sub-10_ses-02_task-rest_rec-prenorm_run-post_rois.svg 797 KB

1234567
  1. <svg xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg" 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-c6e28178-efe8-4df9-9478-83a1914180b3"> <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(#p14efcf1fcd)"> <image height="165.6" id="imagecea59bf7b6" 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(#p433500d35c)"> <image height="165.6" id="imageb9b85a2cd8" transform="scale(1 -1)translate(0 -165.6)" width="147.84" x="5" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmgAAAKyCAYAAABhSiIAAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3dmvXudVx/FV2sbxPM9jPCSOEydu0rRpBkJTKaIRXBQkkEAqCCTEJdf8CRVcIoS4KnetEGoFpFWgU9ISN0ntJqkTJ7Zj+/gcx7MdjxlK4bpofR+6dvc557Hz/Vwuv2cPz372fh+/0m+vj0XE/4QkSZK68RuzfQCSJEn6ZS7QJEmSOuMCTZIkqTMu0CRJkjrjAk2SJKkzLtAkSZI64wJNkiSpMy7QJEmSOuMCTZIkqTMu0CRJkjrjAk2SJKkzn5jtA5Ak9e03fiP/v/wvfvGLGT6S/9/HPvYx/Lf/+Z/ZaT3dOiYyW8eqfvgLmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ0xxSrOAUl2Ulqsmumg7rW3993//d2kfNxMa749//OPlbVFycUhSL0PXp3VNq6rpyx4ThTTes3ms1TnQ47iqH/6CJkmS1BkXaJIkSZ1xgSZJktQZF2iSJEmdcYEmSZLUGRdokiRJnflYRJjz/RX0GOnWr2as1x+QIXOAjql6rENeH0Gva6Bt3X777Wn9/fffT+sffvhhWv/5z3+Ox0Sq40TXYu7cuWl9zpw5ab31yhE6P0LHRHUapyHzmF6nUZ2zYzZF/yg+Sz+K56xfn7+gSZIkdcYFmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xmbpvyLTNjev6rWrpuWGNCanfXziE+Pckq3UHR0v7ZsSofPmzUvrlEJsHRP9G9WrTc6radAhTdSr84ySotXUZ8R4ac3qfB2ix2bmYz0jqteuNa5+58hf0CRJkjrjAk2SJKkzLtAkSZI64wJNkiSpMy7QJEmSOmOKU10as3fdWP0tad+tFGd1H7QtShUOSUzSvj/5yU/i31RUz6F1TK2emJXtDBmnqmqPUxrvao/TIar3xK2QvBxzH2Pt26SmWvwFTZIkqTMu0CRJkjrjAk2SJKkzLtAkSZI64wJNkiSpM6Y4f00zkTD6KBpz/MbqL1hN6bX+hhKNlOyj7VT7Obb+5r333kvr1aTjkP6WdN5Up1QmnXf1HIb0Da32V6XxuO222/6fo/vV912dH2Ntp7Wtsfp69tgftMdj0s3LX9AkSZI64wJNkiSpMy7QJEmSOuMCTZIkqTMu0CRJkjrzsYgwKqKbRislVU2mVRO4lCicM2cOHlO152Y1RffBBx+k9VbfRtoHpRMpbUjHRJ9vXTv6t2qikc6h2tOzpZquu/3229P6kB6uhI6J5kG1r+eQ8ZvuPpZjqh7TTCRRb6bx0/TwFzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM7Yi1ODTHcP0iHbr6Y1q/0wSevzlNSj86C0HPWerPaFbP3NWEk2OgfqSRnB51ftxVk9tyHzlfZB15oSk9Ukb6uX6fz58/HfMtevX0/rNK6UFm6lO6tjPmYfy7FM9zGZyFSLv6BJkiR1xgWaJElSZ1ygSZIkdcYFmiRJUmdcoEmSJHXGBZokSVJnfM2GBpnuePiQ7VdfT0BNzmnf77//funzEfXXYFSbXtPnW424q68OGOu1CENekULXjl77QK+JqDYmHzL/qq9OqW6Hzi0iYuHChWmdxm/u3LmlfdDrTm7cuIHHRNvq8dUSM9H8PNMaix7HSTPLX9AkSZI64wJNkiSpMy7QJEmSOuMCTZIkqTMu0CRJkjrzsYgwKqLRjNVEvdr4PIITa9Skm5J9lNakVFqriTXtg9KdhPYxJPE3VlN5SifSObeSlHS81cbr1WbpQ9J79DeUdLztttvSOh0rJVRbc2bBggWlfRM6N9pOK6F6+fLltP7ee++ldTq/ahK6dU2nOxlZnU+tazpmIlQ3J39BkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjL04Nch0966rJuUiOGlW7a1ZTQ4O6TFZTcWN2UtyrFRcNRlJ4zfkmKr7ps8P6WVK50G9XaneStpmqB9rBCcjKRFK51BNQt9+++14TPQ3V65cSevXrl1L69U+tGOazSTlmMlj3Zz8BU2SJKkzLtAkSZI64wJNkiSpMy7QJEmSOuMCTZIkqTOmONUlSpMNSY3duHEjrVNykBJ81X6YrW1V9zFW/8wIHg9STTpW+2FG8HlQgo+u9VgJtxUrVpT/beHChWmdzptSi5cuXSrVIzgRSnW6Rq15k2mlXefOnZvWq0nHq1evpvVqCjZi9lKZYyYyx+prbO/O/vkLmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ0xxdqTHtM1YqThKe9H2q30NI7i3JiUBqz0jhyQH6d8ogUY9OqkHKW2fUnqtfVeTZtVrSn0hI/h4xzrv6r21cePGtB4RsWPHjrS+YMGCtE7jTWnaU6dOpfXJyUk8pgsXLqR16ntJ14JSnNQjttUbl1KctA+6t+ka0fgNSXe27pcxjNk/016cHx3+giZJktQZF2iSJEmdcYEmSZLUGRdokiRJnXGBJkmS1BlTnB8hM5H+ocQVJbcotUgJMEqTRURcv3699De0b0prUh/Q1rjSeFD6jcaJxmNIipPSrlQn1f6grb6N1fRlNUFKVq5cmdZXr16Nf7No0aK0Pm/evLRO15TGe+nSpWm9lSw9e/ZsWn/jjTfS+tTUVFqne4XqlBKN4DlOc3n+/Plpna413aeU2o7gvp7VuTzdqc8h7K156/EXNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6oyv2ehINSZdfaXAmM3Y6W8oEk+vqKAG07T9a9eu4TFRk2R6zQHVKb5PrwdYuHAhHhO9noBesUCvaqBjovFuXVMaw2qT6er4tV7jQedBr0yg+bRp06a0Tq9FWLZsWVrfunVrWo+IWL58eWkf9LoJGg+aM2vWrMFj2rNnT1pftWpVWv/2t7+d1s+fP5/W6Zq25tmlS5fSOjVqp2tRbbpO91AEHy8dU+u1PpXtV18jM8RsvkZJ08Nf0CRJkjrjAk2SJKkzLtAkSZI64wJNkiSpMy7QJEmSOmOKU03V5Ccl1qgRMiWxLl++nNYpbRXBSTPaN31+zpw5aZ3SYdR0PYKTkdRkmtKJ1KCbEoXUFDqCk3p0TSnJRuNKyVxK9UXUx2PXrl1p/YknnkjrlJiklOj999+f1iMiNm/enNYvXLiQ1unc6Jjo83RvRXBac/369WmdkseUNqT510pV0/ldv34d/yazePHitE5N5VvPCBpbes7RvU3zhurVZuwR05+YNJHZP39BkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjCnOGTakX9ps9ehs/RvVKQFJn3/33XfTOiWxKHkZwYk/SrgR2jcltChxGhFx48aNtE69J1euXJnW77jjjrRO53by5Ek8JkrenTp1Cv8ms2LFirROCcFW4o8Sobt3707rjzzySFp/9NFH0zpdo7Nnz6b11pyhfp9Up9Qszf1qT9kIvi8ofUnHdOjQobROfTKnpqbwmN555520TmlXSne+9957aZ0SzHQdIjiJTfODUp+USKbUJyWhq70+I/j7YKxey7OZLNUv8xc0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOmOKcJjOR1qzue0jKh/6GUmOUNKNkGtWrfTIjOMVJ26LPUx9LSm7ROURwSovGifotUpqMkoCtdB39TbXXKNUpOdiyffv2tP7kk0+mdUqKUhqUzo3mUystTAlIuta0rbVr15aOqTXPaB+rV69O6zt37kzr+/btS+vHjh1L69R3NYJ7ZVJSlJLH9HyiNCj1So3ghCedH6Ww6RpV73fqV9raVvW7hRLjNK4mNfvhL2iSJEmdcYEmSZLUGRdokiRJnXGBJkmS1BkXaJIkSZ0xxXkTGKvHWjXN0/obShvS5ymBRknK6vYjIn7xi1+kdUplUvKNEoK0b9p+BCcdaTworXnx4sW0Tkk56p0YwfOJzoPGlXqWnj59Oq3TNY3ga3HmzJm0Tj00aVw3btyY1un6UF/ICO4NSfODkqV0rNV7KIKv0eTkZFqna0dpWkpr0vyL4GtE4zcxMZHWqS8qjce5c+fwmGge0DWic6B5Q/166RnbuqbTnaYc63tltvdxK/MXNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzpjinCaUUmn1Uav2WBurJ1ur7yD1kKsmzWg7lJ6iXnetFOfly5dLf0PJNzoH6mvY6j1J+6Aef5RqpX1Tb0Hq8xhRT3FSko36CFKPREqiRvB4vPTSS2mdzpv6pRK6dq17i+Ym9fuknop0rJQEbKVgr127ltYprUn3HaUyN2zYkNZXrFiBx0RzcNu2baVjomTzCy+8kNbpWRPBfWgp9VxNwS5evDit0/ymax3Bzw6aT61nY2X7LUN6TGs4f0GTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTO+JqNjlCEmeLQ9HqMVsw8Q41/IyLmzp2b1ukVC/SKCnoFAe2bzq31ShB6DUHr/DLUzHnNmjXl7dN4VCPu1DB68+bNaX3dunW4rSVLlqR1ei3C1NRUWn/mmWfSOr1iZufOnXhM9BoCmn/0qotTp06l9ZUrV6Z1ulda86z1aoQMvcqD9k2vI2kdE72iguZm9dUz1VeLRPDcpDpd6x/84Adp/ejRo2mdXjkSEfHaa6+ldZqbdK/Q8681HpnWc+D69etpne6v6jUd8sqM6W5+bnP1X+YvaJIkSZ1xgSZJktQZF2iSJEmdcYEmSZLUGRdokiRJnTHF2RFKsFCdUjvUcJuSMK0mzJRiOn36dFqvpi+pQTclulqJSUqaLVy4MK3TedOxUsqRGiRHcAN3OlY6v2oT61bij+YBNWGmfd9zzz1p/cCBA2mdxiKCk3d07SjhRtuhJCo17m6l8SiZS0nU8+fPp3Vq3E1zY/369XhM9IygY6U5QPum8W4lAd9+++20vnXr1rROSeV33nknrf/hH/5hWv/Hf/xHPCa6FpScpXue7hV6ntF9Tc+5CJ6zZEjz86qPappytvgLmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZz6yKc4hfcgqhqRdKHlHaU3q5VftB9dKcVYTofR5SivROVAiiXrgRXDij3ohUkKVxoNSZq25dOnSpbS+bNmytL5ixYrS56u9UiM4bUhpOdrHnXfemdapLyT1VIzgvoqUHqRUHPXJpO1TQvWOO+5I6xERq1evLh0TzWVKtdLnt2/fjsdE6VXqK0vPiA8++CCtUzqR+tNGRJw8eTKt031XvU93796d1ul52fo3Gj86P+onun///rR+5cqVtE4p7Ah+3kxMTKT1sRKWrfEjlGqtvplAv8xf0CRJkjrjAk2SJKkzLtAkSZI64wJNkiSpMy7QJEmSOnNLpzjHTIpUt0VJmFaPRPq3ah83+jwlJlvHROkjQn0paTwoeXns2LG03jrWu+++O61TCoySR3TO9HlKakZwIpTSYZSuW758Oe4jM6RnKSU/6bwpsbtz58603koXU8/DQ4cOpfWVK1emdeqpSClESpy25j2lDemY6FrQeNAcpz6SEXwtCD0LKPVJz5pWL0k6P0pM7tq1K63/9V//dVr/u7/7u7RO8zWCrzed97lz59L6jh070jr1GT148GBap57GERHr1q1L65OTk2md+q4SSgu3vuuqqcxqsnRI6vNW7g/qL2iSJEmdcYEmSZLUGRdokiRJnXGBJkmS1BkXaJIkSZ25pVOcQ9Id1TQK1Skl1Upb0b9RnRKClM4hdKwREWfOnClti46VUnR0DtSnkNJ+ERGbNm1K63R+lIqja/rmm2+mdTq3iIjHHnssrVOylHpxUoqTxolSaRGcUKT0IF1TmmeU3qPenRERGzduTOvUW5N6dL7wwgtp/cUXX0zr1O+Q0qAREW+88UZap/HYsmVLWqfxpjQe9UqN4LlPSUCaN3Q/LliwIK0PSUxSL9Nqv0qal3SsETzmNM8oZUnjTelO2u/LL7+c1iM4VU3PjrNnz6Z1StBTvfr9MSZ69g5Jlt4K6U5/QZMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6swtneIcYqzkByVLWolJ6ktJqS5K+VT7ht64cQP/jVJdS5cuTes0ftSjk5JY1C/yrrvuSusREQ888EBapzQZJbReeumltL537960Tr0nIyLuvffetE6pMUKJU5oDH3zwAW6L0luEEqGUlqO0IV3TCO5vSdeOPv/5z38+rdMcp3n84IMPpvWIiO9+97tpnXpMUmKSjolSsHTOrW3RPKP7lO5HmmctND8oIUvPxgsXLqT13/zN30zrzz77LB4TzU26RjT/Tpw4kdYphU0JZuqrGcF9QOl7glKc1ZRj6zuqmvCs7ntI/+xbIa1J/AVNkiSpMy7QJEmSOuMCTZIkqTMu0CRJkjrjAk2SJKkzLtAkSZI6MyOv2bilm5nCKwvo9RRUj+DXaVB8n8Z15cqVaZ3G+/jx43hMFBunhseHDx9O6/fdd19af/fdd9P6tm3b0vojjzyS1iMi5s6dm9apCTNFxj/72c+mdWqWfvLkSTymH//4x2n9U5/6VFqnVxBQ3J9ep0FzKaLe+Jpe4UCfp1cy0PWJiDhz5kxap/Ou3l8PPfRQWqd7Yv369Wk9IuLJJ59M61NTU/g3GWr4furUqbR+22234bbolQz0GhF6lcKaNWvSevWZEsHzhl4Zs3379rRO40rPLZozEdy0nM6DXlMyMTGR1i9dupTWqcF56xU93/nOd9I6XaPqKyronFuv4anuY7pfy3Gr8xc0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOzEiKc7obkI+Z8KimVCgVRIm1VoqTEnyUqlm+fHlap2a6tP1WOozOg5KLn/70p9M6pQ1pO5/5zGfSOiW9IjjJRk3Rd+zYkda3bNmS1p944om0/h//8R94TDQ/qOk7NXOmeUnjSk2vIzgVTPOM5gcltOjzrWQp/Q01aqdzoH1Q8o0Sk5Q0jOBj3bhxY1qncaLm8XTPtVKitI9Dhw6ldZo3lHimFCLN4wiey3Ss3/rWt9I6NUunJCWliyM44UmJWronKN1JTdffeOONtE6J4IiIffv2pXU6v3nz5qV1uocoydtKXo7V/Jw+PxNpzZspKeovaJIkSZ1xgSZJktQZF2iSJEmdcYEmSZLUGRdokiRJnZmRFCepJianezsRnGwhlMqk1BOlhSIirl69mtY3bNhQ2gcljCjNSJ9vofTb7t270zolS6nnJqWtjh49isf09ttvp3XqI7hu3bq0Tv1BH3/88bRO6akI7rVHvScpXVftm9eaZ61eexXVPrSte4v6NpJW8jhD/UHpWOnzrb+h9CUdK32ekr+tdB0lGukZQc8aSnpTj116NkVwopHSq5RapHQ2nVu1/2NExOLFi9M69a2l+5fSvzS/77//fjwmSsQ///zzaZ3OgfZd7UsaMV4qc8zvbHIzpTWJv6BJkiR1xgWaJElSZ1ygSZIkdcYFmiRJUmdcoEmSJHVmRlKcM5HYyAxJo1S3RXVKbrXSYatWrUrrlBqjHmuUJKLPU1IpghNAK1asSOvV3qTVPo/f+9730noEX4s9e/akderbSAm3O++8M61TD8YIHj+aB5SMpHGludFK5tI+qvumnoB07Wj+tfZB/Waph2s1oUpJwFbilM6DrjWNByWbKcn74x//GI+Jkn3Us5TSg5/73OfSOvXVpHRnBN/bdI0oVU3JUqrT+EVEbNq0Ka1TspTGb3JyMq3TtaZzfu6559J6RMQXvvCFtE4J7dWrV6d1SpySId/X9DfVbQ1JXo61DzKbqU9/QZMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6syMpDjH6sc1E329KJlGKDFE/RwplRYRcfvtt6f1S5cupfWzZ8+mdUr5rF+/Pq1TIjOC01tLly5N65R62rt3b1qn5CqNK6XuIrivJ6WbqFcgpVppbixbtgyPiRJUNA8oQUqpT7rWrV6V9G9jJZKH9EKksT1+/HhapyTlokWL0jql9IacAyVnac5S2pBSxHQOP/vZz/CYqF/lgw8+mNaffvrptE73I6WwW4lJ+hsavyeeeCKtb968Oa1TP+Bdu3bhMdEzkMbvpz/9aVp/7bXX0jo9S2m+0tyI4KQyzWV6Dp04cSKt0xyvfge2UHqV9j0kMTlWynK23jbR4i9okiRJnXGBJkmS1BkXaJIkSZ1xgSZJktQZF2iSJEmdwRTnkJ5YVdVU5nT33Bpz35TipBRRRMSVK1fSejVpRr0hP/WpT6V1SoNGcGLowoULaZ1SSadPn07rNE6UxKKEWwQnpaampkrbuuOOO9I6pRlbSSzq6UhpTUK9Kin5S9ctgpNVtC1KitIx0Tm3+mTSeFBKkBKQlBxs9SbNUBq5tQ9CyWNKDr7yyitpvdXH99FHH03r8+fPT+sHDx5M69RvlpLQR48exWOitCb1LKVn47333pvWH3nkkbTe6vlK9/zExERap0TjW2+9ldbpWUrpWHouRkQcOnQorVOCft68eWmd5itdh9Z3XTV9Wa2PmaSsrmFms+cm8Rc0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOYIqzmmgYMzFJSZGxEpZj7oPGibbfSu1Qb0hKrFFabuHChWmdEnG/+7u/i8e0b9++tE49EinRSAktSpxu2bIlrbfSj88991xa//a3v53W77nnnrRO/UcfeOCBtN7qxUkpOroWVK/2yaREZgQnFKv3ESXcKN1JqbEIPm8aPzo/2gfdKzR+lEBsbYvGg54F1LeR5vGePXvwmNatW5fWqZ/jhg0b0jqlXSmJSn0yI/gZQc8nuu+q16iV4qRrt3Xr1rRO98qBAwfS+vnz59M6XevWPTc5OZnW6Vla7ctL3zcz0YtzJtKd1W2Z4pQkSdL/ywWaJElSZ1ygSZIkdcYFmiRJUmdcoEmSJHXGBZokSVJn8DUbpBqbjajHWsdqmNrazljHRJ+nVy9cunQJj6ka36djorg6NSZvNX+m1xk89dRTaZ1i+hR9/9znPpfW6VjpFQ4REffdd19a/8Y3vpHWqSn1pk2b0jo1t6YmxRH8ipRqlJ2anw+Jhlfj+HRN6VrQHKdXaUTw3Kdt0es36JUWhOZlqzE5HSvdK/Q6CBpXep0GvcImIuLUqVNp/Qtf+EJap/Gja0qvB6LtRPA8o4blNMfp86R17WgO0mtEaH789Kc/LX2erh29TiiCG9HT6zfWrl1bOiZC3/ER431nV59bPb4CYyb4C5okSVJnXKBJkiR1xgWaJElSZ1ygSZIkdcYFmiRJUmfKKc5qk/GIevJjrIRlK9FFSRXaFn2eUkzVRFxr39WEDCW6KMFEDZUjIh566KG0/uUvfzmtU/Pzn/zkJ2mdxoMSYI888khaj4hYtWpVWl++fHla/8pXvpLWz5w5k9Yp4dZKjdHfUBKwlQjN0D3Rmme0D2o0TudA6cQhTazpfiF0fpSapYQlPSMoUdjaN92n9PkrV66k9bvvvjutv/DCC3hMn/70p9M6JSApJU1pRjrWVhqZGoRTapyesdRcna4RpRwjIu699960TvPv8OHDaX1iYiKt0/cBpTXp3CK4KTo1ar/jjjvSevX7Y8jbD6rrgjHf7HArJzz9BU2SJKkzLtAkSZI64wJNkiSpMy7QJEmSOuMCTZIkqTPlFOdYfTKHoHQYJYno862/oUQIpe4okUQpxFaylNJelL6kY6I0FNVbx/TWW2+l9b1796Z1SstRf8Ef/ehHaZ3m2dKlS9N6BPcLpH1/8YtfTOtf//rX0zr16Hz88cfxmOjatc4jQ/OJ5nirvyqlKSnJRvOM7hW6t1qJNUqKUrKUjonShnSsNF9biVMaczpWGo/FixendUohtu5TSkxSqpXGj/ZN22kl6Hbv3p3WKQFJvSTpXjl+/Hj5mCilSvcpzQN6FixYsCCt05xpPQeonzOlVy9fvozbytAzguZxxOz1z57Ndcds8hc0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOlFOcQ4yVwKj23Gp9nv6N+hRSv0VKQ1GihtJQEZzSaqW3MnRutJ3WONF579u3L61T77+nnnoqrVPvTkqTtZKAR48exX/LPP3002mdUmavvvpqWqdzjuC0FyX4KDVG85KSv63+oJTeunr1alqndCclL4f066W/ofOjRDIl3Kp9MlsJcLqHaZwogUtzeWpqKq237tNqgpTSqzR+NP9ac7+aSqcxv3btWlqncV2zZg0eE6H7heYZJSwpRUyJ01aKk3oI07W7dOlSWqdrSvVWH18ap7F6bpLqd2BLdd9jncMQ/oImSZLUGRdokiRJnXGBJkmS1BkXaJIkSZ1xgSZJktSZ0VKcrURDNQVByZlqOrGVGqNtURKLki3VfdO5tYzVn2zIdijxR4lJSntt2LAhra9fvz6tnzx5Mq2fP38+rbf2ceHChbROSaw///M/T+vPPvtsWqd0ZwQnymj+UTKSEpaU6GrNM0rFUeKP5gCNK6UcKTUWUR8Puu+q/WbpnIckz+laVBOklN6jdGcEnx+lO6vpVTqmFto3pVdb/U8z9KxetWpVaTsREQcPHkzr9ByieUlznOZl61jpWfrjH/+4tA+qt94oUDXWfUTPgSGJydl6e8SY/AVNkiSpMy7QJEmSOuMCTZIkqTMu0CRJkjrjAk2SJKkzM9KLs9pHa0gqs6qasqR0E6V5yJC0azXJRoka2g71xmsdE+3j9ddfT+uU1vzTP/3TtP7kk0+mdUqGRXCqkNJ1lGZcuXJlWv+DP/iDtP7Vr34Vj4l6it51111p/d13303rdO0oydYaJ0pvVdOaNP8ofda6f6v3Nt2PdP/Sta4mLCN4PtF9RONEfRtpO3StW/9G86CamqX7vZW8pGtEfWjpvGlL+qlZAAAgAElEQVS8165dm9Zb/XpPnz6d1ikZuXfv3rRO9+nq1atx35mf/exn+G979uxJ69u3b0/r9Oyl8aM5Ts+BiPp3DtVn02z21qzyFzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSepM+TUbY0ZRe2xmSrFgioxTJPnjH//4aMdE26I6RaHp8++//375mOi8qan3/v370/rGjRvT+h/90R+l9VaEfmJiAv8tQ3H/EydOpPVt27al9c9//vO4D4rp0+s3qCk1vUbh+vXraX3I6w/olQy0LWoMPeR1LvRvNDdpLtM40es3qq+kieDxqDbQplc10LGuWbMGj4nGiV77QK8dofuL7mt6pUpExLJly9J69dVE9Ioe+v6gV2lERDzzzDNpnV5RcebMmbRO8+bixYtpnV6r86Mf/SitR/A9QeNHr81YtGhRaftDvruqr9Ia05iv3+qNv6BJkiR1xgWaJElSZ1ygSZIkdcYFmiRJUmdcoEmSJHWmnOKcicQEpTJp32MeEyVhKPlGjWhJq3ks7YNSNdVG5pQOW7BgAR4T7bvagPfcuXNpnVJVlDz6nd/5nbQeEXHPPfek9TfffDOtU4qT0nKU6NqxYwce07Fjx9L6kSNH0jql8Xbu3JnWKQlIDdEj+BpREovmWTWtScnBCE5fUlqY9kENyOlYqd5KpVWfT5R0pAQuoTRoBI8fzSe6f+kZQdtZsmQJHlNrDmbovqs+35977jn8t2effTatU9qaxunuu+9O6zQe9DyjZHgEJ9/pWlTvO5rH9HyIqDdFH6sx+Zjf8T02RSf+giZJktQZF2iSJEmdcYEmSZLUGRdokiRJnXGBJkmS1JlyinMmUGKj2u+rlfygJAftg1Iq1LuOkluUuouo9/WkY632HWyhv6EEJPUpvHz5clqnlOPXvva1tN5KnP7xH/9xWqd008GDB9M6pUFpXCndGRHx+OOPp/XXXnstrVPPw1OnTqV1Sva1+pJu2rQprVfTTZTSo3Riq+cr7buaKqRrTQlpSnG2xqJ6f1GdzoGeW60eiZRepW3Rs+bSpUulz7eesZQeXLduXVqne5ueKZTOfuWVV/CYqM8uXYsNGzakdUpVL126NK1Tr89WspnOm8ac9k3bGdI/k+b+dL/d4WZKXo7JX9AkSZI64wJNkiSpMy7QJEmSOuMCTZIkqTMu0CRJkjpTTnFW+9ANUU1sUBJryDFRsoX2QWlN6r1GabwITsVRcoaSaZTsu3DhQlqnPn6tY6K/oXQT7ZvGm7b/8ssvp/WIiM9+9rNpfffu3WmdUmCU9KKem4cPH8ZjWrFiRVqncZqamkrrlBSlFNjKlSvxmCgNSAk+OgeaGzdu3EjrQ+Y+9WekuU/7ppQejcX8+fPTekQ9rXnx4sW0Tuk6SjPSc6C1LRonGm9KwdK+KT0awfcwjS0lmF944YW0/r3vfS+tHzp0CI/p9OnTaf3Tn/50Wn/ggQfSejUBSb07W/1Y6X6h70e6drQPmmet/tI0z6op7DHdyglPf0GTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSerMaL04W0kKSlNSfaxESKv3JKW3qnVKTC5ZsiStU+qzpZo0oyQb7buV4qTzoxQYpVfXr19fOiZKDlKqr4USV6tXr07rlCajcaVjjeCUG83lVatWpXXq5UeWLVuG/0bXm86DkoA0rlRv9VGl60p9Q6mn7fHjx9N6NWHZQik3ep7RsVIiju4JSpJH8DWiOqG5Qc+g1vjRtaNrcfLkybROyW26J86fP4/H9Nhjj6V1epZSD+F77703rdP9Tt9prbQwpappHzQvly9fXqrTvIyovxmBnnP0jBiSyLyV+4D6C5okSVJnXKBJkiR1xgWaJElSZ1ygSZIkdcYFmiRJUmdGS3GOmaSopjuH7JvSJVSnFNOHH36Y1qkX4uLFi/GYKJ0zd+7ctE7nTQlLStG10q6UMqJ0J40HpcNovOlYKRnWOibqb0nntnDhwrRO6c5WOnGsFBMltOhat64p9eyr9tmj/pY0ByjZHBGxdOnStE4pREoL0zWle4vGqdVjstqXl5KOtJ1qSrSF5vJMPGPp2tF4HDlyJK3Ts/fhhx9O662kPPUEpmtRTf/SOdM91/o+oPOglCp952zdujWt0z109OhRPCa6FjR+1Z6l1Xk5ph57evoLmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ1ygSZIkdab8mo0hMdhqk/Nqs/RqlLeFzo/i1vSqAYo8t17JQK85oL+h6Da90oKi0NXrE8GvAqBtXbt2La1XX7/Rev3B5ORkWqdrRK9kqI43vd4jghse0xynGDs1m6ftU4PuCG6STK8OoDg+jQe9jqTV7JuaUtNrRKqvySE0B+hVIRE8B69fv57W6bUI9MoYeuUIjUUEzyeam/Scq87xVjN2+jd6XtNrJTZv3pzW6dnRapZOzyF6lVH1u6U6L+k1KBERd999d1o/d+5cWqdrWp1n1LS+tQ+61jdu3EjrNB40j3tsoj4T/AVNkiSpMy7QJEmSOuMCTZIkqTMu0CRJkjrjAk2SJKkzozVLb6k24KX6mGlNSmVSkpJSXStWrEjrlEiihFsEp5IoMUnjQam76ni3jomSkTSulE6spnkoKdf6t2piks6NttOal5SKI7QPSplRYu3s2bO4j2oClxKh1cQkJboiOI1K9wuNK80/+jydQyuZS/ODzoHOm64pzcvW3KfzoOcW7bvaqL01B6qJf9oWPYMo1dpKuy5ZsiSt0/WmxC4dKyWV6ZhazdLvu+++tP7aa6+ldZqX9B1FY9H6PqD7iOYsmYm0Zo/Nz6v8BU2SJKkzLtAkSZI64wJNkiSpMy7QJEmSOuMCTZIkqTPlFGePyYhqgiSC016UCKGefdUkUSthRIkrSlZR8oiuUbWvYWsf1TGnVCv1oqO0UKvHJPWDo2QVJQRpnChNRnMpghOe9DfUK5D65lH9nXfewWM6ePBgWl+1alVap2tNc4N6erYSzHTtKBlJn6/2f2ylNQndj9RPtHpf0xxv9Qetpger41RNW0fwXK6m0qlOqcXW84yeK3SsY/U4pXuo1Z92165daZ16a77++utpvZrMbak+94e8OWAst0K601/QJEmSOuMCTZIkqTMu0CRJkjrjAk2SJKkzLtAkSZI6MyO9OMlYaYpqb7eIelqJElQnT55M65ScoT6ZEZx+o7+hJBb17Kv2uouojxOlkujzNE5Up3NuoWtX7blJx9Sax7Rv+htKOtJ1oGNau3YtHtPExERap8QfzT/qW7ts2bK03kqWUs9Dmk+Uuqv2zB2SJqNEMqUvT506ldZpDtC4tvq60j1M40fbqs596ukZwXOWrlE1xVlNSEfUe7JSapHqNJ8ord56dlTv7UOHDqV1embSsdJ+IyIWLFiQ1qt9kKv33Zg9Om+mdKe/oEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ1ygSZIkdaac4pzNHlpVlPJpoTQPJYOoVyClhSgFExFx/vz5tE7jQek6SpnRubXSrkP+JkPnQElK6n3aSnHSNaLUWDVNRlrHRKlMSgzR/KDP0/jt3LkTj2nLli1pndKd1eQbJSZb40pznxJldEyUKqRkKaXPWn1D6b6jJCo9I2j8KA3ammfUG5L2QYldukY0/1q9GemYqj1wqU5zoJV2pfOgtCulY6vjTcdEvXRbf9M6vwxdU9pOq1803S+tNwFUjmlMYyVIZ5O/oEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ1ygSZIkdaac4hyzJ9ZM7JvQMVESkNJKlASkhAylfyK4vyClt1auXJnWb9y4kdbpnFuJGkqE0j4oDVUdJ0oS0fYjeH5Qso+uKZ3bkFRQNa1UPVbq39oap7vvvjutnz59Oq1TcovSjHQPbdiwAY+J0qg092nfdE/QPKb+oIsXL07rEXxNjx49Wvo8HRP19920aRMeE40HzVm676gPKKX0WilOOm+6vy5fvpzW6dlR7ZMZUU9xUp3uiWqv4Nbzgcacnjc0TpQKpoR065hofrT6n2Zmsx9mjz03ib+gSZIkdcYFmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ8qv2RhiupuWDnl9RBVFt2kf9NoAitZHcESbIsxLlixJ6xSFpnh7C+2bItqt1ztkKEpO40fn1kLzg86B5is1QqZ4e2vfNA9ovGmcqKk8Resj+BUBpBr3p9dEtBpDb9y4sXRM1bj/66+/ntbptTfbtm3DfR87diytHzx4MK1//vOfT+s0rsuXL0/r9AqRiIizZ8+mdWpcT/OPXvVDr+VovbKg+toMuufplTtDXv1B+67e8zQeCxYsKO23dS/S9a42aqdzoznTesbSdxSdR/WYhqwJbqbXZlT5C5okSVJnXKBJkiR1xgWaJElSZ1ygSZIkdcYFmiRJUmfKKc4hTU6ryQzaVrXeQsdUbcBbbUZMqaoITmW+/fbbaf3xxx9P67t27UrrU1NTaZ3SUBH1tCbtg9I/lNCiNFQrmUv7qM4bSkaSVqNg2hYlsWjeELoONK4RfI3OnTuX1rdv357WqwlVSvVF8HjcddddaZ2anB84cCCtUxP6NWvWpPXWM+vw4cNpne7fp59+unRMa9euTet0L0bwvKH0IDWDp7lM913r2Ut/Q0lROlY6t+r9HsFjTgnShQsXpnUaPzpnqrfuUzommmd07a5evZrWr1y5ktZbCfBqSr/67J3NJuo98hc0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOlFOcQ9IUY/XdqiY8Wtuv9u+sfp56k7WOiRJlJ06cSOsXL17EbWUowdTqXUeJK0oMVa8pbYf6wVHaL4LPj9A1ovGgXpKtZCmdByXyFi1alNZpjrcSpISSxNRjcnJyMq1Two2Saa10LCVLKYH2mc98Jq1TupMScZRK27dvX1qP4B6GTz31VFqnlDSlE2me0b0YwdeU5jKNR7V/cauXJP0bzQ+qUz9HmvutZCTdd7QPGid6zlGylLS+T2lbq1atSuvVvpeUlL906RIeE+2DVNcLH9W0JvEXNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzozWi7NlrB6a1X23EkmUbqJ9UOKKkkqU/mkljCgVd+PGjbR+/PjxtE5JGzqHVhKQtkXjt2zZsrRO59BKkGYoFRlR7xtaPbch/VUp8Udzn1KcNH50zq1xolThtm3bSsdE50DHSmMRwYm1HTt2pHVKa1Lf0BdffDGtU3q0lVZ7+OGH0zqNE/U2pNQxPYNafRBp/Krpc9oOnUNrnrX+rXJMreR2pjVOlFykZ2D1mUl9Mqtp/4iI8+fPp3XqoUkpX+qNS/cv9USNaPdtzthb89fjL2iSJEmdcYEmSZLUGRdokiRJnXGBJkmS1BkXaJIkSZ0ppzjJkFTGkETodG+/mnqitCYlbVoJGUrkUZLo8uXLab2VFM20kpSU6qIUE6Xfqj3wSCuZS2NLPSBpXGk8KJXWOiZKeNL8oG3R/UXJ39Yx0bXbvHlzWqd74sKFC2md0mSU7oyIeOSRR9I6pTLffPPNtH733XeXjmn//v1p/d57703rERFbtmwpbYt67K5cuRL3kWkl6OiaUgKymiyt7jei3tezmsKuJqEj+HlGY0vPgtOnT6d1ep7RM7n1vUl9aOm5RQlVGtcjR47gvgmdB43TWG9w+KjyFzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM6UU5yUvhizR2e1f9eY+6bkESWJKCFDPdYovRfBaS9K7dC2qr04W73uKKVKaS9KOlJ6io612j8zglOc1aQopcAoJUWJuCHboqQjpeXo+rQSdJRYo3lA+1i3bl1a37RpU1pvJf4o0Ui9DWlcJyYm0jqN92OPPZbWN2zYkNYjIiYnJ9M69TxcvHhxWqfnFs3XVoqTrhGha0EpPbofKSEdwfcFbat6z9MzpfU8o/Om86D7aOnSpWmdnrE0N1rJZjpvevauX78+rV+6dCmtv/rqq2mdvtMiOFlK6BxMd/5q/AVNkiSpMy7QJEmSOuMCTZIkqTMu0CRJkjrjAk2SJKkzo/XibBkrmVFNa46ZCKFtUQ8yShSeP38e97F169a0Tok1SklVU7Ct1A6luijFRImhagqMjrXVZ5T+ppqMpCQWjeuyZcvwmFq9Vyv7qCZzKeEWwdd7x44daf3s2bNpneYyzUvq9RkRcfLkybRO98Rdd92V1n/yk5+k9W3btqX1Y8eOpfVW4pSuESU/KXVH9wRtvzX36TlEKURKtVIalOZx65lMzwhKuBO6FjSurWOq9ham86ZncjVNS716I3j8Tp06ldbpWXrx4sVSvfXsaN0XGVOZvx5/QZMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM6UX7MxpDH5dBuziTqhGDtF3+m1CK1msxSJ37hxY1qnqHy1uXCrmThF2elYaR+0nTGbpdM1otds0OsmKCp/+fLltE5x+Ij661moITYdEzWGHjJO1Vc10L7pnmg1sabXYFBjcnqlxcMPP4z7yFAz9tarIOjVC9QQm8aPtkNz5tq1a3hMCxcuLO2D7i86b5qX7733Hh4TjS2NB73Cofo6nCHPM9oHPSNojtM5X7lyJa3v3LkzrUfwK4uoTnP/0KFDaZ2+P1oN3Em1+Xn1O7v1uo4hf3Oz8Bc0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOlFOcYyYjqinL6f58RDsBlKHxoFRQK8V54cKFtH7//fen9ddeey2tL168OK1X01MtlCijpB6lO+lYKSVFKawIPg8677HGg9KdEXzeNE6UlqvOS0r1RXD67cCBA2mdGjp/6lOfKh3TENSQfSzVeRnBiVoaV0pM0ryhZCRtP4LPo3qstG9KM7aesdWkHs0zuk+p2Xfr/qWkcvX+oucQjRMlL1euXIn7eOutt9L6888/n9Z/+7d/O62fPXs2rdNYtMZvut+YcCskL8fkL2iSJEmdcYEmSZLUGRdokiRJnXGBJkmS1BkXaJIkSZ0ZrRfnTKQvqgmSIQkjMiTpmGn1OaN/u++++9L6j370o7S+bNmytE4pUUqZRXC/NkpWUT9CSjdR2pDGgnoLRnAqidAcoCQlJeVax0T/RvugY6LrQCnHtWvX4jG9++67aZ2Spdu3b8dtTTc6v6mpqbRO98qYVq1aldYpGXnu3Lm0TslBqq9evRqPieYZ1avJZkp3tp4d9DeUkKW0Oj0L9u/fX9p+65golU7JUnqeUbqTtnPs2LG0HhHxt3/7t2md7m26V2gO0Pdj67uO5gfN2WovziFu5eSnv6BJkiR1xgWaJElSZ1ygSZIkdcYFmiRJUmdcoEmSJHVmRnpxVpOfYyVFhxxrtZ8jHSslClv99GhblDDavXt3Wv/+97+f1v/kT/4krbd6SVLvUBpbSnVRurPae5J6dEZEXL9+Pa1TApLSYdUk2/z58/GYaJxoPGj8rly5ktYp0dVKMC9atCitb9u2Df+m4u23307ra9aswb+hMd+7d29ap3mwYcOGtE59Gym5SttpoblM/RbXrVuX1icnJ9N6Ky1M6UH6G7q/6DqQ1v1Ic5xS5pR0PHXqVFqneUz3SgQ/l5cvX57WaX5UE7h0b33lK19J6xE897/85S+ndTpv6sdKz4jWPJvNtzh8FPkLmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ8opziFmIn053SjdRKkgShRSD7eIiEOHDpX2/dhjj6X1b37zm2n9xRdfTOuU7oyIePXVV9M6peIoMUlJR0pSUiqNUqURnDCiHqS07yVLlqR1SnTt3LkTj4lSbpTsoxTYG2+8kdbPnDmT1lt9Se+88860TmNLPUhfeeWVtH748OG0vnnzZjwm6iN45MiRtE6JtUuXLqV1mq8bN25M63/xF3+R1lto/OhZQKlFev5RmjuCU4KUSqc0OaWCad90n0ZEvPPOO2mdrh3dpzR+VKftRPBziMaPEo00HvSMoETmv/zLv6T1iIgdO3akdbqmNP8ofU5aCfCxjNm781ZOlvoLmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ2YkxTndKYtqT88hx0SpONoO1VuJGkprUrrz0UcfTeurV69O61//+tfT+pe+9CU8psWLF6d1ShJRSpUSRufOnSvtl5JvEZyYvOeee9I6pcBoDlAKcdWqVXhMlPaitOsLL7yQ1k+ePJnWKSlHcyCCj/f5559P6zT3n3vuubR+//33p3U6twju2/juu++m9TfffDOtHzhwIK1Tsm/Pnj1pnfpFRvB4nD17Nq1TspQSkJSwbD0vN23alNaptys9ax544AHcR6aVLKW05v79+9P61NRUWqc0IyUBh6QQacxbvUYz+/btS+t/8zd/k9Zb40fPd5pP9CytvlGgdc5j9c++FRKWM8Ff0CRJkjrjAk2SJKkzLtAkSZI64wJNkiSpMy7QJEmSOuMCTZIkqTMz8pqNqmpkd0iseqwG7vTaDIrit5p90+sgjh8/ntZPnDiR1rdv357W/+u//iutf+1rX8Nj+r3f+720TvFwaqx92223pXVqxk4Nvd9///203vobip/TqxToFRUbNmxI69QcPIJj90888URap3lGx0R1aq4ewfPgu9/9blqnBtr0WoQnn3wyrb/00kt4TLt3707r9DqXt956K61XX/NC99A3vvGNtB7BDbe3bNmS1ukZ8a1vfSut0xx4+umn8ZhoLtP8O3r0aFr/6U9/mtaXLFmS1h988EE8JvqbXbt2pXV69Qe9AoNeVUOvlYjg74obN26kdbp29KqLf/7nf07rNF/pWR3BrxqiuUznTfdQ9RUiLbP52oxb+ZUd/oImSZLUGRdokiRJnXGBJkmS1BkXaJIkSZ1xgSZJktSZGUlxjpW+HJLWnG6U8qFGyIsWLcJtURKLGka//fbbaZ1SdJRw++pXv4rH9MUvfjGtU9PyycnJtE7jRE2eKTlI5xARcerUqbROaTJKPVFqltJ7zzzzDB4TJa6OHTuW1v/yL/8St5U5c+ZMWt+7dy/+DSX7KNFIieQPP/wwrVNj9/Xr1+MxUdLs/PnzaZ3m0+XLl9M63XfU0JvuuYiIhx56KK0/8sgjaZ2eW1SnsaD7OiJizZo1aZ3Oe9u2bWmdmtBTkpLulQhOeNJzjr4nKDFOz4JWqm/evHlpneYBJUtfeOGFtP7iiy+mdWrsvnHjxrQewfcdzQ9KytO+6f7t8Xv2o8pf0CRJkjrjAk2SJKkzLtAkSZI64wJNkiSpMy7QJEmSOjNairOV/Bir7yXtg1Iqrf2OtY9qnzNKP0ZEHDlyJK1TEuv06dNpnRJulKKj/nsREd/85jfT+p/92Z+ldUotUnrqrrvuSuuUgqVUX2sflG6ivp40B95555203upl+vu///tpnVJ3Fy5cSOsLFy5M65SYXLlyJR7TxMREWqekHs2Ps2fPpnU6t/vuuw+PiXqK/vCHP0zrlLr7xCfyRxp9npK8dL9HROzYsSOt0zyjnpFf+tKX0jql91rXlNKrNG8oPU29dCnxRyniCO4HS8lFGid6ltK+6Rwi+DzoGUtp65dffjmtU09PuqY07yN4btLzndCzlJ7V9J3WUk1+3sr9M8fkL2iSJEmdcYEmSZLUGRdokiRJnXGBJkmS1BkXaJIkSZ2ZkV6clPCoJimr22klRarbop5slPaiz7eOiVJJlDCifoHUD3Pnzp1pnXpYRkT80z/9U1r/7Gc/m9YpHVYdb0putRJMlFirpnz37NmT1v/qr/4qrVNyMCJiamoqrVNi7ZVXXknrlLykZC71DY3guUmpVur5SqnCc+fOpXVKqEZw71VKxdE1nTNnTlqneUN9Hmn+RUQcOHCgVL/33nvTOqVdKZFJKeIIvqbVnsD0TKFjonslglOI1eQxXVM6Z7q3WsdEz6fDhw+ndbqvKQFJ92nrWCnVT88buqY0b+geosRpBI85Ma356/EXNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzoyW4pyJtAYlSKp9wCLqyU9KvFCihrZDaajW31CPP0o3UeruM5/5TFpfsmQJHtPBgwfT+r/+67+mderRefvtt6d1SvZRuo6SmhHcg+/SpUtpnVJPe/fuTes/+clP0nqrR+JLL72U1qm/JaUZKe21ePHitN5KcdJ5vP7662md5j717qQ0ciuBSz0Sae7TPKAEGo0f1el4IiKOHz+e1p999tm0Tsm+6jOllRamfVDa8MSJE2mdUp9btmxJ661nBx0vzVlKzo41ByK4Jyv13Hz11VfT+sWLF9M6nfPu3bvTOt1DEXwf3XnnnWmdrikdKz2Th3yf2otzevgLmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ2akF+dYhqRLqtuiZBXVKWFEiTVKEUVwuomSQevWrUvr1HuN0jzbt2/HY6Ik0fe///20/uijj6Z16gNa7cW5YsWKtB7BqaSzZ8+mdUqs/du//VtanzdvHu6b0JhTT0A61qeeeiqt0/i1+jZevXo1rVMqjuZ4NVVNfR4jOGlbve/omFr3XaaVMqN9Hz16NK1Tf1Uab+rbSL1SI/hZsHHjxrROiWd6BtF910q70vHS2NI9QalM2j5dnwjuE0t9L9988820TudNvYi3bduW1ik9GsHPwGXLlqX1t956K61TP9tWKrg3re/+WzkR6i9okiRJnXGBJkmS1BkXaJIkSZ1xgSZJktQZF2iSJEmdcYEmSZLUmdFytmPGYOnzY75mo9osvXoOQ46VXhFAryDYs2dPWj916lRaP336dFp/4IEH8JioafmBAwfS+ne+8520TpHuXbt2pfWlS5emdXrtQgTH6ymmv3r16rROTYfpmFrodfgzo8sAABcnSURBVBfV+UHRero+9BqUiIjz58+ndXpNCY3rnDlz0jqNN73iIIJfR0KvM6B7gpqG03jTqxpajd3p9Sx0fvQqhbVr16Z1ulfolTcR/IoKmuN0Tan5OY03vdohIuLll19O6ytXrkzrNJ9o7tPnqUF8BDe6p9dp0Hlv2LAhrd93331pne4tun9bf0PfEzQeVB/TWN+b1e3f6vwFTZIkqTMu0CRJkjrjAk2SJKkzLtAkSZI64wJNkiSpM6OlOIekLMZKZY65b0qgTXdKJYKb41LCiBKQmzdvTuuUTmylOCkpSmkvahj97//+72md0mSPPfZYWqe0WkTExMREWqcG0JTQoutA40rJsAieTx988EFap+QWpRknJyfT+v79+/GYKDFJ14KSszQHqN5K4FKT+MuXL5f2QU3Rx0yG07WgZvBvvPFGWqdm6QsWLCjtN4ITk7QPaqBNCUFKoraSuRcuXEjrlJz93Oc+l9bp/qXxpudABD8/6G/oWbB169a0Tvc7pTVbaWFK+VIKm85t/vz5pX237tMqur8+qqnMKn9BkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqzGgpziGmO8kxZj9MSrZU06AttC1K/B08eDCtP/jgg2n95MmTaZ16dEZwH7w1a9akdUoM0bH+/d//fVqn9B4lKSO4V+Hrr7+e1in1RAnBT37yk2mdxjWCU27U15OO6fnnn0/rNDcozRjB14gSa1SnZBql9CglGsHnTQk+SiHSfUqJP+p72UJjTs8zSstRH8vly5en9Y0bN/4KR/fLDh06lNYpNUtpRupvSXMjglOn1BuSrgXNVzomenZE8LWj5/66devSOj2raf5RYvzq1atpPSJi/fr1aZ36+1bnOF076mc7hGnNX4+/oEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ1ygSZIkdWa0FGcrMVlNcozVo3OI6rFSEmbRokVpnVJEEZzooRQTpQeppx315aM+ey2U4KPkEaWYfvjDH6b1f/iHf0jr27Ztw2OitBKlCk+dOpXW586dm9YpOdjqxblixYrSPmhcKfFH86mVxKJ/o23RsdIcp3uCknIRnNakZG41QUrPFEoatvpeUkKb0omUXqVze+2119I6pTsjIp544om0TiniZ555Jq3T84/Ojfq6RtTTv1SnVDXN11a/XkpZbtiwIa3T84bqNP/o/qXeuxE8Z+l7gp6xdP+SVjKXmNacHv6CJkmS1BkXaJIkSZ1xgSZJktQZF2iSJEmdcYEmSZLUmVntxTkWSpCMmQalBBr12VuwYEH5mGgfdH6U0Dp//nxaX7t2bVqnfn0R3H+SEmWUkqJ9U09PSqjSuUXwsVZTSdWeiq104urVq9M6JauoRyKhFB0da0S7J2aGEo3U+4+Saa0EM/UOpTolm+naUUKQkr+tFGf1WUDHdMcdd6T1+++/P623+qtSv9kdO3ak9UcffTSt070yOTmZ1qlXZQQnF6lXJqWL6TlH49rqg0zPm3vuuSet0/1L+6a5QfdEK5lLidALFy6UPk/jMSR5Sd9fpjinh7+gSZIkdcYFmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1ZrQU55gpjpno3TndyU/qBzdk+5Ruom0dPHgwrT/88MNpnXoCRnDybuXKlWmd+lVST0pKSVFyi7YfwUk9SndSna4dpRY3btyIx7R169a0Tok/Gm9KvtE5UJo2glNd1blJn6eer63tU0KREqfVHpo0N8ZMstG1oDnwW7/1W2n9i1/8Ylr/wQ9+gMf0la98Ja1TInTPnj1pnZKXJ06cSOvUjzWC5yAlZ+k5V50DdB0iOMVZfZ7ROdAzgs6B9hsRsW/fvrROSW+6rylZSuPduidms0/2R5G/oEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ1ygSZIkdcYFmiRJUmdmpFn6WNHc2WzIWn0tx9WrV9M6Nc2NiJgzZ05ap9c+0OenpqbSOkXGW6+JoEg3RdlbjcMzrZh5dfvU6Jnq9KoLajpM57xgwQI8Jvo3mgd0remYaDs0/1r7oFcHUGPyxYsXl45p3rx5eEw0TnQe9DoDGic6N5pPdG9F8LNgw4YNaX3Lli1pnV5zQK8EaaHzfuWVV9L6kSNH0jo14qY502rgPnfu3LROr8egcaXnFj17W83SqTl59Tvq/PnzaZ3Gj+6Vt99+G/dB/0bzpnXemSHfpzZFn1n+giZJktQZF2iSJEmdcYEmSZLUGRdokiRJnXGBJkmS1JkZSXFWE5DVpMiYDY/H2k613kLpQUpJ0T4o+bZ06VLc96VLl9I6JbGoKTAlJunaUVKJmom3/obSTZTupGTfkiVL0nqrMTntg8apmkSlc241jK42T6ZrR8k+St21jon+jeYfHSulL2ne0H7p+rT2QfPsnXfeSet0TSkF++qrr+Ix0T1MqcWJiYm0TteaUrB0Dq1/o23RfUTzlZ5By5Ytw2OqPp8WLlyY1s+dO5fWKclLx/riiy+m9Qi+v+j5Pla6s/UdZYpzZvkLmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ26qXpw3EzrnVuqpmvykdA6lnqhP3NatW/GYLl++nNYplUR9G6mnIvUQpNRda/xoW5S6q16jVatWpfU77rgDj4mSaZTApXOophZbPRIpRUfzqZW+zNCxtq4dJT9pnCiNR9uhc6NUWutY6f6ivrV0TWk+UcJy//79eEw0l6nH6erVq3FbGUoU0nMggsecrl01XUxzv9XzlebyxYsX0zrNA3rOUdJ7cnIyrbdS6TQeVKdnzVhvS9DM8xc0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOzGovzuk2E+lRStSMmeIklFijZBX1BGyl9FasWJHWqXdd9RzoWKne6itXTerR5+kcqN9hK8VJ6TdKgVESi9K0lNJr9Qcl1V5+NAeoTj0mIyIWLVqU1un+omQkpVfp3CjR2kon0nlQ4rS6j9OnT6f1VjKXkovUM7Lax5eeW5SkbP0bpTgp0Ug9hKnPaCvFSfcj9XylXpw0B+i+O3LkSFqnc4vgeUPjRONKz7/qd1drW5oe/oImSZLUGRdokiRJnXGBJkmS1BkXaJIkSZ1xgSZJktSZGUlxkluhR1g1tTgkWUopOkokUUKL0j9Hjx7Ffd91111pnVJP1NPu1KlTaZ1SZpQao6RS699oWzTPaDt0zpSOjeBEGY0HXVNKjVF9SBKLxom2RfOMttPqO0iJP0q7btmyJa0fOHAgrVNSmZKUrcQpJfVoW5RqpTlA26Hxbh0TpVcpAV69V1qqiVB6zlF/SxoPSjxHRKxcuTKt0/yoPofo+Tc1NZXWKUnZUv0OqaY4hyTANT28EpIkSZ1xgSZJktQZF2iSJEmdcYEmSZLUGRdokiRJnZmRFOdYPTFnorfmdO97zIQMpZ4oBUaJyfPnz+M+KN1EffCOHz+e1icmJkp1SvW1enFSKqmaYqJ9U+qu1fvvzjvvLG2LEmiUJqP+jK15RuNBf0Ofp1QmpRZbaN+UiqN+la0emhmaA5R+jJiZ5HaGejNG8H1K9wttixKTdK1byVwaQ7pG1Fe2mhamtHVExLJly/DfMtWem2fOnEnr9IxtzQ0aJ9o31as9N8dM7N5Mb2Tokb+gSZIkdcYFmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ2bkNRsUtR2r6euYpjsuPGaEufrKjvfffz+tHz58GP9m69ataX3NmjVpnV4TQQ3F6fPU1HjRokVpPSLi5MmTaZ1i5vQKgmrT9Vasn14T8e6776Z1em0GWbhwYVqna91Cc5O2Va2fPXsW971r1660TteCtkXXlO4VuqYt9IqKamNyuq/pHOj1L61/o2t67dq1tE7nQOfceqVKdVt0b9N2Tpw4kdZbje6vXr2a1teuXVs6pgsXLqT1I0eO4L4zrVen0H1E84OuNY0fzb/WK2Y0s/wFTZIkqTMu0CRJkjrjAk2SJKkzLtAkSZI64wJNkiSpMzOS4iQ9NlIdK3E6pEHyWONBqUVKslEiKSLi4MGDaZ3ShtVmwdTkedu2bWl91apVaT2CE1qU1KOEFtUpcUopvQhOr05NTaV1Sm5RMo2uNaUfI7jBdTUdVp2vNAciIvbu3ZvWJyYm0jqdH10jQufcun9pPlUT4NXr0GpMTmlKan5OKc5q83j6fATP5dWrV6d1apZO9zWNUyuZS4lrGidC9y+ltmm+0vMvon7fUXP1Mb9n6Tukx+/yW4G/oEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ1ygSZIkdWZWU5zTrZXEqqY1x0pxtvpnUlKKUkmUYmolqyrbj4g4duxYWj937lxpW9QrkNKJlKRs9ZikRBQdE6Xiqomk69ev479RipNSdNV+ejQercQfzc3qPCOUWKP+oxF8HjTPqgm3ai/Oap/biPr8q6bxWs8gur/mz5+f1ukZQfOGjqk1z6jP5Ny5c9M6jR8lxin12eqNS3OQ0ufU75M+T4luGu9WipPmID1vqs/9atq/xRTn9PAXNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkztxUKc5qr7shyZLq31TTnZTGa22rms6pJlFbx0SpJ+qPV00VUqKL+ja2ei1SMnLhwoVpnfrm0RygdBgl5SI40UipOEpQVVOcrXlZTW/ReFC6k9J7rWtHyTQ6b9pHNdk8JLFWHSe6FjQHhiRLqRcn1WnfNJ9o35QejeB7u/p56hVMKc4h/UFpnA4dOpTW6VnQSrVmWgn66t9Uv7uG9J0e0mNaw/kLmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1xgWaJElSZ26qFOfN1O+r2hOw9TfV9GU1ZdZKPVG6idC+qecmbZ96gNJ2IjjV9dBDD6V16vFHaVD6/OnTp/GY6BpVr2k1DdpC26KEW7WP4JCkF6U4KbFWHVdSTUhH1PulUrK0eu1ax0r/RslZOibqJTmkRzGlMukZQfumcaX7sfU9Qf9G26K0ZnUOkFaKk/6tmvwc83vzZvoOvhX4C5okSVJnXKBJkiR1xgWaJElSZ1ygSZIkdcYFmiRJUmduqhQnqfboHNOQfmZjbWvMHqSkmkqiz1P6khKFZ8+eTevr1q3DfVOSbdWqVWl90aJFaf2ll15K65SeovRZBPfmo3Ea65oO6TFJyb5qf1AapyEpxLHuCULn3NpONWlL+6j2DaXUbASPOfXMXbJkSemYaLzp8xGczKX0KiW6q71MW9eOtkX3cDUxSfcK7bd1n1bviWp6f8gzwhTnzPIXNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkznSZ4pzN1CIZax9jHutYSbZW4rTaq5C2RX0eq/36qGdeRMSFCxfS+n/+53+mderdOTk5mdbPnDmT1ltJNlK9RpQGrSYsI/iafuIT+eOArh3tm461NU6U4KNxonQdnQOpppSHbIvShjR+9Hm6VyLqaVcab0qKVo81gq8R9bqlFGxV696qJiOrPTdpnIakhcf6rqh+TwxJlmp6+AuaJElSZ1ygSZIkdcYFmiRJUmdcoEmSJHXGBZokSVJnXKBJkiR1psvXbNwKDVnpHFox5eorE4Y0u83MxHhTHJ+aFFMsvRXrnzNnTlqfmJhI6zR+9AoCOqbWqxqq8XqKxFdfKzHkmOj1GNVXDQx57chYzdLHevVM696qvpKBzq36io/Ws4PmQfVYq82+h7zOpfr6DVKdA61jmu75R+gVNhH1Ru2kOvd9lUY//AVNkiSpMy7QJEmSOuMCTZIkqTMu0CRJkjrjAk2SJKkzXaY4bwVD0mTVFOdspm3GamhPiUk6t1ZCsJo2pH1Xm1sPOaZq2os+P2QO0N/QPui86dxoPKgRdwSn2Whb1Di8mnimaz1kXKuN3emYaN+txB+NEyWb6ZjoHKoJ39Y+aJ7R+Q1JxFdVE7VjpYVbqfSqW+HtB/pl/oImSZLUGRdokiRJnXGBJkmS1BkXaJIkSZ1xgSZJktQZU5wzbKz+mbNtrMRQNTHZSm5Vex6OlQJrJcCq13uscW2lRKv9FgmNH6U1KVEYwX0YKQlIY077uHz5clofMt7VFOxMJP7omlIysnoOQ/qJVhPM1ftxrIR0a9/Va1ftpds61ur8qH5+rHmp6XNrrBYkSZJuIS7QJEmSOuMCTZIkqTMu0CRJkjrjAk2SJKkzpjh/TdXEUCshU00G9Zi2GWs8hiQvx+pvWTVkO9VrV+2H2ULHS+lLuha0nWpfyIiI2267La1TD0iq0/yoJgRnos9jNeHbmmfV9OBYKc6Waqq1uo+x7t+WsZKi1R7FLWN9H/T4/aFf5i9okiRJnXGBJkmS1BkXaJIkSZ1xgSZJktQZF2iSJEmdMcX5f1QTMlQf0kuyuo/ZTHeOte/qOLW2P93HNGbvv+qxjpUEbO2jmsqkY6LkYMtYfRjH2s4QY82Pavoxon6/jJUqHDPBPJu9OKtmMwE53f16TXf2w1/QJEmSOuMCTZIkqTMu0CRJkjrjAk2SJKkzLtAkSZI6Y4rz/xgrwTKbCaPZNCS9mhmSMBorgTZmumm6E1dDPl9NilZ7J3744Ydp/caNG3hMtO+xEn9VQ8av+vmx0sUR9R6k1Ws6Zi/YmUiKamaZCJ0e/oImSZLUGRdokiRJnXGBJkmS1BkXaJIkSZ1xgSZJktQZF2iSJEmd8TUbM6wVO65G4qvR5iFR6Olu9Dybkfvq6ybGVH3NwVjXOmJYg/XKPmj8Wq/ZqL7egVRfaUHbb43fTMyPzJBXi4z1moPpfq1JS/Xa9fhqh9l8DcXN9Doh/TJ/QZMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owpzo5Md4P1mWg6PFYKcchY9NigvpqgGqveShp+/OMfT+s///nP0/onPpE/JqrXdEj6sXrtxmpAPhOptLGarrdM99wf834c61h7TBTOZlpzzO30OLa3Mn9BkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjCnOaTJm38ux0lA99l4bMxU03SmmIcc6Vo/J6nbGTO/RPsZK7Lb+jRKntA9KotI50PaHJE6nO0XcY4Luo9q3cTZ7a5KxUsGtZ9OtcO1uJv6CJkmS1BkXaJIkSZ1xgSZJktQZF2iSJEmdcYEmSZLUmY9FhLGMX8NMJCar+66mycZMYs1m38vqecxm2nW6e0y2tl9NflIvTko6Dum1SIlQSmWaJpN0q/MXNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzpji/BXNZlqzqseE21jjNBMp0R7HT5L00eIvaJIkSZ1xgSZJktQZF2iSJEmdcYEmSZLUGRdokiRJnTHFKUmS1Bl/QZMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSeqMCzRJkqTOuECTJEnqjAs0SZKkzrhAkyRJ6owLNEmSpM64QJMkSerM/wJv1f1IHyxUvQAAAABJRU5ErkJggg==" y="-0"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p433500d35c)" d="M 72.553621 36.668486 L 75.507567 36.726674 L 76.98454 36.953333 L 77.569033 37.703571 L 78.573241 39.182143 L 77.9487 40.660714 L 79.938487 42.962508 L 81.41546 42.898975 L 84.369406 43.025472 L 90.277298 43.275542 L 91.754271 43.250701 L 93.231244 44.147058 L 93.985645 45.096429 L 94.708217 45.705145 L 96.18519 46.371652 L 96.346516 46.575 L 97.662163 48.006 L 99.139136 48.283141 L 99.747976 49.532143 L 100.616109 50.12063 L 105.047028 52.636614 L 106.524001 53.252356 L 108.000974 53.228571 L 109.129102 53.967857 L 109.477947 54.349555 L 110.95492 54.757783 L 112.431893 55.935686 L 114.769926 58.403571 L 115.677548 59.882143 L 116.262282 61.360714 L 116.862812 62.246445 L 117.418096 62.839286 L 117.688429 64.317857 L 118.560696 65.796429 L 119.816758 67.44632 L 120.564196 68.753571 L 120.864167 70.232143 L 122.770704 72.203379 L 124.986164 74.667857 L 124.89986 77.625 L 126.463137 79.103571 L 126.379589 80.582143 L 126.140166 82.060714 L 125.533813 83.539286 L 125.72465 83.790968 L 126.287688 85.017857 L 126.26418 86.496429 L 125.988382 87.975 L 125.363628 89.453571 L 124.247677 93.436328 L 124.025604 93.889286 L 124.703218 95.367857 L 123.890005 96.846429 L 122.770704 98.680831 L 122.070178 101.282143 L 122.109017 102.760714 L 121.293731 103.587248 L 120.972174 104.239286 L 121.867868 105.717857 L 122.113268 107.196429 L 121.293731 108.084637 L 119.816758 107.988516 L 118.339785 108.891069 L 116.862812 109.153028 L 116.37679 110.153571 L 117.359709 111.632143 L 117.601299 113.110714 L 117.601299 114.589286 L 116.862812 116.144131 L 113.477001 119.025 L 112.431893 120.698046 L 111.992242 121.982143 L 110.95492 126.374652 L 110.931342 126.417857 L 110.442956 127.896429 L 109.424998 132.332143 L 108.45192 133.810714 L 108.000974 134.182716 L 106.334354 135.289286 L 104.481004 136.767857 L 103.570055 137.543724 L 100.616109 138.789202 L 99.139136 139.237495 L 98.440197 139.725 L 98.11071 141.203571 L 97.662163 141.869092 L 96.18519 142.854717 L 94.708217 143.170707 L 91.754271 145.518272 L 91.61683 145.639286 L 90.277298 146.347508 L 88.800325 146.234767 L 87.323352 146.234686 L 84.369406 144.935409 L 82.892433 144.479447 L 82.574044 144.160714 L 81.41546 143.421429 L 79.938487 143.070206 L 79.552879 142.682143 L 79.224453 141.203571 L 78.461513 140.52119 L 76.878272 139.725 L 75.507567 137.818636 L 74.030594 137.429663 L 66.645729 137.255525 L 65.168756 137.141108 L 63.691783 137.627869 L 63.072627 138.246429 L 62.72394 139.725 L 62.21481 140.1841 L 60.737837 139.841239 L 58.45533 139.725 L 57.548348 139.725 L 56.306918 139.593233 L 54.829945 140.090218 L 54.364432 139.725 L 53.856667 138.246429 L 51.875999 135.595732 L 51.578131 135.289286 L 50.399026 133.573692 L 48.922053 133.95362 L 48.786111 133.810714 L 48.015969 132.332143 L 47.44508 131.906438 L 45.968107 130.542762 L 43.014161 127.287268 L 42.378507 126.417857 L 42.118606 124.939286 L 42.09643 123.460714 L 41.95232 121.982143 L 41.537188 121.550018 L 40.719511 120.503571 L 40.730534 117.546429 L 39.997165 114.589286 L 38.583242 112.944998 L 37.844755 111.632143 L 37.844755 110.153571 L 39.579849 107.196429 L 39.390195 104.239286 L 40.226279 101.282143 L 39.742697 99.803571 L 39.546838 98.325 L 39.060164 96.846429 L 38.583242 96.12305 L 37.106269 96.514891 L 35.629296 96.391218 L 34.152323 96.449004 L 32.67535 96.334337 L 31.198377 96.696062 L 30.290616 95.367857 L 29.519046 92.410714 L 29.888594 90.932143 L 30.073176 89.453571 L 30.198343 85.017857 L 30.176729 83.539286 L 31.665944 82.060714 L 31.834903 80.582143 L 31.90041 74.667857 L 31.917396 73.189286 L 32.99963 71.710714 L 33.500329 70.232143 L 34.509615 68.753571 L 35.848722 67.275 L 36.430051 65.796429 L 36.399737 64.317857 L 37.106269 63.220711 L 37.537079 62.839286 L 37.973049 61.360714 L 39.0489 59.882143 L 45.209836 53.967857 L 45.968107 53.137546 L 47.44508 52.559133 L 48.924713 52.489286 L 50.399026 51.571617 L 51.875999 51.09904 L 54.829945 53.205313 L 56.306918 53.457693 L 57.783891 54.241424 L 59.260864 54.177488 L 62.21481 54.305258 L 63.691783 55.627746 L 64.593203 56.925 L 65.46277 58.403571 L 68.038208 59.882143 L 67.664577 61.360714 L 68.722182 62.839286 L 69.599675 64.342967 L 67.94458 65.796429 L 68.122702 66.11668 L 69.599675 66.398916 L 71.076648 66.220361 L 72.553621 68.627316 L 74.030594 68.899585 L 79.938487 69.247299 L 81.780403 67.275 L 82.260619 65.796429 L 81.41546 65.188287 L 80.757332 64.317857 L 81.41546 63.719704 L 82.892433 63.308118 L 84.369406 63.675913 L 85.046853 62.839286 L 85.158337 61.360714 L 86.462507 59.882143 L 87.323352 58.2528 L 88.28085 56.925 L 88.452829 55.446429 L 87.912827 53.967857 L 87.606603 52.489286 L 87.704942 51.010714 L 86.808381 48.053571 L 85.846379 46.546386 L 85.753776 46.575 L 84.369406 47.158256 L 84.01216 46.575 L 82.892433 45.917771 L 81.41546 46.075079 L 79.938487 46.755565 L 79.134533 48.053571 L 78.461513 50.005711 L 78.051173 51.010714 L 78.461513 51.85984 L 79.101794 52.489286 L 79.171181 53.967857 L 78.293062 55.446429 L 77.358744 59.882143 L 76.98454 60.287841 L 76.505101 61.360714 L 76.98454 62.609621 L 78.461513 62.940911 L 79.345777 64.317857 L 80.007865 65.796429 L 79.938487 65.819391 L 78.461513 65.519824 L 72.553621 65.397245 L 71.562376 64.317857 L 72.077986 62.839286 L 71.5369 61.360714 L 71.076648 60.943679 L 70.116915 59.882143 L 69.6381 56.925 L 71.076648 56.42029 L 72.19113 55.446429 L 71.733237 53.967857 L 71.668267 52.489286 L 71.076648 49.19499 L 71.396438 46.575 L 71.504839 45.096429 L 71.468777 43.617857 L 71.076648 42.135609 L 70.899214 40.660714 L 71.076648 40.45179 L 71.793177 39.182143 L 71.702047 37.703571 L 72.553621 36.668486 L 72.553621 36.668486 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 20.121079 19.89375 L 26.807329 19.89375 L 26.807329 8.28 L 20.121079 8.28 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(20.121079 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_2"> <g id="patch_3"> <path d="M 129.940796 19.89375 L 138.278921 19.89375 L 138.278921 8.28 L 129.940796 8.28 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(129.940796 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 5.351349 165.6 L 29.340099 165.6 L 29.340099 153.98625 L 5.351349 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=5 --> <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 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(5.351349 163.104375)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-35"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p1632aa7a2d)"> <image height="165.6" id="image5447762cdc" transform="scale(1 -1)translate(0 -165.6)" width="147.6" x="164" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p1632aa7a2d)" d="M 242.769406 96.107143 L 243.507892 96.846429 L 243.507892 98.325 L 242.769406 99.064286 L 241.292433 99.064286 L 240.553946 98.325 L 241.292433 97.585714 L 242.030919 96.846429 L 242.769406 96.107143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1632aa7a2d)" d="M 227.999675 97.585714 L 229.476648 97.585714 L 230.215135 98.325 L 230.215135 99.803571 L 229.476648 100.542857 L 228.738162 99.803571 L 227.999675 99.064286 L 227.261189 98.325 L 227.999675 97.585714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1632aa7a2d)" d="M 239.81546 99.064286 L 240.553946 99.803571 L 240.553946 101.282143 L 239.81546 102.021429 L 238.338487 102.021429 L 236.861513 102.021429 L 235.38454 102.021429 L 233.907567 102.021429 L 233.169081 101.282143 L 233.907567 100.542857 L 235.38454 100.542857 L 236.861513 100.542857 L 238.338487 100.542857 L 239.076973 99.803571 L 239.81546 99.064286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1632aa7a2d)" d="M 261.970055 102.021429 L 262.708541 102.760714 L 262.708541 104.239286 L 262.708541 105.717857 L 261.970055 106.457143 L 261.231568 105.717857 L 261.231568 104.239286 L 261.231568 102.760714 L 261.970055 102.021429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1632aa7a2d)" d="M 208.799026 104.978571 L 209.537513 105.717857 L 208.799026 106.457143 L 208.06054 105.717857 L 208.799026 104.978571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1632aa7a2d)" d="M 259.016109 107.935714 L 259.754595 108.675 L 259.016109 109.414286 L 258.277622 108.675 L 259.016109 107.935714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1632aa7a2d)" d="M 256.062163 115.328571 L 256.800649 116.067857 L 256.062163 116.807143 L 255.323676 116.067857 L 256.062163 115.328571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1632aa7a2d)" d="M 230.953621 116.807143 L 232.430594 116.807143 L 233.169081 117.546429 L 232.430594 118.285714 L 230.953621 118.285714 L 230.215135 117.546429 L 230.953621 116.807143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1632aa7a2d)" d="M 233.907567 118.285714 L 234.646054 119.025 L 233.907567 119.764286 L 233.169081 119.025 L 233.907567 118.285714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p1632aa7a2d)" d="M 225.045729 93.15 L 226.522702 93.15 L 227.261189 93.889286 L 227.999675 94.628571 L 229.476648 94.628571 L 230.215135 95.367857 L 230.215135 96.846429 L 230.215135 98.325 L 230.953621 99.064286 L 231.692108 98.325 L 232.430594 97.585714 L 233.169081 98.325 L 233.169081 99.803571 L 233.907567 100.542857 L 234.646054 101.282143 L 233.907567 102.021429 L 232.430594 102.021429 L 230.953621 102.021429 L 230.215135 101.282143 L 229.476648 100.542857 L 227.999675 100.542857 L 227.261189 101.282143 L 227.999675 102.021429 L 228.738162 102.760714 L 227.999675 103.5 L 227.261189 104.239286 L 227.261189 105.717857 L 227.261189 107.196429 L 227.261189 108.675 L 227.999675 109.414286 L 228.738162 110.153571 L 229.476648 110.892857 L 230.953621 110.892857 L 231.692108 111.632143 L 231.692108 113.110714 L 230.953621 113.85 L 230.215135 114.589286 L 230.953621 115.328571 L 231.692108 116.067857 L 230.953621 116.807143 L 229.476648 116.807143 L 228.738162 116.067857 L 227.999675 115.328571 L 226.522702 115.328571 L 225.784216 114.589286 L 226.522702 113.85 L 227.261189 113.110714 L 226.522702 112.371429 L 225.784216 111.632143 L 225.784216 110.153571 L 225.784216 108.675 L 225.045729 107.935714 L 224.307243 107.196429 L 224.307243 105.717857 L 225.045729 104.978571 L 225.784216 104.239286 L 225.784216 102.760714 L 225.784216 101.282143 L 225.784216 99.803571 L 225.045729 99.064286 L 224.307243 98.325 L 224.307243 96.846429 L 224.307243 95.367857 L 224.307243 93.889286 L 225.045729 93.15 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1632aa7a2d)" d="M 244.246379 93.15 L 245.723352 93.15 L 246.461838 93.889286 L 247.200325 94.628571 L 247.938811 95.367857 L 247.200325 96.107143 L 246.461838 96.846429 L 246.461838 98.325 L 245.723352 99.064286 L 244.984865 99.803571 L 244.984865 101.282143 L 244.984865 102.760714 L 244.246379 103.5 L 243.507892 104.239286 L 243.507892 105.717857 L 243.507892 107.196429 L 243.507892 108.675 L 244.246379 109.414286 L 244.984865 110.153571 L 244.984865 111.632143 L 244.246379 112.371429 L 243.507892 113.110714 L 242.769406 113.85 L 242.030919 114.589286 L 241.292433 115.328571 L 240.553946 116.067857 L 239.81546 116.807143 L 239.076973 116.067857 L 239.076973 114.589286 L 239.076973 113.110714 L 239.076973 111.632143 L 239.076973 110.153571 L 239.81546 109.414286 L 240.553946 108.675 L 240.553946 107.196429 L 240.553946 105.717857 L 240.553946 104.239286 L 241.292433 103.5 L 242.030919 102.760714 L 241.292433 102.021429 L 239.81546 102.021429 L 238.338487 102.021429 L 236.861513 102.021429 L 236.123027 101.282143 L 236.123027 99.803571 L 236.123027 98.325 L 236.861513 97.585714 L 237.6 98.325 L 238.338487 99.064286 L 239.81546 99.064286 L 240.553946 98.325 L 240.553946 96.846429 L 241.292433 96.107143 L 242.030919 95.367857 L 242.769406 94.628571 L 243.507892 93.889286 L 244.246379 93.15 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1632aa7a2d)" d="M 242.769406 97.585714 L 242.030919 98.325 L 242.769406 99.064286 L 243.507892 98.325 L 242.769406 97.585714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1632aa7a2d)" d="M 227.999675 116.807143 L 228.738162 117.546429 L 228.738162 119.025 L 227.999675 119.764286 L 227.261189 119.025 L 227.261189 117.546429 L 227.999675 116.807143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p1632aa7a2d)" d="M 229.476648 24.160864 L 230.953621 24.135107 L 241.292433 24.798432 L 248.677298 25.018515 L 250.154271 26.513567 L 253.108217 26.61952 L 254.58519 26.614286 L 256.062163 28.147136 L 259.016109 28.225548 L 260.493082 28.169298 L 261.15521 28.832143 L 262.414802 30.310714 L 263.447028 31.403828 L 264.924001 31.909784 L 266.400974 34.271805 L 267.877947 34.818361 L 270.173934 37.703571 L 270.831893 38.304756 L 271.582736 39.182143 L 271.807851 40.660714 L 272.308866 41.190526 L 272.920702 42.139286 L 274.15182 43.617857 L 273.963982 46.575 L 275.536778 48.053571 L 274.812275 51.010714 L 273.38949 55.446429 L 273.10158 56.925 L 273.338148 59.882143 L 273.785839 60.428992 L 275.262812 60.701783 L 276.088919 61.360714 L 276.063892 62.839286 L 278.216758 65.295069 L 278.750373 65.796429 L 278.955245 67.275 L 279.848348 68.753571 L 281.188055 70.232143 L 281.909191 71.710714 L 282.274792 73.189286 L 282.647677 73.538981 L 283.386164 74.667857 L 283.510953 76.146429 L 284.12465 76.709458 L 284.856735 77.625 L 284.71021 79.103571 L 284.795034 80.582143 L 286.219812 82.060714 L 286.063267 85.017857 L 285.680119 92.410714 L 285.363753 96.846429 L 285.190334 101.282143 L 284.570689 102.760714 L 284.12465 103.261989 L 283.531408 104.239286 L 284.846064 105.717857 L 284.980327 107.196429 L 283.525531 108.675 L 282.572032 110.153571 L 281.909191 111.632143 L 280.678326 113.110714 L 279.471435 114.589286 L 278.894666 116.067857 L 278.955245 117.546429 L 277.604154 119.025 L 277.478272 120.503571 L 275.938469 123.460714 L 275.262812 124.318982 L 272.95574 126.417857 L 272.116753 127.896429 L 270.20521 129.375 L 269.795491 130.853571 L 268.823723 132.332143 L 267.071766 133.810714 L 266.400974 135.49601 L 265.720476 136.767857 L 264.073408 138.246429 L 261.970055 140.394881 L 260.49175 141.203571 L 259.016109 141.727791 L 258.546415 142.682143 L 257.539136 143.675749 L 256.062163 144.394441 L 254.58519 145.469069 L 253.108217 145.205487 L 251.631244 146.21548 L 250.069721 147.117857 L 248.677298 148.203305 L 245.723352 148.051527 L 238.338487 147.800871 L 236.861513 146.429485 L 235.38454 146.425735 L 233.907567 144.967087 L 232.430594 144.162545 L 230.953621 144.168906 L 229.476648 144.39073 L 227.999675 144.739778 L 226.522702 144.737972 L 224.558017 145.639286 L 223.568756 146.132581 L 222.091783 145.917108 L 220.61481 146.229845 L 219.137837 146.063457 L 217.660864 145.60049 L 215.735066 145.639286 L 214.706918 145.489443 L 211.752972 143.590507 L 210.275999 143.327886 L 209.716513 142.682143 L 208.188319 141.203571 L 206.868492 139.725 L 205.396217 138.246429 L 204.158838 136.767857 L 202.815738 135.289286 L 201.010796 133.810714 L 200.761097 132.332143 L 199.165264 130.853571 L 198.874104 129.375 L 197.539433 127.896429 L 197.569346 126.417857 L 196.61328 124.939286 L 196.012534 123.460714 L 196.095656 121.982143 L 194.6873 120.503571 L 194.029296 119.911476 L 193.290809 119.025 L 192.862659 117.546429 L 192.552323 117.235757 L 191.750079 116.067857 L 191.07535 114.28303 L 190.590605 113.110714 L 190.336888 111.632143 L 190.342115 110.153571 L 189.996014 108.675 L 189.598377 107.827373 L 188.121404 107.572889 L 187.986164 107.196429 L 187.627003 105.717857 L 187.53816 104.239286 L 186.167046 102.760714 L 186.257515 98.325 L 186.699127 90.932143 L 186.988533 86.496429 L 186.968664 85.017857 L 187.387665 83.539286 L 187.433394 82.060714 L 187.176667 80.582143 L 187.652128 79.103571 L 188.121404 78.684634 L 188.847502 77.625 L 188.717615 76.146429 L 189.193814 74.667857 L 189.598377 74.286039 L 191.433532 71.710714 L 191.92755 70.232143 L 193.290809 68.753571 L 194.029296 67.186274 L 195.506269 65.796213 L 196.282523 64.317857 L 196.590918 62.839286 L 197.917139 61.360714 L 198.10285 59.882143 L 198.460215 59.290252 L 199.937188 58.678386 L 201.724624 56.925 L 202.356656 55.446429 L 200.768626 53.967857 L 200.595935 52.489286 L 199.86339 49.532143 L 200.059133 48.053571 L 200.972374 46.575 L 200.568286 45.096429 L 201.845054 43.617857 L 201.582742 42.139286 L 201.817966 40.660714 L 202.558214 39.182143 L 202.891134 38.940042 L 204.368107 38.852121 L 205.84508 38.385222 L 207.322053 37.098567 L 208.799026 37.083897 L 209.398389 36.225 L 210.275999 35.31841 L 213.229945 35.479856 L 219.137837 35.859458 L 220.61481 35.649422 L 221.401955 34.746429 L 221.740601 33.267857 L 221.759637 31.789286 L 222.091783 31.493975 L 224.307243 28.832143 L 224.492179 27.353571 L 226.522702 25.426612 L 227.999675 25.648295 L 229.476648 24.160864 L 229.476648 24.160864 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 178.521079 19.89375 L 185.207329 19.89375 L 185.207329 8.28 L 178.521079 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(178.521079 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_5"> <g id="patch_6"> <path d="M 288.340796 19.89375 L 296.678921 19.89375 L 296.678921 8.28 L 288.340796 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(288.340796 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 163.751349 165.6 L 195.375099 165.6 L 195.375099 153.98625 L 163.751349 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=15 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(163.751349 163.104375)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-31"/> <use x="199.902344" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#pb2352b0018)"> <image height="165.6" id="image5965277287" transform="scale(1 -1)translate(0 -165.6)" width="147.84" x="322" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_7"> <path clip-path="url(#pb2352b0018)" d="M 407.077298 72.45 L 407.815784 73.189286 L 408.554271 73.928571 L 409.292757 74.667857 L 409.292757 76.146429 L 410.031244 76.885714 L 410.76973 77.625 L 411.508217 78.364286 L 412.246703 79.103571 L 412.98519 79.842857 L 413.723676 80.582143 L 414.462163 81.321429 L 415.200649 82.060714 L 414.462163 82.8 L 413.723676 83.539286 L 413.723676 85.017857 L 412.98519 85.757143 L 412.246703 86.496429 L 412.246703 87.975 L 412.98519 88.714286 L 413.723676 89.453571 L 414.462163 90.192857 L 415.200649 90.932143 L 415.939136 91.671429 L 416.677622 92.410714 L 417.416109 93.15 L 418.154595 93.889286 L 418.893082 94.628571 L 420.370055 94.628571 L 421.108541 95.367857 L 421.108541 96.846429 L 421.108541 98.325 L 421.108541 99.803571 L 421.108541 101.282143 L 421.108541 102.760714 L 421.108541 104.239286 L 421.108541 105.717857 L 420.370055 106.457143 L 419.631568 107.196429 L 419.631568 108.675 L 419.631568 110.153571 L 418.893082 110.892857 L 418.154595 110.153571 L 418.154595 108.675 L 418.154595 107.196429 L 417.416109 106.457143 L 416.677622 105.717857 L 416.677622 104.239286 L 416.677622 102.760714 L 417.416109 102.021429 L 418.154595 101.282143 L 418.154595 99.803571 L 417.416109 99.064286 L 416.677622 98.325 L 416.677622 96.846429 L 415.939136 96.107143 L 414.462163 96.107143 L 413.723676 95.367857 L 412.98519 94.628571 L 411.508217 94.628571 L 410.76973 93.889286 L 410.76973 92.410714 L 410.76973 90.932143 L 410.76973 89.453571 L 410.031244 88.714286 L 409.292757 89.453571 L 408.554271 90.192857 L 407.077298 90.192857 L 406.338811 89.453571 L 405.600325 88.714286 L 404.861838 87.975 L 404.861838 86.496429 L 405.600325 85.757143 L 406.338811 85.017857 L 405.600325 84.278571 L 404.861838 83.539286 L 404.123352 82.8 L 403.384865 82.060714 L 403.384865 80.582143 L 404.123352 79.842857 L 404.861838 79.103571 L 404.861838 77.625 L 404.861838 76.146429 L 405.600325 75.407143 L 406.338811 74.667857 L 406.338811 73.189286 L 407.077298 72.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 379.01481 76.885714 L 380.491783 76.885714 L 381.968756 76.885714 L 382.707243 77.625 L 381.968756 78.364286 L 381.23027 79.103571 L 381.968756 79.842857 L 382.707243 80.582143 L 383.445729 81.321429 L 384.922702 81.321429 L 385.661189 82.060714 L 386.399675 82.8 L 387.138162 83.539286 L 387.138162 85.017857 L 387.138162 86.496429 L 386.399675 87.235714 L 385.661189 87.975 L 384.922702 88.714286 L 383.445729 88.714286 L 382.707243 89.453571 L 382.707243 90.932143 L 381.968756 91.671429 L 381.23027 92.410714 L 380.491783 93.15 L 379.753297 93.889286 L 379.01481 94.628571 L 378.276324 95.367857 L 377.537837 96.107143 L 376.060864 96.107143 L 374.583891 96.107143 L 373.106918 96.107143 L 372.368432 95.367857 L 371.629945 94.628571 L 370.891459 95.367857 L 370.152972 96.107143 L 369.414486 96.846429 L 369.414486 98.325 L 369.414486 99.803571 L 369.414486 101.282143 L 368.675999 102.021429 L 367.937513 102.760714 L 367.937513 104.239286 L 367.937513 105.717857 L 367.937513 107.196429 L 368.675999 107.935714 L 369.414486 108.675 L 369.414486 110.153571 L 370.152972 110.892857 L 370.891459 111.632143 L 370.891459 113.110714 L 370.891459 114.589286 L 370.891459 116.067857 L 370.152972 116.807143 L 369.414486 116.067857 L 369.414486 114.589286 L 369.414486 113.110714 L 368.675999 112.371429 L 367.937513 111.632143 L 367.937513 110.153571 L 367.199026 109.414286 L 366.46054 108.675 L 366.46054 107.196429 L 366.46054 105.717857 L 365.722053 104.978571 L 364.983567 104.239286 L 365.722053 103.5 L 366.46054 102.760714 L 365.722053 102.021429 L 364.983567 101.282143 L 364.983567 99.803571 L 364.983567 98.325 L 364.983567 96.846429 L 364.983567 95.367857 L 365.722053 94.628571 L 366.46054 93.889286 L 367.199026 93.15 L 368.675999 93.15 L 370.152972 93.15 L 370.891459 92.410714 L 370.891459 90.932143 L 371.629945 90.192857 L 373.106918 90.192857 L 373.845405 90.932143 L 374.583891 91.671429 L 375.322378 90.932143 L 376.060864 90.192857 L 376.799351 89.453571 L 376.799351 87.975 L 377.537837 87.235714 L 378.276324 86.496429 L 378.276324 85.017857 L 377.537837 84.278571 L 376.060864 84.278571 L 375.322378 83.539286 L 375.322378 82.060714 L 375.322378 80.582143 L 375.322378 79.103571 L 376.060864 78.364286 L 376.799351 79.103571 L 377.537837 79.842857 L 378.276324 79.103571 L 378.276324 77.625 L 379.01481 76.885714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 412.98519 76.885714 L 413.723676 77.625 L 412.98519 78.364286 L 412.246703 77.625 L 412.98519 76.885714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 365.722053 91.671429 L 366.46054 92.410714 L 365.722053 93.15 L 364.983567 92.410714 L 365.722053 91.671429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 396.738487 100.542857 L 397.476973 101.282143 L 397.476973 102.760714 L 396.738487 103.5 L 396 102.760714 L 396 101.282143 L 396.738487 100.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 390.830594 103.5 L 392.307567 103.5 L 393.046054 104.239286 L 393.78454 104.978571 L 394.523027 104.239286 L 395.261513 103.5 L 396 104.239286 L 396 105.717857 L 396 107.196429 L 396 108.675 L 395.261513 109.414286 L 394.523027 110.153571 L 393.78454 110.892857 L 392.307567 110.892857 L 391.569081 110.153571 L 390.830594 109.414286 L 390.092108 108.675 L 390.092108 107.196429 L 390.092108 105.717857 L 390.092108 104.239286 L 390.830594 103.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 379.01481 104.978571 L 379.753297 105.717857 L 379.01481 106.457143 L 378.276324 105.717857 L 379.01481 104.978571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 407.077298 104.978571 L 407.815784 105.717857 L 407.077298 106.457143 L 406.338811 105.717857 L 407.077298 104.978571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 417.416109 110.892857 L 418.154595 111.632143 L 418.154595 113.110714 L 418.154595 114.589286 L 417.416109 115.328571 L 416.677622 114.589286 L 416.677622 113.110714 L 416.677622 111.632143 L 417.416109 110.892857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 371.629945 116.807143 L 372.368432 117.546429 L 371.629945 118.285714 L 370.891459 117.546429 L 371.629945 116.807143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 415.939136 116.807143 L 416.677622 117.546429 L 415.939136 118.285714 L 415.200649 117.546429 L 415.939136 116.807143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 373.106918 118.285714 L 373.845405 119.025 L 373.106918 119.764286 L 372.368432 119.025 L 373.106918 118.285714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 389.353621 119.764286 L 390.092108 120.503571 L 389.353621 121.242857 L 388.615135 120.503571 L 389.353621 119.764286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 377.537837 121.242857 L 379.01481 121.242857 L 379.753297 121.982143 L 379.753297 123.460714 L 379.01481 124.2 L 378.276324 123.460714 L 377.537837 122.721429 L 376.799351 121.982143 L 377.537837 121.242857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 404.123352 122.721429 L 404.861838 123.460714 L 404.123352 124.2 L 403.384865 123.460714 L 404.123352 122.721429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 380.491783 124.2 L 381.23027 124.939286 L 380.491783 125.678571 L 379.753297 124.939286 L 380.491783 124.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#pb2352b0018)" d="M 395.261513 87.235714 L 396.738487 87.235714 L 397.476973 87.975 L 397.476973 89.453571 L 397.476973 90.932143 L 398.21546 91.671429 L 398.953946 92.410714 L 399.692433 93.15 L 400.430919 93.889286 L 399.692433 94.628571 L 398.953946 95.367857 L 399.692433 96.107143 L 400.430919 96.846429 L 399.692433 97.585714 L 398.953946 98.325 L 398.21546 99.064286 L 397.476973 99.803571 L 396.738487 100.542857 L 396 101.282143 L 396.738487 102.021429 L 397.476973 102.760714 L 396.738487 103.5 L 396 104.239286 L 395.261513 104.978571 L 394.523027 104.239286 L 393.78454 103.5 L 393.046054 102.760714 L 393.78454 102.021429 L 394.523027 101.282143 L 393.78454 100.542857 L 392.307567 100.542857 L 391.569081 101.282143 L 390.830594 102.021429 L 390.092108 101.282143 L 389.353621 100.542857 L 388.615135 99.803571 L 387.876648 99.064286 L 387.138162 98.325 L 387.876648 97.585714 L 388.615135 96.846429 L 389.353621 96.107143 L 390.092108 95.367857 L 390.092108 93.889286 L 390.092108 92.410714 L 390.830594 91.671429 L 392.307567 91.671429 L 393.046054 90.932143 L 393.046054 89.453571 L 393.78454 88.714286 L 394.523027 87.975 L 395.261513 87.235714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 392.307567 96.107143 L 391.569081 96.846429 L 392.307567 97.585714 L 393.78454 97.585714 L 394.523027 96.846429 L 393.78454 96.107143 L 392.307567 96.107143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 398.21546 100.542857 L 398.953946 101.282143 L 398.21546 102.021429 L 397.476973 101.282143 L 398.21546 100.542857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 389.353621 102.021429 L 390.092108 102.760714 L 389.353621 103.5 L 388.615135 102.760714 L 389.353621 102.021429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 399.692433 109.414286 L 401.169406 109.414286 L 401.907892 110.153571 L 401.907892 111.632143 L 401.169406 112.371429 L 400.430919 113.110714 L 399.692433 113.85 L 398.953946 113.110714 L 398.953946 111.632143 L 398.953946 110.153571 L 399.692433 109.414286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 377.537837 112.371429 L 378.276324 113.110714 L 377.537837 113.85 L 376.799351 113.110714 L 377.537837 112.371429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 386.399675 112.371429 L 387.138162 113.110714 L 386.399675 113.85 L 385.661189 113.110714 L 386.399675 112.371429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 390.830594 113.85 L 391.569081 114.589286 L 391.569081 116.067857 L 390.830594 116.807143 L 390.092108 117.546429 L 389.353621 118.285714 L 388.615135 117.546429 L 388.615135 116.067857 L 389.353621 115.328571 L 390.092108 114.589286 L 390.830594 113.85 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 393.78454 113.85 L 394.523027 114.589286 L 393.78454 115.328571 L 393.046054 114.589286 L 393.78454 113.85 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 392.307567 116.807143 L 393.78454 116.807143 L 394.523027 117.546429 L 394.523027 119.025 L 393.78454 119.764286 L 393.046054 120.503571 L 392.307567 121.242857 L 391.569081 120.503571 L 391.569081 119.025 L 391.569081 117.546429 L 392.307567 116.807143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 383.445729 118.285714 L 384.184216 119.025 L 383.445729 119.764286 L 382.707243 119.025 L 383.445729 118.285714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb2352b0018)" d="M 384.922702 119.764286 L 385.661189 120.503571 L 384.922702 121.242857 L 384.184216 120.503571 L 384.922702 119.764286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#pb2352b0018)" d="M 401.169406 24.364979 L 410.031244 24.900953 L 411.508217 24.898921 L 413.105929 25.875 L 414.462163 26.499866 L 415.939136 26.890192 L 417.416109 26.947317 L 417.813985 27.353571 L 418.893082 28.09993 L 420.370055 28.11548 L 421.847028 28.26941 L 425.410914 31.789286 L 429.231893 34.991094 L 430.708866 37.816771 L 431.571908 39.182143 L 432.94118 40.660714 L 434.169216 42.139286 L 433.777028 43.617857 L 434.163128 45.096429 L 435.27655 46.575 L 435.370611 48.053571 L 436.591056 49.532143 L 436.36348 51.010714 L 435.878272 62.839286 L 437.391525 64.317857 L 437.355245 65.796429 L 438.728594 67.275 L 438.832218 68.753571 L 439.999776 70.232143 L 440.309191 71.710714 L 440.24153 73.189286 L 441.256942 74.667857 L 441.804174 76.146429 L 443.093745 77.625 L 443.423536 79.103571 L 444.001623 79.610187 L 444.724254 80.582143 L 445.02663 82.060714 L 445.620186 83.539286 L 445.890213 85.017857 L 445.202547 95.367857 L 445.111604 98.325 L 443.570843 99.803571 L 443.418894 104.239286 L 443.372268 107.196429 L 442.282862 108.675 L 441.800446 110.153571 L 440.440297 111.632143 L 440.309191 113.110714 L 438.904714 114.589286 L 438.624219 117.546429 L 438.093731 119.105053 L 437.355245 120.503571 L 436.616758 121.374926 L 435.879435 121.982143 L 435.689266 123.460714 L 434.37512 124.939286 L 433.662812 125.764662 L 429.841602 129.375 L 427.75492 131.397282 L 423.324001 135.679894 L 418.893082 139.858095 L 417.416109 140.578881 L 415.811656 141.203571 L 414.30121 142.682143 L 412.98519 143.473838 L 411.508217 143.680305 L 411.028327 144.160714 L 410.031244 144.954815 L 408.554271 145.201321 L 408.122089 145.639286 L 407.077298 146.447045 L 405.600325 146.37634 L 404.123352 146.531858 L 402.646379 147.864464 L 396.738487 147.742454 L 395.261513 147.761677 L 393.78454 147.467213 L 392.307567 146.081919 L 383.445729 146.116543 L 381.968756 147.232442 L 380.491783 146.958399 L 376.060864 146.653534 L 374.583891 145.054617 L 373.106918 145.158179 L 371.629945 144.84178 L 371.016879 144.160714 L 370.152972 143.461093 L 368.675999 143.446605 L 364.244774 138.246429 L 362.768107 136.483866 L 361.291134 135.917809 L 359.814161 134.98817 L 357.511116 132.332143 L 355.980169 130.853571 L 355.694421 129.375 L 354.868246 127.896429 L 353.883107 124.939286 L 352.429296 123.310702 L 350.952323 121.81366 L 350.075334 120.503571 L 350.075404 119.025 L 347.202011 116.067857 L 346.945686 114.589286 L 346.521404 114.158282 L 345.771963 113.110714 L 345.782917 111.632143 L 344.396943 110.153571 L 344.305944 108.675 L 344.402483 105.717857 L 343.197345 104.239286 L 343.083603 102.760714 L 343.906643 101.282143 L 343.290365 99.803571 L 342.999422 98.325 L 343.286323 96.846429 L 343.092013 95.367857 L 343.396346 93.889286 L 344.408929 92.410714 L 345.007365 90.932143 L 344.522909 89.453571 L 344.556601 87.975 L 345.794448 86.496429 L 346.958057 85.017857 L 346.548282 83.539286 L 346.559875 82.060714 L 347.118414 80.582143 L 347.028999 79.103571 L 347.080771 77.625 L 347.283475 76.146429 L 348.875519 74.667857 L 350.213836 73.189286 L 350.279389 71.710714 L 350.952323 71.095871 L 351.690809 70.232143 L 351.66243 68.753571 L 351.812047 67.275 L 353.167782 65.796429 L 353.392134 64.317857 L 353.906269 63.803166 L 355.383242 63.570853 L 356.115104 62.839286 L 356.236999 61.360714 L 356.219495 58.403571 L 356.393169 53.967857 L 354.908701 52.489286 L 355.118812 51.010714 L 355.383242 44.775091 L 355.244117 43.617857 L 358.337188 40.6597 L 359.924291 39.182143 L 361.669811 37.703571 L 361.829389 36.225 L 363.079443 34.746429 L 365.722053 32.414143 L 367.199026 32.454209 L 368.675999 31.103722 L 370.152972 30.982447 L 377.537837 31.107656 L 381.968756 26.647172 L 383.445729 26.27175 L 386.399675 26.327435 L 387.876648 26.415503 L 388.342246 25.875 L 389.353621 25.127721 L 390.830594 25.262303 L 399.692433 25.383157 L 401.169406 24.364979 L 401.169406 24.364979 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 336.921079 19.89375 L 343.607329 19.89375 L 343.607329 8.28 L 336.921079 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(336.921079 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_8"> <g id="patch_9"> <path d="M 446.740796 19.89375 L 455.078921 19.89375 L 455.078921 8.28 L 446.740796 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(446.740796 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 322.151349 165.6 L 353.775099 165.6 L 353.775099 153.98625 L 322.151349 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=25 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(322.151349 163.104375)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-32"/> <use x="199.902344" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p1db0bb2b02)"> <image height="165.6" id="imageed0334c864" transform="scale(1 -1)translate(0 -165.6)" width="147.84" x="481" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p1db0bb2b02)" d="M 538.891783 47.314286 L 540.368756 47.314286 L 541.845729 47.314286 L 543.322702 47.314286 L 544.061189 48.053571 L 544.799675 48.792857 L 545.538162 49.532143 L 545.538162 51.010714 L 546.276648 51.75 L 547.753621 51.75 L 548.492108 52.489286 L 549.230594 53.228571 L 550.707567 53.228571 L 551.446054 53.967857 L 551.446054 55.446429 L 552.18454 56.185714 L 553.661513 56.185714 L 555.138487 56.185714 L 556.61546 56.185714 L 558.092433 56.185714 L 558.830919 56.925 L 559.569406 57.664286 L 560.307892 58.403571 L 559.569406 59.142857 L 558.830919 59.882143 L 558.092433 60.621429 L 557.353946 61.360714 L 556.61546 62.1 L 555.876973 61.360714 L 555.876973 59.882143 L 555.138487 59.142857 L 554.4 59.882143 L 553.661513 60.621429 L 552.923027 61.360714 L 552.18454 62.1 L 551.446054 61.360714 L 550.707567 60.621429 L 549.969081 59.882143 L 549.230594 59.142857 L 548.492108 58.403571 L 547.753621 57.664286 L 547.015135 56.925 L 546.276648 56.185714 L 545.538162 55.446429 L 544.799675 54.707143 L 544.061189 53.967857 L 543.322702 53.228571 L 541.845729 53.228571 L 540.368756 53.228571 L 539.63027 53.967857 L 539.63027 55.446429 L 539.63027 56.925 L 539.63027 58.403571 L 539.63027 59.882143 L 539.63027 61.360714 L 539.63027 62.839286 L 538.891783 63.578571 L 538.153297 62.839286 L 538.153297 61.360714 L 538.153297 59.882143 L 538.153297 58.403571 L 538.153297 56.925 L 538.153297 55.446429 L 537.41481 54.707143 L 536.676324 53.967857 L 535.937837 53.228571 L 535.199351 52.489286 L 535.937837 51.75 L 536.676324 51.010714 L 536.676324 49.532143 L 537.41481 48.792857 L 538.153297 48.053571 L 538.891783 47.314286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 566.954271 47.314286 L 567.692757 48.053571 L 568.431244 48.792857 L 569.16973 49.532143 L 569.908217 50.271429 L 570.646703 51.010714 L 571.38519 51.75 L 572.123676 52.489286 L 572.123676 53.967857 L 572.123676 55.446429 L 571.38519 56.185714 L 569.908217 56.185714 L 569.16973 55.446429 L 568.431244 54.707143 L 566.954271 54.707143 L 565.477298 54.707143 L 564.738811 55.446429 L 564.000325 56.185714 L 563.261838 56.925 L 562.523352 57.664286 L 561.046379 57.664286 L 560.307892 56.925 L 560.307892 55.446429 L 561.046379 54.707143 L 561.784865 53.967857 L 561.784865 52.489286 L 561.784865 51.010714 L 562.523352 50.271429 L 564.000325 50.271429 L 564.738811 49.532143 L 565.477298 48.792857 L 566.215784 48.053571 L 566.954271 47.314286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 569.908217 59.142857 L 570.646703 59.882143 L 571.38519 60.621429 L 572.123676 61.360714 L 572.123676 62.839286 L 572.123676 64.317857 L 572.862163 65.057143 L 573.600649 65.796429 L 573.600649 67.275 L 572.862163 68.014286 L 572.123676 67.275 L 571.38519 66.535714 L 570.646703 65.796429 L 570.646703 64.317857 L 570.646703 62.839286 L 569.908217 62.1 L 569.16973 61.360714 L 569.16973 59.882143 L 569.908217 59.142857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 556.61546 63.578571 L 557.353946 64.317857 L 557.353946 65.796429 L 557.353946 67.275 L 556.61546 68.014286 L 555.876973 67.275 L 555.876973 65.796429 L 555.876973 64.317857 L 556.61546 63.578571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 556.61546 69.492857 L 557.353946 70.232143 L 557.353946 71.710714 L 557.353946 73.189286 L 556.61546 73.928571 L 555.876973 73.189286 L 555.876973 71.710714 L 555.876973 70.232143 L 556.61546 69.492857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 541.845729 72.45 L 542.584216 73.189286 L 543.322702 73.928571 L 544.061189 74.667857 L 544.799675 75.407143 L 545.538162 76.146429 L 544.799675 76.885714 L 544.061189 77.625 L 544.061189 79.103571 L 543.322702 79.842857 L 542.584216 80.582143 L 542.584216 82.060714 L 543.322702 82.8 L 544.061189 83.539286 L 543.322702 84.278571 L 542.584216 85.017857 L 542.584216 86.496429 L 541.845729 87.235714 L 541.107243 87.975 L 540.368756 88.714286 L 539.63027 89.453571 L 538.891783 90.192857 L 538.153297 90.932143 L 537.41481 91.671429 L 535.937837 91.671429 L 534.460864 91.671429 L 533.722378 90.932143 L 533.722378 89.453571 L 532.983891 88.714286 L 532.245405 87.975 L 532.983891 87.235714 L 534.460864 87.235714 L 535.199351 87.975 L 535.937837 88.714286 L 537.41481 88.714286 L 538.153297 87.975 L 537.41481 87.235714 L 536.676324 86.496429 L 535.937837 85.757143 L 534.460864 85.757143 L 533.722378 85.017857 L 533.722378 83.539286 L 533.722378 82.060714 L 533.722378 80.582143 L 533.722378 79.103571 L 533.722378 77.625 L 534.460864 76.885714 L 535.199351 77.625 L 535.199351 79.103571 L 535.937837 79.842857 L 536.676324 80.582143 L 537.41481 81.321429 L 538.153297 80.582143 L 538.891783 79.842857 L 539.63027 79.103571 L 540.368756 78.364286 L 541.107243 77.625 L 541.107243 76.146429 L 541.107243 74.667857 L 541.107243 73.189286 L 541.845729 72.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 566.954271 72.45 L 567.692757 73.189286 L 567.692757 74.667857 L 567.692757 76.146429 L 568.431244 76.885714 L 569.16973 77.625 L 569.908217 78.364286 L 570.646703 79.103571 L 569.908217 79.842857 L 568.431244 79.842857 L 567.692757 79.103571 L 566.954271 78.364286 L 565.477298 78.364286 L 564.738811 79.103571 L 564.000325 79.842857 L 563.261838 79.103571 L 563.261838 77.625 L 563.261838 76.146429 L 563.261838 74.667857 L 564.000325 73.928571 L 565.477298 73.928571 L 566.215784 73.189286 L 566.954271 72.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 574.339136 73.928571 L 575.077622 74.667857 L 574.339136 75.407143 L 573.600649 74.667857 L 574.339136 73.928571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 574.339136 78.364286 L 575.077622 79.103571 L 574.339136 79.842857 L 573.600649 79.103571 L 574.339136 78.364286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 565.477298 81.321429 L 569.908217 81.321429 L 571.38519 82.8 L 572.862163 81.321429 L 574.339136 81.321429 L 575.077622 82.060714 L 575.077622 83.539286 L 576.554595 85.017857 L 573.600649 87.975 L 573.600649 89.453571 L 572.123676 90.932143 L 573.600649 92.410714 L 572.123676 93.889286 L 572.123676 95.367857 L 573.600649 96.846429 L 573.600649 98.325 L 574.339136 99.064286 L 575.816109 99.064286 L 579.508541 102.760714 L 579.508541 104.239286 L 578.031568 105.717857 L 578.031568 113.110714 L 577.293082 113.85 L 575.816109 113.85 L 573.600649 116.067857 L 573.600649 119.025 L 572.862163 119.764286 L 572.123676 119.025 L 572.123676 114.589286 L 570.646703 113.110714 L 570.646703 111.632143 L 566.954271 107.935714 L 565.477298 109.414286 L 564.738811 108.675 L 564.738811 107.196429 L 562.523352 104.978571 L 561.046379 104.978571 L 558.092433 102.021429 L 556.61546 102.021429 L 555.138487 100.542857 L 550.707567 100.542857 L 549.230594 102.021429 L 547.753621 102.021429 L 546.276648 103.5 L 544.799675 103.5 L 542.584216 105.717857 L 544.061189 107.196429 L 544.061189 108.675 L 543.322702 109.414286 L 541.845729 109.414286 L 540.368756 107.935714 L 538.891783 107.935714 L 537.41481 109.414286 L 535.937837 109.414286 L 535.199351 108.675 L 549.230594 94.628571 L 552.18454 94.628571 L 553.661513 96.107143 L 555.138487 96.107143 L 556.61546 94.628571 L 557.353946 95.367857 L 557.353946 96.846429 L 558.092433 97.585714 L 559.569406 97.585714 L 560.307892 98.325 L 560.307892 99.803571 L 561.046379 100.542857 L 562.523352 100.542857 L 563.261838 101.282143 L 563.261838 102.760714 L 565.477298 104.978571 L 566.954271 104.978571 L 569.908217 107.935714 L 572.123676 105.717857 L 570.646703 104.239286 L 572.123676 102.760714 L 572.123676 98.325 L 569.16973 95.367857 L 570.646703 93.889286 L 570.646703 92.410714 L 569.16973 90.932143 L 569.16973 87.975 L 568.431244 87.235714 L 566.954271 87.235714 L 566.215784 86.496429 L 566.215784 83.539286 L 564.738811 82.060714 L 565.477298 81.321429 L 565.477298 81.321429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 553.661513 90.192857 L 555.138487 90.192857 L 555.876973 90.932143 L 555.138487 91.671429 L 553.661513 91.671429 L 552.923027 90.932143 L 553.661513 90.192857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 535.937837 93.15 L 537.41481 93.15 L 538.153297 93.889286 L 537.41481 94.628571 L 536.676324 95.367857 L 535.937837 96.107143 L 534.460864 96.107143 L 533.722378 95.367857 L 534.460864 94.628571 L 535.199351 93.889286 L 535.937837 93.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 530.029945 96.107143 L 531.506918 96.107143 L 532.983891 96.107143 L 533.722378 96.846429 L 532.983891 97.585714 L 532.245405 98.325 L 532.245405 99.803571 L 532.245405 101.282143 L 532.245405 102.760714 L 532.245405 104.239286 L 532.245405 105.717857 L 531.506918 106.457143 L 530.768432 107.196429 L 530.768432 108.675 L 531.506918 109.414286 L 532.245405 110.153571 L 532.983891 110.892857 L 533.722378 110.153571 L 534.460864 109.414286 L 535.199351 110.153571 L 535.199351 111.632143 L 535.199351 113.110714 L 534.460864 113.85 L 533.722378 114.589286 L 533.722378 116.067857 L 533.722378 117.546429 L 533.722378 119.025 L 533.722378 120.503571 L 532.983891 121.242857 L 532.245405 120.503571 L 531.506918 119.764286 L 530.768432 119.025 L 530.029945 118.285714 L 529.291459 117.546429 L 529.291459 116.067857 L 529.291459 114.589286 L 528.552972 113.85 L 527.814486 113.110714 L 527.814486 111.632143 L 527.814486 110.153571 L 527.814486 108.675 L 527.075999 107.935714 L 526.337513 107.196429 L 526.337513 105.717857 L 525.599026 104.978571 L 524.86054 104.239286 L 524.86054 102.760714 L 525.599026 102.021429 L 526.337513 101.282143 L 527.075999 100.542857 L 528.552972 100.542857 L 530.029945 100.542857 L 530.768432 99.803571 L 530.768432 98.325 L 530.029945 97.585714 L 529.291459 96.846429 L 530.029945 96.107143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 537.41481 100.542857 L 538.153297 101.282143 L 538.153297 102.760714 L 537.41481 103.5 L 535.937837 103.5 L 535.199351 102.760714 L 535.937837 102.021429 L 536.676324 101.282143 L 537.41481 100.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 566.954271 100.542857 L 567.692757 101.282143 L 567.692757 102.760714 L 566.954271 103.5 L 566.215784 102.760714 L 566.215784 101.282143 L 566.954271 100.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 534.460864 104.978571 L 535.199351 105.717857 L 534.460864 106.457143 L 533.722378 105.717857 L 534.460864 104.978571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 561.046379 107.935714 L 561.784865 108.675 L 561.046379 109.414286 L 560.307892 108.675 L 561.046379 107.935714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p1db0bb2b02)" d="M 555.138487 53.228571 L 556.61546 53.228571 L 557.353946 53.967857 L 557.353946 55.446429 L 557.353946 56.925 L 557.353946 58.403571 L 557.353946 59.882143 L 556.61546 60.621429 L 555.876973 59.882143 L 555.138487 59.142857 L 554.4 58.403571 L 554.4 56.925 L 554.4 55.446429 L 554.4 53.967857 L 555.138487 53.228571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 555.138487 62.1 L 555.876973 62.839286 L 555.876973 64.317857 L 555.138487 65.057143 L 554.4 64.317857 L 554.4 62.839286 L 555.138487 62.1 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 552.18454 65.057143 L 552.923027 65.796429 L 552.18454 66.535714 L 551.446054 65.796429 L 552.18454 65.057143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 552.18454 70.971429 L 552.923027 71.710714 L 552.18454 72.45 L 551.446054 71.710714 L 552.18454 70.971429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 555.138487 78.364286 L 555.876973 79.103571 L 555.876973 80.582143 L 555.876973 82.060714 L 555.876973 83.539286 L 555.876973 85.017857 L 555.876973 86.496429 L 555.138487 87.235714 L 554.4 87.975 L 555.138487 88.714286 L 556.61546 88.714286 L 557.353946 89.453571 L 556.61546 90.192857 L 555.876973 90.932143 L 555.138487 91.671429 L 554.4 92.410714 L 553.661513 93.15 L 552.923027 92.410714 L 552.18454 91.671429 L 551.446054 90.932143 L 551.446054 89.453571 L 551.446054 87.975 L 552.18454 87.235714 L 552.923027 86.496429 L 553.661513 85.757143 L 554.4 85.017857 L 554.4 83.539286 L 553.661513 82.8 L 552.923027 82.060714 L 552.923027 80.582143 L 553.661513 79.842857 L 554.4 79.103571 L 555.138487 78.364286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 527.075999 90.192857 L 528.552972 90.192857 L 529.291459 90.932143 L 529.291459 92.410714 L 528.552972 93.15 L 527.814486 92.410714 L 527.075999 91.671429 L 526.337513 90.932143 L 527.075999 90.192857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 577.293082 91.671429 L 578.770055 91.671429 L 579.508541 92.410714 L 579.508541 93.889286 L 578.770055 94.628571 L 578.031568 93.889286 L 577.293082 93.15 L 576.554595 92.410714 L 577.293082 91.671429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 568.431244 99.064286 L 569.16973 99.803571 L 568.431244 100.542857 L 567.692757 99.803571 L 568.431244 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 568.431244 102.021429 L 569.16973 102.760714 L 568.431244 103.5 L 567.692757 102.760714 L 568.431244 102.021429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 553.661513 103.5 L 554.4 104.239286 L 554.4 105.717857 L 554.4 107.196429 L 553.661513 107.935714 L 552.923027 108.675 L 552.923027 110.153571 L 552.923027 111.632143 L 552.923027 113.110714 L 552.923027 114.589286 L 552.18454 115.328571 L 551.446054 114.589286 L 551.446054 113.110714 L 551.446054 111.632143 L 551.446054 110.153571 L 551.446054 108.675 L 551.446054 107.196429 L 552.18454 106.457143 L 552.923027 105.717857 L 552.923027 104.239286 L 553.661513 103.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1db0bb2b02)" d="M 547.753621 119.764286 L 548.492108 120.503571 L 547.753621 121.242857 L 547.015135 120.503571 L 547.753621 119.764286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p1db0bb2b02)" d="M 556.61546 23.869692 L 561.046379 23.997823 L 564.000325 24.041305 L 565.607249 24.396429 L 566.954271 25.988186 L 571.38519 26.227673 L 572.862163 26.527165 L 575.816109 26.609831 L 578.770055 29.509062 L 580.247028 29.503125 L 583.200974 32.128647 L 584.854688 33.267857 L 585.21883 34.746429 L 586.576214 36.225 L 588.184643 37.703571 L 590.011323 39.182143 L 591.005535 40.660714 L 590.801083 42.139286 L 591.793276 43.617857 L 592.062812 45.117895 L 592.610922 46.575 L 593.62758 48.053571 L 593.373148 49.532143 L 593.539785 49.707487 L 594.551001 51.010714 L 594.571743 52.489286 L 595.016758 53.992335 L 596.116157 55.446429 L 595.891906 58.403571 L 595.964971 59.882143 L 597.203165 61.360714 L 597.30073 62.839286 L 597.220906 68.753571 L 598.561462 70.232143 L 598.68666 71.710714 L 598.633328 73.189286 L 599.918697 74.667857 L 601.229577 76.146429 L 601.569983 77.625 L 601.437867 79.103571 L 601.466416 80.582143 L 602.763986 82.060714 L 602.725625 85.017857 L 602.401623 87.721464 L 602.355787 87.975 L 602.296693 89.453571 L 602.401623 91.065975 L 602.659215 92.410714 L 603.104242 93.889286 L 603.167684 95.367857 L 601.89344 96.846429 L 601.980357 98.325 L 601.852294 101.282143 L 601.715628 107.196429 L 600.208056 108.675 L 600.186746 111.632143 L 598.686419 113.110714 L 598.606074 116.067857 L 597.149079 117.546429 L 596.493731 118.616087 L 596.107877 119.025 L 595.635583 120.503571 L 592.54142 123.460714 L 591.580309 124.939286 L 591.003606 126.417857 L 587.631893 129.706969 L 586.15492 131.0861 L 584.677947 132.648032 L 583.200974 133.071429 L 581.724001 133.827278 L 579.979485 135.289286 L 578.5719 136.767857 L 577.293082 137.507143 L 575.816109 137.890407 L 575.487014 138.246429 L 573.903772 139.725 L 572.862163 140.464286 L 571.38519 140.617234 L 570.858379 141.203571 L 569.908217 141.942857 L 568.431244 141.815086 L 566.954271 141.822762 L 564.000325 142.352935 L 563.606916 142.682143 L 562.523352 143.239243 L 561.046379 143.084353 L 559.569406 143.115762 L 558.089047 144.160714 L 555.092055 142.682143 L 553.661513 142.825974 L 552.18454 143.617982 L 550.707567 143.318606 L 549.230594 143.48518 L 547.753621 144.27253 L 546.276648 145.455636 L 543.322702 145.208295 L 541.845729 145.369571 L 540.368756 146.760126 L 538.891783 146.451632 L 538.198301 145.639286 L 537.41481 144.985638 L 535.937837 145.037016 L 534.460864 144.371165 L 534.274662 144.160714 L 530.029945 141.621052 L 529.612916 141.203571 L 528.552972 140.435281 L 527.075999 139.968534 L 526.832728 139.725 L 525.599026 138.79602 L 524.122053 138.73905 L 523.342453 138.246429 L 522.296369 136.767857 L 521.168107 135.745491 L 519.691134 134.808196 L 518.214161 133.11375 L 514.773342 129.375 L 513.417285 126.417857 L 512.306269 124.893772 L 509.773586 121.982143 L 506.963124 119.025 L 507.075871 116.067857 L 505.627293 114.589286 L 505.65989 113.110714 L 505.541083 111.632143 L 504.388624 110.153571 L 504.168223 108.675 L 504.230955 107.196429 L 503.246761 105.717857 L 502.713999 104.239286 L 502.838509 102.760714 L 502.858064 96.846429 L 503.444431 96.099617 L 504.191342 95.367857 L 504.509673 93.889286 L 504.342728 92.410714 L 504.968417 89.453571 L 505.228417 86.496429 L 504.812713 85.017857 L 503.743932 83.539286 L 504.322188 82.060714 L 504.921404 81.384573 L 505.456414 80.582143 L 505.378877 79.103571 L 505.515571 77.625 L 506.941603 76.146429 L 507.971135 74.667857 L 508.532239 73.189286 L 510.068643 71.710714 L 510.252621 70.232143 L 511.56188 67.275 L 511.632133 62.839286 L 511.918837 61.360714 L 511.643883 59.882143 L 513.150358 58.403571 L 513.46855 51.010714 L 513.294204 49.532143 L 513.783242 48.923103 L 514.660981 48.053571 L 515.248264 46.575 L 515.095868 45.096429 L 515.801083 43.617857 L 518.214161 40.168734 L 518.568085 39.182143 L 519.691134 37.544274 L 520.195249 36.225 L 520.93148 34.746429 L 521.168107 34.539371 L 522.952864 33.267857 L 524.859366 31.789286 L 525.599026 31.121126 L 527.075999 30.707716 L 530.029945 30.917445 L 531.506918 30.767289 L 535.037712 27.353571 L 535.937837 26.565439 L 537.41481 25.480367 L 538.891783 25.488506 L 540.368756 25.030997 L 541.845729 25.059926 L 543.322702 24.771688 L 547.753621 24.898703 L 549.230594 25.214575 L 555.138487 25.316922 L 556.61546 23.869692 L 556.61546 23.869692 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 495.321079 19.89375 L 502.007329 19.89375 L 502.007329 8.28 L 495.321079 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(495.321079 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_11"> <g id="patch_12"> <path d="M 605.140796 19.89375 L 613.478921 19.89375 L 613.478921 8.28 L 605.140796 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(605.140796 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 480.551349 165.6 L 512.175099 165.6 L 512.175099 153.98625 L 480.551349 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=35 --> <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(480.551349 163.104375)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-33"/> <use x="199.902344" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p04a1c4ed80)"> <image height="165.6" id="image0dfb4f489d" transform="scale(1 -1)translate(0 -165.6)" width="147.84" x="639" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p04a1c4ed80)" d="M 700.245729 48.792857 L 701.722702 48.792857 L 702.461189 49.532143 L 702.461189 51.010714 L 703.938162 52.489286 L 703.938162 56.925 L 708.369081 61.360714 L 708.369081 65.796429 L 707.630594 66.535714 L 706.153621 66.535714 L 705.415135 65.796429 L 706.892108 64.317857 L 704.676648 62.1 L 700.245729 62.1 L 699.507243 62.839286 L 699.507243 74.667857 L 698.768756 75.407143 L 697.291783 73.928571 L 696.553297 74.667857 L 696.553297 76.146429 L 697.291783 76.885714 L 698.768756 76.885714 L 699.507243 77.625 L 699.507243 80.582143 L 698.03027 82.060714 L 698.03027 86.496429 L 697.291783 87.235714 L 694.337837 87.235714 L 693.599351 87.975 L 694.337837 88.714286 L 695.81481 88.714286 L 696.553297 89.453571 L 695.076324 90.932143 L 695.076324 92.410714 L 696.553297 93.889286 L 695.076324 95.367857 L 695.076324 96.846429 L 696.553297 98.325 L 696.553297 99.803571 L 690.645405 105.717857 L 690.645405 107.196429 L 687.691459 110.153571 L 689.168432 111.632143 L 689.168432 113.110714 L 690.645405 114.589286 L 689.906918 115.328571 L 688.429945 115.328571 L 687.691459 114.589286 L 687.691459 113.110714 L 686.214486 111.632143 L 686.214486 108.675 L 684.737513 107.196429 L 684.737513 104.239286 L 683.26054 102.760714 L 685.475999 100.542857 L 686.952972 100.542857 L 690.645405 96.846429 L 690.645405 93.889286 L 689.168432 92.410714 L 689.168432 87.975 L 690.645405 86.496429 L 690.645405 83.539286 L 689.168432 82.060714 L 689.168432 80.582143 L 687.691459 79.103571 L 687.691459 77.625 L 689.168432 76.146429 L 689.168432 74.667857 L 692.122378 71.710714 L 692.122378 65.796429 L 695.076324 62.839286 L 695.076324 59.882143 L 693.599351 58.403571 L 695.81481 56.185714 L 697.291783 56.185714 L 698.03027 55.446429 L 698.03027 53.967857 L 696.553297 52.489286 L 697.291783 51.75 L 698.768756 51.75 L 699.507243 51.010714 L 699.507243 49.532143 L 700.245729 48.792857 L 700.245729 48.792857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 726.831244 53.228571 L 728.308217 53.228571 L 729.046703 53.967857 L 729.046703 55.446429 L 730.523676 56.925 L 730.523676 59.882143 L 732.000649 61.360714 L 732.000649 64.317857 L 730.523676 65.796429 L 730.523676 67.275 L 732.000649 68.753571 L 732.000649 70.232143 L 733.477622 71.710714 L 733.477622 73.189286 L 736.431568 76.146429 L 736.431568 79.103571 L 739.385514 82.060714 L 736.431568 85.017857 L 737.908541 86.496429 L 737.908541 90.932143 L 736.431568 92.410714 L 736.431568 93.889286 L 734.954595 95.367857 L 736.431568 96.846429 L 736.431568 107.196429 L 734.954595 108.675 L 734.954595 111.632143 L 733.477622 113.110714 L 733.477622 114.589286 L 732.739136 115.328571 L 731.262163 113.85 L 729.78519 113.85 L 726.831244 116.807143 L 723.138811 113.110714 L 724.615784 111.632143 L 723.877298 110.892857 L 722.400325 112.371429 L 721.661838 111.632143 L 721.661838 108.675 L 723.138811 107.196429 L 723.138811 105.717857 L 718.707892 101.282143 L 718.707892 99.803571 L 720.184865 98.325 L 718.707892 96.846429 L 718.707892 92.410714 L 719.446379 91.671429 L 723.877298 96.107143 L 726.831244 96.107143 L 727.56973 95.367857 L 727.56973 93.889286 L 726.092757 92.410714 L 726.092757 90.932143 L 726.831244 90.192857 L 728.308217 90.192857 L 729.78519 91.671429 L 730.523676 90.932143 L 730.523676 87.975 L 729.78519 87.235714 L 728.308217 87.235714 L 727.56973 86.496429 L 727.56973 62.839286 L 726.831244 62.1 L 722.400325 62.1 L 721.661838 62.839286 L 721.661838 65.796429 L 720.923352 66.535714 L 720.184865 65.796429 L 720.184865 64.317857 L 718.707892 62.839286 L 721.661838 59.882143 L 721.661838 58.403571 L 720.184865 56.925 L 720.923352 56.185714 L 725.354271 56.185714 L 726.092757 55.446429 L 726.092757 53.967857 L 726.831244 53.228571 L 726.831244 53.228571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 719.446379 66.535714 L 720.184865 67.275 L 720.184865 68.753571 L 719.446379 69.492857 L 718.707892 68.753571 L 718.707892 67.275 L 719.446379 66.535714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 709.107567 68.014286 L 709.846054 68.753571 L 709.846054 70.232143 L 709.846054 71.710714 L 709.846054 73.189286 L 709.107567 73.928571 L 708.369081 73.189286 L 708.369081 71.710714 L 708.369081 70.232143 L 708.369081 68.753571 L 709.107567 68.014286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 713.538487 68.014286 L 714.276973 68.753571 L 713.538487 69.492857 L 712.8 68.753571 L 713.538487 68.014286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 716.492433 68.014286 L 717.230919 68.753571 L 716.492433 69.492857 L 715.753946 68.753571 L 716.492433 68.014286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 717.969406 69.492857 L 718.707892 70.232143 L 717.969406 70.971429 L 717.230919 70.232143 L 717.969406 69.492857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 713.538487 72.45 L 714.276973 73.189286 L 713.538487 73.928571 L 712.8 73.189286 L 713.538487 72.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 717.969406 72.45 L 718.707892 73.189286 L 717.969406 73.928571 L 717.230919 73.189286 L 717.969406 72.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 712.061513 73.928571 L 712.8 74.667857 L 712.8 76.146429 L 712.061513 76.885714 L 711.323027 77.625 L 710.58454 78.364286 L 709.846054 77.625 L 709.846054 76.146429 L 710.58454 75.407143 L 711.323027 74.667857 L 712.061513 73.928571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 712.061513 81.321429 L 713.538487 81.321429 L 714.276973 82.060714 L 713.538487 82.8 L 712.061513 82.8 L 711.323027 82.060714 L 712.061513 81.321429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 704.676648 90.192857 L 705.415135 90.932143 L 705.415135 92.410714 L 704.676648 93.15 L 703.938162 93.889286 L 703.199675 94.628571 L 702.461189 95.367857 L 702.461189 96.846429 L 702.461189 98.325 L 701.722702 99.064286 L 700.984216 99.803571 L 701.722702 100.542857 L 702.461189 101.282143 L 701.722702 102.021429 L 700.984216 102.760714 L 700.984216 104.239286 L 701.722702 104.978571 L 702.461189 105.717857 L 701.722702 106.457143 L 700.984216 107.196429 L 700.245729 107.935714 L 699.507243 107.196429 L 699.507243 105.717857 L 698.768756 104.978571 L 698.03027 105.717857 L 698.03027 107.196429 L 698.03027 108.675 L 698.768756 109.414286 L 699.507243 110.153571 L 698.768756 110.892857 L 697.291783 110.892857 L 695.81481 110.892857 L 695.076324 111.632143 L 695.076324 113.110714 L 694.337837 113.85 L 693.599351 113.110714 L 692.860864 112.371429 L 692.122378 111.632143 L 692.860864 110.892857 L 693.599351 110.153571 L 693.599351 108.675 L 694.337837 107.935714 L 695.076324 107.196429 L 694.337837 106.457143 L 693.599351 105.717857 L 694.337837 104.978571 L 695.81481 104.978571 L 696.553297 104.239286 L 696.553297 102.760714 L 697.291783 102.021429 L 698.03027 101.282143 L 698.03027 99.803571 L 698.03027 98.325 L 698.03027 96.846429 L 698.768756 96.107143 L 700.245729 96.107143 L 700.984216 95.367857 L 700.984216 93.889286 L 701.722702 93.15 L 702.461189 92.410714 L 703.199675 91.671429 L 703.938162 90.932143 L 704.676648 90.192857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 729.78519 110.892857 L 729.046703 111.632143 L 729.78519 112.371429 L 730.523676 111.632143 L 729.78519 110.892857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 720.923352 112.371429 L 721.661838 113.110714 L 720.923352 113.85 L 720.184865 113.110714 L 720.923352 112.371429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 716.492433 115.328571 L 717.230919 116.067857 L 716.492433 116.807143 L 715.753946 116.067857 L 716.492433 115.328571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p04a1c4ed80)" d="M 713.538487 60.621429 L 714.276973 61.360714 L 714.276973 62.839286 L 714.276973 64.317857 L 714.276973 65.796429 L 714.276973 67.275 L 714.276973 68.753571 L 714.276973 70.232143 L 714.276973 71.710714 L 714.276973 73.189286 L 713.538487 73.928571 L 712.8 73.189286 L 712.8 71.710714 L 712.061513 70.971429 L 711.323027 70.232143 L 711.323027 68.753571 L 711.323027 67.275 L 712.061513 66.535714 L 712.8 65.796429 L 712.8 64.317857 L 712.8 62.839286 L 712.8 61.360714 L 713.538487 60.621429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 709.107567 69.492857 L 709.846054 70.232143 L 709.107567 70.971429 L 708.369081 70.232143 L 709.107567 69.492857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 713.538487 88.714286 L 714.276973 89.453571 L 714.276973 90.932143 L 713.538487 91.671429 L 712.8 92.410714 L 712.8 93.889286 L 712.061513 94.628571 L 710.58454 94.628571 L 709.846054 93.889286 L 709.846054 92.410714 L 710.58454 91.671429 L 711.323027 90.932143 L 712.061513 90.192857 L 712.8 89.453571 L 713.538487 88.714286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p04a1c4ed80)" d="M 712.061513 102.021429 L 712.8 102.760714 L 712.8 104.239286 L 712.8 105.717857 L 712.8 107.196429 L 712.061513 107.935714 L 711.323027 108.675 L 710.58454 109.414286 L 709.846054 108.675 L 709.846054 107.196429 L 709.846054 105.717857 L 709.846054 104.239286 L 710.58454 103.5 L 711.323027 102.760714 L 712.061513 102.021429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p04a1c4ed80)" d="M 698.768756 25.099777 L 700.245729 24.804842 L 704.676648 25.000249 L 707.630594 25.057329 L 709.107567 25.32592 L 710.58454 25.084597 L 713.538487 25.135714 L 715.01546 24.574076 L 717.969406 24.69848 L 725.354271 24.907396 L 726.831244 26.130883 L 728.308217 26.155096 L 729.78519 27.407369 L 731.262163 27.512614 L 732.739136 28.894667 L 734.216109 29.161652 L 735.693082 30.335981 L 737.610708 31.789286 L 738.647028 32.639528 L 740.124001 34.127043 L 741.600974 35.485783 L 744.249358 37.703571 L 744.833598 39.182143 L 746.221061 40.660714 L 746.401822 42.139286 L 748.450844 45.096429 L 748.985839 46.76624 L 749.807865 51.010714 L 750.982556 52.489286 L 752.439316 53.967857 L 752.801444 55.446429 L 753.416758 57.029461 L 754.224999 58.403571 L 754.904607 59.882143 L 755.712747 61.360714 L 755.581247 70.232143 L 757.032959 71.710714 L 757.006175 73.189286 L 757.847677 74.99407 L 758.412828 76.146429 L 758.346741 77.625 L 759.785525 79.103571 L 759.799121 80.582143 L 759.619176 82.060714 L 760.801623 83.980804 L 761.223702 85.017857 L 760.704793 89.453571 L 760.451443 93.889286 L 760.20574 101.282143 L 760.179683 102.760714 L 759.890433 104.239286 L 759.32465 104.758351 L 758.586164 105.717857 L 758.642448 107.196429 L 758.407977 108.675 L 757.228888 110.153571 L 757.070177 111.632143 L 757.107298 113.110714 L 756.89934 114.589286 L 755.559314 116.067857 L 755.383039 117.546429 L 754.018935 119.025 L 753.852575 120.503571 L 751.939785 122.305598 L 737.170055 135.930482 L 735.693082 136.201585 L 735.196189 136.767857 L 734.216109 137.477867 L 732.739136 137.686415 L 731.262163 139.018328 L 729.78519 140.290504 L 728.308217 140.086817 L 725.354271 140.004468 L 723.877298 139.813228 L 722.400325 140.138526 L 720.923352 141.536659 L 719.446379 141.093274 L 716.492433 140.939004 L 715.01546 140.878331 L 713.538487 140.62828 L 712.061513 139.167888 L 710.58454 139.130559 L 709.107567 139.517854 L 708.919427 139.725 L 707.630594 140.593537 L 706.153621 140.886841 L 705.837233 141.203571 L 703.199675 143.259211 L 701.722702 143.495465 L 697.291783 143.360128 L 695.81481 142.368197 L 694.337837 141.863525 L 692.860864 141.898507 L 691.383891 141.463646 L 688.429945 138.577651 L 686.952972 138.756292 L 685.475999 138.08792 L 683.999026 136.92395 L 682.522053 136.353533 L 681.04508 134.609421 L 678.804625 132.332143 L 678.091134 131.83398 L 676.614161 131.372815 L 675.137188 129.698677 L 674.81386 129.375 L 668.314291 121.982143 L 666.853965 120.503571 L 666.775814 119.025 L 666.999718 117.546429 L 666.27535 116.682071 L 665.573449 116.067857 L 665.518224 114.589286 L 664.602576 113.110714 L 664.051682 111.632143 L 664.05989 110.153571 L 662.582917 107.196429 L 662.657893 105.717857 L 662.661443 102.760714 L 662.805482 95.367857 L 663.920398 93.889286 L 664.482064 92.410714 L 664.538815 90.932143 L 664.4541 89.453571 L 663.53578 87.975 L 663.324323 86.496429 L 663.50903 83.539286 L 663.578943 80.582143 L 664.798377 78.963105 L 665.255719 77.625 L 666.82714 76.146429 L 666.80338 74.667857 L 668.276056 73.189286 L 668.394417 71.710714 L 669.795137 70.232143 L 669.938201 68.753571 L 669.967782 64.317857 L 670.031261 62.839286 L 669.967782 61.360714 L 670.706269 60.440694 L 671.310225 59.882143 L 671.548099 58.403571 L 671.493741 56.925 L 672.183242 55.413674 L 673.081469 53.967857 L 673.046436 52.489286 L 673.660215 51.715163 L 674.419156 51.010714 L 674.85586 49.532143 L 676.442056 46.575 L 676.648988 45.096429 L 677.375411 43.617857 L 677.49011 42.139286 L 678.091134 41.364174 L 678.858401 40.660714 L 681.156771 37.703571 L 682.751794 36.225 L 683.338481 34.746429 L 685.475999 32.997354 L 687.255811 31.789286 L 689.906918 29.641524 L 691.429541 28.832143 L 692.860864 29.016211 L 694.337837 28.734871 L 695.995917 27.353571 L 697.594976 25.875 L 698.768756 25.099777 L 698.768756 25.099777 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 653.721079 19.89375 L 660.407329 19.89375 L 660.407329 8.28 L 653.721079 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(653.721079 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_14"> <g id="patch_15"> <path d="M 763.540796 19.89375 L 771.878921 19.89375 L 771.878921 8.28 L 763.540796 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(763.540796 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 638.951349 165.6 L 670.575099 165.6 L 670.575099 153.98625 L 638.951349 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=45 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(638.951349 163.104375)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-34"/> <use x="199.902344" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p0b332c42cb)"> <image height="165.6" id="imageeb24d84dfa" transform="scale(1 -1)translate(0 -165.6)" width="147.84" x="797" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p0b332c42cb)" d="M 864.553621 62.1 L 865.292108 62.839286 L 865.292108 64.317857 L 862.338162 67.275 L 862.338162 70.232143 L 860.861189 71.710714 L 860.861189 76.146429 L 862.338162 77.625 L 862.338162 80.582143 L 860.861189 82.060714 L 860.861189 83.539286 L 857.907243 86.496429 L 857.907243 87.975 L 856.43027 89.453571 L 856.43027 95.367857 L 854.953297 96.846429 L 854.953297 99.803571 L 859.384216 104.239286 L 859.384216 105.717857 L 860.861189 107.196429 L 860.861189 108.675 L 857.168756 112.371429 L 855.691783 112.371429 L 853.476324 110.153571 L 854.953297 108.675 L 854.953297 107.196429 L 853.476324 105.717857 L 853.476324 104.239286 L 852.737837 103.5 L 851.260864 104.978571 L 849.783891 104.978571 L 847.568432 102.760714 L 847.568432 101.282143 L 846.829945 100.542857 L 845.352972 100.542857 L 844.614486 99.803571 L 845.352972 99.064286 L 846.829945 99.064286 L 847.568432 98.325 L 847.568432 96.846429 L 846.829945 96.107143 L 845.352972 96.107143 L 844.614486 95.367857 L 844.614486 93.889286 L 846.091459 92.410714 L 846.091459 89.453571 L 849.045405 86.496429 L 847.568432 85.017857 L 847.568432 83.539286 L 848.306918 82.8 L 850.522378 85.017857 L 850.522378 86.496429 L 852.737837 88.714286 L 854.21481 88.714286 L 856.43027 86.496429 L 856.43027 85.017857 L 853.476324 82.060714 L 853.476324 80.582143 L 854.953297 79.103571 L 854.953297 76.146429 L 854.21481 75.407143 L 853.476324 76.146429 L 853.476324 79.103571 L 852.737837 79.842857 L 851.260864 79.842857 L 850.522378 79.103571 L 850.522378 74.667857 L 852.737837 72.45 L 855.691783 72.45 L 859.384216 68.753571 L 857.907243 67.275 L 861.599675 63.578571 L 863.076648 63.578571 L 864.553621 62.1 L 864.553621 62.1 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0b332c42cb)" d="M 880.800325 72.45 L 881.538811 73.189286 L 882.277298 73.928571 L 883.754271 73.928571 L 884.492757 74.667857 L 885.231244 75.407143 L 885.96973 76.146429 L 885.96973 77.625 L 885.96973 79.103571 L 885.96973 80.582143 L 886.708217 81.321429 L 887.446703 82.060714 L 887.446703 83.539286 L 887.446703 85.017857 L 887.446703 86.496429 L 887.446703 87.975 L 887.446703 89.453571 L 887.446703 90.932143 L 888.18519 91.671429 L 889.662163 91.671429 L 891.139136 91.671429 L 892.616109 91.671429 L 893.354595 92.410714 L 893.354595 93.889286 L 893.354595 95.367857 L 892.616109 96.107143 L 891.139136 96.107143 L 890.400649 96.846429 L 889.662163 97.585714 L 888.923676 98.325 L 888.923676 99.803571 L 888.923676 101.282143 L 889.662163 102.021429 L 890.400649 102.760714 L 889.662163 103.5 L 888.18519 103.5 L 887.446703 104.239286 L 886.708217 104.978571 L 885.96973 105.717857 L 885.231244 106.457143 L 883.754271 106.457143 L 883.015784 105.717857 L 883.754271 104.978571 L 884.492757 104.239286 L 885.231244 103.5 L 885.96973 102.760714 L 885.96973 101.282143 L 885.231244 100.542857 L 884.492757 99.803571 L 884.492757 98.325 L 884.492757 96.846429 L 884.492757 95.367857 L 884.492757 93.889286 L 884.492757 92.410714 L 884.492757 90.932143 L 883.754271 90.192857 L 883.015784 89.453571 L 883.015784 87.975 L 882.277298 87.235714 L 881.538811 86.496429 L 881.538811 85.017857 L 880.800325 84.278571 L 880.061838 83.539286 L 880.061838 82.060714 L 880.061838 80.582143 L 879.323352 79.842857 L 878.584865 79.103571 L 878.584865 77.625 L 877.846379 76.885714 L 877.107892 76.146429 L 877.107892 74.667857 L 877.846379 73.928571 L 879.323352 73.928571 L 880.061838 73.189286 L 880.800325 72.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0b332c42cb)" d="M 864.553621 93.15 L 865.292108 93.889286 L 864.553621 94.628571 L 863.815135 93.889286 L 864.553621 93.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0b332c42cb)" d="M 849.783891 97.585714 L 849.045405 98.325 L 849.783891 99.064286 L 850.522378 98.325 L 849.783891 97.585714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0b332c42cb)" d="M 876.369406 97.585714 L 877.107892 98.325 L 876.369406 99.064286 L 875.630919 98.325 L 876.369406 97.585714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0b332c42cb)" d="M 879.323352 103.5 L 880.061838 104.239286 L 880.061838 105.717857 L 879.323352 106.457143 L 878.584865 105.717857 L 878.584865 104.239286 L 879.323352 103.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p0b332c42cb)" d="M 870.461513 68.014286 L 871.2 68.753571 L 871.2 70.232143 L 871.2 71.710714 L 870.461513 72.45 L 869.723027 71.710714 L 869.723027 70.232143 L 869.723027 68.753571 L 870.461513 68.014286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p0b332c42cb)" d="M 861.599675 28.434165 L 863.076648 27.619238 L 866.030594 27.778944 L 867.507567 27.887827 L 868.98454 29.222632 L 870.461513 29.119608 L 874.892433 29.259822 L 883.754271 29.445209 L 885.231244 30.417507 L 888.18519 30.923707 L 889.662163 31.9742 L 891.139136 32.304392 L 892.616109 34.986192 L 894.11481 36.225 L 895.570055 37.002983 L 897.047028 36.892943 L 898.511913 37.703571 L 898.595193 39.182143 L 899.130084 40.660714 L 902.57603 43.617857 L 902.687294 45.096429 L 904.15752 46.575 L 904.900918 48.053571 L 905.112045 49.532143 L 906.802804 51.010714 L 906.877878 52.489286 L 908.201114 53.967857 L 909.606872 56.925 L 910.339785 57.919132 L 910.846721 58.403571 L 911.268174 59.882143 L 912.24006 61.360714 L 912.555245 64.317857 L 912.459305 70.232143 L 912.813996 71.710714 L 913.293731 72.15825 L 913.99898 73.189286 L 913.78557 76.146429 L 913.895581 77.625 L 915.289868 79.103571 L 916.047682 80.582143 L 916.419629 82.060714 L 916.492493 83.539286 L 916.232094 86.496429 L 916.041596 87.975 L 916.023761 89.453571 L 917.401523 90.932143 L 917.485817 92.410714 L 917.22717 95.367857 L 917.10817 99.803571 L 917.102522 101.282143 L 916.519123 102.760714 L 916.247677 104.333196 L 916.893048 105.717857 L 916.247677 107.254558 L 915.509191 108.675 L 914.770704 110.264353 L 913.975007 111.632143 L 914.0062 113.110714 L 913.293731 114.728847 L 912.493787 116.067857 L 911.816758 117.677586 L 910.06117 119.025 L 908.813669 121.982143 L 906.997387 123.460714 L 901.477947 128.792984 L 900.000974 130.020046 L 898.524001 130.856071 L 897.047028 131.495381 L 895.570055 133.090319 L 894.093082 134.127607 L 892.616109 133.687997 L 891.139136 134.778531 L 889.662163 135.207296 L 888.170599 135.289286 L 886.708217 136.297171 L 885.231244 136.853171 L 883.754271 137.949966 L 882.277298 137.79182 L 877.846379 137.690123 L 873.41546 137.454284 L 871.938487 136.099819 L 870.461513 136.059313 L 868.98454 135.88051 L 867.507567 135.516321 L 866.806301 136.767857 L 866.030594 137.371753 L 864.553621 137.611167 L 863.977705 138.246429 L 863.076648 138.983683 L 861.599675 138.868249 L 860.122702 138.962159 L 857.168756 138.781665 L 852.737837 138.686143 L 851.679055 138.246429 L 851.260864 137.937916 L 850.576559 136.767857 L 849.783891 135.753965 L 848.306918 135.007709 L 846.780283 135.289286 L 845.352972 134.621168 L 844.62034 133.810714 L 843.875999 133.220579 L 842.399026 133.398882 L 840.922053 132.919397 L 840.376659 132.332143 L 839.44508 131.666903 L 837.968107 131.334103 L 836.307616 129.375 L 835.014161 127.747496 L 833.537188 126.25523 L 832.060215 124.464425 L 830.583242 122.845425 L 826.834213 119.025 L 826.818421 117.546429 L 826.152323 116.601986 L 825.617749 116.067857 L 825.230609 114.589286 L 825.413836 113.110714 L 823.198377 108.439973 L 822.434762 107.196429 L 822.45989 105.717857 L 822.332933 104.239286 L 821.721404 103.661791 L 820.982917 102.760714 L 821.067077 101.282143 L 821.297813 99.803571 L 821.980642 98.325 L 822.370045 96.846429 L 821.128735 95.367857 L 821.437726 93.889286 L 822.069314 92.410714 L 822.854998 90.932143 L 823.198377 83.398952 L 824.763184 82.060714 L 825.027565 80.582143 L 826.226502 77.625 L 827.915127 76.146429 L 828.272335 74.667857 L 828.250026 70.232143 L 828.416154 68.753571 L 828.842011 67.275 L 829.540822 65.796429 L 829.978419 62.839286 L 831.021252 59.882143 L 832.26316 58.403571 L 833.041021 56.925 L 834.040322 53.967857 L 835.233127 52.489286 L 836.016123 51.010714 L 835.974596 49.532143 L 836.491134 47.948862 L 838.513956 45.096429 L 839.44508 44.270591 L 839.969457 43.617857 L 840.05322 42.139286 L 841.273294 40.660714 L 842.612641 39.182143 L 843.526829 37.703571 L 849.213535 33.267857 L 849.783891 32.737317 L 851.260864 32.089749 L 852.759867 31.789286 L 854.21481 30.909036 L 855.691783 30.883206 L 856.612053 30.310714 L 857.168756 29.815363 L 860.122702 29.481321 L 861.599675 28.434165 L 861.599675 28.434165 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 812.121079 19.89375 L 818.807329 19.89375 L 818.807329 8.28 L 812.121079 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(812.121079 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_17"> <g id="patch_18"> <path d="M 921.940796 19.89375 L 930.278921 19.89375 L 930.278921 8.28 L 921.940796 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(921.940796 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 797.351349 165.6 L 828.975099 165.6 L 828.975099 153.98625 L 797.351349 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=55 --> <g style="fill:#ffffff;" transform="translate(797.351349 163.104375)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-35"/> <use x="199.902344" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p9619a3acb0)"> <image height="165.6" id="image96a82bc565" transform="scale(1 -1)translate(0 -165.6)" width="147.84" x="956" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p9619a3acb0)" d="M 1025.907567 34.024219 L 1027.38454 33.515215 L 1030.338487 33.679333 L 1033.292433 33.746286 L 1034.769406 34.007154 L 1036.246379 35.025542 L 1037.723352 35.323867 L 1039.200325 36.087985 L 1040.677298 35.828296 L 1042.154271 36.767715 L 1043.631244 37.137965 L 1045.108217 38.066327 L 1046.58519 39.488649 L 1049.539136 41.454307 L 1051.341399 43.617857 L 1052.493082 45.407957 L 1053.970055 47.192978 L 1055.447028 47.437803 L 1055.684701 48.053571 L 1056.469141 49.532143 L 1059.924624 52.489286 L 1061.35492 53.213345 L 1062.831893 54.745245 L 1063.474689 55.446429 L 1063.60694 56.925 L 1065.047353 58.403571 L 1065.785839 60.172997 L 1066.331995 61.360714 L 1066.625392 64.317857 L 1066.909787 65.796429 L 1067.706966 67.275 L 1066.560534 68.753571 L 1067.262812 70.317117 L 1067.98839 71.710714 L 1067.761372 74.667857 L 1067.721848 76.146429 L 1068.1565 79.103571 L 1068.739785 80.829008 L 1069.242126 82.060714 L 1070.534224 83.539286 L 1071.099568 85.017857 L 1071.19951 86.496429 L 1071.693731 88.897448 L 1072.569925 92.410714 L 1072.669782 93.889286 L 1072.510816 101.282143 L 1071.701439 102.760714 L 1072.18503 104.239286 L 1071.693731 104.790965 L 1071.055209 105.717857 L 1070.955245 107.196429 L 1069.478272 110.153571 L 1069.393977 111.632143 L 1068.210893 113.110714 L 1066.931548 114.589286 L 1065.785839 116.299906 L 1064.918531 117.546429 L 1064.867781 119.025 L 1063.641014 120.503571 L 1060.480402 123.460714 L 1056.924001 127.199394 L 1055.447028 127.566396 L 1055.085209 127.896429 L 1053.970055 128.729631 L 1052.493082 129.172022 L 1052.290323 129.375 L 1051.016109 130.226154 L 1049.490551 130.853571 L 1046.58519 132.614663 L 1045.108217 133.142407 L 1043.631244 133.192019 L 1042.154271 133.784956 L 1040.677298 133.542438 L 1039.200325 133.623077 L 1037.723352 133.248076 L 1036.246379 133.006711 L 1033.292433 133.071429 L 1031.702207 132.332143 L 1030.338487 130.629785 L 1028.861513 129.622706 L 1027.38454 130.172652 L 1025.295435 132.332143 L 1023.70686 133.810714 L 1022.953621 134.418252 L 1018.748408 133.810714 L 1018.234995 133.810714 L 1015.568756 133.980702 L 1014.091783 133.44668 L 1012.61481 132.000865 L 1011.137837 132.193249 L 1008.183891 131.8071 L 1006.706918 131.309469 L 1006.321331 130.853571 L 1005.229945 130.114286 L 1002.275999 130.142999 L 1000.799026 130.151818 L 999.322053 129.085927 L 997.833479 127.896429 L 996.238237 126.417857 L 993.912834 124.939286 L 992.727195 123.460714 L 988.983242 117.752918 L 988.792698 117.546429 L 987.867119 116.067857 L 987.44443 113.110714 L 986.029296 111.285656 L 985.400733 110.153571 L 985.262535 108.675 L 985.000215 107.196429 L 984.552323 106.76059 L 982.635804 104.239286 L 982.336863 102.760714 L 982.278555 101.282143 L 982.389157 99.803571 L 982.379454 98.325 L 982.047927 96.846429 L 983.07535 92.227859 L 984.054142 89.453571 L 984.552323 86.436391 L 985.738728 85.017857 L 985.796987 83.539286 L 987.194687 82.060714 L 987.791663 80.582143 L 988.148803 79.103571 L 988.983242 77.170899 L 989.257221 76.146429 L 989.491856 74.667857 L 989.567544 73.189286 L 989.532481 70.232143 L 989.610498 68.753571 L 989.9033 67.275 L 990.460215 65.646632 L 991.090937 64.317857 L 993.583232 59.882143 L 994.539001 58.403571 L 994.891134 58.101628 L 995.720976 56.925 L 995.820353 55.446429 L 996.368107 54.692637 L 997.84508 54.161355 L 998.008676 53.967857 L 999.322053 52.208591 L 1001.079068 51.010714 L 1002.973996 49.532143 L 1004.175232 48.053571 L 1005.229945 46.547899 L 1007.144354 45.096429 L 1009.063636 43.617857 L 1010.270312 42.139286 L 1010.857396 40.660714 L 1011.137837 40.457229 L 1012.61481 38.899154 L 1013.502793 37.703571 L 1014.091783 37.231902 L 1015.568756 36.203995 L 1017.045729 35.5533 L 1018.522702 35.595173 L 1019.999675 35.514371 L 1022.953621 35.540241 L 1024.612955 34.746429 L 1025.907567 34.024219 L 1025.907567 34.024219 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 970.521079 19.89375 L 977.207329 19.89375 L 977.207329 8.28 L 970.521079 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(970.521079 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_20"> <g id="patch_21"> <path d="M 1080.340796 19.89375 L 1088.678921 19.89375 L 1088.678921 8.28 L 1080.340796 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1080.340796 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 955.751349 165.6 L 987.375099 165.6 L 987.375099 153.98625 L 955.751349 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=65 --> <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(955.751349 163.104375)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-36"/> <use x="199.902344" xlink:href="#DejaVuSans-35"/> </g> </g> </g> </g> <defs> <clipPath id="p14efcf1fcd"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p433500d35c"> <rect height="165.6" width="147.697302" x="5.351349" y="0"/> </clipPath> <clipPath id="p1632aa7a2d"> <rect height="165.6" width="147.697302" x="163.751349" y="0"/> </clipPath> <clipPath id="pb2352b0018"> <rect height="165.6" width="147.697302" x="322.151349" y="0"/> </clipPath> <clipPath id="p1db0bb2b02"> <rect height="165.6" width="147.697302" x="480.551349" y="0"/> </clipPath> <clipPath id="p04a1c4ed80"> <rect height="165.6" width="147.697302" x="638.951349" y="0"/> </clipPath> <clipPath id="p0b332c42cb"> <rect height="165.6" width="147.697302" x="797.351349" y="0"/> </clipPath> <clipPath id="p9619a3acb0"> <rect height="165.6" width="147.697302" x="955.751349" y="0"/> </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-f215e210-87b2-46f8-ab4d-7f5f962ab7e7"> <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(#pea9104d904)"> <image height="165.6" id="image2a57fa6e38" 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(#p3e81c87296)"> <image height="143.52" id="image954b2d8d12" transform="scale(1 -1)translate(0 -143.52)" width="187.2" x="1123" xlink:href="data:image/png;base64,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" y="-11.08"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p3e81c87296)" d="M 1192.564286 48.575488 L 1194.235714 48.287563 L 1195.907143 48.991075 L 1197.578571 49.438373 L 1200.921429 48.02881 L 1202.592857 48.784809 L 1205.935714 47.795601 L 1207.607143 47.835719 L 1209.278571 48.18344 L 1212.621429 49.051293 L 1214.292857 49.272913 L 1215.964286 49.745187 L 1216.812367 50.295915 L 1217.635714 51.470005 L 1220.978571 52.353246 L 1224.321429 52.968031 L 1225.992857 53.205581 L 1227.664286 53.01511 L 1229.335714 52.313625 L 1231.007143 52.813479 L 1232.678571 52.831243 L 1233.679797 53.629667 L 1234.35 54.629211 L 1236.021429 55.637323 L 1239.364286 56.155392 L 1241.035714 56.35912 L 1244.378571 57.424181 L 1245.255659 58.630296 L 1246.05 59.422473 L 1247.721429 59.930878 L 1248.086166 60.297172 L 1248.806295 61.964048 L 1249.392857 62.904518 L 1251.064286 63.969577 L 1253.576698 66.964676 L 1254.407143 68.280932 L 1254.950037 68.631553 L 1256.078571 70.777838 L 1257.368075 71.965305 L 1257.576543 73.632181 L 1257.75 73.805166 L 1259.421429 74.113703 L 1260.924939 75.299057 L 1261.092857 75.65239 L 1262.764286 77.524058 L 1263.310595 78.63281 L 1264.435714 79.93283 L 1266.241974 80.299686 L 1266.429991 81.966562 L 1266.920384 83.633438 L 1268.646578 86.96719 L 1267.650606 91.967819 L 1267.778571 92.087776 L 1268.728641 93.634695 L 1268.465123 95.301571 L 1267.689915 96.968447 L 1266.107143 98.07527 L 1265.633339 98.635324 L 1263.836797 100.3022 L 1263.358642 101.969076 L 1262.764286 102.561813 L 1260.7297 103.635952 L 1259.421429 103.991656 L 1257.75 104.90766 L 1257.301351 105.302828 L 1256.078571 105.968262 L 1252.735714 104.87092 L 1251.064286 104.584018 L 1250.029642 103.635952 L 1249.392857 102.710052 L 1248.512573 101.969076 L 1247.721429 101.541417 L 1246.05 101.209603 L 1245.227319 101.969076 L 1244.811833 103.635952 L 1245.399947 108.63658 L 1244.378571 112.430669 L 1243.410949 113.637209 L 1242.707143 114.127465 L 1241.860152 115.304085 L 1241.609883 116.970961 L 1241.035714 118.767351 L 1239.364286 119.887478 L 1238.945911 120.304714 L 1238.47389 121.97159 L 1237.692857 122.849935 L 1235.801494 123.638466 L 1234.35 124.40767 L 1232.678571 124.991178 L 1231.007143 124.690524 L 1229.335714 126.083456 L 1227.664286 126.926441 L 1222.65 125.988508 L 1220.540001 125.305342 L 1219.307143 124.831521 L 1217.635714 122.437001 L 1217.169032 121.97159 L 1215.034033 120.304714 L 1213.853278 118.637837 L 1213.198555 116.970961 L 1212.621429 116.395407 L 1210.95 116.149575 L 1209.278571 115.703807 L 1208.877758 115.304085 L 1207.933207 113.637209 L 1207.607143 113.344546 L 1204.264286 112.784881 L 1202.592857 112.540824 L 1199.25 111.357888 L 1195.907143 110.880418 L 1194.235714 110.180511 L 1192.564286 109.77404 L 1191.778407 110.303457 L 1190.892857 112.065699 L 1189.221429 112.939258 L 1187.55 114.213463 L 1186.504351 115.304085 L 1186.039991 116.970961 L 1187.144558 118.637837 L 1187.55 118.845224 L 1189.221429 120.734349 L 1190.892857 121.095172 L 1191.885504 121.97159 L 1192.761157 123.638466 L 1192.911032 125.305342 L 1192.564286 126.065368 L 1190.892857 126.435699 L 1190.542848 126.972218 L 1188.700615 128.639094 L 1187.55 129.38861 L 1184.207143 129.472532 L 1182.535714 129.472532 L 1180.864286 127.805656 L 1179.192857 127.805656 L 1177.521429 126.61936 L 1175.85 126.202728 L 1175.015766 125.305342 L 1173.933757 123.638466 L 1174.904769 120.304714 L 1175.09565 118.637837 L 1175.85 117.865738 L 1177.521429 118.027578 L 1178.824595 116.970961 L 1179.638986 115.304085 L 1179.192857 113.633033 L 1178.297489 111.970333 L 1176.900027 110.303457 L 1176.277057 108.63658 L 1175.85 108.086488 L 1174.152049 106.969704 L 1172.507143 106.388899 L 1170.835714 106.102911 L 1170.033446 105.302828 L 1169.164286 104.05707 L 1168.128055 103.635952 L 1167.492857 103.107404 L 1166.090501 100.3022 L 1165.821429 100.029521 L 1165.048759 98.635324 L 1165.735115 95.301571 L 1165.617514 93.634695 L 1165.049094 91.967819 L 1165.357805 90.300943 L 1165.821429 88.593471 L 1165.033426 86.96719 L 1165.051893 85.300314 L 1165.350047 83.633438 L 1166.707532 78.63281 L 1166.995351 76.965933 L 1168.355669 71.965305 L 1168.645507 70.298429 L 1170.009916 65.2978 L 1170.251172 63.630924 L 1170.835714 62.529235 L 1171.608232 61.964048 L 1172.507143 61.491107 L 1174.178571 60.807152 L 1174.5055 60.297172 L 1175.100756 58.630296 L 1177.521429 56.54499 L 1179.192857 57.282276 L 1179.516098 56.96342 L 1180.864286 56.111304 L 1182.535714 54.61833 L 1184.207143 54.164446 L 1185.878571 53.072177 L 1187.55 54.056074 L 1189.221429 53.88487 L 1189.477328 53.629667 L 1190.032066 51.962791 L 1191.829416 50.295915 L 1192.564286 48.575488 L 1192.564286 48.575488 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 1123.2 154.475675 L 1155.628125 154.475675 L 1155.628125 142.861925 L 1123.2 142.861925 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=52 --> <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 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 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(1123.2 151.98005)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-35"/> <use x="206.591797" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pfd8455dee9)"> <image height="143.52" id="image0d027d06ec" transform="scale(1 -1)translate(0 -143.52)" width="186.96" x="936" xlink:href="data:image/png;base64,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" y="-11.08"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pfd8455dee9)" d="M 1012.05 67.798115 L 1013.721429 69.464991 L 1015.392857 67.798115 L 1018.735714 67.798115 L 1020.407143 69.464991 L 1023.75 69.464991 L 1025.421429 71.131867 L 1027.092857 69.464991 L 1028.764286 69.464991 L 1030.435714 71.131867 L 1032.107143 71.131867 L 1035.45 74.465619 L 1037.121429 74.465619 L 1037.957143 75.299057 L 1037.957143 78.63281 L 1037.121429 79.466248 L 1032.107143 79.466248 L 1030.435714 77.799372 L 1028.764286 77.799372 L 1027.092857 76.132495 L 1025.421429 77.799372 L 1018.735714 77.799372 L 1015.392857 74.465619 L 1014.557143 75.299057 L 1014.557143 76.965933 L 1013.721429 77.799372 L 1012.05 77.799372 L 1007.871429 81.966562 L 1009.542857 83.633438 L 1009.542857 85.300314 L 1012.05 87.800628 L 1013.721429 87.800628 L 1016.228571 90.300943 L 1016.228571 91.967819 L 1017.064286 92.801257 L 1018.735714 92.801257 L 1021.242857 95.301571 L 1020.407143 96.135009 L 1018.735714 96.135009 L 1017.064286 97.801885 L 1015.392857 96.135009 L 1012.05 96.135009 L 1010.378571 94.468133 L 1005.364286 94.468133 L 1004.528571 95.301571 L 1006.2 96.968447 L 1005.364286 97.801885 L 1003.692857 97.801885 L 1002.021429 99.468762 L 1000.35 99.468762 L 999.514286 98.635324 L 999.514286 93.634695 L 997.842857 91.967819 L 999.514286 90.300943 L 999.514286 88.634067 L 998.678571 87.800628 L 997.007143 87.800628 L 996.171429 86.96719 L 996.171429 85.300314 L 994.5 83.633438 L 995.335714 82.8 L 997.007143 82.8 L 997.842857 81.966562 L 997.842857 80.299686 L 996.171429 78.63281 L 998.678571 76.132495 L 1000.35 76.132495 L 1001.185714 75.299057 L 999.514286 73.632181 L 1000.35 72.798743 L 1002.021429 72.798743 L 1003.692857 71.131867 L 1005.364286 71.131867 L 1007.035714 72.798743 L 1008.707143 71.131867 L 1010.378571 71.131867 L 1011.214286 70.298429 L 1011.214286 68.631553 L 1012.05 67.798115 L 1012.05 67.798115 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pfd8455dee9)" d="M 1002.021429 77.799372 L 1001.185714 78.63281 L 1001.185714 80.299686 L 1002.021429 81.133124 L 1002.857143 80.299686 L 1002.857143 78.63281 L 1002.021429 77.799372 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pfd8455dee9)" d="M 1018.735714 82.8 L 1019.571429 83.633438 L 1019.571429 85.300314 L 1018.735714 86.133752 L 1017.9 85.300314 L 1017.9 83.633438 L 1018.735714 82.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pfd8455dee9)" d="M 1000.35 41.535995 L 1002.021429 41.588134 L 1003.692857 40.983113 L 1005.364286 41.193351 L 1007.035714 41.516944 L 1008.707143 41.639301 L 1010.378571 40.910777 L 1013.721429 41.370889 L 1015.834996 41.961534 L 1017.064286 42.134941 L 1017.238166 41.961534 L 1018.735714 41.128096 L 1020.407143 41.25646 L 1022.410925 41.961534 L 1023.75 42.540439 L 1027.092857 42.944685 L 1028.764286 41.580888 L 1030.435714 42.307116 L 1032.136112 41.961534 L 1033.778571 41.19747 L 1037.121429 40.999454 L 1038.792857 41.372636 L 1040.464286 41.623426 L 1045.478571 42.718739 L 1047.15 44.509061 L 1048.821429 44.850744 L 1050.492857 45.633881 L 1052.164286 45.969984 L 1053.835714 46.453957 L 1054.345308 46.962163 L 1055.507143 48.299589 L 1058.85 49.344511 L 1060.521429 49.462477 L 1061.643259 50.295915 L 1062.192857 51.240065 L 1063.864286 52.244454 L 1065.535714 54.102621 L 1067.207143 54.574109 L 1067.944227 55.296543 L 1068.878571 56.36927 L 1069.642639 56.96342 L 1070.55 57.823136 L 1072.221429 58.860011 L 1073.892857 60.507505 L 1075.564286 61.230705 L 1077.235714 61.277792 L 1078.907143 63.501538 L 1080.578571 63.685706 L 1081.785388 65.2978 L 1082.27442 66.964676 L 1083.282995 68.631553 L 1083.921429 69.249989 L 1085.592857 69.464991 L 1086.428571 70.298429 L 1087.264286 71.481334 L 1088.114596 71.965305 L 1088.822289 73.632181 L 1088.935714 75.327004 L 1089.841569 76.965933 L 1089.592002 78.63281 L 1090.89219 80.299686 L 1090.196155 81.966562 L 1090.607143 82.369433 L 1091.549209 83.633438 L 1091.423031 85.300314 L 1092.358426 86.96719 L 1092.278571 88.778318 L 1091.715558 90.300943 L 1091.434861 91.967819 L 1092.278571 94.047116 L 1092.54661 95.301571 L 1091.74237 96.968447 L 1091.458484 98.635324 L 1091.356445 100.3022 L 1090.607143 101.086704 L 1088.935714 102.152431 L 1087.264286 102.875635 L 1085.592857 103.940395 L 1083.921429 103.385381 L 1083.670173 103.635952 L 1082.25 104.592922 L 1080.578571 104.379819 L 1078.907143 105.769507 L 1077.235714 105.026574 L 1076.932413 105.302828 L 1075.564286 106.16349 L 1073.892857 106.280696 L 1072.221429 107.252238 L 1070.55 106.823272 L 1068.878571 107.214596 L 1065.535714 108.667251 L 1062.309704 111.970333 L 1062.192857 112.211181 L 1061.678104 113.637209 L 1061.357143 115.304085 L 1061.057151 118.637837 L 1060.521429 119.501307 L 1059.863648 120.304714 L 1057.178571 122.238476 L 1056.228433 123.638466 L 1055.748864 125.305342 L 1055.507143 125.591432 L 1053.835714 127.180845 L 1052.164286 128.124668 L 1050.492857 129.782966 L 1048.821429 130.805895 L 1047.15 131.350639 L 1045.478571 132.52227 L 1043.807143 132.897456 L 1042.135714 132.828088 L 1040.464286 134.191595 L 1037.121429 132.764479 L 1036.480293 131.972847 L 1034.287348 130.305971 L 1033.14078 128.639094 L 1032.403402 126.972218 L 1032.107143 126.676766 L 1030.435714 126.04215 L 1029.771709 125.305342 L 1028.764286 123.415573 L 1027.092857 120.754422 L 1026.510792 120.304714 L 1025.421429 119.746598 L 1023.75 119.529996 L 1020.407143 118.180415 L 1018.735714 118.137656 L 1017.064286 118.926685 L 1015.392857 118.359648 L 1015.024735 118.637837 L 1013.721429 120.333372 L 1013.145508 121.97159 L 1012.87366 123.638466 L 1012.856719 125.305342 L 1012.05 126.36688 L 1011.00342 126.972218 L 1010.378571 127.60402 L 1009.806504 128.639094 L 1009.407569 131.972847 L 1008.707143 132.671365 L 1007.035714 131.135165 L 1002.021429 131.13924 L 1000.35 129.472452 L 995.335714 129.472532 L 993.664286 127.805656 L 988.65 127.805656 L 986.978571 126.138773 L 981.964286 126.13878 L 980.292857 124.469227 L 975.278571 124.471904 L 974.442857 123.638466 L 974.137195 121.97159 L 973.022747 120.304714 L 973.210627 118.637837 L 974.313741 115.304085 L 973.607143 114.554862 L 971.935714 113.96759 L 970.264286 112.803422 L 969.649369 111.970333 L 967.437649 110.303457 L 966.921429 108.587208 L 965.25 105.46712 L 965.085259 105.302828 L 964.414286 103.635952 L 964.145168 101.969076 L 963.578571 100.299016 L 963.398388 98.635324 L 964.010815 96.968447 L 964.599692 93.634695 L 965.65327 90.300943 L 965.880475 88.634067 L 966.446046 86.96719 L 966.921429 86.461415 L 967.650694 85.300314 L 967.913058 81.966562 L 969.341329 78.63281 L 969.343079 76.965933 L 969.232991 75.299057 L 969.708993 73.632181 L 970.459632 70.298429 L 971.21843 68.631553 L 971.577488 66.964676 L 971.935714 66.503245 L 973.280792 65.2978 L 973.848776 63.630924 L 974.718099 61.964048 L 975.278571 60.225028 L 977.179453 58.630296 L 978.621429 56.033379 L 979.140416 55.296543 L 979.924134 53.629667 L 980.292857 53.265011 L 981.964286 52.642951 L 982.646303 51.962791 L 983.900126 50.295915 L 985.307143 49.268876 L 986.978571 49.481912 L 988.758687 48.629039 L 990.321429 47.572801 L 990.873775 46.962163 L 991.992857 45.11499 L 993.882337 43.62841 L 995.335714 42.911557 L 997.007143 42.794972 L 998.678571 42.527854 L 1000.35 41.535995 L 1000.35 41.535995 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_2"> <g id="patch_3"> <path d="M 936 154.475675 L 968.428125 154.475675 L 968.428125 142.861925 L 936 142.861925 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=35 --> <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(936 151.98005)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-33"/> <use x="206.591797" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#pc8d61d3f6b)"> <image height="143.52" id="image35513921d8" transform="scale(1 -1)translate(0 -143.52)" width="187.2" x="749" xlink:href="data:image/png;base64,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" y="-11.08"/> </g> <g id="LineCollection_7"> <path clip-path="url(#pc8d61d3f6b)" d="M 844.907143 62.797486 L 845.742857 63.630924 L 846.578571 64.464362 L 848.25 64.464362 L 849.921429 64.464362 L 850.757143 65.2978 L 851.592857 66.131238 L 853.264286 66.131238 L 854.1 66.964676 L 854.935714 67.798115 L 855.771429 68.631553 L 856.607143 69.464991 L 858.278571 69.464991 L 859.114286 68.631553 L 859.95 67.798115 L 860.785714 68.631553 L 861.621429 69.464991 L 862.457143 70.298429 L 863.292857 71.131867 L 864.964286 71.131867 L 865.8 71.965305 L 866.635714 72.798743 L 867.471429 73.632181 L 868.307143 74.465619 L 869.978571 74.465619 L 871.65 74.465619 L 872.485714 75.299057 L 872.485714 76.965933 L 873.321429 77.799372 L 874.992857 77.799372 L 875.828571 78.63281 L 876.664286 79.466248 L 877.5 80.299686 L 878.335714 81.133124 L 879.171429 81.966562 L 879.171429 83.633438 L 880.007143 84.466876 L 880.842857 85.300314 L 880.842857 86.96719 L 881.678571 87.800628 L 882.514286 88.634067 L 881.678571 89.467505 L 880.007143 89.467505 L 879.171429 88.634067 L 878.335714 87.800628 L 876.664286 87.800628 L 874.992857 87.800628 L 873.321429 87.800628 L 872.485714 86.96719 L 873.321429 86.133752 L 874.157143 85.300314 L 873.321429 84.466876 L 872.485714 83.633438 L 872.485714 81.966562 L 871.65 81.133124 L 869.978571 81.133124 L 869.142857 80.299686 L 869.142857 78.63281 L 868.307143 77.799372 L 867.471429 76.965933 L 866.635714 76.132495 L 865.8 75.299057 L 864.964286 74.465619 L 863.292857 74.465619 L 861.621429 74.465619 L 859.95 74.465619 L 859.114286 73.632181 L 858.278571 72.798743 L 856.607143 72.798743 L 854.935714 72.798743 L 853.264286 72.798743 L 851.592857 72.798743 L 850.757143 71.965305 L 849.921429 71.131867 L 848.25 71.131867 L 846.578571 71.131867 L 844.907143 71.131867 L 843.235714 71.131867 L 841.564286 71.131867 L 840.728571 71.965305 L 839.892857 72.798743 L 839.057143 71.965305 L 838.221429 71.131867 L 837.385714 71.965305 L 836.55 72.798743 L 835.714286 71.965305 L 835.714286 70.298429 L 836.55 69.464991 L 838.221429 69.464991 L 839.057143 68.631553 L 839.892857 67.798115 L 840.728571 66.964676 L 841.564286 66.131238 L 843.235714 66.131238 L 844.071429 65.2978 L 844.071429 63.630924 L 844.907143 62.797486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 806.464286 69.464991 L 807.3 70.298429 L 806.464286 71.131867 L 805.628571 70.298429 L 806.464286 69.464991 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 818.164286 69.464991 L 819.835714 69.464991 L 820.671429 70.298429 L 819.835714 71.131867 L 818.164286 71.131867 L 817.328571 70.298429 L 818.164286 69.464991 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 808.135714 71.131867 L 808.971429 71.965305 L 809.807143 72.798743 L 810.642857 73.632181 L 811.478571 74.465619 L 813.15 74.465619 L 813.985714 75.299057 L 814.821429 76.132495 L 816.492857 76.132495 L 817.328571 75.299057 L 818.164286 74.465619 L 819 73.632181 L 819.835714 72.798743 L 820.671429 71.965305 L 821.507143 71.131867 L 823.178571 71.131867 L 824.85 71.131867 L 825.685714 71.965305 L 826.521429 72.798743 L 828.192857 72.798743 L 829.028571 71.965305 L 829.864286 71.131867 L 830.7 71.965305 L 831.535714 72.798743 L 832.371429 73.632181 L 831.535714 74.465619 L 829.864286 74.465619 L 829.028571 75.299057 L 828.192857 76.132495 L 826.521429 76.132495 L 825.685714 76.965933 L 824.85 77.799372 L 823.178571 77.799372 L 822.342857 78.63281 L 821.507143 79.466248 L 820.671429 80.299686 L 819.835714 81.133124 L 819 81.966562 L 819 83.633438 L 819.835714 84.466876 L 820.671429 85.300314 L 821.507143 86.133752 L 823.178571 86.133752 L 824.014286 86.96719 L 823.178571 87.800628 L 821.507143 87.800628 L 819.835714 87.800628 L 819 88.634067 L 818.164286 89.467505 L 817.328571 90.300943 L 816.492857 91.134381 L 815.657143 90.300943 L 814.821429 89.467505 L 813.985714 88.634067 L 814.821429 87.800628 L 815.657143 86.96719 L 815.657143 85.300314 L 815.657143 83.633438 L 814.821429 82.8 L 813.15 82.8 L 812.314286 81.966562 L 812.314286 80.299686 L 813.15 79.466248 L 813.985714 78.63281 L 813.15 77.799372 L 811.478571 77.799372 L 810.642857 76.965933 L 809.807143 76.132495 L 808.971429 75.299057 L 808.135714 74.465619 L 807.3 73.632181 L 807.3 71.965305 L 808.135714 71.131867 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 833.207143 71.131867 L 834.042857 71.965305 L 833.207143 72.798743 L 832.371429 71.965305 L 833.207143 71.131867 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 829.864286 77.799372 L 830.7 78.63281 L 829.864286 79.466248 L 829.028571 78.63281 L 829.864286 77.799372 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 846.578571 82.8 L 848.25 82.8 L 849.921429 82.8 L 851.592857 82.8 L 852.428571 83.633438 L 853.264286 84.466876 L 854.1 85.300314 L 854.935714 86.133752 L 856.607143 86.133752 L 857.442857 86.96719 L 856.607143 87.800628 L 855.771429 88.634067 L 854.935714 89.467505 L 854.1 90.300943 L 853.264286 91.134381 L 851.592857 91.134381 L 850.757143 91.967819 L 849.921429 92.801257 L 848.25 92.801257 L 846.578571 92.801257 L 845.742857 93.634695 L 844.907143 94.468133 L 843.235714 94.468133 L 842.4 95.301571 L 841.564286 96.135009 L 839.892857 96.135009 L 838.221429 96.135009 L 837.385714 95.301571 L 836.55 94.468133 L 835.714286 93.634695 L 835.714286 91.967819 L 836.55 91.134381 L 838.221429 91.134381 L 839.057143 91.967819 L 839.892857 92.801257 L 840.728571 91.967819 L 841.564286 91.134381 L 842.4 90.300943 L 843.235714 89.467505 L 844.071429 88.634067 L 844.907143 87.800628 L 845.742857 86.96719 L 846.578571 86.133752 L 847.414286 85.300314 L 846.578571 84.466876 L 845.742857 83.633438 L 846.578571 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 803.121429 96.135009 L 803.957143 96.968447 L 803.121429 97.801885 L 802.285714 96.968447 L 803.121429 96.135009 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#pc8d61d3f6b)" d="M 819.835714 64.464362 L 821.507143 64.464362 L 823.178571 64.464362 L 824.014286 65.2978 L 823.178571 66.131238 L 821.507143 66.131238 L 819.835714 66.131238 L 819 65.2978 L 819.835714 64.464362 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 828.192857 64.464362 L 829.028571 65.2978 L 828.192857 66.131238 L 827.357143 65.2978 L 828.192857 64.464362 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 831.535714 76.132495 L 832.371429 76.965933 L 832.371429 78.63281 L 831.535714 79.466248 L 829.864286 79.466248 L 828.192857 79.466248 L 827.357143 78.63281 L 828.192857 77.799372 L 829.864286 77.799372 L 830.7 76.965933 L 831.535714 76.132495 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 806.464286 86.133752 L 807.3 86.96719 L 808.135714 87.800628 L 808.971429 88.634067 L 808.971429 90.300943 L 808.135714 91.134381 L 807.3 90.300943 L 806.464286 89.467505 L 805.628571 88.634067 L 805.628571 86.96719 L 806.464286 86.133752 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 811.478571 94.468133 L 813.15 94.468133 L 814.821429 94.468133 L 815.657143 95.301571 L 815.657143 96.968447 L 814.821429 97.801885 L 813.985714 96.968447 L 813.15 96.135009 L 811.478571 96.135009 L 810.642857 95.301571 L 811.478571 94.468133 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc8d61d3f6b)" d="M 828.192857 99.468762 L 829.028571 100.3022 L 828.192857 101.135638 L 827.357143 100.3022 L 828.192857 99.468762 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#pc8d61d3f6b)" d="M 828.192857 35.101584 L 829.864286 35.772705 L 830.344269 35.294029 L 831.535714 34.387271 L 833.207143 34.514059 L 834.878571 34.773075 L 836.55 35.20544 L 838.221429 34.37013 L 839.892857 34.460591 L 841.564286 34.675897 L 843.322512 35.294029 L 844.907143 35.993961 L 849.921429 35.572925 L 854.935714 36.311618 L 856.924403 36.960906 L 858.278571 37.45259 L 861.621429 37.939257 L 864.964286 39.130459 L 866.635714 39.425845 L 868.307143 39.585973 L 869.017764 40.294658 L 869.978571 42.024901 L 873.321429 43.016799 L 874.992857 44.74668 L 876.664286 44.938993 L 877.110117 45.295286 L 878.598364 46.962163 L 880.007143 47.694039 L 881.678571 47.912172 L 882.529131 48.629039 L 883.35 49.989966 L 883.666831 50.295915 L 885.021429 50.982256 L 886.692857 51.197533 L 887.537705 51.962791 L 888.364286 53.028129 L 890.035714 53.93775 L 891.707143 54.46498 L 892.430261 55.296543 L 894.214286 56.96342 L 896.110261 60.297172 L 896.721429 60.857279 L 898.392857 61.598381 L 898.690265 61.964048 L 899.434957 63.630924 L 900.064286 64.388718 L 901.735714 64.980302 L 902.05408 65.2978 L 902.781516 66.964676 L 904.074546 68.631553 L 904.767727 70.298429 L 905.078571 70.608426 L 906.75 73.039147 L 907.300204 73.632181 L 907.904201 75.299057 L 909.103519 76.965933 L 909.66683 78.63281 L 909.313423 80.299686 L 908.822873 83.633438 L 908.421429 84.200555 L 907.204882 85.300314 L 906.634001 86.96719 L 906.75 87.087125 L 907.569488 88.634067 L 907.378926 90.300943 L 908.099733 91.967819 L 907.820586 93.634695 L 908.421429 94.238702 L 909.251925 95.301571 L 908.89042 96.968447 L 908.196977 98.635324 L 907.746233 100.3022 L 907.585714 101.969076 L 907.029983 103.635952 L 906.75 103.915172 L 905.078571 104.628445 L 901.735714 105.044471 L 901.482775 105.302828 L 900.064286 106.136266 L 898.392857 105.597906 L 896.721429 105.399085 L 895.05 106.2536 L 893.378571 106.081902 L 891.707143 107.433905 L 890.035714 108.299567 L 888.364286 107.964516 L 886.692857 109.041606 L 880.007143 110.51773 L 878.335714 109.978889 L 873.321429 109.063883 L 871.65 109.131316 L 870.55605 110.303457 L 869.978571 111.53053 L 869.428914 111.970333 L 866.635714 113.439118 L 866.462894 113.637209 L 865.697107 115.304085 L 866.635714 116.89444 L 866.828303 116.970961 L 868.307143 117.794482 L 868.753114 118.637837 L 868.307143 119.692531 L 867.850082 120.304714 L 867.512175 121.97159 L 868.307143 122.518439 L 869.11554 123.638466 L 866.635714 127.272806 L 864.964286 127.720487 L 863.292857 127.899639 L 861.621429 129.266094 L 859.771952 130.305971 L 858.278571 131.36303 L 854.935714 130.949896 L 854.29003 130.305971 L 853.264286 128.772114 L 849.921429 127.377001 L 849.464614 126.972218 L 848.25 126.214249 L 846.578571 127.531045 L 844.907143 126.59773 L 843.235714 126.226783 L 841.564286 126.061508 L 839.892857 125.680524 L 838.221429 125.492897 L 836.55 126.257864 L 834.878571 127.805656 L 833.926486 128.639094 L 833.207143 130.419717 L 831.535714 131.211004 L 830.908003 131.972847 L 830.762958 133.639723 L 829.864286 134.473161 L 828.192857 134.473161 L 826.521429 132.806285 L 821.507143 132.806232 L 819.835714 131.139409 L 814.821429 131.139408 L 813.15 129.472532 L 808.135714 129.472532 L 806.464286 127.805656 L 801.45 127.805656 L 799.778571 126.13878 L 794.764286 126.13878 L 793.092857 124.471904 L 788.078571 124.471904 L 786.407143 122.805028 L 784.735714 122.803587 L 783.064286 121.675415 L 782.228571 120.304714 L 783.501922 116.970961 L 783.9 115.304085 L 783.73946 113.637209 L 783.064286 112.997348 L 779.721429 112.660337 L 778.05 112.217939 L 776.378571 111.486523 L 774.707143 111.197416 L 773.035714 111.136895 L 771.682515 110.303457 L 771.364286 109.872447 L 770.691133 108.63658 L 769.947146 106.969704 L 769.692857 106.716108 L 768.857143 105.302828 L 769.062699 103.635952 L 768.063442 101.969076 L 768.595873 100.3022 L 769.296578 95.301571 L 770.531094 91.967819 L 770.775756 90.300943 L 771.364286 88.296158 L 771.964768 86.96719 L 773.035714 86.168844 L 773.81591 85.300314 L 774.707143 83.933466 L 775.079291 83.633438 L 776.073353 81.966562 L 775.374481 80.299686 L 775.494204 78.63281 L 776.378571 77.441424 L 776.963501 76.965933 L 777.582536 75.299057 L 778.647917 73.632181 L 779.065518 70.298429 L 779.721429 68.331158 L 780.237632 66.964676 L 780.59913 65.2978 L 782.468099 63.630924 L 783.560557 60.297172 L 784.947826 58.630296 L 785.711626 56.96342 L 786.407143 56.264068 L 788.191619 55.296543 L 789.75 54.403983 L 790.500955 53.629667 L 790.577191 51.962791 L 791.421429 50.532559 L 791.77402 50.295915 L 793.244839 48.629039 L 798.107143 44.865377 L 799.778571 45.417465 L 799.943023 45.295286 L 801.169 43.62841 L 801.599608 41.961534 L 803.121429 40.992425 L 804.792857 39.477136 L 806.464286 39.076691 L 808.135714 39.099662 L 809.807143 37.816526 L 811.478571 37.794344 L 813.15 37.635004 L 814.821429 36.40104 L 816.492857 35.877533 L 819.835714 36.327358 L 821.507143 36.981154 L 823.178571 37.135705 L 823.353848 36.960906 L 824.85 36.077222 L 826.521429 36.265795 L 828.192857 35.101584 L 828.192857 35.101584 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_3"> <g id="patch_4"> <path d="M 748.8 154.475675 L 781.228125 154.475675 L 781.228125 142.861925 L 748.8 142.861925 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=19 --> <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 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(748.8 151.98005)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-39"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p1dae216c04)"> <image height="143.52" id="imaged5f8872805" transform="scale(1 -1)translate(0 -143.52)" width="187.2" x="562" xlink:href="data:image/png;base64,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" y="-11.08"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p1dae216c04)" d="M 661.05 74.465619 L 662.721429 74.465619 L 663.557143 75.299057 L 662.721429 76.132495 L 661.05 76.132495 L 660.214286 75.299057 L 661.05 74.465619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 640.992857 77.799372 L 642.664286 77.799372 L 644.335714 77.799372 L 646.007143 77.799372 L 647.678571 77.799372 L 648.514286 78.63281 L 647.678571 79.466248 L 646.007143 79.466248 L 645.171429 80.299686 L 645.171429 81.966562 L 644.335714 82.8 L 642.664286 82.8 L 641.828571 83.633438 L 640.992857 84.466876 L 640.157143 85.300314 L 640.157143 86.96719 L 639.321429 87.800628 L 638.485714 88.634067 L 637.65 89.467505 L 636.814286 88.634067 L 635.978571 87.800628 L 635.142857 86.96719 L 635.142857 85.300314 L 635.142857 83.633438 L 635.978571 82.8 L 636.814286 81.966562 L 637.65 81.133124 L 638.485714 80.299686 L 639.321429 79.466248 L 640.157143 78.63281 L 640.992857 77.799372 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 676.092857 77.799372 L 677.764286 77.799372 L 678.6 78.63281 L 679.435714 79.466248 L 680.271429 80.299686 L 681.107143 81.133124 L 681.942857 80.299686 L 682.778571 79.466248 L 683.614286 80.299686 L 683.614286 81.966562 L 684.45 82.8 L 685.285714 83.633438 L 686.121429 84.466876 L 687.792857 84.466876 L 688.628571 85.300314 L 688.628571 86.96719 L 688.628571 88.634067 L 687.792857 89.467505 L 686.121429 89.467505 L 684.45 89.467505 L 683.614286 88.634067 L 682.778571 87.800628 L 681.942857 86.96719 L 681.942857 85.300314 L 681.107143 84.466876 L 679.435714 84.466876 L 678.6 83.633438 L 678.6 81.966562 L 677.764286 81.133124 L 676.928571 80.299686 L 676.092857 79.466248 L 675.257143 78.63281 L 676.092857 77.799372 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 661.05 79.466248 L 662.721429 79.466248 L 663.557143 80.299686 L 662.721429 81.133124 L 661.05 81.133124 L 660.214286 80.299686 L 661.05 79.466248 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 667.735714 79.466248 L 669.407143 79.466248 L 671.078571 79.466248 L 671.914286 80.299686 L 671.914286 81.966562 L 671.078571 82.8 L 669.407143 82.8 L 668.571429 81.966562 L 667.735714 81.133124 L 666.9 80.299686 L 667.735714 79.466248 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 630.964286 86.133752 L 631.8 86.96719 L 631.8 88.634067 L 630.964286 89.467505 L 630.128571 90.300943 L 630.128571 91.967819 L 630.964286 92.801257 L 631.8 93.634695 L 630.964286 94.468133 L 629.292857 94.468133 L 627.621429 94.468133 L 626.785714 93.634695 L 625.95 92.801257 L 625.114286 93.634695 L 624.278571 94.468133 L 622.607143 94.468133 L 620.935714 94.468133 L 620.1 93.634695 L 620.935714 92.801257 L 622.607143 92.801257 L 623.442857 91.967819 L 624.278571 91.134381 L 625.114286 90.300943 L 625.114286 88.634067 L 625.95 87.800628 L 627.621429 87.800628 L 629.292857 87.800628 L 630.128571 86.96719 L 630.964286 86.133752 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 632.635714 94.468133 L 633.471429 95.301571 L 634.307143 96.135009 L 635.978571 96.135009 L 637.65 96.135009 L 638.485714 96.968447 L 637.65 97.801885 L 635.978571 97.801885 L 635.142857 98.635324 L 635.142857 100.3022 L 635.142857 101.969076 L 634.307143 102.802514 L 633.471429 101.969076 L 633.471429 100.3022 L 632.635714 99.468762 L 631.8 98.635324 L 631.8 96.968447 L 631.8 95.301571 L 632.635714 94.468133 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 629.292857 117.804399 L 630.128571 118.637837 L 629.292857 119.471275 L 628.457143 118.637837 L 629.292857 117.804399 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p1dae216c04)" d="M 640.992857 72.798743 L 641.828571 73.632181 L 640.992857 74.465619 L 640.157143 73.632181 L 640.992857 72.798743 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 625.95 74.465619 L 627.621429 74.465619 L 629.292857 74.465619 L 630.964286 74.465619 L 631.8 75.299057 L 632.635714 76.132495 L 634.307143 76.132495 L 635.142857 76.965933 L 634.307143 77.799372 L 633.471429 78.63281 L 632.635714 79.466248 L 631.8 80.299686 L 630.964286 81.133124 L 629.292857 81.133124 L 628.457143 81.966562 L 628.457143 83.633438 L 629.292857 84.466876 L 630.128571 85.300314 L 630.128571 86.96719 L 630.964286 87.800628 L 631.8 88.634067 L 631.8 90.300943 L 630.964286 91.134381 L 630.128571 90.300943 L 629.292857 89.467505 L 628.457143 88.634067 L 628.457143 86.96719 L 627.621429 86.133752 L 626.785714 86.96719 L 626.785714 88.634067 L 625.95 89.467505 L 624.278571 89.467505 L 623.442857 90.300943 L 622.607143 91.134381 L 620.935714 91.134381 L 620.1 91.967819 L 619.264286 92.801257 L 618.428571 91.967819 L 618.428571 90.300943 L 617.592857 89.467505 L 616.757143 90.300943 L 616.757143 91.967819 L 615.921429 92.801257 L 615.085714 93.634695 L 614.25 94.468133 L 613.414286 93.634695 L 613.414286 91.967819 L 612.578571 91.134381 L 611.742857 90.300943 L 611.742857 88.634067 L 612.578571 87.800628 L 614.25 87.800628 L 615.085714 86.96719 L 615.921429 86.133752 L 616.757143 85.300314 L 617.592857 84.466876 L 618.428571 83.633438 L 619.264286 82.8 L 620.1 81.966562 L 620.935714 81.133124 L 622.607143 81.133124 L 624.278571 81.133124 L 625.114286 80.299686 L 624.278571 79.466248 L 623.442857 78.63281 L 623.442857 76.965933 L 624.278571 76.132495 L 625.114286 75.299057 L 625.95 74.465619 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 642.664286 74.465619 L 644.335714 74.465619 L 645.171429 75.299057 L 644.335714 76.132495 L 642.664286 76.132495 L 641.828571 75.299057 L 642.664286 74.465619 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 667.735714 81.133124 L 668.571429 81.966562 L 668.571429 83.633438 L 667.735714 84.466876 L 666.9 83.633438 L 666.9 81.966562 L 667.735714 81.133124 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 674.421429 81.133124 L 676.092857 81.133124 L 676.928571 81.966562 L 676.092857 82.8 L 675.257143 83.633438 L 674.421429 84.466876 L 673.585714 83.633438 L 673.585714 81.966562 L 674.421429 81.133124 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 646.007143 82.8 L 647.678571 82.8 L 649.35 82.8 L 650.185714 83.633438 L 650.185714 85.300314 L 650.185714 86.96719 L 649.35 87.800628 L 648.514286 88.634067 L 648.514286 90.300943 L 648.514286 91.967819 L 647.678571 92.801257 L 646.842857 93.634695 L 646.007143 94.468133 L 645.171429 93.634695 L 644.335714 92.801257 L 643.5 93.634695 L 642.664286 94.468133 L 641.828571 95.301571 L 642.664286 96.135009 L 643.5 96.968447 L 642.664286 97.801885 L 640.992857 97.801885 L 640.157143 98.635324 L 639.321429 99.468762 L 637.65 99.468762 L 635.978571 99.468762 L 634.307143 99.468762 L 633.471429 98.635324 L 633.471429 96.968447 L 634.307143 96.135009 L 635.142857 95.301571 L 635.142857 93.634695 L 635.142857 91.967819 L 635.142857 90.300943 L 635.978571 89.467505 L 637.65 89.467505 L 638.485714 90.300943 L 638.485714 91.967819 L 639.321429 92.801257 L 640.157143 91.967819 L 640.992857 91.134381 L 641.828571 90.300943 L 642.664286 89.467505 L 643.5 88.634067 L 642.664286 87.800628 L 641.828571 86.96719 L 641.828571 85.300314 L 642.664286 84.466876 L 644.335714 84.466876 L 645.171429 83.633438 L 646.007143 82.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 624.278571 84.466876 L 623.442857 85.300314 L 624.278571 86.133752 L 625.114286 85.300314 L 624.278571 84.466876 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 679.435714 86.133752 L 680.271429 86.96719 L 679.435714 87.800628 L 678.6 86.96719 L 679.435714 86.133752 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 632.635714 91.134381 L 633.471429 91.967819 L 632.635714 92.801257 L 631.8 91.967819 L 632.635714 91.134381 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p1dae216c04)" d="M 612.578571 94.468133 L 613.414286 95.301571 L 612.578571 96.135009 L 611.742857 95.301571 L 612.578571 94.468133 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p1dae216c04)" d="M 646.007143 34.914759 L 647.678571 34.79759 L 649.35 34.798016 L 651.021429 34.285456 L 654.364286 34.77581 L 657.707143 35.933347 L 659.378571 36.169259 L 661.05 36.171186 L 662.721429 34.908234 L 664.392857 34.571359 L 672.75 36.276035 L 674.421429 36.522163 L 677.764286 37.509154 L 679.435714 37.738456 L 681.107143 38.699173 L 682.922449 40.294658 L 684.45 40.78656 L 686.121429 41.084395 L 687.035653 41.961534 L 687.792857 42.918907 L 689.464286 43.4234 L 689.669856 43.62841 L 690.389098 45.295286 L 691.135714 46.03763 L 694.478571 46.197291 L 695.744424 46.962163 L 696.839355 48.629039 L 697.821429 49.307101 L 699.492857 50.89286 L 702.688741 51.962791 L 702.835714 52.042257 L 704.507143 52.518606 L 705.342857 53.629667 L 706.178571 54.463105 L 707.85 55.054823 L 708.09238 55.296543 L 709.521429 57.123566 L 711.192857 58.909156 L 712.028571 60.297172 L 712.864286 61.426284 L 713.403518 61.964048 L 713.942511 63.630924 L 715.198514 65.2978 L 715.76572 66.964676 L 716.207143 67.404897 L 717.878571 67.796662 L 718.708689 68.631553 L 719.868235 70.298429 L 719.55 72.068362 L 720.422435 73.632181 L 720.4435 75.299057 L 720.159492 76.965933 L 720.838201 80.299686 L 720.450888 81.966562 L 720.26389 83.633438 L 719.55 86.003373 L 719.176426 86.96719 L 718.714286 88.634067 L 719.116468 90.300943 L 719.55 90.793993 L 720.30016 91.967819 L 721.033917 93.634695 L 720.63943 95.301571 L 721.221429 95.881985 L 722.057143 96.968447 L 721.761725 98.635324 L 720.569353 101.969076 L 719.55 102.749297 L 716.207143 104.57066 L 714.535714 105.858794 L 712.864286 106.4833 L 711.192857 107.539386 L 709.521429 107.099581 L 707.85 107.988711 L 706.178571 109.296225 L 702.835714 110.972605 L 701.164286 111.147319 L 699.492857 111.628528 L 697.821429 112.404065 L 696.15 111.447697 L 694.478571 111.118746 L 692.807143 110.665788 L 691.135714 109.924141 L 688.915733 110.303457 L 687.792857 110.62884 L 686.121429 110.540257 L 685.754427 110.303457 L 684.45 109.722984 L 682.778571 109.449151 L 681.107143 108.913314 L 680.648528 108.63658 L 679.435714 108.095497 L 677.764286 108.771941 L 676.092857 109.211359 L 672.75 107.887076 L 671.078571 108.280253 L 670.730795 108.63658 L 670.365483 110.303457 L 670.21541 111.970333 L 669.407143 113.810067 L 667.735714 114.558366 L 666.064286 115.608121 L 665.236997 116.970961 L 664.872805 120.304714 L 664.392857 120.786735 L 662.721429 121.552298 L 662.300992 121.97159 L 661.609312 125.305342 L 661.05 125.863131 L 659.378571 126.473679 L 658.669005 126.972218 L 657.707143 127.802749 L 657.091923 128.639094 L 656.938379 130.305971 L 656.035714 131.23128 L 655.059536 131.972847 L 653.793413 135.306599 L 652.692857 136.078838 L 649.35 136.117303 L 647.678571 136.140037 L 646.007143 134.472501 L 640.992857 134.473161 L 639.321429 132.806283 L 634.307143 132.806285 L 632.635714 131.139409 L 627.621429 131.139409 L 625.95 129.472532 L 620.935714 129.472532 L 619.264286 127.805656 L 614.25 127.805557 L 612.578571 126.13878 L 607.564286 126.127889 L 605.892857 124.467437 L 604.221429 124.032033 L 602.55 123.363133 L 600.878571 123.010526 L 599.207143 122.795126 L 597.347136 121.97159 L 596.501305 120.304714 L 596.212459 118.637837 L 596.639796 116.970961 L 596.80139 115.304085 L 597.247744 113.637209 L 596.861855 111.970333 L 595.864286 111.336343 L 594.192857 111.183879 L 592.521429 110.268451 L 590.765835 108.63658 L 588.902276 106.969704 L 587.507143 105.683231 L 586.883045 105.302828 L 585.835714 104.374204 L 585.362878 103.635952 L 584.546666 101.969076 L 584.164286 101.551749 L 582.114536 98.635324 L 582.271368 96.968447 L 581.514253 95.301571 L 582.097933 91.967819 L 583.280309 88.634067 L 584.164286 87.99095 L 585.028683 86.96719 L 585.079356 85.300314 L 585.835714 84.073881 L 587.507143 82.928332 L 588.19431 81.966562 L 588.304587 80.299686 L 588.802075 78.63281 L 589.178571 78.257339 L 590.85 77.306998 L 591.167153 76.965933 L 591.521977 75.299057 L 592.521429 73.559073 L 593.70655 71.965305 L 594.892579 68.631553 L 595.195945 66.964676 L 595.864286 66.165137 L 596.89444 65.2978 L 597.691801 63.630924 L 599.207143 62.622455 L 599.867348 61.964048 L 600.145862 60.297172 L 600.878571 59.363038 L 601.648306 58.630296 L 602.044202 56.96342 L 602.55 56.482565 L 603.277877 55.296543 L 603.385714 53.629667 L 604.221429 52.152728 L 609.220535 48.629039 L 609.235714 47.810648 L 610.494908 46.962163 L 610.907143 46.950821 L 612.578571 46.525182 L 614.521306 45.295286 L 615.921429 44.346187 L 616.576473 43.62841 L 617.592857 41.753297 L 619.264286 42.350367 L 619.679379 41.961534 L 620.935714 41.170813 L 622.114213 40.294658 L 622.756686 38.627782 L 624.278571 37.794344 L 625.95 38.226907 L 627.621429 38.319777 L 629.292857 37.537569 L 629.88575 36.960906 L 630.964286 36.131486 L 632.635714 36.409479 L 633.188647 36.960906 L 634.307143 38.456121 L 635.978571 37.516747 L 637.65 37.806424 L 639.321429 36.461288 L 640.992857 36.678739 L 642.664286 35.89412 L 644.335714 36.057854 L 646.007143 34.914759 L 646.007143 34.914759 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 561.6 154.475675 L 586.393125 154.475675 L 586.393125 142.861925 L 561.6 142.861925 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=2 --> <g style="fill:#ffffff;" transform="translate(561.6 151.98005)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(#p81756d6c41)"> <image height="143.52" id="image95ce341dd6" transform="scale(1 -1)translate(0 -143.52)" width="187.2" x="374" xlink:href="data:image/png;base64,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" y="-11.08"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p81756d6c41)" d="M 442.092857 62.797486 L 447.107143 67.798115 L 448.778571 67.798115 L 449.614286 68.631553 L 449.614286 70.298429 L 450.45 71.131867 L 452.121429 69.464991 L 455.464286 69.464991 L 457.135714 67.798115 L 460.478571 67.798115 L 461.314286 66.964676 L 461.314286 65.2978 L 462.15 64.464362 L 463.821429 66.131238 L 465.492857 66.131238 L 467.164286 64.464362 L 472.178571 64.464362 L 473.85 62.797486 L 475.521429 64.464362 L 478.864286 64.464362 L 481.371429 66.964676 L 481.371429 68.631553 L 482.207143 69.464991 L 483.878571 69.464991 L 485.55 67.798115 L 487.221429 69.464991 L 490.564286 69.464991 L 492.235714 67.798115 L 493.907143 69.464991 L 495.578571 69.464991 L 498.085714 71.965305 L 498.085714 73.632181 L 498.921429 74.465619 L 502.264286 74.465619 L 503.935714 76.132495 L 507.278571 76.132495 L 508.114286 76.965933 L 508.114286 78.63281 L 506.442857 80.299686 L 506.442857 81.966562 L 508.114286 83.633438 L 505.607143 86.133752 L 502.264286 86.133752 L 501.428571 85.300314 L 501.428571 83.633438 L 503.1 81.966562 L 502.264286 81.133124 L 497.25 81.133124 L 493.907143 77.799372 L 492.235714 77.799372 L 491.4 78.63281 L 493.071429 80.299686 L 492.235714 81.133124 L 490.564286 81.133124 L 489.728571 80.299686 L 489.728571 78.63281 L 488.892857 77.799372 L 487.221429 79.466248 L 485.55 79.466248 L 482.207143 76.132495 L 478.864286 76.132495 L 478.028571 76.965933 L 478.028571 78.63281 L 477.192857 79.466248 L 475.521429 79.466248 L 474.685714 78.63281 L 476.357143 76.965933 L 476.357143 75.299057 L 474.685714 73.632181 L 474.685714 71.965305 L 473.85 71.131867 L 463.821429 71.131867 L 462.15 69.464991 L 460.478571 71.131867 L 458.807143 71.131867 L 457.135714 72.798743 L 455.464286 72.798743 L 452.121429 76.132495 L 450.45 76.132495 L 445.435714 81.133124 L 443.764286 81.133124 L 442.928571 81.966562 L 447.942857 86.96719 L 447.107143 87.800628 L 443.764286 87.800628 L 442.092857 89.467505 L 439.585714 86.96719 L 439.585714 83.633438 L 437.914286 81.966562 L 437.914286 80.299686 L 436.242857 78.63281 L 436.242857 75.299057 L 437.078571 74.465619 L 440.421429 77.799372 L 442.092857 77.799372 L 442.928571 76.965933 L 442.928571 75.299057 L 444.6 73.632181 L 444.6 71.965305 L 442.092857 69.464991 L 441.257143 70.298429 L 441.257143 71.965305 L 440.421429 72.798743 L 437.914286 70.298429 L 437.914286 68.631553 L 437.078571 67.798115 L 436.242857 68.631553 L 436.242857 71.965305 L 435.407143 72.798743 L 432.9 70.298429 L 432.9 68.631553 L 437.078571 64.464362 L 440.421429 64.464362 L 442.092857 62.797486 L 442.092857 62.797486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p81756d6c41)" d="M 482.207143 72.798743 L 481.371429 73.632181 L 482.207143 74.465619 L 483.042857 73.632181 L 482.207143 72.798743 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p81756d6c41)" d="M 470.507143 74.465619 L 472.178571 74.465619 L 473.85 74.465619 L 474.685714 75.299057 L 473.85 76.132495 L 473.014286 76.965933 L 473.014286 78.63281 L 473.014286 80.299686 L 473.014286 81.966562 L 473.014286 83.633438 L 473.014286 85.300314 L 473.85 86.133752 L 475.521429 86.133752 L 476.357143 86.96719 L 476.357143 88.634067 L 476.357143 90.300943 L 475.521429 91.134381 L 474.685714 91.967819 L 473.85 92.801257 L 473.014286 91.967819 L 472.178571 91.134381 L 471.342857 91.967819 L 471.342857 93.634695 L 470.507143 94.468133 L 468.835714 94.468133 L 467.164286 94.468133 L 466.328571 95.301571 L 465.492857 96.135009 L 464.657143 95.301571 L 463.821429 94.468133 L 462.985714 93.634695 L 462.15 92.801257 L 461.314286 93.634695 L 460.478571 94.468133 L 459.642857 95.301571 L 458.807143 96.135009 L 457.971429 95.301571 L 457.971429 93.634695 L 457.971429 91.967819 L 457.971429 90.300943 L 458.807143 89.467505 L 459.642857 88.634067 L 460.478571 87.800628 L 461.314286 86.96719 L 461.314286 85.300314 L 461.314286 83.633438 L 462.15 82.8 L 462.985714 81.966562 L 462.985714 80.299686 L 463.821429 79.466248 L 464.657143 78.63281 L 465.492857 77.799372 L 466.328571 76.965933 L 467.164286 76.132495 L 468.835714 76.132495 L 469.671429 75.299057 L 470.507143 74.465619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p81756d6c41)" d="M 452.121429 77.799372 L 452.957143 78.63281 L 452.121429 79.466248 L 451.285714 78.63281 L 452.121429 77.799372 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p81756d6c41)" d="M 482.207143 79.466248 L 483.042857 80.299686 L 482.207143 81.133124 L 481.371429 80.299686 L 482.207143 79.466248 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p81756d6c41)" d="M 460.478571 81.133124 L 461.314286 81.966562 L 460.478571 82.8 L 459.642857 81.966562 L 460.478571 81.133124 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p81756d6c41)" d="M 422.035714 92.801257 L 422.871429 93.634695 L 422.035714 94.468133 L 421.2 93.634695 L 422.035714 92.801257 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p81756d6c41)" d="M 425.378571 92.801257 L 426.214286 93.634695 L 426.214286 95.301571 L 425.378571 96.135009 L 424.542857 96.968447 L 423.707143 97.801885 L 422.871429 96.968447 L 422.871429 95.301571 L 423.707143 94.468133 L 424.542857 93.634695 L 425.378571 92.801257 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p81756d6c41)" d="M 462.15 96.135009 L 462.985714 96.968447 L 462.15 97.801885 L 461.314286 96.968447 L 462.15 96.135009 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p81756d6c41)" d="M 435.407143 114.470647 L 437.078571 114.470647 L 437.914286 115.304085 L 437.078571 116.137523 L 435.407143 116.137523 L 434.571429 115.304085 L 435.407143 114.470647 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p81756d6c41)" d="M 425.378571 77.799372 L 427.05 77.799372 L 427.885714 78.63281 L 427.05 79.466248 L 425.378571 79.466248 L 424.542857 78.63281 L 425.378571 77.799372 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p81756d6c41)" d="M 432.064286 92.801257 L 433.735714 92.801257 L 434.571429 93.634695 L 435.407143 94.468133 L 437.078571 94.468133 L 437.914286 93.634695 L 438.75 92.801257 L 439.585714 93.634695 L 440.421429 94.468133 L 441.257143 95.301571 L 440.421429 96.135009 L 438.75 96.135009 L 437.078571 96.135009 L 435.407143 96.135009 L 433.735714 96.135009 L 432.9 95.301571 L 432.064286 94.468133 L 431.228571 93.634695 L 432.064286 92.801257 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p81756d6c41)" d="M 443.764286 96.135009 L 444.6 96.968447 L 443.764286 97.801885 L 442.928571 96.968447 L 443.764286 96.135009 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p81756d6c41)" d="M 460.478571 35.091329 L 462.15 35.777668 L 463.821429 35.943831 L 467.164286 36.638856 L 468.835714 37.07222 L 468.979367 36.960906 L 470.507143 36.159739 L 472.178571 36.106667 L 473.85 35.845152 L 475.521429 36.174758 L 477.192857 35.857178 L 478.864286 36.118878 L 480.535714 36.234205 L 482.654556 36.960906 L 483.878571 37.478661 L 485.55 37.769636 L 487.221429 37.860463 L 488.892857 38.706597 L 489.82993 40.294658 L 490.564286 40.942257 L 492.235714 41.089815 L 493.345783 41.961534 L 493.907143 42.758574 L 495.630908 43.62841 L 496.573146 45.295286 L 497.25 45.970297 L 498.921429 46.460729 L 500.592857 48.254459 L 502.264286 48.99322 L 507.278571 49.980368 L 507.622632 50.295915 L 508.95 52.000116 L 513.964286 53.92691 L 515.635714 55.516932 L 517.71065 56.96342 L 518.978571 57.429657 L 520.673745 58.630296 L 522.342266 60.297172 L 523.222367 61.964048 L 524.752885 63.630924 L 525.939078 65.2978 L 527.895677 66.964676 L 529.09383 68.631553 L 530.678571 69.464991 L 531.514313 70.298429 L 532.35 71.502445 L 532.814102 71.965305 L 532.556836 73.632181 L 533.226339 75.299057 L 533.252651 76.965933 L 533.091818 78.63281 L 532.511993 80.299686 L 533.031651 81.966562 L 533.304091 83.633438 L 532.746571 86.96719 L 532.021978 88.634067 L 531.635001 90.300943 L 531.47711 91.967819 L 531.13184 93.634695 L 530.599174 95.301571 L 528.555577 96.968447 L 528.137034 98.635324 L 527.854651 100.3022 L 527.335714 100.819723 L 525.664286 101.455419 L 525.100064 101.969076 L 523.992857 102.746504 L 522.321429 103.665465 L 521.470019 105.302828 L 520.65 106.123699 L 517.307143 107.542501 L 515.635714 106.776072 L 513.964286 106.324592 L 510.621429 105.890926 L 508.95 105.050476 L 507.278571 105.858647 L 505.607143 106.136266 L 503.935714 106.173784 L 502.264286 107.377403 L 497.25 107.925925 L 493.323721 110.303457 L 492.235714 111.212843 L 490.415677 111.970333 L 490.025242 113.637209 L 489.838288 115.304085 L 489.523402 116.970961 L 488.821628 118.637837 L 487.858196 121.97159 L 487.221429 122.495826 L 485.55 123.136671 L 483.878571 124.394872 L 482.207143 124.592324 L 480.535714 124.24933 L 478.864286 124.303046 L 477.192857 124.824843 L 472.178571 123.722989 L 472.043023 123.638466 L 470.507143 123.009984 L 468.835714 123.100252 L 468.291732 123.638466 L 467.164286 124.527398 L 466.389099 125.305342 L 465.492857 126.996723 L 463.821429 127.996774 L 460.478571 128.669618 L 457.135714 130.905622 L 455.464286 132.905925 L 453.792857 134.169688 L 453.261444 133.639723 L 452.121429 132.800427 L 447.107143 132.805867 L 445.435714 131.139391 L 440.421429 131.139408 L 438.75 129.472532 L 433.735714 129.472532 L 432.064286 127.805656 L 427.05 127.805656 L 425.378571 126.13878 L 420.364286 126.138777 L 418.692857 124.4719 L 413.678571 124.47099 L 412.007143 122.80401 L 408.664286 122.805028 L 406.992857 122.332765 L 406.630695 121.97159 L 405.752495 120.304714 L 406.07628 118.637837 L 405.321429 116.127011 L 405.007664 115.304085 L 405.64124 113.637209 L 406.025324 111.970333 L 406.205137 110.303457 L 406.570921 108.63658 L 405.321429 107.446947 L 403.65 106.81062 L 401.978571 106.378104 L 400.307143 104.686789 L 398.635714 104.33402 L 397.841414 103.635952 L 396.712314 101.969076 L 396.406647 100.3022 L 396.691491 98.635324 L 395.96716 96.968447 L 396.124627 95.301571 L 394.583299 93.634695 L 395.292857 91.74784 L 395.887719 90.300943 L 396.304344 86.96719 L 395.08187 85.300314 L 395.697249 83.633438 L 396.964286 82.8 L 397.8 81.966562 L 397.996718 80.299686 L 399.180899 76.965933 L 399.440635 75.299057 L 399.506452 73.632181 L 400.307143 72.4276 L 401.084957 71.965305 L 401.978571 71.281053 L 402.593635 70.298429 L 404.440614 68.631553 L 404.716379 66.964676 L 405.321429 65.276649 L 406.992857 64.362055 L 407.694709 63.630924 L 408.441389 61.964048 L 408.664286 61.750063 L 409.936079 60.297172 L 410.143554 58.630296 L 410.335714 58.417681 L 412.007143 57.375809 L 412.420658 56.96342 L 412.895411 55.296543 L 413.678571 54.515516 L 414.897641 53.629667 L 415.555206 51.962791 L 417.021429 49.49225 L 417.44458 48.629039 L 418.692857 47.610092 L 419.751118 46.962163 L 420.737879 45.295286 L 422.955281 43.62841 L 423.707143 42.945703 L 425.378571 42.286734 L 425.728619 41.961534 L 428.721429 40.082044 L 430.392857 39.289469 L 432.064286 38.003184 L 433.762893 38.627782 L 435.407143 37.653851 L 437.078571 37.742874 L 438.75 36.39553 L 440.421429 37.199138 L 440.664847 36.960906 L 442.092857 36.021983 L 443.764286 36.105111 L 445.435714 36.346357 L 447.32468 36.960906 L 448.778571 37.48559 L 450.45 37.794344 L 452.121429 37.055795 L 457.135714 36.101071 L 458.807143 36.11852 L 460.478571 35.091329 L 460.478571 35.091329 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_5"> <g id="patch_6"> <path d="M 374.4 154.475675 L 411.1575 154.475675 L 411.1575 142.861925 L 374.4 142.861925 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-13 --> <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(374.4 151.98005)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-33"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#pd25fd05d84)"> <image height="143.52" id="image7edf186fc5" transform="scale(1 -1)translate(0 -143.52)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-11.08"/> </g> <g id="LineCollection_16"> <path clip-path="url(#pd25fd05d84)" d="M 261.578571 66.131238 L 262.414286 66.964676 L 263.25 67.798115 L 264.921429 67.798115 L 265.757143 66.964676 L 266.592857 66.131238 L 268.264286 66.131238 L 269.1 66.964676 L 269.935714 67.798115 L 271.607143 67.798115 L 272.442857 68.631553 L 273.278571 69.464991 L 274.114286 70.298429 L 273.278571 71.131867 L 271.607143 71.131867 L 270.771429 71.965305 L 269.935714 72.798743 L 268.264286 72.798743 L 266.592857 72.798743 L 264.921429 72.798743 L 264.085714 73.632181 L 263.25 74.465619 L 261.578571 74.465619 L 260.742857 75.299057 L 260.742857 76.965933 L 259.907143 77.799372 L 259.071429 78.63281 L 259.071429 80.299686 L 259.071429 81.966562 L 259.907143 82.8 L 260.742857 83.633438 L 260.742857 85.300314 L 261.578571 86.133752 L 263.25 86.133752 L 264.085714 85.300314 L 264.921429 84.466876 L 265.757143 85.300314 L 266.592857 86.133752 L 267.428571 86.96719 L 267.428571 88.634067 L 268.264286 89.467505 L 269.1 90.300943 L 269.1 91.967819 L 268.264286 92.801257 L 266.592857 92.801257 L 265.757143 91.967819 L 264.921429 91.134381 L 264.085714 90.300943 L 263.25 89.467505 L 262.414286 90.300943 L 261.578571 91.134381 L 259.907143 91.134381 L 259.071429 90.300943 L 258.235714 89.467505 L 257.4 88.634067 L 256.564286 87.800628 L 254.892857 87.800628 L 254.057143 86.96719 L 253.221429 86.133752 L 251.55 86.133752 L 249.878571 86.133752 L 249.042857 86.96719 L 248.207143 87.800628 L 246.535714 87.800628 L 245.7 88.634067 L 245.7 90.300943 L 246.535714 91.134381 L 248.207143 91.134381 L 249.042857 91.967819 L 249.878571 92.801257 L 250.714286 93.634695 L 249.878571 94.468133 L 248.207143 94.468133 L 246.535714 94.468133 L 245.7 93.634695 L 244.864286 92.801257 L 243.192857 92.801257 L 242.357143 91.967819 L 243.192857 91.134381 L 244.028571 90.300943 L 243.192857 89.467505 L 242.357143 88.634067 L 242.357143 86.96719 L 243.192857 86.133752 L 244.028571 85.300314 L 244.864286 84.466876 L 245.7 83.633438 L 245.7 81.966562 L 244.864286 81.133124 L 244.028571 80.299686 L 244.864286 79.466248 L 246.535714 79.466248 L 247.371429 78.63281 L 247.371429 76.965933 L 247.371429 75.299057 L 248.207143 74.465619 L 249.878571 74.465619 L 251.55 74.465619 L 252.385714 73.632181 L 253.221429 72.798743 L 254.892857 72.798743 L 255.728571 71.965305 L 256.564286 71.131867 L 257.4 70.298429 L 258.235714 69.464991 L 259.907143 69.464991 L 260.742857 68.631553 L 260.742857 66.964676 L 261.578571 66.131238 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd25fd05d84)" d="M 279.964286 67.798115 L 280.8 68.631553 L 279.964286 69.464991 L 279.128571 68.631553 L 279.964286 67.798115 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd25fd05d84)" d="M 274.95 71.131867 L 275.785714 71.965305 L 275.785714 73.632181 L 274.95 74.465619 L 274.114286 73.632181 L 274.114286 71.965305 L 274.95 71.131867 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd25fd05d84)" d="M 278.292857 71.131867 L 279.128571 71.965305 L 278.292857 72.798743 L 277.457143 71.965305 L 278.292857 71.131867 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd25fd05d84)" d="M 249.878571 81.133124 L 249.042857 81.966562 L 249.878571 82.8 L 250.714286 81.966562 L 249.878571 81.133124 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#pd25fd05d84)" d="M 268.264286 81.133124 L 269.935714 81.133124 L 270.771429 81.966562 L 271.607143 82.8 L 272.442857 83.633438 L 272.442857 85.300314 L 271.607143 86.133752 L 270.771429 85.300314 L 269.935714 84.466876 L 269.1 83.633438 L 268.264286 82.8 L 267.428571 81.966562 L 268.264286 81.133124 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#pd25fd05d84)" d="M 258.235714 39.774678 L 259.907143 40.464987 L 260.07798 40.294658 L 261.578571 39.337144 L 263.25 39.464164 L 264.921429 39.786462 L 268.264286 40.930153 L 271.607143 41.649298 L 273.278571 41.782236 L 274.95 41.244321 L 276.621429 41.071698 L 278.292857 41.178775 L 279.964286 41.752576 L 281.635714 41.492065 L 283.307143 41.566082 L 284.978571 42.269365 L 286.65 42.655791 L 288.321429 43.315621 L 289.992857 42.787088 L 291.664286 42.794972 L 293.335714 43.055751 L 294.125942 43.62841 L 295.007143 45.282388 L 296.678571 44.0854 L 298.35 44.320841 L 300.021429 44.786116 L 301.692857 45.476639 L 302.649657 46.962163 L 303.364286 47.674845 L 305.035714 47.795601 L 306.707143 48.724266 L 307.718349 50.295915 L 308.378571 50.823269 L 310.05 50.984719 L 311.721429 52.713133 L 315.064286 54.099027 L 315.828143 55.296543 L 316.735714 56.226416 L 318.407143 57.072998 L 319.413239 58.630296 L 320.078571 59.106849 L 321.75 60.593043 L 323.421429 61.13061 L 325.092857 61.246715 L 326.764286 61.703153 L 327.114204 61.964048 L 328.435714 63.104989 L 330.107143 63.658221 L 331.148706 65.2978 L 331.778571 65.92455 L 333.499627 66.964676 L 335.121429 69.986222 L 335.385483 70.298429 L 336.147121 71.965305 L 337.478867 73.632181 L 338.12774 75.299057 L 338.464286 75.729682 L 340.135714 78.652031 L 340.960067 80.299686 L 340.135714 82.336139 L 339.546285 83.633438 L 339.576972 85.300314 L 340.135714 85.919019 L 340.90402 86.96719 L 340.135714 89.214958 L 339.697341 90.300943 L 339.376364 91.967819 L 338.819903 93.634695 L 338.464286 93.989344 L 336.792857 95.446589 L 336.301441 96.968447 L 336.007048 98.635324 L 335.121429 99.646825 L 333.45 101.029962 L 331.778571 101.062781 L 330.107143 101.526111 L 328.435714 102.459226 L 326.764286 103.002114 L 325.092857 103.406922 L 324.708572 103.635952 L 323.421429 104.181152 L 321.75 103.649109 L 320.078571 104.629375 L 318.407143 104.810831 L 316.735714 106.137768 L 315.880841 106.969704 L 314.607326 111.970333 L 313.392857 117.057129 L 312.498278 118.637837 L 312.185869 120.304714 L 311.721429 120.778151 L 310.05 121.47465 L 309.551703 121.97159 L 306.707143 124.101874 L 305.035714 124.39521 L 303.997683 125.305342 L 302.886452 126.972218 L 301.692857 127.779659 L 300.021429 127.779616 L 298.35 128.884961 L 296.678571 128.499594 L 296.53869 128.639094 L 295.007143 129.472532 L 293.335714 130.951801 L 291.664286 130.716339 L 289.992857 130.035445 L 289.038924 128.639094 L 286.65 126.065203 L 285.377419 125.305342 L 284.154929 123.638466 L 283.307143 123.088674 L 280.804447 120.304714 L 279.964286 119.257539 L 278.292857 118.441048 L 276.621429 116.623847 L 274.95 116.524334 L 269.935714 115.653688 L 268.264286 115.046858 L 266.592857 115.693568 L 265.244439 116.970961 L 264.921429 118.767483 L 264.392672 120.304714 L 263.621549 123.638466 L 263.86487 126.972218 L 263.003739 128.639094 L 262.690202 130.305971 L 261.998367 131.972847 L 261.578571 132.391499 L 259.907143 132.803514 L 258.235714 131.139409 L 253.221429 131.139409 L 251.55 129.472532 L 246.535714 129.472532 L 244.864286 127.805656 L 239.85 127.805655 L 238.178571 126.13878 L 233.164286 126.13878 L 231.492857 124.471501 L 226.478571 124.444583 L 224.807143 122.763684 L 223.135714 122.663829 L 222.417987 121.97159 L 222.100915 120.304714 L 222.012986 118.637837 L 222.590475 116.970961 L 222.145239 115.304085 L 221.337251 113.637209 L 222.138216 111.970333 L 221.69075 110.303457 L 221.464286 110.120303 L 218.121429 108.079649 L 216.45 108.038323 L 215.440613 106.969704 L 214.778571 106.441198 L 213.107143 105.721491 L 212.687337 105.302828 L 211.671557 103.635952 L 211.672835 101.969076 L 212.080296 100.3022 L 211.413156 98.635324 L 210.903838 96.968447 L 211.736121 95.301571 L 212.465636 90.300943 L 213.107143 89.661183 L 214.376487 88.634067 L 215.253947 86.96719 L 215.589714 85.300314 L 215.647074 83.633438 L 216.029252 81.966562 L 216.865634 80.299686 L 217.252655 78.63281 L 217.304779 76.965933 L 217.545061 75.299057 L 219.075806 71.965305 L 219.933708 70.298429 L 221.47156 68.631553 L 222.219549 66.964676 L 223.174092 61.964048 L 224.857059 60.297172 L 226.478571 59.394251 L 227.244613 58.630296 L 227.810369 56.96342 L 228.15 56.624713 L 229.821429 55.978941 L 231.492857 54.765773 L 233.164286 54.22139 L 233.763981 53.629667 L 234.835714 52.803134 L 236.507143 51.777197 L 238.447664 50.295915 L 239.85 47.248311 L 241.521429 47.217752 L 241.777716 46.962163 L 242.052083 45.295286 L 243.192857 44.467672 L 245.039146 43.62841 L 246.535714 42.748067 L 248.207143 42.175714 L 248.421907 41.961534 L 249.878571 41.128096 L 251.55 41.591687 L 253.221429 41.644998 L 254.892857 40.994667 L 256.564286 41.184215 L 258.235714 39.774678 L 258.235714 39.774678 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_6"> <g id="patch_7"> <path d="M 187.2 154.475675 L 223.9575 154.475675 L 223.9575 142.861925 L 187.2 142.861925 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-30 --> <defs> <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(187.2 151.98005)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-30"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#pbfde99a2fe)"> <image height="143.52" id="image2a8c450cf1" transform="scale(1 -1)translate(0 -143.52)" width="187.2" x="0" xlink:href="data:image/png;base64,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" y="-11.08"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#pbfde99a2fe)" d="M 76.05 49.729625 L 77.721429 49.048692 L 79.392857 49.170865 L 83.869244 50.295915 L 84.407143 50.543831 L 86.078571 51.043007 L 89.421429 51.837903 L 89.697856 51.962791 L 91.092857 52.459907 L 95.287126 53.629667 L 96.107143 53.936381 L 99.45 54.799147 L 102.792857 55.865776 L 104.464286 56.216823 L 106.716274 56.96342 L 107.807143 57.394746 L 111.15 58.055487 L 112.990764 58.630296 L 114.492857 60.588124 L 116.164286 61.15588 L 116.974661 61.964048 L 118.829851 65.2978 L 119.507143 65.879492 L 121.178571 67.199527 L 122.85 68.14076 L 124.521429 68.480978 L 124.672414 68.631553 L 125.532535 70.298429 L 126.816269 71.965305 L 127.864286 72.95153 L 129.039991 73.632181 L 128.739381 75.299057 L 129.710703 76.965933 L 131.207143 77.84792 L 132.878571 78.14244 L 133.330298 78.63281 L 132.878571 79.870222 L 132.568976 80.299686 L 132.878571 80.905091 L 134.907519 81.966562 L 136.221429 83.002976 L 136.610117 83.633438 L 136.216322 85.300314 L 136.137543 86.96719 L 135.6968 88.634067 L 136.221429 89.205865 L 137.892857 89.316948 L 139.045573 90.300943 L 139.564286 91.218612 L 139.689411 91.967819 L 139.089887 93.634695 L 137.892857 94.782562 L 136.221429 96.118574 L 134.55 95.759468 L 132.878571 97.289993 L 131.207143 96.75547 L 129.535714 96.486605 L 127.864286 95.99376 L 126.192857 95.924283 L 125.198221 95.301571 L 124.521429 94.400375 L 122.85 93.263595 L 119.507143 92.703629 L 117.835714 93.374217 L 117.636654 93.634695 L 117.194342 95.301571 L 116.911813 96.968447 L 118.388467 98.635324 L 119.507143 99.898886 L 120.176236 100.3022 L 121.370525 101.969076 L 121.964774 103.635952 L 121.633642 105.302828 L 120.588799 108.63658 L 119.984547 111.970333 L 119.822944 113.637209 L 119.507143 114.015174 L 117.835714 114.876779 L 117.544063 115.304085 L 116.909804 116.970961 L 116.777608 118.637837 L 116.164286 119.249489 L 114.233822 120.304714 L 112.821429 121.2139 L 111.15 121.67524 L 109.478571 121.138152 L 107.807143 121.369433 L 106.135714 122.565589 L 104.464286 122.24885 L 102.792857 123.05531 L 101.121429 122.620722 L 99.45 120.798074 L 97.778571 120.469563 L 97.568229 120.304714 L 96.054283 118.637837 L 94.435714 117.775518 L 92.764286 117.549719 L 91.092857 116.863963 L 89.421429 116.397384 L 88.532761 115.304085 L 87.75 114.522484 L 86.078571 114.019536 L 85.6952 113.637209 L 84.935505 111.970333 L 84.407143 111.335519 L 82.735714 110.372088 L 81.064286 110.205252 L 77.721429 109.554681 L 74.378571 109.027788 L 72.707143 108.465724 L 71.035714 108.891824 L 69.364286 109.525828 L 67.692857 109.25373 L 66.021429 109.206858 L 65.217441 110.303457 L 64.35 111.686518 L 62.678571 111.318389 L 61.007143 111.136895 L 59.335714 110.742748 L 58.895223 110.303457 L 57.664286 108.707738 L 55.992857 108.334596 L 54.25398 106.969704 L 52.65 106.097659 L 51.671146 105.302828 L 50.978571 103.990228 L 50.283018 103.635952 L 49.307143 103.308786 L 42.621429 102.108472 L 42.273812 101.969076 L 41.420942 100.3022 L 40.95 99.835094 L 39.278571 99.292291 L 38.786084 98.635324 L 38.817527 96.968447 L 39.659081 95.301571 L 39.278571 94.803383 L 37.902668 93.634695 L 38.77415 90.300943 L 41.320315 80.299686 L 42.037376 76.965933 L 44.292857 68.435737 L 45.964286 67.500013 L 46.501085 66.964676 L 46.671865 65.2978 L 47.259252 63.630924 L 47.635714 63.054301 L 49.307143 62.56828 L 49.689426 61.964048 L 49.735943 60.297172 L 51.658469 58.630296 L 52.65 57.961794 L 54.321429 57.242019 L 54.631958 56.96342 L 57.664286 55.146064 L 58.581991 53.629667 L 59.335714 52.833113 L 61.007143 52.796229 L 63.801462 51.962791 L 64.35 51.753597 L 64.658845 51.962791 L 66.021429 52.609019 L 67.692857 52.342111 L 68.138567 51.962791 L 69.364286 51.227119 L 71.035714 52.137956 L 72.707143 52.169202 L 72.914117 51.962791 L 74.378571 51.129353 L 76.05 49.729625 L 76.05 49.729625 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pbfde99a2fe)" d="M 137.892857 85.006646 L 138.02856 85.300314 L 137.892857 85.928508 L 136.277454 85.300314 L 137.892857 85.006646 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pbfde99a2fe)" d="M 50.978571 111.801944 L 52.65 111.009232 L 54.321429 111.239634 L 55.992857 111.572864 L 56.824155 111.970333 L 57.664286 112.37101 L 59.335714 112.803771 L 61.007143 113.032679 L 62.332382 113.637209 L 62.678571 113.852927 L 64.35 114.156725 L 64.792222 113.637209 L 66.021429 112.736278 L 67.692857 113.393675 L 67.937057 113.637209 L 68.60416 115.304085 L 68.628233 116.970961 L 68.323088 118.637837 L 68.113947 120.304714 L 67.692857 121.555478 L 67.446704 121.97159 L 66.935162 123.638466 L 66.658531 125.305342 L 66.522706 126.972218 L 66.021429 127.47213 L 64.35 128.140344 L 63.682287 128.639094 L 62.678571 129.140355 L 61.007143 129.380036 L 59.335714 129.299437 L 58.673568 128.639094 L 57.664286 127.738842 L 55.992857 127.316065 L 55.424768 126.972218 L 54.321429 126.413075 L 53.298971 125.305342 L 52.65 124.658139 L 50.978571 124.33424 L 50.280897 123.638466 L 49.48939 121.97159 L 49.307143 121.731477 L 48.095254 120.304714 L 47.635714 119.944426 L 46.257697 118.637837 L 46.633704 116.970961 L 46.819654 115.304085 L 47.567464 113.637209 L 47.635714 113.555713 L 49.307143 112.727986 L 50.762368 111.970333 L 50.978571 111.801944 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 0 154.475675 L 36.7575 154.475675 L 36.7575 142.861925 L 0 142.861925 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-46 --> <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 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(0 151.98005)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-34"/> <use x="242.675781" xlink:href="#DejaVuSans-36"/> </g> </g> </g> </g> <defs> <clipPath id="pea9104d904"> <rect height="165.6" width="1310.4" x="0" y="0"/> </clipPath> <clipPath id="p3e81c87296"> <rect height="143.35135" width="187.2" x="1123.2" y="11.124325"/> </clipPath> <clipPath id="pfd8455dee9"> <rect height="143.35135" width="187.2" x="936" y="11.124325"/> </clipPath> <clipPath id="pc8d61d3f6b"> <rect height="143.35135" width="187.2" x="748.8" y="11.124325"/> </clipPath> <clipPath id="p1dae216c04"> <rect height="143.35135" width="187.2" x="561.6" y="11.124325"/> </clipPath> <clipPath id="p81756d6c41"> <rect height="143.35135" width="187.2" x="374.4" y="11.124325"/> </clipPath> <clipPath id="pd25fd05d84"> <rect height="143.35135" width="187.2" x="187.2" y="11.124325"/> </clipPath> <clipPath id="pbfde99a2fe"> <rect height="143.35135" width="187.2" x="0" y="11.124325"/> </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-0ebee881-a35f-4795-bbbb-18889bfebf6f"> <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(#p998e2a9e55)"> <image height="165.6" id="image06fef0d249" 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(#p68fd81c992)"> <image height="136.08" id="image2ec0eb203a" transform="scale(1 -1)translate(0 -136.08)" width="158.64" x="0" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAI3CAYAAADKhaBCAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3VmPXcd5LuCSKbK7yeYsSpxiiZYnJZEDG1Bi+8ZGggQB/Dvyo/JPcpXcBLBiBB7gaI6ogZM4Dz2SNOVzcQ5g4GC9n7yrlraa1PNcVqH2rl1r7dUfN/C9fK619scGAAADvvFVbwAAgKefohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAY9vxXvYFn1XPPPbdn3+ePf/xj1+uluWrN559/Pjm+srKy8JrWWjtx4sTk+M9//vO4Jr3XZ599Ftc8fPgwzt28eXNy/M6dO3HNkydPFn6fjY2NOPeNb0z/e7A6u3Sd/vCHP8Q1Bw8ejHMnT56cHD98+PDCe7h06VJcU53R48ePJ8erc5jboUOHFhpvLe9va2srrtnZ2Ylz+/fvnxzft29fXJOuRfV8qObSfVTt4fTp05Pj6f5urf5erK6uTo5Xz5v0fa4+a+XRo0eT4z3fzWpN7/7m1POZ5rYXzoE/8UslAADDFJUAAAxTVAIAMExRCQDAMEUlAADDFJUAAAx7rrWmH/8pMHd00LLepye25MiRI3Hu9ddfX+h9WsuxOH/1V38V19y+fTvOXblyZXL8/v37cU36vFXszIULF+Lc2tra5HiKVGktn9Hm5mZcU8UNpTiRe/fuxTUff/zx5Pi1a9fimipSKM0tM2orXcP19fWF36vnfVpr7Vvf+tbkeHUPpfe6detWXFPFcKX7f3d3N65J3/UqqiZF9rSW773nn8/peQcOHJgcryLC7t69G+fS3lOsWGt992v13ex57u5lvft+1s7haeCXSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhuWWOPaUnm7Rno7Cak3aw759++Ka1PGYOrJba+0v//Iv41zqFn3nnXcW3sP29nZc8/jx4zjX0+WaOners7t8+XKcS+uq10uft+pkPXnyZJzbv3//5Pj169fjmnR21b6rzt3UCVxdv7TvNN5avb/U7Vt11Sc9nc2t5bSC9957L645ceLE5HjVef3gwYM4V93/c6q6ntMeUod3a/n+6r0nUyLBN76Rf8OpOsOXZVkJIzqvn21+qQQAYJiiEgCAYYpKAACGKSoBABimqAQAYJiiEgCAYSKFnnI98QxVdEQVJ5IiMarXSzEtx48fj2uq+I9PP/10cryKxUkxRDdu3IhrqnNIZ766uhrXpDOqImQuXboU55IqtiTFOP3FX/xFXJPOrlJFsaRopd6omnSuKWKntdZWVlYmx9fX1+OaKlop3SsbGxtxTU/EVBU7U0XcJDdv3pwcr+7J6nmT1vVEAFXxTtU9ns6vig/b2tqaHK9iqVJsUGvzRrn1xu/MGdvT+1o95zD3Hlg+v1QCADBMUQkAwDBFJQAAwxSVAAAMU1QCADBMUQkAwDCRQk+5KrYhxTDMHc9QvV6Kaanid95+++04l+I/qgiSFCdSRYZUMSgpDubw4cNxTYo6qWJiqmubXi/FBrWWP+/169fjmnTe1R6qSKijR49OjlcxMTs7O3EufaZq3+m9qutXRQql/VWxVOkequ6Hzc3NONfznU7vVX2XquiitIfqM6XrV33/qv2l96ruh554pyp2qXq2JemerO6hOSN7vgw99+Qy/zbx5fBLJQAAwxSVAAAMU1QCADBMUQkAwDBFJQAAw3R/PyWW1elXvU/qRKy6MVN3Z+rIbq3uHk5dlz0dl1X3d+paby13MFcdq6lrtvqslbT3qlt0bW1tcrw6u5WVlYVfr+r2vXv37uR4dXZV5+7u7u7keHUOqSN0Y2Mjrqk60HuuYfWZkp5nQLUmfQer72bVpZ9UndLpWlTXr+faVvdk+kxV93eVspDOvDq7hw8fLvRaXzSXzmjue2ju7uqe/VV7mPv1euyFPSyTXyoBABimqAQAYJiiEgCAYYpKAACGKSoBABimqAQAYJhIoafEXogYSNEIVTRPirbo/TwpviVFy7TW2okTJybHX3rppbiminxJcSIpaqi1HJlTxdEcOXIkzqWon+r1UmzJrVu34ppr167FuRSTdPjw4bgmqeJW0vu0ls81fdbW8tlV71Pd4+neq67f5cuXJ8er6KILFy7Euddff31y/Ny5c3HNhx9+GOeSixcvxrnbt29Pjn/ve9+La1Jsz8cffxzX3L9/P86l6KAqhihd2ypqq4pRO378+MJ7uHTp0sLvU8Ukpc9UrakilJJl/V3qjQ3aC38398IelskvlQAADFNUAgAwTFEJAMAwRSUAAMMUlQAADNP9vWTL7FTr+Y/sqzVVh+6iqk7pys2bNyfH19fX45rUCfzJJ5/ENdVnTV2uqau4tdaOHTu28JrqfnjhhRcmx6su5c3Nzcnxqis1dbK21tr169cXfr10naou1+rapm73V155Ja5JZ1fte21tLc6lM+q5H6rvX9VV/0//9E+T42fPno1r0v1Q3fsPHjyIcykp4MaNG3FNuu7vvfdeXPPmm2/GufSd3tjYiGvS5+1JgGittRdffHFyPCUVtJY72qs0h+papHu5ur+qzvCvWs/fMr4afqkEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGEihfaQZcUNVZEhPXuo1qS53d3duGbfvn1x7vnnp2/ZR48eLbyH1dXVuCZFvlTrUkRLa61dvXp1cryKGanigVLUyIULF+Ka8+fPT45X0Te3bt2Kc9WZJynqpIpoeemll+LcpUuXJsdPnz4d1/ziF7+YHK8ie374wx/GufS9uHv3blyTzry676rIl/S9qJ4bJ06cmByv7slqf2+88cbkeIoBa621X//615Pj1fNhZ2cnzp05c2Zy/IMPPohr0nezek5W9356fqUoq9by563Ornrupqim6n5I0WvVfTd3bF3a39xxe3x5/FIJAMAwRSUAAMMUlQAADFNUAgAwTFEJAMAwRSUAAMNECn1JUmzCXohGqPZQzaWYiioCKKlibFK0RTVXxVSsr69Pjp87dy6uSTEjrbV2/PjxyfEUVdNaa4cOHZocv3fvXlxTRRSl6/TgwYO45uLFiwu9VmutnTp1Ks6lGJsU89NajhSq4lvSmtZae+211ybHf/KTn8Q1//zP/7zw+1TxUyleplqzsbExOV5d8xQj1VqOfkr3XfV61T1ZfWfS562imn7+859Pjqd7tbXWTp48GefefvvtyfEq3il9Z6rvRRW7tLW1NTn+13/913FNig+rIr3Onj0b59I1rJ4P6Tne+zerZ11PRNHc77MX/kY/zfxSCQDAMEUlAADDFJUAAAxTVAIAMExRCQDAMN3fX5JldZBVXWw9nXTVmtQdWHVjpi7v69evxzWpm7a11g4ePBjnktS1XnVj/su//EucS13Cr776alyTupsvX74c19y+fTvOpc7d1JHdWmvXrl2bHE+dp6219s4778S51AH7ve99L665cuXK5Hh1zVP3fmutff/7358cf/311+Oa1BH9ySefxDVVd3rqeq46ue/cuTM5nu7V1lp78cUX41y6J6skhfR9fvLkSVxTze3u7k6OV8/CEydOTI7/9Kc/jWv+9m//Ns7927/92+R49bzp+V5Uc6mzP13z1vJ1qrr3q2fh/fv349yiqus399+fZf3d1OH95fFLJQAAwxSVAAAMU1QCADBMUQkAwDBFJQAAwxSVAAAMEyn0lKuiTlKkQxX1kCKAWssRMvfu3YtrUtxQimFprY57OHbs2OR4te+05syZM3HNa6+9FudS/M3Ozk5ckz7T+fPn45oqMmR7e3tyPMXEtJY/bxVbsra2FudS3NDW1lZck2JxqvvhwYMHcS6te+WVV+KaW7duTY5XEUBVRMvhw4fj3KKqqJoqzufIkSOT4ynmp7X8fa5ijXpicaq4qBTnk6KGWqsjpr7zne9Mjv/4xz+Oa956663J8Q8++KBrD8lnn30W5y5dujQ5nr7nrdXxYekZXz0n05rq+lV/f+aM7REB9PTwSyUAAMMUlQAADFNUAgAwTFEJAMAwRSUAAMN0fz8lqk6/OV8rdYS2ljttq47j1C1adT1//vnnce6jjz6aHE+dp6219uqrr06Of/e7341rUhdpa63993//9+R41f2dOqyra3H06NE4lzp0qy7lAwcOTI5X3csvv/xynEsdsKmTtbV8D6Xu5dZae/vtt+NcSh6o7qG0puowTWfXWv7OVJ8pdc1WHd5VV33qGq8+U5qrvs/V9yydQ5UukPR2wadzre7x1GlepWRUiQTpuldd9WkP1XlXnf0ptaE6u3Tm1f0wd1d2deZz7mFZ7/N15JdKAACGKSoBABimqAQAYJiiEgCAYYpKAACGKSoBABgmUuhLMndkQYrKqN4nxapUsUFVlEeKBqmib1J8SxWPUsXBHDx4cHI8RXK01trrr78+OX727Nm4pjqHFCdSfaZjx44tvKa6tmmuiv9YWVmZHK/uhyoGJUWn/OAHP4hr0tl98skncc03v/nNOPfCCy9Mjl+9ejWuSfdXdR+fPn06zm1vb8e5RfdQ3fvVtUh7qO6hFJOUnjWt1fdX2nsVx5TO9cUXX1z4fVrLEWbVPZ7OqDrv6lzTfbS5uRnXpH1X91Z1ndKzemNjI65Jf3+q96mek9W6RVXnXd2TaQ/VPZTmqr/PIor+xC+VAAAMU1QCADBMUQkAwDBFJQAAwxSVAAAMU1QCADBMpNCXpCcuoCeuo1rz/PPTl7eK10hrqrknT57ENSny5dGjR3HN7du341yKsTl37lxcc+HChcnxFE/UWms3b96Mc+laVBEaDx8+XHgPKX6nmktRIq3l2IsqFiTFEFWvV91fKd4pnU9rre3s7MS5dE9W1yLFO/VEOLWWo2d2d3cXXtMbnZJer/pupu9gFbdSnevq6urkeHUPpeu+vr4e11SuXLkyOf7WW2/FNZcuXZocr67fqVOn4lyKAfrf//3fuCZ9b8+cORPXpBii1lq7cePG5Pjc0TfLitLp/W6me7J65qXnTXXvV59pzuig6rPulYgiv1QCADBMUQkAwDBFJQAAwxSVAAAMU1QCADBM9/eS9XTLtZY7u6pO2/ReVRdpTzd51XWWOkyr96nOaHNzc6G9tZY7Y99+++24pupYTR3oR48ejWvSdbp169bCa1rLZ1R1Sq+trU2OV9dia2tr4T1U+z579uzk+BtvvBHXvPnmm3EudcFX91DqOK66O6su6iTdd9Ueqq7ndP1ay9e9OocDBw5MjleftTqj1FFb3ZPp3quSD9L3r7V8rvfu3YtrNjY2Jser65fOrrV8/1ffi7SHKhWhStBI++u5x6s0gJ6O455u8mpNda49z4c0V53DsuyVDu+KXyoBABimqAQAYJiiEgCAYYpKAACGKSoBABimqAQAYJhIoSWrIgGqyIIUBdHzH9lXURnVXIq9qKJ00me6fft2XFPFA6V4kioe6Pvf//7k+E9/+tO45uTJk3EuqWJLUhRSFd9SRWWk61RFkKRrUcVr9EQUvfDCC3HN5cuXJ8fPnz8f11T31wcffDA5/otf/CKu6VFdi3RGq6urC6/p+T63lq9Ftebw4cOT44cOHYprqrl0j1f35PHjxyfHq7ic3/3ud3HuP//zPyfHP/zww7gmxc5Uz6HqfkhxPj33w/b2dlxTSfFOVaRQz/OhJyKv5/XmjtJ5GqJ5nlZ+qQQAYJiiEgCAYYpKAACGKSoBABimqAQAYJju7z2kp5Ou6hhP3YtVx3HqIm0td0lW++7pUq46FFPXZdW1nt6r6sY8duxYnHv33Xcnx9P5tNbXid9zDtW1Ta9XXfPqOqWO1apzPu27+qzf/e5349zdu3cnx1dWVuKaffv2TY5X3fvVvZK6qKuz293dXXhN1XGcvuupE7m1fO9Vz5TqHk+vV3VRJ9V5nzp1Ks6le696vXT/V8+1O3fuxLn0eauO9nTm1fXrSXqoru3cndzVe/Hs8kslAADDFJUAAAxTVAIAMExRCQDAMEUlAADDFJUAAAwTKbSHVP/JfZrriYGookk2NjbiXIpp6YmxOXLkSFyTYmJay9Egp0+fjmtSfMvNmzfjmu985ztx7sKFC5Pj165di2vSZ6rOIUXVtJYjTW7fvh3XJJubm3GuurYpQqZa8/LLL0+OV/Ej1bW4ePHi5PiNGzfimnPnzi28h+o7k2JfqiiddHZVhEx1rimupoqdefz48eR49RxKa1prbX19fXL84MGDcc2ZM2cmx6sIoOoeT9/1Ki4qnVF1LaoIrKSKD0sxV9X1q65Tz5r0t6Tn71L1epW9sIeec12W6vPslX37pRIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhokUekr0RCOkiJTqtba2tuJcivmYO8qgit44fvz45HgVv5MiTVL8SGutffDBB3Hu7Nmzk+N/93d/F9f8/ve/nxyv4nxSzEhr+fNWn2lnZ2dyvLofUoxUa/m6V/dDer0UkdRaPu/WciRNFb+T5qpIoepapJidag/pvapzqCJu0v3QE0FSram+Z+mMemKzqjim6jqlmLAqEio9H6o1Pd+Z6jOla1FFF21vb8e5pNp3ul97n+9zxwMt+j6Vuf9mLSvqZ6/EBlX8UgkAwDBFJQAAwxSVAAAMU1QCADBMUQkAwDDd3wP2QtfZ3Kpu39QNWXU1LvpardXd36nzs9p36h6u3qfqurx///7keNWde/To0cnxqts+dWtXc2tra3FN+kxVl3LV9ZykbtrW8v1/6NChuKY613TdHz58uPAeqntofX09zqVrUXXnpiSF6lpUe0j3cnX90j1Z3UPVdyZ9p6trm9bcunUrrnn//ffj3Jtvvjk5/umnn8Y1PV3K1fMr3Q/VfZzmqjVV0kO6j6rnWk8aAP/XXv+7vkx+qQQAYJiiEgCAYYpKAACGKSoBABimqAQAYJiiEgCAYSKFBlQxAnPHMCwr7uHw4cNxLkVYVHvo2XcV17GxsbHwmuozJVXUT4rrePDgQVyTopBu3rwZ11RRTSkOpop8Sa+XIpK+yJEjRybHq2uRYnuqGKIqOiW9XvWZ0prq+1zdD+lcqzifdA+dPHkyrun5bqb7rrV8DlWkUBUPdPXq1cnxKh4ofabLly/HNf/6r/8a5375y19OjlffixQ/Vd3H1fMrXdvqWqT3evToUVzT8/dnr0ffiDV6+vmlEgCAYYpKAACGKSoBABimqAQAYJiiEgCAYbq/l6ynU7paV73eN74x/W+Gas3m5macq7pCk9SVWnU2V12SqRvy4sWLcc37778/OZ46qFtr7caNG3Hu+PHjk+PpvFvL3c3VNa86mFPHatUhnLqRU7dqa/V1SlKHfmv5jKou16pz98SJE5Pjv/nNb+KaH/3oR5Pjq6urcU3V/Z32nq5Ra/laPH78OK6pOq/TPXn79u24Jqn2fezYsTiXrm11rum9/v3f/z2uqa5t2sOBAwfimnTmPR3e1Xutr6/HNekequ6H6nuRnqFVR3t6Fi2zY3wvd3n3/u3+uvFLJQAAwxSVAAAMU1QCADBMUQkAwDBFJQAAwxSVAAAMEyn0JdkLEQM9ERE9ERZVTEWKpEmRKl8kxXVcu3Ytrvmf//mfyfGzZ8/GNVXc0K1btxbaW2utnTlzZnL8wYMHcU31mVJ0UHVt0/WrrkUVMZVU55BU910lRdx8+OGHcc3Vq1cnx3/4wx/GNdV1SvEyVTRPiueqzq6KNEnn0HOuVXRRighrre+7/vvf/35y/He/+11cc/78+TiXnkUfffRRXJOuU3XeVdRWijWqYojSvqs11Xc97aG6FnP/zUrn1xOdV63ZC/vmT/xSCQDAMEUlAADDFJUAAAxTVAIAMExRCQDAMEUlAADDntpIoSruYVmt/9Ue9kI0wueffz453huVsbOzs/Drra6uTo73Rsikz5Tep7XWPvjgg8nxb3/723HNz372sziXYlVSZE9rOcam8sILL8S5FEGyvb0d16QzWl9fj2sePXoU51JsSRrvVUVWpVioKgrpt7/97eT43/zN38Q11XczxQCl2KdKdXbp3m8tf9579+7FNekzVe9TRR7dvXt3cnxjYyOuSZFCVZTOiRMn4lyKkqpeL33e6hyq70x6DlTPvBQxVd13W1tbca7nO1g9x3v0vF7P36wec78ef+KXSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhj213d974T93r/awrO6ynnOo9lZ1Daa5ffv2xTVpf6mD+ov2kN6r6v5OnZ/vv/9+XPPqq6/Guddee21yvNp36qKuukiPHj0a527evLnwHlJnZdWdW3W0p2tbvV66FtU9Wd1fSdWl/Ktf/Wpy/B//8R/jmoMHD8a5dK7VvtM5VOkLVTdySjiong+pq/7KlStxzcmTJ+NcSoe4detWXHPjxo3J8aqz+bPPPotzly9fnhyvzjU9O6o9VJ3c6TvT8/eiej48fPhw4bnqe1bdXz32wt/oZC/v7Wnnl0oAAIYpKgEAGKaoBABgmKISAIBhikoAAIYpKgEAGPbURgrtBVU8w16ILEjxMr17q+Itks3Nzcnx3rNLsRfVmrNnz06Op5if1lp766234typU6cmx3/0ox/FNSke6OLFi3FNip1prbVjx45NjqdYl9ZyzEgVJVJd83R+VdRJuu6HDh2Ka6pYo6SKFHrvvfcmxx88eBDXnDlzJs6le7yKd0rXqef6tdba/fv3J8erc02xONV5V1E66Z6svmfpe3vnzp245vr163EuxQP1xOX0xGm1lqOaKtvb25Pj1fevirmqItsW1fusTnM9kXa98X174e/w141fKgEAGKaoBABgmKISAIBhikoAAIYpKgEAGPZMdn+nbrBldoItaw9V59vcr5f2XnUpp67L55/Pt17Vubhv377J8arjMnX1nj59Oq6pziF1hqfu19Za+9nPfjY5fu7cubjm5s2bcW5lZWVyPHWRVqou5aprNnXapmvUWt73iRMn4pqqe/jatWuT49U53L59e3K86ip+6aWX4lz6vNU5pO70qsO76rzu+V688MILk+M9Hf+ttfbyyy9Pjlf3V7p+77zzTlyTuu1b60sKSM+v6t6vnl9pXfVMSde2SgOo9rC2trbw682t52/Tsv4+9ryPLvM/j18qAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGDYMxkptKz2/r0QI1DtIc31RFG0luNOqj2k96riUar9pfeqXu/+/fuT41U8Sop8aS1HsXz00UdxTfpM3/rWt+KaKmbnxo0bcW7RPVTXr4pVSVEsp06dimtSvMzRo0fjmmp///Ef/zE5XsUDpev+7rvvxjU//vGP41yKkrp8+XJckyKAqvidKi4nravu48OHD0+Ov/jii3FNFVGUVNfv+PHjC423Vt+T6RlVxZSlqJgUmfVFe0jvVV3bdEZVjE21h6SKuUrf5+r6zR1ptyw98UC9f+/3QsThMvmlEgCAYYpKAACGKSoBABimqAQAYJiiEgCAYc9k9/deNnfHV0/3d9WFWHUUprmq8zp1rPZ0QlZzPV2Im5ubca7qrl5fX58crzpMU9fsyZMn45qqCzd1cq+srCy8h0rqCG0tn3nVvX/nzp3J8QcPHsQ1VYd8deZJuvfeeuutuCYlCLSWO5UPHjwY16TO4o2NjYXfp7XWdnZ2Jser++Hs2bNxLvn000/jXLqGt2/fjmtSUsCFCxfimp6kh0pKA6g6pVPnfGutbW1tLTTeWn62VmkclZ7kj56u57mf1em7ucw9zO1Z7fJO/FIJAMAwRSUAAMMUlQAADFNUAgAwTFEJAMAwRSUAAMNECn1JlhUdVEXzJFVMTE9ESxVDlPbXG2uU9l59pvReBw4ciGuqyInLly9Pjn/22Wdxzc2bNyfHz507F9dUZ5TmqhiidG1TpMoXSWdURTXdunVrcvzhw4dxzcsvvxznUiRTFTuTYnYuXrwY17z77rtx7sSJEwu9T2v5M21vb8c11T2ZPm8VffPxxx9Pjl+5ciWu+e1vfxvn0v6qZ0p6vUuXLsU1d+/ejXMpNqt6piTVmiqeK8X2VHE+6b2qqK1qf+ne64kVq+676u9cWtezptLzt/brFvOzTH6pBABgmKISAIBhikoAAIYpKgEAGKaoBABgmKISAIBhIoWeclU0Qoqd6YnXqF6vkmI09u/fH9dU8TJJFZWRXq86h42NjTiXYnuqa/E5dcRcAAATv0lEQVSb3/wmziX/8A//EOdSFNGZM2fimrS/6hyOHj0a51KMUxWDcv78+cnx27dvxzUphqi1HANUXb/Tp09Pjt+4cSOu+eijj+Lc1tbW5PjOzk5ck86ouhZra2txbn19fXL8zp07cc3169cnx99666245pe//GWcS+9Vfab79+9PjlfPgCoKLD0Hqsixffv2TY5Xz7sq+iY926p9p0io6ux6otf2QpROda49++uNPJrTXtjDXuGXSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhun+/jPM+Z/c97xW9XpVZ1nPe1Udhem9qs7K1I25srIS1/R0B1bd5GkP1dlVnbvXrl2Lc0k611/96ldxzfb2dpz7+7//+4X38Nlnn02OV5/1tddei3PpzKvO69QpXXX7/td//Vec+/DDDyfHq3syqbrW33nnnTiX3qvqvE5pAN/+9rfjmiNHjsS59F2/efNmXHP16tXJ8XSftNbXIV99z9I9lFIjWmvt4MGDcS51WFfPwvS8qZ5D1Vzq0q8SKlL3d6X6THM++3v/ZvVI79WbWJJeb+6O7K9bh3fFL5UAAAxTVAIAMExRCQDAMEUlAADDFJUAAAxTVAIAMEyk0J9hzriAZUYPpBiG3j2kGI3q9arojaSKsNi3b9/Cr5fWVDEeVcTNo0ePJserqJO0poqJ+fTTT+NcitmpopXu3bs3OX7x4sW4prq2L7/88uT4/fv345p05pcvX45rUvRNazkypzqH06dPT45fuXIlrqn2d/z48cnx9957L65JMUTnz5+Paz7++OM4l868iotKEUp3796Na3Z3d+Pciy++ODneE6VTRchU382kuh/SM6p6PlTPtfQcqK5F+rxVtFJ1LdIztCeurXrmVq+XrnvPHuaO4ps7Jqkn2u9ZjSHySyUAAMMUlQAADFNUAgAwTFEJAMAwRSUAAMOea609my1IdJm7Wzt1uK2srMQ11VxPR3vqXuztvkuftzqH1P29trYW11TnkF4vdSK31toPfvCDyfGqu3pzczPO/eQnP1lob621dvv27Vn3kDpMq47j1157bXL817/+dVxz8uTJOJfOPHWmt5Y7hM+dOxfXHDhwIM6lTuXq/krdw9euXYtrbt26FefW19cXep9qrrqHqs7wng7m9HrVHo4dOxbn0jO0uo9T937PM6DaQ8/ZVR3o1bmme7LnuVt9n/dC53XP6/V0oD8NHeN+qQQAYJiiEgCAYYpKAACGKSoBABimqAQAYJiiEgCAYSKF9pC5Iwb2wuslVXRRz1wVe5FiVeaOyqg8efJkcryKBemJG9re3o5rUnxLFUO0sbGx8B6++c1vxjUp0uSjjz6Ka6oonfR61TV64403Jsfff//9uKa6V9L3oopvSed69+7duKa6J1955ZXJ8TNnzsQ1KTroxo0bcc2hQ4fiXHUvz6l6RqXvWXX90nWq1lQRNz3PqK2trcnxhw8fxjXVOaTPVN2Tad/VfVftIZ1Rz+ul6/pFe9gLkULL2sNe4ZdKAACGKSoBABimqAQAYJiiEgCAYYpKAACGKSoBABiWMw74UlSxPMuKB6pea87YoOr1qoiIaq4n9iLFaFQRKNU5pD1UUUjp9aqYkRQB1Fpr+/fvX2i8tRw3dO/evbimiiC5f//+5HgVt3Lq1KnJ8ersqliVFMXSEwlVXfMHDx7EuaTa987OzuR49QxIEU6ttXb16tXJ8U8++SSuSfdeFcdU3Q89a9KZr66uxjVV1Fa696r7K51Ddf2q10sRWOvr63FNeuZVz4BKT4xNuk690Tfp9arvZtp3dd49n6nS83eTP/FLJQAAwxSVAAAMU1QCADBMUQkAwDBFJQAAw3R/L1lvh/ecHWnL3ENaU3XzVXq6yVOnbdVhWp3RnJ+p6k6sunA3NjYWfr3Dhw//+Rv7f6qu59Q1W61J16nqWq+uRer2rTql574nq273pLr3kuoeT5+pShdI36WDBw/GNVXnbtpf9XxI51Dtu+e8qzVp39V3qbp+6T6q0ibSuVbfi+ozpbm5n+/VGaXXq77P6Vr0dqDPqXcPe2Hvy+SXSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYJlJoQE88wzL1xA3N/Xpzr+mJfUlxHVUkR/U+Bw4cmByvrnmK3qiiU6o9pLmHDx/GNenz9kZMpXOoznV3dzfO9ewhxd8cOnQorklxQ1V8SxWdkmJQqgigue+HniiW9Hmr8+6Zq2KIqs/bI8Vw9Xwvqmue7v3W6kimJJ1dFY1V7S+da08cU3XNq+9MuhY9z5u543x67/FF3+fryC+VAAAMU1QCADBMUQkAwDBFJQAAwxSVAAAM0/39Z9gLXc89XXFprrfbN81VXampQ7G3+y7tvepqTJ2xVWdldUapk7Q6h9QJ2dPZ3Pt6qfO6N8Wgp+MxXadHjx7FNVWH6eHDhyfHq2ubzq7nHqrmqu7cdObVHnquU9V5neZ6Ugdayx3H1X2SXq/nvFtrbWdnZ6Hx1vI5VOdd3a/puvc8J6t7qJpLehIEKtW1Tefas+/ePcy5ptfXrZvcL5UAAAxTVAIAMExRCQDAMEUlAADDFJUAAAxTVAIAMEyk0ICeqIBec8Yw9EbI9KxJERbLjExIURk9MSOt9cWgzB3/keZ6onTW1tbimuozPXjwYHJ8dXU1rkmROVWUTnUt0v7S3lprbWNjY3K8iomp7te0h7kjwqprkeJ8qntozkio1vJnqs4hvV61JkV6tZY/Uzqfak31WSvpe1bdx+n50HPvt9Z3fy36Wq3VZ1SdedITazT337Nl2ct7G+GXSgAAhikqAQAYpqgEAGCYohIAgGGKSgAAhikqAQAY9kxGCs0Zp9DzPpUqWqbaX897pdfriTqpXq9nD73XoieaZ+74ljQ39/XriTSpzidF/VTvU8XspLiTKvLlwIEDC423Vp9d+rwp1qW11m7dujU5nqKGWqvPKM1VcT5p39U5VPEySXVPpsiX6h6qYrjSvVLt4ejRo5Pj1fevJ1Ko57veE5XWWr5fq8+U3qs3Eipdw+q71BOV1rOHyl6IoJvb07z3Hn6pBABgmKISAIBhikoAAIYpKgEAGKaoBABg2HOtta9Xa1KHns7dntequuXm7Iqrukh7Oph7Ogp7uwZ7OgqT3q68nvshnUPvtUgdmVWnZur+Tl3AXyR9pqpjPJ1d1eVazaVu6Z57qOoqrrrJezrad3d3J8era3Hw4ME4l851c3MzrqnONam6v3veJ+27p9O9tXydep5rvd3fc3b7VudQJRL0dHLv379/4ffpOdc5n+G9e/i6dWQvk18qAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYSKEBc0bLtFbHPfS8V08EUBX30BMH07OmJw6mOrukNypqzmilysrKSpxL51DF+SRzRytVr9cTFVOdQ1LF+Wxvb0+O996TZ8+enRzf2tqKa1KkUBVr1BO7VEUhpfii6h6qrm16vWoP6fV6I3vSc6Dnvut9Vvfo+S71fG+r+zhFCvVE3bWWo4hEAD3b/FIJAMAwRSUAAMMUlQAADFNUAgAwTFEJAMCw6Xa9r6E5u6srPZ1vX7Ru0TU9XaSt5Y7Ham/p9Xo7CtN79XZyL/o+1VxPh2n1Pql7srXWVldXF36vns7wnkSCnutXrdnZ2Zl1D+ne6/1e3LlzZ3K8un5pD9X3ouoMT3ru49QF3FrdyZ3mep5rPSkUreXr1POMqq5f9XopeaA6u/Ts6E0E6emiTmfec3ZfNLfoHnrpJl8+v1QCADBMUQkAwDBFJQAAwxSVAAAMU1QCADBMUQkAwDCRQv/PnJE9vXoiGHr20BvXMWd8S/U+c8dK9Og5h0pPjE11DinupNrb889Pf92r96niZXrinVIsTnUfV3vouVdSfEsVCdUTq9ITk1TF2PQ8H9I1by1/pp7ootbydZ/7+9wTR9bzvEnRQK3VUT893/WeaKXq2qb9zf2s7jmHHr1xe6KDls8vlQAADFNUAgAwTFEJAMAwRSUAAMMUlQAADFNUAgAwTKTQHlLFH/TE2CxrD3NHhvTsoed8euMm5txDFcnRoydeo/e+64nSSTEtVYzN6upqnDt+/HicSx4/fjw5vru7G9dU8S0vvfTS5Pjm5mZck85ha2srrqn2l868J3ZmWc+aSvVMqaKfkup7ls6uWlPNpTOfO85n7uvUE1k197N/WX9j+PL4pRIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGG6v5est2Mvdej2vF5vJ11Pt3TaX0+XcvV6PV3K1ZpldbRXe6jOIXUwVx2cPefQc52qjuO0h6qjt+q0Td3Sa2trcc3Kysrk+P79++Oa6lz/8Ic/LPQ+reXr9+jRo4Xfp7W++yt93p7vUrWH6h5K1736rJV0rtX9Nfd3c84UiJ77rrW+a5FUe+g9o57X4+ngl0oAAIYpKgEAGKaoBABgmKISAIBhikoAAIYpKgEAGCZSaEBPnEJPzMJe0RMP1LNmbnPHAyW9MUlJte90rlX8Tk90Sk8US7WHAwcOTI5XcT6rq6txrieiKMUQHTlyJK7peb3q+m1sbEyO7+zsxDVVVFOaq/aQrlNPDFFrfZFV6fUePnwY16TYoNb6nrtprorSqaTPW0UAVdc26Xmu9fzNqr7PPa+3zCg3ls8vlQAADFNUAgAwTFEJAMAwRSUAAMMUlQAADHuutfb0tiPT1X23zD3MuaayzG7ytPeersaqw7T6TD2v19PNWnWlpo7oqlM67aF6n55rW12LNFftoXq91I28vb0d18ydDtGzLl2L6rWq7u+VlZWFXy91RFed0lVnePpe9NwPVSdy9V1K99Hu7m5ck74zPc+Aal3P34veZ9TTnHRCP79UAgAwTFEJAMAwRSUAAMMUlQAADFNUAgAwTFEJAMAwkUJ8JXpjKpKeOJ9ePXFIPfEteyGqqZI+04EDB+KatL8qhqg6oydPnkyOr62txTXpfkiv1Vq9v0ePHi30PtVciidqbf7IqipCKanOIemJxamuRc893rOHub+b1Xn3RCstK5atuofmfrby9PNLJQAAwxSVAAAMU1QCADBMUQkAwDBFJQAAwxSVAAAMEynEl2pZETdzx630xBpV0v6qffdEmvS+Xo/0elV0Sk+0UnWdkir6poppSXridyopMqeKaKliduY+ox498TLpfq2uUc/9VUU19dyTc3830/56Y43S3NwRQHM/U3j6+aUSAIBhikoAAIYpKgEAGKaoBABgmKISAIBhur/Zc3o6xnu6nns6xnv1dOfOLX3evd7B2dPl2vN6vdco3Ss992Rvt2/PNUyftzqHnu9FTxd172fdv3//wmtSp3lvIkFaV51dz/XrvVfmfB/4/331f+kAAHjqKSoBABimqAQAYJiiEgCAYYpKAACGKSoBABj2/Fe9Afiy9URiLCuiqCeapDJ37Myy1swZgfJFe+iJVuqdm9Oyru2TJ0+63mffvn0Lr+mJd0rv01r+nlVrHj58uPAeqs+U9jB3TNnczyiYg18qAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpvubYcvsOO7pXuzpMJ27ezi9V2/ncE93517oUk7mvuZVp23P/TB35276vL17qNYtuodK9T5zdtVXHeiVP/zhD5PjPffD/v3745rHjx/HuTnvlWU+o2AOfqkEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGHPtdZkDPClWVa0RU+kSmXu/fWcQxWlk2JL5o7zqcwdk5T0fKZKz/7m3sPc34t0Laponp7PtG/fvjjXc0/27Lv6rqd1VcxP+kzVZ03RRa3NG6PWe9+JDuKr4pdKAACGKSoBABimqAQAYJiiEgCAYYpKAACGPf9Vb4Bn27K6EHu6qHv3ll6v6jBd9LVa6+8MX/T1qm7ans80t2XdQ73XInUJV2fX0+1b7aEn/SC9XrXvan9pruczVZ91Wd+zR48exTVznvfca+Cr5JdKAACGKSoBABimqAQAYJiiEgCAYYpKAACGKSoBABgmUohn3tyxHD3RKXvZ3OezrCikuV+v9/qliJu5I2R644YWVcXlPHnyZOF1PfFAvZFCy/puzh21NXfs2aLv82W8F19PfqkEAGCYohIAgGGKSgAAhikqAQAYpqgEAGCYohIAgGHPtdbkCMAC5o7FWdb79MSW9ESQLDNaac49zL3vvRCf1PtePWt6IoV63mdueyFKR6QQzwq/VAIAMExRCQDAMEUlAADDFJUAAAxTVAIAMEz3NzxDltlxvKyO9rn1dNqmzuZqXfVZ0+t9/vnnC79PpVoz9/XbC/eDDmb4avmlEgCAYYpKAACGKSoBABimqAQAYJiiEgCAYYpKAACGiRSCZ0hP5MvcMTE9qsieKmanJ5KmJ1Kosqwonb0Ql7Osfe+FexJYnF8qAQAYpqgEAGCYohIAgGGKSgAAhikqAQAYpvsb+Mots9t37g7mubvJn1bOAfBLJQAAwxSVAAAMU1QCADBMUQkAwDBFJQAAwxSVAAAMEykEPLXE2ADsHX6pBABgmKISAIBhikoAAIYpKgEAGKaoBABgmKISAIBhIoUAABjml0oAAIYpKgEAGKaoBABgmKISAIBhikoAAIYpKgEAGKaoBABgmKISAIBhikoAAIYpKgEAGKaoBABgmKISAIBhikoAAIYpKgEAGKaoBABgmKISAIBhikoAAIYpKgEAGKaoBABgmKISAIBhikoAAIYpKgEAGKaoBABgmKISAIBhikoAAIb9Hzp2GTZwEqVVAAAAAElFTkSuQmCC" y="-14.52"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p68fd81c992)" d="M 59.4 65.560433 L 60.984 65.400369 L 68.904 65.145457 L 70.488 65.321749 L 72.072 65.068514 L 72.691546 66.19535 L 74.487918 67.776745 L 75.24 69.63764 L 76.324643 70.939535 L 76.824 71.276039 L 78.408 71.121407 L 78.498079 70.939535 L 79.576285 69.35814 L 79.992 69.019447 L 80.821331 67.776745 L 79.826124 66.19535 L 79.992 66.029746 L 81.576 65.621838 L 83.16 65.746993 L 86.328 65.634386 L 87.912 65.642718 L 89.496 65.48586 L 91.08 66.803383 L 92.664 67.012305 L 95.832 68.41104 L 96.497938 69.35814 L 97.416 70.368038 L 99 70.426341 L 100.584 71.630752 L 101.921936 72.520931 L 102.168 72.858721 L 102.821978 74.102326 L 103.219101 75.683721 L 102.064886 78.846512 L 102.168 79.063419 L 103.752 80.565409 L 104.583477 82.009302 L 105.579869 85.172093 L 106.374949 88.334883 L 106.92 90.431225 L 107.264388 91.497674 L 108.504 96.536975 L 109.358191 99.40465 L 109.630267 100.986046 L 108.451447 102.567441 L 108.848393 104.148836 L 107.556263 105.730232 L 106.31296 107.311627 L 105.276854 108.893022 L 102.399 110.474417 L 102.168 110.719632 L 100.584 111.319251 L 97.416 111.321494 L 86.328 111.265115 L 83.16 109.68372 L 79.992 109.728424 L 72.072 109.74398 L 71.110546 110.474417 L 71.073973 112.055813 L 70.265008 113.637208 L 71.105805 116.799998 L 70.844123 118.381394 L 70.217357 119.962789 L 68.904 120.551978 L 65.736 120.385515 L 62.568 120.261544 L 60.984 119.997136 L 59.378328 119.962789 L 59.4 119.927879 L 60.225847 118.381394 L 59.4 117.897351 L 57.816 116.776556 L 55.183361 115.218603 L 56.232 113.952737 L 57.95531 113.637208 L 59.4 113.8039 L 59.549341 113.637208 L 60.388225 112.055813 L 59.413622 110.474417 L 59.774966 108.893022 L 59.4 108.527113 L 57.816 108.09721 L 53.064 108.102324 L 51.48 107.778065 L 49.896 106.561316 L 48.312 106.520929 L 46.728 105.656903 L 45.144 103.881819 L 43.586656 100.986046 L 43.335567 99.40465 L 43.978303 97.823255 L 42.859947 96.24186 L 42.926263 94.660465 L 43.243418 93.079069 L 43.827269 91.497674 L 42.941867 89.916279 L 42.79564 88.334883 L 43.165382 86.753488 L 43.292993 85.172093 L 45.144 83.169 L 45.942473 82.009302 L 46.357497 78.846512 L 46.752306 77.265117 L 47.898807 75.683721 L 48.312 75.362075 L 49.31582 74.102326 L 49.896 73.768894 L 50.906081 72.520931 L 51.48 71.148147 L 51.805135 70.939535 L 53.064 70.543321 L 54.648 69.910842 L 56.232 68.490899 L 57.816 67.092997 L 59.4 65.560433 L 59.4 65.560433 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p68fd81c992)" d="M 68.904 111.916481 L 68.702075 112.055813 L 68.904 112.274282 L 69.307736 112.055813 L 68.904 111.916481 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p68fd81c992)" d="M 86.328 115.64017 L 87.188747 116.799998 L 87.912 118.059397 L 88.051671 118.381394 L 87.912 118.550119 L 86.328 119.337275 L 85.224172 118.381394 L 85.711792 116.799998 L 86.328 115.64017 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 33.213753 L 22.52625 33.213753 L 22.52625 21.600003 L 15.84 21.600003 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 30.718128)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 33.213753 L 142.56 33.213753 L 142.56 21.600003 L 134.221875 21.600003 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 30.718128)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 150.799997 L 36.7575 150.799997 L 36.7575 139.186247 L 0 139.186247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-54 --> <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 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 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(0 148.304372)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-35"/> <use x="242.675781" xlink:href="#DejaVuSans-34"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p5aff4f5d59)"> <image height="136.08" id="image5152f06ba4" transform="scale(1 -1)translate(0 -136.08)" width="158.4" x="158" xlink:href="data:image/png;base64,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" y="-14.52"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p5aff4f5d59)" d="M 213.048 81.218605 L 214.632 81.218605 L 215.424 82.009302 L 215.424 83.590698 L 214.632 84.381395 L 213.84 85.172093 L 213.048 85.962791 L 212.256 85.172093 L 212.256 83.590698 L 212.256 82.009302 L 213.048 81.218605 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 257.4 82.8 L 258.192 83.590698 L 258.192 85.172093 L 258.192 86.753488 L 258.192 88.334883 L 258.192 89.916279 L 257.4 90.706976 L 255.816 90.706976 L 255.024 89.916279 L 254.232 89.125581 L 253.44 88.334883 L 253.44 86.753488 L 254.232 85.962791 L 255.024 85.172093 L 255.816 84.381395 L 256.608 83.590698 L 257.4 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 213.048 89.125581 L 213.84 89.916279 L 213.84 91.497674 L 213.048 92.288372 L 212.256 91.497674 L 212.256 89.916279 L 213.048 89.125581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 219.384 93.869767 L 220.176 94.660465 L 220.176 96.24186 L 219.384 97.032557 L 218.592 96.24186 L 218.592 94.660465 L 219.384 93.869767 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 241.56 93.869767 L 242.352 94.660465 L 241.56 95.451162 L 240.768 94.660465 L 241.56 93.869767 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 257.4 93.869767 L 258.192 94.660465 L 257.4 95.451162 L 256.608 94.660465 L 257.4 93.869767 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 244.728 95.451162 L 245.52 96.24186 L 244.728 97.032557 L 243.936 96.24186 L 244.728 95.451162 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 233.64 98.613953 L 234.432 99.40465 L 233.64 100.195348 L 232.848 99.40465 L 233.64 98.613953 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 239.976 101.776743 L 240.768 102.567441 L 239.976 103.358139 L 239.184 102.567441 L 239.976 101.776743 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p5aff4f5d59)" d="M 222.552 78.055814 L 223.344 78.846512 L 222.552 79.637209 L 221.76 78.846512 L 222.552 78.055814 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 232.056 84.381395 L 232.848 85.172093 L 233.64 85.962791 L 234.432 86.753488 L 235.224 87.544186 L 236.016 88.334883 L 236.016 89.916279 L 236.016 91.497674 L 236.016 93.079069 L 235.224 93.869767 L 234.432 94.660465 L 234.432 96.24186 L 233.64 97.032557 L 232.848 96.24186 L 232.848 94.660465 L 232.848 93.079069 L 232.848 91.497674 L 232.848 89.916279 L 232.848 88.334883 L 232.056 87.544186 L 231.264 86.753488 L 231.264 85.172093 L 232.056 84.381395 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 238.392 87.544186 L 239.184 88.334883 L 238.392 89.125581 L 237.6 88.334883 L 238.392 87.544186 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 224.136 90.706976 L 224.928 91.497674 L 225.72 92.288372 L 226.512 93.079069 L 225.72 93.869767 L 224.136 93.869767 L 223.344 93.079069 L 223.344 91.497674 L 224.136 90.706976 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 243.144 92.288372 L 243.936 93.079069 L 243.144 93.869767 L 242.352 93.079069 L 243.144 92.288372 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 227.304 97.032557 L 228.096 97.823255 L 228.096 99.40465 L 227.304 100.195348 L 226.512 99.40465 L 226.512 97.823255 L 227.304 97.032557 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 227.304 101.776743 L 228.096 102.567441 L 227.304 103.358139 L 226.512 102.567441 L 227.304 101.776743 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5aff4f5d59)" d="M 239.976 101.776743 L 240.768 102.567441 L 241.56 103.358139 L 242.352 104.148836 L 241.56 104.939534 L 239.976 104.939534 L 239.184 104.148836 L 239.184 102.567441 L 239.976 101.776743 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p5aff4f5d59)" d="M 220.968 43.235655 L 224.136 43.21941 L 227.304 43.17607 L 228.888 43.529736 L 230.472 44.652215 L 232.056 44.734653 L 233.64 46.207011 L 235.224 47.462637 L 236.808 48.081263 L 239.976 47.893086 L 243.144 47.958291 L 244.728 47.451215 L 244.961734 47.218606 L 246.312 46.197261 L 247.468262 45.637211 L 247.896 44.573333 L 249.48 45.182448 L 251.064 44.994483 L 252.376485 45.637211 L 252.648 46.116229 L 253.121089 47.218606 L 254.232 47.893764 L 255.816 48.086101 L 257.4 49.285605 L 258.984 48.900141 L 260.568 49.212248 L 262.152 50.470032 L 263.736 51.495923 L 265.845522 53.544187 L 268.488 55.587743 L 270.072 55.91628 L 271.656 56.412813 L 271.923102 56.706978 L 273.816327 58.288373 L 275.423416 59.869768 L 276.68302 63.032559 L 278.564749 64.613954 L 279.277195 67.776745 L 279.576 68.190886 L 280.142431 69.35814 L 280.180628 70.939535 L 280.342688 72.520931 L 281.725091 74.102326 L 282.063493 78.846512 L 282.744 80.582358 L 283.367547 82.009302 L 282.330186 83.590698 L 281.938596 85.172093 L 282.744 86.951962 L 283.186068 88.334883 L 283.536 89.916279 L 282.744 91.583294 L 281.874302 93.079069 L 281.952 96.24186 L 281.586384 97.823255 L 280.503004 99.40465 L 279.96053 102.567441 L 279.576 102.949502 L 277.992 104.770516 L 276.408 104.782678 L 275.474444 105.730232 L 274.824 106.789744 L 274.360841 107.311627 L 273.612893 108.893022 L 273.961969 110.474417 L 274.039142 113.637208 L 274.050955 115.218603 L 275.538892 116.799998 L 275.639383 119.962789 L 275.632554 123.12558 L 273.24 125.497672 L 238.392 125.497672 L 197.208 125.497672 L 196.398934 124.706975 L 196.259571 123.12558 L 195.624 122.511566 L 194.832 121.544184 L 194.857154 119.962789 L 193.233215 118.381394 L 193.208565 112.055813 L 195.624 109.562604 L 196.294684 108.893022 L 196.416 105.730232 L 195.624 104.902906 L 194.736748 104.148836 L 192.456 101.62089 L 190.73089 100.986046 L 190.08 99.40465 L 189.995249 97.823255 L 187.671883 94.660465 L 187.533717 93.079069 L 187.704 92.867748 L 188.347537 91.497674 L 187.389456 89.916279 L 186.9337 88.334883 L 187.700682 86.753488 L 186.72567 83.590698 L 186.919469 82.009302 L 187.271707 80.427907 L 187.888102 78.846512 L 188.279911 77.265117 L 188.24073 75.683721 L 189.698456 70.939535 L 189.920509 69.35814 L 190.019303 67.776745 L 190.535139 66.19535 L 190.872 65.678707 L 191.398945 64.613954 L 192.979656 63.032559 L 193.148248 61.451164 L 197.208 57.876147 L 201.96 54.246144 L 203.544 54.334885 L 205.128 53.933863 L 205.518317 53.544187 L 206.712 52.742314 L 208.296 52.581472 L 208.933652 51.962792 L 209.31867 50.381397 L 210.037456 48.800002 L 211.464 46.985964 L 213.048 46.296212 L 214.78551 45.637211 L 216.216 44.680871 L 217.8 44.846513 L 219.384 44.2623 L 219.590825 44.055816 L 220.968 43.235655 L 220.968 43.235655 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 33.213753 L 180.92625 33.213753 L 180.92625 21.600003 L 174.24 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 30.718128)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 33.213753 L 300.96 33.213753 L 300.96 21.600003 L 292.621875 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 30.718128)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 150.799997 L 195.1575 150.799997 L 195.1575 139.186247 L 158.4 139.186247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-30 --> <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"/> <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(158.4 148.304372)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-30"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p32ceba3393)"> <image height="136.08" id="image396c34d4ac" transform="scale(1 -1)translate(0 -136.08)" width="158.64" x="317" xlink:href="data:image/png;base64,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" y="-14.52"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p32ceba3393)" d="M 371.448 65.404652 L 372.24 66.19535 L 373.032 66.986047 L 374.616 66.986047 L 375.408 66.19535 L 376.2 65.404652 L 377.784 65.404652 L 378.576 66.19535 L 379.368 66.986047 L 380.16 67.776745 L 380.952 68.567443 L 381.744 69.35814 L 382.536 70.148838 L 383.328 70.939535 L 383.328 72.520931 L 384.12 73.311628 L 384.912 74.102326 L 384.912 75.683721 L 384.912 77.265117 L 384.912 78.846512 L 385.704 79.637209 L 386.496 80.427907 L 387.288 81.218605 L 388.872 81.218605 L 389.664 82.009302 L 390.456 82.8 L 391.248 83.590698 L 390.456 84.381395 L 389.664 85.172093 L 388.872 85.962791 L 387.288 85.962791 L 385.704 85.962791 L 384.12 85.962791 L 383.328 86.753488 L 382.536 87.544186 L 380.952 87.544186 L 380.16 86.753488 L 380.952 85.962791 L 381.744 85.172093 L 382.536 84.381395 L 383.328 83.590698 L 383.328 82.009302 L 382.536 81.218605 L 381.744 80.427907 L 380.952 79.637209 L 380.16 78.846512 L 380.16 77.265117 L 380.16 75.683721 L 379.368 74.893024 L 377.784 74.893024 L 376.992 75.683721 L 377.784 76.474419 L 378.576 77.265117 L 377.784 78.055814 L 376.2 78.055814 L 375.408 78.846512 L 374.616 79.637209 L 373.824 80.427907 L 373.032 81.218605 L 371.448 81.218605 L 370.656 82.009302 L 371.448 82.8 L 372.24 83.590698 L 372.24 85.172093 L 371.448 85.962791 L 369.864 85.962791 L 369.072 86.753488 L 369.072 88.334883 L 369.072 89.916279 L 368.28 90.706976 L 367.488 91.497674 L 366.696 92.288372 L 365.904 93.079069 L 365.112 93.869767 L 364.32 94.660465 L 364.32 96.24186 L 363.528 97.032557 L 362.736 96.24186 L 362.736 94.660465 L 362.736 93.079069 L 362.736 91.497674 L 362.736 89.916279 L 362.736 88.334883 L 362.736 86.753488 L 363.528 85.962791 L 365.112 85.962791 L 365.904 85.172093 L 365.904 83.590698 L 366.696 82.8 L 368.28 82.8 L 369.072 82.009302 L 369.072 80.427907 L 369.864 79.637209 L 370.656 78.846512 L 369.864 78.055814 L 368.28 78.055814 L 367.488 77.265117 L 366.696 76.474419 L 365.904 75.683721 L 365.112 74.893024 L 364.32 74.102326 L 364.32 72.520931 L 365.112 71.730233 L 365.904 70.939535 L 366.696 70.148838 L 368.28 70.148838 L 369.072 69.35814 L 369.864 68.567443 L 370.656 67.776745 L 370.656 66.19535 L 371.448 65.404652 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 412.632 66.986047 L 414.216 66.986047 L 415.008 67.776745 L 415.8 68.567443 L 416.592 69.35814 L 417.384 70.148838 L 418.968 70.148838 L 419.76 70.939535 L 420.552 71.730233 L 421.344 72.520931 L 421.344 74.102326 L 421.344 75.683721 L 421.344 77.265117 L 421.344 78.846512 L 421.344 80.427907 L 420.552 81.218605 L 419.76 82.009302 L 420.552 82.8 L 421.344 83.590698 L 421.344 85.172093 L 422.136 85.962791 L 422.928 86.753488 L 422.928 88.334883 L 422.928 89.916279 L 422.928 91.497674 L 422.928 93.079069 L 422.928 94.660465 L 422.136 95.451162 L 421.344 94.660465 L 420.552 93.869767 L 419.76 93.079069 L 419.76 91.497674 L 418.968 90.706976 L 418.176 89.916279 L 418.176 88.334883 L 417.384 87.544186 L 416.592 86.753488 L 416.592 85.172093 L 415.8 84.381395 L 415.008 83.590698 L 415.008 82.009302 L 414.216 81.218605 L 413.424 80.427907 L 412.632 79.637209 L 411.048 79.637209 L 410.256 78.846512 L 409.464 78.055814 L 407.88 78.055814 L 407.088 78.846512 L 406.296 79.637209 L 405.504 80.427907 L 405.504 82.009302 L 405.504 83.590698 L 405.504 85.172093 L 406.296 85.962791 L 407.088 86.753488 L 406.296 87.544186 L 404.712 87.544186 L 403.92 86.753488 L 403.128 85.962791 L 401.544 85.962791 L 399.96 85.962791 L 398.376 85.962791 L 397.584 85.172093 L 397.584 83.590698 L 398.376 82.8 L 399.168 82.009302 L 399.96 81.218605 L 400.752 80.427907 L 401.544 79.637209 L 402.336 78.846512 L 403.128 78.055814 L 403.92 77.265117 L 403.128 76.474419 L 402.336 75.683721 L 403.128 74.893024 L 404.712 74.893024 L 405.504 74.102326 L 405.504 72.520931 L 406.296 71.730233 L 407.88 71.730233 L 408.672 70.939535 L 409.464 70.148838 L 410.256 69.35814 L 411.048 68.567443 L 411.84 67.776745 L 412.632 66.986047 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 373.032 70.148838 L 372.24 70.939535 L 373.032 71.730233 L 374.616 71.730233 L 375.408 70.939535 L 374.616 70.148838 L 373.032 70.148838 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 377.784 81.218605 L 378.576 82.009302 L 378.576 83.590698 L 377.784 84.381395 L 376.992 83.590698 L 376.992 82.009302 L 377.784 81.218605 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 409.464 82.8 L 410.256 83.590698 L 409.464 84.381395 L 408.672 83.590698 L 409.464 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 396.792 90.706976 L 397.584 91.497674 L 397.584 93.079069 L 397.584 94.660465 L 398.376 95.451162 L 399.168 96.24186 L 399.168 97.823255 L 399.168 99.40465 L 398.376 100.195348 L 396.792 100.195348 L 396 100.986046 L 395.208 101.776743 L 393.624 101.776743 L 392.832 100.986046 L 392.04 100.195348 L 391.248 99.40465 L 390.456 98.613953 L 389.664 97.823255 L 388.872 97.032557 L 388.08 96.24186 L 388.872 95.451162 L 389.664 94.660465 L 390.456 93.869767 L 391.248 93.079069 L 392.04 92.288372 L 392.832 93.079069 L 392.832 94.660465 L 393.624 95.451162 L 395.208 95.451162 L 396 94.660465 L 396 93.079069 L 396 91.497674 L 396.792 90.706976 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 387.288 97.032557 L 388.08 97.823255 L 387.288 98.613953 L 386.496 97.823255 L 387.288 97.032557 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p32ceba3393)" d="M 406.296 65.404652 L 407.88 65.404652 L 408.672 66.19535 L 407.88 66.986047 L 406.296 66.986047 L 405.504 66.19535 L 406.296 65.404652 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 393.624 76.474419 L 394.416 77.265117 L 393.624 78.055814 L 392.832 77.265117 L 393.624 76.474419 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 395.208 78.055814 L 396 78.846512 L 395.208 79.637209 L 394.416 78.846512 L 395.208 78.055814 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 390.456 87.544186 L 391.248 88.334883 L 391.248 89.916279 L 391.248 91.497674 L 391.248 93.079069 L 391.248 94.660465 L 392.04 95.451162 L 393.624 95.451162 L 395.208 95.451162 L 396 94.660465 L 396 93.079069 L 396.792 92.288372 L 397.584 91.497674 L 398.376 90.706976 L 399.168 91.497674 L 399.168 93.079069 L 399.168 94.660465 L 399.96 95.451162 L 400.752 96.24186 L 401.544 97.032557 L 402.336 96.24186 L 403.128 95.451162 L 403.92 96.24186 L 403.92 97.823255 L 403.92 99.40465 L 403.92 100.986046 L 403.92 102.567441 L 403.128 103.358139 L 402.336 102.567441 L 402.336 100.986046 L 401.544 100.195348 L 399.96 100.195348 L 398.376 100.195348 L 397.584 100.986046 L 398.376 101.776743 L 399.168 102.567441 L 399.96 103.358139 L 400.752 104.148836 L 399.96 104.939534 L 399.168 105.730232 L 398.376 106.520929 L 397.584 105.730232 L 397.584 104.148836 L 396.792 103.358139 L 395.208 103.358139 L 394.416 102.567441 L 394.416 100.986046 L 394.416 99.40465 L 393.624 98.613953 L 392.832 99.40465 L 392.832 100.986046 L 392.832 102.567441 L 392.04 103.358139 L 391.248 102.567441 L 390.456 101.776743 L 389.664 100.986046 L 388.872 100.195348 L 388.08 99.40465 L 387.288 98.613953 L 385.704 98.613953 L 384.912 99.40465 L 384.912 100.986046 L 384.912 102.567441 L 384.12 103.358139 L 383.328 102.567441 L 382.536 101.776743 L 381.744 100.986046 L 382.536 100.195348 L 383.328 99.40465 L 383.328 97.823255 L 383.328 96.24186 L 384.12 95.451162 L 385.704 95.451162 L 387.288 95.451162 L 388.08 94.660465 L 388.872 93.869767 L 389.664 93.079069 L 389.664 91.497674 L 389.664 89.916279 L 389.664 88.334883 L 390.456 87.544186 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 396.792 87.544186 L 398.376 87.544186 L 399.168 88.334883 L 398.376 89.125581 L 396.792 89.125581 L 396 88.334883 L 396.792 87.544186 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 395.208 90.706976 L 396 91.497674 L 395.208 92.288372 L 394.416 91.497674 L 395.208 90.706976 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p32ceba3393)" d="M 407.88 103.358139 L 408.672 104.148836 L 407.88 104.939534 L 407.088 104.148836 L 407.88 103.358139 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p32ceba3393)" d="M 377.784 39.075718 L 380.952 39.209927 L 382.536 38.277315 L 385.704 38.208159 L 387.288 39.20923 L 392.04 39.247063 L 393.624 40.730168 L 396.792 40.501498 L 398.376 39.224976 L 399.96 39.206324 L 401.544 39.034783 L 404.712 38.958361 L 406.296 39.33084 L 409.464 39.237531 L 411.048 39.070193 L 411.289835 39.31163 L 412.632 41.115825 L 414.216 40.937008 L 415.8 42.617965 L 418.968 42.583589 L 420.552 43.750107 L 422.136 44.21778 L 423.72 44.087138 L 425.304 46.057461 L 426.888 45.848049 L 428.472 47.495869 L 430.056 48.803984 L 431.64 49.116922 L 441.144 58.847221 L 442.020294 59.869768 L 441.956441 61.451164 L 443.379087 63.032559 L 443.612963 64.613954 L 445.219891 66.19535 L 445.202886 72.520931 L 446.795439 74.102326 L 446.870105 80.427907 L 447.086781 100.986046 L 447.120647 102.567441 L 446.765361 104.148836 L 445.030431 105.730232 L 444.312 106.293713 L 442.728 106.397327 L 441.144 108.247754 L 439.56 109.574852 L 437.976 109.424046 L 434.808 109.461755 L 433.224 109.440396 L 431.64 109.605299 L 430.056 110.082451 L 429.264696 110.474417 L 428.183202 113.637208 L 427.314611 118.381394 L 426.921753 119.962789 L 428.092949 121.544184 L 428.472 122.733563 L 430.056 122.729332 L 430.570019 123.12558 L 430.056 123.795277 L 429.108496 124.706975 L 428.472 126.425921 L 426.735956 127.869765 L 426.234067 129.451161 L 425.304 130.094843 L 423.72 129.99597 L 420.552 130.113858 L 398.376 130.241858 L 361.944 130.241858 L 360.36 129.876914 L 358.374384 127.869765 L 357.523449 126.28837 L 357.027764 124.706975 L 357.192 124.524096 L 358.776 123.809392 L 360.36 123.974794 L 361.577778 123.12558 L 360.880253 119.962789 L 359.408293 115.218603 L 359.887323 113.637208 L 359.143859 112.055813 L 358.776 111.703147 L 357.046001 110.474417 L 356.562627 108.893022 L 355.608 108.045192 L 354.024 107.149532 L 352.44 106.144037 L 349.272 106.210733 L 347.688 106.185181 L 346.104 106.291711 L 344.52 105.610355 L 342.936 103.771105 L 341.642164 102.567441 L 341.352 102.140314 L 340.754267 100.986046 L 340.841252 97.823255 L 340.563743 96.24186 L 339.260172 94.660465 L 339.093503 93.079069 L 339.768 91.904281 L 340.131764 91.497674 L 340.817081 89.916279 L 340.717084 85.172093 L 340.640676 78.846512 L 341.719334 77.265117 L 342.255487 75.683721 L 342.234258 67.776745 L 343.795191 66.19535 L 343.728 61.451164 L 345.249467 59.869768 L 348.43918 56.706978 L 349.272 55.70234 L 350.856 54.990955 L 352.44 54.051443 L 354.024 53.740013 L 354.238977 53.544187 L 354.816 51.962792 L 356.145198 50.381397 L 357.524514 48.800002 L 358.776 47.610506 L 360.36 46.807979 L 361.944 45.782201 L 363.528 45.42722 L 365.329816 44.055816 L 366.696 42.708123 L 368.28 42.636015 L 368.44186 42.47442 L 369.864 41.255168 L 371.448 40.810108 L 373.450612 40.893025 L 374.616 41.071249 L 376.2 41.011058 L 376.318227 40.893025 L 377.784 39.075718 L 377.784 39.075718 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 33.213753 L 339.32625 33.213753 L 339.32625 21.600003 L 332.64 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 30.718128)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 33.213753 L 459.36 33.213753 L 459.36 21.600003 L 451.021875 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 30.718128)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 150.799997 L 345.9225 150.799997 L 345.9225 139.186247 L 316.8 139.186247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-5 --> <g style="fill:#ffffff;" transform="translate(316.8 148.304372)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-35"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#pb51fc815bb)"> <image height="136.08" id="image8f78341b1a" transform="scale(1 -1)translate(0 -136.08)" width="158.16" x="475" xlink:href="data:image/png;base64,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" y="-14.52"/> </g> <g id="LineCollection_10"> <path clip-path="url(#pb51fc815bb)" d="M 539.352 65.404652 L 540.936 65.404652 L 542.52 65.404652 L 543.312 66.19535 L 543.312 67.776745 L 544.104 68.567443 L 544.896 69.35814 L 545.688 70.148838 L 547.272 70.148838 L 548.856 70.148838 L 549.648 70.939535 L 548.856 71.730233 L 548.064 72.520931 L 547.272 73.311628 L 545.688 73.311628 L 544.896 72.520931 L 544.104 71.730233 L 542.52 71.730233 L 540.936 71.730233 L 539.352 71.730233 L 538.56 72.520931 L 538.56 74.102326 L 538.56 75.683721 L 539.352 76.474419 L 540.144 77.265117 L 540.936 78.055814 L 541.728 78.846512 L 542.52 79.637209 L 543.312 80.427907 L 542.52 81.218605 L 541.728 82.009302 L 542.52 82.8 L 543.312 83.590698 L 543.312 85.172093 L 543.312 86.753488 L 543.312 88.334883 L 543.312 89.916279 L 544.104 90.706976 L 544.896 91.497674 L 544.104 92.288372 L 543.312 93.079069 L 542.52 93.869767 L 541.728 94.660465 L 540.936 95.451162 L 540.144 94.660465 L 539.352 93.869767 L 538.56 93.079069 L 537.768 92.288372 L 536.976 93.079069 L 536.184 93.869767 L 534.6 93.869767 L 533.016 93.869767 L 532.224 93.079069 L 532.224 91.497674 L 532.224 89.916279 L 532.224 88.334883 L 531.432 87.544186 L 530.64 86.753488 L 531.432 85.962791 L 532.224 85.172093 L 532.224 83.590698 L 532.224 82.009302 L 532.224 80.427907 L 533.016 79.637209 L 533.808 78.846512 L 534.6 78.055814 L 535.392 77.265117 L 534.6 76.474419 L 533.016 76.474419 L 531.432 76.474419 L 530.64 75.683721 L 529.848 74.893024 L 528.264 74.893024 L 527.472 74.102326 L 527.472 72.520931 L 527.472 70.939535 L 526.68 70.148838 L 525.888 69.35814 L 526.68 68.567443 L 528.264 68.567443 L 529.056 67.776745 L 529.848 66.986047 L 530.64 67.776745 L 531.432 68.567443 L 533.016 68.567443 L 534.6 68.567443 L 536.184 68.567443 L 536.976 67.776745 L 537.768 66.986047 L 538.56 66.19535 L 539.352 65.404652 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb51fc815bb)" d="M 564.696 66.986047 L 566.28 66.986047 L 567.864 66.986047 L 569.448 66.986047 L 571.032 66.986047 L 571.824 67.776745 L 572.616 68.567443 L 573.408 69.35814 L 574.2 70.148838 L 575.784 70.148838 L 576.576 69.35814 L 577.368 68.567443 L 578.16 69.35814 L 578.952 70.148838 L 579.744 70.939535 L 580.536 71.730233 L 581.328 72.520931 L 581.328 74.102326 L 581.328 75.683721 L 580.536 76.474419 L 579.744 77.265117 L 578.952 78.055814 L 578.16 78.846512 L 577.368 79.637209 L 576.576 80.427907 L 576.576 82.009302 L 576.576 83.590698 L 575.784 84.381395 L 574.2 84.381395 L 573.408 85.172093 L 574.2 85.962791 L 575.784 85.962791 L 576.576 86.753488 L 576.576 88.334883 L 576.576 89.916279 L 575.784 90.706976 L 574.2 90.706976 L 573.408 91.497674 L 573.408 93.079069 L 573.408 94.660465 L 572.616 95.451162 L 571.032 95.451162 L 569.448 95.451162 L 567.864 95.451162 L 566.28 95.451162 L 564.696 95.451162 L 563.112 95.451162 L 562.32 94.660465 L 562.32 93.079069 L 563.112 92.288372 L 563.904 91.497674 L 564.696 90.706976 L 565.488 89.916279 L 565.488 88.334883 L 566.28 87.544186 L 567.072 86.753488 L 567.072 85.172093 L 567.072 83.590698 L 567.072 82.009302 L 567.072 80.427907 L 567.864 79.637209 L 568.656 78.846512 L 569.448 78.055814 L 570.24 77.265117 L 570.24 75.683721 L 570.24 74.102326 L 569.448 73.311628 L 568.656 72.520931 L 567.864 71.730233 L 566.28 71.730233 L 564.696 71.730233 L 563.904 72.520931 L 563.112 73.311628 L 562.32 74.102326 L 561.528 74.893024 L 559.944 74.893024 L 559.152 74.102326 L 559.944 73.311628 L 560.736 72.520931 L 560.736 70.939535 L 559.944 70.148838 L 559.152 69.35814 L 559.944 68.567443 L 561.528 68.567443 L 563.112 68.567443 L 563.904 67.776745 L 564.696 66.986047 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb51fc815bb)" d="M 548.856 73.311628 L 549.648 74.102326 L 548.856 74.893024 L 548.064 74.102326 L 548.856 73.311628 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb51fc815bb)" d="M 577.368 84.381395 L 578.16 85.172093 L 577.368 85.962791 L 576.576 85.172093 L 577.368 84.381395 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#pb51fc815bb)" d="M 553.608 71.730233 L 554.4 72.520931 L 553.608 73.311628 L 552.816 72.520931 L 553.608 71.730233 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb51fc815bb)" d="M 545.688 76.474419 L 546.48 77.265117 L 545.688 78.055814 L 544.896 77.265117 L 545.688 76.474419 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb51fc815bb)" d="M 548.856 76.474419 L 549.648 77.265117 L 548.856 78.055814 L 548.064 77.265117 L 548.856 76.474419 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb51fc815bb)" d="M 555.192 81.218605 L 556.776 81.218605 L 557.568 82.009302 L 556.776 82.8 L 555.984 83.590698 L 555.192 84.381395 L 554.4 83.590698 L 554.4 82.009302 L 555.192 81.218605 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pb51fc815bb)" d="M 553.608 84.381395 L 554.4 85.172093 L 553.608 85.962791 L 552.816 85.172093 L 553.608 84.381395 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#pb51fc815bb)" d="M 542.52 37.104197 L 544.104 37.266791 L 552.024 37.23859 L 561.528 37.241371 L 563.112 37.285038 L 564.696 37.143801 L 565.491846 37.730235 L 566.28 38.458758 L 567.864 38.977208 L 569.448 38.744145 L 570.20466 39.31163 L 571.032 40.128735 L 572.616 40.339036 L 574.2 41.541244 L 575.784 43.303291 L 577.368 44.037683 L 578.952 43.69469 L 580.536 44.903027 L 582.35237 45.637211 L 583.704 46.53101 L 585.457123 47.218606 L 586.872 48.110779 L 590.04 49.615144 L 592.073804 51.962792 L 592.43707 53.544187 L 595.350576 56.706978 L 596.972029 58.288373 L 598.300471 59.869768 L 598.323001 61.451164 L 600.069159 63.032559 L 601.468147 64.613954 L 601.361978 66.19535 L 602.974556 67.776745 L 603.000333 69.35814 L 604.579041 70.939535 L 604.601135 74.102326 L 605.637195 75.683721 L 604.77885 78.846512 L 606.113848 80.427907 L 606.334349 82.009302 L 606.232484 85.172093 L 606.359229 88.334883 L 606.728714 89.916279 L 607.61585 91.497674 L 607.996362 93.079069 L 608.120314 94.660465 L 607.464 95.474561 L 606.669058 96.24186 L 606.304994 97.823255 L 606.551209 102.567441 L 606.168336 104.148836 L 605.88 104.436698 L 604.954178 105.730232 L 604.091334 107.311627 L 603.24589 108.893022 L 602.712 109.62133 L 600.352319 112.055813 L 600.315671 113.637208 L 599.544 115.364957 L 597.96 117.145114 L 596.376 117.812245 L 595.77681 118.381394 L 594.792 119.011561 L 591.624 119.073128 L 585.288 119.092925 L 583.704 118.940745 L 582.12 120.555043 L 580.536 120.721042 L 578.952 121.332721 L 577.287521 121.544184 L 572.616 121.223097 L 571.032 121.181499 L 569.448 120.873563 L 568.849655 121.544184 L 567.601517 123.12558 L 566.28 123.796206 L 564.696 123.842968 L 563.112 123.774736 L 561.528 123.971766 L 557.396595 127.869765 L 557.077814 129.451161 L 556.776 129.752478 L 555.192 130.596319 L 553.608 131.100154 L 552.024 131.152283 L 550.44 131.713546 L 550.120535 131.032556 L 549.708829 129.451161 L 551.168143 127.869765 L 550.44 127.067075 L 548.856 128.568504 L 545.688 128.660463 L 544.594391 127.869765 L 544.082231 126.28837 L 542.52 125.271603 L 541.954442 124.706975 L 540.110394 123.12558 L 539.352 122.38753 L 537.768 122.334882 L 536.184 120.751865 L 534.859072 119.962789 L 534.6 119.657233 L 533.016 119.112601 L 532.165722 118.381394 L 531.432 117.519425 L 529.848 117.334061 L 521.928 117.387095 L 520.344 117.524366 L 518.76 115.818599 L 517.176 115.739642 L 512.424 115.767681 L 506.088 115.810973 L 504.504 114.404017 L 502.92 113.095312 L 501.930532 112.055813 L 501.802728 105.730232 L 501.917344 104.148836 L 501.75174 100.986046 L 500.549091 99.40465 L 500.187766 97.823255 L 500.21809 96.24186 L 500.121801 94.660465 L 500.575183 93.079069 L 501.336 91.468895 L 500.017472 89.916279 L 500.145478 88.334883 L 500.123971 86.753488 L 499.928132 85.172093 L 500.073204 83.590698 L 501.708469 82.009302 L 501.592519 80.427907 L 501.501071 74.102326 L 503.007887 72.520931 L 503.026288 69.35814 L 502.76966 67.776745 L 504.300836 66.19535 L 504.504 64.586817 L 506.088 62.625601 L 507.334474 61.451164 L 507.422857 59.869768 L 509.256 57.701171 L 514.783403 51.962792 L 515.592 50.934238 L 517.324357 50.381397 L 518.76 49.595031 L 520.344 47.886922 L 521.014938 47.218606 L 521.928 46.150768 L 523.512 45.462655 L 525.096 44.555341 L 526.68 43.857574 L 528.264 43.355753 L 529.848 42.22264 L 531.432 42.360285 L 534.6 40.214114 L 536.340589 39.31163 L 537.768 38.793672 L 539.352 39.006096 L 541.113383 37.730235 L 542.52 37.104197 L 542.52 37.104197 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 33.213753 L 497.72625 33.213753 L 497.72625 21.600003 L 491.04 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 30.718128)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 33.213753 L 617.76 33.213753 L 617.76 21.600003 L 609.421875 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 30.718128)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 150.799997 L 507.628125 150.799997 L 507.628125 139.186247 L 475.2 139.186247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=18 --> <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 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(475.2 148.304372)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-31"/> <use x="206.591797" xlink:href="#DejaVuSans-38"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p446263e196)"> <image height="136.08" id="imageda49409251" transform="scale(1 -1)translate(0 -136.08)" width="158.4" x="634" xlink:href="data:image/png;base64,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" y="-14.52"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p446263e196)" d="M 700.92 66.986047 L 702.504 66.986047 L 704.088 66.986047 L 704.88 67.776745 L 704.088 68.567443 L 703.296 69.35814 L 703.296 70.939535 L 704.088 71.730233 L 704.88 72.520931 L 705.672 73.311628 L 706.464 74.102326 L 707.256 74.893024 L 708.048 75.683721 L 708.84 76.474419 L 709.632 77.265117 L 708.84 78.055814 L 707.256 78.055814 L 706.464 77.265117 L 705.672 76.474419 L 704.88 75.683721 L 704.088 74.893024 L 702.504 74.893024 L 701.712 74.102326 L 700.92 73.311628 L 699.336 73.311628 L 698.544 74.102326 L 698.544 75.683721 L 698.544 77.265117 L 698.544 78.846512 L 697.752 79.637209 L 696.96 80.427907 L 696.168 81.218605 L 694.584 81.218605 L 693.792 80.427907 L 694.584 79.637209 L 695.376 78.846512 L 694.584 78.055814 L 693.792 77.265117 L 693 76.474419 L 691.416 76.474419 L 690.624 75.683721 L 691.416 74.893024 L 692.208 74.102326 L 693 73.311628 L 693.792 72.520931 L 693.792 70.939535 L 694.584 70.148838 L 696.168 70.148838 L 697.752 70.148838 L 698.544 69.35814 L 699.336 68.567443 L 700.128 67.776745 L 700.92 66.986047 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p446263e196)" d="M 724.68 68.567443 L 726.264 68.567443 L 727.056 69.35814 L 727.848 70.148838 L 728.64 70.939535 L 729.432 71.730233 L 731.016 71.730233 L 731.808 72.520931 L 731.808 74.102326 L 731.808 75.683721 L 731.808 77.265117 L 732.6 78.055814 L 733.392 78.846512 L 733.392 80.427907 L 732.6 81.218605 L 731.808 82.009302 L 732.6 82.8 L 733.392 83.590698 L 732.6 84.381395 L 731.016 84.381395 L 730.224 83.590698 L 729.432 82.8 L 728.64 82.009302 L 728.64 80.427907 L 728.64 78.846512 L 728.64 77.265117 L 728.64 75.683721 L 727.848 74.893024 L 727.056 74.102326 L 726.264 73.311628 L 725.472 74.102326 L 724.68 74.893024 L 723.096 74.893024 L 722.304 75.683721 L 721.512 76.474419 L 720.72 75.683721 L 720.72 74.102326 L 720.72 72.520931 L 721.512 71.730233 L 722.304 70.939535 L 723.096 70.148838 L 723.888 69.35814 L 724.68 68.567443 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p446263e196)" d="M 718.344 76.474419 L 719.136 77.265117 L 718.344 78.055814 L 717.552 77.265117 L 718.344 76.474419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p446263e196)" d="M 712.008 78.055814 L 713.592 78.055814 L 715.176 78.055814 L 715.968 78.846512 L 715.176 79.637209 L 713.592 79.637209 L 712.008 79.637209 L 711.216 78.846512 L 712.008 78.055814 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p446263e196)" d="M 715.176 82.8 L 715.968 83.590698 L 715.176 84.381395 L 714.384 83.590698 L 715.176 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p446263e196)" d="M 713.592 71.730233 L 714.384 72.520931 L 714.384 74.102326 L 714.384 75.683721 L 714.384 77.265117 L 714.384 78.846512 L 714.384 80.427907 L 713.592 81.218605 L 712.8 80.427907 L 712.8 78.846512 L 712.8 77.265117 L 712.8 75.683721 L 712.8 74.102326 L 712.8 72.520931 L 713.592 71.730233 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p446263e196)" d="M 710.424 81.218605 L 711.216 82.009302 L 711.216 83.590698 L 710.424 84.381395 L 709.632 83.590698 L 709.632 82.009302 L 710.424 81.218605 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p446263e196)" d="M 705.672 38.539983 L 707.256 38.72495 L 708.84 38.631535 L 710.424 38.895387 L 710.840928 39.31163 L 712.008 40.311726 L 716.76 40.202408 L 718.344 38.555528 L 719.928 38.920932 L 720.319341 39.31163 L 721.512 40.331851 L 723.096 40.23981 L 724.68 40.527097 L 725.046531 40.893025 L 726.264 41.863768 L 727.848 42.109265 L 729.432 43.585865 L 731.016 43.486526 L 732.6 43.718458 L 734.184 45.169031 L 735.768 45.384802 L 736.020825 45.637211 L 737.352 46.796861 L 738.936 46.975965 L 740.52 48.567036 L 741.081772 48.800002 L 742.104 49.428288 L 743.688 49.57233 L 745.272 50.118863 L 745.534967 50.381397 L 746.85615 51.962792 L 748.44 55.452886 L 753.192 60.247753 L 753.984 61.451164 L 754.301689 63.032559 L 754.776 63.470204 L 755.568 64.613954 L 755.799441 66.19535 L 756.36 66.719042 L 757.152 67.776745 L 757.299459 69.35814 L 757.944 69.970637 L 758.736 70.939535 L 758.744792 77.265117 L 758.761303 85.172093 L 757.944 87.156683 L 757.454948 88.334883 L 757.229867 89.916279 L 757.152 93.079069 L 757.152 94.660465 L 757.272757 96.24186 L 756.932283 99.40465 L 756.291086 100.986046 L 755.854079 102.567441 L 755.537845 105.730232 L 754.421839 108.893022 L 754.133636 110.474417 L 753.967761 112.055813 L 753.651585 113.637208 L 753.070998 115.218603 L 752.675923 116.799998 L 752.538423 118.381394 L 751.873876 119.962789 L 751.608 120.193209 L 749.861402 121.544184 L 749.337057 123.12558 L 746.856 125.395277 L 745.272 125.347038 L 743.688 126.945376 L 742.104 128.241736 L 740.52 128.091758 L 738.936 128.109849 L 735.768 128.502799 L 734.184 128.351451 L 732.6 128.590417 L 731.016 129.855046 L 729.432 129.693854 L 727.848 129.938186 L 726.264 129.361616 L 723.096 126.883216 L 721.512 125.369413 L 720.899077 124.706975 L 720.95269 123.12558 L 720.807851 121.544184 L 722.298506 119.962789 L 722.536013 118.381394 L 722.46662 115.218603 L 722.262967 113.637208 L 721.939608 112.055813 L 721.057317 110.474417 L 720.318141 108.893022 L 719.928 108.534922 L 718.344 107.492185 L 716.76 107.572288 L 715.176 106.981331 L 713.473831 107.311627 L 712.008 107.091845 L 705.672 107.139502 L 702.504 107.017567 L 700.92 107.120911 L 700.72897 107.311627 L 699.991407 108.893022 L 698.657767 110.474417 L 698.707168 115.218603 L 698.735241 118.381394 L 698.269063 119.962789 L 697.752 120.460141 L 697.008578 121.544184 L 697.258387 123.12558 L 697.057183 124.706975 L 696.168 125.426368 L 694.584 125.213965 L 693 125.482904 L 691.416 126.995809 L 689.832 126.933034 L 688.248 126.72469 L 687.810961 126.28837 L 686.664 125.324088 L 685.08 125.472967 L 683.496 125.451019 L 681.912 124.362776 L 680.328 124.124269 L 678.744 123.647351 L 677.16 122.981433 L 675.576 122.090772 L 673.992 121.913119 L 673.622457 121.544184 L 672.244642 119.962789 L 670.824 119.243955 L 669.24 117.938755 L 668.525463 116.799998 L 668.654504 115.218603 L 668.523992 113.637208 L 666.997862 112.055813 L 666.930781 107.311627 L 665.515418 105.730232 L 666.142119 104.148836 L 666.880058 102.567441 L 666.968629 100.986046 L 667.655769 99.40465 L 667.038459 97.823255 L 666.878342 96.24186 L 666.871685 83.590698 L 666.823673 69.35814 L 668.122042 67.776745 L 669.643626 66.19535 L 670.032 64.613954 L 669.954993 61.451164 L 670.824 59.747196 L 673.992 56.498098 L 674.778616 55.125583 L 675.03099 53.544187 L 677.16 51.558308 L 678.744 51.741006 L 680.328 49.891129 L 681.912 48.33741 L 683.496 48.374775 L 685.08 46.735547 L 686.664 46.526352 L 687.43958 45.637211 L 688.248 45.010075 L 689.832 43.485694 L 691.416 43.429693 L 692.234766 42.47442 L 693 41.756883 L 694.584 41.993826 L 696.168 41.781752 L 697.752 40.165056 L 699.336 40.34992 L 704.088 40.174976 L 704.828205 39.31163 L 705.672 38.539983 L 705.672 38.539983 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 33.213753 L 656.12625 33.213753 L 656.12625 21.600003 L 649.44 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 30.718128)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 33.213753 L 776.16 33.213753 L 776.16 21.600003 L 767.821875 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 30.718128)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 150.799997 L 666.028125 150.799997 L 666.028125 139.186247 L 633.6 139.186247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=43 --> <g style="fill:#ffffff;" transform="translate(633.6 148.304372)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-33"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p85e5a01c0f)"> <image height="136.08" id="imagef3f0540c1d" transform="scale(1 -1)translate(0 -136.08)" width="158.4" x="792" xlink:href="data:image/png;base64,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" y="-14.52"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p85e5a01c0f)" d="M 859.32 76.474419 L 860.904 76.474419 L 861.696 77.265117 L 860.904 78.055814 L 859.32 78.055814 L 858.528 77.265117 L 859.32 76.474419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#p85e5a01c0f)" d="M 864.072 50.213847 L 865.656 50.517274 L 865.970102 50.381397 L 867.24 49.701246 L 868.824 49.370556 L 871.992 49.759065 L 873.576 48.954955 L 875.16 48.801362 L 876.744 48.836312 L 880.123564 50.381397 L 881.496 51.672533 L 883.08 52.137065 L 884.664 53.628456 L 886.248 53.842978 L 887.832 53.656852 L 891 55.1708 L 892.924781 56.706978 L 894.335566 58.288373 L 895.752 59.104002 L 897.336 60.198366 L 898.92 60.171516 L 900.763599 61.451164 L 902.399758 63.032559 L 903.852011 64.613954 L 905.451063 66.19535 L 906.545745 67.776745 L 906.596994 69.35814 L 907.609557 70.939535 L 908.265869 72.520931 L 908.259616 74.102326 L 910.008 75.777728 L 910.632423 77.265117 L 911.496092 78.846512 L 911.481798 80.427907 L 911.273915 82.009302 L 913.012201 85.172093 L 913.264724 86.753488 L 913.176 88.63389 L 913.470489 93.079069 L 911.94208 94.660465 L 911.554017 96.24186 L 910.944282 97.823255 L 910.199052 99.40465 L 910.357594 100.986046 L 908.957755 102.567441 L 908.216061 104.148836 L 906.84 105.422065 L 905.256 105.987138 L 903.672 107.082175 L 902.088 106.683896 L 900.504 106.146227 L 898.92 106.054203 L 897.336 105.591592 L 895.752 105.591308 L 895.48478 105.730232 L 894.168 106.239191 L 892.584 106.567866 L 891 106.402205 L 889.416 107.484359 L 887.832 107.986973 L 884.664 109.278585 L 883.08 109.290475 L 879.912 107.668104 L 878.228687 107.311627 L 876.744 107.610248 L 875.16 106.265757 L 873.576 106.674411 L 870.408 108.284312 L 868.824 109.978583 L 867.24 111.025502 L 865.656 110.242157 L 864.072 109.432825 L 863.329356 108.893022 L 862.830962 107.311627 L 861.913769 105.730232 L 860.904 104.675894 L 859.32 103.789919 L 857.736 103.965653 L 852.984 103.896758 L 851.4 103.93884 L 848.232 102.287956 L 846.648 102.527372 L 841.896 102.624803 L 837.144 102.810611 L 835.480496 102.567441 L 833.976 101.958934 L 832.93509 100.986046 L 832.392 100.014632 L 831.918199 99.40465 L 830.808 97.731992 L 830.015139 96.24186 L 828.888428 94.660465 L 827.475437 93.079069 L 827.64 90.996129 L 827.797069 89.916279 L 828.28286 88.334883 L 827.701826 86.753488 L 827.64 85.166704 L 829.211183 83.590698 L 829.224 81.925433 L 830.80671 80.427907 L 830.596623 78.846512 L 830.548767 77.265117 L 832.207423 75.683721 L 832.126771 72.520931 L 832.392 72.256138 L 834.802631 69.35814 L 835.001053 67.776745 L 838.134388 64.613954 L 838.728 63.871347 L 840.312 63.653364 L 841.124483 63.032559 L 841.896 62.279361 L 843.48 61.731862 L 843.817775 61.451164 L 845.064 59.835602 L 846.648 57.603462 L 848.232 56.99028 L 849.816 57.264802 L 850.470443 56.706978 L 851.4 55.700013 L 852.984 55.485677 L 854.568 54.124487 L 856.188439 53.544187 L 857.736 52.15917 L 859.32 51.777542 L 860.904 52.207979 L 862.488 50.677679 L 864.072 50.213847 L 864.072 50.213847 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 33.213753 L 814.52625 33.213753 L 814.52625 21.600003 L 807.84 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 30.718128)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 33.213753 L 934.56 33.213753 L 934.56 21.600003 L 926.221875 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 30.718128)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 150.799997 L 824.428125 150.799997 L 824.428125 139.186247 L 792 139.186247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=67 --> <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"/> <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(792 148.304372)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"/> <use x="206.591797" xlink:href="#DejaVuSans-37"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p7bb4b6e403)"> <image height="136.08" id="image9ec9e521bf" transform="scale(1 -1)translate(0 -136.08)" width="158.4" x="950" xlink:href="data:image/png;base64,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" y="-14.52"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p7bb4b6e403)" d="M 1022.472 65.322809 L 1024.056 65.520292 L 1025.64 65.91929 L 1025.869365 66.19535 L 1026.805667 67.776745 L 1027.224 68.19439 L 1028.808 68.084201 L 1031.976 68.199676 L 1038.312 68.302476 L 1039.896 68.525808 L 1043.064 68.569688 L 1044.648 68.808628 L 1045.117533 69.35814 L 1046.232 70.051013 L 1047.816 71.374257 L 1048.672037 72.520931 L 1049.4 73.308841 L 1050.984 73.606361 L 1051.387477 74.102326 L 1050.984 75.750594 L 1051.934687 77.265117 L 1053.284892 78.846512 L 1054.422137 80.427907 L 1053.76916 82.009302 L 1054.152 82.391513 L 1055.736 84.446448 L 1056.396937 85.172093 L 1057.56958 86.753488 L 1056.978221 88.334883 L 1056.560427 89.916279 L 1057.922858 91.497674 L 1057.768727 93.079069 L 1057.32 94.182543 L 1055.736 94.430704 L 1055.611586 94.660465 L 1055.11975 96.24186 L 1054.922764 97.823255 L 1054.862108 99.40465 L 1054.152 100.148923 L 1052.568 101.421295 L 1050.984 101.515614 L 1049.4 102.221219 L 1047.816 102.332211 L 1047.534477 102.567441 L 1046.232 103.070684 L 1044.648 102.774719 L 1043.064 103.15017 L 1041.48 103.681494 L 1036.728 103.674938 L 1035.144 104.684929 L 1031.976 104.78779 L 1030.392 103.647784 L 1028.808 103.440471 L 1025.64 103.477839 L 1024.056 102.090011 L 1023.577783 102.567441 L 1022.472 103.512349 L 1019.304 103.681773 L 1017.72 102.321488 L 1015.8098 100.986046 L 1015.344 99.40465 L 1015.344 97.823255 L 1014.979945 96.24186 L 1014.552 95.814618 L 1013.76 94.660465 L 1013.724953 93.079069 L 1012.152918 91.497674 L 1012.000935 89.916279 L 1011.384 88.279886 L 1009.8 87.865928 L 1008.216 88.409974 L 1008.140786 88.334883 L 1007.640503 86.753488 L 1007.07853 83.590698 L 1007.604135 82.009302 L 1006.632 81.903319 L 1005.993618 80.427907 L 1007.279263 78.846512 L 1007.170742 77.265117 L 1006.632 75.674103 L 1006.680957 75.683721 L 1008.216 75.88059 L 1009.275356 75.683721 L 1008.216 75.295608 L 1007.628261 74.102326 L 1009.8 71.44425 L 1011.384 71.257949 L 1011.702938 70.939535 L 1012.968 69.863953 L 1014.552 69.241506 L 1016.136 68.306511 L 1017.72 68.326814 L 1018.685787 67.776745 L 1019.304 67.207586 L 1021.352566 66.19535 L 1022.472 65.322809 L 1022.472 65.322809 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 33.213753 L 972.92625 33.213753 L 972.92625 21.600003 L 966.24 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 30.718128)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 33.213753 L 1092.96 33.213753 L 1092.96 21.600003 L 1084.621875 21.600003 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 30.718128)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 150.799997 L 982.828125 150.799997 L 982.828125 139.186247 L 950.4 139.186247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=91 --> <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(950.4 148.304372)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="p998e2a9e55"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p68fd81c992"> <rect height="135.999994" width="158.4" x="0" y="14.800003"/> </clipPath> <clipPath id="p5aff4f5d59"> <rect height="135.999994" width="158.4" x="158.4" y="14.800003"/> </clipPath> <clipPath id="p32ceba3393"> <rect height="135.999994" width="158.4" x="316.8" y="14.800003"/> </clipPath> <clipPath id="pb51fc815bb"> <rect height="135.999994" width="158.4" x="475.2" y="14.800003"/> </clipPath> <clipPath id="p446263e196"> <rect height="135.999994" width="158.4" x="633.6" y="14.800003"/> </clipPath> <clipPath id="p85e5a01c0f"> <rect height="135.999994" width="158.4" x="792" y="14.800003"/> </clipPath> <clipPath id="p7bb4b6e403"> <rect height="135.999994" width="158.4" x="950.4" y="14.800003"/> </clipPath> </defs></g>
  6. </g>
  7. </svg>