sub-13_task-stopsignal_run-1_desc-rois_bold.svg 544 KB

1234567
  1. <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="0 0 1108 469.55725190839695" preserveAspectRatio="xMidYMid meet">
  2. <g>
  3. <g transform="translate(0, 0) scale(1.0) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-z-2d34e85a-f9e4-4b5c-ace8-3e6016a9c676"> <g id="patch_1"> <path d="M 0 165.6 L 1108.8 165.6 L 1108.8 0 L 0 0 z"/> </g> <g id="axes_1"> <g clip-path="url(#pe542765495)"> <image height="165.6" id="image9a8d0e64c8" transform="scale(1 -1)translate(0 -165.6)" width="1109.04" x="0" xlink:href="data:image/png;base64,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" y="-0"/> </g> </g> <g id="axes_2"> <g clip-path="url(#pff92ac2ab9)"> <image height="158.64" id="image489e73fab6" transform="scale(1 -1)translate(0 -158.64)" width="158.64" x="0" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAKVCAYAAACeURCnAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3VmPn+ddPvCvk7FnPOMZ7+MtjpckbtpsbRO1qrqJolYqQqgIAeKoQoIjOEHiJfAWKiGQoBISQggkSBFVgLagkqZtQkiTxkmzOLET7854mX3slP8RZ/9K1937eRhKP5/jS8/9e/bvzMFzbdmyZct/VeDuu+9OYlVVdefOnTib2LJlS5z9r/+Kdife5l133RWvvXXr1ig39PGpyvfn/fffj3It+z0xMRHl1tbWolzLtZZK93sz12455un5TvcnvW+qqn784x9HuXS/x7gXh95my/G5fft2lBvj3KTbTH/j1NRUvPbGxkaUS6+f9Hnass1UyzFPs0O/m1q2OTk5GeXS66JFuj8t53CMbW6WlvPdkk2McXzypzQAAPwEhkoAALoZKgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6GaoBACgm6ESAIBuW6oqrw4IDd1S0dJukH5xvmWbqbS1YH19ffC1U2lLxRgNK+k2x2hvSlt/WtqOxmhEGXrt9NyM0SSUPgfSpqUxGnWGbv2pqpqZmYly6XXR0nqRbnOMdquhm6NazvfQa4/x/Btj7THu21T6rBzjnbyZ7/mfBWNca2nWfyoBAOhmqAQAoJuhEgCAboZKAAC6GSoBAOhmqAQAoJuhEgCAboZKAAC6GSoBAOhmqAQAoFvWXdeopVYs0VLXNfTaLdLfmVZMtez30JVvae1Z1fD73VKVmFZjpr+xZe2h6ylbzvfOnTuj3MrKSpRrqXtbXV2Nctu2bYtyU1NTUW779u1RrqpqY2MjzibSms+q/Dymx6flmrx9+3aUG6OmcTNrS4eufkyPY1VbhedmSa+hlmdQWvmbHsuW4/h/qX6xZb/T89Py/h6a/1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANBtS1VFn6ZvaVZIv3Y/dK5q+HaDlrXTY5R+7X6MhoH0i/xjNBakrSQt7SVpM0i6Py3Xedqok+5PS4vH3NxclEubNFrO9/r6epRLr9+0Kaflukj3u2WbQ6+dXmstjTrLy8uDrt1i6LaaMRqU0t84RjNbej+MsXa6zTHeOWnzTksLTLo/Y5zv9Bj9X2r9aeE/lQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdIsbdcb40n6qpf1h6Laaln1JGyDS9oeWhoFU2iDS0uIxNTUV5dImlm3btsVrp+dx6LaPqryFIc3Nzs7Ga6e/M107bb2oyo9leg0NfRyr8mfG9PR0lGu5FxcXF6PcGE0j6fNqjOfA0G1mLffi5ORklBu6eadq+Od0y704RmPW0MZocUuzY7znh27pabnWNvM8xq19I/8OAAB+DhgqAQDoZqgEAKCboRIAgG6GSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAuhkqAQDolnV11ebWA7XUs6WGrjOrGr4qbIxqzLhqqaE6aug6qpZrLT1Gq6urUa5lv9NsWjvZst/z8/NxNpFWjFbl9Xlpfd3ly5ejXMu9mF4XMzMzUS69Z6vy50Bab5peu1X5MU+vtaWlpXjt9Bil+91S17qyshLl0uui5dmbXpdpdWhLPWV6HtO1W9616dpjvL9TQ9c5Vg2/P5t5fMaoiPSfSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAum2pqsGrctKv94/xtfu0UaLlS/Kp6enpKLe8vBzlWhpW0mM+xvFpab5ItDSnDN3qkB6fqny/0/abw4cPx2un+/PWW29FuZbWlh07dkS5K1euRLn0OLacm6GbRlrWfvTRR6Ncel0sLCzEa9+8eTPKpdfFGO7cuRPl0nPTkl1fX49yW7dujddeW1uLckM3j1UN39LTcsyHfvaO0WLU0k6UGuOZkUqP0aY258VbBACAn8BQCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0G2URp2hv/reIv1C/M/Cb0ybJ1q2mbaXpF/Pb7F9+/Yot7i4GG8zbTdI93vPnj3x2idPnoxy169fj3IXL16M1z5w4ECUS9tvDh06FK997NixKPfSSy9FuTfffDPKXb16NcpV5dfFgw8+GOVmZmbite+7774ol7a23Lp1K177/PnzUe5HP/pRlGtpt0qfqelv3L17d7z2tWvXolzaetbSNJI2p6TP85YmlqEbdcZomhvjXZL+zs1cO70fWn7j0E1hY6ztP5UAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0G3LXXfdFXXvtNQVptVeaR1VS5VQunZLBWJqM6ujUml9U4v02kir7lqutYMHD0a5dL8nJyfjtdMarvRae+ihh+K109rJe+65J8rt27cvXntlZSXKpZV4586di3J//Md/HOWq8uPzm7/5m1FudnY2Xnt+fj7KpcenRVpxury8HOVWV1fjtW/cuBHlXnnllSj3+uuvx2uvr68PmksrNKuq1tbWolz6DGp5Rm9sbMTZRPpMq8rfd+l7foy1x3jXDl3d3LLfY9RGD81/KgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6DYxxhfnb9++Pfg2U+kX59Ov2G/mF+xbmhXS1oK0aSRtnqjKf+e9994b5VraS954440od/PmzSj35S9/OV47bRt58MEHo9yuXbvitYe+zhcWFuK104agpaWlKJe2Yxw+fDjKVeXNSHNzc1Hu5MmT8dpTU1NRLr1vWlpt0v3Zv39/lEv3pSrfn7QFq+V8f/e7341yaetPS6NOut9pE1WLoRvSWuaBliaYobeXvu/GWHvobY4xY2zm2v5TCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAt4nNXDxtA2j5en7aCDB0I0nL2uk2W9oN0laSNLdv37547fQ8pk05r7/+erx22tryqU99Kso98cQT8dppO0faJDQxkd+Oi4uLUS5t8UiblqrydpnXXnstyj300ENRruU58O6770a5tO2opQ1lY2MjyrW0GKXSJph0f+bn5+O10/shbdRpefamDWDPPPNMlGtphUvfJWnL09raWrx2+sxIW7BangPp/ThGW83Q0vdi1fBtPmMY45in17n/VAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAt7gXrqXGaOiqxBbpNoeut2rZ5hjStVdXV6NcWntWVbV///4o99JLL0W5lhqsT3ziE1HuS1/6UpRrqWdL6+bSSryZmZl47ampqUHXPnbsWLz20JVv6T178+bNKFeVX0Ppb1xeXo7Xfvvtt6PcoUOHolxavViVXxfpM3rnzp3x2um9k16Thw8fjtfes2dPlEuvtdOnT8drX716NcqldbYtVYnpNtP9HuOdnL6bWp69qXRuGaN6Ma41HGG2GqMKOuU/lQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdNtSVYN/Qj/9mnuq5Sv/acPAGF/QH3q/W5o0hv7S/vbt2+O1NzY24mziYx/7WJz9vd/7vSi3sLAQ5VqOedo6tG/fvig39HGsylsqWppT0mvt/PnzUS5tljlz5kyUqxr+Xmy5H9K102aZ2dnZeO20UWeM6yKVtnpdvHgx3ub8/PxP+3P+v/7iL/4izn7ve9+Lcun9PTk5Ga+dXpfps6qlYSW9ztP3d8s7Od3mGI0xQ7cTpTPLGGu3iBuCBl8ZAICfO4ZKAAC6GSoBAOhmqAQAoJuhEgCAboZKAAC6GSoBAOhmqAQAoJuhEgCAblu2bNky+KfXh/6ae8sX58doykmlvzP9yv9ddw0/86ctCNu2bYu3me737//+70e5hx9+OF57aWkpyt26dSvKHT58OF47bURZW1uLcmnLSVXbPZFoaW1JG1EuXboU5Y4fPx7l9u/fH+WqqiYmJqJc+htbmjnu3LkT5dL7e2ZmZvC10+dkS8NU+jvTZpn03q7K78V0f9LjWFV1+fLlKPdnf/ZnUS59VlXl+5M+99PmnarhW9zSc1g1/LtxM5uEWu6xdJst1+/Q/KcSAIBuhkoAALoZKgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6GaoBACgm6ESAIBuhkoAALpNpJVDLTVGQ9vMCqWWOrz0d6Zrt9RdprVVaT1bS23fY489FuUeeeSRKNdStZmen3379kW58+fPx2un19r09HSUa6nrSisd0+PTUnuW1udt3749yqWVoDdu3IhyVXndXHrPLiwsxGun53Fubi7KtdTXpddaWpXY8vxLr4v0mE9OTsZrpxWRacXo8vJyvHZaCZqe72vXrsVrp++I9F5M96UqfwalNbUtz6A0O3RlatXws1BLPW8q3Z8x5jr/qQQAoJuhEgCAboZKAAC6GSoBAOhmqAQAoJuhEgCAboZKAAC6GSoBAOhmqAQAoNvEGF9U38xWmzG+oJ9qacAZentpE8LU1NRP+3N+ol/91V+NcmnTSNrAUDX8frc0Shw+fDjKpfszxnWeXkMtDSJpG0sqbU5JW0FapA0rt27dire5uLgY5dL93rNnT7x22mqT7nfL/bB79+4ol7Ydvffee/Ha6TFK77EjR47Ea//whz+Mcjt27IhyLec7PY83b96McmnrT9XwrTZDP1dabGZjYDovVQ3fxjfG2v5TCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAt4n0q/ib2bzTsna6zaFbf1qkx7ylzSLdn3Sbx44di9e+fPlylNu/f3+Ua2mWSVt60haPtBWkqmrbtm1RLt2fdHtVedtIuvalS5fitS9cuBDl3n///Sg3PT0d5WZmZqJcVd7OkeZaWp5mZ2ej3D333BPl0taUqrzl6erVq/E2U2mTUHpNttyL6TsibUa6995747UXFhaiXHrf7Nq1K1576GfL7du347XT893S2jK09P2QPquq8mttjNlq6PlmjLnOfyoBAOhmqAQAoJuhEgCAboZKAAC6GSoBAOhmqAQAoJuhEgCAboZKAAC6GSoBAOhmqAQAoNvEKDU9YT1RWoHYUpWY1lbduXMnyrVU56VVT+lvTCvkqqrm5+ej3I0bN6Jcy36n5/v69evxNlNpHdWOHTuiXMt+p9n0Wrt582a8drrN9Jin57CqamVlJcql9Ytpdd7U1FSUq6o6cuRIlFtaWopyLTWWaX1dWts3NzcXr33t2rUol1YgtlSmpnWS6TFvqeVM750zZ85EubTWtSqvvv21X/u1KJfeD1VVP/jBD6Lc+fPno1x6b1fllaDpO6elCjWVvpNb5qD0fKdzS0sdc/rcT5/nLRWa6f74TyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN3yT7k3GLpZpuVr9+na6Zfk0y/Yt2wz/TL95ORkvHaaTVtOZmdn47W3bt0a5dIGml27dsVrLy8vR7m0YaClSSOVnu+09acqb1tKj3nLPZae75YGnKGdO3cuyqX3bEsbVHq+02u3pVFn7969US493y2tXjt37oxy6X6nTSxVVc8//3yU+973vhflHn744Xjtz372s1Hu2LFjUe5v/uZv4rW//OUvR7m0aemrX/1qvHbavpM+e1vam1JjbHPolp4x2nxSGnUAAPhfyVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQLf48e/pV/Bbpl+lbpF+IT79in35FvmXttJHk9u3b8dqXL1+OcmlD0CuvvBKv/elPfzrKpce8pUkjvS7Tc9NyTe7bty/Kpftz9erVeO2FhYUol57vmZmZeO0TJ05EuVu3bkW5tElo//79Ua4qb55YW1uLci3XZHovptdPS6tNep3Pz89HufPnz8dr37x5M8ql7V8tz7/HHnssyq2urka5L3zhC/Ha6TsiPZYf+tCH4rW/9a1vRbkXX3wxyi0uLsZrp8cyPT4tbTFDt9e1PPfTbW5mY2D6G1sadVL+UwkAQDdDJQAA3QyVAAB0M1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANDNUAkAQDdDJQAA3eJepJYqobT6J60xGqPOcYzayXS/0+q8lv1Oa/bm5uai3M6dO+O103rBQ4cORbmWay3dn7Rmr2W/19fXo1xaBdhSmbW8vBzl0uuipYYwrRk9cOBAlJuamopy6X1TlVclzs7ODr52mk1rGlsqNNNn6qVLl6Lc7t2747UvXrwY5caor3vnnXei3C/8wi9EubQ6tKrq1KlTUe65556Lct///vfjtdP6xbS2L723W6TPv/S6qGqr8Ey0XGup9Jhv5mzV8lxL+U8lAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADd4kadFumX5NNcS9PI0F/Gb/nKf7p22pCxsbERr720tBTl0saEtC2mqur111+Pcg888ECUa2kSmpycjHJpc0pLk0baQjM9PR3lFhYW4rX37NkT5SYmslu8Ze39+/dHufRau3LlSpT7whe+EOWqqu69994ol96zr776arz2d77znSi3bdu2KNdyP6TXedoolj5Xqqp27doV5dJj+cYbb8Rrp/dYeq2lbUdVVWfPno1yf/d3fxflLly4EK+d7nfaetZyraX3TtqY1bJ2ev2muZa5Yei5ZYwZY4wWwpT/VAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0G0i/eJ8+hX5FkM371S1fZ0+0fJl+vQL+mtra4NurypvlmnZZuoHP/hBlEuvtZMnT8ZrX758OcotLi5GuZYmjfn5+SiXtpzs3bs3Xjtt0jhz5kyUu//+++O106andL9v374d5VqeA+k2L168GOUOHjwYr50+g9LWn2vXrsVrp8+W9HnR8jw9d+5clPvHf/zHKJc2N1VVffGLX4xy6fMvvb+qqr7+9a9HubSBq6XVK7020mdLS4NSuj/pfZves1VVd+7ciXJpA80YrTbptdbyXBu6pSc9ji38pxIAgG6GSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAuk2MUZU4dPVjur2q4SuUWqTVSGPs99D1lGkVX1XVgQMHotzhw4ejXFr/VVX10ksvRbnPfvazUS6tzquqWl9fj3JpXWF67VbldWrpdX7z5s147W3btkW5tBozPY67du2KclX5MU9zLe65554olx6fPXv2xGuntbKrq6tRLq1zrKp68skno9yHP/zhKPfJT34yXvvRRx+Nci+//HKU+8Y3vhGvffr06SiX1hC2VCUuLy9HubR28r333ovX3rlzZ5TbunVrlNu+fXu89vnz56Nc+h5rmQeGrl9see7/LMxW/lMJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEC3uFFnjC+vj2GMhqBUut9D51qyExMTUe7OnTvx2gsLC1Hu2WefjXIt7S5ra2tRLm3KmZubi9dOW4zSlpO0Waaq6tChQ1EubfFoaVCampqKcv/8z/8c5dLfmDYyVeUtNJ/73Oei3De/+c147dT8/HyUa7kX33777Sh35MiRKPcnf/In8dof+9jHolx67bZ4+umno9zVq1ejXEuzzMrKSpRLr/N9+/bFa1+4cCHKpY1DH/jAB+K1Z2Zmotw//dM/Rbn7778/XvvatWtRLm2/Sc9hyzbTGSNtKKvKr6Ex5puU/1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANAtq1eptnaXtGlkDGl7SSr9en6L9Phs3bo13ubQTUKXL1+O1z548GCUW11dHTRXVXX9+vUo9+STT0a5nTt3xmufOnUqyqW/saVZYXl5OcqlDUot+/38889HufQ3/vIv/3KUm52djXJVeTvR17/+9UG3V5U/K2/duhXljh8/Hq+dNm5861vfinK7du2K1/7MZz4T5f71X/81yrU8y9MGpbQFJt1eVdWxY8cGXTttKKuqOnnyZJRL25uOHj0ar52+n5566qkol7YdVeUNf+n7ruVdm16X6ezQ0pjV0myYGHpeqvKfSgAABmCoBACgm6ESAIBuhkoAALoZKgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6GaoBACgW1zT2FJXmNaUpRVKLWun2bTuqKWeMt1mWss0NTUVr91S9ZSYnJyMs2nF1Y4dO6Lc4uJivHZaM5Uen7S+rqrq8OHDUS49li31lGmlWXp8du/eHa/99NNPR7lHH300yqXXzwsvvBDlqqrm5uaiXPq8SOsPq/Jqw7QaM92Xqvz6TStGf+M3fiNe+6WXXopy+/fvj3KXLl2K106flUtLS1EurVSsqjp06FCUS58DLXWt6TMoPebT09Px2ul9+8QTT0S573znO/Ha6Xs5vS5aZox0v9P5puXdnT7P02uopVJ7Y2MjyvlPJQAA3QyVAAB0M1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANDNUAkAQDdDJQAA3eJGnbQtpir/6vsY0i/jp7+xpVlm6Iaglq/dLy8vR7m0MWF2djZeO23KSVsqWtos0naDtEnj7Nmz8dpPPvlklPviF78Y5dJmjqr8fL/55ptR7rXXXovXfvbZZ6PcZz7zmSiXNgkdO3YsylXl9216z6ZtElV5U85bb70V5dL2m6q8SSO9b1555ZV47fSZml67N2/eHHztlpayVLrN9De2vD/TZ2X6Lmlpd0mvoT179kS548ePx2unbUst19DQ0vd8+gxqsb6+HuVamoRS/lMJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEC3uFFnjJac9Gvu6Zf7q/Lf2dIQNLS0gaGl1eb27dtRLt3vo0ePxmsP3azQcm7W1tai3PXr1+Ntpp5//vkot2/fvih38ODBeO20Xeaxxx6LcqdPn47X/vjHPx7lJiayx0t6P7z33ntRrqpqcXExyu3evTvKtbRepO0l6fPv5ZdfjtdOm6PSxqELFy7Ea6ctHi2NWam0pSd9XqTXbou0rSZtPasa/j3W8q5Nz/fKykqUa3n+pU056XXRMt+kx3wzmwXT3/jjH/94+LUH3yIAAD93DJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHSbGKPOJ60pS7WsndZrbWxsRLm0Sq1Fesz3798fbzOtaUzr5h588MF47bSOan5+PsrdunUrXjs9P6+++mqUa6nW2rlzZ5R76qmnolxaqViV1+yl19Av/dIvxWufOnUqyqX1bGl1Xkt9XVr9ePLkySh37dq1eO233347yqXPyXfffTde++rVq1EufQa1VGPOzc1FudXV1Sh34sSJeO1Dhw5FuTNnzkS59P1QVbVr1644O/T20mdl+txP6w+r8orTzawrTPe7pYY13Z/03dSydipdu2W+SX+n/1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANBtYugGmqr8y+tpU076G8fYZssX59OGjDTX8qX9tM0ibTm5995747XT9pL0Gjp+/Hi89vbt2wdd++zZs/Ha169fj3Kf/exno9y//du/xWvv3bs3yi0tLUW5lvs7bbZZX18fdHst5ya9b9M2n/Q4VlXt2LEjyqW/cc+ePfHaH/3oR6PchQsXolzamlKVN/+kbVDpcayqWl5ejnIzMzNRbtu2bfHa6fM83Z+tW7cOvvbi4mKUS59pLWZnZ6Ncek1W5a1DaUNQy/MvnR3S51/LfHPnzp0ol14XabNWVd7a5z+VAAB0M1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANDNUAkAQDdDJQAA3QyVAAB0m0hbW1qaZdJWmzG2l2bTL8mnX7CvylsY0mOetgFUVT344INR7q233opyaVNNVdWBAweiXNowkLZjVFU98cQTUS5tYLh06VK8dnoer127FuWOHDkSr522rKT7feXKlXjttBnk1q1bUS5tB7p69WqUq6p6/PHHo9znP//5KJc271RV/dEf/VGUS9tdPvzhD8drp41Z6bWWNnNU5dfkwsJClEubuqry63foRpKqqhMnTkS59NmbtqNV5fdO+ow+c+ZMvHb6/EufF2ljS1XV+++/H+XSd3K6vaqGZplwxmhpzkuvy/Q6b5nrUv5TCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdJtI6n5YqoVRaEdRS05jWGKUVSmmuKt+frVu3RrmWusLU5ORklFtdXY23me5PWs/WUhF5+fLlKJdW4n30ox+N105r5N54440od+zYsXjtffv2Rbn03rn//vvjtQ8fPhzlFhcXo1x6vtN9rqqanp6Ocum5Sfe5quoP//APo9xTTz0V5dJ7tqrqvffei7OJlv2+fv16lEtrCG/cuBGvnT6v0vdD+ryoGr4ycGlpKV47/Z1jvOdnZ2ej3Ouvvx7l0vdIVdW5c+eiXPpO3tjYiNceWsuMkT7P0/1W0wgAwP9KhkoAALoZKgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6GaoBACgm6ESAIBuE2M05UxMTES5tImgRbo/6ZfpW45P2tawvr4e5Vq+dp+2MKQtMO+880689okTJ6Jc2nqRXj9VeevQjh07otzVq1fjtdMGiIcffjjKpddPVd4uk16/Ldf5rVu3olz6G9NUm7neAAAca0lEQVQWmA9/+MNRrqrqP/7jP6Lcyy+/HOXS66eq6uLFi1EubTFqaVhJn6npuRnjGZ0+g1ruh71790a5MVrc1tbWotyePXui3LPPPhuvnT6n02d0S6vNmTNnolzaftPS3pRK37Wb6WelrTDlP5UAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHSbSL+83vLV9zt37vy0v+d/zBitP2kbwcbGRpSbn5+P107Pz/bt26Nc2nJSVXXlypUot7i4GOXSxo2qqsnJySiXtl60XOd33ZX9TXbhwoUod/LkyXjtmZmZOJtYWVmJsw888ECUS6+hz33uc1EuPddV47RzpA4ePLhpa//DP/xDlHvuueei3Kc//el47fQaSq/dbdu2xWun2fSZ2tKslTYope+Hxx9/PF47fbacP38+yqXtN1VVL7zwQpS7fPlylJueno7X3rVrV5S7du1avM1U2vSUzg5jtNqMsc2U/1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANDNUAkAQLctd999d95LF0orgloq8YaWVi21/MZ0v9N6v5Zauo9+9KNRLq3CaqnMOnXqVJSbm5uLcmmFZlXVzZs3o1xaT9lSMZrWzaX1bHv27InXTrOzs7NRLv2NVXmN5hNPPBHl0trSb3/721GuKq/OS6sxDxw4EK+dVt2l98PRo0fjtdO6wq9+9atRbn19PV77Ax/4QJRL9zut96uq2r9/f5RL74eWZ+/p06ejXLo/S0tL8drpMU/fOV/5ylfitdPrPK1UbHkGvfjii1EuredN66qrhp9bWrY3dEXkGPynEgCAboZKAAC6GSoBAOhmqAQAoJuhEgCAboZKAAC6GSoBAOhmqAQAoJuhEgCAbhNjtNqk20y/Yt/yG9Ntpl+cb/nSfksjQOL27dtx9t13341yDz74YJRLW1Oqqq5evRrl0raalkaJw4cPR7kjR45EuZZjnrZUpO1ELS0eaaPOyspKlHvrrbfitdOGjOXl5Sj39NNPR7l9+/ZFuaq8tSU93y0NFWlLz7Fjx6Lck08+Ga+dHvP0HP793/99vPZHPvKROJtI22+q8uaU9Ln2yiuvxGvfc889UW5+fj7KLS4uxmunz96XX345yrU8B9JrLX1Gp+ewKm+vS9/faRNVVf4sGKPVZuhtpu+wqobGwJ/2xwAAwH8zVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHSbSIPp19RbjNHmM7SW35h+lX9jYyPKpQ00VVU3b96Mcqurq1GuZb/fe++9KJe2NTzwwAPx2h/84AejXNr+cPfddw++9quvvhrl9u7dG6+dNoO88MILUS5tBamq2rFjR5T71Kc+FeXuvffeKPfss89Guaqqr3zlK1Hu85//fJRLW0Gqqv76r/86yv36r/96lPuVX/mVeO201evMmTNRrqXFKL0mb9y4EeXSZ1VV1dGjRwfdZrq9qqrHH388yj3zzDNRbvv27fHa9913X5R78cUXo9zu3bvjtdO2mpmZmSiXtsJV5fNI2lK2vr4++Nqpllab9Jinv3GMuc5/KgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6DYxxhfVU+mX5Ft+Y/rF+THWvn37dpRracpJLS0tRbkLFy5EuYmJuGypdu3aNWjuwIED8dppO0faOJS25FTlDSK3bt2KcmnTUlXVnj17otyXvvSlKHf9+vV47dSbb74Z5c6dOxflWlov0uOTtvRcunQpXvvgwYNRLj3m//Iv/xKvffLkySiXPv/SJqqq/PmXPlPff//9eO25ubkol7aepS1PVVXf+MY3olz6Gw8dOhSv/c4770S5lZWVKPfaa6/Fa6f7k0qf5VX59Zs2KKVzQ2s20dJe97PQQug/lQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQLe7iG6PGKK3rall76G221BWmNWVbt24ddHtVVbt3745yk5OTUe7UqVPx2jMzM1HumWeeiXIf+9jH4rXTCsSdO3dGuZbqsTSb5tJ6v6qqEydORLmXX345yqXXZFVet3nmzJko9+qrr0a5tbW1KFdVde3atSiX7svhw4fjtVNpDWFLRWS6zQ996ENRLn2uVFUtLCxEubRqLj03VfmzMl07rRitqtq+ffugueeffz5eO713vvWtb0W5lvdd+kxNc2n1YlVe2ZrWcra8a4fWMt+oaQQA4OeCoRIAgG6GSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAuhkqAQDoZqgEAKBb/Pn8li+5D/3V9zG+Ip9u886dO/E20y/jp7nZ2dl47Zs3b0a5tCnnnXfeiddOm07S1pYf/OAH8dqf+MQnolza+tPS4pEey7RpZHp6Ol47vX7TNou0iaoqb6s5f/58lDt37lyU++EPfxjlqvL9Sa/zlmdQet8+++yzUW7fvn3x2keOHIlyi4uLUS69fqqqzp49G+Xm5+ej3Ac+8IF47dOnT0e59B5raVjZv39/lEuv37vvvjte+7nnnotyU1NTUW5lZSVe+8CBA1EuvXfS9puq/B2aNky1tPmk2fQZ1PLsTdduaelJxcdy8JUBAPi5Y6gEAKCboRIAgG6GSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAuhkqAQDoNpG2nLQ0y4zRgJNK2wjS39iyL+mX8dNj2fKl/bQBIm3SeOCBBwZf+5vf/GaUe+SRRwZf+5577om3mUobMiYmsuKqRx99NF57fX09yt26dSvKtVxrq6urg+bSlpONjY0oV1X14osvRrn03LS0nKTXWnov7tixI177lVdeiXLp9XPo0KF47bm5uSiXHsuWhpW03WX79u1RLj2OVfn1m14X6Tu5qurhhx+OclevXo1yLe1NR48ejXLpMT9+/Hi89o0bN6Jc2vY2hpZnaiqdR4ZuHGrhP5UAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0G0irbm76658/kyrhNJtttQdjVE7lEr3Z4way7T6LP2NLed79+7dUS79jadPn47X/uQnPxnl0oq0V199NV47raVLazlff/31eO30WL755ptRLq1Sq8qrz9L9vnnzZpQ7depUlKsa/ty0mJycjHJ79+6NcjMzM/Ha6fMvfaa2VGOmtYrvvPNOlGu5JtNaujfeeCPKpTWAVVUXL16MclNTU1GupZ7y/vvvj3J/+qd/GuVa3p/pvZPWWLa85zezCnroiuf02m3Z5qbOQZu2MgAA/2cYKgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6GaoBACgm6ESAIBuhkoAALpNpF9zb/na/RhNOam0aSTV0iyTthOlzQotrQFpC8OOHTui3OXLl+O1jx8/HuUOHDgQ5a5evRqv/Vd/9VdR7tixY1HuoYceitd+/vnno1x6XaysrMRrX79+Pcql57vlWrtw4UKUS58taW5xcTHKVeWtP2ljzOHDh+O1L126FOUOHjwY5dJrt6pqeXk5yqXHMr23q/JnUNqg9KMf/Shee+vWrYPmJiYm4rXTbHp80udFVf4OTRtW0panqvzdmF6Taa4q3+8xZpGh23w2sx1oDP5TCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAt7w2oMHQTTlp40ZV3hwwxvbSNp+0xaOlHSg9Ru+++26U++AHPxivfevWrSj3yU9+Mso9+eST8do3btyIcs8880yUm5ubi9dO2zn2798f5dLjWDV8K1PaclKVH6OlpaUol/7Ge++9N8pV5S006X2zZ8+eeO333nsvyu3evTvKtVwX6e9M211azM7ORrl77rknyi0sLMRrp/fDnTt3olx67VZVnT9/PsqlrUwzMzPx2mk2bQp7/fXX47XTay29x1oaddJnRpprac5L92foWaRl7c1s6fGfSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAuhkqAQDoNrGZdT6plgqltBoprUBsqZwceu2Wc5NWXK2vr0e5xx9/PF47rZ1M6wrTureq/PyklWIXLlyI106PZVqJl9b2VVUtLi5GufRaa1k73WZaL5ie7507d0a5qvyaTH9jeryr8iq1t99+O8qllZNVVTt27Ihy6X6fPXs2XjutDNy+fXuUa3nup8+/tKaxpTJwfn4+yqXnpqUy9dSpU1Eurca8du1avPbt27ej3IEDB6LclStX4rXT85g+q1qutfS9/LNQqdhSgR1XXv60PwYAAP6boRIAgG6GSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAuhkqAQDoZqgEAKDbxBgbTb9On7ahtHxxPl07bb9p+eL8xER2ONP9bvnKf9pmke7PK6+8Eq/92GOPDbr2iRMn4rXPnDkT5fbu3Rvlzp07F6+9devWKDc3Nxfl0vaHqrydKG39Se+Hlm2m92269sWLF6NcVd5ilK69uroar93S/JM4ePBgnE3biVZWVqJcS6NYus0bN25EufR5WpW30KT7kz4vqoZvEmo55ukzKG3MSpuoqvLn1VtvvRVvM5W+G4d+Bm22odt8xuA/lQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdJsY48vr6TbTNoCWhoGhtRyfO3fuRLm07aPF2tpalJucnIxyCwsL8drpfl+/fj3KnTp1Kl47bdJ47rnnotyuXbvitQ8dOhTl0nNz/PjxeO30GlpaWopyLW01aZtFem7SBpqWxqHbt29Hufn5+SiXXrtVeRtL2iwzRqvX9PR0lEuvn6r8/KT7c+XKlXjtVNpqk56bqqqpqakolz5bWhqZhm4xSu/ZqrxJ6Jvf/GaUS99NVcM34LQ0CaXX79CtP1XDtxC2tPbF24y3CAAAP4GhEgCAboZKAAC6GSoBAOhmqAQAoJuhEgCAboZKAAC6GSoBAOhmqAQAoJuhEgCAbhNp9U5LVVhaoTR01dIYWioi08qjtEKupb4plVaF3bp1K95mWsP1W7/1W1Hutddei9dOa8VOnDgR5VquybRObXZ2NsqdPn06Xjut2XvvvffibabSKsBUWjmZ1sJV5dWY6b60rJ3Wze3evTvKpdWCVfnzKt2f9fX1eO30WA5dKVuVP1NbaulSly9fjnKXLl2Kcvfdd1+8dvq8ev3116PcI488Eq+dnsezZ89GuZYa1nS/x6hOHnq+abkm02OUrj3GjOE/lQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdJtIm3JavryefiE+3WbL2i3NP0OvnWbT5okxWozSFoSWZpmVlZUo99Zbb0W5V199NV774sWLUe7o0aNRLm2/qcobddLGjZa102sobZTYsWNHvHba0rO8vBzl0uu85ZpM78X0fmiRNuCM0WqT2tjYiHJjHPP0fKfPlaqqvXv3Rrn03dTSsJKunUrPTVXVjRs3otyFCxei3Mc//vF47a997WtRLn22LCwsxGu3NN0l0udky9rpdT70vlTl1/koaw++RQAAfu4YKgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6GaoBACgm6ESAIBuhkoAALpNtDTGpNIvyadffW/52v3QrQ4t0paT9De2tFmkDRC3b9+OcnfffXe8drrN//zP/4xyv/iLvxiv/e1vfzvKfe9734tyv/u7vxuvvbS0FOXS5pSrV6/Gay8uLka5tNWmpUEkvS6HbphKj2NV/myZnp6OculvrKqanJyMcul9k57DlrXT+7ul3SX9nWnj0P79++O1d+3aFeXSa3Lr1q3x2um1lt43U1NT8drPPfdclDt8+HCUSxvKqvJ7Im3gajnmLddlYow5KJVeP1V5A056f4/RGOg/lQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQLe4ea6kSSuuoxqhKTI1R55jud1qltrq6Gq+dVlmmuZbzndZrpbWG3//+9+O1H3zwwSj353/+51HuyJEj8dpHjx6Ncuvr61GupRozrbpr2WYqvYZ27twZ5VoqEFMt1a6J9HhXVa2trUW59De21PalNW4rKytRbm5uLl47vc7T/Tl48GC8dvqs3LNnT5S7cuVKvHb63D958mSUe/rpp+O1//Iv/zLK7dixI8q1VAMvLCxEubjer+Gdk2bT93d634xhjIrIzdwf/6kEAKCboRIAgG6GSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAuhkqAQDoZqgEAKDblqqKPufe8rX7ob8QP0bzTvrF+TH2e4w2n7Q5JW0vaWkkGbpBKW29qKo6fvx4lDt79myUS1svqqr+4A/+IModO3Ysyr399tvx2un5vnr1apRL21Cq8iaN9Dym10/LNXn79u0ot3fv3ig3PT0dr71t27Yol96LaUNPVf5sSRto0uNYVXXz5s0ol167+/bti9e+//77o1z6PL9x40a89uLi4qBr/87v/E68dnq+03ai8+fPx2un+5M+W1paqzY2NuJsoqVJaDOl79AxWnpS/lMJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEC3rNKh8gaaMbS02qRfxk9bHVr2O/2Kfbr2GF/Fb2lOSaX7k7YBtLQbpE058/PzUe7ChQvx2k899VSU++3f/u0oNzk5Ga+dNp1cu3Ytyr366qvx2mljTLr2zp07o9x9990X5aqGb3dJ97kqb6tJ104bjFq2uX///ij3zjvvxGunbSzpc2B2djZeOz3faWvL1NRUvHb6TP3KV74y+Nrpu/Hy5ctRrqW1Kj2P6XOtpb0pbaNK74f0nq3K93uMmWkzm3JS/lMJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN22VNX/+t6flprGtBppjJrGdJtpbVVLpWK6dlqF1bLfafXZ2tpalGupK0wrzdJrKK17q8qrwh5++OEod/LkyXjtj3zkI1HuhRdeiHL//u//Hq9948aNKJfWL6bVcB//+MejXFVeQ3j48OEod/To0Xjt9Pik92J6b1dVXb9+PcpduXIlyn3ta1+L115eXo5y+/bti3IPPfRQvPanP/3pKPfggw9GuaWlpXjtv/3bv41y3/3ud6NcS13hjh07olxa9Zk+o6vy519aazhGBWFar5peu1Wbuz8/C/ynEgCAboZKAAC6GSoBAOhmqAQAoJuhEgCAboZKAAC6GSoBAOhmqAQAoJuhEgCAblu2bNkSffZ9jK/Dp00R77//frzNn4Wv3Q/dRFA1fJNQyzFP22rS39iy9tatW6Pc9PT04GtvbGxEuTGOebrfaTtR2kxUlTfGpNfF6upqlHvkkUeiXFXeiJI2aZw4cSJe+9atW1EubRJKW1Oq8mOZNuqkz6qq/H5Ir7WW+2F+fj7Kpef78uXL8drpsyVtq2k55um1lr5LWprU0mfLGC1u6bUx9G+syp9r6f3d0hg4tJZjnvKfSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAuhkqAQDoZqgEAKCboRIAgG6GSgAAum2pqqhapqXdJTVGq036O8doOUn3Z4zWn23btg26dkurw8rKSpwdWtosM0a7QdqkkTaNjNEclTZFtNzfQzdAjNEskx7LvXv3Rrm0iaUqb6lI77G0wagqf66N8QxK106bZdLtVeXHPH1etNi5c2eUS58XCwsL8drpdZme75ZnUPrOSZ9BaftNVd4clWppFFtfX49y6b3T8jxNr/N0my33d7w/8RYBAOAnMFQCANDNUAkAQDdDJQAA3QyVAAB0M1QCANDNUAkAQDdDJQAA3QyVAAB0M1QCANBty8TERNS9M0ZdYaqlQm7o+sWWfUmrkdKqpRZp/VhamTVGRdoY1XBD7/cYa8/Ozka5lirAtNpw6Cq1qvwYtTwzEi01bkMfn3R7Vfl1nl4/aS1cVb4/Yzz/0uzQNZZVw9fUbmZtaUvtbcu1kWh57qfnJz3fLe/FoSsQW+7v1NCV0VXD1w2raQQA4H8lQyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEC3LVUVfSa9pTUg/TL+Zn71PdXSrJA2ZKRfxW/Zl/R3pucmbahoka7d0m6QthEMfXxatpn+xpmZmXjtoRsgNjY2Nm3ttN1lbm4u3ubS0lKUS1tBxmhYSXMtbUct2cT09PTga6fXT8u9mJ7HtJWppeUkvdampqai3BjtTWlubW0tXjt9R6TPlpYGpaEboVru76FnjDFmq5b9SWnUAQDgf4yhEgCAboZKAAC6GSoBAOhmqAQAoJuhEgCAboZKAAC6GSoBAOhmqAQAoNuWu+66K/pMeku7wdA282v3LdIWhrQNYDO1NEqk2bQpouV8D93e1CI9j0O3fVTlx3Lo9puq/JinDSJp40baWFWVH/O0DaXl3KTS+2Z9fT3eZnqdD33PVg3/XGs53+lzP239aXn+tTTBJFreYUM3KI3RxDJGm9nQTTljzA1jrD30e2yMuc5/KgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6GaoBACgm6ESAIBuhkoAALoZKgEA6GaoBACg25aq2rxew1BLXVdaOzRGVWJa1zVGdV5a3zRGXWG6zbSOqqU6Ks1uZmVWus2Wure0nm3oOrOWbabVhkPXXVblx2czr4sxal3T35k+g6anp+O102Oe5lqeVem1kZ7vlmd0+gzazPOd7nfLMU/v76Gvi6rh79uW/R662nCMasxUy36n16X/VAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0M1QCQBAN0MlAADdDJUAAHQzVAIA0G1TG3XShoEWYzTlpLZt2xbl0raGob/c36KlvWTohqAxGgbS5oCWYz50o05Lc9TQjTotjTHp70yvi/S+aTk36TU09HGsGv66aFk7faaO0bSUnp907Zb3w9DNWi02s2Gl5dpIjPEMSm3mfm+mMa7JzTw+/lMJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEC3uFEnbb2oGr5hJW2oaDH0b6yqmpqainLr6+tRbjMbBlq2l+53us2WVqR0m2lDUHpuWrY5RntJek9sbGxEuZb7Oz0/6f6k22tp+0iN0eq1uroa5dLjM0arTWqMVpsxGnWGviZb3jnp/qTHp6XNbOhnasu11vI7E2O8k9Pj03K+0/M4Rotbek+M0TAV73e8RQAA+AkMlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdIt7lm7fvh1vdIxqpFRa9ZTWE7XUFaYVf+k2W9ZOj+XPQk1ZS01jWluV1hW2SK+19De2HPMxzmMqPT9DVyCOUVuansOha1Cr2qoxhzZGVWx6vse4fjbzGZQa+hldtbmVgUM/g1r2e+jn+dD1pi3bbKmfHfqd00JNIwAA/2MMlQAAdDNUAgDQzVAJAEA3QyUAAN0MlQAAdDNUAgDQzVAJAEA3QyUAAN3+H8cMSdBw82iMAAAAAElFTkSuQmCC" y="-2.96"/> </g> <g id="LineCollection_1"> <path clip-path="url(#pff92ac2ab9)" d="M 100.2375 67.95 L 101.475 69.1875 L 100.2375 70.425 L 99 69.1875 L 100.2375 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pff92ac2ab9)" d="M 102.7125 70.425 L 103.95 71.6625 L 102.7125 72.9 L 101.475 71.6625 L 102.7125 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pff92ac2ab9)" d="M 85.3875 112.5 L 86.625 113.7375 L 86.625 116.2125 L 85.3875 117.45 L 84.15 116.2125 L 84.15 113.7375 L 85.3875 112.5 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_2"> <path clip-path="url(#pff92ac2ab9)" d="M 70.5375 100.125 L 71.775 101.3625 L 70.5375 102.6 L 69.3 101.3625 L 70.5375 100.125 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pff92ac2ab9)" d="M 73.0125 102.6 L 74.25 103.8375 L 73.0125 105.075 L 71.775 103.8375 L 73.0125 102.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pff92ac2ab9)" d="M 75.4875 105.075 L 77.9625 105.075 L 80.4375 105.075 L 81.675 106.3125 L 81.675 108.7875 L 80.4375 110.025 L 77.9625 110.025 L 76.725 108.7875 L 75.4875 107.55 L 74.25 106.3125 L 75.4875 105.075 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_3"> <path clip-path="url(#pff92ac2ab9)" d="M 102.7125 20.925 L 105.1875 20.925 L 107.6625 23.4 L 110.1375 23.4 L 121.275 34.5375 L 121.275 37.0125 L 123.75 39.4875 L 123.75 44.4375 L 126.225 46.9125 L 123.75 49.3875 L 123.75 64.2375 L 126.225 66.7125 L 126.225 76.6125 L 128.7 79.0875 L 128.7 81.5625 L 131.175 84.0375 L 131.175 96.4125 L 124.9875 102.6 L 122.5125 102.6 L 121.275 103.8375 L 121.275 121.1625 L 113.85 128.5875 L 113.85 131.0625 L 105.1875 139.725 L 102.7125 139.725 L 100.2375 142.2 L 97.7625 142.2 L 95.2875 144.675 L 90.3375 144.675 L 87.8625 147.15 L 82.9125 147.15 L 80.4375 144.675 L 60.6375 144.675 L 58.1625 142.2 L 55.6875 142.2 L 53.2125 139.725 L 48.2625 139.725 L 34.65 126.1125 L 34.65 123.6375 L 32.175 121.1625 L 32.175 108.7875 L 34.65 106.3125 L 34.65 93.9375 L 29.7 88.9875 L 29.7 79.0875 L 32.175 76.6125 L 32.175 74.1375 L 37.125 69.1875 L 37.125 61.7625 L 39.6 59.2875 L 39.6 54.3375 L 42.075 51.8625 L 42.075 37.0125 L 44.55 34.5375 L 44.55 32.0625 L 53.2125 23.4 L 60.6375 23.4 L 63.1125 25.875 L 73.0125 25.875 L 75.4875 23.4 L 100.2375 23.4 L 102.7125 20.925 L 102.7125 20.925 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 23.13375 L 22.52625 23.13375 L 22.52625 11.52 L 15.84 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <defs> <path d="M 9.8125 72.90625 L 19.671875 72.90625 L 19.671875 8.296875 L 55.171875 8.296875 L 55.171875 0 L 9.8125 0 z" id="DejaVuSans-4c"/> </defs> <g style="fill:#ffffff;" transform="translate(15.84 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_2"> <g id="patch_3"> <path d="M 134.221875 23.13375 L 142.56 23.13375 L 142.56 11.52 L 134.221875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <defs> <path d="M 44.390625 34.1875 Q 47.5625 33.109375 50.5625 29.59375 Q 53.5625 26.078125 56.59375 19.921875 L 66.609375 0 L 56 0 L 46.6875 18.703125 Q 43.0625 26.03125 39.671875 28.421875 Q 36.28125 30.8125 30.421875 30.8125 L 19.671875 30.8125 L 19.671875 0 L 9.8125 0 L 9.8125 72.90625 L 32.078125 72.90625 Q 44.578125 72.90625 50.734375 67.671875 Q 56.890625 62.453125 56.890625 51.90625 Q 56.890625 45.015625 53.6875 40.46875 Q 50.484375 35.9375 44.390625 34.1875 zM 19.671875 64.796875 L 19.671875 38.921875 L 32.078125 38.921875 Q 39.203125 38.921875 42.84375 42.21875 Q 46.484375 45.515625 46.484375 51.90625 Q 46.484375 58.296875 42.84375 61.546875 Q 39.203125 64.796875 32.078125 64.796875 z" id="DejaVuSans-52"/> </defs> <g style="fill:#ffffff;" transform="translate(134.221875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 162 L 35.953125 162 L 35.953125 150.38625 L 0 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=-60 --> <defs> <path d="M 5.515625 54.6875 L 48.1875 54.6875 L 48.1875 46.484375 L 14.40625 7.171875 L 48.1875 7.171875 L 48.1875 0 L 4.296875 0 L 4.296875 8.203125 L 38.09375 47.515625 L 5.515625 47.515625 z" id="DejaVuSans-7a"/> <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/> <path d="M 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/> <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/> <path d="M 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/> </defs> <g style="fill:#ffffff;" transform="translate(0 159.504375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-36"/> <use x="235.986328" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p4414482322)"> <image height="158.64" id="image5948279b28" transform="scale(1 -1)translate(0 -158.64)" width="158.4" x="158" xlink:href="data:image/png;base64,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" y="-2.96"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p4414482322)" d="M 258.6375 53.1 L 259.875 54.3375 L 259.875 56.8125 L 259.875 59.2875 L 259.875 61.7625 L 258.6375 63 L 257.4 61.7625 L 257.4 59.2875 L 256.1625 58.05 L 254.925 56.8125 L 256.1625 55.575 L 257.4 54.3375 L 258.6375 53.1 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 219.0375 60.525 L 220.275 61.7625 L 219.0375 63 L 217.8 61.7625 L 219.0375 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 251.2125 63 L 252.45 64.2375 L 251.2125 65.475 L 249.975 64.2375 L 251.2125 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 261.1125 63 L 262.35 64.2375 L 262.35 66.7125 L 261.1125 67.95 L 259.875 66.7125 L 259.875 64.2375 L 261.1125 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 216.5625 65.475 L 217.8 66.7125 L 219.0375 67.95 L 220.275 69.1875 L 220.275 71.6625 L 219.0375 72.9 L 216.5625 72.9 L 215.325 71.6625 L 215.325 69.1875 L 215.325 66.7125 L 216.5625 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 256.1625 67.95 L 258.6375 67.95 L 259.875 69.1875 L 261.1125 70.425 L 262.35 71.6625 L 262.35 74.1375 L 261.1125 75.375 L 259.875 76.6125 L 259.875 79.0875 L 258.6375 80.325 L 257.4 79.0875 L 256.1625 77.85 L 254.925 76.6125 L 254.925 74.1375 L 254.925 71.6625 L 254.925 69.1875 L 256.1625 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 263.5875 67.95 L 264.825 69.1875 L 263.5875 70.425 L 262.35 69.1875 L 263.5875 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 226.4625 95.175 L 228.9375 95.175 L 230.175 96.4125 L 230.175 98.8875 L 228.9375 100.125 L 227.7 98.8875 L 226.4625 97.65 L 225.225 96.4125 L 226.4625 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 243.7875 100.125 L 245.025 101.3625 L 243.7875 102.6 L 242.55 101.3625 L 243.7875 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 233.8875 102.6 L 235.125 103.8375 L 233.8875 105.075 L 232.65 103.8375 L 233.8875 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 238.8375 102.6 L 240.075 103.8375 L 238.8375 105.075 L 237.6 103.8375 L 238.8375 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 263.5875 105.075 L 266.0625 105.075 L 267.3 106.3125 L 267.3 108.7875 L 266.0625 110.025 L 264.825 108.7875 L 263.5875 107.55 L 262.35 106.3125 L 263.5875 105.075 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 209.1375 110.025 L 210.375 111.2625 L 209.1375 112.5 L 207.9 111.2625 L 209.1375 110.025 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p4414482322)" d="M 271.0125 77.85 L 272.25 79.0875 L 271.0125 80.325 L 269.775 79.0875 L 271.0125 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 268.5375 80.325 L 269.775 81.5625 L 268.5375 82.8 L 267.3 81.5625 L 268.5375 80.325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 226.4625 90.225 L 228.9375 90.225 L 230.175 91.4625 L 230.175 93.9375 L 230.175 96.4125 L 230.175 98.8875 L 230.175 101.3625 L 228.9375 102.6 L 227.7 101.3625 L 226.4625 100.125 L 223.9875 100.125 L 222.75 98.8875 L 223.9875 97.65 L 225.225 96.4125 L 225.225 93.9375 L 225.225 91.4625 L 226.4625 90.225 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 246.2625 92.7 L 248.7375 92.7 L 249.975 93.9375 L 248.7375 95.175 L 247.5 96.4125 L 246.2625 97.65 L 245.025 96.4125 L 245.025 93.9375 L 246.2625 92.7 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 236.3625 97.65 L 237.6 98.8875 L 237.6 101.3625 L 236.3625 102.6 L 235.125 101.3625 L 235.125 98.8875 L 236.3625 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 243.7875 97.65 L 245.025 98.8875 L 245.025 101.3625 L 243.7875 102.6 L 242.55 101.3625 L 242.55 98.8875 L 243.7875 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 221.5125 100.125 L 222.75 101.3625 L 221.5125 102.6 L 220.275 101.3625 L 221.5125 100.125 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 253.6875 100.125 L 254.925 101.3625 L 253.6875 102.6 L 252.45 101.3625 L 253.6875 100.125 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 241.3125 102.6 L 242.55 103.8375 L 241.3125 105.075 L 240.075 103.8375 L 241.3125 102.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4414482322)" d="M 246.2625 124.875 L 247.5 126.1125 L 246.2625 127.35 L 245.025 126.1125 L 246.2625 124.875 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p4414482322)" d="M 243.7875 15.975 L 256.1625 15.975 L 258.6375 18.45 L 263.5875 18.45 L 266.0625 20.925 L 268.5375 20.925 L 279.675 32.0625 L 279.675 34.5375 L 282.15 37.0125 L 282.15 39.4875 L 284.625 41.9625 L 284.625 44.4375 L 287.1 46.9125 L 287.1 71.6625 L 289.575 74.1375 L 289.575 86.5125 L 292.05 88.9875 L 292.05 93.9375 L 289.575 96.4125 L 289.575 103.8375 L 287.1 106.3125 L 287.1 108.7875 L 284.625 111.2625 L 284.625 116.2125 L 279.675 121.1625 L 279.675 123.6375 L 258.6375 144.675 L 253.6875 144.675 L 251.2125 147.15 L 241.3125 147.15 L 238.8375 144.675 L 216.5625 144.675 L 214.0875 142.2 L 211.6125 142.2 L 206.6625 137.25 L 204.1875 137.25 L 193.05 126.1125 L 193.05 123.6375 L 190.575 121.1625 L 190.575 113.7375 L 188.1 111.2625 L 188.1 93.9375 L 185.625 91.4625 L 185.625 84.0375 L 188.1 81.5625 L 188.1 79.0875 L 190.575 76.6125 L 190.575 74.1375 L 193.05 71.6625 L 193.05 59.2875 L 195.525 56.8125 L 195.525 46.9125 L 198 44.4375 L 198 39.4875 L 200.475 37.0125 L 200.475 34.5375 L 214.0875 20.925 L 231.4125 20.925 L 233.8875 18.45 L 241.3125 18.45 L 243.7875 15.975 L 243.7875 15.975 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 23.13375 L 180.92625 23.13375 L 180.92625 11.52 L 174.24 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_5"> <g id="patch_6"> <path d="M 292.621875 23.13375 L 300.96 23.13375 L 300.96 11.52 L 292.621875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 162 L 194.353125 162 L 194.353125 150.38625 L 158.4 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=-51 --> <defs> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> </defs> <g style="fill:#ffffff;" transform="translate(158.4 159.504375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-35"/> <use x="235.986328" xlink:href="#DejaVuSans-31"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p7834de9822)"> <image height="158.64" id="image4c45c39caa" transform="scale(1 -1)translate(0 -158.64)" width="158.64" x="317" xlink:href="data:image/png;base64,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" y="-2.96"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p7834de9822)" d="M 412.0875 45.675 L 414.5625 45.675 L 417.0375 45.675 L 419.5125 45.675 L 420.75 46.9125 L 420.75 49.3875 L 419.5125 50.625 L 418.275 51.8625 L 417.0375 53.1 L 415.8 54.3375 L 417.0375 55.575 L 418.275 56.8125 L 418.275 59.2875 L 418.275 61.7625 L 417.0375 63 L 414.5625 63 L 413.325 61.7625 L 413.325 59.2875 L 413.325 56.8125 L 413.325 54.3375 L 413.325 51.8625 L 412.0875 50.625 L 410.85 51.8625 L 409.6125 53.1 L 407.1375 53.1 L 405.9 54.3375 L 404.6625 55.575 L 403.425 54.3375 L 403.425 51.8625 L 404.6625 50.625 L 407.1375 50.625 L 408.375 49.3875 L 409.6125 48.15 L 410.85 46.9125 L 412.0875 45.675 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 389.8125 48.15 L 391.05 49.3875 L 389.8125 50.625 L 388.575 49.3875 L 389.8125 48.15 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 382.3875 50.625 L 383.625 51.8625 L 383.625 54.3375 L 383.625 56.8125 L 383.625 59.2875 L 382.3875 60.525 L 381.15 59.2875 L 379.9125 58.05 L 378.675 56.8125 L 378.675 54.3375 L 379.9125 53.1 L 381.15 51.8625 L 382.3875 50.625 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 377.4375 60.525 L 378.675 61.7625 L 377.4375 63 L 376.2 61.7625 L 377.4375 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 384.8625 60.525 L 386.1 61.7625 L 384.8625 63 L 383.625 61.7625 L 384.8625 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 409.6125 63 L 412.0875 63 L 413.325 64.2375 L 412.0875 65.475 L 410.85 66.7125 L 410.85 69.1875 L 412.0875 70.425 L 414.5625 70.425 L 415.8 69.1875 L 417.0375 67.95 L 418.275 66.7125 L 419.5125 65.475 L 420.75 66.7125 L 420.75 69.1875 L 421.9875 70.425 L 423.225 71.6625 L 421.9875 72.9 L 420.75 74.1375 L 421.9875 75.375 L 423.225 76.6125 L 423.225 79.0875 L 421.9875 80.325 L 419.5125 80.325 L 418.275 81.5625 L 417.0375 82.8 L 414.5625 82.8 L 413.325 81.5625 L 413.325 79.0875 L 412.0875 77.85 L 410.85 79.0875 L 410.85 81.5625 L 409.6125 82.8 L 408.375 81.5625 L 407.1375 80.325 L 405.9 79.0875 L 405.9 76.6125 L 407.1375 75.375 L 408.375 74.1375 L 408.375 71.6625 L 408.375 69.1875 L 408.375 66.7125 L 408.375 64.2375 L 409.6125 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 374.9625 65.475 L 376.2 66.7125 L 377.4375 67.95 L 378.675 69.1875 L 379.9125 70.425 L 381.15 71.6625 L 381.15 74.1375 L 382.3875 75.375 L 383.625 76.6125 L 382.3875 77.85 L 379.9125 77.85 L 378.675 76.6125 L 377.4375 75.375 L 376.2 76.6125 L 374.9625 77.85 L 373.725 76.6125 L 373.725 74.1375 L 373.725 71.6625 L 373.725 69.1875 L 373.725 66.7125 L 374.9625 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 384.8625 85.275 L 387.3375 85.275 L 388.575 86.5125 L 387.3375 87.75 L 384.8625 87.75 L 383.625 86.5125 L 384.8625 85.275 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 404.6625 85.275 L 405.9 86.5125 L 405.9 88.9875 L 404.6625 90.225 L 403.425 91.4625 L 403.425 93.9375 L 402.1875 95.175 L 400.95 96.4125 L 399.7125 97.65 L 398.475 96.4125 L 398.475 93.9375 L 399.7125 92.7 L 400.95 91.4625 L 400.95 88.9875 L 402.1875 87.75 L 403.425 86.5125 L 404.6625 85.275 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 389.8125 87.75 L 391.05 88.9875 L 391.05 91.4625 L 392.2875 92.7 L 393.525 93.9375 L 392.2875 95.175 L 389.8125 95.175 L 388.575 93.9375 L 388.575 91.4625 L 388.575 88.9875 L 389.8125 87.75 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 387.3375 95.175 L 388.575 96.4125 L 387.3375 97.65 L 386.1 96.4125 L 387.3375 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 377.4375 97.65 L 378.675 98.8875 L 377.4375 100.125 L 376.2 98.8875 L 377.4375 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 382.3875 97.65 L 383.625 98.8875 L 382.3875 100.125 L 381.15 98.8875 L 382.3875 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 402.1875 97.65 L 403.425 98.8875 L 402.1875 100.125 L 400.95 98.8875 L 402.1875 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 409.6125 97.65 L 410.85 98.8875 L 409.6125 100.125 L 408.375 98.8875 L 409.6125 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 421.9875 97.65 L 424.4625 97.65 L 425.7 98.8875 L 426.9375 100.125 L 428.175 101.3625 L 428.175 103.8375 L 426.9375 105.075 L 425.7 106.3125 L 425.7 108.7875 L 424.4625 110.025 L 421.9875 110.025 L 420.75 108.7875 L 420.75 106.3125 L 420.75 103.8375 L 420.75 101.3625 L 420.75 98.8875 L 421.9875 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 367.5375 100.125 L 368.775 101.3625 L 367.5375 102.6 L 366.3 101.3625 L 367.5375 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 387.3375 100.125 L 389.8125 100.125 L 391.05 101.3625 L 389.8125 102.6 L 387.3375 102.6 L 386.1 101.3625 L 387.3375 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 392.2875 102.6 L 394.7625 102.6 L 397.2375 102.6 L 399.7125 102.6 L 400.95 103.8375 L 399.7125 105.075 L 397.2375 105.075 L 394.7625 105.075 L 393.525 106.3125 L 392.2875 107.55 L 391.05 106.3125 L 391.05 103.8375 L 392.2875 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 412.0875 105.075 L 413.325 106.3125 L 412.0875 107.55 L 410.85 106.3125 L 412.0875 105.075 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 367.5375 110.025 L 368.775 111.2625 L 368.775 113.7375 L 367.5375 114.975 L 366.3 113.7375 L 366.3 111.2625 L 367.5375 110.025 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 417.0375 117.45 L 418.275 118.6875 L 417.0375 119.925 L 415.8 118.6875 L 417.0375 117.45 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p7834de9822)" d="M 399.7125 48.15 L 400.95 49.3875 L 399.7125 50.625 L 398.475 49.3875 L 399.7125 48.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 424.4625 55.575 L 425.7 56.8125 L 424.4625 58.05 L 423.225 56.8125 L 424.4625 55.575 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 365.0625 77.85 L 366.3 79.0875 L 365.0625 80.325 L 363.825 79.0875 L 365.0625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 402.1875 85.275 L 403.425 86.5125 L 402.1875 87.75 L 400.95 86.5125 L 402.1875 85.275 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 424.4625 85.275 L 425.7 86.5125 L 424.4625 87.75 L 423.225 86.5125 L 424.4625 85.275 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 397.2375 87.75 L 398.475 88.9875 L 398.475 91.4625 L 398.475 93.9375 L 397.2375 95.175 L 396 96.4125 L 397.2375 97.65 L 398.475 98.8875 L 399.7125 100.125 L 400.95 98.8875 L 400.95 96.4125 L 402.1875 95.175 L 403.425 93.9375 L 404.6625 92.7 L 407.1375 92.7 L 408.375 93.9375 L 408.375 96.4125 L 407.1375 97.65 L 405.9 98.8875 L 404.6625 100.125 L 403.425 101.3625 L 402.1875 102.6 L 400.95 103.8375 L 399.7125 105.075 L 398.475 103.8375 L 397.2375 102.6 L 396 101.3625 L 394.7625 100.125 L 392.2875 100.125 L 391.05 101.3625 L 389.8125 102.6 L 388.575 101.3625 L 387.3375 100.125 L 386.1 98.8875 L 384.8625 97.65 L 383.625 96.4125 L 383.625 93.9375 L 382.3875 92.7 L 381.15 91.4625 L 382.3875 90.225 L 384.8625 90.225 L 386.1 91.4625 L 386.1 93.9375 L 387.3375 95.175 L 389.8125 95.175 L 391.05 96.4125 L 392.2875 97.65 L 393.525 96.4125 L 393.525 93.9375 L 393.525 91.4625 L 394.7625 90.225 L 396 88.9875 L 397.2375 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 392.2875 102.6 L 393.525 103.8375 L 392.2875 105.075 L 391.05 103.8375 L 392.2875 102.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 382.3875 105.075 L 383.625 106.3125 L 383.625 108.7875 L 382.3875 110.025 L 381.15 108.7875 L 381.15 106.3125 L 382.3875 105.075 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 397.2375 105.075 L 398.475 106.3125 L 397.2375 107.55 L 396 106.3125 L 397.2375 105.075 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 377.4375 114.975 L 378.675 116.2125 L 377.4375 117.45 L 376.2 116.2125 L 377.4375 114.975 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 374.9625 117.45 L 376.2 118.6875 L 374.9625 119.925 L 373.725 118.6875 L 374.9625 117.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 372.4875 119.925 L 373.725 121.1625 L 372.4875 122.4 L 371.25 121.1625 L 372.4875 119.925 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7834de9822)" d="M 392.2875 122.4 L 393.525 123.6375 L 392.2875 124.875 L 391.05 123.6375 L 392.2875 122.4 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p7834de9822)" d="M 404.6625 13.5 L 407.1375 13.5 L 409.6125 15.975 L 414.5625 15.975 L 417.0375 18.45 L 421.9875 18.45 L 424.4625 20.925 L 426.9375 20.925 L 438.075 32.0625 L 438.075 34.5375 L 440.55 37.0125 L 440.55 39.4875 L 443.025 41.9625 L 443.025 44.4375 L 445.5 46.9125 L 445.5 54.3375 L 447.975 56.8125 L 447.975 84.0375 L 450.45 86.5125 L 450.45 96.4125 L 447.975 98.8875 L 447.975 106.3125 L 445.5 108.7875 L 445.5 111.2625 L 443.025 113.7375 L 443.025 116.2125 L 438.075 121.1625 L 438.075 123.6375 L 417.0375 144.675 L 412.0875 144.675 L 409.6125 147.15 L 394.7625 147.15 L 392.2875 144.675 L 370.0125 144.675 L 365.0625 139.725 L 362.5875 139.725 L 356.4 133.5375 L 356.4 131.0625 L 351.45 126.1125 L 351.45 123.6375 L 348.975 121.1625 L 348.975 118.6875 L 346.5 116.2125 L 346.5 111.2625 L 344.025 108.7875 L 344.025 84.0375 L 346.5 81.5625 L 346.5 79.0875 L 348.975 76.6125 L 348.975 74.1375 L 351.45 71.6625 L 351.45 59.2875 L 353.925 56.8125 L 353.925 44.4375 L 356.4 41.9625 L 356.4 39.4875 L 358.875 37.0125 L 358.875 34.5375 L 372.4875 20.925 L 377.4375 20.925 L 379.9125 18.45 L 389.8125 18.45 L 392.2875 15.975 L 402.1875 15.975 L 404.6625 13.5 L 404.6625 13.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 23.13375 L 339.32625 23.13375 L 339.32625 11.52 L 332.64 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_8"> <g id="patch_9"> <path d="M 451.021875 23.13375 L 459.36 23.13375 L 459.36 11.52 L 451.021875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 162 L 352.753125 162 L 352.753125 150.38625 L 316.8 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=-42 --> <defs> <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/> <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> </defs> <g style="fill:#ffffff;" transform="translate(316.8 159.504375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-34"/> <use x="235.986328" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#pef116debc0)"> <image height="158.64" id="image472962e087" transform="scale(1 -1)translate(0 -158.64)" width="158.4" x="475" xlink:href="data:image/png;base64,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" y="-2.96"/> </g> <g id="LineCollection_10"> <path clip-path="url(#pef116debc0)" d="M 540.7875 45.675 L 543.2625 45.675 L 545.7375 45.675 L 548.2125 45.675 L 550.6875 45.675 L 551.925 46.9125 L 551.925 49.3875 L 551.925 51.8625 L 551.925 54.3375 L 550.6875 55.575 L 549.45 54.3375 L 548.2125 53.1 L 545.7375 53.1 L 544.5 51.8625 L 543.2625 50.625 L 542.025 51.8625 L 543.2625 53.1 L 544.5 54.3375 L 544.5 56.8125 L 543.2625 58.05 L 542.025 59.2875 L 542.025 61.7625 L 540.7875 63 L 538.3125 63 L 537.075 61.7625 L 538.3125 60.525 L 539.55 59.2875 L 538.3125 58.05 L 537.075 56.8125 L 537.075 54.3375 L 535.8375 53.1 L 533.3625 53.1 L 532.125 51.8625 L 533.3625 50.625 L 535.8375 50.625 L 537.075 49.3875 L 538.3125 48.15 L 539.55 46.9125 L 540.7875 45.675 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 572.9625 45.675 L 575.4375 45.675 L 576.675 46.9125 L 577.9125 48.15 L 579.15 49.3875 L 580.3875 50.625 L 581.625 51.8625 L 581.625 54.3375 L 581.625 56.8125 L 581.625 59.2875 L 582.8625 60.525 L 584.1 61.7625 L 584.1 64.2375 L 582.8625 65.475 L 580.3875 65.475 L 579.15 66.7125 L 579.15 69.1875 L 577.9125 70.425 L 575.4375 70.425 L 572.9625 70.425 L 571.725 69.1875 L 572.9625 67.95 L 574.2 66.7125 L 572.9625 65.475 L 571.725 64.2375 L 571.725 61.7625 L 571.725 59.2875 L 571.725 56.8125 L 571.725 54.3375 L 570.4875 53.1 L 569.25 54.3375 L 568.0125 55.575 L 565.5375 55.575 L 564.3 54.3375 L 564.3 51.8625 L 564.3 49.3875 L 565.5375 48.15 L 568.0125 48.15 L 570.4875 48.15 L 571.725 46.9125 L 572.9625 45.675 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 553.1625 55.575 L 555.6375 55.575 L 558.1125 55.575 L 560.5875 55.575 L 563.0625 55.575 L 564.3 56.8125 L 563.0625 58.05 L 560.5875 58.05 L 559.35 59.2875 L 558.1125 60.525 L 555.6375 60.525 L 554.4 59.2875 L 553.1625 58.05 L 551.925 56.8125 L 553.1625 55.575 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 560.5875 60.525 L 561.825 61.7625 L 561.825 64.2375 L 561.825 66.7125 L 560.5875 67.95 L 559.35 66.7125 L 559.35 64.2375 L 559.35 61.7625 L 560.5875 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 535.8375 65.475 L 537.075 66.7125 L 537.075 69.1875 L 537.075 71.6625 L 537.075 74.1375 L 537.075 76.6125 L 537.075 79.0875 L 535.8375 80.325 L 533.3625 80.325 L 532.125 79.0875 L 532.125 76.6125 L 532.125 74.1375 L 532.125 71.6625 L 533.3625 70.425 L 534.6 69.1875 L 534.6 66.7125 L 535.8375 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 585.3375 65.475 L 586.575 66.7125 L 585.3375 67.95 L 584.1 66.7125 L 585.3375 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 543.2625 70.425 L 545.7375 70.425 L 546.975 71.6625 L 548.2125 72.9 L 549.45 74.1375 L 549.45 76.6125 L 548.2125 77.85 L 546.975 76.6125 L 545.7375 75.375 L 544.5 76.6125 L 544.5 79.0875 L 544.5 81.5625 L 545.7375 82.8 L 546.975 81.5625 L 548.2125 80.325 L 549.45 79.0875 L 550.6875 77.85 L 551.925 79.0875 L 553.1625 80.325 L 554.4 81.5625 L 553.1625 82.8 L 550.6875 82.8 L 549.45 84.0375 L 549.45 86.5125 L 548.2125 87.75 L 545.7375 87.75 L 544.5 88.9875 L 544.5 91.4625 L 543.2625 92.7 L 540.7875 92.7 L 539.55 93.9375 L 538.3125 95.175 L 537.075 93.9375 L 535.8375 92.7 L 533.3625 92.7 L 532.125 93.9375 L 530.8875 95.175 L 529.65 96.4125 L 529.65 98.8875 L 528.4125 100.125 L 527.175 101.3625 L 527.175 103.8375 L 527.175 106.3125 L 527.175 108.7875 L 528.4125 110.025 L 529.65 111.2625 L 529.65 113.7375 L 529.65 116.2125 L 529.65 118.6875 L 528.4125 119.925 L 527.175 118.6875 L 527.175 116.2125 L 525.9375 114.975 L 524.7 113.7375 L 524.7 111.2625 L 524.7 108.7875 L 524.7 106.3125 L 523.4625 105.075 L 522.225 103.8375 L 522.225 101.3625 L 523.4625 100.125 L 524.7 98.8875 L 524.7 96.4125 L 524.7 93.9375 L 523.4625 92.7 L 522.225 91.4625 L 523.4625 90.225 L 525.9375 90.225 L 528.4125 90.225 L 530.8875 90.225 L 532.125 88.9875 L 533.3625 87.75 L 535.8375 87.75 L 537.075 86.5125 L 537.075 84.0375 L 538.3125 82.8 L 539.55 81.5625 L 539.55 79.0875 L 539.55 76.6125 L 540.7875 75.375 L 542.025 74.1375 L 542.025 71.6625 L 543.2625 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 570.4875 70.425 L 571.725 71.6625 L 571.725 74.1375 L 571.725 76.6125 L 572.9625 77.85 L 574.2 79.0875 L 574.2 81.5625 L 574.2 84.0375 L 574.2 86.5125 L 575.4375 87.75 L 576.675 88.9875 L 577.9125 90.225 L 579.15 91.4625 L 580.3875 92.7 L 581.625 93.9375 L 582.8625 95.175 L 584.1 96.4125 L 582.8625 97.65 L 581.625 98.8875 L 581.625 101.3625 L 582.8625 102.6 L 584.1 103.8375 L 584.1 106.3125 L 584.1 108.7875 L 582.8625 110.025 L 581.625 108.7875 L 580.3875 107.55 L 579.15 106.3125 L 577.9125 105.075 L 576.675 103.8375 L 576.675 101.3625 L 576.675 98.8875 L 576.675 96.4125 L 575.4375 95.175 L 572.9625 95.175 L 571.725 93.9375 L 571.725 91.4625 L 571.725 88.9875 L 570.4875 87.75 L 569.25 88.9875 L 568.0125 90.225 L 565.5375 90.225 L 564.3 88.9875 L 563.0625 87.75 L 561.825 86.5125 L 560.5875 85.275 L 559.35 84.0375 L 559.35 81.5625 L 559.35 79.0875 L 559.35 76.6125 L 560.5875 75.375 L 561.825 74.1375 L 563.0625 72.9 L 565.5375 72.9 L 568.0125 72.9 L 569.25 71.6625 L 570.4875 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 577.9125 72.9 L 579.15 74.1375 L 579.15 76.6125 L 579.15 79.0875 L 579.15 81.5625 L 579.15 84.0375 L 577.9125 85.275 L 576.675 84.0375 L 576.675 81.5625 L 576.675 79.0875 L 576.675 76.6125 L 576.675 74.1375 L 577.9125 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 555.6375 87.75 L 556.875 88.9875 L 556.875 91.4625 L 555.6375 92.7 L 554.4 93.9375 L 553.1625 95.175 L 551.925 96.4125 L 551.925 98.8875 L 553.1625 100.125 L 555.6375 100.125 L 556.875 101.3625 L 556.875 103.8375 L 556.875 106.3125 L 556.875 108.7875 L 555.6375 110.025 L 554.4 108.7875 L 554.4 106.3125 L 553.1625 105.075 L 551.925 106.3125 L 551.925 108.7875 L 550.6875 110.025 L 549.45 108.7875 L 549.45 106.3125 L 549.45 103.8375 L 549.45 101.3625 L 548.2125 100.125 L 546.975 98.8875 L 548.2125 97.65 L 549.45 96.4125 L 549.45 93.9375 L 550.6875 92.7 L 551.925 91.4625 L 553.1625 90.225 L 554.4 88.9875 L 555.6375 87.75 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 568.0125 92.7 L 569.25 93.9375 L 568.0125 95.175 L 566.775 93.9375 L 568.0125 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 558.1125 95.175 L 559.35 96.4125 L 559.35 98.8875 L 558.1125 100.125 L 556.875 98.8875 L 556.875 96.4125 L 558.1125 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 530.8875 100.125 L 532.125 101.3625 L 530.8875 102.6 L 529.65 101.3625 L 530.8875 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 538.3125 102.6 L 540.7875 102.6 L 542.025 103.8375 L 540.7875 105.075 L 538.3125 105.075 L 537.075 103.8375 L 538.3125 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 565.5375 102.6 L 568.0125 102.6 L 569.25 103.8375 L 568.0125 105.075 L 565.5375 105.075 L 564.3 103.8375 L 565.5375 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 572.9625 102.6 L 574.2 103.8375 L 572.9625 105.075 L 571.725 103.8375 L 572.9625 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 533.3625 107.55 L 534.6 108.7875 L 534.6 111.2625 L 534.6 113.7375 L 535.8375 114.975 L 537.075 116.2125 L 535.8375 117.45 L 534.6 118.6875 L 535.8375 119.925 L 537.075 121.1625 L 535.8375 122.4 L 533.3625 122.4 L 532.125 121.1625 L 532.125 118.6875 L 532.125 116.2125 L 532.125 113.7375 L 532.125 111.2625 L 532.125 108.7875 L 533.3625 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 577.9125 110.025 L 580.3875 110.025 L 581.625 111.2625 L 580.3875 112.5 L 579.15 113.7375 L 577.9125 114.975 L 576.675 113.7375 L 576.675 111.2625 L 577.9125 110.025 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 565.5375 117.45 L 566.775 118.6875 L 566.775 121.1625 L 565.5375 122.4 L 564.3 123.6375 L 563.0625 124.875 L 560.5875 124.875 L 559.35 123.6375 L 560.5875 122.4 L 561.825 121.1625 L 563.0625 119.925 L 564.3 118.6875 L 565.5375 117.45 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 545.7375 119.925 L 546.975 121.1625 L 545.7375 122.4 L 544.5 121.1625 L 545.7375 119.925 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#pef116debc0)" d="M 558.1125 43.2 L 559.35 44.4375 L 558.1125 45.675 L 556.875 44.4375 L 558.1125 43.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 558.1125 53.1 L 559.35 54.3375 L 558.1125 55.575 L 556.875 54.3375 L 558.1125 53.1 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 558.1125 60.525 L 560.5875 60.525 L 561.825 61.7625 L 563.0625 63 L 564.3 64.2375 L 563.0625 65.475 L 561.825 66.7125 L 563.0625 67.95 L 564.3 69.1875 L 563.0625 70.425 L 561.825 71.6625 L 560.5875 72.9 L 559.35 71.6625 L 559.35 69.1875 L 559.35 66.7125 L 559.35 64.2375 L 558.1125 63 L 556.875 61.7625 L 558.1125 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 555.6375 72.9 L 558.1125 72.9 L 559.35 74.1375 L 558.1125 75.375 L 556.875 76.6125 L 555.6375 77.85 L 554.4 76.6125 L 554.4 74.1375 L 555.6375 72.9 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 587.8125 82.8 L 589.05 84.0375 L 587.8125 85.275 L 586.575 84.0375 L 587.8125 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 555.6375 87.75 L 558.1125 87.75 L 559.35 88.9875 L 559.35 91.4625 L 559.35 93.9375 L 560.5875 95.175 L 561.825 96.4125 L 560.5875 97.65 L 559.35 98.8875 L 559.35 101.3625 L 559.35 103.8375 L 559.35 106.3125 L 558.1125 107.55 L 556.875 106.3125 L 555.6375 105.075 L 554.4 103.8375 L 553.1625 102.6 L 550.6875 102.6 L 549.45 103.8375 L 548.2125 105.075 L 546.975 103.8375 L 545.7375 102.6 L 544.5 101.3625 L 545.7375 100.125 L 546.975 98.8875 L 546.975 96.4125 L 548.2125 95.175 L 550.6875 95.175 L 551.925 96.4125 L 553.1625 97.65 L 554.4 98.8875 L 555.6375 100.125 L 556.875 98.8875 L 555.6375 97.65 L 554.4 96.4125 L 554.4 93.9375 L 553.1625 92.7 L 551.925 91.4625 L 553.1625 90.225 L 554.4 88.9875 L 555.6375 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 570.4875 100.125 L 571.725 101.3625 L 570.4875 102.6 L 569.25 101.3625 L 570.4875 100.125 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 530.8875 105.075 L 532.125 106.3125 L 532.125 108.7875 L 530.8875 110.025 L 529.65 108.7875 L 529.65 106.3125 L 530.8875 105.075 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 540.7875 105.075 L 542.025 106.3125 L 542.025 108.7875 L 540.7875 110.025 L 538.3125 110.025 L 537.075 108.7875 L 538.3125 107.55 L 539.55 106.3125 L 540.7875 105.075 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 553.1625 107.55 L 554.4 108.7875 L 553.1625 110.025 L 551.925 108.7875 L 553.1625 107.55 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pef116debc0)" d="M 550.6875 119.925 L 551.925 121.1625 L 550.6875 122.4 L 549.45 121.1625 L 550.6875 119.925 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#pef116debc0)" d="M 548.2125 15.975 L 568.0125 15.975 L 570.4875 18.45 L 575.4375 18.45 L 577.9125 20.925 L 582.8625 20.925 L 594 32.0625 L 594 34.5375 L 598.95 39.4875 L 598.95 41.9625 L 601.425 44.4375 L 601.425 46.9125 L 603.9 49.3875 L 603.9 54.3375 L 606.375 56.8125 L 606.375 71.6625 L 608.85 74.1375 L 608.85 96.4125 L 606.375 98.8875 L 606.375 103.8375 L 603.9 106.3125 L 603.9 111.2625 L 598.95 116.2125 L 598.95 118.6875 L 589.05 128.5875 L 589.05 131.0625 L 577.9125 142.2 L 572.9625 142.2 L 568.0125 147.15 L 563.0625 147.15 L 560.5875 149.625 L 553.1625 149.625 L 550.6875 147.15 L 533.3625 147.15 L 530.8875 144.675 L 528.4125 144.675 L 523.4625 139.725 L 518.5125 139.725 L 517.275 138.4875 L 517.275 136.0125 L 509.85 128.5875 L 509.85 123.6375 L 504.9 118.6875 L 504.9 108.7875 L 502.425 106.3125 L 502.425 101.3625 L 499.95 98.8875 L 499.95 93.9375 L 502.425 91.4625 L 502.425 84.0375 L 504.9 81.5625 L 504.9 74.1375 L 507.375 71.6625 L 507.375 66.7125 L 509.85 64.2375 L 509.85 54.3375 L 512.325 51.8625 L 512.325 46.9125 L 514.8 44.4375 L 514.8 41.9625 L 517.275 39.4875 L 517.275 37.0125 L 524.7 29.5875 L 524.7 27.1125 L 525.9375 25.875 L 528.4125 25.875 L 530.8875 23.4 L 533.3625 23.4 L 535.8375 20.925 L 538.3125 20.925 L 540.7875 18.45 L 545.7375 18.45 L 548.2125 15.975 L 548.2125 15.975 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 23.13375 L 497.72625 23.13375 L 497.72625 11.52 L 491.04 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_11"> <g id="patch_12"> <path d="M 609.421875 23.13375 L 617.76 23.13375 L 617.76 11.52 L 609.421875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 162 L 511.153125 162 L 511.153125 150.38625 L 475.2 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=-34 --> <defs> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> </defs> <g style="fill:#ffffff;" transform="translate(475.2 159.504375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-33"/> <use x="235.986328" xlink:href="#DejaVuSans-34"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p9ac37fb175)"> <image height="158.4" id="imagebb4becbb2a" transform="scale(1 -1)translate(0 -158.4)" width="158.4" x="634" xlink:href="data:image/png;base64,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" y="-3.2"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p9ac37fb175)" d="M 704.1375 50.625 L 705.375 51.8625 L 706.6125 53.1 L 709.0875 53.1 L 710.325 54.3375 L 710.325 56.8125 L 710.325 59.2875 L 710.325 61.7625 L 709.0875 63 L 707.85 61.7625 L 706.6125 60.525 L 704.1375 60.525 L 702.9 61.7625 L 702.9 64.2375 L 702.9 66.7125 L 701.6625 67.95 L 700.425 69.1875 L 699.1875 70.425 L 697.95 69.1875 L 696.7125 67.95 L 695.475 69.1875 L 696.7125 70.425 L 697.95 71.6625 L 697.95 74.1375 L 696.7125 75.375 L 695.475 76.6125 L 695.475 79.0875 L 696.7125 80.325 L 697.95 79.0875 L 699.1875 77.85 L 701.6625 77.85 L 702.9 79.0875 L 702.9 81.5625 L 701.6625 82.8 L 700.425 84.0375 L 700.425 86.5125 L 700.425 88.9875 L 699.1875 90.225 L 696.7125 90.225 L 695.475 91.4625 L 695.475 93.9375 L 694.2375 95.175 L 693 96.4125 L 694.2375 97.65 L 695.475 98.8875 L 695.475 101.3625 L 695.475 103.8375 L 694.2375 105.075 L 693 106.3125 L 691.7625 107.55 L 690.525 106.3125 L 690.525 103.8375 L 691.7625 102.6 L 693 101.3625 L 691.7625 100.125 L 690.525 101.3625 L 689.2875 102.6 L 688.05 103.8375 L 688.05 106.3125 L 688.05 108.7875 L 688.05 111.2625 L 688.05 113.7375 L 686.8125 114.975 L 685.575 113.7375 L 684.3375 112.5 L 683.1 111.2625 L 683.1 108.7875 L 683.1 106.3125 L 681.8625 105.075 L 680.625 103.8375 L 681.8625 102.6 L 683.1 101.3625 L 683.1 98.8875 L 684.3375 97.65 L 686.8125 97.65 L 688.05 96.4125 L 689.2875 95.175 L 690.525 93.9375 L 691.7625 92.7 L 693 91.4625 L 693 88.9875 L 693 86.5125 L 693 84.0375 L 691.7625 82.8 L 690.525 81.5625 L 691.7625 80.325 L 693 79.0875 L 693 76.6125 L 693 74.1375 L 693 71.6625 L 691.7625 70.425 L 690.525 69.1875 L 689.2875 67.95 L 688.05 66.7125 L 689.2875 65.475 L 690.525 64.2375 L 691.7625 63 L 693 61.7625 L 693 59.2875 L 694.2375 58.05 L 696.7125 58.05 L 697.95 56.8125 L 697.95 54.3375 L 699.1875 53.1 L 701.6625 53.1 L 702.9 51.8625 L 704.1375 50.625 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 728.8875 50.625 L 730.125 51.8625 L 730.125 56.8125 L 731.3625 58.05 L 736.3125 58.05 L 737.55 59.2875 L 735.075 61.7625 L 735.075 66.7125 L 738.7875 70.425 L 741.2625 70.425 L 747.45 76.6125 L 747.45 79.0875 L 746.2125 80.325 L 738.7875 80.325 L 737.55 81.5625 L 737.55 88.9875 L 735.075 91.4625 L 737.55 93.9375 L 737.55 96.4125 L 738.7875 97.65 L 743.7375 97.65 L 744.975 98.8875 L 740.025 103.8375 L 742.5 106.3125 L 736.3125 112.5 L 733.8375 112.5 L 731.3625 114.975 L 727.65 111.2625 L 727.65 108.7875 L 726.4125 107.55 L 721.4625 107.55 L 720.225 106.3125 L 720.225 101.3625 L 718.9875 100.125 L 709.0875 100.125 L 706.6125 102.6 L 704.1375 102.6 L 702.9 103.8375 L 702.9 106.3125 L 696.7125 112.5 L 694.2375 112.5 L 693 111.2625 L 695.475 108.7875 L 695.475 106.3125 L 709.0875 92.7 L 718.9875 92.7 L 720.225 93.9375 L 720.225 96.4125 L 721.4625 97.65 L 723.9375 97.65 L 725.175 98.8875 L 725.175 101.3625 L 733.8375 110.025 L 735.075 108.7875 L 732.6 106.3125 L 732.6 101.3625 L 735.075 98.8875 L 732.6 96.4125 L 732.6 93.9375 L 730.125 91.4625 L 730.125 88.9875 L 727.65 86.5125 L 730.125 84.0375 L 730.125 64.2375 L 728.8875 63 L 723.9375 63 L 722.7 61.7625 L 722.7 59.2875 L 725.175 56.8125 L 722.7 54.3375 L 723.9375 53.1 L 726.4125 53.1 L 728.8875 50.625 L 728.8875 50.625 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 711.5625 63 L 714.0375 63 L 716.5125 63 L 717.75 64.2375 L 718.9875 65.475 L 720.225 66.7125 L 718.9875 67.95 L 716.5125 67.95 L 714.0375 67.95 L 712.8 66.7125 L 711.5625 65.475 L 710.325 64.2375 L 711.5625 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 721.4625 63 L 722.7 64.2375 L 721.4625 65.475 L 720.225 64.2375 L 721.4625 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 686.8125 67.95 L 688.05 69.1875 L 686.8125 70.425 L 685.575 69.1875 L 686.8125 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 709.0875 70.425 L 711.5625 70.425 L 712.8 71.6625 L 712.8 74.1375 L 712.8 76.6125 L 712.8 79.0875 L 711.5625 80.325 L 710.325 79.0875 L 709.0875 77.85 L 707.85 76.6125 L 707.85 74.1375 L 707.85 71.6625 L 709.0875 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 721.4625 70.425 L 722.7 71.6625 L 722.7 74.1375 L 722.7 76.6125 L 722.7 79.0875 L 721.4625 80.325 L 718.9875 80.325 L 717.75 79.0875 L 716.5125 77.85 L 715.275 76.6125 L 716.5125 75.375 L 718.9875 75.375 L 720.225 74.1375 L 720.225 71.6625 L 721.4625 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 718.9875 82.8 L 721.4625 82.8 L 723.9375 82.8 L 725.175 84.0375 L 723.9375 85.275 L 721.4625 85.275 L 720.225 86.5125 L 718.9875 87.75 L 717.75 86.5125 L 717.75 84.0375 L 718.9875 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 714.0375 87.75 L 715.275 88.9875 L 714.0375 90.225 L 712.8 88.9875 L 714.0375 87.75 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 706.6125 90.225 L 707.85 91.4625 L 706.6125 92.7 L 705.375 91.4625 L 706.6125 90.225 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 721.4625 90.225 L 723.9375 90.225 L 725.175 91.4625 L 726.4125 92.7 L 728.8875 92.7 L 730.125 93.9375 L 730.125 96.4125 L 730.125 98.8875 L 730.125 101.3625 L 728.8875 102.6 L 727.65 101.3625 L 727.65 98.8875 L 726.4125 97.65 L 725.175 96.4125 L 723.9375 95.175 L 722.7 93.9375 L 721.4625 92.7 L 720.225 91.4625 L 721.4625 90.225 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 701.6625 92.7 L 704.1375 92.7 L 705.375 93.9375 L 704.1375 95.175 L 702.9 96.4125 L 701.6625 97.65 L 700.425 98.8875 L 699.1875 100.125 L 697.95 98.8875 L 696.7125 97.65 L 695.475 96.4125 L 696.7125 95.175 L 699.1875 95.175 L 700.425 93.9375 L 701.6625 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 711.5625 105.075 L 712.8 106.3125 L 711.5625 107.55 L 710.325 106.3125 L 711.5625 105.075 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 723.9375 117.45 L 725.175 118.6875 L 725.175 121.1625 L 723.9375 122.4 L 722.7 121.1625 L 722.7 118.6875 L 723.9375 117.45 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 691.7625 119.925 L 694.2375 119.925 L 695.475 121.1625 L 694.2375 122.4 L 691.7625 122.4 L 690.525 121.1625 L 691.7625 119.925 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p9ac37fb175)" d="M 716.5125 50.625 L 717.75 51.8625 L 716.5125 53.1 L 715.275 51.8625 L 716.5125 50.625 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 706.6125 65.475 L 707.85 66.7125 L 709.0875 67.95 L 711.5625 67.95 L 712.8 69.1875 L 714.0375 70.425 L 715.275 71.6625 L 716.5125 72.9 L 717.75 71.6625 L 718.9875 70.425 L 721.4625 70.425 L 723.9375 70.425 L 725.175 71.6625 L 725.175 74.1375 L 725.175 76.6125 L 725.175 79.0875 L 725.175 81.5625 L 725.175 84.0375 L 723.9375 85.275 L 722.7 84.0375 L 722.7 81.5625 L 722.7 79.0875 L 721.4625 77.85 L 718.9875 77.85 L 716.5125 77.85 L 715.275 76.6125 L 714.0375 75.375 L 712.8 76.6125 L 711.5625 77.85 L 710.325 79.0875 L 710.325 81.5625 L 710.325 84.0375 L 709.0875 85.275 L 707.85 84.0375 L 706.6125 82.8 L 705.375 81.5625 L 705.375 79.0875 L 705.375 76.6125 L 705.375 74.1375 L 705.375 71.6625 L 705.375 69.1875 L 705.375 66.7125 L 706.6125 65.475 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 716.5125 80.325 L 717.75 81.5625 L 716.5125 82.8 L 715.275 81.5625 L 716.5125 80.325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 714.0375 82.8 L 715.275 84.0375 L 715.275 86.5125 L 715.275 88.9875 L 714.0375 90.225 L 711.5625 90.225 L 710.325 88.9875 L 711.5625 87.75 L 712.8 86.5125 L 712.8 84.0375 L 714.0375 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 684.3375 85.275 L 685.575 86.5125 L 685.575 88.9875 L 684.3375 90.225 L 683.1 88.9875 L 683.1 86.5125 L 684.3375 85.275 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 701.6625 87.75 L 702.9 88.9875 L 701.6625 90.225 L 700.425 88.9875 L 701.6625 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 684.3375 92.7 L 685.575 93.9375 L 684.3375 95.175 L 683.1 93.9375 L 684.3375 92.7 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 696.7125 92.7 L 699.1875 92.7 L 700.425 93.9375 L 699.1875 95.175 L 696.7125 95.175 L 695.475 93.9375 L 696.7125 92.7 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 723.9375 95.175 L 725.175 96.4125 L 723.9375 97.65 L 722.7 96.4125 L 723.9375 95.175 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 726.4125 97.65 L 727.65 98.8875 L 726.4125 100.125 L 725.175 98.8875 L 726.4125 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 696.7125 100.125 L 697.95 101.3625 L 696.7125 102.6 L 695.475 101.3625 L 696.7125 100.125 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 728.8875 100.125 L 731.3625 100.125 L 732.6 101.3625 L 731.3625 102.6 L 728.8875 102.6 L 727.65 101.3625 L 728.8875 100.125 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 691.7625 102.6 L 694.2375 102.6 L 695.475 103.8375 L 694.2375 105.075 L 693 106.3125 L 691.7625 107.55 L 690.525 106.3125 L 690.525 103.8375 L 691.7625 102.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 709.0875 102.6 L 711.5625 102.6 L 714.0375 102.6 L 715.275 103.8375 L 714.0375 105.075 L 712.8 106.3125 L 712.8 108.7875 L 712.8 111.2625 L 711.5625 112.5 L 710.325 111.2625 L 710.325 108.7875 L 710.325 106.3125 L 709.0875 105.075 L 707.85 103.8375 L 709.0875 102.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 704.1375 112.5 L 705.375 113.7375 L 704.1375 114.975 L 702.9 113.7375 L 704.1375 112.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ac37fb175)" d="M 709.0875 112.5 L 710.325 113.7375 L 710.325 116.2125 L 709.0875 117.45 L 707.85 116.2125 L 707.85 113.7375 L 709.0875 112.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p9ac37fb175)" d="M 709.0875 18.45 L 728.8875 18.45 L 731.3625 20.925 L 733.8375 20.925 L 736.3125 23.4 L 738.7875 23.4 L 747.45 32.0625 L 747.45 34.5375 L 754.875 41.9625 L 754.875 44.4375 L 759.825 49.3875 L 759.825 51.8625 L 762.3 54.3375 L 762.3 61.7625 L 764.775 64.2375 L 764.775 69.1875 L 767.25 71.6625 L 767.25 93.9375 L 764.775 96.4125 L 764.775 101.3625 L 762.3 103.8375 L 762.3 108.7875 L 759.825 111.2625 L 759.825 113.7375 L 752.4 121.1625 L 752.4 123.6375 L 738.7875 137.25 L 736.3125 137.25 L 728.8875 144.675 L 726.4125 144.675 L 723.9375 147.15 L 721.4625 147.15 L 718.9875 149.625 L 714.0375 149.625 L 711.5625 147.15 L 704.1375 147.15 L 701.6625 149.625 L 696.7125 149.625 L 694.2375 147.15 L 689.2875 147.15 L 684.3375 142.2 L 681.8625 142.2 L 668.25 128.5875 L 668.25 126.1125 L 665.775 123.6375 L 665.775 118.6875 L 663.3 116.2125 L 663.3 108.7875 L 660.825 106.3125 L 660.825 81.5625 L 663.3 79.0875 L 663.3 74.1375 L 665.775 71.6625 L 665.775 66.7125 L 668.25 64.2375 L 668.25 56.8125 L 670.725 54.3375 L 670.725 51.8625 L 673.2 49.3875 L 673.2 46.9125 L 675.675 44.4375 L 675.675 41.9625 L 689.2875 28.35 L 691.7625 28.35 L 694.2375 25.875 L 696.7125 25.875 L 701.6625 20.925 L 706.6125 20.925 L 709.0875 18.45 L 709.0875 18.45 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 23.13375 L 656.12625 23.13375 L 656.12625 11.52 L 649.44 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_14"> <g id="patch_15"> <path d="M 767.821875 23.13375 L 776.16 23.13375 L 776.16 11.52 L 767.821875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 162 L 669.553125 162 L 669.553125 150.38625 L 633.6 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=-25 --> <g style="fill:#ffffff;" transform="translate(633.6 159.504375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-32"/> <use x="235.986328" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p6d5dcb5718)"> <image height="158.4" id="image8115cdad38" transform="scale(1 -1)translate(0 -158.4)" width="158.4" x="792" xlink:href="data:image/png;base64,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" y="-3.2"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p6d5dcb5718)" d="M 860.0625 55.575 L 862.5375 55.575 L 863.775 56.8125 L 865.0125 58.05 L 866.25 59.2875 L 867.4875 60.525 L 868.725 61.7625 L 867.4875 63 L 866.25 64.2375 L 865.0125 65.475 L 862.5375 65.475 L 861.3 66.7125 L 860.0625 67.95 L 858.825 69.1875 L 858.825 71.6625 L 858.825 74.1375 L 858.825 76.6125 L 858.825 79.0875 L 858.825 81.5625 L 858.825 84.0375 L 857.5875 85.275 L 856.35 86.5125 L 856.35 88.9875 L 855.1125 90.225 L 853.875 91.4625 L 853.875 93.9375 L 853.875 96.4125 L 853.875 98.8875 L 852.6375 100.125 L 850.1625 100.125 L 848.925 101.3625 L 848.925 103.8375 L 850.1625 105.075 L 852.6375 105.075 L 853.875 103.8375 L 855.1125 102.6 L 857.5875 102.6 L 858.825 101.3625 L 860.0625 100.125 L 861.3 98.8875 L 861.3 96.4125 L 862.5375 95.175 L 863.775 93.9375 L 865.0125 92.7 L 866.25 91.4625 L 866.25 88.9875 L 867.4875 87.75 L 868.725 88.9875 L 868.725 91.4625 L 868.725 93.9375 L 867.4875 95.175 L 866.25 96.4125 L 866.25 98.8875 L 865.0125 100.125 L 863.775 101.3625 L 863.775 103.8375 L 863.775 106.3125 L 863.775 108.7875 L 862.5375 110.025 L 861.3 108.7875 L 860.0625 107.55 L 857.5875 107.55 L 855.1125 107.55 L 853.875 108.7875 L 853.875 111.2625 L 852.6375 112.5 L 851.4 113.7375 L 851.4 116.2125 L 850.1625 117.45 L 848.925 116.2125 L 847.6875 114.975 L 846.45 113.7375 L 845.2125 112.5 L 843.975 111.2625 L 842.7375 110.025 L 841.5 108.7875 L 841.5 106.3125 L 841.5 103.8375 L 841.5 101.3625 L 842.7375 100.125 L 845.2125 100.125 L 846.45 98.8875 L 846.45 96.4125 L 847.6875 95.175 L 848.925 93.9375 L 850.1625 92.7 L 851.4 91.4625 L 851.4 88.9875 L 850.1625 87.75 L 848.925 86.5125 L 848.925 84.0375 L 848.925 81.5625 L 848.925 79.0875 L 847.6875 77.85 L 845.2125 77.85 L 842.7375 77.85 L 841.5 76.6125 L 841.5 74.1375 L 842.7375 72.9 L 843.975 71.6625 L 845.2125 70.425 L 847.6875 70.425 L 850.1625 70.425 L 851.4 69.1875 L 852.6375 67.95 L 853.875 66.7125 L 853.875 64.2375 L 855.1125 63 L 856.35 61.7625 L 857.5875 60.525 L 858.825 59.2875 L 858.825 56.8125 L 860.0625 55.575 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 884.8125 55.575 L 886.05 56.8125 L 887.2875 58.05 L 888.525 59.2875 L 889.7625 60.525 L 891 59.2875 L 892.2375 58.05 L 893.475 59.2875 L 893.475 61.7625 L 893.475 64.2375 L 893.475 66.7125 L 894.7125 67.95 L 895.95 69.1875 L 897.1875 70.425 L 898.425 71.6625 L 899.6625 72.9 L 900.9 74.1375 L 902.1375 75.375 L 903.375 76.6125 L 903.375 79.0875 L 903.375 81.5625 L 903.375 84.0375 L 904.6125 85.275 L 905.85 86.5125 L 904.6125 87.75 L 903.375 88.9875 L 902.1375 90.225 L 900.9 91.4625 L 899.6625 92.7 L 898.425 93.9375 L 899.6625 95.175 L 902.1375 95.175 L 903.375 96.4125 L 903.375 98.8875 L 902.1375 100.125 L 900.9 101.3625 L 900.9 103.8375 L 900.9 106.3125 L 899.6625 107.55 L 898.425 108.7875 L 897.1875 110.025 L 894.7125 110.025 L 893.475 111.2625 L 892.2375 112.5 L 889.7625 112.5 L 888.525 111.2625 L 888.525 108.7875 L 887.2875 107.55 L 886.05 106.3125 L 884.8125 105.075 L 882.3375 105.075 L 879.8625 105.075 L 878.625 103.8375 L 879.8625 102.6 L 881.1 101.3625 L 879.8625 100.125 L 878.625 98.8875 L 878.625 96.4125 L 878.625 93.9375 L 878.625 91.4625 L 879.8625 90.225 L 881.1 91.4625 L 881.1 93.9375 L 882.3375 95.175 L 883.575 96.4125 L 883.575 98.8875 L 884.8125 100.125 L 886.05 101.3625 L 887.2875 102.6 L 888.525 101.3625 L 887.2875 100.125 L 886.05 98.8875 L 887.2875 97.65 L 888.525 96.4125 L 888.525 93.9375 L 888.525 91.4625 L 888.525 88.9875 L 887.2875 87.75 L 884.8125 87.75 L 883.575 86.5125 L 883.575 84.0375 L 884.8125 82.8 L 886.05 81.5625 L 886.05 79.0875 L 887.2875 77.85 L 888.525 76.6125 L 888.525 74.1375 L 888.525 71.6625 L 887.2875 70.425 L 884.8125 70.425 L 883.575 71.6625 L 882.3375 72.9 L 879.8625 72.9 L 878.625 71.6625 L 879.8625 70.425 L 881.1 69.1875 L 881.1 66.7125 L 881.1 64.2375 L 882.3375 63 L 884.8125 63 L 886.05 61.7625 L 884.8125 60.525 L 883.575 59.2875 L 883.575 56.8125 L 884.8125 55.575 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 879.8625 60.525 L 881.1 61.7625 L 879.8625 63 L 878.625 61.7625 L 879.8625 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 874.9125 63 L 876.15 64.2375 L 874.9125 65.475 L 873.675 64.2375 L 874.9125 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 867.4875 65.475 L 868.725 66.7125 L 868.725 69.1875 L 867.4875 70.425 L 866.25 69.1875 L 866.25 66.7125 L 867.4875 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 877.3875 72.9 L 878.625 74.1375 L 877.3875 75.375 L 876.15 74.1375 L 877.3875 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 865.0125 75.375 L 866.25 76.6125 L 865.0125 77.85 L 863.775 76.6125 L 865.0125 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 874.9125 75.375 L 876.15 76.6125 L 874.9125 77.85 L 873.675 76.6125 L 874.9125 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 894.7125 75.375 L 893.475 76.6125 L 894.7125 77.85 L 897.1875 77.85 L 898.425 76.6125 L 897.1875 75.375 L 894.7125 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 869.9625 77.85 L 871.2 79.0875 L 869.9625 80.325 L 868.725 79.0875 L 869.9625 77.85 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 862.5375 80.325 L 865.0125 80.325 L 866.25 81.5625 L 866.25 84.0375 L 866.25 86.5125 L 865.0125 87.75 L 863.775 88.9875 L 862.5375 90.225 L 861.3 91.4625 L 861.3 93.9375 L 860.0625 95.175 L 857.5875 95.175 L 856.35 93.9375 L 856.35 91.4625 L 857.5875 90.225 L 858.825 88.9875 L 860.0625 87.75 L 861.3 86.5125 L 861.3 84.0375 L 861.3 81.5625 L 862.5375 80.325 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 847.6875 107.55 L 846.45 108.7875 L 847.6875 110.025 L 848.925 108.7875 L 847.6875 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 877.3875 119.925 L 878.625 121.1625 L 877.3875 122.4 L 876.15 121.1625 L 877.3875 119.925 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p6d5dcb5718)" d="M 874.9125 55.575 L 876.15 56.8125 L 874.9125 58.05 L 873.675 56.8125 L 874.9125 55.575 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 874.9125 65.475 L 876.15 66.7125 L 874.9125 67.95 L 873.675 66.7125 L 874.9125 65.475 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 862.5375 77.85 L 865.0125 77.85 L 867.4875 77.85 L 868.725 79.0875 L 868.725 81.5625 L 867.4875 82.8 L 866.25 84.0375 L 866.25 86.5125 L 865.0125 87.75 L 863.775 86.5125 L 863.775 84.0375 L 863.775 81.5625 L 862.5375 80.325 L 861.3 79.0875 L 862.5375 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 884.8125 87.75 L 886.05 88.9875 L 884.8125 90.225 L 883.575 88.9875 L 884.8125 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 862.5375 90.225 L 863.775 91.4625 L 862.5375 92.7 L 861.3 91.4625 L 862.5375 90.225 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 857.5875 92.7 L 860.0625 92.7 L 861.3 93.9375 L 860.0625 95.175 L 858.825 96.4125 L 857.5875 97.65 L 855.1125 97.65 L 853.875 96.4125 L 855.1125 95.175 L 856.35 93.9375 L 857.5875 92.7 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5dcb5718)" d="M 869.9625 100.125 L 871.2 101.3625 L 871.2 103.8375 L 871.2 106.3125 L 871.2 108.7875 L 869.9625 110.025 L 868.725 108.7875 L 868.725 106.3125 L 868.725 103.8375 L 868.725 101.3625 L 869.9625 100.125 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p6d5dcb5718)" d="M 872.4375 18.45 L 874.9125 18.45 L 877.3875 20.925 L 887.2875 20.925 L 889.7625 23.4 L 892.2375 23.4 L 897.1875 28.35 L 899.6625 28.35 L 905.85 34.5375 L 905.85 37.0125 L 908.325 39.4875 L 908.325 41.9625 L 918.225 51.8625 L 918.225 59.2875 L 920.7 61.7625 L 920.7 64.2375 L 923.175 66.7125 L 923.175 71.6625 L 925.65 74.1375 L 925.65 93.9375 L 923.175 96.4125 L 923.175 101.3625 L 920.7 103.8375 L 920.7 108.7875 L 918.225 111.2625 L 918.225 113.7375 L 908.325 123.6375 L 908.325 126.1125 L 899.6625 134.775 L 897.1875 134.775 L 889.7625 142.2 L 887.2875 142.2 L 882.3375 147.15 L 879.8625 147.15 L 877.3875 149.625 L 872.4375 149.625 L 869.9625 147.15 L 862.5375 147.15 L 860.0625 149.625 L 855.1125 149.625 L 852.6375 147.15 L 850.1625 147.15 L 847.6875 144.675 L 845.2125 144.675 L 837.7875 137.25 L 835.3125 137.25 L 829.125 131.0625 L 829.125 128.5875 L 826.65 126.1125 L 826.65 123.6375 L 824.175 121.1625 L 824.175 116.2125 L 821.7 113.7375 L 821.7 108.7875 L 819.225 106.3125 L 819.225 79.0875 L 821.7 76.6125 L 821.7 74.1375 L 824.175 71.6625 L 824.175 69.1875 L 826.65 66.7125 L 826.65 59.2875 L 829.125 56.8125 L 829.125 54.3375 L 831.6 51.8625 L 831.6 49.3875 L 836.55 44.4375 L 836.55 41.9625 L 837.7875 40.725 L 840.2625 40.725 L 841.5 39.4875 L 841.5 37.0125 L 842.7375 35.775 L 845.2125 35.775 L 852.6375 28.35 L 855.1125 28.35 L 860.0625 23.4 L 862.5375 23.4 L 865.0125 20.925 L 869.9625 20.925 L 872.4375 18.45 L 872.4375 18.45 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 23.13375 L 814.52625 23.13375 L 814.52625 11.52 L 807.84 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_17"> <g id="patch_18"> <path d="M 926.221875 23.13375 L 934.56 23.13375 L 934.56 11.52 L 926.221875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 162 L 827.953125 162 L 827.953125 150.38625 L 792 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=-16 --> <g style="fill:#ffffff;" transform="translate(792 159.504375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-31"/> <use x="235.986328" xlink:href="#DejaVuSans-36"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#pd21fbf1331)"> <image height="158.4" id="image5b23e63f13" transform="scale(1 -1)translate(0 -158.4)" width="158.4" x="950" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAKUCAYAAAC6z6g8AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3durZ+ddP/DPzuy9Z+895/NMJnPIoUmdpJJqqRIlFSvBKkrRC1EqIoiINyJ4q17UC1FBLwqCV3ojWKiFtLYVCpEoVGpjmppJ2ziTTOaYOc/s8549aX//gBfvx2et39dJX6/rN9/nu9Z61vp+9r5Y76ktW7Z8vwLvvfdeEquqqqmpqSj3/e9HS0/UQw89FOW+973vTWzt6enp+DPv378f5ca4huk5GmPtoa9j+nkt0uOZ5J5Mv+OWLVviz0yvd5pL93iL9B7b3NwcfO30XKbnpyrfG2luZmYmyo1xftLjbrlnW37vhpZe7/Q7thx3er23bdsW5VZXV+O1W/ZvYujfm6rhr02LB2JemvQXAADgwWagBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DI9xtvXH4TGj9SD8Hb6lvaJoZtOJnltxjDJBpy0sWGSLR5pI0pLW01L01Oi5Z6dnZ0d/DNTQzdCtbQTpdK10z3Z8h3TZ8vQ37FFundb1h76mTp0A03VOC096Wem53yM36b0uZZ+x5bn5NAtPS33Yny9408EAID/gYESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuU1NTU1Fv1SQrCFuqo4aumXq/VQumhq6FG2PtMSrFhq5JrMorrtIKzbTWq+U7Dn0dW+6b9PykNW4tNXfpZ45RyZnWrqXXpuWcD329x7hnh372tlzDB2HtMfZkei8OvXerhq91HeO3aej6w0k+o8fgP5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHSZqqrBX7+evsF/jDe/Pwhvk0+NcR6HbhtpaWtIv+cYjShpw0Ha1rCxsRGvPbT0WFr2xezsbJRbX1+PcmmbT4sx2pvSdqIx1h76HKUNIlX5Hhq6taXleZFmx7gX02uTnvOWaz30b1jLczL9nmM0wQzdTjTJtrcfVP5DCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl1GacuLFR3iT/aTejt/SADF0+0RLw8DQ5ydt3Gj5zPR4WtZOm2DGaAhKjydtqUjbalr2eHouW9pYhl47PZ4xWnrSRp2WPZmey/SebdmTW7dujXJra2tRLr02Lc0pQ++LlvOTXpsxWr3Sa5M2BLUcd3p9Wo5nUibZlPOD2hboP5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0GWi1Ys/qCZZfzh0ZVZLrdck6y7Tc7Rjx44ot7S0FK899HVMawBbzMzMRLm09rFlT87Pz0e55eXlKNdS75dKP7Nl7UnW3KVVpGltaHosLdWd6Z5MKwhbrs3Q1Xktz6qh619bjju9Pun9/SBUNI5hjNrHMaqYh+Y/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdJme9Bf4v26Mt9Onb8cfo0lj6Df4txz3GO0BqaGbQe7duxevne6htAEnbRBpadTZunVrlJuezh4Z6fluWXthYSHK7dy5M1778uXLUS5tCGq5H9J9MTc3F+VaGlHS/Zs2oozR2pKune61lvth6Odfy74YuoWm5V4c+jcnfVZVjdMANilj/IYN/Zkt92LcCPW//TIAAFBloAQAoJOBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgyVVXRK9DHeKv6JA3d2pK2G7R85hjSxoa0EeX+/fvx2kN/ZtqwUpVfn7QRpaUBYuhWkvT8PPzww1Guqur555+PcidOnIhyLc0gaUPG5z73uSiXNupUVa2urka527dvR7m01aYqfw4sLS0N+nlV+R5K92SaS58BVfm+SK/3yspKvPbQz+iW+2HoZ/QYLW5j/IYN3RA0RsvdJKUzS3rcLQ17Kf+hBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuUw899FDUoTRGPdHQVUstWqokh/68oeutJlmLOcbaLZWKqbTGLd2TY9TcpbV9TzzxRJT7zd/8zShXldfS7dq1K8o99dRT8dof+tCHoty5c+ei3E/91E/Fa8/Pz0e5T37yk1Fu37598doXL16McqdPn45y169fj9deXl6Ocmtra1EuPY8tz4uh6yFbamKHruYd4/cz/Y4tx53W9o1R75d+5iTPeWro+aJqspWKKf+hBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgy1RVRa+db3nz+9AtAy1rp2/HH/o7tkjXTnMtjQBDtxONsS/S41lYWIjXTo8nbelJWwuq8uP+pV/6pSj3cz/3c1EubS+pqrp06VKUm5mZGXzttKXnAx/4QJT72te+Fq/9n//5n1HuF37hF6Lcm2++Ga+9Z8+eKPfqq69GuR07dsRrp+f8pZdeinLXrl2Lci2tLemzN/3MlmdVus/T7zg7Oxuvvb6+PujaY7QTpdLfm6rJNeC0fMd07UnODWOsnfIfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAusRNOS1vkx+6ZWWMN7+nTSfpd0yPuUVLw0EqPZfp+UkbJaryFoa0jaClGWR1dTXKTU9PR7mTJ0/Ga//+7/9+lDt16lSUO3fuXJTb2NiIclV5c0ragNNyP6QtIjt37oxyadtRVdXt27ej3ObmZpRLr01V/kxNz3nL8+KjH/1olLt582aU+4d/+Icol7b+VFW99dZbUS59XrS0Nw3duNYi3WuT/G0awyQbXob2ILTajMF/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6JLVglTb2/ZbWnWGXjs1yZaBtI0lbWtIW21aPnOMBoj0uNPjuXfvXrx22sbyW7/1W1HuYx/7WLz2wsJClEu/Y3p/HTt2LMpVVS0uLka57du3R7m0Fakqbzy6c+dOlLt+/Xq89t69e6Pc8vJylEvPT1XV4cOHo9y+ffuiXNpqU1V19uzZKPfEE09EuV/5lV+Jcuvr61GuKn8OnDlzJsq1PC/SeyxtZWppREkbrtLnacuzPP19SLX8Ng3d4jb0sbR4vzXgpPyHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6TFXVD2RHUFqtldY3tVQtpVVY6WfOzMzEa6fSGsCWOrP0XKZrz83NxWv/xm/8RpT7xCc+EeXu3r0br71r164oNz8/H+WWlpaiXEvt2cGDB6PcxYsXo1zLvkj3+erqapTbuXNnvHb6HEhrDTc3N+O10/sh3ectFXvHjx+PcmkNYLp2WmFZVfXyyy9Hub//+7+Pci33bLon02dVS4Vvun9v374d5Vr2RUtlaiKth2xZe+jqxR/UmsQx+A8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdHoimnJY3/advvU8bMtLPS9/KXzXZppy0jWDHjh1Rbm1tLV47bRHZtm1blEtbbaqqPvWpT0W57du3R7m0OaWq6tSpU1Huv//7v6Nces5b9mTaQpM24KTNO1VV6+vrUS5tjGk57jt37kS5AwcORLmWfZHutbSdaP/+/fHa6T22sLAw6Nrnz5+PclX5d1xcXIxyf/iHfxivne6L9H5oaa1Km7DS+6GlpaclO/TnTeo3uWW+SKWf2fKsGtoYc5X/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0GU6DY7xVvVJfV7V8I0ALdLWhPQ7tpyfvXv3Rrm0ASJt+6iqWl5ejnKHDx+OcmmbT1XVpUuXotzx48ej3NatW+O10yaPtPki3T+3bt2KclV5I0p6fmZnZ+O1r169GuXSJo2W9ondu3dHufn5+UFzVVVHjx6NcunxpG1HVVWXL1+OcmlD0LFjx6Jc2n5Tle/zRx55JMr96Z/+abz2n/3Zn0W5s2fPRrmVlZV47bT5LG0ea3lWpc/99DNbGoLS40mN8bxIf2vHmFnS45nobDOxlQEAeF8wUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0GVqamoq6ghqqV5sqTIaWlr1lH7HMeqbWs5loqXuLa23SivSNjY24rX37dsX5X7sx34syv3O7/xOvPadO3eiXHp+Ws75zp0742wirWi8efNm/JnXrl2Lck8//XSUa9njLfVsiW9/+9tx9sqVK1Hu4YcfjnItlWvpvkhrLNfX1+O10xrUQ4cORbm07u3u3btRrqpqbW0tyqX1ry2VdOm1efnll6Pc3/7t38Zrp/diS71pKj1H9+/fj3Jj/Dalv7WTnEPS598YFY2pMeq0/YcSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAu0+kb0Cf5RvcWQzfgpFrOT5pNmxDu3bsXr93SFpHYunVrnH388cej3B/8wR9EubRZoSpvdti/f3+Ue/fdd+O109aNmZmZKJfun4WFhSjXmk0cOHAgzqb7N212eP755+O1//Vf/zXKpY0xaYtRVdXq6mqUS69NS3PK9evXo9zu3bujXNqAk96HVXnLStoQ1LJ2utd+8Rd/McqdOHEiXvuP//iPo1za/tXy25T+PqR7raUpJ72OabPW0K15LR6UeWlo/kMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECX6fRt8mM0waRaWm3SN/0P3RgzhqEbRKrya5O2eLS0T/ze7/1elFtZWYlyt2/fjtdO93na1rC8vByv/d3vfjfKpe0yp06dinKXLl2KclVVa2trUe7y5ctR7sqVK/Ha6b2YNg5tbGzEa6dtS8eOHYtyp0+fjtdOGzrSVqZHHnkkXjt9tqTXO31epPd2VdUTTzwR5W7cuBHlWlpbjh8/HuXSdquf/dmfjde+efNmlPv0pz8d5Vqe0Tt27IhyaUNa2qBUlZ/LoZ/lLdK1Uy0tPdPT04N+5hgNQf5DCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdptP6nZbKoaGrF8eoSWypKxza0BVTLdVa6XGn3/Ev/uIv4rXTari0aq5lT6Z1ZtevX49yaQ1gVdXS0lKUW1hYiHJpfd25c+eiXNXwe/LgwYPx2mml2Pbt26Ncy3EfOnQoyl24cCHK7d69O147vRfv3LkT5a5evRqvndbZpvWm6f55+umno1xVXg+Z3rNPPfVUvHZaGZhe729961vx2i+88EKUW1xcjHJ//dd/Ha+dPlvSqtYxfmfTSsUx1h6jrjCV/s6nz+gxKq39hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC5TVTVsrU3lb2pP3zrf8sb7tKWn5S3xiZY36M/Ozka5MRqC0jaWU6dORbnPfe5z8dqvvPJKlEubU1qacoZu3di2bVu8dto+sXfv3iiX7vFLly5Fuar8eI4ePRrlWu6vffv2Rbm0QSlt0qjK2ye2bt066OdVVR0+fDjKpa0tZ86ciddOr8/8/Hz8mYldu3bF2Q984ANR7o033ohyc3Nz8dppE8zy8nKUazmPabPWgQMHotyf//mfx2unz+jNzc0o13LO0+f+xsZGlEu/44MinYOGbips4T+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0yV5N3yh9U3tLA87Qhn7rfPqW/6r8Tf/pZ7a8GT897j/6oz+Kci2tJOnaadtI2lJRVXXw4MEot3///ijX0sKQtoOkxzMzMxPlduzYEeVaPvPatWtRLm39qaq6detWlLtz506UO3nyZLx22iaUNuWkDStVVa+//nqUO3HiRJQ7dOhQvHbaCJXei+kzqOX83LhxI8qlz6C0gaYqbz4b+vxU5ffO7t27o9zP/MzPxGunTTlp21vaUNaSTVuH0md0S+NaSyPe/3UtM0u6z/2HEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6TE1NTUWdUC3VUVu2bIly77333qCfVzV8NVJaT9RSxZd+ZlqHt3379njtD3/4w1HuT/7kT6Lc1atX47WffPLJKPfd7343yqXVbFV57WNae9ZSIZdK9+7c3FyUa6kUS2vp0r2bVnW1SPf5tm3b4s9Ms+n1brkX0yrJK1euRLmW52R6P6TPtTFqdNO9lh53+jytqlpZWYlyQ1f4VlXt27cvyqVVhS1r/9Vf/VWUe+2116Lc6upqvHZ6HdMa1PSZ1rJ3W85l4v1W++g/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdMmqCBqlDTjpW+LTz2v5zFT6ZvydO3fGn7m4uPi//Tr/o42NjTibttWkTRE3b96M17548WKUS5sLWpov0paBu3fvRrlJtjel1zttlKjKG2PSdo6FhYV47bQZpKWFJvXOO+9EudnZ2SjXcs7n5+ej3BNPPBHlLly4EK+dNhmlx7Njx44o19KccuTIkSiX7snr16/Ha6fPv/S4WxpW0gawtKXsox/9aLz2r/7qr0a5tCmn5RmdtjKlrVW7du2KckP/Hlflc0hLS0/6mzNGo066f/2HEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALtMtb/BPpW9/H+ON7tPTWflP2q6Qfsf0Lf9VeftEunZ6LFVVJ0+ejHJpk8aePXvitS9fvhzl0paKlnaiVLp/0vNTlTcxpG01aVPOGC0Ve/fujXJp+03V5O7Zqqr9+/dHubQRKt27VXkr06FDh6Lc3NxcvHa6h9JrM8Y9m9436bVJm4mqqh599NEol95j7777brx2etzp3j179my8dnp/7969O8otLy/Ha6dtVOvr61EufUa3tNWk2XSuGmP+ilttGloFNeUAAPD/hYESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuWa9Wo7TSZ4zqxZYawiG1HMuWLVsG/cz33nsvXvvYsWNRLq3BSo+lavhar9XV1XjtS5cuRbm1tbUo11JbldbXtVzHRMu9sLCwMOjaLffD0tJSlGu53qkdO3ZEubRKMq2Fq6o6ePBglEvvxZaqzdu3b0e5tCox3eNpTWJVXnOXVtkeOXIkXju9H86cORPlWu7tdK+l91i6x6vy+s6PfOQjUe4rX/lKvHZ6jtJKxfS+aXmWp2uP8cxvqYhMjDF/+Q8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABd4qaclre0D9340SL9nt///vejXNoEk35eVd6mkTZftFybO3fuRLm0MWFzczNeO20PuHHjRpRL2z6q8jaNtD1gY2MjXjs97rTZIW1raNkXaVvE4uJilGtpbUlbSdI9uX379njt9HqnLT0tx728vBzl0vPTsifT653uyfSZlt6HVXnTU7p2S0vP3bt3o1za8rR///547bSdaM+ePVEufV5U5XvoJ37iJ6Lc5z//+XjtlsaaRHp/jSGdgVrmhjSbPvdbznf6nPQfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAusRNOZPU0vjRkk2kb7xvaQdK31CfHkv6FvuqqrfffjvKPfvss4N+XlXe2JA24Gzbti1eOz1HaRtBS/tE+pnpd0zbWMZoJUmP++LFi/Ha8/PzUS5tZUo/r6rq6NGjUS5tO2p5/qSfee7cuSjX8gzatWtXlFtbW4ty6V5raS9JW3pS7777bpxNG9LSZ3naUFaVn8v02duydurRRx+Ncj/yIz8Sf+aZM2eiXLqH0mvY8vuZSp/5LW016WcOnWvhP5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHSZTpsdxnireqpl7aG/5xjnp+Xt+IlDhw7F2R//8R+Pcm+++WaUa2mrSVtWdu7cGeVaGlHS75m2jZw9ezZee25uLsqle2joNqiq/LiHbnmqqrp7926US7/jvn374rXT40lbVg4fPhyvfevWrSiXHnfaoFRVtXfv3ih35cqVKJc2LbVInxfpOV9YWIjXTpue0jaf69evx2unzUgrKytRLm21qcrP+TPPPBPlPvKRj8Rrnz9/Psql92x6bdbX16Nc1fDP3jFaesb4fYibfwZfGQCAHygGSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAukynNUYtFUFpTc+WLVuiXEtVYVodlX7m0DWJVXklVHrOjx49Gq+9sbER5dK6wD179sRrv/POO1Hu6aefjnKrq6vx2umefOutt6Lc9PR0vHZ6Hbdv3z7o2i11oOlnprVeLfVfO3bsiHJLS0tRLq0qrKra3NyMcml1Xrp3q/J9cfXq1SjXUsGaXp/0O06yojath3z22WfjtU+ePBnl0srJludFmr18+XKUu3379uBrv/3221Hu1KlT8dqf/exno1y619J7u2VPDr3PW56T6WdOsibbfygBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgynbZKpK02VXlTxdC5FulnjvHG+7TNJ/2O6+vr8dpPPfVUlDt//nyUe/311+O1Dx48GOXGaAS4dOlSlFtcXIxyLQ1KMzMzUS7dF2O01aRrp8fS0gwytJZmkCNHjkS55eXlKJe2l1RVraysRLn5+fkot3fv3njttGVq6CaYlt+RoZ+T//Zv/xavnbY37d69O8q13A9pY9YP/dAPRbm0oawqb1JLG5TS50VV3myTPnvT/dNi6Fmk5X6Y5HGn/IcSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAu0+nb18doq0m1NH4M3WwzRiNA2j4xOzsb5f7rv/4rXjvNHjhwIModPnw4Xjs9ntdeey3KtTQEpQ0QaaPF1q1b47XTvZY2HKT3bEuTUNrGkn5met9U5ddxbm4uyqWtNlX590xbnloaUdJ9kT4vrly5Eq+d7rX0nk3vr/QaVuW/Oel53LVrV7x22mJ048aNKHf06NF47aF/wx5++OF47bNnz0a59Pl38eLFeO30uZbm0vPT8pxMm23SvdvynEyPJz0/LS09cYtR/IkAAPA/MFACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANBlOq0dSut8qtqqjIaW1gkNXanYUk2Z1pml9Wi7d++O1/7qV78a5T71qU9FubR6rCqvjkpr3FqOe21tLc4m0jq8qvx6r66uRrm03q+l1ivdv+l5HOPaLCwsRLmWa5NWAe7YsSPKtdQ+btu2LcpdvXo1yh06dChee3FxMcql9+wYz8k0m+6Llj3ZUpWY+Na3vhVnd+7cGeXSOtA0V1V1/vz5KJfu3RYtM8ak1h26FrOlqjV9ng9dWdrCfygBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgSN+WM0X6Tvqm9Ze2hP3NzczPKpU0RVXkDTtrikX7Hqqp/+qd/inKf+MQnotyjjz4ar522jdy8eTPK3bp1K1473Rdbt26Ncvv374/XTptblpaWBv28tKGnKr8f0n2eNlZV5fs8/cyWe/Hy5ctRLm0xamndSO+d69evR7mW1o3bt29HufScp+0cLS1GQz97W56Te/bsiXLp3n3uuefitVdWVqLcq6++GuXSJqGqqhMnTkS5xx57LMq1/HanTTDpPTZ0a17V8HutZe00m/7WtbRWpfyHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALnm1wgjSt+i3tE+kLTSTatRpsb6+HuVaGjLStpq0rSH9vKr8nG9sbES5tFmmKm+L2LdvX5RLv2NVvifTz9y+fXuUS8931fDfMT2PVfn3HKP5In22pM0ya2tr8dqPP/54lEufLenzouUz5+fno1zaJNTynEyvY/qZFy9ejNc+e/ZslHv44YejXNrAVVV17NixKPf8889Huddeey1eOz2X27Zti3IvvvhivHb6bEmfF+n+aXlepOdnjGbB1CTX9h9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgy0erFMQxdqTiG2dnZKJdWQqWVdC3Std977734M7/5zW9GubTG7cSJE/Ha+/fvj3I3b96MctevX4/XTvdkWs82MzMT5e7duxflWqR77c6dO/FnppVr6fkZo3IyvWdbqgXTmsb0XkzrUquGf06me7LlWbW4uBjl0muT1q9W5TWWZ86ciXLp+amqunDhQpT70R/90Sj3oQ99KF770KFDUe5LX/pSlEvPT1X+W5LWpbZUKqbS+2HoesgWkzw//kMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECX6QehWablje7p8aSNDelxj/HW+bQBIm0aqcqbYL761a9GuV/7tV+PH+ycAAAYIElEQVSL1757926U+8mf/Mkot7S0FK999erVKHf79u0olzastNi7d2+US1s8Wto50n2etjC0NKLs2LEjyi0vL0e5AwcOxGunx/3YY49FufQ7VlVt3749yh05ciTK3bhxI1473RtD77X086ry85PutZZ9MfQ+b2lQSp/Rr7zySpRruRfTVp0XX3wxyrW0E6XtWkM3w6XXumqy7XXpPdYyDwzNfygBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgyPckGnFTaftOSfe+99wb9vJa37aetCWlTTksbwYkTJ6Lcl7/85SiXttpUVT311FNR7tatW1Hu2rVr8dppQ8fa2lqUm5+fj9d+4okn4mwi/Y4t7RwrKytRbnp6Osq1NAml1ya9Z9PzU1V18ODBKJfe3/v27YvXTq9Punb6vKjKr3fazpFe73T/VOWNH2muZV+k7U1bt26NPzOVNiMtLi5GuZZz/vWvfz3K/fM//3OUa5kv5ubmolz6m3zv3r147VTagDNGk9rQx9MyV8VNav/bLwMAAFUGSgAAOhkoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAusSdTC31TWntUEv1T+p73/veoJ+XVg6NUWGZ1qNt3749/sxLly5FufQafvrTn47XfuGFF6LcJz/5ySiXVvZVDV+R1lKxt3///ij36quvRrmdO3dGuZYqvvReTKvHWmrC0nq/VMtx37lzJ8rt3bs3yu3atSteO63OS+shWypYT58+HeXS51p6ztP6zKq8UjH9junztCq/x9Ja1du3b8drp5Wc6WceP348XvtrX/talEv3ecszeug60DGk+zetS22ZV9J9nj6jh56VqvyHEgCATgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALnH9Tctb1dM3tae5lnaFoaXH3dIkNHSrzvz8/OBrp005aZtFVdWpU6cGXbvlnD/yyCNR7s0334xyaZtFVdW7774b5dL2iWvXrkW5o0ePRrmqvNEibdRJr2HL2mnb0eHDh+O107aatbW1KHfo0KHB106fQaurq/HaadvI0Nc7bRCpypt/0uNOW8Kqqm7evBnljhw5EuVajjs9508++WSUS9ugqqpeeumlKJfeDy17Mm1bSvfaJOeLMVoA088cowEn5T+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0GaUpJzXJN9SnjTFpG0tLM0i6dvqm/6WlpXjttG0kbaloaf158cUXo9xv//ZvR7mWFoYLFy5Eue3bt0e5xx57LF57eXk5ys3NzUW5gwcPRrlbt25FuZa10+udNrG0ZNN7bGVlJV47bZlK77G0/aYqb09Jj+f27dvx2qn0GZ0+J1tavVLpvmh5Rqfn/MyZM1GupTklfe6fPHkyyn3nO9+J106PO20Kaznue/fuRbn0/KR7suU3LF07nZdazs/QDXtj8B9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgSVy+OIa0ea6l9TKuM0rXT6rGWWqTZ2dkolx53S4Xl2tpalNvY2Ihyu3fvjtc+ffp0lHvppZei3K//+q/Ha9+5cyfK7d+/P8q11Lil5/zmzZtRLq1ybKm5S/dkWtGYVrNV5ecnvbfTCreqfF+kWmpQ0++ZVoy2rJ0+/9LnWlrVmu6zqrxKMr0XW56TaR1oei9u27YtXjs9l+lxf/GLX4zXTqtDx6heTGsNU+lvWMu66TlPj7vl/AytZe10FvEfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAusRNOS1vVU/bFcZoykmzQ7/JvuX8tLSIJNLz2LJ2eh537doVr522DHzlK1+Jci+88EK89tGjR6Pct7/97SjXcs6vXbsW5fbu3Rvlpqez2zZt8RjD+vp6nE3P5crKSpS7fv16vHbaYJK2l6StP1V5a0zaqHP48OF47fQzL126FOXSPfnwww9Huar8dyTd51u3bo3XPnnyZJRLz09Li9GhQ4ei3Ouvvx7lWtqgWp5rifS+qcqfGeleS5uRWhqUhp5ZWlp6WuagxBgtPf5DCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl6mqyuoIGozRgDMp6dvk01aHMbS88T69NmMcz8GDB6Pc3bt3o9zHPvaxeO3f/d3fjXJpk9CNGzfitbdv3x7ldu/eHeUWFxej3JkzZ6JcVd7Skx7LgQMH4rXPnj0b5dIWmrSRqapq//79UW7fvn1R7vjx4/HaaXtKen/Pzc3Fa6f7N91DaevPzp07o1xV1SOPPBLl0narFmmDUnq933333XjtdF98+ctfjnIvvfRSvPbGxkaUS39HWlrh0vt2kk05qTFaaCY5Y6T8hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC7ZK+cbPQgNOKkH4u30YWtB1fCtAC2NAGkLQ5p7+eWX47XTdpmPf/zjUe7EiRPx2un1OXfuXJRLmzR27doV5aqqduzYEeXS9pK33347Xnt5eTnKbdmyJcq1NMak1yZtEkrbfKqqbt++HeXS1pb19fV47cuXL0e59P5OW57m5+ejXFX+HHjmmWei3Ne//vV47fQ5ef78+SjX8oz+/Oc/H+XeeOONKJc++6ryxqP0/LQcdzo33Lt3L/7MoaXPoPT8jNGok2pZO52D/IcSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALpMp/U7LTU9k6xeTL/ng1CpmJpkfdPCwkKcvX//fpRL67qmp/Pm0AsXLkS5119/Pcp9+MMfjtfe3NyMcul9k9YApnV4VVVHjhyJctevX49yLZVraR1fen5a7oe0Iu3KlStRLj2PVXmFXMu5TKXPv/SeTeshW+pA0+O+du1alGvZF0Nfm5bK29OnT0e5mzdvRrmW37qh77GWtdNzma49xhwydOVky3d8EGYb/6EEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBL3JTzILTftGSHfpt8y3cceu2Wa7Nly5YolzYCbGxsxGunrRtbt26Ncmtra/Ha6fG88sorUe65556L1/7gBz8Y5YZujFlcXIxyVfn+nZubi3ItLT13796Ns4mW+yFtW0qvTcueTFtj1tfXo9ylS5fitYd+nqf39vLycvyZaSvTjRs3otyOHTvitdNn0MrKSpT7y7/8y3jttJUpNTMzM3g2bf9KG4datDSkJcZolpnkvJQa47j9hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC7TY7wtfWgt33FSDTgt66ZtNelntryVv6XRZ2izs7NRLj3ulsaEtMHk4sWLUe4zn/lMvPYLL7wQ5Z599tkol17vtM2iquqhh7K/LRcWFqJcy55MW2hWV1ejXNraUlW1ffv2KJfes4cOHYrXTptg0jaWliaYpaWlKJc+L9Jrs23btihXlbfVpLkjR47Ea6fX5l/+5V+i3NmzZ+O1J/mbvHPnziiXPk/T+6YqbzN7EFpo0udpy7Gk+2JSbYFV/kMJAEAnAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0mWr04dAVh1fC1TGOcn7RiKq1vSnNVeS1Teh7TY2lZO60M3L17d7x2amZmJspdvXo1/swvfOELUe7KlStR7uMf/3iUO3DgQJSrqrp27VqUS6sXl5eX47Vb9m+ipe4trcTbtWtXlEv3T0s2zaV1eC3S+/v27dtRrqUWM60BTKsXL126FK/9jW98I8p98YtfjHItvyPpc3Jubi7KbWxsxGvfu3cvyo1RC5xKnxctv01Dm+RxT3Km8x9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6TD300EPRa9XHePP7GNK3yQ99PGm7QdXwb7JvaRpJjzttG2lpI5ienh507ZbzODs7G+VamjxS6fGk5+fEiRNR7pd/+ZejXFXVyZMno1zapHHr1q147bTRZ2VlJcq1NOWkeyhtEnruuefitd95550ot2fPnih39+7deO1U2oyUPgfOnz8fr338+PEo9/TTT0e5v/u7v4vX/pu/+Zsolz4vWp5V6WceOnQoyrXsi3TtST4nU+lv3RgtRmMYem4YY2bxH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALpMD92cUpW3JqRvah/jTfZDN8EM/Rb7FmM05YzRjDT09W457s3NzSg3Pz8f5TY2NuK10++Ztk+88cYbUe7ixYtRrqrqp3/6p6Nc2gRz7NixeO3Tp09Hubm5uSh3+PDheO20+Se9NunnVeX7Yn19Pcq1NF8MfT+03Iupt956K8p95zvfiXKf/exn47XT34f0nLfsi3Tt9Bq2PMvT7BiNdOlzf5KtfZNsq0mljWtjtB35DyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdJlOK5TSCsIxtNQTDV37mNZgtVQyDV0d1VKhNHT94RjVUek1bDmP6fdcXFyMcmklXVVekZZex23btkW5lnrIl19+OcqlFXKPP/54vHZalXjw4MEol1Y0VlVduHAhyh04cCDKpde6Kj9H6XdcXV2N115eXo5y6V5LjyVdt6rqC1/4QpRL75ulpaV47fQz02dVy55M91D6rBrjt2no38+qyf3mtNSGDj0Hvd8qm/2HEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALlNTU1PRq9pb3qqevv09fvv6CG90H1pLI8AkW4dSMzMzUa7luNPPTBteWq512lSRfse0MaYq37/r6+tRLt0/LW0+qZWVlSj35JNPxp/59NNPR7kf/uEfjnJPPfVUvHb6rEqv98mTJ+O102abS5cuRbmWZqTp6ekot3fv3ih37dq1KPeZz3wmylVVnTt3Lsql16allSRtY0lzLb9h6X3b0jqUSs9RejxjtJkN3S4zxmwzxucN3RA0RkuP/1ACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANBlOn1b+hjtLpN6M36LtFHi/v378Wem7TKTPOeplmuzubkZ5dLmi4WFhXjttJVkdnZ20FzV8O1NaZvP2tpa/JnpPt+6dWuUu3DhQrz29evXo9zly5ej3De/+c147Z//+Z+PcmnT0iOPPBKv/R//8R9R7uLFi1HumWeeiddOW5lef/31KPfv//7vUS49lqq8+Se9F1uep2k2fZa3NIqlhm7zqcqPO33utxz3pFruxlh36N/ZqsnOQSn/oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALtOTrAFM126pRkorj9LPTCsVW6qWJlUxVVX10EPZ3xBj1Hql1YtpvV/6eVX5XkuPZ2lpKV47rYgc+l5sqYdMs4uLi4OvnVZEfuMb34hyaTVlVdXbb78d5R5//PEol9YFVlWdOXMmyr3xxhtR7oMf/GC89j/+4z9GuS996UtRbn5+Psqltaot0udA+uyryvdQei+m56dq+JrYtGazaviq4Za5Ib0+aQVhy/VOpWs/CDWJY/AfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAukxV1cRe6T70m/Fbs5OSHvcYjTppA0S6dksrSfqZaa6lCWHoNo2WtdP2iaH3bktDRnod01zL2mlD0BjPi/Qzt23bFuWOHj0ar339+vUot7KyEuXShqmWtVNpw1TL8yJt1UnvrzHa3tLjadmT6fecZOPaGA176R4auilnkufx/cZ/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DLRppxU+gb9quHbRtK1W5pT0u84dK4q/55jHHeaHaPRIj1HQ7c1VFXNz89HubTxI21OST+vKm+LSK9NyzUcuulkjOaLtIUmbRCpytuE0jaWjY2NeO30eIa+F8doMkvPecva6TlP23xaDL1/W34/x3j2pibVbNPyG/YgtOqM8RuW8h9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgyNTU1FfXvjFHTM4ZJ1g4NLT2Wlrq3odcew+bmZpRrOe60MiutAWzZP/fv3x907bQeLa3Xq8rP+Rh7Mq2vS895WptXlV+b9LjTms2qqtXV1Sg3dF1qVX4/pOcy3ZMtNXfpvki/4+zsbLx2WmOZHvcYvzdjPKsmWWuYfs/3U/1hi0nWB6f8hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC5TVRW9Lr3lze+TbKGZVMNLyzGnLSJpC0PLMQ/9Fv20raHFGE0IQx93em2q2toiEmM0I6XS672+vh5/Zno8aSNKy72YXsd07ZZ7MW3KaWk8SqXHkzbGjCG9b9Lr3bIv0uuYnp8xfj8n2ogy8LVpzU7K0Od8knNVy+9S+pvsP5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHSZTpsv7t+/H3/o0M0gLeI3uoffcYzWlqEbcFretp82ZNy7dy/+zFS6h8ZoGUiv99DNKVVVm5ubUS79jul5bGkxSj8zPedzc3Px2un1Ts9Py75Ir026L1qaZdJzlK7d0t6Ufs90Dw19f7V8Zqpl7aGf+5NqcJv02u+n9psHxSSPx38oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMlVV0avsW96+PvTb8VsaP1raEBJjvOn//dSa0HJ+0mzaQpO2nLR85tD7p2r4Jpj0fmhp+0iPO/3Mlnt2y5YtUW6Ma7i+vh7lZmdno1xLQ1C69hjNSOk5Txuz0u/Y0n4zdGNWy/0w9D02xnNyjN+RodvZWu7FdE9OsmlujOa89xP/oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALnH14vtNWrc0yRqsMdZO661SLVVU6fGMUXeZVr6NcR2HrnNMj6Xl2qTHna7dcg0nWWc2dD3b/Px8z9f5H6UVo2lNYlV+HdNcusfT+syqfF+MUU059J4cY4+PUS049DO6pWozNcnnxRjP3vcT/6EEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBLXB0wRoPI0G01LdlJNuWkb9Ef4638aatE2qjT0oSQrj3GcQ/dvjNGm88Y98PQhm79qcr3Wnq9W9qg0mzaQtOyJ9MGnHRfbN26NV47vY5Dt9C07J+hn5Mt980k78UxfmtT6fHMzs5GuZb2pvQz0z35fmvUeRB+H/yHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALlNbtmyJXqs+yVaSMUzyrfMtTR5DS6/jGMfd0qqTmGSDUkubxYPQ0pNKG1HGuDbp3p3ktXm/mWRry4PQZpZqeeanbULpZ7asPckWmrTpaWNjY/C1U0M3Qk1yT47xnPQfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMlVVUafOJCu4WurRhq7rSmur0qqlqryCMP2Ok6yPG6O+KT3nLcednvO0eqzluIeucxyjPnNS37GqamZmZtDPnOTzYox98SDsyaHrM6vye3aM36ahr01a2VeVn6M011J5m37m0Pds1fDPlvTzWqop7927F2cT77eaWP+hBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgy/8D4J919Fa90ZQAAAAASUVORK5CYII=" y="-3.2"/> </g> <g id="LineCollection_19"> <path clip-path="url(#pd21fbf1331)" d="M 1023.4125 70.425 L 1024.65 71.6625 L 1024.65 74.1375 L 1024.65 76.6125 L 1023.4125 77.85 L 1022.175 79.0875 L 1022.175 81.5625 L 1022.175 84.0375 L 1023.4125 85.275 L 1025.8875 85.275 L 1027.125 86.5125 L 1025.8875 87.75 L 1023.4125 87.75 L 1020.9375 87.75 L 1019.7 88.9875 L 1018.4625 90.225 L 1015.9875 90.225 L 1014.75 91.4625 L 1015.9875 92.7 L 1017.225 93.9375 L 1018.4625 95.175 L 1019.7 96.4125 L 1018.4625 97.65 L 1017.225 98.8875 L 1015.9875 100.125 L 1013.5125 100.125 L 1012.275 101.3625 L 1013.5125 102.6 L 1014.75 103.8375 L 1015.9875 105.075 L 1017.225 106.3125 L 1018.4625 107.55 L 1020.9375 107.55 L 1022.175 108.7875 L 1020.9375 110.025 L 1018.4625 110.025 L 1015.9875 110.025 L 1013.5125 110.025 L 1012.275 108.7875 L 1011.0375 107.55 L 1008.5625 107.55 L 1006.0875 107.55 L 1003.6125 107.55 L 1001.1375 107.55 L 999.9 106.3125 L 999.9 103.8375 L 999.9 101.3625 L 999.9 98.8875 L 999.9 96.4125 L 999.9 93.9375 L 999.9 91.4625 L 999.9 88.9875 L 1001.1375 87.75 L 1003.6125 87.75 L 1004.85 86.5125 L 1006.0875 85.275 L 1007.325 84.0375 L 1008.5625 82.8 L 1011.0375 82.8 L 1012.275 81.5625 L 1012.275 79.0875 L 1013.5125 77.85 L 1015.9875 77.85 L 1017.225 76.6125 L 1018.4625 75.375 L 1019.7 74.1375 L 1020.9375 72.9 L 1022.175 71.6625 L 1023.4125 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd21fbf1331)" d="M 1043.2125 70.425 L 1044.45 71.6625 L 1044.45 74.1375 L 1045.6875 75.375 L 1048.1625 75.375 L 1050.6375 75.375 L 1051.875 76.6125 L 1051.875 79.0875 L 1051.875 81.5625 L 1051.875 84.0375 L 1051.875 86.5125 L 1053.1125 87.75 L 1055.5875 87.75 L 1056.825 88.9875 L 1055.5875 90.225 L 1054.35 91.4625 L 1054.35 93.9375 L 1054.35 96.4125 L 1055.5875 97.65 L 1056.825 98.8875 L 1055.5875 100.125 L 1054.35 101.3625 L 1053.1125 102.6 L 1050.6375 102.6 L 1048.1625 102.6 L 1046.925 103.8375 L 1045.6875 105.075 L 1044.45 106.3125 L 1044.45 108.7875 L 1044.45 111.2625 L 1043.2125 112.5 L 1041.975 111.2625 L 1040.7375 110.025 L 1039.5 108.7875 L 1040.7375 107.55 L 1041.975 106.3125 L 1041.975 103.8375 L 1041.975 101.3625 L 1043.2125 100.125 L 1044.45 98.8875 L 1044.45 96.4125 L 1044.45 93.9375 L 1044.45 91.4625 L 1044.45 88.9875 L 1044.45 86.5125 L 1044.45 84.0375 L 1044.45 81.5625 L 1044.45 79.0875 L 1043.2125 77.85 L 1041.975 76.6125 L 1040.7375 75.375 L 1039.5 74.1375 L 1040.7375 72.9 L 1041.975 71.6625 L 1043.2125 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd21fbf1331)" d="M 1038.2625 82.8 L 1039.5 84.0375 L 1038.2625 85.275 L 1037.025 84.0375 L 1038.2625 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd21fbf1331)" d="M 1023.4125 90.225 L 1024.65 91.4625 L 1024.65 93.9375 L 1023.4125 95.175 L 1022.175 93.9375 L 1022.175 91.4625 L 1023.4125 90.225 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd21fbf1331)" d="M 1038.2625 92.7 L 1039.5 93.9375 L 1038.2625 95.175 L 1037.025 93.9375 L 1038.2625 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd21fbf1331)" d="M 1006.0875 95.175 L 1004.85 96.4125 L 1006.0875 97.65 L 1007.325 96.4125 L 1006.0875 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd21fbf1331)" d="M 1006.0875 102.6 L 1004.85 103.8375 L 1006.0875 105.075 L 1007.325 103.8375 L 1006.0875 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd21fbf1331)" d="M 1011.0375 110.025 L 1012.275 111.2625 L 1011.0375 112.5 L 1009.8 111.2625 L 1011.0375 110.025 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_20"> <path clip-path="url(#pd21fbf1331)" d="M 1033.3125 72.9 L 1034.55 74.1375 L 1034.55 76.6125 L 1033.3125 77.85 L 1032.075 76.6125 L 1032.075 74.1375 L 1033.3125 72.9 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd21fbf1331)" d="M 1030.8375 80.325 L 1032.075 81.5625 L 1030.8375 82.8 L 1029.6 81.5625 L 1030.8375 80.325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_21"> <path clip-path="url(#pd21fbf1331)" d="M 1030.8375 25.875 L 1043.2125 25.875 L 1045.6875 28.35 L 1048.1625 28.35 L 1049.4 29.5875 L 1049.4 32.0625 L 1050.6375 33.3 L 1053.1125 33.3 L 1055.5875 35.775 L 1058.0625 35.775 L 1061.775 39.4875 L 1061.775 41.9625 L 1069.2 49.3875 L 1069.2 51.8625 L 1074.15 56.8125 L 1074.15 59.2875 L 1076.625 61.7625 L 1076.625 66.7125 L 1079.1 69.1875 L 1079.1 74.1375 L 1081.575 76.6125 L 1081.575 79.0875 L 1084.05 81.5625 L 1084.05 93.9375 L 1081.575 96.4125 L 1081.575 98.8875 L 1079.1 101.3625 L 1079.1 106.3125 L 1076.625 108.7875 L 1076.625 111.2625 L 1074.15 113.7375 L 1074.15 116.2125 L 1060.5375 129.825 L 1058.0625 129.825 L 1048.1625 139.725 L 1045.6875 139.725 L 1043.2125 142.2 L 1038.2625 142.2 L 1035.7875 144.675 L 1020.9375 144.675 L 1018.4625 147.15 L 1013.5125 147.15 L 1011.0375 144.675 L 1008.5625 144.675 L 1006.0875 142.2 L 1003.6125 142.2 L 996.1875 134.775 L 993.7125 134.775 L 992.475 133.5375 L 992.475 128.5875 L 985.05 121.1625 L 985.05 118.6875 L 982.575 116.2125 L 982.575 113.7375 L 980.1 111.2625 L 980.1 108.7875 L 977.625 106.3125 L 977.625 84.0375 L 980.1 81.5625 L 980.1 76.6125 L 982.575 74.1375 L 982.575 71.6625 L 985.05 69.1875 L 985.05 66.7125 L 987.525 64.2375 L 987.525 61.7625 L 990 59.2875 L 990 56.8125 L 997.425 49.3875 L 997.425 46.9125 L 998.6625 45.675 L 1001.1375 45.675 L 1008.5625 38.25 L 1011.0375 38.25 L 1015.9875 33.3 L 1018.4625 33.3 L 1020.9375 30.825 L 1023.4125 30.825 L 1025.8875 28.35 L 1028.3625 28.35 L 1030.8375 25.875 L 1030.8375 25.875 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 23.13375 L 972.92625 23.13375 L 972.92625 11.52 L 966.24 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_20"> <g id="patch_21"> <path d="M 1084.621875 23.13375 L 1092.96 23.13375 L 1092.96 11.52 L 1084.621875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 162 L 978.718125 162 L 978.718125 150.38625 L 950.4 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=-7 --> <defs> <path d="M 8.203125 72.90625 L 55.078125 72.90625 L 55.078125 68.703125 L 28.609375 0 L 18.3125 0 L 43.21875 64.59375 L 8.203125 64.59375 z" id="DejaVuSans-37"/> </defs> <g style="fill:#ffffff;" transform="translate(950.4 159.504375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-37"/> </g> </g> </g> </g> <defs> <clipPath id="pe542765495"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="pff92ac2ab9"> <rect height="158.4" width="158.4" x="0" y="3.6"/> </clipPath> <clipPath id="p4414482322"> <rect height="158.4" width="158.4" x="158.4" y="3.6"/> </clipPath> <clipPath id="p7834de9822"> <rect height="158.4" width="158.4" x="316.8" y="3.6"/> </clipPath> <clipPath id="pef116debc0"> <rect height="158.4" width="158.4" x="475.2" y="3.6"/> </clipPath> <clipPath id="p9ac37fb175"> <rect height="158.4" width="158.4" x="633.6" y="3.6"/> </clipPath> <clipPath id="p6d5dcb5718"> <rect height="158.4" width="158.4" x="792" y="3.6"/> </clipPath> <clipPath id="pd21fbf1331"> <rect height="158.4" width="158.4" x="950.4" y="3.6"/> </clipPath> </defs></g>
  4. <g transform="translate(0, 165.0) scale(0.8458015267175573) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-x-220820a6-a7ad-4d07-aa4c-7522fc230007"> <g id="patch_1"> <path d="M 0 165.6 L 1310.4 165.6 L 1310.4 0 L 0 0 z"/> </g> <g id="axes_1"> <g clip-path="url(#p0022edb0dc)"> <image height="165.6" id="imaged1802e6ad2" transform="scale(1 -1)translate(0 -165.6)" width="1310.4" x="0" xlink:href="data:image/png;base64,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" y="-0"/> </g> </g> <g id="axes_2"> <g clip-path="url(#p306704bf8e)"> <image id="image893ff01a83" transform="scale(1 -1)translate(0 -138)" width="187.44" x="1123" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_1"> <path clip-path="url(#p306704bf8e)" d="M 1212.4125 73.608381 L 1213.875 75.906286 L 1212.4125 78.20419 L 1210.95 75.906286 L 1212.4125 73.608381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p306704bf8e)" d="M 1221.1875 78.20419 L 1224.1125 78.20419 L 1225.575 80.502095 L 1224.1125 82.8 L 1221.1875 82.8 L 1219.725 80.502095 L 1221.1875 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_2"> <path clip-path="url(#p306704bf8e)" d="M 1215.3375 87.39581 L 1216.8 89.693714 L 1215.3375 91.991619 L 1213.875 89.693714 L 1215.3375 87.39581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p306704bf8e)" d="M 1221.1875 101.183238 L 1222.65 103.481143 L 1221.1875 105.779048 L 1219.725 103.481143 L 1221.1875 101.183238 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_3"> <path clip-path="url(#p306704bf8e)" d="M 1191.9375 36.841905 L 1221.1875 36.841905 L 1224.1125 41.437714 L 1229.9625 41.437714 L 1232.8875 46.033524 L 1238.7375 46.033524 L 1241.6625 50.629333 L 1247.5125 50.629333 L 1250.4375 55.225143 L 1253.3625 55.225143 L 1259.2125 64.416762 L 1262.1375 64.416762 L 1265.0625 69.012571 L 1267.9875 69.012571 L 1270.9125 73.608381 L 1273.8375 73.608381 L 1287 94.289524 L 1287 108.076952 L 1279.6875 119.566476 L 1276.7625 119.566476 L 1273.8375 124.162286 L 1253.3625 124.162286 L 1244.5875 137.949714 L 1224.1125 137.949714 L 1218.2625 128.758095 L 1209.4875 128.758095 L 1206.5625 124.162286 L 1203.6375 124.162286 L 1200.7125 119.566476 L 1191.9375 119.566476 L 1190.475 121.864381 L 1190.475 131.056 L 1186.0875 137.949714 L 1171.4625 137.949714 L 1165.6125 128.758095 L 1159.7625 128.758095 L 1158.3 126.46019 L 1158.3 89.693714 L 1161.225 85.097905 L 1161.225 71.310476 L 1167.075 62.118857 L 1167.075 57.523048 L 1168.5375 55.225143 L 1171.4625 55.225143 L 1177.3125 46.033524 L 1180.2375 46.033524 L 1183.1625 41.437714 L 1189.0125 41.437714 L 1191.9375 36.841905 L 1191.9375 36.841905 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 1123.2 151.737143 L 1155.628125 151.737143 L 1155.628125 140.123393 L 1123.2 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=43 --> <defs> <path d="M 54.890625 54.6875 L 35.109375 28.078125 L 55.90625 0 L 45.3125 0 L 29.390625 21.484375 L 13.484375 0 L 2.875 0 L 24.125 28.609375 L 4.6875 54.6875 L 15.28125 54.6875 L 29.78125 35.203125 L 44.28125 54.6875 z" id="DejaVuSans-78"/> <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/> <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> </defs> <g style="fill:#ffffff;" transform="translate(1123.2 149.241518)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-34"/> <use x="206.591797" xlink:href="#DejaVuSans-33"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p7a979bf989)"> <image height="138" id="image101703a0ed" transform="scale(1 -1)translate(0 -138)" width="187.2" x="936" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p7a979bf989)" d="M 1007.6625 59.820952 L 1009.125 62.118857 L 1010.5875 64.416762 L 1012.05 62.118857 L 1013.5125 59.820952 L 1016.4375 59.820952 L 1019.3625 59.820952 L 1022.2875 59.820952 L 1023.75 62.118857 L 1025.2125 64.416762 L 1028.1375 64.416762 L 1031.0625 64.416762 L 1033.9875 64.416762 L 1036.9125 64.416762 L 1038.375 66.714667 L 1039.8375 69.012571 L 1042.7625 69.012571 L 1045.6875 69.012571 L 1047.15 71.310476 L 1048.6125 73.608381 L 1051.5375 73.608381 L 1054.4625 73.608381 L 1057.3875 73.608381 L 1058.85 75.906286 L 1058.85 80.502095 L 1060.3125 82.8 L 1063.2375 82.8 L 1066.1625 82.8 L 1067.625 85.097905 L 1069.0875 87.39581 L 1072.0125 87.39581 L 1073.475 89.693714 L 1073.475 94.289524 L 1073.475 98.885333 L 1072.0125 101.183238 L 1069.0875 101.183238 L 1066.1625 101.183238 L 1064.7 98.885333 L 1063.2375 96.587429 L 1061.775 98.885333 L 1063.2375 101.183238 L 1064.7 103.481143 L 1063.2375 105.779048 L 1060.3125 105.779048 L 1057.3875 105.779048 L 1054.4625 105.779048 L 1053 103.481143 L 1053 98.885333 L 1051.5375 96.587429 L 1050.075 94.289524 L 1048.6125 91.991619 L 1045.6875 91.991619 L 1044.225 89.693714 L 1042.7625 87.39581 L 1039.8375 87.39581 L 1036.9125 87.39581 L 1033.9875 87.39581 L 1031.0625 87.39581 L 1029.6 85.097905 L 1028.1375 82.8 L 1026.675 85.097905 L 1025.2125 87.39581 L 1023.75 89.693714 L 1023.75 94.289524 L 1022.2875 96.587429 L 1019.3625 96.587429 L 1016.4375 96.587429 L 1014.975 94.289524 L 1014.975 89.693714 L 1014.975 85.097905 L 1013.5125 82.8 L 1012.05 80.502095 L 1010.5875 78.20419 L 1009.125 80.502095 L 1007.6625 82.8 L 1004.7375 82.8 L 1001.8125 82.8 L 1000.35 80.502095 L 998.8875 78.20419 L 997.425 80.502095 L 995.9625 82.8 L 994.5 80.502095 L 994.5 75.906286 L 995.9625 73.608381 L 997.425 71.310476 L 998.8875 69.012571 L 1001.8125 69.012571 L 1004.7375 69.012571 L 1006.2 66.714667 L 1006.2 62.118857 L 1007.6625 59.820952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7a979bf989)" d="M 1031.0625 91.991619 L 1033.9875 91.991619 L 1036.9125 91.991619 L 1039.8375 91.991619 L 1042.7625 91.991619 L 1044.225 94.289524 L 1045.6875 96.587429 L 1047.15 98.885333 L 1047.15 103.481143 L 1045.6875 105.779048 L 1042.7625 105.779048 L 1039.8375 105.779048 L 1036.9125 105.779048 L 1033.9875 105.779048 L 1032.525 103.481143 L 1031.0625 101.183238 L 1029.6 98.885333 L 1029.6 94.289524 L 1031.0625 91.991619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7a979bf989)" d="M 987.1875 96.587429 L 988.65 98.885333 L 987.1875 101.183238 L 985.725 98.885333 L 987.1875 96.587429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7a979bf989)" d="M 1048.6125 105.779048 L 1051.5375 105.779048 L 1053 108.076952 L 1051.5375 110.374857 L 1048.6125 110.374857 L 1047.15 108.076952 L 1048.6125 105.779048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7a979bf989)" d="M 1045.6875 110.374857 L 1047.15 112.672762 L 1045.6875 114.970667 L 1044.225 112.672762 L 1045.6875 110.374857 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p7a979bf989)" d="M 1001.8125 91.991619 L 1003.275 94.289524 L 1001.8125 96.587429 L 1000.35 94.289524 L 1001.8125 91.991619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p7a979bf989)" d="M 1013.5125 23.054476 L 1016.4375 23.054476 L 1019.3625 27.650286 L 1022.2875 23.054476 L 1025.2125 27.650286 L 1033.9875 27.650286 L 1036.9125 32.246095 L 1042.7625 32.246095 L 1045.6875 36.841905 L 1054.4625 36.841905 L 1057.3875 41.437714 L 1063.2375 41.437714 L 1069.0875 50.629333 L 1072.0125 50.629333 L 1074.9375 55.225143 L 1077.8625 55.225143 L 1080.7875 59.820952 L 1083.7125 59.820952 L 1089.5625 69.012571 L 1095.4125 69.012571 L 1102.725 80.502095 L 1102.725 85.097905 L 1105.65 89.693714 L 1105.65 108.076952 L 1104.1875 110.374857 L 1101.2625 110.374857 L 1095.4125 119.566476 L 1092.4875 119.566476 L 1089.5625 124.162286 L 1072.0125 124.162286 L 1069.0875 128.758095 L 1063.2375 128.758095 L 1061.775 131.056 L 1061.775 135.65181 L 1060.3125 137.949714 L 1057.3875 137.949714 L 1054.4625 142.545524 L 1031.0625 142.545524 L 1023.75 131.056 L 1023.75 126.46019 L 1022.2875 124.162286 L 1013.5125 124.162286 L 1010.5875 128.758095 L 1007.6625 128.758095 L 998.8875 142.545524 L 990.1125 142.545524 L 987.1875 147.141333 L 975.4875 147.141333 L 972.5625 142.545524 L 969.6375 142.545524 L 962.325 131.056 L 962.325 126.46019 L 959.4 121.864381 L 959.4 108.076952 L 956.475 103.481143 L 956.475 94.289524 L 962.325 85.097905 L 962.325 71.310476 L 975.4875 50.629333 L 978.4125 50.629333 L 979.875 48.331429 L 979.875 43.735619 L 981.3375 41.437714 L 984.2625 41.437714 L 987.1875 36.841905 L 990.1125 36.841905 L 993.0375 32.246095 L 995.9625 32.246095 L 998.8875 27.650286 L 1010.5875 27.650286 L 1013.5125 23.054476 L 1013.5125 23.054476 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_2"> <g id="patch_3"> <path d="M 936 151.737143 L 968.428125 151.737143 L 968.428125 140.123393 L 936 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=29 --> <defs> <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> <path d="M 10.984375 1.515625 L 10.984375 10.5 Q 14.703125 8.734375 18.5 7.8125 Q 22.3125 6.890625 25.984375 6.890625 Q 35.75 6.890625 40.890625 13.453125 Q 46.046875 20.015625 46.78125 33.40625 Q 43.953125 29.203125 39.59375 26.953125 Q 35.25 24.703125 29.984375 24.703125 Q 19.046875 24.703125 12.671875 31.3125 Q 6.296875 37.9375 6.296875 49.421875 Q 6.296875 60.640625 12.9375 67.421875 Q 19.578125 74.21875 30.609375 74.21875 Q 43.265625 74.21875 49.921875 64.515625 Q 56.59375 54.828125 56.59375 36.375 Q 56.59375 19.140625 48.40625 8.859375 Q 40.234375 -1.421875 26.421875 -1.421875 Q 22.703125 -1.421875 18.890625 -0.6875 Q 15.09375 0.046875 10.984375 1.515625 zM 30.609375 32.421875 Q 37.25 32.421875 41.125 36.953125 Q 45.015625 41.5 45.015625 49.421875 Q 45.015625 57.28125 41.125 61.84375 Q 37.25 66.40625 30.609375 66.40625 Q 23.96875 66.40625 20.09375 61.84375 Q 16.21875 57.28125 16.21875 49.421875 Q 16.21875 41.5 20.09375 36.953125 Q 23.96875 32.421875 30.609375 32.421875 z" id="DejaVuSans-39"/> </defs> <g style="fill:#ffffff;" transform="translate(936 149.241518)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-32"/> <use x="206.591797" xlink:href="#DejaVuSans-39"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#pf95063bbdf)"> <image height="138" id="image949e31f893" transform="scale(1 -1)translate(0 -138)" width="187.2" x="749" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_7"> <path clip-path="url(#pf95063bbdf)" d="M 811.6875 59.820952 L 814.6125 59.820952 L 817.5375 59.820952 L 820.4625 59.820952 L 821.925 62.118857 L 820.4625 64.416762 L 817.5375 64.416762 L 814.6125 64.416762 L 813.15 66.714667 L 814.6125 69.012571 L 817.5375 69.012571 L 820.4625 69.012571 L 823.3875 69.012571 L 826.3125 69.012571 L 829.2375 69.012571 L 832.1625 69.012571 L 835.0875 69.012571 L 838.0125 69.012571 L 840.9375 69.012571 L 843.8625 69.012571 L 846.7875 69.012571 L 849.7125 69.012571 L 851.175 66.714667 L 852.6375 64.416762 L 854.1 66.714667 L 855.5625 69.012571 L 858.4875 69.012571 L 859.95 71.310476 L 861.4125 73.608381 L 864.3375 73.608381 L 865.8 75.906286 L 864.3375 78.20419 L 861.4125 78.20419 L 858.4875 78.20419 L 855.5625 78.20419 L 854.1 75.906286 L 852.6375 73.608381 L 849.7125 73.608381 L 846.7875 73.608381 L 843.8625 73.608381 L 840.9375 73.608381 L 838.0125 73.608381 L 835.0875 73.608381 L 832.1625 73.608381 L 829.2375 73.608381 L 827.775 75.906286 L 826.3125 78.20419 L 824.85 80.502095 L 824.85 85.097905 L 823.3875 87.39581 L 820.4625 87.39581 L 819 89.693714 L 817.5375 91.991619 L 816.075 89.693714 L 816.075 85.097905 L 814.6125 82.8 L 813.15 80.502095 L 814.6125 78.20419 L 816.075 75.906286 L 814.6125 73.608381 L 811.6875 73.608381 L 808.7625 73.608381 L 805.8375 73.608381 L 804.375 71.310476 L 805.8375 69.012571 L 808.7625 69.012571 L 810.225 66.714667 L 810.225 62.118857 L 811.6875 59.820952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf95063bbdf)" d="M 797.0625 78.20419 L 799.9875 78.20419 L 801.45 80.502095 L 799.9875 82.8 L 797.0625 82.8 L 795.6 80.502095 L 797.0625 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf95063bbdf)" d="M 829.2375 78.20419 L 832.1625 78.20419 L 833.625 80.502095 L 832.1625 82.8 L 829.2375 82.8 L 827.775 80.502095 L 829.2375 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf95063bbdf)" d="M 840.9375 78.20419 L 842.4 80.502095 L 843.8625 82.8 L 846.7875 82.8 L 849.7125 82.8 L 851.175 85.097905 L 852.6375 87.39581 L 854.1 89.693714 L 855.5625 91.991619 L 857.025 94.289524 L 855.5625 96.587429 L 852.6375 96.587429 L 851.175 98.885333 L 849.7125 101.183238 L 846.7875 101.183238 L 845.325 98.885333 L 843.8625 96.587429 L 840.9375 96.587429 L 838.0125 96.587429 L 835.0875 96.587429 L 832.1625 96.587429 L 829.2375 96.587429 L 827.775 94.289524 L 829.2375 91.991619 L 832.1625 91.991619 L 833.625 89.693714 L 835.0875 87.39581 L 838.0125 87.39581 L 839.475 85.097905 L 839.475 80.502095 L 840.9375 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf95063bbdf)" d="M 867.2625 78.20419 L 870.1875 78.20419 L 871.65 80.502095 L 870.1875 82.8 L 867.2625 82.8 L 865.8 80.502095 L 867.2625 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf95063bbdf)" d="M 876.0375 78.20419 L 877.5 80.502095 L 878.9625 82.8 L 880.425 85.097905 L 881.8875 87.39581 L 883.35 89.693714 L 883.35 94.289524 L 881.8875 96.587429 L 880.425 98.885333 L 878.9625 101.183238 L 877.5 98.885333 L 876.0375 96.587429 L 874.575 94.289524 L 874.575 89.693714 L 873.1125 87.39581 L 871.65 85.097905 L 873.1125 82.8 L 874.575 80.502095 L 876.0375 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf95063bbdf)" d="M 797.0625 87.39581 L 799.9875 87.39581 L 801.45 89.693714 L 799.9875 91.991619 L 797.0625 91.991619 L 795.6 89.693714 L 797.0625 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#pf95063bbdf)" d="M 826.3125 78.20419 L 827.775 80.502095 L 829.2375 82.8 L 830.7 85.097905 L 829.2375 87.39581 L 826.3125 87.39581 L 824.85 85.097905 L 824.85 80.502095 L 826.3125 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf95063bbdf)" d="M 840.9375 78.20419 L 843.8625 78.20419 L 846.7875 78.20419 L 849.7125 78.20419 L 852.6375 78.20419 L 855.5625 78.20419 L 857.025 80.502095 L 855.5625 82.8 L 852.6375 82.8 L 849.7125 82.8 L 846.7875 82.8 L 843.8625 82.8 L 840.9375 82.8 L 839.475 80.502095 L 840.9375 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf95063bbdf)" d="M 826.3125 96.587429 L 829.2375 96.587429 L 830.7 98.885333 L 830.7 103.481143 L 829.2375 105.779048 L 827.775 103.481143 L 826.3125 101.183238 L 824.85 98.885333 L 826.3125 96.587429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#pf95063bbdf)" d="M 811.6875 23.054476 L 843.8625 23.054476 L 846.7875 27.650286 L 858.4875 27.650286 L 861.4125 32.246095 L 864.3375 32.246095 L 867.2625 36.841905 L 870.1875 36.841905 L 873.1125 41.437714 L 881.8875 41.437714 L 884.8125 46.033524 L 887.7375 46.033524 L 893.5875 55.225143 L 899.4375 55.225143 L 905.2875 64.416762 L 908.2125 64.416762 L 921.375 85.097905 L 921.375 89.693714 L 924.3 94.289524 L 924.3 98.885333 L 916.9875 110.374857 L 914.0625 110.374857 L 905.2875 124.162286 L 884.8125 124.162286 L 881.8875 119.566476 L 864.3375 119.566476 L 862.875 121.864381 L 862.875 135.65181 L 861.4125 137.949714 L 858.4875 137.949714 L 855.5625 142.545524 L 852.6375 142.545524 L 849.7125 137.949714 L 846.7875 137.949714 L 843.8625 133.353905 L 820.4625 133.353905 L 814.6125 142.545524 L 779.5125 142.545524 L 772.2 131.056 L 772.2 126.46019 L 769.275 121.864381 L 769.275 108.076952 L 766.35 103.481143 L 766.35 75.906286 L 785.3625 46.033524 L 788.2875 46.033524 L 797.0625 32.246095 L 799.9875 32.246095 L 802.9125 27.650286 L 808.7625 27.650286 L 811.6875 23.054476 L 811.6875 23.054476 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_3"> <g id="patch_4"> <path d="M 748.8 151.737143 L 781.228125 151.737143 L 781.228125 140.123393 L 748.8 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=16 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/> </defs> <g style="fill:#ffffff;" transform="translate(748.8 149.241518)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-31"/> <use x="206.591797" xlink:href="#DejaVuSans-36"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p101f3d7129)"> <image height="138" id="image76cfcfbb2e" transform="scale(1 -1)translate(0 -138)" width="187.2" x="562" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p101f3d7129)" d="M 636.1875 78.20419 L 639.1125 78.20419 L 642.0375 78.20419 L 643.5 80.502095 L 642.0375 82.8 L 640.575 85.097905 L 639.1125 87.39581 L 636.1875 87.39581 L 634.725 85.097905 L 634.725 80.502095 L 636.1875 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 647.8875 78.20419 L 649.35 80.502095 L 649.35 85.097905 L 649.35 89.693714 L 647.8875 91.991619 L 644.9625 91.991619 L 643.5 89.693714 L 643.5 85.097905 L 644.9625 82.8 L 646.425 80.502095 L 647.8875 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 674.2125 78.20419 L 677.1375 78.20419 L 678.6 80.502095 L 677.1375 82.8 L 674.2125 82.8 L 672.75 80.502095 L 674.2125 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 680.0625 82.8 L 681.525 85.097905 L 680.0625 87.39581 L 678.6 85.097905 L 680.0625 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 624.4875 87.39581 L 627.4125 87.39581 L 630.3375 87.39581 L 633.2625 87.39581 L 634.725 89.693714 L 636.1875 91.991619 L 637.65 94.289524 L 636.1875 96.587429 L 633.2625 96.587429 L 631.8 98.885333 L 631.8 103.481143 L 630.3375 105.779048 L 628.875 103.481143 L 628.875 98.885333 L 627.4125 96.587429 L 625.95 94.289524 L 624.4875 91.991619 L 623.025 89.693714 L 624.4875 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 682.9875 87.39581 L 685.9125 87.39581 L 687.375 89.693714 L 685.9125 91.991619 L 682.9875 91.991619 L 681.525 89.693714 L 682.9875 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 688.8375 91.991619 L 690.3 94.289524 L 688.8375 96.587429 L 687.375 94.289524 L 688.8375 91.991619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 615.7125 105.779048 L 617.175 108.076952 L 615.7125 110.374857 L 614.25 108.076952 L 615.7125 105.779048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p101f3d7129)" d="M 656.6625 64.416762 L 658.125 66.714667 L 656.6625 69.012571 L 655.2 66.714667 L 656.6625 64.416762 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 647.8875 69.012571 L 649.35 71.310476 L 647.8875 73.608381 L 646.425 71.310476 L 647.8875 69.012571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 630.3375 78.20419 L 631.8 80.502095 L 633.2625 82.8 L 634.725 85.097905 L 634.725 89.693714 L 633.2625 91.991619 L 630.3375 91.991619 L 628.875 89.693714 L 628.875 85.097905 L 628.875 80.502095 L 630.3375 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 647.8875 78.20419 L 650.8125 78.20419 L 653.7375 78.20419 L 655.2 80.502095 L 656.6625 82.8 L 659.5875 82.8 L 661.05 85.097905 L 659.5875 87.39581 L 656.6625 87.39581 L 653.7375 87.39581 L 650.8125 87.39581 L 649.35 89.693714 L 650.8125 91.991619 L 653.7375 91.991619 L 655.2 94.289524 L 653.7375 96.587429 L 650.8125 96.587429 L 649.35 98.885333 L 647.8875 101.183238 L 644.9625 101.183238 L 642.0375 101.183238 L 640.575 98.885333 L 640.575 94.289524 L 639.1125 91.991619 L 637.65 89.693714 L 639.1125 87.39581 L 642.0375 87.39581 L 644.9625 87.39581 L 646.425 85.097905 L 646.425 80.502095 L 647.8875 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 665.4375 78.20419 L 668.3625 78.20419 L 669.825 80.502095 L 668.3625 82.8 L 666.9 85.097905 L 666.9 89.693714 L 665.4375 91.991619 L 662.5125 91.991619 L 661.05 89.693714 L 662.5125 87.39581 L 663.975 85.097905 L 663.975 80.502095 L 665.4375 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 671.2875 82.8 L 674.2125 82.8 L 675.675 85.097905 L 674.2125 87.39581 L 671.2875 87.39581 L 669.825 85.097905 L 671.2875 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 636.1875 91.991619 L 637.65 94.289524 L 637.65 98.885333 L 636.1875 101.183238 L 633.2625 101.183238 L 631.8 98.885333 L 633.2625 96.587429 L 634.725 94.289524 L 636.1875 91.991619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 627.4125 96.587429 L 628.875 98.885333 L 627.4125 101.183238 L 625.95 98.885333 L 627.4125 96.587429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 630.3375 105.779048 L 631.8 108.076952 L 630.3375 110.374857 L 628.875 108.076952 L 630.3375 105.779048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p101f3d7129)" d="M 624.4875 110.374857 L 627.4125 110.374857 L 628.875 112.672762 L 627.4125 114.970667 L 625.95 117.268571 L 624.4875 119.566476 L 623.025 117.268571 L 623.025 112.672762 L 624.4875 110.374857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p101f3d7129)" d="M 614.25 149.439238 L 612.7875 147.141333 L 609.8625 147.141333 L 604.0125 137.949714 L 592.3125 137.949714 L 582.075 121.864381 L 582.075 103.481143 L 579.15 98.885333 L 579.15 94.289524 L 576.225 89.693714 L 576.225 75.906286 L 589.3875 55.225143 L 592.3125 55.225143 L 598.1625 46.033524 L 601.0875 46.033524 L 609.8625 32.246095 L 615.7125 32.246095 L 618.6375 27.650286 L 624.4875 27.650286 L 627.4125 23.054476 L 647.8875 23.054476 L 650.8125 18.458667 L 653.7375 18.458667 L 656.6625 23.054476 L 668.3625 23.054476 L 671.2875 27.650286 L 677.1375 27.650286 L 682.9875 36.841905 L 688.8375 36.841905 L 691.7625 41.437714 L 694.6875 41.437714 L 697.6125 46.033524 L 700.5375 46.033524 L 703.4625 50.629333 L 706.3875 50.629333 L 709.3125 55.225143 L 712.2375 55.225143 L 718.0875 64.416762 L 721.0125 64.416762 L 723.9375 69.012571 L 726.8625 69.012571 L 731.25 75.906286 L 731.25 85.097905 L 734.175 89.693714 L 734.175 98.885333 L 725.4 112.672762 L 725.4 117.268571 L 723.9375 119.566476 L 721.0125 119.566476 L 718.0875 124.162286 L 697.6125 124.162286 L 694.6875 119.566476 L 691.7625 119.566476 L 688.8375 114.970667 L 674.2125 114.970667 L 671.2875 119.566476 L 668.3625 119.566476 L 665.4375 124.162286 L 662.5125 124.162286 L 656.6625 133.353905 L 653.7375 133.353905 L 650.8125 137.949714 L 647.8875 137.949714 L 644.9625 142.545524 L 642.0375 142.545524 L 639.1125 147.141333 L 636.1875 147.141333 L 634.725 149.439238 L 634.725 149.439238 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 561.6 151.737143 L 586.393125 151.737143 L 586.393125 140.123393 L 561.6 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=2 --> <g style="fill:#ffffff;" transform="translate(561.6 149.241518)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p7dc8bcb863)"> <image height="138" id="imagec17bab39aa" transform="scale(1 -1)translate(0 -138)" width="187.2" x="374" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p7dc8bcb863)" d="M 446.0625 59.820952 L 447.525 62.118857 L 446.0625 64.416762 L 444.6 62.118857 L 446.0625 59.820952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7dc8bcb863)" d="M 469.4625 59.820952 L 472.3875 59.820952 L 473.85 62.118857 L 475.3125 64.416762 L 476.775 66.714667 L 478.2375 69.012571 L 481.1625 69.012571 L 484.0875 69.012571 L 485.55 71.310476 L 484.0875 73.608381 L 481.1625 73.608381 L 478.2375 73.608381 L 475.3125 73.608381 L 473.85 71.310476 L 472.3875 69.012571 L 469.4625 69.012571 L 466.5375 69.012571 L 463.6125 69.012571 L 460.6875 69.012571 L 459.225 66.714667 L 460.6875 64.416762 L 463.6125 64.416762 L 466.5375 64.416762 L 468 62.118857 L 469.4625 59.820952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7dc8bcb863)" d="M 437.2875 64.416762 L 438.75 66.714667 L 437.2875 69.012571 L 435.825 66.714667 L 437.2875 64.416762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7dc8bcb863)" d="M 451.9125 64.416762 L 453.375 66.714667 L 454.8375 69.012571 L 457.7625 69.012571 L 459.225 71.310476 L 460.6875 73.608381 L 462.15 75.906286 L 460.6875 78.20419 L 457.7625 78.20419 L 456.3 80.502095 L 454.8375 82.8 L 451.9125 82.8 L 450.45 80.502095 L 451.9125 78.20419 L 453.375 75.906286 L 451.9125 73.608381 L 448.9875 73.608381 L 447.525 75.906286 L 447.525 80.502095 L 448.9875 82.8 L 450.45 85.097905 L 448.9875 87.39581 L 446.0625 87.39581 L 443.1375 87.39581 L 440.2125 87.39581 L 438.75 85.097905 L 438.75 80.502095 L 438.75 75.906286 L 438.75 71.310476 L 440.2125 69.012571 L 441.675 71.310476 L 443.1375 73.608381 L 444.6 71.310476 L 446.0625 69.012571 L 448.9875 69.012571 L 450.45 66.714667 L 451.9125 64.416762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7dc8bcb863)" d="M 487.0125 73.608381 L 489.9375 73.608381 L 492.8625 73.608381 L 495.7875 73.608381 L 498.7125 73.608381 L 500.175 75.906286 L 501.6375 78.20419 L 503.1 80.502095 L 504.5625 82.8 L 507.4875 82.8 L 508.95 85.097905 L 510.4125 87.39581 L 511.875 89.693714 L 513.3375 91.991619 L 514.8 94.289524 L 513.3375 96.587429 L 510.4125 96.587429 L 507.4875 96.587429 L 504.5625 96.587429 L 503.1 94.289524 L 504.5625 91.991619 L 506.025 89.693714 L 504.5625 87.39581 L 503.1 89.693714 L 501.6375 91.991619 L 498.7125 91.991619 L 497.25 89.693714 L 498.7125 87.39581 L 500.175 85.097905 L 498.7125 82.8 L 497.25 85.097905 L 495.7875 87.39581 L 494.325 85.097905 L 492.8625 82.8 L 489.9375 82.8 L 487.0125 82.8 L 485.55 80.502095 L 485.55 75.906286 L 487.0125 73.608381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7dc8bcb863)" d="M 469.4625 78.20419 L 472.3875 78.20419 L 473.85 80.502095 L 475.3125 82.8 L 478.2375 82.8 L 479.7 85.097905 L 481.1625 87.39581 L 482.625 89.693714 L 484.0875 91.991619 L 485.55 94.289524 L 484.0875 96.587429 L 481.1625 96.587429 L 478.2375 96.587429 L 475.3125 96.587429 L 472.3875 96.587429 L 469.4625 96.587429 L 466.5375 96.587429 L 465.075 98.885333 L 463.6125 101.183238 L 462.15 98.885333 L 460.6875 96.587429 L 459.225 94.289524 L 457.7625 91.991619 L 456.3 89.693714 L 456.3 85.097905 L 457.7625 82.8 L 459.225 85.097905 L 460.6875 87.39581 L 462.15 85.097905 L 463.6125 82.8 L 466.5375 82.8 L 468 80.502095 L 469.4625 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7dc8bcb863)" d="M 492.8625 96.587429 L 494.325 98.885333 L 492.8625 101.183238 L 491.4 98.885333 L 492.8625 96.587429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7dc8bcb863)" d="M 451.9125 101.183238 L 453.375 103.481143 L 451.9125 105.779048 L 450.45 103.481143 L 451.9125 101.183238 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7dc8bcb863)" d="M 431.4375 105.779048 L 432.9 108.076952 L 431.4375 110.374857 L 429.975 108.076952 L 431.4375 105.779048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p7dc8bcb863)" d="M 454.8375 73.608381 L 456.3 75.906286 L 454.8375 78.20419 L 453.375 75.906286 L 454.8375 73.608381 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7dc8bcb863)" d="M 460.6875 78.20419 L 462.15 80.502095 L 460.6875 82.8 L 459.225 80.502095 L 460.6875 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7dc8bcb863)" d="M 451.9125 91.991619 L 453.375 94.289524 L 454.8375 96.587429 L 457.7625 96.587429 L 459.225 98.885333 L 459.225 103.481143 L 457.7625 105.779048 L 454.8375 105.779048 L 451.9125 105.779048 L 450.45 108.076952 L 448.9875 110.374857 L 447.525 108.076952 L 447.525 103.481143 L 448.9875 101.183238 L 450.45 98.885333 L 450.45 94.289524 L 451.9125 91.991619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p7dc8bcb863)" d="M 429.975 149.439238 L 425.5875 142.545524 L 422.6625 142.545524 L 416.8125 133.353905 L 408.0375 133.353905 L 405.1125 128.758095 L 402.1875 128.758095 L 394.875 117.268571 L 394.875 94.289524 L 389.025 85.097905 L 389.025 75.906286 L 391.95 71.310476 L 391.95 66.714667 L 396.3375 59.820952 L 399.2625 59.820952 L 408.0375 46.033524 L 413.8875 46.033524 L 422.6625 32.246095 L 425.5875 32.246095 L 428.5125 27.650286 L 437.2875 27.650286 L 440.2125 23.054476 L 472.3875 23.054476 L 475.3125 27.650286 L 478.2375 27.650286 L 481.1625 32.246095 L 484.0875 32.246095 L 487.0125 36.841905 L 492.8625 36.841905 L 495.7875 41.437714 L 501.6375 41.437714 L 504.5625 46.033524 L 507.4875 46.033524 L 513.3375 55.225143 L 516.2625 55.225143 L 519.1875 59.820952 L 522.1125 59.820952 L 527.9625 69.012571 L 530.8875 69.012571 L 533.8125 73.608381 L 536.7375 73.608381 L 544.05 85.097905 L 544.05 98.885333 L 527.9625 124.162286 L 504.5625 124.162286 L 501.6375 119.566476 L 489.9375 119.566476 L 487.0125 124.162286 L 484.0875 124.162286 L 482.625 126.46019 L 482.625 131.056 L 481.1625 133.353905 L 475.3125 133.353905 L 472.3875 128.758095 L 463.6125 128.758095 L 460.6875 133.353905 L 448.9875 133.353905 L 447.525 135.65181 L 447.525 140.247619 L 441.675 149.439238 L 441.675 149.439238 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_5"> <g id="patch_6"> <path d="M 374.4 151.737143 L 411.1575 151.737143 L 411.1575 140.123393 L 374.4 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-11 --> <defs> <path d="M 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/> </defs> <g style="fill:#ffffff;" transform="translate(374.4 149.241518)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-31"/> <use x="242.675781" xlink:href="#DejaVuSans-31"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p4239da54e0)"> <image height="138" id="image5167c7ef0b" transform="scale(1 -1)translate(0 -138)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p4239da54e0)" d="M 270.5625 59.820952 L 273.4875 59.820952 L 274.95 62.118857 L 276.4125 64.416762 L 279.3375 64.416762 L 280.8 66.714667 L 282.2625 69.012571 L 285.1875 69.012571 L 288.1125 69.012571 L 291.0375 69.012571 L 293.9625 69.012571 L 296.8875 69.012571 L 298.35 71.310476 L 296.8875 73.608381 L 295.425 75.906286 L 293.9625 78.20419 L 291.0375 78.20419 L 288.1125 78.20419 L 285.1875 78.20419 L 283.725 80.502095 L 283.725 85.097905 L 282.2625 87.39581 L 279.3375 87.39581 L 277.875 85.097905 L 279.3375 82.8 L 280.8 80.502095 L 279.3375 78.20419 L 276.4125 78.20419 L 274.95 75.906286 L 273.4875 73.608381 L 270.5625 73.608381 L 269.1 75.906286 L 269.1 80.502095 L 270.5625 82.8 L 272.025 85.097905 L 273.4875 87.39581 L 274.95 89.693714 L 274.95 94.289524 L 273.4875 96.587429 L 270.5625 96.587429 L 269.1 94.289524 L 269.1 89.693714 L 267.6375 87.39581 L 266.175 85.097905 L 264.7125 82.8 L 261.7875 82.8 L 260.325 80.502095 L 260.325 75.906286 L 258.8625 73.608381 L 255.9375 73.608381 L 254.475 75.906286 L 255.9375 78.20419 L 257.4 80.502095 L 258.8625 82.8 L 260.325 85.097905 L 258.8625 87.39581 L 255.9375 87.39581 L 253.0125 87.39581 L 251.55 85.097905 L 251.55 80.502095 L 250.0875 78.20419 L 247.1625 78.20419 L 244.2375 78.20419 L 241.3125 78.20419 L 239.85 75.906286 L 241.3125 73.608381 L 244.2375 73.608381 L 245.7 71.310476 L 247.1625 69.012571 L 250.0875 69.012571 L 251.55 66.714667 L 253.0125 64.416762 L 255.9375 64.416762 L 258.8625 64.416762 L 261.7875 64.416762 L 264.7125 64.416762 L 267.6375 64.416762 L 269.1 62.118857 L 270.5625 59.820952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4239da54e0)" d="M 235.4625 78.20419 L 236.925 80.502095 L 235.4625 82.8 L 234 80.502095 L 235.4625 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4239da54e0)" d="M 296.8875 78.20419 L 299.8125 78.20419 L 302.7375 78.20419 L 304.2 80.502095 L 302.7375 82.8 L 299.8125 82.8 L 296.8875 82.8 L 295.425 80.502095 L 296.8875 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4239da54e0)" d="M 291.0375 82.8 L 292.5 85.097905 L 293.9625 87.39581 L 295.425 89.693714 L 296.8875 91.991619 L 298.35 94.289524 L 299.8125 96.587429 L 301.275 98.885333 L 301.275 103.481143 L 301.275 108.076952 L 299.8125 110.374857 L 296.8875 110.374857 L 293.9625 110.374857 L 292.5 108.076952 L 292.5 103.481143 L 291.0375 101.183238 L 288.1125 101.183238 L 286.65 98.885333 L 285.1875 96.587429 L 282.2625 96.587429 L 280.8 94.289524 L 282.2625 91.991619 L 283.725 89.693714 L 285.1875 87.39581 L 288.1125 87.39581 L 289.575 85.097905 L 291.0375 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4239da54e0)" d="M 308.5875 82.8 L 311.5125 82.8 L 314.4375 82.8 L 315.9 85.097905 L 314.4375 87.39581 L 311.5125 87.39581 L 308.5875 87.39581 L 307.125 85.097905 L 308.5875 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4239da54e0)" d="M 235.4625 87.39581 L 238.3875 87.39581 L 241.3125 87.39581 L 244.2375 87.39581 L 247.1625 87.39581 L 250.0875 87.39581 L 251.55 89.693714 L 250.0875 91.991619 L 247.1625 91.991619 L 244.2375 91.991619 L 241.3125 91.991619 L 238.3875 91.991619 L 235.4625 91.991619 L 234 89.693714 L 235.4625 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p4239da54e0)" d="M 317.3625 87.39581 L 318.825 89.693714 L 317.3625 91.991619 L 315.9 89.693714 L 317.3625 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p4239da54e0)" d="M 253.0125 78.20419 L 255.9375 78.20419 L 257.4 80.502095 L 257.4 85.097905 L 255.9375 87.39581 L 254.475 85.097905 L 253.0125 82.8 L 251.55 80.502095 L 253.0125 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4239da54e0)" d="M 238.3875 96.587429 L 239.85 98.885333 L 238.3875 101.183238 L 236.925 98.885333 L 238.3875 96.587429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p4239da54e0)" d="M 247.1625 27.650286 L 282.2625 27.650286 L 285.1875 32.246095 L 291.0375 32.246095 L 293.9625 36.841905 L 299.8125 36.841905 L 302.7375 41.437714 L 305.6625 41.437714 L 308.5875 46.033524 L 311.5125 46.033524 L 314.4375 50.629333 L 317.3625 50.629333 L 320.2875 55.225143 L 323.2125 55.225143 L 329.0625 64.416762 L 331.9875 64.416762 L 337.8375 73.608381 L 340.7625 73.608381 L 346.6125 82.8 L 349.5375 82.8 L 351 85.097905 L 351 89.693714 L 353.925 94.289524 L 353.925 108.076952 L 346.6125 119.566476 L 326.1375 119.566476 L 323.2125 124.162286 L 317.3625 124.162286 L 311.5125 133.353905 L 302.7375 133.353905 L 299.8125 137.949714 L 285.1875 137.949714 L 276.4125 124.162286 L 273.4875 124.162286 L 270.5625 128.758095 L 264.7125 128.758095 L 261.7875 133.353905 L 258.8625 133.353905 L 255.9375 137.949714 L 247.1625 137.949714 L 244.2375 142.545524 L 238.3875 142.545524 L 235.4625 137.949714 L 223.7625 137.949714 L 217.9125 128.758095 L 214.9875 128.758095 L 210.6 121.864381 L 210.6 108.076952 L 207.675 103.481143 L 207.675 98.885333 L 204.75 94.289524 L 204.75 75.906286 L 207.675 71.310476 L 207.675 66.714667 L 212.0625 59.820952 L 214.9875 59.820952 L 220.8375 50.629333 L 223.7625 50.629333 L 226.6875 46.033524 L 229.6125 46.033524 L 235.4625 36.841905 L 238.3875 36.841905 L 241.3125 32.246095 L 244.2375 32.246095 L 247.1625 27.650286 L 247.1625 27.650286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_6"> <g id="patch_7"> <path d="M 187.2 151.737143 L 223.9575 151.737143 L 223.9575 140.123393 L 187.2 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-24 --> <g style="fill:#ffffff;" transform="translate(187.2 149.241518)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-32"/> <use x="242.675781" xlink:href="#DejaVuSans-34"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#pe71eb93db6)"> <image height="138" id="image46993f5a37" transform="scale(1 -1)translate(0 -138)" width="187.2" x="0" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#pe71eb93db6)" d="M 65.8125 36.841905 L 95.0625 36.841905 L 97.9875 41.437714 L 100.9125 41.437714 L 103.8375 46.033524 L 109.6875 46.033524 L 115.5375 55.225143 L 121.3875 55.225143 L 127.2375 64.416762 L 130.1625 64.416762 L 133.0875 69.012571 L 136.0125 69.012571 L 138.9375 73.608381 L 141.8625 73.608381 L 152.1 89.693714 L 152.1 94.289524 L 155.025 98.885333 L 155.025 112.672762 L 153.5625 114.970667 L 150.6375 114.970667 L 147.7125 119.566476 L 133.0875 119.566476 L 124.3125 133.353905 L 115.5375 133.353905 L 112.6125 137.949714 L 109.6875 137.949714 L 106.7625 133.353905 L 103.8375 133.353905 L 97.9875 124.162286 L 92.1375 124.162286 L 89.2125 119.566476 L 77.5125 119.566476 L 73.125 126.46019 L 73.125 131.056 L 68.7375 137.949714 L 57.0375 137.949714 L 54.1125 142.545524 L 51.1875 137.949714 L 39.4875 137.949714 L 36.5625 133.353905 L 33.6375 133.353905 L 29.25 126.46019 L 29.25 103.481143 L 26.325 98.885333 L 26.325 80.502095 L 29.25 75.906286 L 29.25 71.310476 L 39.4875 55.225143 L 42.4125 55.225143 L 45.3375 50.629333 L 48.2625 50.629333 L 54.1125 41.437714 L 62.8875 41.437714 L 65.8125 36.841905 L 65.8125 36.841905 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 0 151.737143 L 36.7575 151.737143 L 36.7575 140.123393 L 0 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-38 --> <defs> <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/> </defs> <g style="fill:#ffffff;" transform="translate(0 149.241518)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-33"/> <use x="242.675781" xlink:href="#DejaVuSans-38"/> </g> </g> </g> </g> <defs> <clipPath id="p0022edb0dc"> <rect height="165.6" width="1310.4" x="0" y="0"/> </clipPath> <clipPath id="p306704bf8e"> <rect height="137.874286" width="187.2" x="1123.2" y="13.862857"/> </clipPath> <clipPath id="p7a979bf989"> <rect height="137.874286" width="187.2" x="936" y="13.862857"/> </clipPath> <clipPath id="pf95063bbdf"> <rect height="137.874286" width="187.2" x="748.8" y="13.862857"/> </clipPath> <clipPath id="p101f3d7129"> <rect height="137.874286" width="187.2" x="561.6" y="13.862857"/> </clipPath> <clipPath id="p7dc8bcb863"> <rect height="137.874286" width="187.2" x="374.4" y="13.862857"/> </clipPath> <clipPath id="p4239da54e0"> <rect height="137.874286" width="187.2" x="187.2" y="13.862857"/> </clipPath> <clipPath id="pe71eb93db6"> <rect height="137.874286" width="187.2" x="0" y="13.862857"/> </clipPath> </defs></g>
  5. <g transform="translate(0, 304.55725190839695) scale(1.0) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-y-f3c04ad0-7b26-495b-9d17-9bf72b98222b"> <g id="patch_1"> <path d="M 0 165.6 L 1108.8 165.6 L 1108.8 0 L 0 0 z"/> </g> <g id="axes_1"> <g clip-path="url(#pc2542d7424)"> <image height="165.6" id="imageaea9578183" transform="scale(1 -1)translate(0 -165.6)" width="1109.04" x="0" xlink:href="data:image/png;base64,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" y="-0"/> </g> </g> <g id="axes_2"> <g clip-path="url(#pbe96a5a7c0)"> <image height="116.88" id="imagec3767265ad" transform="scale(1 -1)translate(0 -116.88)" width="158.64" x="0" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#pbe96a5a7c0)" d="M 60.6375 51.689905 L 63.1125 51.689905 L 65.5875 51.689905 L 68.0625 51.689905 L 70.5375 51.689905 L 73.0125 51.689905 L 74.25 53.634286 L 75.4875 55.578667 L 76.725 53.634286 L 77.9625 51.689905 L 80.4375 51.689905 L 82.9125 51.689905 L 85.3875 51.689905 L 87.8625 51.689905 L 90.3375 51.689905 L 92.8125 51.689905 L 94.05 53.634286 L 95.2875 55.578667 L 97.7625 55.578667 L 99 57.523048 L 100.2375 59.467429 L 101.475 61.41181 L 102.7125 63.35619 L 105.1875 63.35619 L 106.425 65.300571 L 106.425 69.189333 L 107.6625 71.133714 L 110.1375 71.133714 L 111.375 73.078095 L 111.375 76.966857 L 111.375 80.855619 L 111.375 84.744381 L 112.6125 86.688762 L 113.85 88.633143 L 113.85 92.521905 L 113.85 96.410667 L 113.85 100.299429 L 113.85 104.18819 L 113.85 108.076952 L 113.85 111.965714 L 113.85 115.854476 L 113.85 119.743238 L 112.6125 121.687619 L 110.1375 121.687619 L 108.9 123.632 L 107.6625 125.576381 L 106.425 127.520762 L 105.1875 129.465143 L 103.95 131.409524 L 102.7125 133.353905 L 100.2375 133.353905 L 97.7625 133.353905 L 95.2875 133.353905 L 92.8125 133.353905 L 90.3375 133.353905 L 87.8625 133.353905 L 85.3875 133.353905 L 82.9125 133.353905 L 81.675 131.409524 L 80.4375 129.465143 L 79.2 127.520762 L 77.9625 125.576381 L 75.4875 125.576381 L 74.25 123.632 L 73.0125 121.687619 L 71.775 123.632 L 70.5375 125.576381 L 68.0625 125.576381 L 65.5875 125.576381 L 63.1125 125.576381 L 61.875 127.520762 L 60.6375 129.465143 L 58.1625 129.465143 L 55.6875 129.465143 L 53.2125 129.465143 L 50.7375 129.465143 L 48.2625 129.465143 L 47.025 127.520762 L 45.7875 125.576381 L 43.3125 125.576381 L 42.075 123.632 L 42.075 119.743238 L 42.075 115.854476 L 40.8375 113.910095 L 39.6 111.965714 L 39.6 108.076952 L 39.6 104.18819 L 39.6 100.299429 L 39.6 96.410667 L 38.3625 94.466286 L 37.125 92.521905 L 37.125 88.633143 L 37.125 84.744381 L 37.125 80.855619 L 37.125 76.966857 L 38.3625 75.022476 L 39.6 73.078095 L 40.8375 71.133714 L 42.075 69.189333 L 43.3125 67.244952 L 44.55 65.300571 L 45.7875 63.35619 L 47.025 61.41181 L 48.2625 59.467429 L 50.7375 59.467429 L 51.975 57.523048 L 53.2125 55.578667 L 55.6875 55.578667 L 58.1625 55.578667 L 59.4 53.634286 L 60.6375 51.689905 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 41.915464 L 22.52625 41.915464 L 22.52625 30.301714 L 15.84 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <defs> <path d="M 9.8125 72.90625 L 19.671875 72.90625 L 19.671875 8.296875 L 55.171875 8.296875 L 55.171875 0 L 9.8125 0 z" id="DejaVuSans-4c"/> </defs> <g style="fill:#ffffff;" transform="translate(15.84 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_2"> <g id="patch_3"> <path d="M 134.221875 41.915464 L 142.56 41.915464 L 142.56 30.301714 L 134.221875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <defs> <path d="M 44.390625 34.1875 Q 47.5625 33.109375 50.5625 29.59375 Q 53.5625 26.078125 56.59375 19.921875 L 66.609375 0 L 56 0 L 46.6875 18.703125 Q 43.0625 26.03125 39.671875 28.421875 Q 36.28125 30.8125 30.421875 30.8125 L 19.671875 30.8125 L 19.671875 0 L 9.8125 0 L 9.8125 72.90625 L 32.078125 72.90625 Q 44.578125 72.90625 50.734375 67.671875 Q 56.890625 62.453125 56.890625 51.90625 Q 56.890625 45.015625 53.6875 40.46875 Q 50.484375 35.9375 44.390625 34.1875 zM 19.671875 64.796875 L 19.671875 38.921875 L 32.078125 38.921875 Q 39.203125 38.921875 42.84375 42.21875 Q 46.484375 45.515625 46.484375 51.90625 Q 46.484375 58.296875 42.84375 61.546875 Q 39.203125 64.796875 32.078125 64.796875 z" id="DejaVuSans-52"/> </defs> <g style="fill:#ffffff;" transform="translate(134.221875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 141.131429 L 36.7575 141.131429 L 36.7575 129.517679 L 0 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-35 --> <defs> <path d="M 32.171875 -5.078125 Q 28.375 -14.84375 24.75 -17.8125 Q 21.140625 -20.796875 15.09375 -20.796875 L 7.90625 -20.796875 L 7.90625 -13.28125 L 13.1875 -13.28125 Q 16.890625 -13.28125 18.9375 -11.515625 Q 21 -9.765625 23.484375 -3.21875 L 25.09375 0.875 L 2.984375 54.6875 L 12.5 54.6875 L 29.59375 11.921875 L 46.6875 54.6875 L 56.203125 54.6875 z" id="DejaVuSans-79"/> <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/> <path d="M 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> </defs> <g style="fill:#ffffff;" transform="translate(0 138.635804)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-33"/> <use x="242.675781" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pabbc29436b)"> <image height="116.88" id="image53be10dd62" transform="scale(1 -1)translate(0 -116.88)" width="158.4" x="158" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pabbc29436b)" d="M 216.5625 75.022476 L 217.8 76.966857 L 216.5625 78.911238 L 215.325 76.966857 L 216.5625 75.022476 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pabbc29436b)" d="M 209.1375 82.8 L 211.6125 82.8 L 212.85 84.744381 L 212.85 88.633143 L 211.6125 90.577524 L 210.375 88.633143 L 209.1375 86.688762 L 207.9 84.744381 L 209.1375 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pabbc29436b)" d="M 216.5625 86.688762 L 219.0375 86.688762 L 220.275 88.633143 L 219.0375 90.577524 L 216.5625 90.577524 L 215.325 88.633143 L 216.5625 86.688762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pabbc29436b)" d="M 251.2125 90.577524 L 252.45 92.521905 L 251.2125 94.466286 L 249.975 92.521905 L 251.2125 90.577524 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pabbc29436b)" d="M 261.1125 90.577524 L 262.35 92.521905 L 261.1125 94.466286 L 259.875 92.521905 L 261.1125 90.577524 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pabbc29436b)" d="M 238.8375 102.24381 L 240.075 104.18819 L 238.8375 106.132571 L 237.6 104.18819 L 238.8375 102.24381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pabbc29436b)" d="M 243.7875 106.132571 L 245.025 108.076952 L 243.7875 110.021333 L 242.55 108.076952 L 243.7875 106.132571 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pabbc29436b)" d="M 233.8875 78.911238 L 235.125 80.855619 L 233.8875 82.8 L 232.65 80.855619 L 233.8875 78.911238 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pabbc29436b)" d="M 219.0375 82.8 L 220.275 84.744381 L 219.0375 86.688762 L 217.8 84.744381 L 219.0375 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pabbc29436b)" d="M 219.0375 94.466286 L 220.275 96.410667 L 219.0375 98.355048 L 217.8 96.410667 L 219.0375 94.466286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pabbc29436b)" d="M 227.7 139.187048 L 223.9875 133.353905 L 204.1875 133.353905 L 201.7125 129.465143 L 196.7625 129.465143 L 190.575 119.743238 L 190.575 100.299429 L 188.1 96.410667 L 188.1 80.855619 L 190.575 76.966857 L 190.575 69.189333 L 204.1875 47.801143 L 206.6625 47.801143 L 209.1375 43.912381 L 214.0875 43.912381 L 216.5625 40.023619 L 221.5125 40.023619 L 223.9875 36.134857 L 231.4125 36.134857 L 233.8875 40.023619 L 241.3125 40.023619 L 243.7875 36.134857 L 251.2125 36.134857 L 253.6875 40.023619 L 256.1625 40.023619 L 258.6375 43.912381 L 261.1125 43.912381 L 263.5875 47.801143 L 266.0625 47.801143 L 268.5375 51.689905 L 271.0125 51.689905 L 273.4875 55.578667 L 275.9625 55.578667 L 279.675 61.41181 L 279.675 65.300571 L 282.15 69.189333 L 282.15 92.521905 L 284.625 96.410667 L 284.625 100.299429 L 277.2 111.965714 L 277.2 123.632 L 275.9625 125.576381 L 273.4875 125.576381 L 268.5375 133.353905 L 243.7875 133.353905 L 240.075 139.187048 L 240.075 139.187048 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 41.915464 L 180.92625 41.915464 L 180.92625 30.301714 L 174.24 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_5"> <g id="patch_6"> <path d="M 292.621875 41.915464 L 300.96 41.915464 L 300.96 30.301714 L 292.621875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 141.131429 L 195.1575 141.131429 L 195.1575 129.517679 L 158.4 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-14 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/> </defs> <g style="fill:#ffffff;" transform="translate(158.4 138.635804)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-31"/> <use x="242.675781" xlink:href="#DejaVuSans-34"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p167f1dd48d)"> <image height="116.88" id="imageadcfb66bfe" transform="scale(1 -1)translate(0 -116.88)" width="158.64" x="317" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p167f1dd48d)" d="M 377.4375 63.35619 L 379.9125 63.35619 L 382.3875 63.35619 L 383.625 65.300571 L 383.625 69.189333 L 384.8625 71.133714 L 387.3375 71.133714 L 388.575 73.078095 L 389.8125 75.022476 L 391.05 76.966857 L 392.2875 78.911238 L 394.7625 78.911238 L 397.2375 78.911238 L 399.7125 78.911238 L 402.1875 78.911238 L 403.425 76.966857 L 403.425 73.078095 L 404.6625 71.133714 L 407.1375 71.133714 L 409.6125 71.133714 L 410.85 73.078095 L 409.6125 75.022476 L 408.375 76.966857 L 408.375 80.855619 L 408.375 84.744381 L 407.1375 86.688762 L 404.6625 86.688762 L 402.1875 86.688762 L 400.95 88.633143 L 400.95 92.521905 L 399.7125 94.466286 L 397.2375 94.466286 L 394.7625 94.466286 L 392.2875 94.466286 L 389.8125 94.466286 L 388.575 92.521905 L 388.575 88.633143 L 387.3375 86.688762 L 384.8625 86.688762 L 383.625 84.744381 L 384.8625 82.8 L 386.1 80.855619 L 386.1 76.966857 L 384.8625 75.022476 L 382.3875 75.022476 L 381.15 73.078095 L 379.9125 71.133714 L 378.675 73.078095 L 378.675 76.966857 L 378.675 80.855619 L 377.4375 82.8 L 374.9625 82.8 L 373.725 84.744381 L 372.4875 86.688762 L 371.25 88.633143 L 370.0125 90.577524 L 368.775 92.521905 L 367.5375 94.466286 L 365.0625 94.466286 L 363.825 92.521905 L 365.0625 90.577524 L 366.3 88.633143 L 366.3 84.744381 L 366.3 80.855619 L 367.5375 78.911238 L 370.0125 78.911238 L 371.25 76.966857 L 370.0125 75.022476 L 367.5375 75.022476 L 365.0625 75.022476 L 363.825 73.078095 L 365.0625 71.133714 L 366.3 69.189333 L 367.5375 67.244952 L 370.0125 67.244952 L 372.4875 67.244952 L 374.9625 67.244952 L 376.2 65.300571 L 377.4375 63.35619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p167f1dd48d)" d="M 414.5625 63.35619 L 415.8 65.300571 L 417.0375 67.244952 L 419.5125 67.244952 L 421.9875 67.244952 L 423.225 69.189333 L 424.4625 71.133714 L 426.9375 71.133714 L 428.175 73.078095 L 428.175 76.966857 L 428.175 80.855619 L 426.9375 82.8 L 425.7 84.744381 L 424.4625 86.688762 L 423.225 88.633143 L 424.4625 90.577524 L 425.7 92.521905 L 425.7 96.410667 L 424.4625 98.355048 L 421.9875 98.355048 L 420.75 96.410667 L 419.5125 94.466286 L 418.275 92.521905 L 418.275 88.633143 L 418.275 84.744381 L 418.275 80.855619 L 417.0375 78.911238 L 414.5625 78.911238 L 413.325 80.855619 L 414.5625 82.8 L 415.8 84.744381 L 414.5625 86.688762 L 412.0875 86.688762 L 410.85 84.744381 L 410.85 80.855619 L 410.85 76.966857 L 412.0875 75.022476 L 413.325 73.078095 L 412.0875 71.133714 L 410.85 69.189333 L 412.0875 67.244952 L 413.325 65.300571 L 414.5625 63.35619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p167f1dd48d)" d="M 382.3875 78.911238 L 383.625 80.855619 L 382.3875 82.8 L 381.15 80.855619 L 382.3875 78.911238 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p167f1dd48d)" d="M 392.2875 82.8 L 391.05 84.744381 L 392.2875 86.688762 L 393.525 88.633143 L 394.7625 90.577524 L 397.2375 90.577524 L 398.475 88.633143 L 397.2375 86.688762 L 394.7625 86.688762 L 393.525 84.744381 L 392.2875 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p167f1dd48d)" d="M 377.4375 94.466286 L 378.675 96.410667 L 377.4375 98.355048 L 376.2 96.410667 L 377.4375 94.466286 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p167f1dd48d)" d="M 382.3875 94.466286 L 383.625 96.410667 L 382.3875 98.355048 L 381.15 96.410667 L 382.3875 94.466286 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p167f1dd48d)" d="M 402.1875 94.466286 L 403.425 96.410667 L 402.1875 98.355048 L 400.95 96.410667 L 402.1875 94.466286 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p167f1dd48d)" d="M 409.6125 94.466286 L 410.85 96.410667 L 409.6125 98.355048 L 408.375 96.410667 L 409.6125 94.466286 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p167f1dd48d)" d="M 387.3375 98.355048 L 388.575 100.299429 L 387.3375 102.24381 L 386.1 100.299429 L 387.3375 98.355048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p167f1dd48d)" d="M 409.6125 78.911238 L 410.85 80.855619 L 409.6125 82.8 L 408.375 80.855619 L 409.6125 78.911238 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p167f1dd48d)" d="M 389.8125 86.688762 L 392.2875 86.688762 L 394.7625 86.688762 L 396 88.633143 L 397.2375 90.577524 L 398.475 88.633143 L 399.7125 86.688762 L 400.95 88.633143 L 402.1875 90.577524 L 403.425 92.521905 L 404.6625 94.466286 L 405.9 96.410667 L 404.6625 98.355048 L 403.425 100.299429 L 402.1875 102.24381 L 400.95 100.299429 L 400.95 96.410667 L 399.7125 94.466286 L 398.475 96.410667 L 397.2375 98.355048 L 396 100.299429 L 394.7625 102.24381 L 393.525 100.299429 L 392.2875 98.355048 L 389.8125 98.355048 L 388.575 100.299429 L 388.575 104.18819 L 387.3375 106.132571 L 384.8625 106.132571 L 383.625 104.18819 L 382.3875 102.24381 L 381.15 100.299429 L 382.3875 98.355048 L 384.8625 98.355048 L 386.1 96.410667 L 386.1 92.521905 L 387.3375 90.577524 L 388.575 88.633143 L 389.8125 86.688762 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p167f1dd48d)" d="M 392.2875 90.577524 L 391.05 92.521905 L 392.2875 94.466286 L 393.525 92.521905 L 392.2875 90.577524 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p167f1dd48d)" d="M 377.4375 32.246095 L 414.5625 32.246095 L 417.0375 36.134857 L 421.9875 36.134857 L 426.9375 43.912381 L 429.4125 43.912381 L 431.8875 47.801143 L 434.3625 47.801143 L 436.8375 51.689905 L 439.3125 51.689905 L 447.975 65.300571 L 447.975 104.18819 L 441.7875 113.910095 L 426.9375 113.910095 L 424.4625 117.798857 L 419.5125 117.798857 L 417.0375 121.687619 L 412.0875 121.687619 L 409.6125 125.576381 L 404.6625 125.576381 L 403.425 127.520762 L 403.425 131.409524 L 399.7125 137.242667 L 389.8125 137.242667 L 386.1 131.409524 L 386.1 127.520762 L 384.8625 125.576381 L 374.9625 125.576381 L 372.4875 121.687619 L 370.0125 121.687619 L 367.5375 117.798857 L 360.1125 117.798857 L 358.875 115.854476 L 358.875 111.965714 L 357.6375 110.021333 L 352.6875 110.021333 L 351.45 108.076952 L 351.45 104.18819 L 350.2125 102.24381 L 347.7375 102.24381 L 341.55 92.521905 L 341.55 84.744381 L 344.025 80.855619 L 344.025 65.300571 L 355.1625 47.801143 L 357.6375 47.801143 L 360.1125 43.912381 L 362.5875 43.912381 L 365.0625 40.023619 L 370.0125 40.023619 L 372.4875 36.134857 L 374.9625 36.134857 L 377.4375 32.246095 L 377.4375 32.246095 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 41.915464 L 339.32625 41.915464 L 339.32625 30.301714 L 332.64 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_8"> <g id="patch_9"> <path d="M 451.021875 41.915464 L 459.36 41.915464 L 459.36 30.301714 L 451.021875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 141.131429 L 341.593125 141.131429 L 341.593125 129.517679 L 316.8 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=6 --> <defs> <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/> </defs> <g style="fill:#ffffff;" transform="translate(316.8 138.635804)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-36"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p1120f285cc)"> <image height="116.88" id="image039cc06830" transform="scale(1 -1)translate(0 -116.88)" width="158.4" x="475" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p1120f285cc)" d="M 540.7875 63.35619 L 543.2625 63.35619 L 544.5 65.300571 L 545.7375 67.244952 L 546.975 69.189333 L 545.7375 71.133714 L 543.2625 71.133714 L 542.025 73.078095 L 542.025 76.966857 L 543.2625 78.911238 L 544.5 80.855619 L 545.7375 82.8 L 546.975 84.744381 L 545.7375 86.688762 L 544.5 88.633143 L 545.7375 90.577524 L 546.975 88.633143 L 548.2125 86.688762 L 550.6875 86.688762 L 553.1625 86.688762 L 554.4 88.633143 L 553.1625 90.577524 L 550.6875 90.577524 L 549.45 92.521905 L 548.2125 94.466286 L 545.7375 94.466286 L 543.2625 94.466286 L 540.7875 94.466286 L 538.3125 94.466286 L 535.8375 94.466286 L 533.3625 94.466286 L 532.125 92.521905 L 533.3625 90.577524 L 535.8375 90.577524 L 538.3125 90.577524 L 539.55 88.633143 L 538.3125 86.688762 L 535.8375 86.688762 L 533.3625 86.688762 L 532.125 84.744381 L 532.125 80.855619 L 532.125 76.966857 L 530.8875 75.022476 L 528.4125 75.022476 L 525.9375 75.022476 L 524.7 73.078095 L 525.9375 71.133714 L 528.4125 71.133714 L 530.8875 71.133714 L 533.3625 71.133714 L 535.8375 71.133714 L 537.075 69.189333 L 538.3125 67.244952 L 539.55 65.300571 L 540.7875 63.35619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p1120f285cc)" d="M 570.4875 67.244952 L 572.9625 67.244952 L 575.4375 67.244952 L 576.675 69.189333 L 577.9125 71.133714 L 580.3875 71.133714 L 581.625 73.078095 L 582.8625 75.022476 L 585.3375 75.022476 L 586.575 76.966857 L 585.3375 78.911238 L 582.8625 78.911238 L 580.3875 78.911238 L 579.15 80.855619 L 577.9125 82.8 L 576.675 84.744381 L 575.4375 86.688762 L 574.2 84.744381 L 572.9625 82.8 L 571.725 80.855619 L 570.4875 78.911238 L 569.25 76.966857 L 568.0125 75.022476 L 565.5375 75.022476 L 564.3 73.078095 L 565.5375 71.133714 L 568.0125 71.133714 L 569.25 69.189333 L 570.4875 67.244952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p1120f285cc)" d="M 548.2125 71.133714 L 549.45 73.078095 L 549.45 76.966857 L 548.2125 78.911238 L 545.7375 78.911238 L 544.5 76.966857 L 545.7375 75.022476 L 546.975 73.078095 L 548.2125 71.133714 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p1120f285cc)" d="M 563.0625 82.8 L 565.5375 82.8 L 568.0125 82.8 L 570.4875 82.8 L 571.725 84.744381 L 572.9625 86.688762 L 574.2 88.633143 L 575.4375 90.577524 L 576.675 88.633143 L 577.9125 86.688762 L 579.15 88.633143 L 579.15 92.521905 L 577.9125 94.466286 L 576.675 96.410667 L 575.4375 98.355048 L 572.9625 98.355048 L 571.725 96.410667 L 570.4875 94.466286 L 569.25 96.410667 L 568.0125 98.355048 L 566.775 96.410667 L 565.5375 94.466286 L 563.0625 94.466286 L 560.5875 94.466286 L 559.35 92.521905 L 559.35 88.633143 L 560.5875 86.688762 L 561.825 84.744381 L 563.0625 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p1120f285cc)" d="M 555.6375 67.244952 L 556.875 69.189333 L 555.6375 71.133714 L 554.4 69.189333 L 555.6375 67.244952 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1120f285cc)" d="M 548.2125 75.022476 L 550.6875 75.022476 L 551.925 76.966857 L 551.925 80.855619 L 550.6875 82.8 L 548.2125 82.8 L 546.975 80.855619 L 546.975 76.966857 L 548.2125 75.022476 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1120f285cc)" d="M 558.1125 78.911238 L 559.35 80.855619 L 559.35 84.744381 L 558.1125 86.688762 L 555.6375 86.688762 L 554.4 84.744381 L 555.6375 82.8 L 556.875 80.855619 L 558.1125 78.911238 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1120f285cc)" d="M 565.5375 78.911238 L 566.775 80.855619 L 565.5375 82.8 L 564.3 80.855619 L 565.5375 78.911238 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1120f285cc)" d="M 525.9375 82.8 L 527.175 84.744381 L 525.9375 86.688762 L 524.7 84.744381 L 525.9375 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1120f285cc)" d="M 585.3375 98.355048 L 586.575 100.299429 L 585.3375 102.24381 L 584.1 100.299429 L 585.3375 98.355048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p1120f285cc)" d="M 540.7875 32.246095 L 568.0125 32.246095 L 570.4875 36.134857 L 577.9125 36.134857 L 582.8625 43.912381 L 587.8125 43.912381 L 590.2875 47.801143 L 592.7625 47.801143 L 597.7125 55.578667 L 600.1875 55.578667 L 608.85 69.189333 L 608.85 92.521905 L 606.375 96.410667 L 606.375 100.299429 L 603.9 104.18819 L 603.9 111.965714 L 597.7125 121.687619 L 587.8125 121.687619 L 585.3375 125.576381 L 582.8625 125.576381 L 580.3875 129.465143 L 577.9125 129.465143 L 575.4375 133.353905 L 570.4875 133.353905 L 565.5375 125.576381 L 550.6875 125.576381 L 548.2125 121.687619 L 540.7875 121.687619 L 538.3125 125.576381 L 528.4125 125.576381 L 523.4625 117.798857 L 511.0875 117.798857 L 504.9 108.076952 L 504.9 88.633143 L 502.425 84.744381 L 502.425 73.078095 L 504.9 69.189333 L 504.9 61.41181 L 513.5625 47.801143 L 518.5125 47.801143 L 520.9875 43.912381 L 523.4625 43.912381 L 525.9375 40.023619 L 530.8875 40.023619 L 533.3625 36.134857 L 538.3125 36.134857 L 540.7875 32.246095 L 540.7875 32.246095 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 41.915464 L 497.72625 41.915464 L 497.72625 30.301714 L 491.04 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_11"> <g id="patch_12"> <path d="M 609.421875 41.915464 L 617.76 41.915464 L 617.76 30.301714 L 609.421875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 141.131429 L 507.628125 141.131429 L 507.628125 129.517679 L 475.2 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=28 --> <defs> <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/> </defs> <g style="fill:#ffffff;" transform="translate(475.2 138.635804)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-32"/> <use x="206.591797" xlink:href="#DejaVuSans-38"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p0bdf17f03f)"> <image height="116.88" id="imagea4328074ca" transform="scale(1 -1)translate(0 -116.88)" width="158.4" x="634" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p0bdf17f03f)" d="M 704.1375 71.133714 L 706.6125 71.133714 L 707.85 73.078095 L 707.85 76.966857 L 706.6125 78.911238 L 704.1375 78.911238 L 702.9 80.855619 L 701.6625 82.8 L 700.425 84.744381 L 699.1875 86.688762 L 696.7125 86.688762 L 694.2375 86.688762 L 693 84.744381 L 691.7625 82.8 L 690.525 80.855619 L 691.7625 78.911238 L 694.2375 78.911238 L 695.475 76.966857 L 696.7125 75.022476 L 699.1875 75.022476 L 701.6625 75.022476 L 702.9 73.078095 L 704.1375 71.133714 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p0bdf17f03f)" d="M 716.5125 75.022476 L 717.75 76.966857 L 717.75 80.855619 L 716.5125 82.8 L 714.0375 82.8 L 711.5625 82.8 L 710.325 80.855619 L 711.5625 78.911238 L 714.0375 78.911238 L 715.275 76.966857 L 716.5125 75.022476 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p0bdf17f03f)" d="M 723.9375 75.022476 L 726.4125 75.022476 L 728.8875 75.022476 L 731.3625 75.022476 L 733.8375 75.022476 L 735.075 76.966857 L 735.075 80.855619 L 736.3125 82.8 L 737.55 84.744381 L 738.7875 86.688762 L 741.2625 86.688762 L 742.5 88.633143 L 741.2625 90.577524 L 738.7875 90.577524 L 736.3125 90.577524 L 735.075 92.521905 L 733.8375 94.466286 L 732.6 92.521905 L 731.3625 90.577524 L 730.125 88.633143 L 730.125 84.744381 L 730.125 80.855619 L 728.8875 78.911238 L 726.4125 78.911238 L 723.9375 78.911238 L 722.7 76.966857 L 723.9375 75.022476 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p0bdf17f03f)" d="M 721.4625 78.911238 L 722.7 80.855619 L 721.4625 82.8 L 720.225 80.855619 L 721.4625 78.911238 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p0bdf17f03f)" d="M 709.0875 82.8 L 710.325 84.744381 L 709.0875 86.688762 L 707.85 84.744381 L 709.0875 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p0bdf17f03f)" d="M 718.9875 86.688762 L 720.225 88.633143 L 718.9875 90.577524 L 717.75 88.633143 L 718.9875 86.688762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p0bdf17f03f)" d="M 726.4125 94.466286 L 728.8875 94.466286 L 730.125 96.410667 L 728.8875 98.355048 L 727.65 100.299429 L 726.4125 102.24381 L 725.175 100.299429 L 725.175 96.410667 L 726.4125 94.466286 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p0bdf17f03f)" d="M 736.3125 98.355048 L 737.55 100.299429 L 736.3125 102.24381 L 735.075 100.299429 L 736.3125 98.355048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p0bdf17f03f)" d="M 694.2375 102.24381 L 695.475 104.18819 L 694.2375 106.132571 L 693 104.18819 L 694.2375 102.24381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p0bdf17f03f)" d="M 733.8375 102.24381 L 735.075 104.18819 L 733.8375 106.132571 L 732.6 104.18819 L 733.8375 102.24381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p0bdf17f03f)" d="M 716.5125 71.133714 L 717.75 73.078095 L 716.5125 75.022476 L 715.275 73.078095 L 716.5125 71.133714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0bdf17f03f)" d="M 711.5625 82.8 L 712.8 84.744381 L 711.5625 86.688762 L 710.325 84.744381 L 711.5625 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0bdf17f03f)" d="M 718.9875 86.688762 L 721.4625 86.688762 L 722.7 88.633143 L 721.4625 90.577524 L 718.9875 90.577524 L 717.75 88.633143 L 718.9875 86.688762 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p0bdf17f03f)" d="M 709.0875 36.134857 L 714.0375 36.134857 L 716.5125 40.023619 L 728.8875 40.023619 L 731.3625 43.912381 L 736.3125 43.912381 L 738.7875 47.801143 L 741.2625 47.801143 L 743.7375 51.689905 L 746.2125 51.689905 L 751.1625 59.467429 L 753.6375 59.467429 L 762.3 73.078095 L 762.3 76.966857 L 764.775 80.855619 L 764.775 96.410667 L 754.875 111.965714 L 754.875 119.743238 L 751.1625 125.576381 L 748.6875 125.576381 L 746.2125 129.465143 L 743.7375 129.465143 L 741.2625 133.353905 L 731.3625 133.353905 L 725.175 123.632 L 725.175 115.854476 L 723.9375 113.910095 L 721.4625 113.910095 L 718.9875 110.021333 L 709.0875 110.021333 L 706.6125 113.910095 L 701.6625 113.910095 L 696.7125 121.687619 L 694.2375 121.687619 L 689.2875 129.465143 L 681.8625 129.465143 L 679.3875 125.576381 L 676.9125 125.576381 L 673.2 119.743238 L 673.2 115.854476 L 670.725 111.965714 L 670.725 104.18819 L 668.25 100.299429 L 668.25 73.078095 L 670.725 69.189333 L 670.725 65.300571 L 671.9625 63.35619 L 674.4375 63.35619 L 676.9125 59.467429 L 679.3875 59.467429 L 684.3375 51.689905 L 686.8125 51.689905 L 689.2875 47.801143 L 691.7625 47.801143 L 694.2375 43.912381 L 704.1375 43.912381 L 709.0875 36.134857 L 709.0875 36.134857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 41.915464 L 656.12625 41.915464 L 656.12625 30.301714 L 649.44 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_14"> <g id="patch_15"> <path d="M 767.821875 41.915464 L 776.16 41.915464 L 776.16 30.301714 L 767.821875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 141.131429 L 666.028125 141.131429 L 666.028125 129.517679 L 633.6 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=49 --> <defs> <path d="M 10.984375 1.515625 L 10.984375 10.5 Q 14.703125 8.734375 18.5 7.8125 Q 22.3125 6.890625 25.984375 6.890625 Q 35.75 6.890625 40.890625 13.453125 Q 46.046875 20.015625 46.78125 33.40625 Q 43.953125 29.203125 39.59375 26.953125 Q 35.25 24.703125 29.984375 24.703125 Q 19.046875 24.703125 12.671875 31.3125 Q 6.296875 37.9375 6.296875 49.421875 Q 6.296875 60.640625 12.9375 67.421875 Q 19.578125 74.21875 30.609375 74.21875 Q 43.265625 74.21875 49.921875 64.515625 Q 56.59375 54.828125 56.59375 36.375 Q 56.59375 19.140625 48.40625 8.859375 Q 40.234375 -1.421875 26.421875 -1.421875 Q 22.703125 -1.421875 18.890625 -0.6875 Q 15.09375 0.046875 10.984375 1.515625 zM 30.609375 32.421875 Q 37.25 32.421875 41.125 36.953125 Q 45.015625 41.5 45.015625 49.421875 Q 45.015625 57.28125 41.125 61.84375 Q 37.25 66.40625 30.609375 66.40625 Q 23.96875 66.40625 20.09375 61.84375 Q 16.21875 57.28125 16.21875 49.421875 Q 16.21875 41.5 20.09375 36.953125 Q 23.96875 32.421875 30.609375 32.421875 z" id="DejaVuSans-39"/> </defs> <g style="fill:#ffffff;" transform="translate(633.6 138.635804)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-34"/> <use x="206.591797" xlink:href="#DejaVuSans-39"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p760805dd4f)"> <image height="116.88" id="image5d4519fcdb" transform="scale(1 -1)translate(0 -116.88)" width="158.4" x="792" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p760805dd4f)" d="M 857.5875 86.688762 L 860.0625 86.688762 L 862.5375 86.688762 L 865.0125 86.688762 L 867.4875 86.688762 L 868.725 88.633143 L 868.725 92.521905 L 867.4875 94.466286 L 865.0125 94.466286 L 862.5375 94.466286 L 860.0625 94.466286 L 857.5875 94.466286 L 855.1125 94.466286 L 853.875 92.521905 L 855.1125 90.577524 L 856.35 88.633143 L 857.5875 86.688762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p760805dd4f)" d="M 889.7625 86.688762 L 892.2375 86.688762 L 893.475 88.633143 L 894.7125 90.577524 L 895.95 92.521905 L 895.95 96.410667 L 894.7125 98.355048 L 892.2375 98.355048 L 889.7625 98.355048 L 887.2875 98.355048 L 886.05 96.410667 L 886.05 92.521905 L 887.2875 90.577524 L 888.525 88.633143 L 889.7625 86.688762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p760805dd4f)" d="M 874.9125 82.8 L 876.15 84.744381 L 874.9125 86.688762 L 873.675 84.744381 L 874.9125 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p760805dd4f)" d="M 865.0125 51.689905 L 867.4875 51.689905 L 869.9625 51.689905 L 872.4375 51.689905 L 874.9125 51.689905 L 877.3875 51.689905 L 879.8625 51.689905 L 882.3375 51.689905 L 884.8125 51.689905 L 887.2875 51.689905 L 888.525 53.634286 L 889.7625 55.578667 L 892.2375 55.578667 L 893.475 57.523048 L 894.7125 59.467429 L 897.1875 59.467429 L 899.6625 59.467429 L 900.9 61.41181 L 902.1375 63.35619 L 903.375 65.300571 L 904.6125 67.244952 L 907.0875 67.244952 L 908.325 69.189333 L 909.5625 71.133714 L 910.8 73.078095 L 912.0375 75.022476 L 913.275 76.966857 L 914.5125 78.911238 L 915.75 80.855619 L 916.9875 82.8 L 918.225 84.744381 L 918.225 88.633143 L 918.225 92.521905 L 919.4625 94.466286 L 920.7 96.410667 L 920.7 100.299429 L 919.4625 102.24381 L 918.225 104.18819 L 918.225 108.076952 L 916.9875 110.021333 L 914.5125 110.021333 L 913.275 111.965714 L 912.0375 113.910095 L 910.8 115.854476 L 909.5625 117.798857 L 907.0875 117.798857 L 904.6125 117.798857 L 902.1375 117.798857 L 899.6625 117.798857 L 897.1875 117.798857 L 894.7125 117.798857 L 892.2375 117.798857 L 889.7625 117.798857 L 887.2875 117.798857 L 884.8125 117.798857 L 882.3375 117.798857 L 879.8625 117.798857 L 877.3875 117.798857 L 874.9125 117.798857 L 872.4375 117.798857 L 869.9625 117.798857 L 867.4875 117.798857 L 865.0125 117.798857 L 862.5375 117.798857 L 860.0625 117.798857 L 857.5875 117.798857 L 855.1125 117.798857 L 852.6375 117.798857 L 850.1625 117.798857 L 847.6875 117.798857 L 845.2125 117.798857 L 843.975 115.854476 L 842.7375 113.910095 L 840.2625 113.910095 L 837.7875 113.910095 L 836.55 111.965714 L 835.3125 110.021333 L 834.075 108.076952 L 832.8375 106.132571 L 831.6 104.18819 L 830.3625 102.24381 L 829.125 100.299429 L 829.125 96.410667 L 829.125 92.521905 L 829.125 88.633143 L 830.3625 86.688762 L 831.6 84.744381 L 831.6 80.855619 L 832.8375 78.911238 L 834.075 76.966857 L 835.3125 75.022476 L 836.55 73.078095 L 837.7875 71.133714 L 839.025 69.189333 L 840.2625 67.244952 L 842.7375 67.244952 L 843.975 65.300571 L 845.2125 63.35619 L 847.6875 63.35619 L 848.925 61.41181 L 850.1625 59.467429 L 852.6375 59.467429 L 855.1125 59.467429 L 856.35 57.523048 L 857.5875 55.578667 L 860.0625 55.578667 L 862.5375 55.578667 L 863.775 53.634286 L 865.0125 51.689905 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 41.915464 L 814.52625 41.915464 L 814.52625 30.301714 L 807.84 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_17"> <g id="patch_18"> <path d="M 926.221875 41.915464 L 934.56 41.915464 L 934.56 30.301714 L 926.221875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 141.131429 L 824.428125 141.131429 L 824.428125 129.517679 L 792 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=70 --> <defs> <path d="M 8.203125 72.90625 L 55.078125 72.90625 L 55.078125 68.703125 L 28.609375 0 L 18.3125 0 L 43.21875 64.59375 L 8.203125 64.59375 z" id="DejaVuSans-37"/> <path d="M 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/> </defs> <g style="fill:#ffffff;" transform="translate(792 138.635804)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-37"/> <use x="206.591797" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p0abfcef05c)"> <image height="116.88" id="image1dd8aa361e" transform="scale(1 -1)translate(0 -116.88)" width="158.4" x="950" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAHnCAYAAAAGkc3OAAAABHNCSVQICAgIfAhkiAAAHthJREFUeJzt2EuPZWX5NvBn7UMduqqhBVRooGkOATXGQ5QBM01MNB5idO7MkYkDJ34MPoBOjPErODHxEE1EY9SYYCQapVEagbLpgu6u2rWP7+id/X3fa3mv/a80/n7jK8+91rOetfZV1bXWNo1/q+u6wdccj8dRbr1eD5prrbXRaDT4mqn0vqfTaZRbLpfx7HTNxWIx+OzJZBLlDg8P4zUT8/k8zp6eng46Oz1nreX7c3Z2FuXSZ91aazs7O1Eu/Q6sVqt4dppNZ2/jO5Da29uLch/96EfjNS9fvhzl0nNx48aNePb169ej3BtvvBHl+rxf6bNJz882zkX6Le9zzg4ODqLc7du3o1yfdzE19Jp9+kX6nezz25TabLKaOOxXBQCA/zoKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlXWttc94XcR7G43GUW6/Xg8/ebP4rt7yNRtnfL+mzSddrrbX3vOc9Ue7mzZtR7sknn4xnf/rTn45y6Vl7+eWXo9zf//73KNdaa7du3Ypyb7zxRpRbrVbx7K7rolx6LubzeTx7aOk19pGeiz7flclkEuUuXboU5T71qU9FuatXr0a51vLn+MILL0S5a9euxbOn02mUOzo6inLb+B1ZLpeDr5me3/T9Tt/t1vLv+Tbeh1R6P+c5O81t40z6DyUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlkzTYdV286GazGXTN0Sjvvens1Wo16Ox0bmv5ffdZM5Xez3g8jnLpPrbW2nq9jnKTSXYs+5zJO3fuRLnHH388yn3pS1+KZ1+9ejXKpXv+sY99LMql99xaa//85z+j3Isvvhjlfvazn8WzZ7NZlEvfh218L/b396Pc2dlZPDu9zp2dnSjX53txeHgY5Z588skot413dnd3N8p95CMfiXJ93of0OufzeZS7ceNGPDs1nU6jXJ/3Ib3vdPbe3l48Oz2/6Z6nuT7vTZrdxu/n0H0gfWdba225XEY5/6EEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBkkga7rtvmdfw/bTabwdccjbIuvV6vB12vtdbG43GUWywWUW5/fz+ena6Z3ncf0+k0yqXXOJnEx7ft7e0Nuubx8XE8++joKMo9+uij8ZqJPmcynf3+978/yv3iF7+IZ6fvd3p+ZrNZPDt9F9M1V6tVPDuVnsk+72x6fl999dUod+XKlSh33333RbnWWrt8+XKU+9rXvhavmfr+978f5X74wx9GuZ/85Cfx7JOTkyi3jd+mNJvm5vN5PDt9d9I1t9Eb0h60je9AuufbuO+U/1ACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQMum6LgpuNpt40TQ7Ho+j3Gq1imen9zO09F5aa206nUa5bTyb9DrX63W85tBGo+zvnD7Pej6fR7kHH3wwyvXZn6eeeirKPfvss4Outw3f+MY3olyf9+HixYtR7s6dO/GaQ+vzjqX29vYGXW+xWMTZ/f39KPfaa69FuR//+MdR7o9//GOUa621r3zlK1Hupz/9aZS7detWPPuFF16Ici+++GKUS78/rbV2eHgY5dL76fP7eXZ2FuV2d3ej3M7OTjz7+Pg4yqX7M5vNolyf/Um/A+lvWJ/vytC/ycvlctD1WvMfSgAAihRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEq61tomCnZdvmiYXa/X8Zqp0SjryEPPnkwmcbbPXiaWy2Wc3Wyixx3vY7reNtbss+f33HNPlDs8PIxys9ksnv3ss89Guc985jNR7rHHHotyv/71r6Nca6394Ac/iHLXr1+Pcn3O+P7+fpS7fft2lNvGu5heY593MX0f0ly6P63l37+dnZ0oNx6Po9zp6WmUay1/jpcuXYpyJycn8ez0/U6/Vel3pbXWFotFlOvzDUqlzzG973S91vL7Tt/F9Kyl71dr2+ksQ0u/aX2+0el9+w8lAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJV1rbTP0oqNR1lPX6/Wg6/VZczweR7nVahXl+lzj7u5ulFssFvGaqa7rotxkMhl89unpaZRL9/LChQvx7JOTkyi3s7MT5c7OzuLZ6ZoHBwdR7p577olyR0dHUa61/Nns7e1FufQ9bK21+Xwe5R544IEo99BDD8WzL168GOXS++nz3rz44otR7n3ve1+Um81m8ez0eV+6dCnKvf7661EuPT+t5d+B9JuWfgNay7+96e9Dn295+r1I35vNJv+JT7+p6V5u47d7Op0Oul6fb1X6vFN99ic950NfYx/+QwkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQEnXdd0mDMaLrtfr//iCqrM3m+h2YqNR1rnTXGutrVarKJfey3g8jmenzyZdczKZDD773nvvjXIPP/xwPPvmzZtR7s0334xyh4eH8ewnn3wyziZms1mU+8tf/hKv+dxzz0W5+++/P8o99thj8ex0zx955JEod+XKlXj20dFRlEu/QRcvXoxnHx8fR7n0rKXnorXWXn311SiXfgd2d3ejXJ/vZHqGTk5OotwzzzwTzz47O4ty3/nOd6LcH/7wh3j2nTt3olz6bPr8Hqd7meozOz0b6W/OfD6PckN3htby70Wf9yHdy3TNPs8m3SP/oQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKCka61tkuBolHfPzSZaMtZ13aDrtdbaer2Ocul997nnNJve93g8jmdPJpMot1wuo9xqtYpnp/dz3333RbmrV6/Gs1955ZUo98QTT0S5b33rW/Hsxx57LMpdu3YtyqXP++joKMq11trZ2VmUe+utt6Jc+gxby89QeiYXi0U8+/77749yFy5ciHI7Ozvx7PRdnM1mUa7PN+j09DTKpXv59ttvR7k+36oHHnggyj311FNRrs9v2PHxcZS7devW4LO//vWvR7n0eT/44IPx7OvXr0e59H7S70prre3v70e5+Xwer5no8xt2ntLfz6H7Vx/+QwkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAEDJ5DyHbzabQXN9jEZZl16v11FuMsm3crVaRbn0vruui2fPZrM4O/Tsw8PDKHd2dhblbt++Hc++efNmlPvsZz8b5XZ3d+PZv//976PceDyO10xcvXo1zi6Xyyj33ve+9z+8mn8vfd4nJydRbn9/P559cHAQ5Z544oko95vf/Caene7lxz/+8Sh369atePbx8XGUu3btWpS75557otyVK1eiXGutXbp0Kcrt7e1FuW18L9Jr/NCHPhTP/uY3vxnlvve970W5Pt/8CxcuRLn5fB6vmTo9PY1y6Xcy/e0+T31+P89zdtpF/IcSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAkkkaXK/Xgw8fj8dRbrVaDT47vZ/JJNui5XIZz+66Lsql+5Pm+sxO9yddr7X8OaazN5tNPHs6nQ6au337djx7NMr+btvd3Y1ys9ksyt24cSPKtdba448/HuXSZ/P222/Hs+/cuRPlHn300Sh3+fLleHb6HNNz/sEPfjCevb+/H+XS/Tk9PY1n/+Mf/4hy6X2nZ/z4+DjKtdbayclJlEv38eDgIJ795ptvDrrmq6++Gs9+4oknolz6m5N+L1pr7eLFi1FusVhEufRctDb8dz/97U7vpbXhO0uf38+7gf9QAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQMjnP4avVKsp1XTf47M1mE+XW63WUG43ybp6umeaWy2U8O73v9H7S9VrLrzOdfXx8HM+eTLKjfnR0FOU++clPxrPv3LkT5W7duhXlrly5EuX6nIvr169HucViEeXefvvtePbZ2VmUu3btWpS7ceNGPPu+++6LcuPxOMqdnp7Gs3d3d6NcupevvfZaPDt9jvv7+4Pm5vN5lGstPxfpd3I6ncazDw8Po1z6DNNrbK21F154Icqle9lnz9PveXp++vx29/kNTaT9Iv1taC3/pqbfi/QaWxv+N3kbvcp/KAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBACiZbGPRruui3GazGTTXWmuj0bAdeb1eR7n0nlvLrzFdc7lcxrNT6ex0f1rL73tvby/Kvfnmm/HsCxcuRLnf/va3Ue7zn/98PHuxWES5+++/P8r99a9/jXKXL1+Ocq21dnBwEOXSs3b9+vV49mq1inLpmTw5OYlnHx4eRrn0GR4dHcWzX3/99Sj3xBNPRLmHHnoonv3KK69Euckk+4lIvwPpGW+ttdu3b0e59OzevHkznr27uxvl0m9an/fhpZdeinLpd3I+n8ez33rrrTib6PPbPR6Po1z6HUjf2T7XOHS36WPoLrKNa/QfSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEomXdcNvuhms4ly6ew+17her+NsYjTKOnefuen+jMfjKJdeY5/Z6f30ue/5fB7lptPpoLnW8vs+Pj6Ocn/729/i2R/4wAei3EsvvRTl0j2/c+dOlGuttcceeyzKvfzyy1EuPbuttXZwcBDl0meTPuvWWnvnnXei3GQyiXL33XdfPPuRRx6Jcul7c/369Xj2bDaLcpcuXYpy6X0vFoso11prTz31VJQ7PT2Ncjdv3oxnP/vss1EufR+++93vxrP/+Mc/Rrn0O5A+w9Zau3XrVpRLz0+f3+70bPT57idWq9Wg621L+jvf5/s3NP+hBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoKTrum6TBDebKLYVo1Hee9PrPM/7SXVdF+Umk8nga6b7Mx6P49mz2SzKHRwcRLmdnZ149nK5jHKnp6dR7tKlS/Hsr371q1Hu0UcfjXKPPPJIlLt48WKUay1/3sfHx/GaqcuXL0e5v/71r1GuzzWmZ+3pp5+Ocvv7+/Hse++9N8ql780777wTz/7zn/8c5dJrTL8De3t7Ua611p566qkod/PmzSj31ltvxbNT3/72t6PcK6+8Eq+ZvrdnZ2dR7v77749np3u0WCyi3Gq1imcP/duUrtdHOjvtLOv1Op69jTWH5j+UAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUdK21TRTsunjRzSZaso1Gw/fZdHYqve/1ej3o3D628Wx2dnaiXJ9nuFqtotxkMolys9ksnn3PPfdEueVyGeXm83k8O93zBx54IMp98pOfjHJf/vKXo1xrrU2n0yiX7vne3l48O3V0dBTlTk9P4zUffvjhKDcejwfNtdbapUuXolz6jv3tb3+LZ6fv4kMPPRTl7ty5E+X29/ejXGv5WXvkkUei3J/+9Kd49vPPPx/lXnvttXjN1MHBQZS7devWoOu11trJyUmUS7+TfX6b0nM+9Ow+nSG9xqF7yLbWHJr/UAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFDSdV23SYKbTRT7v4v+xxdUnZ1Kr/E8Z2/jGtNsOns6ncazR6Ps75flchnl+pyz3d3dQXN9Zr/99tuDrpnu4zPPPBPlWmvti1/8YpT7xCc+EeWOjo7i2Tdv3oxyDz/8cJS7dOlSPPvGjRtR7pVXXolyH/3oR+PZb775ZpTb39+Pcrdv345nn52dRbnT09Mod+XKlSj39NNPR7nWWjs4OIhyP/rRj6Lc888/H8/+17/+FeVWq1WUWywW8ey9vb1B11yv1/HsNJt+g/rMTr9/fdYccm4f2+gNqfPsNv5DCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQEk3Ho83SXC1Wm37Wv5XjUZZl95sou2Jc310XTf47Ol0GuWWy2WU29nZiWena6Ymk0mcXSwWUe7g4CDK9dnz9Xod5ebz+aDr7e/vR7nW8vfhmWeeiXIPPvhgPPvxxx+PclevXo1yfc5F+j6cnJxEufT8tJbv0Y0bNwafPZvNotxDDz0U5d55550o97vf/S7Ktdba9773vSiXnt30GltrbTweR7l0H9Nr7CP99va57/TdSb9BfaRrDv1bmz7r1vIelK75rutV530BAADc3RRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEq61trm3IZ33eBrbjbD3s5kMolyy+UyXnM8Hke51WoVr5lK9zy979Eo/5sknT2bzaLchQsX4tnpmjs7O4PmWmttvV5HubOzsyiX7vlisYhyreXPO32Gfc7F3t5elHv66aej3IMPPhjP/sIXvhDl0mt87rnn4tm/+c1votxLL70U5T784Q/Hs9P34S9/+UuU+9WvfhXlfvnLX0a51lq7c+dOlEvfxT7f0zSbvjfpN7+1/H7S/enzO5ve9za+A+l3cujf+G1I9+duuJc+/IcSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAkq61thl80a4bdL3NJr/EoWen663X60Hn9jEa5X8XpNeZ3nef2ZPJJMoNfY2t5WcovZ/FYhHPvvfee6Pc2dlZlEv3p897Mx6PB529jWeT7k96zlprbWdnJ8pduHAhyn3uc5+LZx8dHUW5a9euRbkPf/jD8eyf//znUe7WrVtRbjabRbn0nLXW2nK5jHLpM+xzJtP3+/DwMF4zle75dDqNcn1+m9I9T23jO5Cu2ef7xzD8hxIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgJJuNBptkuB6vc4X7boot9lEo89Vei/nuWaffUyzo1H2t0afe5lOp3E2sVwu4+x4PI5yZ2dnUW4ymcSzV6tVlEuvMV2vz36ne7m7uxuvmUrvp8/zTu3s7ES59L2Zz+fx7G18W1Lp9zw9Q0Ov1ye7WCyiXJ/fsPRdPD09jddMpd/eob8XrfXbo0SfM3439IHU3dCB0nPWWn4u/IcSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAksl6vT7vaxhU13VRbjTKuvRqtapczv8ovcb02aT30lprm80mzib6nJ90dro/aa5PdmdnJ8r12cfJZDLomuk19nk20+k0yqXvQ5/ZaXY8Hke59F5ay/c8zW3jXdzb24vXTKV7vlgsBp2bnt3WWlsul1FuNptFuT7PJj3nfb5BqfRcpM9mG9/JoX/D+ki/A9v47X43GboLtOY/lAAAFCmUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJR0rbVNFOy6eNHNJlqSgUwmkzi7XC6jXJ/nnRqNsr9f0vOzu7sbz16tVoPO3tvbi2efnp5GuXTPx+NxlEv3u7XW5vN5lEvPz3Q6jWenz2YbZ/LixYtRLj0Xfb596/U6yqXPMV2vtXzP0+c49PlpLb+f9Fz0eR8Wi0WcHXp2n+eYOM/f7vO8721I7yfd8208m218T9PZ/kMJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBASdda20TBrosX3WyiJfn/SPd8G/u9jdmjUfb3S5pbrVbx7PR+xuNxlJtMJvHsdI/Sa5zNZlEuvZc+lstllEufYWut7e7uRrn1eh3l+pzJdM00t43vZJrrs+fb2Muh9dnL83Ke38k+37+hZ6fnp4/z/L17NznPffQfSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAASrrW2iYJjsfjeNH1eh3lNptodC9d153b7NRolPX49BrvhnvZhvRZt5Zf52q1GnS91lrb3d2NculzTK+xz/4Mfd/peq3l951+V/rcdzo7XbPPuRj6O9nnvlNDf4O28WzS36Y+Z3I6nUa55XIZ5fp8o4d+juf5O9vHef6ODe1u6CHb4D+UAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlHSttU0U7Lp40c0mWrJNJpMot1wu49mp9H7Se9mG0Sjr++v1+q6YfTfsearP+zC09NmMx+PB10yfd593Np09nU6jXJ/7Pj09jbOJPmc33ct0f/rMTvco3fP5fB7lVqtVlDtv6fudPpu75b7vBu+m35F3G/+hBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoKRrrW2S4GiUd8/1ev2fXs//mq7rBs3dDfcM/056zlN9vhfnOXs+n0e56XQa5RaLRTx7aH32Md2jzSb6eYi/f+PxOMr1sVqtBl/zPKXPMX02fc5FumZq6He7j/SM9zk/6fndxpkc+lxso9P5DyUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlXWttM/Sio1HWUzebbHSa6zM7tV6vo1zXdfGa6f2k95Je491iPB5HudVqFa+ZPp8+Z+3d5Dz3ZzKZRLk+zzuV3k96Jvu8i+mep2sO/e3rMzvV5zuZ3k96LtJn2GfNPvcztG28i0P/5mzjdzF1nt+0bcxO19zG7LizxCsCAMD/QKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgpGutbaJg18WLbjbRkucqvZ9t3EufvUz0ucbzvO/U3XCN4/E4zq5Wqyh3N9x36t32vUid5333mT0aZf9LOM+zm17jer2OcnfLmRz69yHdx9by552uuY19vBu+F0Of3W2tOTT/oQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKCka61tkuBolHfP9Xr9n15PWXqd53mNqfReNpvoEfbKdl03+Oyh3S1nMt3LoW3j2aT30ueehz6Td8O7fd7uhvf7PP237s95/n6me55e42q1qlwO/wH/oQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKDk/wAfCsTtm2MzQQAAAABJRU5ErkJggg==" y="-24.72"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p0abfcef05c)" d="M 1028.3625 63.35619 L 1030.8375 63.35619 L 1033.3125 63.35619 L 1035.7875 63.35619 L 1038.2625 63.35619 L 1040.7375 63.35619 L 1043.2125 63.35619 L 1045.6875 63.35619 L 1046.925 65.300571 L 1048.1625 67.244952 L 1049.4 69.189333 L 1050.6375 71.133714 L 1053.1125 71.133714 L 1055.5875 71.133714 L 1056.825 73.078095 L 1058.0625 75.022476 L 1060.5375 75.022476 L 1061.775 76.966857 L 1063.0125 78.911238 L 1064.25 80.855619 L 1065.4875 82.8 L 1066.725 84.744381 L 1067.9625 86.688762 L 1069.2 88.633143 L 1069.2 92.521905 L 1070.4375 94.466286 L 1071.675 96.410667 L 1071.675 100.299429 L 1071.675 104.18819 L 1070.4375 106.132571 L 1069.2 108.076952 L 1067.9625 110.021333 L 1066.725 111.965714 L 1065.4875 113.910095 L 1063.0125 113.910095 L 1060.5375 113.910095 L 1059.3 115.854476 L 1058.0625 117.798857 L 1055.5875 117.798857 L 1053.1125 117.798857 L 1050.6375 117.798857 L 1048.1625 117.798857 L 1045.6875 117.798857 L 1043.2125 117.798857 L 1040.7375 117.798857 L 1038.2625 117.798857 L 1035.7875 117.798857 L 1033.3125 117.798857 L 1030.8375 117.798857 L 1028.3625 117.798857 L 1025.8875 117.798857 L 1023.4125 117.798857 L 1020.9375 117.798857 L 1018.4625 117.798857 L 1017.225 115.854476 L 1015.9875 113.910095 L 1013.5125 113.910095 L 1011.0375 113.910095 L 1008.5625 113.910095 L 1006.0875 113.910095 L 1003.6125 113.910095 L 1001.1375 113.910095 L 999.9 111.965714 L 998.6625 110.021333 L 996.1875 110.021333 L 994.95 108.076952 L 994.95 104.18819 L 994.95 100.299429 L 994.95 96.410667 L 996.1875 94.466286 L 997.425 92.521905 L 997.425 88.633143 L 997.425 84.744381 L 998.6625 82.8 L 1001.1375 82.8 L 1002.375 80.855619 L 1003.6125 78.911238 L 1006.0875 78.911238 L 1007.325 76.966857 L 1008.5625 75.022476 L 1011.0375 75.022476 L 1012.275 73.078095 L 1013.5125 71.133714 L 1015.9875 71.133714 L 1018.4625 71.133714 L 1019.7 69.189333 L 1020.9375 67.244952 L 1023.4125 67.244952 L 1025.8875 67.244952 L 1027.125 65.300571 L 1028.3625 63.35619 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 41.915464 L 972.92625 41.915464 L 972.92625 30.301714 L 966.24 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_20"> <g id="patch_21"> <path d="M 1084.621875 41.915464 L 1092.96 41.915464 L 1092.96 30.301714 L 1084.621875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 141.131429 L 982.828125 141.131429 L 982.828125 129.517679 L 950.4 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=91 --> <g style="fill:#ffffff;" transform="translate(950.4 138.635804)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-39"/> <use x="206.591797" xlink:href="#DejaVuSans-31"/> </g> </g> </g> </g> <defs> <clipPath id="pc2542d7424"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="pbe96a5a7c0"> <rect height="116.662857" width="158.4" x="0" y="24.468571"/> </clipPath> <clipPath id="pabbc29436b"> <rect height="116.662857" width="158.4" x="158.4" y="24.468571"/> </clipPath> <clipPath id="p167f1dd48d"> <rect height="116.662857" width="158.4" x="316.8" y="24.468571"/> </clipPath> <clipPath id="p1120f285cc"> <rect height="116.662857" width="158.4" x="475.2" y="24.468571"/> </clipPath> <clipPath id="p0bdf17f03f"> <rect height="116.662857" width="158.4" x="633.6" y="24.468571"/> </clipPath> <clipPath id="p760805dd4f"> <rect height="116.662857" width="158.4" x="792" y="24.468571"/> </clipPath> <clipPath id="p0abfcef05c"> <rect height="116.662857" width="158.4" x="950.4" y="24.468571"/> </clipPath> </defs></g>
  6. </g>
  7. </svg>