796762 \r\nL 170.098285 193.911387 \r\nL 170.132438 194.358049 \r\nL 170.214405 193.025606 \r\nL 170.234896 194.512515 \r\nL 170.316863 192.7878 \r\nL 170.330524 193.312626 \r\nL 170.351016 195.072896 \r\nL 170.385169 193.145049 \r\nL 170.439814 193.52515 \r\nL 170.473966 192.868102 \r\nL 170.460305 194.177184 \r\nL 170.528611 194.042008 \r\nL 170.535442 194.57616 \r\nL 170.549103 192.91733 \r\nL 170.63107 194.086681 \r\nL 170.699375 192.719264 \r\nL 170.644731 194.192986 \r\nL 170.733528 193.817173 \r\nL 170.740359 194.479973 \r\nL 170.822326 192.379544 \r\nL 170.842818 193.978921 \r\nL 170.904293 193.327522 \r\nL 170.856479 194.275647 \r\nL 170.911123 194.00885 \r\nL 170.917954 194.66338 \r\nL 170.98626 193.127567 \r\nL 171.013582 193.27013 \r\nL 171.047735 192.493485 \r\nL 171.034074 194.076199 \r\nL 171.102379 193.602477 \r\nL 171.170685 194.647547 \r\nL 171.204838 192.809655 \r\nL 171.279974 194.62038 \r\nL 171.327788 193.43339 \r\nL 171.430247 194.821248 \r\nL 171.402925 192.67617 \r\nL 171.437078 193.567558 \r\nL 171.450739 192.740623 \r\nL 171.471231 194.577037 \r\nL 171.532706 193.770646 \r\nL 171.553198 194.887891 \r\nL 171.628334 193.049684 \r\nL 171.648826 194.760249 \r\nL 171.70347 193.158197 \r\nL 171.758115 193.375056 \r\nL 171.764945 194.171818 \r\nL 171.853743 192.557312 \r\nL 171.860573 193.623389 \r\nL 171.867404 192.894928 \r\nL 171.949371 194.600601 \r\nL 171.963032 193.111886 \r\nL 172.065491 194.34804 \r\nL 172.031338 192.889109 \r\nL 172.079152 194.064144 \r\nL 172.18161 193.103178 \r\nL 172.133796 194.322673 \r\nL 172.188441 193.609011 \r\nL 172.277239 194.586269 \r\nL 172.263577 192.901113 \r\nL 172.29773 194.308072 \r\nL 172.400189 193.135196 \r\nL 172.41385 193.814451 \r\nL 172.420681 194.32866 \r\nL 172.427511 192.183434 \r\nL 172.516309 193.524716 \r\nL 172.52997 193.283901 \r\nL 172.625598 194.455814 \r\nL 172.564123 192.802734 \r\nL 172.639259 194.208068 \r\nL 172.741718 192.758895 \r\nL 172.734887 194.321831 \r\nL 172.748548 193.440898 \r\nL 172.755379 194.292811 \r\nL 172.796362 192.97994 \r\nL 172.857838 193.583963 \r\nL 172.960296 192.797813 \r\nL 172.939804 194.305881 \r\nL 172.973957 193.205311 \r\nL 173.076416 194.447599 \r\nL 173.165213 192.994985 \r\nL 173.131061 194.476362 \r\nL 173.185705 193.965087 \r\nL 173.254011 194.114676 \r\nL 173.24718 193.073988 \r\nL 173.260842 193.692438 \r\nL 173.329147 192.903423 \r\nL 173.288164 194.344752 \r\nL 173.370131 193.725652 \r\nL 173.376961 194.44847 \r\nL 173.458928 192.277352 \r\nL 173.47942 193.924861 \r\nL 173.540895 193.090384 \r\nL 173.493081 194.900279 \r\nL 173.581879 194.441782 \r\nL 173.588709 194.699808 \r\nL 173.629693 192.977791 \r\nL 173.663845 193.969609 \r\nL 173.684337 192.909132 \r\nL 173.71849 194.575003 \r\nL 173.766304 194.097962 \r\nL 173.786796 194.437463 \r\nL 173.827779 192.288528 \r\nL 173.855102 193.115498 \r\nL 173.861932 192.888338 \r\nL 173.868763 194.435969 \r\nL 173.937069 194.084462 \r\nL 173.943899 194.066742 \r\nL 173.95073 192.890984 \r\nL 173.991713 194.655685 \r\nL 174.046358 194.184443 \r\nL 174.07368 194.934523 \r\nL 174.080511 193.053811 \r\nL 174.128325 193.792624 \r\nL 174.135155 193.116863 \r\nL 174.203461 194.46592 \r\nL 174.230783 193.897246 \r\nL 174.30592 194.225159 \r\nL 174.258106 192.833477 \r\nL 174.31275 193.491914 \r\nL 174.387887 192.880111 \r\nL 174.367395 194.256488 \r\nL 174.422039 193.176619 \r\nL 174.435701 194.061211 \r\nL 174.463023 193.052943 \r\nL 174.524498 193.436481 \r\nL 174.531329 192.93157 \r\nL 174.606465 194.276375 \r\nL 174.620126 193.393086 \r\nL 174.647448 194.422422 \r\nL 174.702093 193.059048 \r\nL 174.736246 194.020838 \r\nL 174.804552 192.954952 \r\nL 174.838705 194.517113 \r\nL 174.845535 194.113346 \r\nL 174.913841 193.516181 \r\nL 174.872857 194.63399 \r\nL 174.920671 193.929881 \r\nL 174.927502 194.379593 \r\nL 174.934333 192.58989 \r\nL 175.029961 194.024763 \r\nL 175.084605 193.277797 \r\nL 175.050452 194.183547 \r\nL 175.13925 193.519465 \r\nL 175.173403 193.065521 \r\nL 175.248539 194.580247 \r\nL 175.303184 192.757812 \r\nL 175.364659 193.31047 \r\nL 175.432965 194.343795 \r\nL 175.446626 192.76244 \r\nL 175.473948 193.85045 \r\nL 175.49444 192.995988 \r\nL 175.569576 194.283001 \r\nL 175.583237 193.592735 \r\nL 175.672035 194.681644 \r\nL 175.61739 193.31848 \r\nL 175.692527 193.907781 \r\nL 175.760832 192.670462 \r\nL 175.706188 194.636094 \r\nL 175.801816 194.014174 \r\nL 175.897444 192.95968 \r\nL 175.835969 194.735777 \r\nL 175.911105 193.722919 \r\nL 176.006733 194.486808 \r\nL 175.945258 193.076232 \r\nL 176.020394 193.720127 \r\nL 176.0887 193.114067 \r\nL 176.068208 194.355507 \r\nL 176.102361 193.220489 \r\nL 176.109192 194.562311 \r\nL 176.20482 192.662575 \r\nL 176.21165 192.668694 \r\nL 176.314109 194.628987 \r\nL 176.348262 193.985334 \r\nL 176.355092 193.076254 \r\nL 176.409737 194.302028 \r\nL 176.457551 193.891796 \r\nL 176.539518 192.649601 \r\nL 176.484873 194.220854 \r\nL 176.573671 193.380156 \r\nL 176.607824 194.814295 \r\nL 176.648807 193.169975 \r\nL 176.655638 192.4293 \r\nL 176.68296 194.353893 \r\nL 176.751266 193.529129 \r\nL 176.778588 194.295459 \r\nL 176.826402 192.895791 \r\nL 176.853724 194.054483 \r\nL 176.867386 194.388481 \r\nL 176.963014 192.728694 \r\nL 176.990336 192.449795 \r\nL 177.079133 194.264823 \r\nL 177.1611 192.895955 \r\nL 177.140609 194.667009 \r\nL 177.188423 193.904647 \r\nL 177.195253 194.454036 \r\nL 177.236237 192.734956 \r\nL 177.290881 194.289487 \r\nL 177.39334 192.596491 \r\nL 177.366018 194.718383 \r\nL 177.407001 193.670561 \r\nL 177.434323 192.808449 \r\nL 177.454815 194.611083 \r\nL 177.50946 193.950956 \r\nL 177.557274 193.128765 \r\nL 177.529952 194.50424 \r\nL 177.605088 194.002571 \r\nL 177.62558 194.405767 \r\nL 177.680224 192.738863 \r\nL 177.707546 193.639155 \r\nL 177.775852 194.356779 \r\nL 177.782683 193.145062 \r\nL 177.796344 194.137591 \r\nL 177.878311 193.046679 \r\nL 177.857819 194.865744 \r\nL 177.905633 193.40878 \r\nL 177.960278 194.386865 \r\nL 177.953447 192.989882 \r\nL 178.014922 193.527592 \r\nL 178.035414 192.910053 \r\nL 178.028584 193.907852 \r\nL 178.049075 193.646277 \r\nL 178.069567 194.365386 \r\nL 178.11055 192.850293 \r\nL 178.165195 194.058958 \r\nL 178.260823 192.745065 \r\nL 178.206179 194.932068 \r\nL 178.274484 193.58966 \r\nL 178.329129 194.572956 \r\nL 178.356451 193.237127 \r\nL 178.376943 193.838949 \r\nL 178.383774 192.20214 \r\nL 178.417926 194.368181 \r\nL 178.486232 193.54687 \r\nL 178.499893 194.537415 \r\nL 178.58186 192.893756 \r\nL 178.650166 194.345677 \r\nL 178.69798 193.821047 \r\nL 178.752625 193.264715 \r\nL 178.786777 194.43753 \r\nL 178.800439 192.761969 \r\nL 178.82093 194.486792 \r\nL 178.896067 193.652663 \r\nL 178.902897 194.251308 \r\nL 178.93705 193.014869 \r\nL 179.005356 193.893832 \r\nL 179.100984 194.31259 \r\nL 179.114645 193.32377 \r\nL 179.121476 194.587433 \r\nL 179.182951 193.303435 \r\nL 179.223934 193.81661 \r\nL 179.251257 193.300421 \r\nL 179.305901 194.562472 \r\nL 179.312732 192.730013 \r\nL 179.41519 194.002921 \r\nL 179.463005 192.641206 \r\nL 179.497157 194.440679 \r\nL 179.52448 193.812605 \r\nL 179.558633 193.047083 \r\nL 179.538141 194.168973 \r\nL 179.592785 193.781367 \r\nL 179.620108 194.546073 \r\nL 179.640599 192.926286 \r\nL 179.702075 194.410097 \r\nL 179.722566 194.866704 \r\nL 179.825025 192.437119 \r\nL 179.920653 194.442437 \r\nL 179.941145 193.738724 \r\nL 179.961637 193.105792 \r\nL 180.050434 194.51267 \r\nL 180.159723 193.130457 \r\nL 180.166554 193.306785 \r\nL 180.228029 194.488338 \r\nL 180.180215 192.818884 \r\nL 180.269012 194.003423 \r\nL 180.282674 192.929808 \r\nL 180.330488 194.307724 \r\nL 180.371471 193.858258 \r\nL 180.453438 194.54924 \r\nL 180.439777 192.847496 \r\nL 180.48076 193.898413 \r\nL 180.521744 192.662579 \r\nL 180.535405 194.196677 \r\nL 180.59005 193.743078 \r\nL 180.631033 193.980203 \r\nL 180.603711 192.844119 \r\nL 180.651525 193.751582 \r\nL 180.726661 192.710474 \r\nL 180.692508 194.58933 \r\nL 180.760814 193.536979 \r\nL 180.801797 192.936777 \r\nL 180.774475 194.211046 \r\nL 180.856442 193.565788 \r\nL 180.897425 194.358911 \r\nL 180.931578 193.294461 \r\nL 180.965731 193.654041 \r\nL 180.986223 194.356701 \r\nL 181.06819 192.793291 \r\nL 181.088682 194.145451 \r\nL 181.177479 193.858094 \r\nL 181.19114 193.360402 \r\nL 181.266277 194.316677 \r\nL 181.279938 194.04985 \r\nL 181.286768 195.206948 \r\nL 181.355074 192.944626 \r\nL 181.389227 193.976608 \r\nL 181.396058 193.945294 \r\nL 181.402888 192.951962 \r\nL 181.498516 193.966751 \r\nL 181.505347 193.646438 \r\nL 181.5395 194.198464 \r\nL 181.566822 192.884835 \r\nL 181.621467 193.912974 \r\nL 181.655619 192.928083 \r\nL 181.682942 194.580819 \r\nL 181.723925 193.827771 \r\nL 181.730756 194.449451 \r\nL 181.792231 192.585703 \r\nL 181.826384 193.343376 \r\nL 181.874198 194.295201 \r\nL 181.887859 192.949757 \r\nL 181.949334 194.116716 \r\nL 182.024471 192.926762 \r\nL 182.031301 194.460318 \r\nL 182.065454 192.984536 \r\nL 182.167913 194.489727 \r\nL 182.181574 194.319391 \r\nL 182.277202 194.353184 \r\nL 182.304524 192.453737 \r\nL 182.318185 194.559342 \r\nL 182.413813 193.621324 \r\nL 182.468458 193.027881 \r\nL 182.49578 194.985586 \r\nL 182.516272 193.669739 \r\nL 182.564086 194.543607 \r\nL 182.591408 192.656939 \r\nL 182.618731 194.105123 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192.907655 \r\nL 186.594126 194.214705 \r\nL 186.607787 193.708876 \r\nL 186.614618 194.331219 \r\nL 186.676093 193.267535 \r\nL 186.717076 194.141063 \r\nL 186.799043 193.078728 \r\nL 186.785382 194.252181 \r\nL 186.826365 194.121336 \r\nL 186.853688 193.032625 \r\nL 186.840027 194.338648 \r\nL 186.942485 193.544527 \r\nL 187.051774 194.730846 \r\nL 187.00396 193.166986 \r\nL 187.058605 194.237929 \r\nL 187.147403 193.186892 \r\nL 187.106419 194.480829 \r\nL 187.167894 193.960175 \r\nL 187.174725 194.589222 \r\nL 187.195217 193.421199 \r\nL 187.277183 193.911486 \r\nL 187.297675 193.221872 \r\nL 187.35915 194.328695 \r\nL 187.386473 193.434598 \r\nL 187.406964 194.410657 \r\nL 187.482101 193.291035 \r\nL 187.495762 193.707223 \r\nL 187.611882 192.749819 \r\nL 187.523084 194.248774 \r\nL 187.625543 193.421928 \r\nL 187.693849 194.070694 \r\nL 187.639204 193.329912 \r\nL 187.71434 193.715631 \r\nL 187.721171 192.96727 \r\nL 187.734832 194.612373 \r\nL 187.82363 193.501157 \r\nL 187.905596 192.807791 \r\nL 187.837291 194.411519 \r\nL 187.926088 193.480924 \r\nL 187.967072 194.100361 \r\nL 188.014886 192.813641 \r\nL 188.028547 194.009475 \r\nL 188.06953 192.850444 \r\nL 188.137836 193.242189 \r\nL 188.206142 194.140288 \r\nL 188.226634 193.230428 \r\nL 188.247125 193.296307 \r\nL 188.260786 193.186261 \r\nL 188.3086 194.09383 \r\nL 188.383737 194.681862 \r\nL 188.376906 193.027116 \r\nL 188.404229 193.681753 \r\nL 188.411059 193.652347 \r\nL 188.41789 194.40407 \r\nL 188.486195 193.375055 \r\nL 188.520348 194.264085 \r\nL 188.615976 193.24592 \r\nL 188.622807 193.61937 \r\nL 188.643299 194.480615 \r\nL 188.677452 193.195486 \r\nL 188.732096 193.613226 \r\nL 188.786741 193.2128 \r\nL 188.745757 194.378051 \r\nL 188.834555 193.756687 \r\nL 188.868708 193.434351 \r\nL 188.889199 194.391135 \r\nL 188.923352 192.884445 \r\nL 188.998489 193.518775 \r\nL 189.100947 194.314135 \r\nL 189.039472 193.227494 \r\nL 189.107778 194.057896 \r\nL 189.203406 193.182526 \r\nL 189.121439 194.44944 \r\nL 189.223898 193.457574 \r\nL 189.271712 194.198675 \r\nL 189.299034 193.328056 \r\nL 189.326356 193.70088 \r\nL 189.360509 192.896781 \r\nL 189.346848 194.029331 \r\nL 189.428815 193.932451 \r\nL 189.435645 194.123422 \r\nL 189.49029 192.968696 \r\nL 189.517612 193.34409 \r\nL 189.531274 193.187154 \r\nL 189.558596 194.508068 \r\nL 189.592749 193.55209 \r\nL 189.633732 193.265039 \r\nL 189.708869 194.158834 \r\nL 189.715699 194.152584 \r\nL 189.749852 193.258408 \r\nL 189.736191 194.166501 \r\nL 189.831819 193.516104 \r\nL 189.906955 193.013712 \r\nL 189.947939 194.181666 \r\nL 190.029906 192.937151 \r\nL 190.023075 194.371426 \r\nL 190.057228 193.830732 \r\nL 190.091381 193.521061 \r\nL 190.132364 194.272212 \r\nL 190.139195 193.087904 \r\nL 190.214331 194.465074 \r\nL 190.241653 194.270345 \r\nL 190.330451 193.03836 \r\nL 190.357773 193.478886 \r\nL 190.43291 194.683832 \r\nL 190.385096 192.768841 \r\nL 190.467062 194.190877 \r\nL 190.487554 193.009639 \r\nL 190.562691 194.480045 \r\nL 190.583182 193.418856 \r\nL 190.692471 194.250956 \r\nL 190.658319 193.124808 \r\nL 190.699302 193.700178 \r\nL 190.712963 194.430713 \r\nL 190.740286 193.218278 \r\nL 190.7881 193.82047 \r\nL 190.849575 193.17508 \r\nL 190.842744 194.007368 \r\nL 190.897389 193.523507 \r\nL 190.904219 194.011606 \r\nL 190.945203 193.021561 \r\nL 191.006678 193.62672 \r\nL 191.095475 193.300891 \r\nL 191.061323 194.322411 \r\nL 191.102306 193.331683 \r\nL 191.191104 194.523452 \r\nL 191.211595 193.770018 \r\nL 191.27307 193.198788 \r\nL 191.300393 194.200047 \r\nL 191.314054 193.360029 \r\nL 191.320884 194.796256 \r\nL 191.396021 193.17833 \r\nL 191.423343 193.401645 \r\nL 191.491649 194.133933 \r\nL 191.525802 192.869415 \r\nL 191.539463 193.856412 \r\nL 191.573616 194.182556 \r\nL 191.655583 193.136866 \r\nL 191.710227 194.065977 \r\nL 191.730719 193.012557 \r\nL 191.764872 193.373599 \r\nL 191.799025 194.417469 \r\nL 191.867331 192.693655 \r\nL 191.921975 194.450527 \r\nL 191.98345 193.431871 \r\nL 192.065417 194.297982 \r\nL 192.072248 192.719434 \r\nL 192.09957 193.845606 \r\nL 192.167876 193.032443 \r\nL 192.161045 194.32833 \r\nL 192.208859 193.452712 \r\nL 192.297657 193.371728 \r\nL 192.33864 194.529054 \r\nL 192.406946 192.532768 \r\nL 192.44793 193.250689 \r\nL 192.482082 194.056559 \r\nL 192.523066 193.121248 \r\nL 192.550388 193.739346 \r\nL 192.557219 193.010009 \r\nL 192.611863 194.643957 \r\nL 192.659677 193.638144 \r\nL 192.748475 194.294403 \r\nL 192.680169 192.600755 \r\nL 192.755305 194.00727 \r\nL 192.762136 192.986142 \r\nL 192.823611 194.557136 \r\nL 192.864595 193.530576 \r\nL 192.878256 194.280907 \r\nL 192.919239 193.270178 \r\nL 192.973884 193.559374 \r\nL 192.980714 193.005264 \r\nL 193.062681 194.457648 \r\nL 193.076343 193.75084 \r\nL 193.117326 194.27107 \r\nL 193.090004 193.071981 \r\nL 193.151479 193.735879 \r\nL 193.212954 193.026675 \r\nL 193.192462 193.976834 \r\nL 193.253937 193.550155 \r\nL 193.274429 194.336615 \r\nL 193.335904 193.315427 \r\nL 193.363227 193.795278 \r\nL 193.370057 193.812602 \r\nL 193.458855 194.148428 \r\nL 193.479346 192.873885 \r\nL 193.52033 194.394793 \r\nL 193.595466 193.506843 \r\nL 193.622789 194.128267 \r\nL 193.615958 193.261189 \r\nL 193.697925 193.701068 \r\nL 193.773061 193.085586 \r\nL 193.718417 194.066347 \r\nL 193.807214 193.235043 \r\nL 193.909673 194.050091 \r\nL 193.896012 192.962764 \r\nL 193.916503 193.600468 \r\nL 193.923334 193.581395 \r\nL 193.930165 193.66108 \r\nL 193.99847 194.166133 \r\nL 193.984809 192.998446 \r\nL 194.025793 193.686669 \r\nL 194.080437 193.01157 \r\nL 194.039454 194.292011 \r\nL 194.128251 193.615268 \r\nL 194.169235 194.701974 \r\nL 194.189726 192.902425 \r\nL 194.244371 194.152568 \r\nL 194.278524 192.961336 \r\nL 194.339999 194.191962 \r\nL 194.360491 193.11176 \r\nL 194.394644 194.433626 \r\nL 194.476611 193.966352 \r\nL 194.544916 193.204104 \r\nL 194.517594 194.128589 \r\nL 194.5859 193.74461 \r\nL 194.647375 194.639822 \r\nL 194.620053 193.429378 \r\nL 194.688358 193.9377 \r\nL 194.749834 193.057971 \r\nL 194.70885 194.488121 \r\nL 194.804478 193.361207 \r\nL 194.82497 194.644344 \r\nL 194.852292 192.96897 \r\nL 194.913767 194.308241 \r\nL 194.954751 192.978898 \r\nL 194.927429 194.400902 \r\nL 195.023057 193.704381 \r\nL 195.050379 194.477889 \r\nL 195.077701 193.199101 \r\nL 195.118685 193.748471 \r\nL 195.125515 192.814799 \r\nL 195.146007 194.431214 \r\nL 195.227974 193.628177 \r\nL 195.29628 192.91913 \r\nL 195.268957 194.522845 \r\nL 195.344094 193.186008 \r\nL 195.371416 194.277032 \r\nL 195.364585 193.016917 \r\nL 195.453383 193.645787 \r\nL 195.467044 193.035679 \r\nL 195.473875 194.725211 \r\nL 195.555842 193.566024 \r\nL 195.576333 194.732326 \r\nL 195.624147 193.238042 \r\nL 195.6583 193.416535 \r\nL 195.665131 192.818087 \r\nL 195.699284 194.482262 \r\nL 195.760759 193.077318 \r\nL 195.870048 194.755647 \r\nL 195.794912 192.910371 \r\nL 195.876879 194.17755 \r\nL 195.89054 192.777119 \r\nL 195.938354 194.744659 \r\nL 195.979337 193.882536 \r\nL 195.986168 194.369906 \r\nL 196.068135 192.391895 \r\nL 196.088627 193.771113 \r\nL 196.115949 194.174648 \r\nL 196.163763 193.38994 \r\nL 196.170593 192.819486 \r\nL 196.24573 194.581829 \r\nL 196.273052 193.478335 \r\nL 196.348188 192.757413 \r\nL 196.320866 194.234382 \r\nL 196.36185 193.608375 \r\nL 196.464308 194.708626 \r\nL 196.436986 193.272052 \r\nL 196.4848 194.693647 \r\nL 196.60775 192.704411 \r\nL 196.648734 194.690265 \r\nL 196.72387 193.772315 \r\nL 196.737531 194.321201 \r\nL 196.826329 192.752134 \r\nL 196.874143 194.481706 \r\nL 196.935618 193.307422 \r\nL 196.997093 194.527707 \r\nL 196.95611 192.920493 \r\nL 197.058568 194.430564 \r\nL 197.065399 192.574642 \r\nL 197.167858 194.260981 \r\nL 197.20201 192.740866 \r\nL 197.215672 195.134569 \r\nL 197.277147 194.108297 \r\nL 197.283977 194.623043 \r\nL 197.338622 192.924305 \r\nL 197.372775 193.50123 \r\nL 197.454742 192.523912 \r\nL 197.447911 194.480275 \r\nL 197.482064 193.48736 \r\nL 197.543539 194.345683 \r\nL 197.564031 193.032453 \r\nL 197.591353 193.702731 \r\nL 197.625506 192.977213 \r\nL 197.639167 194.074604 \r\nL 197.652828 193.659833 \r\nL 197.686981 193.127186 \r\nL 197.762118 194.718637 \r\nL 197.864576 192.541255 \r\nL 197.871407 194.634528 \r\nL 197.878237 194.787401 \r\nL 197.885068 193.1554 \r\nL 197.91239 193.210704 \r\nL 197.919221 193.176609 \r\nL 197.960204 193.068162 \r\nL 198.035341 194.725053 \r\nL 198.076324 192.468328 \r\nL 198.137799 194.91628 \r\nL 198.15146 192.917498 \r\nL 198.178783 194.114326 \r\nL 198.26758 193.490095 \r\nL 198.281241 194.241672 \r\nL 198.294903 193.523226 \r\nL 198.376869 195.224663 \r\nL 198.349547 192.675475 \r\nL 198.404192 193.597295 \r\nL 198.479328 194.454743 \r\nL 198.417853 192.813171 \r\nL 198.513481 194.425632 \r\nL 198.629601 193.04441 \r\nL 198.574956 194.622277 \r\nL 198.636431 193.211776 \r\nL 198.650093 194.548255 \r\nL 198.704737 193.089834 \r\nL 198.752551 194.461752 \r\nL 198.848179 193.121796 \r\nL 198.868671 193.278576 \r\nL 198.930146 194.346175 \r\nL 198.889163 192.94856 \r\nL 198.97796 194.024505 \r\nL 198.984791 193.007808 \r\nL 198.998452 194.311056 \r\nL 199.087249 193.076263 \r\nL 199.100911 194.519863 \r\nL 199.121402 192.89324 \r\nL 199.196539 193.639502 \r\nL 199.21703 192.878766 \r\nL 199.264844 194.166168 \r\nL 199.298997 193.252911 \r\nL 199.374134 195.150657 \r\nL 199.360472 193.021051 \r\nL 199.415117 194.32087 \r\nL 199.483423 193.174802 \r\nL 199.462931 194.456728 \r\nL 199.531237 193.296087 \r\nL 199.613204 192.476857 \r\nL 199.647357 194.656555 \r\nL 199.742985 192.883159 \r\nL 199.763476 193.667213 \r\nL 199.80446 192.98332 \r\nL 199.790799 194.660625 \r\nL 199.872766 193.663135 \r\nL 199.879596 193.610841 \r\nL 199.893257 193.911492 \r\nL 199.900088 195.067611 \r\nL 199.934241 192.745311 \r\nL 200.002547 194.574584 \r\nL 200.105005 192.979414 \r\nL 200.118666 193.224516 \r\nL 200.125497 193.167988 \r\nL 200.132328 193.826735 \r\nL 200.139158 193.249262 \r\nL 200.180142 193.094654 \r\nL 200.248447 194.337891 \r\nL 200.296261 193.072892 \r\nL 200.316753 194.850248 \r\nL 200.357737 193.716055 \r\nL 200.378228 193.385485 \r\nL 200.371398 194.149691 \r\nL 200.385059 193.481096 \r\nL 200.391889 192.736118 \r\nL 200.446534 194.409071 \r\nL 200.487517 193.656952 \r\nL 200.52167 194.416501 \r\nL 200.555823 193.196779 \r\nL 200.576315 194.233361 \r\nL 200.658282 192.941567 \r\nL 200.665112 194.515904 \r\nL 200.685604 193.703001 \r\nL 200.699265 194.366768 \r\nL 200.760741 192.780928 \r\nL 200.781232 193.624887 \r\nL 200.87686 192.577873 \r\nL 200.856369 194.206733 \r\nL 200.890521 193.158159 \r\nL 200.99298 194.488472 \r\nL 200.945166 193.038668 \r\nL 200.999811 193.610287 \r\nL 201.027133 192.865021 \r\nL 201.013472 194.341224 \r\nL 201.102269 192.892883 \r\nL 201.211559 194.020705 \r\nL 201.177406 192.532125 \r\nL 201.218389 193.823939 \r\nL 201.22522 192.789024 \r\nL 201.238881 194.509534 \r\nL 201.327678 193.312274 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193.406438 \r\nL 205.596788 194.220256 \r\nL 205.528483 193.32704 \r\nL 205.630941 193.7957 \r\nL 205.678755 193.14021 \r\nL 205.719739 194.234601 \r\nL 205.74023 193.691714 \r\nL 205.774383 194.333544 \r\nL 205.794875 193.292341 \r\nL 205.84952 193.8497 \r\nL 205.883673 192.801633 \r\nL 205.876842 194.375122 \r\nL 205.97247 193.475389 \r\nL 206.068098 194.209023 \r\nL 206.020284 193.412965 \r\nL 206.074929 193.684591 \r\nL 206.102251 192.685462 \r\nL 206.09542 194.077448 \r\nL 206.184218 193.408268 \r\nL 206.21154 194.110352 \r\nL 206.252524 193.166865 \r\nL 206.279846 193.429219 \r\nL 206.320829 194.081554 \r\nL 206.368643 193.044064 \r\nL 206.457441 194.344435 \r\nL 206.471102 192.869406 \r\nL 206.484763 193.988805 \r\nL 206.505255 192.854962 \r\nL 206.539408 194.081335 \r\nL 206.587222 193.694275 \r\nL 206.594052 194.595371 \r\nL 206.600883 192.953708 \r\nL 206.68968 193.726137 \r\nL 206.771647 193.142113 \r\nL 206.778478 194.737261 \r\nL 206.79897 193.233916 \r\nL 206.887767 194.160349 \r\nL 206.894598 193.134052 \r\nL 206.915089 193.849487 \r\nL 206.935581 192.979585 \r\nL 206.942412 194.13448 \r\nL 207.024379 193.341338 \r\nL 207.031209 194.477322 \r\nL 207.051701 193.08501 \r\nL 207.133668 193.230085 \r\nL 207.140499 192.58532 \r\nL 207.222465 194.407734 \r\nL 207.236127 193.820272 \r\nL 207.324924 193.375161 \r\nL 207.256618 194.425521 \r\nL 207.338585 193.887562 \r\nL 207.345416 193.893335 \r\nL 207.352246 193.845017 \r\nL 207.441044 194.364731 \r\nL 207.434213 193.094844 \r\nL 207.461536 194.16765 \r\nL 207.51618 192.905477 \r\nL 207.482027 194.82689 \r\nL 207.577655 192.916414 \r\nL 207.611808 194.451972 \r\nL 207.693775 193.976669 \r\nL 207.75525 194.350886 \r\nL 207.809895 193.303144 \r\nL 207.816726 193.369626 \r\nL 207.823556 194.551046 \r\nL 207.87137 192.982064 \r\nL 207.926015 193.831065 \r\nL 207.973829 192.821218 \r\nL 207.953337 194.375226 \r\nL 208.042135 193.155738 \r\nL 208.124101 194.487861 \r\nL 208.165085 193.896285 \r\nL 208.267544 193.137415 \r\nL 208.253882 194.773868 \r\nL 208.274374 193.494915 \r\nL 208.301696 194.611206 \r\nL 208.356341 192.758039 \r\nL 208.370002 193.157953 \r\nL 208.376833 192.470799 \r\nL 208.438308 194.466751 \r\nL 208.472461 193.865301 \r\nL 208.540767 192.969374 \r\nL 208.527105 194.269685 \r\nL 208.561258 193.954372 \r\nL 208.609072 194.206493 \r\nL 208.595411 193.244196 \r\nL 208.636395 193.895563 \r\nL 208.670548 193.006602 \r\nL 208.677378 194.197577 \r\nL 208.745684 193.324817 \r\nL 208.848143 194.614379 \r\nL 208.766176 192.890002 \r\nL 208.861804 193.92787 \r\nL 208.889126 193.180534 \r\nL 208.875465 194.308574 \r\nL 208.916448 193.682626 \r\nL 208.93694 193.385394 \r\nL 209.018907 194.657188 \r\nL 209.066721 193.12298 \r\nL 209.135027 193.154306 \r\nL 209.189671 194.398234 \r\nL 209.16918 193.05527 \r\nL 209.244316 193.229314 \r\nL 209.326283 194.611974 \r\nL 209.367266 193.606859 \r\nL 209.394589 192.908423 \r\nL 209.380927 195.051875 \r\nL 209.469725 193.396679 \r\nL 209.483386 193.288898 \r\nL 209.572184 194.282685 \r\nL 209.660981 192.39793 \r\nL 209.674642 194.754431 \r\nL 209.688303 193.023864 \r\nL 209.729287 194.423325 \r\nL 209.797593 193.323073 \r\nL 209.879559 194.014939 \r\nL 209.845407 192.745159 \r\nL 209.913712 194.003367 \r\nL 209.975188 192.803724 \r\nL 209.934204 194.298777 \r\nL 210.023002 194.088022 \r\nL 210.029832 194.092124 \r\nL 210.043493 193.32775 \r\nL 210.091307 194.352818 \r\nL 210.132291 193.439503 \r\nL 210.180105 194.275165 \r\nL 210.221088 193.166427 \r\nL 210.24158 193.857187 \r\nL 210.262072 193.147633 \r\nL 210.255241 194.415544 \r\nL 210.350869 193.776266 \r\nL 210.3577 193.771465 \r\nL 210.398683 194.613746 \r\nL 210.446497 193.163181 \r\nL 210.466989 193.6674 \r\nL 210.542125 194.437074 \r\nL 210.514803 192.807533 \r\nL 210.583109 194.226591 \r\nL 210.678737 192.832053 \r\nL 210.692398 193.455219 \r\nL 210.781196 194.569942 \r\nL 210.733381 192.847363 \r\nL 210.801687 194.106685 \r\nL 210.849501 193.117191 \r\nL 210.863162 194.457752 \r\nL 210.910976 194.229019 \r\nL 210.945129 192.888371 \r\nL 210.986113 194.691391 \r\nL 211.020266 193.699956 \r\nL 211.109063 193.336388 \r\nL 211.129555 194.547491 \r\nL 211.225183 192.893015 \r\nL 211.245675 193.463303 \r\nL 211.272997 192.587035 \r\nL 211.348133 194.706932 \r\nL 211.450592 193.066427 \r\nL 211.457423 193.612275 \r\nL 211.464253 194.168901 \r\nL 211.491575 192.964628 \r\nL 211.566712 193.52552 \r\nL 211.641848 193.13499 \r\nL 211.655509 194.564443 \r\nL 211.66234 192.774594 \r\nL 211.764798 193.329187 \r\nL 211.792121 194.540749 \r\nL 211.805782 192.801547 \r\nL 211.874088 193.82227 \r\nL 211.935563 192.830005 \r\nL 211.956055 194.428167 \r\nL 211.983377 193.581742 \r\nL 212.044852 194.428991 \r\nL 212.010699 192.944553 \r\nL 212.051683 194.171832 \r\nL 212.058513 192.518987 \r\nL 212.106327 194.554061 \r\nL 212.160972 193.021138 \r\nL 212.249769 194.428198 \r\nL 212.277092 194.288833 \r\nL 212.393211 192.980415 \r\nL 212.49567 194.232021 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194.790962 \r\nL 218.219693 193.697914 \r\nL 218.226523 194.361084 \r\nL 218.315321 193.188963 \r\nL 218.322151 194.233148 \r\nL 218.397288 193.063497 \r\nL 218.369965 194.536987 \r\nL 218.438271 193.523605 \r\nL 218.527069 194.387736 \r\nL 218.486085 193.054527 \r\nL 218.54073 194.381275 \r\nL 218.650019 193.282594 \r\nL 218.65685 193.540536 \r\nL 218.684172 194.450677 \r\nL 218.670511 193.129651 \r\nL 218.738817 193.878301 \r\nL 218.745647 192.923232 \r\nL 218.807122 194.6304 \r\nL 218.848106 193.672153 \r\nL 218.923242 194.476074 \r\nL 218.909581 193.035356 \r\nL 218.943734 193.666524 \r\nL 219.01887 192.754877 \r\nL 219.039362 194.538905 \r\nL 219.053023 193.669432 \r\nL 219.141821 194.387008 \r\nL 219.094007 192.873652 \r\nL 219.155482 193.755184 \r\nL 219.196465 193.021168 \r\nL 219.223787 194.333135 \r\nL 219.25794 193.433087 \r\nL 219.346738 194.24291 \r\nL 219.285263 192.969942 \r\nL 219.37406 193.993043 \r\nL 219.421874 193.0927 \r\nL 219.435535 194.229735 \r\nL 219.483349 193.895843 \r\nL 219.551655 192.896906 \r\nL 219.544825 194.280878 \r\nL 219.633622 193.355242 \r\nL 219.688267 194.291558 \r\nL 219.660944 193.05747 \r\nL 219.756572 193.875623 \r\nL 219.838539 193.356878 \r\nL 219.770234 194.472821 \r\nL 219.865862 193.843748 \r\nL 219.872692 193.911427 \r\nL 219.947829 192.803299 \r\nL 219.940998 194.486185 \r\nL 219.981981 193.699926 \r\nL 219.995643 194.726862 \r\nL 220.009304 192.734961 \r\nL 220.091271 194.405806 \r\nL 220.152746 193.25105 \r\nL 220.20739 193.412338 \r\nL 220.31668 194.400505 \r\nL 220.303018 193.215942 \r\nL 220.330341 193.771212 \r\nL 220.405477 192.884104 \r\nL 220.446461 194.280047 \r\nL 220.514766 192.840565 \r\nL 220.55575 193.726167 \r\nL 220.569411 193.053502 \r\nL 220.596733 194.226394 \r\nL 220.658208 193.357012 \r\nL 220.726514 194.149457 \r\nL 220.712853 192.761088 \r\nL 220.774328 193.941252 \r\nL 220.781159 194.25273 \r\nL 220.863126 193.010973 \r\nL 220.876787 193.670258 \r\nL 220.897279 194.407534 \r\nL 220.91777 193.061507 \r\nL 220.986076 193.871395 \r\nL 221.02706 193.083569 \r\nL 221.020229 194.466231 \r\nL 221.088535 193.309995 \r\nL 221.197824 194.313143 \r\nL 221.15001 193.13114 \r\nL 221.204655 194.079307 \r\nL 221.231977 194.789181 \r\nL 221.26613 193.425364 \r\nL 221.293452 193.8088 \r\nL 221.382249 193.148777 \r\nL 221.307113 194.169074 \r\nL 221.402741 193.672895 \r\nL 221.450555 194.144907 \r\nL 221.464216 193.09914 \r\nL 221.484708 194.086305 \r\nL 221.573506 192.764465 \r\nL 221.559844 194.469332 \r\nL 221.600828 193.039098 \r\nL 221.641811 194.517431 \r\nL 221.655473 192.729387 \r\nL 221.716948 193.870131 \r\nL 221.723778 192.715631 \r\nL 221.805745 194.270389 \r\nL 221.819406 193.744055 \r\nL 221.826237 194.450957 \r\nL 221.894543 192.810226 \r\nL 221.921865 193.894046 \r\nL 222.024324 193.096941 \r\nL 221.935526 194.430468 \r\nL 222.031154 193.902097 \r\nL 222.106291 192.872861 \r\nL 222.113121 194.313454 \r\nL 222.119952 192.986608 \r\nL 222.154105 192.985419 \r\nL 222.236071 194.68992 \r\nL 222.33853 192.693684 \r\nL 222.359022 193.101015 \r\nL 222.372683 194.310241 \r\nL 222.400005 193.094692 \r\nL 222.468311 193.775039 \r\nL 222.502464 192.982614 \r\nL 222.481972 194.338677 \r\nL 222.57077 194.017629 \r\nL 222.604923 194.47704 \r\nL 222.598092 193.168689 \r\nL 222.659567 194.073109 \r\nL 222.666398 192.78007 \r\nL 222.721042 194.312281 \r\nL 222.768856 193.920764 \r\nL 222.796179 192.872436 \r\nL 222.837162 194.474499 \r\nL 222.878146 193.642678 \r\nL 222.891807 192.468451 \r\nL 222.919129 194.40209 \r\nL 222.973774 193.937241 \r\nL 223.035249 193.11356 \r\nL 223.007927 194.243469 \r\nL 223.083063 193.661449 \r\nL 223.17186 194.789046 \r\nL 223.096724 192.684356 \r\nL 223.192352 193.990163 \r\nL 223.226505 192.719015 \r\nL 223.219674 194.804457 \r\nL 223.322133 192.81857 \r\nL 223.335794 194.462043 \r\nL 223.431422 193.370748 \r\nL 223.445083 193.612455 \r\nL 223.451914 194.48306 \r\nL 223.492897 192.437992 \r\nL 223.554373 193.726619 \r\nL 223.615848 192.825282 \r\nL 223.650001 194.510762 \r\nL 223.656831 194.134056 \r\nL 223.677323 192.541783 \r\nL 223.718306 194.379688 \r\nL 223.75929 193.936904 \r\nL 223.766121 194.312475 \r\nL 223.854918 193.11884 \r\nL 223.868579 194.508865 \r\nL 223.895901 192.969551 \r\nL 223.99153 194.062966 \r\nL 224.039344 192.855521 \r\nL 224.012021 194.609878 \r\nL 224.107649 193.363948 \r\nL 224.189616 195.052122 \r\nL 224.196447 193.344269 \r\nL 224.216939 193.636108 \r\nL 224.257922 192.913485 \r\nL 224.292075 194.355451 \r\nL 224.312567 193.323683 \r\nL 224.326228 194.485208 \r\nL 224.415025 192.664623 \r\nL 224.421856 194.281408 \r\nL 224.517484 194.873398 \r\nL 224.544806 192.785156 \r\nL 224.633604 195.006186 \r\nL 224.599451 192.660049 \r\nL 224.660926 193.032283 \r\nL 224.667757 193.04158 \r\nL 224.797537 194.817687 \r\nL 224.763385 192.680562 \r\nL 224.811199 194.211875 \r\nL 224.838521 193.046841 \r\nL 224.920488 193.841158 \r\nL 224.954641 194.726447 \r\nL 224.94781 193.472503 \r\nL 224.961471 193.700184 \r\nL 224.968302 192.682768 \r\nL 225.029777 194.577064 \r\nL 225.070761 193.313915 \r\nL 225.132236 192.840096 \r\nL 225.091252 194.392456 \r\nL 225.159558 193.608665 \r\nL 225.241525 194.56976 \r\nL 225.227864 192.787021 \r\nL 225.262017 194.157385 \r\nL 225.323492 194.529431 \r\nL 225.371306 192.879599 \r\nL 225.446442 194.78012 \r\nL 225.480595 193.618737 \r\nL 225.562562 193.077001 \r\nL 225.507917 194.975614 \r\nL 225.589884 193.125527 \r\nL 225.596715 194.268576 \r\nL 225.665021 192.663298 \r\nL 225.699174 192.961169 \r\nL 225.787971 194.822182 \r\nL 225.808463 193.740016 \r\nL 225.89726 192.857063 \r\nL 225.904091 194.887659 \r\nL 225.917752 193.500133 \r\nL 225.958735 194.534003 \r\nL 225.979227 193.267943 \r\nL 226.027041 193.466623 \r\nL 226.081686 192.721205 \r\nL 226.054363 194.715 \r\nL 226.13633 193.461164 \r\nL 226.184144 194.749641 \r\nL 226.231958 192.861312 \r\nL 226.24562 194.015363 \r\nL 226.300264 193.199598 \r\nL 226.286603 194.884648 \r\nL 226.361739 193.266781 \r\nL 226.36857 194.485854 \r\nL 226.430045 192.658738 \r\nL 226.471029 193.917108 \r\nL 226.552996 192.958813 \r\nL 226.512012 194.222192 \r\nL 226.580318 193.187824 \r\nL 226.593979 194.641641 \r\nL 226.60081 192.40157 \r\nL 226.689607 194.194708 \r\nL 226.73059 192.924076 \r\nL 226.778405 194.845783 \r\nL 226.805727 193.375371 \r\nL 226.812557 194.571737 \r\nL 226.901355 192.824592 \r\nL 226.915016 193.481424 \r\nL 226.969661 194.622408 \r\nL 226.996983 192.818569 \r\nL 227.024305 194.533393 \r\nL 227.08578 192.282655 \r\nL 227.092611 194.701126 \r\nL 227.126764 193.011734 \r\nL 227.133594 195.025243 \r\nL 227.181409 192.713052 \r\nL 227.236053 193.421075 \r\nL 227.338512 194.221602 \r\nL 227.270206 192.842821 \r\nL 227.345342 193.721318 \r\nL 227.352173 192.748951 \r\nL 227.372665 194.326533 \r\nL 227.454632 192.821158 \r\nL 227.543429 194.549416 \r\nL 227.570751 194.392155 \r\nL 227.645888 192.676718 \r\nL 227.680041 194.304905 \r\nL 227.700532 192.973161 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193.291366 \r\nL 230.617188 194.108754 \r\nL 230.644511 193.13903 \r\nL 230.671833 195.010194 \r\nL 230.726477 193.208093 \r\nL 230.733308 194.14264 \r\nL 230.774291 192.850766 \r\nL 230.842597 193.94855 \r\nL 230.897242 192.924125 \r\nL 230.904072 194.353633 \r\nL 230.951886 193.751706 \r\nL 230.99287 193.297611 \r\nL 230.965548 194.358929 \r\nL 231.054345 193.440185 \r\nL 231.11582 194.321796 \r\nL 231.136312 192.794042 \r\nL 231.163634 193.38806 \r\nL 231.184126 194.339358 \r\nL 231.22511 193.082949 \r\nL 231.272924 193.452539 \r\nL 231.293415 193.108074 \r\nL 231.313907 194.18505 \r\nL 231.375382 193.298439 \r\nL 231.47101 194.343075 \r\nL 231.430027 193.253094 \r\nL 231.477841 194.282884 \r\nL 231.498333 192.668798 \r\nL 231.525655 194.451554 \r\nL 231.593961 193.247111 \r\nL 231.696419 194.43534 \r\nL 231.614452 192.717201 \r\nL 231.70325 193.733123 \r\nL 231.771556 192.761139 \r\nL 231.723742 194.203748 \r\nL 231.778386 193.686266 \r\nL 231.785217 194.405403 \r\nL 231.867184 193.015004 \r\nL 231.880845 193.335905 \r\nL 231.887675 193.332697 \r\nL 231.976473 194.62397 \r\nL 231.949151 193.077465 \r\nL 231.996965 194.042155 \r\nL 232.031117 192.954927 \r\nL 232.092593 194.101641 \r\nL 232.113084 193.669743 \r\nL 232.195051 194.263306 \r\nL 232.167729 193.085324 \r\nL 232.208712 193.955227 \r\nL 232.318002 193.123247 \r\nL 232.256526 194.60195 \r\nL 232.324832 193.415454 \r\nL 232.41363 193.185103 \r\nL 232.440952 194.347559 \r\nL 232.522919 193.121476 \r\nL 232.550241 194.320755 \r\nL 232.618547 192.972365 \r\nL 232.666361 193.240371 \r\nL 232.761989 194.341308 \r\nL 232.77565 193.914716 \r\nL 232.789311 192.767705 \r\nL 232.837125 194.442627 \r\nL 232.884939 193.961465 \r\nL 232.939584 193.192572 \r\nL 232.898601 194.123227 \r\nL 233.01472 193.835785 \r\nL 233.076196 194.361723 \r\nL 233.069365 192.855505 \r\nL 233.110348 194.026515 \r\nL 233.117179 192.643965 \r\nL 233.151332 194.1969 \r\nL 233.219638 194.012387 \r\nL 233.274282 192.999663 \r\nL 233.281113 194.574592 \r\nL 233.335757 193.324156 \r\nL 233.438216 194.554851 \r\nL 233.417724 193.169919 \r\nL 233.445047 194.265753 \r\nL 233.48603 192.822306 \r\nL 233.492861 194.328728 \r\nL 233.561167 192.851376 \r\nL 233.595319 195.001878 \r\nL 233.677286 193.671499 \r\nL 233.745592 194.034681 \r\nL 233.697778 193.269178 \r\nL 233.779745 193.933427 \r\nL 233.786576 192.913387 \r\nL 233.861712 194.748549 \r\nL 233.889034 193.706146 \r\nL 233.895865 193.315945 \r\nL 233.984662 194.57056 \r\nL 233.998323 193.44028 \r\nL 234.066629 194.546758 \r\nL 234.025646 193.385545 \r\nL 234.114443 193.715017 \r\nL 234.134935 193.189166 \r\nL 234.128104 194.269859 \r\nL 234.189579 193.655728 \r\nL 234.19641 194.455694 \r\nL 234.203241 192.983092 \r\nL 234.298869 193.521628 \r\nL 234.408158 194.426404 \r\nL 234.43548 193.280438 \r\nL 234.469633 194.442238 \r\nL 234.517447 193.573921 \r\nL 234.544769 194.796175 \r\nL 234.606245 192.956267 \r\nL 234.626736 193.991199 \r\nL 234.681381 192.997905 \r\nL 234.722364 194.27363 \r\nL 234.736026 193.740205 \r\nL 234.742856 193.696746 \r\nL 234.749687 194.618761 \r\nL 234.838484 193.255052 \r\nL 234.852145 193.556583 \r\nL 234.858976 192.863314 \r\nL 234.927282 194.865006 \r\nL 234.961435 193.428743 \r\nL 235.009249 194.61932 \r\nL 235.043401 193.060368 \r\nL 235.070724 193.403913 \r\nL 235.14586 194.502288 \r\nL 235.152691 192.829924 \r\nL 235.193674 193.889857 \r\nL 235.282472 192.644659 \r\nL 235.227827 194.447788 \r\nL 235.302963 193.521539 \r\nL 235.371269 193.326235 \r\nL 235.419083 194.418727 \r\nL 235.521542 192.850736 \r\nL 235.535203 193.062067 \r\nL 235.562525 194.291864 \r\nL 235.610339 192.966633 \r\nL 235.644492 194.134383 \r\nL 235.746951 192.979402 \r\nL 235.705967 194.396957 \r\nL 235.760612 193.31279 \r\nL 235.767443 193.986411 \r\nL 235.842579 192.931951 \r\nL 235.863071 193.962182 \r\nL 235.869901 192.868426 \r\nL 235.938207 194.443605 \r\nL 235.97236 194.064063 \r\nL 236.027004 192.830444 \r\nL 236.047496 194.127391 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193.358282 \r\nL 237.413611 194.77699 \r\nL 237.447764 193.341288 \r\nL 237.51607 193.720161 \r\nL 237.522901 193.778815 \r\nL 237.529731 192.828608 \r\nL 237.536562 194.40381 \r\nL 237.625359 193.679449 \r\nL 237.659512 193.09153 \r\nL 237.727818 194.996933 \r\nL 237.74831 193.309276 \r\nL 237.843938 193.759562 \r\nL 237.898582 192.770216 \r\nL 237.912243 194.44646 \r\nL 237.946396 193.244482 \r\nL 238.028363 194.411759 \r\nL 237.966888 193.120233 \r\nL 238.055686 193.669925 \r\nL 238.083008 192.802913 \r\nL 238.089838 194.324131 \r\nL 238.151314 193.626639 \r\nL 238.178636 192.838223 \r\nL 238.267433 194.585565 \r\nL 238.287925 192.775236 \r\nL 238.383553 193.492132 \r\nL 238.390384 194.523077 \r\nL 238.451859 193.204814 \r\nL 238.492842 193.6163 \r\nL 238.520165 192.828609 \r\nL 238.602132 194.859705 \r\nL 238.663607 192.989378 \r\nL 238.711421 193.718678 \r\nL 238.718251 194.43084 \r\nL 238.731913 193.175564 \r\nL 238.82071 193.803073 \r\nL 238.868524 193.494155 \r\nL 238.848032 194.637453 \r\nL 238.909508 193.744857 \r\nL 238.991474 195.008359 \r\nL 238.93683 193.205857 \r\nL 239.011966 194.136537 \r\nL 239.046119 192.918141 \r\nL 239.107594 194.478251 \r\nL 239.121255 194.023549 \r\nL 239.169069 192.951675 \r\nL 239.216883 194.800832 \r\nL 239.223714 193.778338 \r\nL 239.312512 194.461391 \r\nL 239.264697 192.755896 \r\nL 239.339834 194.425704 \r\nL 239.360326 192.434901 \r\nL 239.442292 193.543947 \r\nL 239.449123 194.5851 \r\nL 239.496937 193.225321 \r\nL 239.551582 193.544375 \r\nL 239.626718 194.648656 \r\nL 239.572073 193.22252 \r\nL 239.65404 193.794832 \r\nL 239.660871 193.202359 \r\nL 239.695024 194.149375 \r\nL 239.76333 193.433653 \r\nL 239.804313 194.558924 \r\nL 239.824805 193.271363 \r\nL 239.865788 193.905401 \r\nL 239.913602 192.772205 \r\nL 239.968247 193.340986 \r\nL 239.981908 192.85084 \r\nL 240.084367 194.367583 \r\nL 240.179995 192.895141 \r\nL 240.200486 193.637092 \r\nL 240.227809 192.970797 \r\nL 240.255131 194.574412 \r\nL 240.296114 193.70777 \r\nL 240.330267 194.28444 \r\nL 240.384912 193.033887 \r\nL 240.405404 193.884748 \r\nL 240.446387 193.163067 \r\nL 240.494201 194.61407 \r\nL 240.521523 193.486244 \r\nL 240.569337 194.232601 \r\nL 240.576168 193.150843 \r\nL 240.630813 194.21059 \r\nL 240.664966 193.000815 \r\nL 240.71961 194.376826 \r\nL 240.740102 193.949717 \r\nL 240.753763 192.624632 \r\nL 240.781085 194.35972 \r\nL 240.856222 193.518429 \r\nL 240.924527 194.516362 \r\nL 240.890375 193.386804 \r\nL 240.972341 194.175186 \r\nL 240.999664 193.028614 \r\nL 241.026986 194.620178 \r\nL 241.081631 193.150853 \r\nL 241.122614 194.467287 \r\nL 241.129445 192.22229 \r\nL 241.19092 194.084436 \r\nL 241.279717 193.055546 \r\nL 241.293379 194.289857 \r\nL 241.300209 193.591582 \r\nL 241.382176 194.729843 \r\nL 241.389007 193.050258 \r\nL 241.409498 193.797235 \r\nL 241.416329 192.803672 \r\nL 241.511957 194.657539 \r\nL 241.518788 193.098918 \r\nL 241.621246 194.435141 \r\nL 241.634907 193.702503 \r\nL 241.682721 193.05149 \r\nL 241.675891 194.773698 \r\nL 241.730535 193.758601 \r\nL 241.792011 194.531659 \r\nL 241.832994 193.119666 \r\nL 241.853486 193.516856 \r\nL 241.860316 194.596609 \r\nL 241.921792 193.317512 \r\nL 241.962775 193.830105 \r\nL 242.003758 193.001565 \r\nL 241.990097 194.228093 \r\nL 242.065234 193.549836 \r\nL 242.099387 193.316711 \r\nL 242.181353 194.249471 \r\nL 242.242829 193.029619 \r\nL 242.208676 194.330986 \r\nL 242.297473 193.612774 \r\nL 242.365779 194.273731 \r\nL 242.37944 193.02022 \r\nL 242.399932 193.830001 \r\nL 242.468238 192.967426 \r\nL 242.427254 194.295742 \r\nL 242.509221 193.268095 \r\nL 242.522882 194.37621 \r\nL 242.543374 193.245545 \r\nL 242.625341 193.930652 \r\nL 242.652663 193.247946 \r\nL 242.686816 194.34422 \r\nL 242.741461 193.307799 \r\nL 242.748291 194.278437 \r\nL 242.816597 193.118948 \r\nL 242.85075 193.707183 \r\nL 242.932717 192.977188 \r\nL 242.912225 194.00952 \r\nL 242.939547 193.338609 \r\nL 243.042006 194.379705 \r\nL 243.028345 192.915562 \r\nL 243.055667 194.250056 \r\nL 243.144465 193.18445 \r\nL 243.171787 193.264973 \r\nL 243.226432 194.651191 \r\nL 243.21277 192.909436 \r\nL 243.287907 193.987675 \r\nL 243.301568 192.751595 \r\nL 243.363043 194.13217 \r\nL 243.404027 193.221572 \r\nL 243.479163 194.592869 \r\nL 243.451841 193.003811 \r\nL 243.513316 194.386749 \r\nL 243.615774 192.774993 \r\nL 243.56796 194.641976 \r\nL 243.622605 193.831007 \r\nL 243.690911 194.168609 \r\nL 243.663588 192.716737 \r\nL 243.711402 193.752924 \r\nL 243.718233 193.064787 \r\nL 243.766047 194.473182 \r\nL 243.820692 193.283392 \r\nL 243.854845 194.751052 \r\nL 243.92315 192.74704 \r\nL 243.936811 194.286389 \r\nL 243.998287 192.779587 \r\nL 244.046101 193.659905 \r\nL 244.141729 194.535252 \r\nL 244.114406 193.130258 \r\nL 244.148559 193.902937 \r\nL 244.223696 193.154957 \r\nL 244.189543 194.302948 \r\nL 244.251018 193.892162 \r\nL 244.332985 194.686486 \r\nL 244.285171 193.219896 \r\nL 244.353477 193.734085 \r\nL 244.442274 194.05647 \r\nL 244.455935 193.273176 \r\nL 244.462766 193.888487 \r\nL 244.537902 192.539062 \r\nL 244.572055 193.84924 \r\nL 244.592547 193.516815 \r\nL 244.619869 194.113469 \r\nL 244.6267 192.933909 \r\nL 244.667683 194.562686 \r\nL 244.735989 193.163153 \r\nL 244.770142 194.079099 \r\nL 244.811125 192.922922 \r\nL 244.845278 193.316326 \r\nL 244.879431 193.854359 \r\nL 244.954567 192.938194 \r\nL 244.995551 194.158284 \r\nL 245.070687 193.831967 \r\nL 245.10484 193.174549 \r\nL 245.125332 194.048964 \r\nL 245.132162 193.764011 \r\nL 245.22096 194.534327 \r\nL 245.152654 192.724308 \r\nL 245.241451 194.359326 \r\nL 245.350741 193.05291 \r\nL 245.323418 194.759941 \r\nL 245.357571 193.470655 \r\nL 245.432708 194.371076 \r\nL 245.446369 193.165939 \r\nL 245.473691 193.922325 \r\nL 245.480522 193.89118 \r\nL 245.487352 194.382177 \r\nL 245.548827 192.795907 \r\nL 245.58298 193.774059 \r\nL 245.589811 193.070369 \r\nL 245.678608 194.536924 \r\nL 245.685439 193.920265 \r\nL 245.767406 194.30254 \r\nL 245.781067 193.338207 \r\nL 245.787898 194.040722 \r\nL 245.794728 193.204046 \r\nL 245.828881 194.382454 \r\nL 245.897187 194.021362 \r\nL 245.972323 193.191196 \r\nL 245.945001 194.219619 \r\nL 246.013307 193.679372 \r\nL 246.074782 194.632197 \r\nL 246.095273 193.078201 \r\nL 246.115765 193.748087 \r\nL 246.190902 192.817053 \r\nL 246.156749 194.249992 \r\nL 246.218224 193.492045 \r\nL 246.29336 194.363498 \r\nL 246.238716 193.161573 \r\nL 246.327513 193.830765 \r\nL 246.361666 193.119669 \r\nL 246.341174 194.578034 \r\nL 246.423141 193.844001 \r\nL 246.429972 194.521917 \r\nL 246.491447 193.060749 \r\nL 246.5256 194.254856 \r\nL 246.53243 192.848545 \r\nL 246.634889 192.969119 \r\nL 246.655381 194.883814 \r\nL 246.751009 193.956337 \r\nL 246.839806 192.876191 \r\nL 246.853467 194.307348 \r\nL 246.860298 193.577771 \r\nL 246.914943 193.182136 \r\nL 246.908112 194.686884 \r\nL 246.949095 193.599027 \r\nL 247.00374 193.064611 \r\nL 247.058385 194.287662 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194.13077 \r\nL 248.574773 193.143412 \r\nL 248.561111 194.477584 \r\nL 248.622587 193.256264 \r\nL 248.697723 194.935543 \r\nL 248.704554 193.013745 \r\nL 248.738706 194.23271 \r\nL 248.827504 194.323901 \r\nL 248.89581 192.861199 \r\nL 248.916301 194.190899 \r\nL 249.011929 194.022863 \r\nL 249.025591 192.303816 \r\nL 249.080235 194.087236 \r\nL 249.121219 193.341122 \r\nL 249.148541 194.261909 \r\nL 249.162202 192.978893 \r\nL 249.244169 193.919893 \r\nL 249.346628 192.666835 \r\nL 249.319305 194.446354 \r\nL 249.353458 193.796927 \r\nL 249.367119 194.641044 \r\nL 249.408103 193.42 \r\nL 249.428595 194.07184 \r\nL 249.435425 193.223336 \r\nL 249.449086 194.391203 \r\nL 249.537884 193.991613 \r\nL 249.544714 194.014609 \r\nL 249.551545 193.672567 \r\nL 249.660834 193.164962 \r\nL 249.60619 194.226693 \r\nL 249.674495 193.483949 \r\nL 249.715479 194.17338 \r\nL 249.756462 193.118763 \r\nL 249.790615 193.852115 \r\nL 249.85209 193.042219 \r\nL 249.84526 194.223362 \r\nL 249.899904 193.840131 \r\nL 249.906735 194.260082 \r\nL 249.988702 193.209405 \r\nL 250.002363 193.721696 \r\nL 250.08433 193.101905 \r\nL 250.09116 194.22147 \r\nL 250.104822 193.925464 \r\nL 250.152636 194.461058 \r\nL 250.145805 193.134108 \r\nL 250.214111 194.199831 \r\nL 250.261925 193.228516 \r\nL 250.227772 194.526072 \r\nL 250.330231 193.922303 \r\nL 250.398536 193.120173 \r\nL 250.384875 194.600625 \r\nL 250.432689 193.889095 \r\nL 250.43952 194.116299 \r\nL 250.487334 193.19177 \r\nL 250.507826 193.67178 \r\nL 250.514656 192.6424 \r\nL 250.541978 194.145427 \r\nL 250.617115 193.591134 \r\nL 250.712743 194.082363 \r\nL 250.692251 193.192527 \r\nL 250.719573 193.342532 \r\nL 250.726404 193.302999 \r\nL 250.733235 194.404971 \r\nL 250.808371 192.828858 \r\nL 250.828863 193.801932 \r\nL 250.835693 192.788347 \r\nL 250.890338 194.091815 \r\nL 250.938152 192.996056 \r\nL 251.03378 194.16496 \r\nL 251.040611 192.798545 \r\nL 251.054272 193.50632 \r\nL 251.095255 193.214964 \r\nL 251.1499 194.413744 \r\nL 251.15673 193.183025 \r\nL 251.218205 194.640334 \r\nL 251.259189 193.392966 \r\nL 251.300172 194.410195 \r\nL 251.327495 192.802119 \r\nL 251.368478 194.13006 \r\nL 251.375309 193.188026 \r\nL 251.402631 194.476986 \r\nL 251.484598 193.235746 \r\nL 251.491429 194.50285 \r\nL 251.525581 192.91614 \r\nL 251.593887 193.111777 \r\nL 251.634871 194.227331 \r\nL 251.710007 194.047578 \r\nL 251.716838 193.074569 \r\nL 251.812466 194.5522 \r\nL 251.819296 194.247473 \r\nL 251.86028 193.048471 \r\nL 251.901263 194.309782 \r\nL 251.928585 193.380719 \r\nL 251.935416 194.150012 \r\nL 252.017383 192.934978 \r\nL 252.037875 194.078561 \r\nL 252.119842 193.026853 \r\nL 252.10618 194.365864 \r\nL 252.140333 193.761153 \r\nL 252.147164 194.502116 \r\nL 252.242792 193.084127 \r\nL 252.249622 193.629122 \r\nL 252.33842 192.792927 \r\nL 252.290606 194.24197 \r\nL 252.358912 193.706298 \r\nL 252.434048 194.300122 \r\nL 252.386234 193.093891 \r\nL 252.46137 193.991491 \r\nL 252.516015 193.214033 \r\nL 252.556998 194.474885 \r\nL 252.57066 193.878195 \r\nL 252.673118 192.765021 \r\nL 252.632135 194.561775 \r\nL 252.70044 193.612974 \r\nL 252.720932 192.647761 \r\nL 252.727763 194.095636 \r\nL 252.80973 193.242977 \r\nL 252.905358 194.674243 \r\nL 252.823391 193.21293 \r\nL 252.919019 194.215746 \r\nL 253.021478 192.650375 \r\nL 252.966833 194.784661 \r\nL 253.05563 193.545925 \r\nL 253.117106 194.184913 \r\nL 253.082953 192.936949 \r\nL 253.137597 193.623476 \r\nL 253.16492 193.064576 \r\nL 253.185411 194.339878 \r\nL 253.233225 193.857487 \r\nL 253.308362 194.40056 \r\nL 253.28787 193.139719 \r\nL 253.335684 193.689725 \r\nL 253.342515 193.718149 \r\nL 253.349345 193.248124 \r\nL 253.40399 194.432576 \r\nL 253.431312 194.21119 \r\nL 253.438143 195.066172 \r\nL 253.451804 193.044874 \r\nL 253.533771 194.158717 \r\nL 253.588415 193.089943 \r\nL 253.636229 194.761642 \r\nL 253.64306 193.855423 \r\nL 253.677213 193.012012 \r\nL 253.656721 194.567317 \r\nL 253.697705 193.146008 \r\nL 253.704535 194.558412 \r\nL 253.738688 193.043185 \r\nL 253.806994 194.521093 \r\nL 253.88213 193.007924 \r\nL 253.861638 194.574382 \r\nL 253.916283 193.516405 \r\nL 254.011911 194.501144 \r\nL 253.943605 192.947898 \r\nL 254.025572 193.94989 \r\nL 254.059725 192.718226 \r\nL 254.100709 194.338981 \r\nL 254.134861 194.019195 \r\nL 254.175845 192.873639 \r\nL 254.196337 194.535509 \r\nL 254.203167 193.760039 \r\nL 254.209998 194.47527 \r\nL 254.23049 193.057366 \r\nL 254.312456 194.155349 \r\nL 254.380762 192.406785 \r\nL 254.408084 194.687448 \r\nL 254.421746 193.566989 \r\nL 254.428576 194.306511 \r\nL 254.462729 192.516149 \r\nL 254.531035 193.793756 \r\nL 254.572018 194.76935 \r\nL 254.578849 192.749178 \r\nL 254.633493 194.556853 \r\nL 254.660816 192.848568 \r\nL 254.694969 194.655716 \r\nL 254.749613 193.090732 \r\nL 254.763274 192.746343 \r\nL 254.858903 194.255821 \r\nL 254.961361 192.601675 \r\nL 254.872564 194.411566 \r\nL 254.968192 193.730003 \r\nL 255.07065 192.570361 \r\nL 255.036497 195.030183 \r\nL 255.077481 193.383972 \r\nL 255.173109 193.043085 \r\nL 255.200431 194.523611 \r\nL 255.261906 192.909552 \r\nL 255.309721 194.315216 \r\nL 255.323382 193.421336 \r\nL 255.364365 194.996207 \r\nL 255.384857 192.980892 \r\nL 255.473654 193.823155 \r\nL 255.494146 194.633903 \r\nL 255.528299 193.090609 \r\nL 255.582944 194.266676 \r\nL 255.651249 193.030622 \r\nL 255.617096 194.93174 \r\nL 255.692233 194.302386 \r\nL 255.705894 193.092884 \r\nL 255.760539 194.577883 \r\nL 255.808353 193.475051 \r\nL 255.890319 193.188008 \r\nL 255.910811 194.675317 \r\nL 255.917642 192.414326 \r\nL 256.0201 192.636239 \r\nL 256.074745 194.539079 \r\nL 256.12939 193.738358 \r\nL 256.218187 192.762865 \r\nL 256.211357 194.311316 \r\nL 256.225018 193.757871 \r\nL 256.231848 194.881335 \r\nL 256.286493 192.436402 \r\nL 256.327476 193.616834 \r\nL 256.354799 193.209775 \r\nL 256.347968 194.209188 \r\nL 256.436766 193.293637 \r\nL 256.49141 194.803465 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194.189775 \r\nL 259.189488 193.449874 \r\nL 259.21681 194.915538 \r\nL 259.278285 192.721753 \r\nL 259.298777 194.151696 \r\nL 259.367083 192.786151 \r\nL 259.33976 194.507326 \r\nL 259.408066 194.085766 \r\nL 259.428558 193.034515 \r\nL 259.462711 194.475789 \r\nL 259.524186 193.646954 \r\nL 259.578831 194.660935 \r\nL 259.592492 192.855167 \r\nL 259.619814 193.759472 \r\nL 259.681289 192.9893 \r\nL 259.667628 194.387445 \r\nL 259.722273 193.413806 \r\nL 259.735934 192.771612 \r\nL 259.824731 194.783953 \r\nL 259.879376 192.702417 \r\nL 259.93402 193.133609 \r\nL 260.009157 192.545956 \r\nL 260.05014 194.260375 \r\nL 260.063801 192.824807 \r\nL 260.145768 193.83133 \r\nL 260.152599 194.87326 \r\nL 260.200413 192.780786 \r\nL 260.255058 194.159864 \r\nL 260.268719 193.046021 \r\nL 260.28238 194.345083 \r\nL 260.364347 193.187887 \r\nL 260.371177 194.324472 \r\nL 260.384838 192.913099 \r\nL 260.473636 193.661213 \r\nL 260.528281 192.968824 \r\nL 260.541942 194.313347 \r\nL 260.555603 193.164809 \r\nL 260.562433 194.48955 \r\nL 260.664892 193.215378 \r\nL 260.767351 194.460072 \r\nL 260.705876 192.909778 \r\nL 260.774181 194.030497 \r\nL 260.835657 193.309258 \r\nL 260.862979 194.201348 \r\nL 260.883471 193.853554 \r\nL 260.890301 193.889336 \r\nL 260.924454 193.539991 \r\nL 260.931285 193.735027 \r\nL 261.026913 193.26246 \r\nL 261.006421 194.463339 \r\nL 261.033743 193.545291 \r\nL 261.054235 194.311847 \r\nL 261.102049 193.094267 \r\nL 261.143032 194.157049 \r\nL 261.190846 192.936225 \r\nL 261.252322 194.154263 \r\nL 261.300136 193.109523 \r\nL 261.306966 194.463693 \r\nL 261.368441 193.891098 \r\nL 261.388933 194.604214 \r\nL 261.382103 193.102002 \r\nL 261.402594 193.794365 \r\nL 261.409425 192.882925 \r\nL 261.423086 194.366195 \r\nL 261.511884 193.94696 \r\nL 261.58702 193.218201 \r\nL 261.559698 194.074415 \r\nL 261.614342 193.57545 \r\nL 261.648495 194.160873 \r\nL 261.689479 192.900727 \r\nL 261.716801 194.079077 \r\nL 261.798768 193.036976 \r\nL 261.771445 194.445959 \r\nL 261.82609 194.028822 \r\nL 261.846582 194.564038 \r\nL 261.94221 192.94185 \r\nL 261.962702 194.352043 \r\nL 262.05833 193.873033 \r\nL 262.112974 192.995658 \r\nL 262.147127 194.489985 \r\nL 262.160788 192.909991 \r\nL 262.256416 193.470966 \r\nL 262.290569 194.906111 \r\nL 262.283739 193.068595 \r\nL 262.365706 194.234241 \r\nL 262.454503 193.009777 \r\nL 262.427181 194.37989 \r\nL 262.488656 193.37245 \r\nL 262.556962 193.194698 \r\nL 262.604776 194.440135 \r\nL 262.693573 193.075598 \r\nL 262.714065 193.175302 \r\nL 262.734557 194.177543 \r\nL 262.741387 192.624034 \r\nL 262.823354 193.996976 \r\nL 262.864338 192.91978 \r\nL 262.871168 194.520169 \r\nL 262.932643 193.761629 \r\nL 262.946304 193.882831 \r\nL 262.953135 193.651161 \r\nL 262.959966 193.717155 \r\nL 262.973627 193.997402 \r\nL 263.055594 192.875842 \r\nL 263.110238 194.455347 \r\nL 263.164883 193.409688 \r\nL 263.171714 192.867968 \r\nL 263.199036 194.541981 \r\nL 263.267342 193.466239 \r\nL 263.301494 194.458694 \r\nL 263.294664 192.666417 \r\nL 263.376631 193.934478 \r\nL 263.383461 193.078732 \r\nL 263.458598 194.645313 \r\nL 263.48592 194.094041 \r\nL 263.581548 193.014477 \r\nL 263.499581 194.451706 \r\nL 263.595209 193.724228 \r\nL 263.670346 194.30375 \r\nL 263.677176 192.75401 \r\nL 263.697668 193.518598 \r\nL 263.704498 192.806213 \r\nL 263.731821 194.394157 \r\nL 263.806957 193.639918 \r\nL 263.854771 192.855468 \r\nL 263.861602 194.682395 \r\nL 263.909416 193.371516 \r\nL 263.923077 194.120359 \r\nL 263.943569 193.061773 \r\nL 264.025536 194.069785 \r\nL 264.08018 193.318696 \r\nL 264.07335 194.10753 \r\nL 264.127994 194.012698 \r\nL 264.134825 194.372615 \r\nL 264.1963 192.777961 \r\nL 264.223622 193.464198 \r\nL 264.237283 193.390995 \r\nL 264.31925 194.315503 \r\nL 264.332911 193.079094 \r\nL 264.346573 193.770581 \r\nL 264.414878 193.122727 \r\nL 264.401217 194.221194 \r\nL 264.449031 193.754891 \r\nL 264.524168 194.537485 \r\nL 264.517337 192.782729 \r\nL 264.55832 194.133619 \r\nL 264.592473 192.930331 \r\nL 264.619796 194.660979 \r\nL 264.660779 193.795971 \r\nL 264.66761 194.662698 \r\nL 264.763238 192.802752 \r\nL 264.770068 193.912139 \r\nL 264.858866 193.239197 \r\nL 264.865696 194.321304 \r\nL 264.879358 192.479882 \r\nL 264.974986 193.759407 \r\nL 264.981816 193.696072 \r\nL 264.988647 194.030854 \r\nL 265.002308 193.793981 \r\nL 265.009138 194.529041 \r\nL 265.091105 193.305492 \r\nL 265.104767 193.457071 \r\nL 265.111597 193.445126 \r\nL 265.125258 193.583267 \r\nL 265.132089 194.414402 \r\nL 265.214056 192.794743 \r\nL 265.227717 193.058998 \r\nL 265.343837 194.28355 \r\nL 265.350667 192.836863 \r\nL 265.425804 194.366709 \r\nL 265.453126 193.51748 \r\nL 265.480448 194.273529 \r\nL 265.50094 193.097562 \r\nL 265.555585 193.640991 \r\nL 265.562415 192.993179 \r\nL 265.596568 194.698703 \r\nL 265.658043 193.364776 \r\nL 265.746841 194.246951 \r\nL 265.692196 193.095896 \r\nL 265.767332 193.648936 \r\nL 265.808316 193.268582 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193.504721 \r\nL 267.133448 194.479626 \r\nL 267.085634 192.865191 \r\nL 267.174431 193.753518 \r\nL 267.181262 192.834906 \r\nL 267.215414 194.31911 \r\nL 267.27689 193.324911 \r\nL 267.365687 194.179665 \r\nL 267.290551 193.07211 \r\nL 267.386179 193.79029 \r\nL 267.433993 194.276825 \r\nL 267.420332 192.960656 \r\nL 267.481807 193.581504 \r\nL 267.536452 193.16289 \r\nL 267.51596 194.418355 \r\nL 267.570604 193.910485 \r\nL 267.584266 195.199003 \r\nL 267.591096 193.384203 \r\nL 267.679894 193.770147 \r\nL 267.727708 193.060324 \r\nL 267.775522 194.589587 \r\nL 267.796013 193.178729 \r\nL 267.891642 193.596459 \r\nL 267.925794 194.317516 \r\nL 267.918964 193.191216 \r\nL 267.946286 194.243051 \r\nL 267.953117 192.954389 \r\nL 268.021422 194.930429 \r\nL 268.062406 193.10019 \r\nL 268.137542 194.517304 \r\nL 268.123881 192.320346 \r\nL 268.178526 193.66192 \r\nL 268.267323 194.216482 \r\nL 268.294646 192.764813 \r\nL 268.390274 194.33809 \r\nL 268.410765 193.764689 \r\nL 268.451749 193.188322 \r\nL 268.424426 194.956009 \r\nL 268.520055 193.785291 \r\nL 268.526885 193.775767 \r\nL 268.574699 193.077606 \r\nL 268.58153 194.107201 \r\nL 268.636174 193.179812 \r\nL 268.738633 194.56025 \r\nL 268.670327 193.104604 \r\nL 268.745464 193.803585 \r\nL 268.772786 194.122038 \r\nL 268.765955 193.450956 \r\nL 268.779616 193.570131 \r\nL 268.786447 192.987492 \r\nL 268.875244 194.660441 \r\nL 268.888906 193.394596 \r\nL 268.916228 194.299442 \r\nL 268.93672 192.648561 \r\nL 269.011856 194.260631 \r\nL 269.032348 192.876394 \r\nL 269.073331 194.534727 \r\nL 269.134806 193.334707 \r\nL 269.141637 194.240521 \r\nL 269.148468 193.185597 \r\nL 269.244096 193.685901 \r\nL 269.319232 193.069616 \r\nL 269.278248 194.266601 \r\nL 269.346554 193.078845 \r\nL 269.394368 194.458139 \r\nL 269.455843 193.726691 \r\nL 269.476335 193.524097 \r\nL 269.483166 194.124729 \r\nL 269.496827 193.530567 \r\nL 269.503657 194.687483 \r\nL 269.558302 193.162515 \r\nL 269.599286 193.559382 \r\nL 269.688083 192.983318 \r\nL 269.65393 194.392139 \r\nL 269.708575 193.433916 \r\nL 269.776881 192.813523 \r\nL 269.729066 194.115103 \r\nL 269.790542 193.03607 \r\nL 269.893 194.184971 \r\nL 269.865678 192.995037 \r\nL 269.899831 193.508649 \r\nL 269.940814 192.832951 \r\nL 269.927153 194.286994 \r\nL 269.968137 193.658851 \r\nL 270.070595 194.437448 \r\nL 270.00229 193.038491 \r\nL 270.077426 193.540548 \r\nL 270.111579 194.889107 \r\nL 270.138901 192.936736 \r\nL 270.166223 193.934861 \r\nL 270.173054 192.896785 \r\nL 270.179884 194.488563 \r\nL 270.275513 193.789715 \r\nL 270.289174 194.503674 \r\nL 270.36431 192.743365 \r\nL 270.371141 193.824848 \r\nL 270.377971 193.006998 \r\nL 270.446277 194.380373 \r\nL 270.48043 193.60363 \r\nL 270.494091 193.513398 \r\nL 270.500922 194.493825 \r\nL 270.576058 193.22332 \r\nL 270.60338 194.000014 \r\nL 270.685347 192.874568 \r\nL 270.637533 194.739222 \r\nL 270.692178 194.339404 \r\nL 270.699008 194.743579 \r\nL 270.780975 193.057506 \r\nL 270.787806 194.117396 \r\nL 270.815128 193.074876 \r\nL 270.910756 193.122143 \r\nL 270.999554 194.559907 \r\nL 271.020045 193.225772 \r\nL 271.040537 192.970825 \r\nL 271.033706 194.03469 \r\nL 271.095182 193.763103 \r\nL 271.102012 194.408797 \r\nL 271.108843 192.570101 \r\nL 271.19764 193.640373 \r\nL 271.293268 192.799268 \r\nL 271.259115 194.417417 \r\nL 271.300099 194.094773 \r\nL 271.31376 194.39031 \r\nL 271.341082 193.129025 \r\nL 271.382066 193.616631 \r\nL 271.457202 192.627333 \r\nL 271.416219 194.219957 \r\nL 271.470863 193.650231 \r\nL 271.539169 193.023077 \r\nL 271.566491 194.57173 \r\nL 271.682611 193.109309 \r\nL 271.778239 194.481877 \r\nL 271.7919 193.082846 \r\nL 271.819223 194.071274 \r\nL 271.839714 192.996446 \r\nL 271.90802 193.901987 \r\nL 272.003648 193.081339 \r\nL 271.983157 194.682293 \r\nL 272.017309 193.793543 \r\nL 272.02414 193.806322 \r\nL 272.071954 192.853967 \r\nL 272.099276 194.813264 \r\nL 272.126599 193.919558 \r\nL 272.160752 194.493798 \r\nL 272.174413 192.705612 \r\nL 272.215396 193.588058 \r\nL 272.25638 192.806722 \r\nL 272.283702 194.095406 \r\nL 272.311024 193.450222 \r\nL 272.392991 194.528675 \r\nL 272.406652 192.671378 \r\nL 272.420313 193.4252 \r\nL 272.454466 194.41288 \r\nL 272.488619 192.852389 \r\nL 272.529603 193.841586 \r\nL 272.61157 192.893904 \r\nL 272.577417 194.024503 \r\nL 272.638892 193.485615 \r\nL 272.693536 193.110078 \r\nL 272.666214 195.044376 \r\nL 272.714028 193.47038 \r\nL 272.74135 194.532804 \r\nL 272.775503 192.836286 \r\nL 272.830148 194.441436 \r\nL 272.864301 191.891367 \r\nL 272.877962 194.560439 \r\nL 272.939437 193.33511 \r\nL 272.959929 193.055892 \r\nL 273.048726 194.345033 \r\nL 273.08971 193.040429 \r\nL 273.117032 194.718322 \r\nL 273.164846 193.131812 \r\nL 273.198999 194.553781 \r\nL 273.178507 193.062949 \r\nL 273.280966 193.716857 \r\nL 273.376594 192.639097 \r\nL 273.356102 194.58808 \r\nL 273.383425 193.400439 \r\nL 273.390255 194.431175 \r\nL 273.431239 192.842305 \r\nL 273.492714 193.908487 \r\nL 273.540528 193.18945 \r\nL 273.513206 194.493414 \r\nL 273.595172 194.178652 \r\nL 273.608834 194.258795 \r\nL 273.704462 194.302588 \r\nL 273.718123 193.062705 \r\nL 273.793259 194.303177 \r\nL 273.820581 192.835155 \r\nL 273.827412 193.180894 \r\nL 273.895718 194.411189 \r\nL 273.841073 193.107615 \r\nL 273.943532 193.933745 \r\nL 273.984515 193.130463 \r\nL 273.957193 194.408824 \r\nL 274.052821 193.227869 \r\nL 274.086974 194.286479 \r\nL 274.127957 192.985417 \r\nL 274.16211 193.625372 \r\nL 274.182602 194.328349 \r\nL 274.175771 193.126897 \r\nL 274.250908 193.877089 \r\nL 274.326044 193.111111 \r\nL 274.332875 194.305802 \r\nL 274.360197 193.996527 \r\nL 274.455825 193.13272 \r\nL 274.448994 194.256801 \r\nL 274.462656 193.984257 \r\nL 274.469486 194.290527 \r\nL 274.530961 192.860569 \r\nL 274.565114 194.108503 \r\nL 274.653912 193.110428 \r\nL 274.599267 194.393105 \r\nL 274.681234 193.278398 \r\nL 274.688065 193.262602 \r\nL 274.797354 194.572384 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277.741332 194.558134 \r\nL 277.748163 192.914866 \r\nL 277.789146 192.927767 \r\nL 277.898435 194.380103 \r\nL 277.905266 193.86981 \r\nL 277.912097 193.877744 \r\nL 277.987233 192.6509 \r\nL 278.014555 193.44731 \r\nL 278.021386 194.112612 \r\nL 278.123844 193.505744 \r\nL 278.130675 193.157375 \r\nL 278.171658 194.270952 \r\nL 278.226303 193.352026 \r\nL 278.267286 194.053782 \r\nL 278.253625 193.119382 \r\nL 278.335592 193.504796 \r\nL 278.42439 194.321519 \r\nL 278.369745 192.788298 \r\nL 278.444881 193.848891 \r\nL 278.54051 193.125913 \r\nL 278.54734 194.366355 \r\nL 278.615646 192.860834 \r\nL 278.66346 194.013641 \r\nL 278.690782 193.200155 \r\nL 278.738596 194.029963 \r\nL 278.752257 193.407878 \r\nL 278.834224 194.406606 \r\nL 278.806902 192.861981 \r\nL 278.861547 193.504054 \r\nL 278.875208 193.369594 \r\nL 278.882038 193.621423 \r\nL 278.90253 194.386763 \r\nL 278.909361 192.982318 \r\nL 278.991328 193.758846 \r\nL 279.004989 194.25491 \r\nL 279.059633 193.165081 \r\nL 279.073294 193.845105 \r\nL 279.13477 193.068497 \r\nL 279.168923 194.511988 \r\nL 279.175753 193.977358 \r\nL 279.196245 192.848421 \r\nL 279.25772 194.825289 \r\nL 279.278212 192.86066 \r\nL 279.367009 193.347169 \r\nL 279.469468 194.271721 \r\nL 279.394332 193.091389 \r\nL 279.483129 194.194423 \r\nL 279.544604 192.841238 \r\nL 279.585588 194.333103 \r\nL 279.592418 193.951261 \r\nL 279.599249 193.946147 \r\nL 279.640232 194.482726 \r\nL 279.647063 192.758161 \r\nL 279.694877 194.111659 \r\nL 279.783674 194.262322 \r\nL 279.810997 193.136292 \r\nL 279.858811 194.39356 \r\nL 279.913455 193.105802 \r\nL 279.947608 193.737865 \r\nL 279.97493 193.272541 \r\nL 279.961269 194.188533 \r\nL 280.002253 193.326132 \r\nL 280.009083 194.22905 \r\nL 280.043236 192.997863 \r\nL 280.111542 193.993214 \r\nL 280.200339 193.180019 \r\nL 280.193509 194.802568 \r\nL 280.220831 193.543637 \r\nL 280.289137 194.257469 \r\nL 280.261815 192.920678 \r\nL 280.33012 194.006623 \r\nL 280.384765 192.896113 \r\nL 280.405257 194.10517 \r\nL 280.43941 193.724899 \r\nL 280.494054 194.34412 \r\nL 280.480393 192.87491 \r\nL 280.541868 193.949318 \r\nL 280.555529 193.139224 \r\nL 280.637496 194.221483 \r\nL 280.644327 193.704179 \r\nL 280.698972 194.349651 \r\nL 280.705802 192.844127 \r\nL 280.753616 193.817286 \r\nL 280.774108 192.951809 \r\nL 280.780938 194.630713 \r\nL 280.856075 193.880091 \r\nL 280.869736 194.417757 \r\nL 280.91755 192.942367 \r\nL 280.958533 194.092899 \r\nL 280.999517 192.821134 \r\nL 281.047331 194.408928 \r\nL 281.067823 193.836997 \r\nL 281.142959 194.10517 \r\nL 281.101976 193.330329 \r\nL 281.163451 194.092421 \r\nL 281.170281 192.891777 \r\nL 281.204434 194.311389 \r\nL 281.27274 193.430584 \r\nL 281.293232 193.250076 \r\nL 281.313723 194.259343 \r\nL 281.375199 193.379387 \r\nL 281.463996 194.091983 \r\nL 281.457165 193.126998 \r\nL 281.491318 193.740711 \r\nL 281.518641 193.165851 \r\nL 281.51181 194.391223 \r\nL 281.545963 193.787634 \r\nL 281.552794 194.639833 \r\nL 281.641591 193.065016 \r\nL 281.655252 194.049377 \r\nL 281.737219 193.021686 \r\nL 281.74405 194.386789 \r\nL 281.757711 193.461353 \r\nL 281.791864 194.425027 \r\nL 281.839678 193.373782 \r\nL 281.867 193.618918 \r\nL 281.969459 194.217506 \r\nL 281.901153 192.941735 \r\nL 281.98312 193.958008 \r\nL 282.058256 192.722971 \r\nL 282.037764 194.216821 \r\nL 282.092409 193.456874 \r\nL 282.09924 194.25055 \r\nL 282.133393 192.785135 \r\nL 282.201698 193.836596 \r\nL 282.304157 193.168699 \r\nL 282.256343 194.684214 \r\nL 282.317818 193.356283 \r\nL 282.386124 194.302216 \r\nL 282.420277 193.232228 \r\nL 282.427107 193.526592 \r\nL 282.468091 193.00086 \r\nL 282.45443 194.367974 \r\nL 282.502244 193.301787 \r\nL 282.509074 194.451622 \r\nL 282.550058 192.951551 \r\nL 282.611533 194.015319 \r\nL 282.713991 192.902114 \r\nL 282.638855 194.382853 \r\nL 282.720822 193.991796 \r\nL 282.727653 195.033888 \r\nL 282.789128 193.047282 \r\nL 282.823281 193.429155 \r\nL 282.830111 193.419503 \r\nL 282.836942 192.967259 \r\nL 282.925739 194.153594 \r\nL 282.9394 193.439149 \r\nL 282.966723 194.130314 \r\nL 282.959892 192.934353 \r\nL 283.028198 193.581657 \r\nL 283.035029 192.504562 \r\nL 283.123826 194.333872 \r\nL 283.130657 192.90859 \r\nL 283.157979 194.835496 \r\nL 283.239946 194.16464 \r\nL 283.274099 192.758854 \r\nL 283.267268 194.211761 \r\nL 283.356066 193.388999 \r\nL 283.458524 194.421889 \r\nL 283.376557 193.111883 \r\nL 283.465355 193.214868 \r\nL 283.567813 194.322518 \r\nL 283.485847 193.055799 \r\nL 283.588305 193.753916 \r\nL 283.663442 192.905675 \r\nL 283.629289 194.274669 \r\nL 283.690764 193.75905 \r\nL 283.772731 194.108024 \r\nL 283.752239 192.93386 \r\nL 283.793222 193.984889 \r\nL 283.834206 192.85118 \r\nL 283.902512 193.593663 \r\nL 283.977648 193.330106 \r\nL 283.984479 194.545331 \r\nL 283.99814 193.556473 \r\nL 284.00497 194.52512 \r\nL 284.032293 192.623564 \r\nL 284.107429 193.827119 \r\nL 284.148412 194.184952 \r\nL 284.155243 193.257689 \r\nL 284.189396 193.467179 \r\nL 284.196226 192.909753 \r\nL 284.230379 194.465469 \r\nL 284.298685 193.590646 \r\nL 284.319177 192.9845 \r\nL 284.326007 193.980198 \r\nL 284.332838 193.734236 \r\nL 284.373821 193.101354 \r\nL 284.442127 194.486767 \r\nL 284.489941 193.278801 \r\nL 284.483111 194.578277 \r\nL 284.551416 193.628501 \r\nL 284.558247 194.362357 \r\nL 284.5924 192.978529 \r\nL 284.660706 193.544915 \r\nL 284.71535 194.464134 \r\nL 284.674367 192.895523 \r\nL 284.756334 194.010655 \r\nL 284.763164 193.150969 \r\nL 284.817809 194.367136 \r\nL 284.865623 193.964491 \r\nL 284.892945 194.156632 \r\nL 284.927098 193.263507 \r\nL 284.95442 193.736309 \r\nL 285.015896 192.997879 \r\nL 285.050048 194.373345 \r\nL 285.056879 193.841366 \r\nL 285.097862 194.610908 \r\nL 285.145677 193.354632 \r\nL 285.152507 192.945377 \r\nL 285.159338 194.556445 \r\nL 285.248135 193.260204 \r\nL 285.295949 193.126818 \r\nL 285.371086 194.557455 \r\nL 285.432561 193.279671 \r\nL 285.480375 193.710278 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193.579523 \r\nL 286.778184 194.492828 \r\nL 286.785015 193.232867 \r\nL 286.860151 193.645216 \r\nL 286.873812 193.313703 \r\nL 286.880643 193.983403 \r\nL 286.887473 194.321137 \r\nL 286.921626 193.121684 \r\nL 286.983101 194.049334 \r\nL 287.065068 193.050946 \r\nL 287.030916 194.516294 \r\nL 287.092391 193.605803 \r\nL 287.099221 194.676834 \r\nL 287.153866 193.285997 \r\nL 287.20168 194.320175 \r\nL 287.20851 193.271412 \r\nL 287.304139 194.382107 \r\nL 287.3178 193.45364 \r\nL 287.351953 194.21144 \r\nL 287.338291 193.026315 \r\nL 287.420258 193.750188 \r\nL 287.474903 192.593275 \r\nL 287.515886 194.126843 \r\nL 287.529548 193.748946 \r\nL 287.591023 194.308455 \r\nL 287.543209 193.437094 \r\nL 287.604684 193.510664 \r\nL 287.611514 193.108836 \r\nL 287.618345 194.201719 \r\nL 287.707143 193.499954 \r\nL 287.816432 194.117429 \r\nL 287.768618 193.014079 \r\nL 287.823262 193.96933 \r\nL 287.830093 192.782466 \r\nL 287.91889 194.392126 \r\nL 287.932552 193.534602 \r\nL 287.959874 194.457438 \r\nL 287.973535 193.304128 \r\nL 288.03501 194.14345 \r\nL 288.048671 193.271365 \r\nL 288.062332 194.650516 \r\nL 288.15113 193.370067 \r\nL 288.233097 192.897562 \r\nL 288.219436 194.406472 \r\nL 288.246758 193.805875 \r\nL 288.342386 194.205759 \r\nL 288.308233 192.798703 \r\nL 288.356047 193.833756 \r\nL 288.397031 194.201016 \r\nL 288.38337 193.556591 \r\nL 288.403861 193.692222 \r\nL 288.444845 193.222782 \r\nL 288.438014 194.076828 \r\nL 288.492659 193.408088 \r\nL 288.499489 194.178535 \r\nL 288.601948 193.239292 \r\nL 288.663423 194.156147 \r\nL 288.718068 193.738683 \r\nL 288.800035 194.159188 \r\nL 288.74539 193.185746 \r\nL 288.813696 193.853979 \r\nL 288.847849 194.488836 \r\nL 288.929816 193.162549 \r\nL 289.039105 194.326915 \r\nL 289.045935 194.058452 \r\nL 289.052766 193.199285 \r\nL 289.148394 194.580511 \r\nL 289.155225 193.258048 \r\nL 289.257683 194.16921 \r\nL 289.168886 192.875615 \r\nL 289.271344 194.070311 \r\nL 289.278175 194.119698 \r\nL 289.285006 193.461877 \r\nL 289.319158 193.708455 \r\nL 289.325989 192.843309 \r\nL 289.414787 194.307161 \r\nL 289.428448 193.347637 \r\nL 289.510415 194.292256 \r\nL 289.442109 193.194341 \r\nL 289.544567 193.80517 \r\nL 289.626534 194.125312 \r\nL 289.57872 193.212991 \r\nL 289.633365 193.871605 \r\nL 289.708501 192.828291 \r\nL 289.722162 194.620368 \r\nL 289.742654 193.186762 \r\nL 289.81096 194.272466 \r\nL 289.851943 193.781624 \r\nL 289.858774 192.929515 \r\nL 289.940741 194.776668 \r\nL 289.961233 193.002397 \r\nL 290.002216 192.974767 \r\nL 290.097844 194.471905 \r\nL 290.145658 193.172259 \r\nL 290.213964 193.230706 \r\nL 290.2891 194.372967 \r\nL 290.268609 193.228033 \r\nL 290.323253 193.894208 \r\nL 290.371067 192.926524 \r\nL 290.343745 194.411971 \r\nL 290.432542 193.113698 \r\nL 290.500848 194.240439 \r\nL 290.548662 193.928824 \r\nL 290.569154 193.256417 \r\nL 290.575984 194.31038 \r\nL 290.64429 193.48278 \r\nL 290.692104 194.805452 \r\nL 290.671613 193.016483 \r\nL 290.753579 194.230324 \r\nL 290.828716 193.049844 \r\nL 290.767241 194.631599 \r\nL 290.869699 193.691758 \r\nL 290.938005 193.320352 \r\nL 290.897022 194.442671 \r\nL 290.972158 193.539752 \r\nL 290.99948 194.510909 \r\nL 291.047294 193.219313 \r\nL 291.074616 194.014514 \r\nL 291.081447 192.898239 \r\nL 291.149753 194.676884 \r\nL 291.183906 193.797644 \r\nL 291.259042 194.526442 \r\nL 291.204397 193.057412 \r\nL 291.286364 193.663942 \r\nL 291.293195 193.691227 \r\nL 291.334178 194.53738 \r\nL 291.306856 192.819673 \r\nL 291.402484 193.68019 \r\nL 291.409315 193.715087 \r\nL 291.457129 194.428754 \r\nL 291.511773 192.599555 \r\nL 291.58691 194.573174 \r\nL 291.627893 193.906632 \r\nL 291.668877 192.819687 \r\nL 291.648385 194.213776 \r\nL 291.744013 193.262438 \r\nL 291.757674 194.146894 \r\nL 291.798658 192.844242 \r\nL 291.860133 193.969765 \r\nL 291.873794 194.13694 \r\nL 291.880624 193.489331 \r\nL 291.901116 193.610278 \r\nL 291.907947 192.623949 \r\nL 291.996744 194.179408 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194.654919 \r\nL 297.864209 193.246912 \r\nL 297.891531 193.587314 \r\nL 297.918854 193.220854 \r\nL 297.925684 194.238852 \r\nL 297.980329 193.484735 \r\nL 298.048635 194.627054 \r\nL 298.007651 192.835117 \r\nL 298.089618 193.580235 \r\nL 298.123771 193.232532 \r\nL 298.103279 194.429965 \r\nL 298.192077 193.631037 \r\nL 298.260382 194.861097 \r\nL 298.219399 193.387103 \r\nL 298.294535 194.056218 \r\nL 298.321858 192.987914 \r\nL 298.315027 194.411693 \r\nL 298.403825 193.485689 \r\nL 298.4653 194.196004 \r\nL 298.431147 192.960946 \r\nL 298.519944 194.142974 \r\nL 298.58825 192.84996 \r\nL 298.622403 194.450913 \r\nL 298.629234 194.095666 \r\nL 298.649725 193.307771 \r\nL 298.683878 194.304187 \r\nL 298.724862 193.61425 \r\nL 298.731692 194.37351 \r\nL 298.82049 192.998815 \r\nL 298.834151 194.042048 \r\nL 298.840981 194.043109 \r\nL 298.94344 192.650626 \r\nL 298.868304 194.318106 \r\nL 298.957101 193.353794 \r\nL 299.025407 194.350945 \r\nL 298.977593 192.710357 \r\nL 299.06639 194.014197 \r\nL 299.155188 192.500396 \r\nL 299.086882 194.870441 \r\nL 299.17568 193.589879 \r\nL 299.223494 193.910931 \r\nL 299.196171 192.830085 \r\nL 299.264477 193.385014 \r\nL 299.291799 192.773483 \r\nL 299.278138 194.752135 \r\nL 299.353275 193.587602 \r\nL 299.360105 194.452603 \r\nL 299.428411 192.630003 \r\nL 299.462564 193.796675 \r\nL 299.489886 194.550899 \r\nL 299.483056 192.735694 \r\nL 299.544531 193.609685 \r\nL 299.551361 192.839517 \r\nL 299.578684 194.238661 \r\nL 299.640159 193.54017 \r\nL 299.646989 194.713211 \r\nL 299.722126 193.38439 \r\nL 299.749448 194.186057 \r\nL 299.783601 192.671024 \r\nL 299.810923 194.477021 \r\nL 299.872398 193.241818 \r\nL 299.927043 194.253922 \r\nL 299.933874 192.650276 \r\nL 299.981688 194.211014 \r\nL 300.036332 192.436246 \r\nL 300.056824 194.568914 \r\nL 300.097807 193.058635 \r\nL 300.159283 194.934613 \r\nL 300.200266 192.651107 \r\nL 300.213927 194.053726 \r\nL 300.282233 193.116545 \r\nL 300.316386 194.504843 \r\nL 300.323216 193.181593 \r\nL 300.412014 194.448262 \r\nL 300.398353 192.927976 \r\nL 300.439336 193.997253 \r\nL 300.446167 194.383169 \r\nL 300.459828 193.099399 \r\nL 300.534964 193.530458 \r\nL 300.541795 193.003411 \r\nL 300.630592 194.179523 \r\nL 300.637423 193.308259 \r\nL 300.685237 194.169864 \r\nL 300.733051 192.691544 \r\nL 300.746712 193.281747 \r\nL 300.84234 192.972886 \r\nL 300.869662 194.417598 \r\nL 300.978952 192.879367 \r\nL 300.985782 193.686188 \r\nL 301.033596 193.031827 \r\nL 301.054088 194.224793 \r\nL 301.088241 193.31063 \r\nL 301.163377 194.603653 \r\nL 301.1907 193.28169 \r\nL 301.204361 193.933492 \r\nL 301.272666 192.963392 \r\nL 301.224852 194.387439 \r\nL 301.31365 193.524428 \r\nL 301.320481 193.519092 \r\nL 301.416109 194.164321 \r\nL 301.422939 193.20828 \r\nL 301.450261 194.29096 \r\nL 301.525398 193.886638 \r\nL 301.532228 193.002528 \r\nL 301.627856 193.965508 \r\nL 301.634687 193.247018 \r\nL 301.655179 194.219689 \r\nL 301.716654 192.996679 \r\nL 301.750807 194.158748 \r\nL 301.771299 193.054395 \r\nL 301.819113 194.388162 \r\nL 301.873757 193.339978 \r\nL 301.880588 193.333639 \r\nL 301.887418 193.471114 \r\nL 301.894249 192.729012 \r\nL 301.942063 194.061974 \r\nL 301.989877 193.615073 \r\nL 302.044522 194.486642 \r\nL 302.003538 193.299375 \r\nL 302.092336 193.345072 \r\nL 302.126488 193.075348 \r\nL 302.133319 193.874813 \r\nL 302.14015 193.783184 \r\nL 302.201625 194.592275 \r\nL 302.228947 193.21248 \r\nL 302.249439 193.906373 \r\nL 302.345067 193.117595 \r\nL 302.297253 194.502316 \r\nL 302.351897 193.983968 \r\nL 302.406542 194.150187 \r\nL 302.372389 193.071554 \r\nL 302.413373 193.909221 \r\nL 302.50217 192.676731 \r\nL 302.49534 193.927671 \r\nL 302.522662 193.682348 \r\nL 302.549984 194.115642 \r\nL 302.536323 193.665761 \r\nL 302.556815 193.921656 \r\nL 302.625121 193.238086 \r\nL 302.659273 194.328895 \r\nL 302.666104 193.822952 \r\nL 302.720749 194.866052 \r\nL 302.727579 192.820184 \r\nL 302.768563 193.625245 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193.915497 \r\nL 308.649689 192.697746 \r\nL 308.656519 194.390963 \r\nL 308.66335 193.809848 \r\nL 308.67018 194.290954 \r\nL 308.677011 192.99125 \r\nL 308.772639 193.886619 \r\nL 308.77947 194.080541 \r\nL 308.847775 193.206989 \r\nL 308.861436 193.46776 \r\nL 308.936573 193.22316 \r\nL 308.90925 194.265187 \r\nL 308.957064 193.611636 \r\nL 309.052693 193.190354 \r\nL 309.073184 194.206464 \r\nL 309.134659 193.054766 \r\nL 309.114168 194.327784 \r\nL 309.189304 193.597419 \r\nL 309.26444 194.203852 \r\nL 309.230288 193.023497 \r\nL 309.291763 193.622879 \r\nL 309.38056 194.220252 \r\nL 309.401052 192.817317 \r\nL 309.414713 194.317 \r\nL 309.510341 193.471027 \r\nL 309.517172 193.101123 \r\nL 309.537663 193.875756 \r\nL 309.6128 193.350282 \r\nL 309.626461 194.081642 \r\nL 309.694767 192.902258 \r\nL 309.722089 193.907102 \r\nL 309.72892 193.155203 \r\nL 309.776734 194.464414 \r\nL 309.831378 193.485229 \r\nL 309.892853 194.14242 \r\nL 309.872362 193.115099 \r\nL 309.947498 193.942931 \r\nL 310.015804 193.012179 \r\nL 309.981651 194.749821 \r\nL 310.063618 193.060868 \r\nL 310.08411 194.595106 \r\nL 310.172907 194.220868 \r\nL 310.193399 193.096578 \r\nL 310.275366 194.490197 \r\nL 310.289027 193.475965 \r\nL 310.32318 192.928435 \r\nL 310.316349 194.290028 \r\nL 310.384655 193.357453 \r\nL 310.487114 194.373404 \r\nL 310.459791 192.690595 \r\nL 310.500775 194.209981 \r\nL 310.521266 194.588536 \r\nL 310.603233 192.813162 \r\nL 310.610064 194.627228 \r\nL 310.719353 194.426865 \r\nL 310.726184 192.758754 \r\nL 310.828642 194.044778 \r\nL 310.862795 192.786984 \r\nL 310.883287 194.593593 \r\nL 310.937932 193.852592 \r\nL 310.944762 194.287656 \r\nL 310.972084 192.695534 \r\nL 311.054051 194.213904 \r\nL 311.136018 192.703495 \r\nL 311.170171 192.990889 \r\nL 311.204324 194.741373 \r\nL 311.293121 194.21345 \r\nL 311.368258 194.306572 \r\nL 311.39558 193.101703 \r\nL 311.402411 194.521935 \r\nL 311.457055 192.910551 \r\nL 311.504869 193.860781 \r\nL 311.5117 193.828397 \r\nL 311.51853 192.641128 \r\nL 311.586836 194.685695 \r\nL 311.614159 194.108359 \r\nL 311.620989 194.298858 \r\nL 311.696125 193.332314 \r\nL 311.716617 193.926273 \r\nL 311.723448 192.961858 \r\nL 311.805415 194.775463 \r\nL 311.825906 193.482756 \r\nL 311.839568 192.973716 \r\nL 311.935196 194.512881 \r\nL 312.003501 192.92995 \r\nL 312.051315 193.274523 \r\nL 312.119621 195.059522 \r\nL 312.153774 193.115987 \r\nL 312.160605 194.039282 \r\nL 312.187927 193.124795 \r\nL 312.194758 194.360921 \r\nL 312.269894 193.500161 \r\nL 312.372352 194.377272 \r\nL 312.304047 193.136748 \r\nL 312.379183 193.840455 \r\nL 312.386014 193.172913 \r\nL 312.454319 194.826151 \r\nL 312.488472 193.734556 \r\nL 312.563609 192.777694 \r\nL 312.536286 194.423696 \r\nL 312.5841 193.384352 \r\nL 312.590931 194.627453 \r\nL 312.659237 193.02224 \r\nL 312.69339 194.268719 \r\nL 312.70022 192.826786 \r\nL 312.775356 194.540629 \r\nL 312.802679 193.34797 \r\nL 312.836832 194.204183 \r\nL 312.898307 193.155025 \r\nL 312.905137 193.983574 \r\nL 312.925629 192.831508 \r\nL 312.966613 194.575747 \r\nL 313.021257 193.14002 \r\nL 313.123716 194.270614 \r\nL 313.103224 192.723608 \r\nL 313.151038 194.152759 \r\nL 313.192022 193.343426 \r\nL 313.260327 193.671436 \r\nL 313.308141 194.597807 \r\nL 313.280819 193.23181 \r\nL 313.355955 193.812472 \r\nL 313.4106 194.635708 \r\nL 313.465245 192.428018 \r\nL 313.485736 194.576415 \r\nL 313.574534 193.753566 \r\nL 313.629178 193.203607 \r\nL 313.622348 194.379417 \r\nL 313.683823 193.591498 \r\nL 313.717976 194.09538 \r\nL 313.711145 192.662579 \r\nL 313.772621 193.606386 \r\nL 313.793112 193.028489 \r\nL 313.861418 194.207469 \r\nL 313.88191 194.504349 \r\nL 313.895571 193.445478 \r\nL 313.922893 193.533346 \r\nL 313.984368 192.961962 \r\nL 313.970707 194.471287 \r\nL 314.018521 192.979015 \r\nL 314.045844 194.446751 \r\nL 314.134641 193.989567 \r\nL 314.141472 193.186125 \r\nL 314.182455 194.322414 \r\nL 314.24393 194.177146 \r\nL 314.325897 192.824765 \r\nL 314.319067 194.382675 \r\nL 314.36005 193.417488 \r\nL 314.366881 193.133031 \r\nL 314.394203 194.164417 \r\nL 314.448848 193.224051 \r\nL 314.455678 194.632069 \r\nL 314.551306 193.035251 \r\nL 314.564967 194.427838 \r\nL 314.571798 194.404161 \r\nL 314.667426 192.890121 \r\nL 314.626443 194.614834 \r\nL 314.687918 193.656472 \r\nL 314.728901 194.771692 \r\nL 314.722071 192.509368 \r\nL 314.797207 193.826294 \r\nL 314.83819 193.003079 \r\nL 314.824529 194.404389 \r\nL 314.892835 193.78074 \r\nL 314.899666 194.616592 \r\nL 314.995294 192.783562 \r\nL 315.002124 194.031862 \r\nL 315.008955 193.107095 \r\nL 315.029447 194.456009 \r\nL 315.111413 193.716408 \r\nL 315.152397 193.008632 \r\nL 315.125075 194.523516 \r\nL 315.227533 193.347369 \r\nL 315.329992 194.149321 \r\nL 315.261686 192.920882 \r\nL 315.336822 193.939022 \r\nL 315.377806 193.20906 \r\nL 315.357314 194.258563 \r\nL 315.446112 193.936709 \r\nL 315.528079 193.028288 \r\nL 315.514417 194.138165 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192.844118 \r\nL 320.855928 194.602536 \r\nL 320.903742 193.064523 \r\nL 320.944725 194.28549 \r\nL 320.958387 192.703627 \r\nL 321.013031 193.665824 \r\nL 321.081337 192.922514 \r\nL 321.033523 194.674063 \r\nL 321.108659 193.823148 \r\nL 321.11549 193.818493 \r\nL 321.163304 194.452732 \r\nL 321.170134 193.00258 \r\nL 321.224779 193.885359 \r\nL 321.265762 192.559236 \r\nL 321.286254 194.337952 \r\nL 321.334068 193.591733 \r\nL 321.395543 194.102761 \r\nL 321.416035 193.071507 \r\nL 321.436527 193.645482 \r\nL 321.450188 193.063817 \r\nL 321.47068 194.29889 \r\nL 321.518494 193.316916 \r\nL 321.600461 194.421315 \r\nL 321.579969 193.201215 \r\nL 321.627783 193.532614 \r\nL 321.634614 192.663008 \r\nL 321.675597 194.948829 \r\nL 321.730242 193.188271 \r\nL 321.737072 194.537844 \r\nL 321.798547 192.881342 \r\nL 321.839531 194.23452 \r\nL 321.907837 193.031255 \r\nL 321.866853 194.539225 \r\nL 321.94882 193.79347 \r\nL 321.955651 194.564364 \r\nL 321.976142 193.535127 \r\nL 322.058109 194.087068 \r\nL 322.06494 194.104061 \r\nL 322.07177 193.105954 \r\nL 322.153737 194.549896 \r\nL 322.174229 193.36683 \r\nL 322.249365 194.167795 \r\nL 322.256196 193.196146 \r\nL 322.290349 193.5996 \r\nL 322.344993 194.750566 \r\nL 322.379146 193.224746 \r\nL 322.385977 193.626267 \r\nL 322.392807 193.398082 \r\nL 322.406469 194.086209 \r\nL 322.467944 193.889119 \r\nL 322.474774 194.392678 \r\nL 322.556741 193.076087 \r\nL 322.570402 193.292571 \r\nL 322.618217 194.348809 \r\nL 322.597725 193.011064 \r\nL 322.6592 193.790429 \r\nL 322.666031 192.358837 \r\nL 322.720675 194.156879 \r\nL 322.768489 193.246091 \r\nL 322.77532 194.66353 \r\nL 322.836795 193.114921 \r\nL 322.877778 194.138017 \r\nL 322.89144 193.049138 \r\nL 322.939254 194.337731 \r\nL 322.987068 194.049374 \r\nL 323.028051 192.989205 \r\nL 323.048543 194.357304 \r\nL 323.103187 193.509383 \r\nL 323.151001 194.297968 \r\nL 323.144171 192.909315 \r\nL 323.226138 193.997602 \r\nL 323.239799 192.778302 \r\nL 323.328596 194.061332 \r\nL 323.342258 193.41695 \r\nL 323.403733 194.551254 \r\nL 323.355919 192.960625 \r\nL 323.451547 193.800719 \r\nL 323.554005 192.513578 \r\nL 323.4857 194.592962 \r\nL 323.560836 193.471321 \r\nL 323.649633 194.19811 \r\nL 323.60865 192.519887 \r\nL 323.670125 193.655386 \r\nL 323.765753 192.692527 \r\nL 323.738431 194.445507 \r\nL 323.779414 193.220663 \r\nL 323.793076 194.318519 \r\nL 323.84089 192.854775 \r\nL 323.875042 193.793868 \r\nL 323.895534 192.804457 \r\nL 323.888704 194.637067 \r\nL 323.977501 193.578802 \r\nL 324.045807 194.776953 \r\nL 324.004823 193.2156 \r\nL 324.08679 193.855109 \r\nL 324.107282 194.45957 \r\nL 324.168757 192.928186 \r\nL 324.182418 194.00398 \r\nL 324.189249 193.165706 \r\nL 324.250724 194.94054 \r\nL 324.291708 193.196311 \r\nL 324.339522 194.359771 \r\nL 324.387336 192.87639 \r\nL 324.407827 193.736982 \r\nL 324.482964 192.996172 \r\nL 324.428319 194.457596 \r\nL 324.523947 193.579812 \r\nL 324.537608 194.431611 \r\nL 324.619575 193.177265 \r\nL 324.640067 194.371291 \r\nL 324.68105 193.299888 \r\nL 324.742526 194.472098 \r\nL 324.749356 193.634269 \r\nL 324.838154 192.917507 \r\nL 324.844984 194.018109 \r\nL 324.851815 192.76564 \r\nL 324.865476 194.379192 \r\nL 324.954273 193.995892 \r\nL 324.961104 194.133266 \r\nL 324.967935 193.330194 \r\nL 325.015749 194.109971 \r\nL 325.022579 192.884197 \r\nL 325.043071 194.138085 \r\nL 325.125038 193.665725 \r\nL 325.193344 194.510331 \r\nL 325.186513 192.994079 \r\nL 325.234327 194.087932 \r\nL 325.309463 192.808006 \r\nL 325.302633 194.792014 \r\nL 325.350447 193.386786 \r\nL 325.452906 194.5069 \r\nL 325.370939 192.568408 \r\nL 325.466567 194.419005 \r\nL 325.569025 192.95029 \r\nL 325.50072 194.708137 \r\nL 325.582686 193.628676 \r\nL 325.650992 194.780643 \r\nL 325.610009 192.972259 \r\nL 325.671484 193.531165 \r\nL 325.705637 192.616523 \r\nL 325.712467 194.249869 \r\nL 325.773943 194.17222 \r\nL 325.787604 194.498723 \r\nL 325.808096 193.01348 \r\nL 325.821757 193.752931 \r\nL 325.828587 193.08979 \r\nL 325.903724 194.375429 \r\nL 325.924215 193.399201 \r\nL 325.931046 194.415681 \r\nL 325.958368 193.076512 \r\nL 326.033505 194.003864 \r\nL 326.135963 192.859011 \r\nL 326.047166 194.196271 \r\nL 326.149624 193.513382 \r\nL 326.204269 194.477983 \r\nL 326.238422 193.148645 \r\nL 326.265744 194.069894 \r\nL 326.299897 192.9886 \r\nL 326.293066 194.288607 \r\nL 326.381864 193.381639 \r\nL 326.388694 193.287779 \r\nL 326.395525 194.387959 \r\nL 326.422847 193.629336 \r\nL 326.525306 194.415571 \r\nL 326.463831 193.161457 \r\nL 326.532137 194.030041 \r\nL 326.593612 192.625559 \r\nL 326.566289 194.610584 \r\nL 326.641426 193.416191 \r\nL 326.716562 194.433699 \r\nL 326.682409 193.099983 \r\nL 326.743884 193.662115 \r\nL 326.771207 192.410659 \r\nL 326.839512 194.217319 \r\nL 326.853174 193.395891 \r\nL 326.860004 194.225895 \r\nL 326.948802 193.004342 \r\nL 326.969293 194.178826 \r\nL 326.989785 192.934325 \r\nL 327.064921 194.613274 \r\nL 327.078583 193.569385 \r\nL 327.105905 194.612495 \r\nL 327.112736 192.947262 \r\nL 327.194702 193.998362 \r\nL 327.228855 192.847512 \r\nL 327.208364 194.351578 \r\nL 327.297161 194.104003 \r\nL 327.344975 194.269942 \r\nL 327.324483 192.992589 \r\nL 327.358636 193.585088 \r\nL 327.454264 192.451522 \r\nL 327.413281 194.548352 \r\nL 327.461095 193.573894 \r\nL 327.467925 194.379932 \r\nL 327.508909 193.16673 \r\nL 327.570384 194.171997 \r\nL 327.604537 192.963498 \r\nL 327.679673 193.568696 \r\nL 327.686504 194.574109 \r\nL 327.75481 193.329237 \r\nL 327.788963 193.567317 \r\nL 327.836777 194.764084 \r\nL 327.829946 192.899415 \r\nL 327.898252 193.541719 \r\nL 327.905082 193.502398 \r\nL 327.911913 194.421278 \r\nL 327.980219 192.919734 \r\nL 328.014372 194.13383 \r\nL 328.021202 193.038917 \r\nL 328.11683 194.349165 \r\nL 328.123661 193.565498 \r\nL 328.164644 194.620578 \r\nL 328.150983 192.864565 \r\nL 328.219289 193.871487 \r\nL 328.294425 192.869657 \r\nL 328.273933 194.313373 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193.05654 \r\nL 333.943312 193.892307 \r\nL 334.04577 194.513749 \r\nL 334.03894 192.928512 \r\nL 334.052601 193.968806 \r\nL 334.066262 193.010117 \r\nL 334.073092 194.626216 \r\nL 334.175551 193.369275 \r\nL 334.264349 194.352276 \r\nL 334.209704 193.342377 \r\nL 334.27801 193.741527 \r\nL 334.380468 193.017937 \r\nL 334.318993 194.094564 \r\nL 334.387299 193.427284 \r\nL 334.476096 194.504358 \r\nL 334.462435 193.075649 \r\nL 334.496588 194.382679 \r\nL 334.52391 192.97873 \r\nL 334.571725 194.440515 \r\nL 334.612708 193.633851 \r\nL 334.681014 194.370733 \r\nL 334.626369 193.190073 \r\nL 334.721997 194.056044 \r\nL 334.769811 192.697902 \r\nL 334.831286 193.749481 \r\nL 334.851778 194.247505 \r\nL 334.892762 193.132954 \r\nL 334.920084 194.110568 \r\nL 334.974729 192.996942 \r\nL 335.022543 194.417774 \r\nL 335.029373 194.174863 \r\nL 335.118171 193.373213 \r\nL 335.084018 194.381949 \r\nL 335.145493 193.778976 \r\nL 335.152323 194.180386 \r\nL 335.213799 192.966757 \r\nL 335.254782 193.878215 \r\nL 335.336749 193.146483 \r\nL 335.288935 194.337106 \r\nL 335.364071 193.447341 \r\nL 335.46653 192.955431 \r\nL 335.473361 194.249486 \r\nL 335.568989 193.095266 \r\nL 335.58948 193.405368 \r\nL 335.596311 194.221472 \r\nL 335.671447 193.297374 \r\nL 335.69877 194.167693 \r\nL 335.801228 192.877343 \r\nL 335.746584 194.552782 \r\nL 335.808059 193.424716 \r\nL 335.814889 194.42423 \r\nL 335.903687 192.934858 \r\nL 335.917348 193.505063 \r\nL 335.978823 193.004377 \r\nL 335.971993 194.056333 \r\nL 335.985654 193.454301 \r\nL 335.992484 194.757195 \r\nL 336.081282 193.097865 \r\nL 336.094943 194.072607 \r\nL 336.170079 193.072822 \r\nL 336.17691 194.256828 \r\nL 336.204232 193.677954 \r\nL 336.279369 194.68804 \r\nL 336.265707 193.272522 \r\nL 336.313521 193.763323 \r\nL 336.354505 193.123464 \r\nL 336.334013 193.904894 \r\nL 336.41598 193.31697 \r\nL 336.491116 194.556398 \r\nL 336.463794 193.127994 \r\nL 336.5321 193.959595 \r\nL 336.53893 194.037262 \r\nL 336.545761 193.435081 \r\nL 336.573083 193.707287 \r\nL 336.579914 192.905676 \r\nL 336.682373 193.146388 \r\nL 336.784831 194.765514 \r\nL 336.723356 193.086048 \r\nL 336.798492 193.585175 \r\nL 336.812153 194.104164 \r\nL 336.88729 192.978015 \r\nL 336.900951 193.948486 \r\nL 336.907782 192.87182 \r\nL 336.948765 194.576099 \r\nL 337.01024 193.111773 \r\nL 337.112699 194.127787 \r\nL 337.092207 192.981021 \r\nL 337.119529 193.576655 \r\nL 337.174174 193.309507 \r\nL 337.187835 194.320016 \r\nL 337.208327 193.916026 \r\nL 337.215157 194.568539 \r\nL 337.310785 193.218538 \r\nL 337.379091 194.40463 \r\nL 337.392752 192.691617 \r\nL 337.420075 193.790912 \r\nL 337.467889 194.292018 \r\nL 337.536195 193.042414 \r\nL 337.59767 194.296764 \r\nL 337.6045 192.987866 \r\nL 337.645484 193.423399 \r\nL 337.672806 194.002308 \r\nL 337.679637 192.842124 \r\nL 337.700128 194.610672 \r\nL 337.782095 193.49232 \r\nL 337.788926 193.513918 \r\nL 337.864062 194.542287 \r\nL 337.857232 193.255602 \r\nL 337.891384 193.753709 \r\nL 337.905046 193.007944 \r\nL 337.987013 194.319977 \r\nL 338.000674 193.49352 \r\nL 338.103132 194.537495 \r\nL 338.048488 192.966347 \r\nL 338.109963 193.571245 \r\nL 338.171438 194.443493 \r\nL 338.150946 193.215512 \r\nL 338.219252 193.633222 \r\nL 338.280727 194.143128 \r\nL 338.301219 192.86232 \r\nL 338.30805 194.423529 \r\nL 338.410508 193.170782 \r\nL 338.533459 194.331501 \r\nL 338.55395 194.062274 \r\nL 338.608595 192.914014 \r\nL 338.615426 194.829783 \r\nL 338.67007 193.350886 \r\nL 338.731545 194.583758 \r\nL 338.683731 192.901009 \r\nL 338.779359 193.363831 \r\nL 338.868157 194.195887 \r\nL 338.827173 192.845865 \r\nL 338.895479 194.148298 \r\nL 338.956954 193.110468 \r\nL 338.997938 194.490076 \r\nL 339.004768 194.166381 \r\nL 339.066244 193.159871 \r\nL 339.073074 194.24771 \r\nL 339.134549 193.480485 \r\nL 339.250669 194.340603 \r\nL 339.182363 193.186953 \r\nL 339.2575 194.085216 \r\nL 339.312144 193.223463 \r\nL 339.277991 194.228034 \r\nL 339.373619 193.536855 \r\nL 339.462417 194.443354 \r\nL 339.469248 193.24944 \r\nL 339.489739 194.346789 \r\nL 339.5034 192.69026 \r\nL 339.544384 194.43444 \r\nL 339.592198 193.491703 \r\nL 339.599028 194.768313 \r\nL 339.667334 193.204825 \r\nL 339.701487 194.495276 \r\nL 339.824437 193.206084 \r\nL 339.85859 194.291831 \r\nL 339.933727 194.153765 \r\nL 339.940557 192.900833 \r\nL 340.015694 194.366061 \r\nL 340.043016 193.347758 \r\nL 340.152305 194.085752 \r\nL 340.063508 192.885504 \r\nL 340.159136 193.995254 \r\nL 340.165966 192.878349 \r\nL 340.179627 194.373493 \r\nL 340.268425 193.940109 \r\nL 340.309408 193.256345 \r\nL 340.3299 194.450907 \r\nL 340.377714 193.421266 \r\nL 340.418698 194.334503 \r\nL 340.480173 192.812444 \r\nL 340.487003 193.489446 \r\nL 340.541648 194.456488 \r\nL 340.548479 192.646279 \r\nL 340.596293 193.476882 \r\nL 340.671429 193.073404 \r\nL 340.698751 194.569909 \r\nL 340.726074 192.99997 \r\nL 340.780718 195.149234 \r\nL 340.80804 193.198331 \r\nL 340.890007 194.083429 \r\nL 340.896838 192.507189 \r\nL 340.92416 193.727044 \r\nL 340.951483 192.986608 \r\nL 340.944652 193.888589 \r\nL 340.958313 193.498847 \r\nL 340.965144 194.344412 \r\nL 341.019788 193.007447 \r\nL 341.067602 193.745862 \r\nL 341.074433 194.027219 \r\nL 341.115416 193.058056 \r\nL 341.170061 193.620183 \r\nL 341.176892 193.615976 \r\nL 341.183722 194.271871 \r\nL 341.197383 192.778351 \r\nL 341.27935 193.791855 \r\nL 341.286181 193.236564 \r\nL 341.299842 194.315566 \r\nL 341.388639 193.687403 \r\nL 341.39547 194.576449 \r\nL 341.491098 193.06218 \r\nL 341.497929 193.475618 \r\nL 341.504759 193.466721 \r\nL 341.51159 194.001111 \r\nL 341.559404 193.080647 \r\nL 341.614048 193.42687 \r\nL 341.620879 193.39465 \r\nL 341.62771 193.574633 \r\nL 341.689185 194.148606 \r\nL 341.702846 193.115218 \r\nL 341.736999 193.949764 \r\nL 341.825796 193.046089 \r\nL 341.75749 194.089005 \r\nL 341.832627 193.794983 \r\nL 341.887271 194.435374 \r\nL 341.914594 193.068508 \r\nL 341.941916 194.143192 \r\nL 342.037544 193.190206 \r\nL 342.030714 194.805316 \r\nL 342.051205 193.895339 \r\nL 342.058036 193.886244 \r\nL 342.064866 193.980236 \r\nL 342.10585 193.192118 \r\nL 342.11268 194.146778 \r\nL 342.167325 193.402475 \r\nL 342.262953 194.489632 \r\nL 342.208308 192.916567 \r\nL 342.276614 193.439264 \r\nL 342.358581 193.097956 \r\nL 342.392734 194.483604 \r\nL 342.46104 192.961927 \r\nL 342.474701 194.572255 \r\nL 342.502023 194.049021 \r\nL 342.57716 193.094476 \r\nL 342.556668 194.223147 \r\nL 342.618143 193.391776 \r\nL 342.652296 194.387917 \r\nL 342.638635 193.022247 \r\nL 342.734263 193.795029 \r\nL 342.809399 193.098014 \r\nL 342.782077 194.482907 \r\nL 342.836721 194.146599 \r\nL 342.843552 194.194255 \r\nL 342.850383 192.927775 \r\nL 342.918688 194.66322 \r\nL 342.952841 193.079495 \r\nL 343.048469 194.567282 \r\nL 343.06213 193.485483 \r\nL 343.082622 192.846855 \r\nL 343.075792 194.533762 \r\nL 343.17142 192.995092 \r\nL 343.219234 192.974831 \r\nL 343.280709 194.164171 \r\nL 343.321692 193.032311 \r\nL 343.349015 194.376096 \r\nL 343.396829 193.419578 \r\nL 343.424151 194.697244 \r\nL 343.437812 193.384856 \r\nL 343.499287 193.831675 \r\nL 343.512949 193.012123 \r\nL 343.519779 194.345208 \r\nL 343.608577 193.060853 \r\nL 343.690543 194.338597 \r\nL 343.724696 194.052973 \r\nL 343.738358 194.2365 \r\nL 343.827155 193.229819 \r\nL 343.758849 194.468024 \r\nL 343.854477 193.560907 \r\nL 343.861308 193.278947 \r\nL 343.874969 194.082038 \r\nL 343.943275 194.040749 \r\nL 343.950105 194.25504 \r\nL 343.984258 193.576554 \r\nL 344.032072 193.604751 \r\nL 344.059395 192.905551 \r\nL 344.079886 194.610685 \r\nL 344.141362 193.067053 \r\nL 344.168684 194.028971 \r\nL 344.250651 193.737859 \r\nL 344.312126 194.05735 \r\nL 344.346279 193.265002 \r\nL 344.373601 194.184529 \r\nL 344.366771 193.259902 \r\nL 344.455568 193.894474 \r\nL 344.530704 192.967232 \r\nL 344.558027 194.124823 \r\nL 344.564857 193.143969 \r\nL 344.619502 194.448241 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194.555478 \r\nL 345.965125 193.365562 \r\nL 346.0266 194.173096 \r\nL 346.122229 193.272289 \r\nL 346.108567 194.472759 \r\nL 346.13589 194.013802 \r\nL 346.149551 194.230248 \r\nL 346.156381 193.495888 \r\nL 346.183704 193.908606 \r\nL 346.197365 192.994802 \r\nL 346.217857 194.068381 \r\nL 346.292993 193.713062 \r\nL 346.313485 193.014619 \r\nL 346.306654 194.046915 \r\nL 346.395452 193.733946 \r\nL 346.415943 194.380591 \r\nL 346.443266 192.762953 \r\nL 346.49108 193.779583 \r\nL 346.504741 194.521827 \r\nL 346.607199 192.93857 \r\nL 346.627691 194.164305 \r\nL 346.73015 194.15059 \r\nL 346.812117 192.825765 \r\nL 346.84627 193.106959 \r\nL 346.866761 194.376533 \r\nL 346.894084 192.854606 \r\nL 346.955559 193.538622 \r\nL 346.989712 194.335973 \r\nL 347.003373 193.157479 \r\nL 347.058017 193.693757 \r\nL 347.064848 193.182215 \r\nL 347.119493 194.377672 \r\nL 347.167307 193.767386 \r\nL 347.187798 193.062526 \r\nL 347.180968 194.48285 \r\nL 347.269765 193.612151 \r\nL 347.331241 194.359598 \r\nL 347.365393 192.918818 \r\nL 347.372224 193.781314 \r\nL 347.379055 193.169832 \r\nL 347.467852 194.435239 \r\nL 347.481513 193.786643 \r\nL 347.529327 194.283102 \r\nL 347.522497 193.137869 \r\nL 347.590802 193.814863 \r\nL 347.611294 194.288723 \r\nL 347.604464 193.380522 \r\nL 347.6796 193.807904 \r\nL 347.768397 193.249069 \r\nL 347.706922 194.317858 \r\nL 347.782059 193.667931 \r\nL 347.850364 194.059851 \r\nL 347.877687 193.381392 \r\nL 347.891348 193.874695 \r\nL 347.939162 193.176885 \r\nL 347.91867 194.284223 \r\nL 348.000637 193.642222 \r\nL 348.007468 194.326394 \r\nL 348.075773 193.158808 \r\nL 348.109926 193.534683 \r\nL 348.116757 193.521941 \r\nL 348.130418 194.265038 \r\nL 348.178232 192.917972 \r\nL 348.232877 194.158647 \r\nL 348.314843 193.034611 \r\nL 348.294352 194.381037 \r\nL 348.342166 193.543799 \r\nL 348.39681 193.965305 \r\nL 348.376319 193.195119 \r\nL 348.437794 193.794257 \r\nL 348.465116 192.9802 \r\nL 348.485608 194.253337 \r\nL 348.547083 193.529193 \r\nL 348.553914 193.33813 \r\nL 348.560744 194.406876 \r\nL 348.642711 193.541835 \r\nL 348.683695 194.177798 \r\nL 348.731509 193.147737 \r\nL 348.74517 194.009385 \r\nL 348.752 193.199452 \r\nL 348.779323 194.338254 \r\nL 348.854459 193.540779 \r\nL 348.936426 194.187448 \r\nL 348.888612 192.995118 \r\nL 348.963748 193.601246 \r\nL 348.997901 194.417804 \r\nL 349.045715 192.798318 \r\nL 349.079868 194.133776 \r\nL 349.189157 192.830616 \r\nL 349.284785 194.328415 \r\nL 349.298446 194.118166 \r\nL 349.373583 192.817128 \r\nL 349.33943 194.638321 \r\nL 349.407736 194.167893 \r\nL 349.448719 193.239579 \r\nL 349.469211 194.364191 \r\nL 349.537517 193.57759 \r\nL 349.551178 194.385548 \r\nL 349.558008 193.484544 \r\nL 349.633145 193.771557 \r\nL 349.639975 193.17824 \r\nL 349.708281 194.641992 \r\nL 349.742434 193.521419 \r\nL 349.844892 192.73444 \r\nL 349.858554 194.216663 \r\nL 349.926859 192.987146 \r\nL 349.967843 193.451041 \r\nL 350.001996 193.060494 \r\nL 350.077132 194.713433 \r\nL 350.193252 193.168779 \r\nL 350.241066 194.25192 \r\nL 350.302541 193.567096 \r\nL 350.343525 192.965588 \r\nL 350.41183 194.530342 \r\nL 350.480136 192.916074 \r\nL 350.52795 193.196742 \r\nL 350.582595 193.973564 \r\nL 350.64407 193.653154 \r\nL 350.671392 192.872559 \r\nL 350.726037 194.359458 \r\nL 350.753359 193.485682 \r\nL 350.787512 194.546426 \r\nL 350.835326 192.734258 \r\nL 350.862648 193.769186 \r\nL 350.869479 192.925238 \r\nL 350.951446 194.632673 \r\nL 350.971938 193.705557 \r\nL 350.985599 193.176819 \r\nL 351.081227 194.436771 \r\nL 351.170024 192.982196 \r\nL 351.149532 194.639325 \r\nL 351.190516 193.723659 \r\nL 351.204177 193.254496 \r\nL 351.224669 193.70987 \r\nL 351.272483 192.668195 \r\nL 351.265652 194.262132 \r\nL 351.333958 193.05498 \r\nL 351.409094 194.532357 \r\nL 351.450078 193.895296 \r\nL 351.456908 193.918501 \r\nL 351.545706 193.339288 \r\nL 351.497892 194.372836 \r\nL 351.566198 193.756309 \r\nL 351.573028 194.642641 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352.850346 194.232022 \r\nL 352.89816 192.779454 \r\nL 352.925482 194.466658 \r\nL 353.007449 194.288048 \r\nL 353.103077 193.084891 \r\nL 353.116738 193.63007 \r\nL 353.178214 194.542884 \r\nL 353.185044 193.137686 \r\nL 353.219197 194.038007 \r\nL 353.294333 193.281642 \r\nL 353.307995 194.425474 \r\nL 353.335317 193.286138 \r\nL 353.389961 194.493851 \r\nL 353.424114 193.091427 \r\nL 353.444606 193.53182 \r\nL 353.553895 194.417149 \r\nL 353.512912 193.208823 \r\nL 353.560726 193.96342 \r\nL 353.581218 193.427285 \r\nL 353.60854 194.059169 \r\nL 353.676846 193.691912 \r\nL 353.779304 194.529913 \r\nL 353.704168 193.018624 \r\nL 353.786135 193.762321 \r\nL 353.854441 194.100488 \r\nL 353.840779 193.213996 \r\nL 353.861271 193.484233 \r\nL 353.868102 193.271371 \r\nL 353.902255 194.315352 \r\nL 353.956899 193.839485 \r\nL 353.96373 194.356294 \r\nL 354.052527 193.236602 \r\nL 354.059358 193.708217 \r\nL 354.07985 193.411907 \r\nL 354.114002 194.280809 \r\nL 354.127664 193.734962 \r\nL 354.2028 194.464667 \r\nL 354.168647 193.151608 \r\nL 354.236953 193.577754 \r\nL 354.305259 194.122216 \r\nL 354.291597 193.194635 \r\nL 354.353073 193.718896 \r\nL 354.359903 193.697561 \r\nL 354.428209 194.434087 \r\nL 354.414548 193.078023 \r\nL 354.462362 193.620352 \r\nL 354.530668 193.233535 \r\nL 354.489684 193.995566 \r\nL 354.537498 193.668485 \r\nL 354.605804 194.201245 \r\nL 354.639957 193.123873 \r\nL 354.646787 194.111671 \r\nL 354.67411 192.977554 \r\nL 354.701432 194.258725 \r\nL 354.756077 194.166845 \r\nL 354.762907 194.231231 \r\nL 354.769738 193.68236 \r\nL 354.783399 193.8974 \r\nL 354.872196 192.990335 \r\nL 354.824382 193.980653 \r\nL 354.885858 193.630449 \r\nL 354.892688 194.101216 \r\nL 354.947333 193.184157 \r\nL 354.995147 193.673126 \r\nL 355.001977 193.199265 \r\nL 355.015639 194.192706 \r\nL 355.104436 193.450889 \r\nL 355.15225 194.884157 \r\nL 355.138589 193.310403 \r\nL 355.200064 194.171563 \r\nL 355.206895 193.03155 \r\nL 355.234217 194.306224 \r\nL 355.309353 193.446289 \r\nL 355.343506 194.415837 \r\nL 355.323014 193.188716 \r\nL 355.418642 193.483277 \r\nL 355.480118 194.296776 \r\nL 355.439134 193.085805 \r\nL 355.534762 193.867262 \r\nL 355.548423 193.922416 \r\nL 355.555254 193.555445 \r\nL 355.603068 193.129392 \r\nL 355.609899 194.427608 \r\nL 355.657713 193.724148 \r\nL 355.732849 194.310228 \r\nL 355.712357 192.970921 \r\nL 355.73968 194.022106 \r\nL 355.835308 193.250308 \r\nL 355.760171 194.435788 \r\nL 355.842138 193.456903 \r\nL 355.848969 194.576283 \r\nL 355.910444 193.049104 \r\nL 355.951427 193.43141 \r\nL 356.026564 194.498917 \r\nL 355.97875 193.165922 \r\nL 356.060717 193.860846 \r\nL 356.067547 192.974925 \r\nL 356.081208 194.568756 \r\nL 356.170006 193.673025 \r\nL 356.197328 194.373956 \r\nL 356.251973 193.037328 \r\nL 356.272464 194.335185 \r\nL 356.388584 192.885324 \r\nL 356.443229 194.507324 \r\nL 356.504704 193.991743 \r\nL 356.538857 193.161677 \r\nL 356.525196 194.301682 \r\nL 356.613993 193.348156 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192.718467 \r\nL 361.648128 194.344213 \r\nL 361.682281 192.836803 \r\nL 361.757417 194.514515 \r\nL 361.730095 192.598769 \r\nL 361.79157 193.917092 \r\nL 361.846215 192.854486 \r\nL 361.818892 194.346274 \r\nL 361.900859 193.010195 \r\nL 361.921351 194.714814 \r\nL 362.003318 193.241567 \r\nL 362.010148 192.829806 \r\nL 362.092115 194.379399 \r\nL 362.098946 193.045522 \r\nL 362.126268 192.451589 \r\nL 362.215066 194.48384 \r\nL 362.276541 192.881122 \r\nL 362.297033 194.502126 \r\nL 362.331185 193.23311 \r\nL 362.365338 194.532306 \r\nL 362.378999 192.817829 \r\nL 362.440475 194.063092 \r\nL 362.454136 193.0698 \r\nL 362.522442 194.384144 \r\nL 362.556594 193.59685 \r\nL 362.604408 193.328022 \r\nL 362.590747 194.446648 \r\nL 362.652222 193.554357 \r\nL 362.693206 192.891493 \r\nL 362.754681 194.382603 \r\nL 362.870801 192.409651 \r\nL 362.877631 194.54712 \r\nL 362.98009 193.438232 \r\nL 362.986921 193.500119 \r\nL 362.993751 194.820552 \r\nL 363.089379 193.27026 \r\nL 363.09621 193.62553 \r\nL 363.103041 193.616883 \r\nL 363.109871 193.724001 \r\nL 363.185007 192.943076 \r\nL 363.198669 194.137228 \r\nL 363.21916 193.26371 \r\nL 363.239652 195.085 \r\nL 363.314788 193.039447 \r\nL 363.33528 194.057626 \r\nL 363.410416 192.940477 \r\nL 363.424078 194.230127 \r\nL 363.430908 193.486099 \r\nL 363.437739 194.60847 \r\nL 363.444569 193.005084 \r\nL 363.540197 193.688807 \r\nL 363.547028 193.020364 \r\nL 363.601673 194.786572 \r\nL 363.635825 194.262876 \r\nL 363.642656 194.741187 \r\nL 363.69047 193.106713 \r\nL 363.745115 194.436152 \r\nL 363.833912 193.084663 \r\nL 363.799759 194.590667 \r\nL 363.861234 193.295533 \r\nL 363.936371 194.814203 \r\nL 363.970524 193.190578 \r\nL 363.997846 193.110087 \r\nL 364.086643 194.438313 \r\nL 364.141288 193.190278 \r\nL 364.195933 194.110282 \r\nL 364.230086 194.261648 \r\nL 364.298391 192.881061 \r\nL 364.305222 194.472031 \r\nL 364.407681 193.400558 \r\nL 364.496478 192.655371 \r\nL 364.421342 194.245865 \r\nL 364.510139 193.52366 \r\nL 364.544292 194.319469 \r\nL 364.564784 192.67617 \r\nL 364.619428 193.914325 \r\nL 364.63992 194.448745 \r\nL 364.646751 193.235219 \r\nL 364.653581 194.455364 \r\nL 364.694565 192.643688 \r\nL 364.75604 193.873146 \r\nL 364.844837 192.90814 \r\nL 364.838007 194.657447 \r\nL 364.865329 193.908081 \r\nL 364.926804 192.800233 \r\nL 364.892651 194.596796 \r\nL 364.967788 193.606444 \r\nL 364.988279 194.259622 \r\nL 365.022432 193.13986 \r\nL 365.070246 194.22728 \r\nL 365.077077 192.956732 \r\nL 365.179536 193.579171 \r\nL 365.275164 194.716921 \r\nL 365.22735 193.296541 \r\nL 365.288825 193.395527 \r\nL 365.363961 194.065833 \r\nL 365.329808 192.542416 \r\nL 365.398114 193.856747 \r\nL 365.452759 193.057179 \r\nL 365.493742 194.196637 \r\nL 365.500573 193.929501 \r\nL 365.507403 194.672595 \r\nL 365.555217 192.770975 \r\nL 365.609862 194.242521 \r\nL 365.712321 192.730879 \r\nL 365.753304 193.395328 \r\nL 365.842101 194.702062 \r\nL 365.780626 192.383658 \r\nL 365.862593 193.828803 \r\nL 365.930899 192.837529 \r\nL 365.951391 194.97217 \r\nL 365.965052 194.39165 \r\nL 366.026527 193.121734 \r\nL 366.012866 194.69379 \r\nL 366.088002 193.161084 \r\nL 366.1768 194.241403 \r\nL 366.156308 193.136296 \r\nL 366.204122 194.05939 \r\nL 366.217783 192.8854 \r\nL 366.251936 194.17211 \r\nL 366.313411 193.522282 \r\nL 366.354395 194.79899 \r\nL 366.395378 192.952485 \r\nL 366.402209 193.001466 \r\nL 366.484176 194.455792 \r\nL 366.436362 192.481384 \r\nL 366.518329 194.164035 \r\nL 366.559312 193.277857 \r\nL 366.545651 194.382497 \r\nL 366.634448 193.569063 \r\nL 366.661771 194.283194 \r\nL 366.730076 193.049005 \r\nL 366.736907 192.778861 \r\nL 366.812043 193.765358 \r\nL 366.859857 194.652148 \r\nL 366.846196 192.797594 \r\nL 366.921332 193.980573 \r\nL 366.996469 192.659601 \r\nL 366.941824 194.224952 \r\nL 367.023791 193.122915 \r\nL 367.044283 194.431254 \r\nL 367.078436 192.824068 \r\nL 367.13308 193.709935 \r\nL 367.153572 193.222076 \r\nL 367.160403 194.649872 \r\nL 367.215047 193.772594 \r\nL 367.283353 194.760616 \r\nL 367.256031 193.003852 \r\nL 367.317506 194.289491 \r\nL 367.324336 192.756566 \r\nL 367.36532 194.508693 \r\nL 367.426795 193.536902 \r\nL 367.433626 193.527265 \r\nL 367.522423 194.62959 \r\nL 367.495101 192.673568 \r\nL 367.549745 194.224722 \r\nL 367.556576 192.831897 \r\nL 367.611221 194.31589 \r\nL 367.659035 192.882902 \r\nL 367.761493 194.298849 \r\nL 367.775154 193.945138 \r\nL 367.809307 192.66563 \r\nL 367.850291 194.445826 \r\nL 367.898105 193.194351 \r\nL 367.939088 194.750948 \r\nL 367.932258 193.023622 \r\nL 367.973241 194.307107 \r\nL 368.055208 191.546961 \r\nL 368.062039 194.8059 \r\nL 368.08253 194.26829 \r\nL 368.123514 193.13439 \r\nL 368.171328 194.595841 \r\nL 368.19182 194.116881 \r\nL 368.253295 194.634513 \r\nL 368.239634 192.864075 \r\nL 368.280617 194.164172 \r\nL 368.369415 192.701686 \r\nL 368.321601 194.24859 \r\nL 368.396737 193.152797 \r\nL 368.43089 194.718555 \r\nL 368.444551 192.934661 \r\nL 368.512857 194.039085 \r\nL 368.533348 192.642218 \r\nL 368.594824 194.389195 \r\nL 368.622146 193.463828 \r\nL 368.676791 194.439199 \r\nL 368.724605 193.160312 \r\nL 368.731435 193.321217 \r\nL 368.751927 194.201442 \r\nL 368.79291 192.892624 \r\nL 368.854386 193.65314 \r\nL 368.861216 193.004586 \r\nL 368.90903 194.106427 \r\nL 368.963675 193.822549 \r\nL 368.977336 192.537109 \r\nL 368.997828 194.490156 \r\nL 369.052472 193.081843 \r\nL 369.154931 194.337041 \r\nL 369.168592 194.164185 \r\nL 369.26422 193.346118 \r\nL 369.189084 194.81772 \r\nL 369.277881 193.727887 \r\nL 369.346187 194.327332 \r\nL 369.291542 193.185855 \r\nL 369.38034 194.055735 \r\nL 369.475968 192.886233 \r\nL 369.407662 194.378124 \r\nL 369.49646 193.563759 \r\nL 369.530613 194.932733 \r\nL 369.592088 193.210282 \r\nL 369.639902 194.644945 \r\nL 369.61941 192.874301 \r\nL 369.701377 193.253846 \r\nL 369.708208 193.268586 \r\nL 369.803836 192.76902 \r\nL 369.831158 194.563308 \r\nL 369.837988 192.85867 \r\nL 369.940447 193.953887 \r\nL 369.947278 194.019613 \r\nL 369.960939 193.50439 \r\nL 369.9746 193.953648 \r\nL 370.063397 193.07262 \r\nL 370.077059 194.289943 \r\nL 370.083889 193.455862 \r\nL 370.152195 194.343987 \r\nL 370.124873 193.016142 \r\nL 370.186348 193.656025 \r\nL 370.281976 192.638571 \r\nL 370.227331 194.359252 \r\nL 370.295637 192.845006 \r\nL 370.411757 194.713948 \r\nL 370.466401 192.864416 \r\nL 370.527877 193.344678 \r\nL 370.623505 192.737022 \r\nL 370.643996 194.871123 \r\nL 370.650827 192.474879 \r\nL 370.753286 193.772666 \r\nL 370.828422 194.839227 \r\nL 370.842083 193.369952 \r\nL 370.862575 194.566802 \r\nL 370.937711 193.012804 \r\nL 370.971864 194.110933 \r\nL 370.992356 194.442265 \r\nL 371.074323 192.828991 \r\nL 371.081153 194.333743 \r\nL 371.183612 193.804065 \r\nL 371.217765 193.355398 \r\nL 371.238257 194.082792 \r\nL 371.245087 193.199437 \r\nL 371.265579 195.027021 \r\nL 371.347546 193.693959 \r\nL 371.381699 194.556725 \r\nL 371.361207 192.758785 \r\nL 371.463666 194.206925 \r\nL 371.470496 194.188891 \r\nL 371.51831 192.672092 \r\nL 371.579785 193.991579 \r\nL 371.586616 194.022028 \r\nL 371.593446 193.800083 \r\nL 371.620769 192.855907 \r\nL 371.627599 194.406422 \r\nL 371.702736 193.461625 \r\nL 371.743719 194.368267 \r\nL 371.791533 193.055949 \r\nL 371.812025 193.787616 \r\nL 371.8735 192.436629 \r\nL 371.887161 194.281368 \r\nL 371.921314 193.248694 \r\nL 372.023773 194.813484 \r\nL 371.969128 192.948253 \r\nL 372.030603 194.012319 \r\nL 372.10574 192.875085 \r\nL 372.133062 194.314992 \r\nL 372.146723 193.220848 \r\nL 372.221859 194.511902 \r\nL 372.194537 193.030576 \r\nL 372.256012 193.566617 \r\nL 372.262843 193.092726 \r\nL 372.35164 194.565171 \r\nL 372.358471 193.55763 \r\nL 372.46093 194.380388 \r\nL 372.399454 192.571444 \r\nL 372.46776 193.745626 \r\nL 372.501913 192.907971 \r\nL 372.542897 194.493168 \r\nL 372.58388 193.283005 \r\nL 372.665847 194.51172 \r\nL 372.638525 192.674069 \r\nL 372.686339 192.992103 \r\nL 372.70683 192.703302 \r\nL 372.747814 194.627626 \r\nL 372.775136 193.714824 \r\nL 372.788797 193.018901 \r\nL 372.891256 194.370019 \r\nL 372.945901 193.191268 \r\nL 373.000545 193.846327 \r\nL 373.089343 194.48667 \r\nL 373.06202 192.52123 \r\nL 373.103004 193.774108 \r\nL 373.150818 192.38074 \r\nL 373.116665 194.648102 \r\nL 373.219124 193.167616 \r\nL 373.246446 194.565665 \r\nL 373.273768 192.931683 \r\nL 373.328413 193.747082 \r\nL 373.355735 193.297709 \r\nL 373.348905 194.22555 \r\nL 373.383057 193.909454 \r\nL 373.389888 194.418377 \r\nL 373.465024 192.581713 \r\nL 373.485516 194.175083 \r\nL 373.519669 194.437803 \r\nL 373.594805 192.887403 \r\nL 373.64945 192.60314 \r\nL 373.717756 194.730786 \r\nL 373.76557 193.142985 \r\nL 373.833875 193.627944 \r\nL 373.840706 193.284307 \r\nL 373.874859 194.437171 \r\nL 373.936334 193.571338 \r\nL 374.00464 194.455459 \r\nL 373.970487 192.902007 \r\nL 374.045623 193.926942 \r\nL 374.141251 192.982714 \r\nL 374.072946 194.29727 \r\nL 374.161743 193.500416 \r\nL 374.236879 192.75721 \r\nL 374.271032 194.709958 \r\nL 374.318846 193.157108 \r\nL 374.387152 193.221956 \r\nL 374.469119 194.126605 \r\nL 374.434966 193.12293 \r\nL 374.496441 193.746238 \r\nL 374.551086 193.153978 \r\nL 374.571578 194.268045 \r\nL 374.612561 193.544341 \r\nL 374.701359 192.947979 \r\nL 374.728681 194.294477 \r\nL 374.762834 192.81688 \r\nL 374.83797 193.501338 \r\nL 374.926768 192.92789 \r\nL 374.95409 194.312541 \r\nL 375.008734 193.134239 \r\nL 374.974582 194.658561 \r\nL 375.07021 193.745505 \r\nL 375.07704 194.163084 \r\nL 375.083871 193.135146 \r\nL 375.179499 194.06878 \r\nL 375.254635 192.850303 \r\nL 375.220482 194.347663 \r\nL 375.288788 193.222526 \r\nL 375.398077 194.733494 \r\nL 375.30928 193.101544 \r\nL 375.404908 194.282315 \r\nL 375.445891 193.117695 \r\nL 375.466383 194.447246 \r\nL 375.521028 193.367576 \r\nL 375.596164 194.30328 \r\nL 375.589333 193.085759 \r\nL 375.630317 193.51082 \r\nL 375.719114 192.753575 \r\nL 375.66447 194.110351 \r\nL 375.725945 192.994948 \r\nL 375.821573 194.285159 \r\nL 375.760098 192.947952 \r\nL 375.835234 193.040647 \r\nL 375.917201 194.187677 \r\nL 375.876218 192.860471 \r\nL 375.951354 193.998855 \r\nL 375.958185 192.778026 \r\nL 376.046982 195.138395 \r\nL 376.060643 193.904261 \r\nL 376.128949 194.368603 \r\nL 376.094796 192.847702 \r\nL 376.14261 193.310479 \r\nL 376.149441 193.070588 \r\nL 376.217746 194.426444 \r\nL 376.224577 194.206517 \r\nL 376.306544 194.74891 \r\nL 376.299713 193.238133 \r\nL 376.320205 194.336899 \r\nL 376.327036 193.341163 \r\nL 376.429494 193.681542 \r\nL 376.436325 193.609348 \r\nL 376.456817 193.927215 \r\nL 376.470478 193.747794 \r\nL 376.477308 194.392282 \r\nL 376.525122 192.63521 \r\nL 376.579767 193.875848 \r\nL 376.648073 193.159546 \r\nL 376.607089 194.458731 \r\nL 376.682226 193.771866 \r\nL 376.689056 194.309548 \r\nL 376.764193 192.964027 \r\nL 376.791515 194.033019 \r\nL 376.880312 194.473322 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380.814724 192.98938 \r\nL 380.807894 194.130867 \r\nL 380.842046 193.689675 \r\nL 380.88303 194.455858 \r\nL 380.876199 193.153824 \r\nL 380.951336 193.947755 \r\nL 380.985488 193.242289 \r\nL 380.99915 194.036786 \r\nL 381.053794 193.265117 \r\nL 381.108439 194.342414 \r\nL 381.081117 193.255383 \r\nL 381.169914 194.003504 \r\nL 381.204067 193.416159 \r\nL 381.272373 194.45338 \r\nL 381.224559 193.088982 \r\nL 381.313356 194.036423 \r\nL 381.388492 193.011231 \r\nL 381.35434 194.328037 \r\nL 381.429476 193.120622 \r\nL 381.545596 194.203272 \r\nL 381.654885 192.662925 \r\nL 381.661716 193.211991 \r\nL 381.695868 193.109728 \r\nL 381.771005 194.316273 \r\nL 381.852972 193.135434 \r\nL 381.846141 194.595991 \r\nL 381.880294 194.110007 \r\nL 381.887125 194.242731 \r\nL 381.921277 193.337712 \r\nL 381.962261 194.043017 \r\nL 382.07155 193.138879 \r\nL 382.037397 194.623632 \r\nL 382.078381 193.471013 \r\nL 382.098872 192.857133 \r\nL 382.092042 194.321099 \r\nL 382.167178 193.751031 \r\nL 382.174009 194.224638 \r\nL 382.228653 193.029385 \r\nL 382.276467 193.785479 \r\nL 382.296959 193.417691 \r\nL 382.290129 194.010191 \r\nL 382.31062 193.800369 \r\nL 382.331112 194.234184 \r\nL 382.365265 193.393971 \r\nL 382.406248 193.934386 \r\nL 382.419909 194.231579 \r\nL 382.522368 192.759496 \r\nL 382.597504 194.336544 \r\nL 382.604335 192.651628 \r\nL 382.638488 193.954478 \r\nL 382.679471 193.139508 \r\nL 382.686302 194.03655 \r\nL 382.747777 193.550496 \r\nL 382.754608 194.352821 \r\nL 382.78193 193.27198 \r\nL 382.857066 193.680519 \r\nL 382.884389 193.326416 \r\nL 382.891219 194.401564 \r\nL 382.945864 193.505644 \r\nL 383.01417 194.514364 \r\nL 383.000508 193.105757 \r\nL 383.055153 194.084691 \r\nL 383.157612 193.274061 \r\nL 383.068814 194.185754 \r\nL 383.164442 193.665697 \r\nL 383.171273 194.260208 \r\nL 383.205426 192.843998 \r\nL 383.273731 193.756653 \r\nL 383.280562 193.765986 \r\nL 383.321545 193.149533 \r\nL 383.328376 194.371101 \r\nL 383.396682 193.345701 \r\nL 383.49914 194.237909 \r\nL 383.410343 193.25543 \r\nL 383.505971 193.572571 \r\nL 383.560616 193.14847 \r\nL 383.567446 194.256037 \r\nL 383.60843 193.588178 \r\nL 383.683566 194.476095 \r\nL 383.656244 193.202832 \r\nL 383.717719 194.310803 \r\nL 383.745041 194.687695 \r\nL 383.827008 192.676037 \r\nL 383.943128 194.41986 \r\nL 384.045587 192.981126 \r\nL 384.018264 194.612914 \r\nL 384.052417 193.803779 \r\nL 384.134384 194.863363 \r\nL 384.093401 193.579842 \r\nL 384.154876 193.652326 \r\nL 384.230012 193.109591 \r\nL 384.195859 194.186775 \r\nL 384.264165 193.269205 \r\nL 384.359793 194.183307 \r\nL 384.298318 193.171213 \r\nL 384.373454 193.639668 \r\nL 384.414438 194.278519 \r\nL 384.407607 192.832896 \r\nL 384.489574 194.1122 \r\nL 384.496405 193.122461 \r\nL 384.605694 193.272182 \r\nL 384.68083 193.144719 \r\nL 384.714983 194.442022 \r\nL 384.762797 192.910943 \r\nL 384.824272 193.553775 \r\nL 384.844764 194.439276 \r\nL 384.899409 192.757488 \r\nL 384.926731 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\n"
},
"metadata": {
"needs_background": "light"
}
}
],
"source": [
"cepstrum = np.fft.rfft(np.log(spectrum))\n",
"\n",
"plt.plot(frequency_x[:int(len(frequency_x)/2)], cepstrum[:int(len(frequency_x)/2)])\n",
"plt.xlabel('Quefrency')\n",
"plt.ylabel('Amplitude')\n",
"plt.title('Cepstrum')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
]
}