ds005265/sub-059/figures/sub-059_task-approachavoid_run-06_desc-brainmask_bold.svg

<svg xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 1584 230.4" xmlns="http://www.w3.org/2000/svg" version="1.1">
 <metadata>
  <rdf:RDF xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
   <cc:Work>
    <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
    <dc:date>2026-03-27T00:57:51.166069</dc:date>
    <dc:format>image/svg+xml</dc:format>
    <dc:creator>
     <cc:Agent>
      <dc:title>Matplotlib v3.8.2, https://matplotlib.org/</dc:title>
     </cc:Agent>
    </dc:creator>
   </cc:Work>
  </rdf:RDF>
 </metadata>
 <defs>
  <style type="text/css">*{stroke-linejoin: round; stroke-linecap: butt}</style>
 </defs>
 <g id="figure_1">
  <g id="patch_1">
   <path d="M 0 230.4 
L 1584 230.4 
L 1584 0 
L 0 0 
z
"/>
  </g>
  <g id="axes_1">
   <g clip-path="url(#p22b49d6121)">
    <image xlink:href="data:image/png;base64,
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" id="imagef6c9a21892" transform="scale(1 -1) translate(0 -230.4)" x="0" y="-0" width="1584" height="230.4"/>
   </g>
  </g>
  <g id="axes_2">
   <g clip-path="url(#p5eac6bc55b)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAADdCAYAAADQBhwkAAAtfklEQVR4nO2dWaxfVRXGP7TOMyqiQKUFSym0FGihjIpJQRONqPTBFwyaGJ80MTFGjS8mGon44AMx+qDBoIkRJE5FWqy1YgEppQxtqRWoBRWc53l6+vb/d+5dy3Pv7b2bwfU97ez/Ofvsvc//nPWdNR4m6T9aABx22GEz6pOk//xnMoUnP/nJkqR///vfre8pT3lKaz/1qU+dNt5f/vKXcKx//vOfrX3cccdJklasWNH6jjjiiNZ+xjOe0drPec5zJEl///vfW9/hhx/e2nffffe08174wheGa/vtb387bVziX//6V2tzzcbVV1/d2meeeWZrv/KVr2ztu+66a9oaON9Fixa19q9//WtJ0tOe9rTW96QnPam1udfPf/7zJQ33geDaDh48KElaunRp6/vDH/7Q2j/84Q+nHfvLX/6y9f3jH/9o7ac//emt/YIXvECS9Ktf/ar18X5z/4yZ/M/Y7oknjR9SKBTmC/XAFQodsWj8kJkjE+UGqUsm3k0peSzbpjnShJKQivl8SVq1alVrn3766ZKGdOWb3/xma//1r39t7dNOO02S9NznPrf1/eQnP2ntH/3oR61tivvsZz+79ZEekbodc8wx0+bwxz/+sbUffPDBaWsjLdu7d29rkzL+5je/kTTcB17j4Ycfbu2f/exn09b2spe9rLU5xu9//3tJ0vOe97zWR2p3++23T7vGfffd1/rOPffc1l67du20uW/atKn1kW7/7ne/a23vH/eU/zPeb889+j9NXZvRm1qWhCsUOqIeuEKhI+aVUs4GGQ2MtJSkNKQAphbUXC5ZsqS1L7jggta2Nmvz5s2tjxSO2LNnj6Qh7SI1fOSRR1rb1+YceN4DDzzQ2qaH1I5aayhJu3fvbm3T6COPPLL1kUpt3bq1tU3HOIdjjz22talNNPXj/pKekjJ6DqTx1BByXO8vtZGk2WeddVZr+x6ZYktD7ShptNvUtPJYaqK9pox+8tMk0m72QEm4QqEjFkzCjdnhMgWK3178iOaxP//5z6eNe/TRR7e2FR7SUFlg2xk/6qlY4Bz80f63v/0tPJZvdp9HKUDwzUzpYVAKUCo961nPkjR82/NY7oOlLxUwtnVJ0p///OfW9tv/xz/+ceuzcoRjSRO28Ytf/KL1UTJaWcN5Usru379/2liSdPzxx0sa2g3JTMggfA0eSwbxpz/9adocKAH536E0fLRQEq5Q6Ih64AqFjphXShkpNAjSikzU25WHY5EScQwrU0466aTWRzekbdu2tTbpYTRffkT7epwj7XQcy3PnenksqabHpeKBygSvXZLuueceSUObFOkcKZhpF8fN3KY8X9Ji0la6qJlekjpy7bwvpnGRHU+S9u3bN+163DPSwJe85CWtbcrIPeV9IdU3nSW1zmyivt9lhysUnsCoB65Q6IgFc+2KtJCkjqQQkRc97VMclxoqa7s4Lu1e1HbZ9sXzSSM5hjWLGd3geVxHNBbpmikYae+uXbtam/TIWkjSOY7LY61xJIUjSMMNa0GlIe0iTTSdI1WltpBr95qopeR8SfPuv/9+SZP7Jw33ifY5X5vaZdJL2jRN3/l/4l5zL32PufaxT6L5oJ8l4QqFjqgHrlDoiAWjlBGNiVy4pFiTl7lzOZBUmmizMo/7yLDNsXgNUlhr6qjpI0056qijWjsKzrRHvjQ0fEeaMUYhUMNn6ktaxj2jUd97llEi0jxTKFJrGtQj4zr3hpSS1PqZz3ympOF6qdHkPpkm0njPe0UN7Pnnny9pSF95X6jFNbg2uq15jpJ04MABSUNK2QMl4QqFjlgwCUebh9+8tDPxbU4J5X6+8S666KLw2J/+9KfT+mhfoiRauXKlpKGE5Bv6+9//fmv7GCp+li1b1tpM02CHY47llAfS8A380EMPSRpKDF6De2aJQKlGxQKls5UIfJsTTHvw0pe+dLBGaSiVKB3siEzXrsgOKkkvetGLJA3/A7S9fe9732tt3yPeK58vDRU6vt6FF17Y+m655ZbWpgubpRWVZfxv0F5rNzu6hhGlNCkUngCoB65Q6Ih5pZT8sCU1MS1gfBrjuWj7MTWjyxO96Hfs2NHaVk6QNpCOkOadcsopkqQNGza0Ptp2mGZg+fLlkoYf1FTsUIFipQbnQGpISuk0D3bbkoa2oXvvvbe1TSlJOXndV7ziFa29ePFiSUNlA5UUtFWZGnNPOXcqTbwPHl/Kaa1pKRUlTGGxZcuW1vb/IbNnsm0qSnevLJua10GlFW2I3Gt/bpB+EqTO8xk7VxKuUOiIeuAKhY6YFaUcy8pFGw01hNYIkbqQatFOZBqzbt261ketH4MaTQd8jjTMqHXeeee19jnnnCNpaMPhfFevXj1tPrQTMWCTGlbTDa6NdITe96RrBu1wpHmmkqSftCO9+MUvbm3TS1JH0mFq4kyrOF+eR7pmGs1js4Ba7wPvJbW5a9asaW3TRI7F/wPvofed953XIP30/cwiUUgvmbrCGLMjR1m/ZouScIVCR9QDVyh0xJy1lBa/NAZSk0SRbEPvxo0bWx/Po4bQhllmfyLFoNHYVIqUktf9yEc+0tqmENRykqKRelh7mRnnI8rCsfg7+609Iw2igX/9+vWtbY3uF77whda3ffv21ib98RxIgakl5jqiegw0QHM+HtcOBtKQzpF++r6RJvKzgMZqR3SQFpPqs3aD58D7SrrMdXg+3BtqrXmsaTbvRebm5TXzPzJXI3hJuEKhI+asNImecL/lpGFcmpUFmX2Kb5lbb71V0vANTfsJ38bvfe97JUknnnhi6+NbivFWlmxUQjDuim9Cv6Vpf2EMFq/htyolWSYFvM4oM5Y0TGVu2yTtXlTsRGkEOEfeq6idpYSIcjryd77laZt0m8c67k0aKowuueQSScN9+spXvtLalHbeH9r3sjT4nhvnyP9RxAAo0Smd6YboNXEOmW1uTPKVhCsUOqIeuEKhIwaUcszOFrm7ZGkVoo9Z/k7wo9wimekCeI1TTz21tW23IqWkAoZi3zQlimKYOt+IomWJa00zIiXG1H7TRNr/sri/nTt3ShrGvZFScgzPPYssIEyhSOMz5VCU3JVe/ZyD71eUdFYa2kRtv6Mdj/eb7lpWNHFtpOlRgU7eqyzjW6Qg4b2inc62Uo7LPYviEDNqWRKuUOiIeuAKhY4YUMpIDGaaSYtXanYoZqMIAIrkrMKJ6RH7SDE++MEPtra1kNQ+MViSmkNrUKlZI31i27Qr06SS0njNXG8Gr4mUk5ovUh5rUOl2ldmBvJfcU843oru8Vxn99DGcA2k6z/O4pMjcf8LzzGyxkQd/9n/hnvj/FWVgm3o909msZgT7fb2MRhKlpSwUHkOoB65Q6IhRLWWW/z0q/RNlsJImNI7Uj6I+0jplhmTWCzBN5LzoBkaNpA3bzisiDSkCXcbcT80lqR+1l557ZhwmjbYxleNGVFaa0LWsDFaUlYtRAaTDHNfryDSwhI3VXHv2CeG95rjMacI98Xxp4KZ7HrWXUba1LDuZ55PVhIi0uHTW4P+Q1/A+RKXSZouScIVCRyzi2yBy+yEodfw24VuBsV200ViRERVelIZvHr9B6ZLz8pe/vLWjwokswkh3IqZQ8HiUcATf1pYUnBclBt/yfoNSmnIsSjMrHCi1sg98Kx8oXTJJ4/tFxU1WQcbn8fzMbhjZ1igto5QamZKNShHPjeuhax0ZzRgitzXuP9cZ5eek2yDXQ7bg//2YnTo7ZqBsHB2hUCjMG+qBKxQ6IrTDZbYEUiHTLX740g2JFMt0g3aOzLPd/aSk/KBmBinPgVmaMlcpgy47dCeKErJmipJIAcA1kM7RbmUaw2NJ0SK3qCidgxSnFCd9zc7z9TKbKO+bkaUsiJROWS1uKqU8d7qJZclbI0SfQRm4tsguyL7Mxug1ZW6MY6kXBuf9zyMLhcK8oh64QqEjFo2JQ2rqIg0WaVt2rMUzRTbP4xwsqnksNUYMbDWdI6WkqGfGLI8XaQKlIZ2LqDU1XKSanjvpMtucj/eHGrmIukgT6se1Z9TOx3ANpMAcN9K48b5F7nsMHs3ctTwGKRzPYz/vi8GsaPxs4CdLNMex/swNzP8H2uE4h6iQJv+T2XPjOaQukeFZhUJhQVAPXKHQEaM5TSg6Sd1s8CY9yDJbjYnZiN7wunT1oRbN55G6uNCeNKSBng+pAmlORDdo1CdFozbQ57Evo9amopHbkDSkj1HxRs6R1M4aQO4Z25y7159FE3Bc73XmzsV77PGimufSkNaaJvJaDEImzTO15v4SUcJWUr8scNhr5n+a+0/a7/915l4WoQJQC4XHAEIJl9k2+JayuxUVBAQVC34zRx/kU/ujajQ33HBDazP3pT9mzz333NbHXIdRbkz2ZfFPkV2L0jCyIWaZpCgRfA06wTKzGO1WlgKRzU8a3oupc5m6nkiaZR/9lOqWQFxv5ioVXYv/ASo/XBaasYucD93oIkkflXHmGDOxXTrGkrbYLEvbfBRiNErCFQodUQ9codARo0oT0hSKXFMaUh7ShiwkPuqLqCapTRYGf+ONN0oapmAgReOHr8cl3aPdhd7sBilRFhtnCsX1RNmspAmd5Vj8aKf9yXQt83yP7ETEWL11gteIohMyRUgUUxe5sknD+2YqGaU0nzofjxtlSpPG/1uZC5vnmSXBjdLDV43vQuFxhnrgCoWOCCllZm+g5tDBnaR7bBNR0s1MPFuUkxZE+fmlCQ2hVotVd1jz2nMjhSONIUUzBeO8OV/aj0xJMq0f63JHFI30kvTHGktqVaPa4rw2tYZZtipfI8tAFSVcJS3mNUhVbcOKbJTS0CXPWlpel9SO1zNd5ryylBAeL3PBilIvZBr56H4WpSwUHmeoB65Q6IhRw3eWtevoo4+WNMySRe97HmsNVWb4jsR3FmQYuWAxeJHuOZyDg2NZR9sFHaU4KWyUa0WKAz1Je7O1RZmt+DvXZvqYGbOZiyO6buY6F2VW49p4Da8/K69Fyh1pE+mSt2fPnmnXiyIepvZHFDgzfEcuhFFWL7az5LpZOapDRUm4QqEj6oErFDriMEnTVC+Z5ibyvietiPz7pAkFyzRGkXd35vEdGTWpvWPpKmokV6xYIWkY3cCcGqRabmcUIzKgZnlMiKi+NkE/Ue91VENAGmpmPV/uf5aUN9Lw8Tzuia+dOSEwx43pI50JaNgmBfZ5pHP8nbQ1qvGdJdqNtJSkn4T3mnl4svsW0dq5oiRcodARo3a4TGERvYGzVNFRX3YN92d2pOgtQ9emO++8s7UjlzAqdjK3H68tSuc+tT+KFiCoIPG4WSYp2gKjikNjda6jzGNTz/O4lGpULlHSODU7M51xjqxJ7trsHIsud1SKRFnRxurHR8onrofHUBqyHRWWpIQjsvt5qCgJVyh0RD1whUJHjEYLZDQwKqqXKRnGEsxG/ZnSJAqpz65LOuegR1IphvKz3+eR+lHREQWrkhqS4kY1ALIP+cg+l3nqR/ZI0q7svKgGANM8RO55rNGwa9eu1madBrvRsb4Eo0c4NwaeGllGskiBx98j+pgp57jvPjazXWbzOVSUhCsUOqIeuEKhI0YpJTGWtYgULMpcNRPXrjHtUKTdzKIJ2O+cJrTNUSNHG5i1clGBRGlIWz2HiOpOHcNUinbDzM1rTMubaSwjcB8clJsFpTJ71u7duyVN6Lg0zLvCoF3b4ezyJw1tk5H7XVYyK6LcvK9j1C8qzzX1WH8CZLUd5sPmFqEkXKHQEfXAFQodMWdKaZGbGbAjChBRsaltI8t3H2kvM+M86ULkgkU3L9MnaUItaLjN5ubrZRVdqZFzYGWk5cwwE2/2iIJlVMnG6lWrVrU+ahPpjuXzmHqQ43J/bEgmTc/onPeK6+G40afJTNLk+VjuPx0deKyjRhiwzP8G8+F4H2YSgDp2TEm4QqEjZiXhxpBlrrLCYTZF7DI7XKQgyFKLE34rRnWeJenkk09ubb+B+cajnY2Ow1YAZIobztdvzSjLlhS/HSkBM8WMQWkYKUrYnyVAXbp0aWvb9hhJJ2normXlDyVKJjEip2giYhD8P2VuaZ4vx81c3M444wxJw3hOSnraJr22mdiRxzJ8lYQrFDqiHrhCoSMOmVJmyg/SAtMJivos8WfkcjPmWhPVu546n8hlicoAJio1DYmyc2VjkaKRPkVFCXlsVF1HivP2E5ECKtsn0jy7s9GumKV58J5wfxkDR7oWFW/kGng9U/IsWxjha2RKtKhuwrJly1rfq1/96tbesmVLa5933nmSpC9+8Yutj/8H0uGIJs6mkg5REq5Q6Ih64AqFjjhkSplpCEnHTJVIKUk3omxKHCvTLLqfnvykOaRC1mxxLNIGah5tU6LWiprFsaKFpE9RpEOmoR1L7poda0qTRQhELmFRQl3OUZpEAHDtpLLca1NJ0mlStGjN3F9qHqNAZ94ruo8dc8wxre37ctlll7W+17/+9a3N9Bs333yzJOmII45ofVw77XPRvLLil2ORMSXhCoWOqAeuUOiIWVVAJSIDNGnK8uXLW9uZnLLMV5mLj5G5MZmikuJlmZdMWahFO+qoo1rb+Tukicc8+9gmTHWymtlRhq6ZOABE+TkyLXBEX0jfo4qgWZVQwnPPXNxIHw8ePChp6DLGe8nrec9mQu+tYSU9pdbVlXgl6U1vepMk6aKLLgrnyz3zNS655JLWd/XVV7c2k9j6vJkEopZrV6HwGMKiKOdjZlsbczjmW4iZntzPlAa33XZbazMNdpRem1KC9jKPyzciJQ1zLPpNyDlQytLp1nFelBKM5+Kb0m9u7iNtVXwrWgrw98yFzcjc5ajI8HlZTBlrintfKSUyG6Ovwbc92QTv9+rVqyUNs2CdcMIJre28oJwDs35xH5iC3oxk5cqVre/ss89ubUs1abivERiHaFc+poygooT7wP0Zwxg7LAlXKHREPXCFQkcsGgvlz0Sk+zP3J9IxZ30irbjyyitb+4orrmhtUxLSDVJGFlm0pzfrepNKkfJYicOPbKblJkzRoqSoUlz3nB/9VBBE1Xyy1OGR8oJ7Sio7Fg9Hesm5eQy6l/H3KNUEr0vKzjmY6nPt9MTnOm07ow2MVJT/P9PESy+9tPWtWbNGM8W9997b2vyc2L9/v6Rh/J/TcEh5JEOEcu0qFB6jqAeuUOiIRXP1ejaVJN1Yv359a9MW4oShmzZtan3vf//7W/vTn/50a3/84x+XNBH5krR48eLWJr10mDxpV6YZs1tPFk1AemNEUQxT5+B9yNI8UBtoikrtaJaxzBrCLPiWNDKy5fF3ZtqKsozRVYq2Mf8fsgBUriOqdZ6l1PD+0C2Ltj7Sz+OOO07SMEPYbPC+972vtXk9U3264WXFG6Pfx2pjZCgJVyh0RD1whUJHLIpch6Kih9KQplg8k17RgP3ud7+7tU3jXvOa14STIE15z3veM62P2kIavq2BooGbWjYaQk1rmQiWmjrSLtMjGt9Jn+geZg1fFgRLo733mmNRixlRNDoQzKTOtZEVLeSaovlG7mNZHhOOFRXjzJwQDDoTOMeINKThdh9j9rPNmze39oYNG1rb+/OZz3ym9TGxLfO1OEiV/9k3vvGNrX3NNddMGzfLoDaWwJcoCVcodETovJxVq4lSU1PC8TzaP6LUArS78C3uD+Z3vetdrY9uTHfccUdrP/DAA5KGH76cI9+gfkNGofPSUHL6jc83eOZk7GOzssiZi5pBiUFJ5bc83aqylBFuZ8qNSAJyn8akJfeX0ieqKMTzOQeOYRZCuxdj4whLOEp/MiXel6997WuSpBtvvDEci3tmNzsr3qTJ/2nquF7TbJSKFQ9XKDwGUA9codARi8Y+uEljaO9yP2kFU4f/4Ac/aO21a9dKkrZv3976GC1www03TJsDqRjb69ata23SMYMFAfm7P+op6klzGNsVRQBk9krbrbL65pFrFikcFTBU8nhuWYaqKOkrf6c9LYohJHiP6VFvGsf9z+i794qUk3M/7bTTWtufE7wWiztyH3wvqPDg/4y23auuukrSsIAklWinnHJKa9udkHGb3/rWt1o7q2p0qCgJVyh0RD1whUJHzCrFQkQvSbtIJ6j1MwW44IILWt/GjRunjSXFKRZuuumm1iaVsgaPdiTSH7oLWSNGexs1sKTGXifpNttRfe2Z5J03xaXWlfYr2hujooXU1BGeD+kptX7cUx5jZIlgfW3OkXtGeup+aq1JExlU6nE5LwbJHjhwoLV933iPSRNJA60Zp3b6zW9+c2tz36O0H5wPtdnzoZ00SsIVCh1RD1yh0BFzLshoOpF5WFN879y5U1JeU5vBhZ///OclDakqKQ0N3w4m5bikBTS+29ucWkzST1KLKBKC9In0xjQv8xiPHAeoPc3cqjzuTIzZpoE0kpMacp2RexmDiLNkskaWENegCxfpKymjNcLUDNOTn/+NqCb59ddf39p08zKF5WcD/w/3339/a/sTgg4Y3JNIQz3XyBqiJFyh0BH1wBUKHRFSyplo3AzSINI1+smZxrCMEKkAA0y3bt0qaRgUSZpCg64Np9TIZYZZUyzSBtI50lZTPtLBjNrZSEuqldX4NrKySKTkkfd9lrA1KvXEPtIq368sUDTKX5JFjER5VbJaCFHQbaadJjW2tpte/9RMUhvu+fJa9N/lp4fnSapK2jsf9DFCSbhCoSPmXD0nip3L3gp+C/EjmVKNb57vfve7kqRzzjmn9dGjmx/ifhvz453tqHpOFPc2FX6jZ/FwUZJVuilRylKCGXybc6wobD+rbBN55Wep0Hms10yJzD2NlCJRDB2vyzVxDZTSvIazZ1H60J2L55mF3HXXXa3vwQcfbG3a3Cw5aQ/OCl56Pln68vmUakRJuEKhI+qBKxQ6YlaUMnL5Yl9WsSUqGMggwk9+8pOt/Y1vfEOStG/fvtZ38cUXtzaVKaYWpAqkc6SPBqkNqQeplClwRiuirFy08VBxQIWDx82UEBGy7FDRGDOJWIhoNN3aWFEoUpoQpK1eM6k3lVlMwurgz8j1TooDeEk/uYaoNgMjC+hSRmWM/zMcdz6jAjKUhCsUOqIeuEKhI+bs2hXZc0i1opJNkYZRGlIWBw9Sk8dgVtIfU8aohrUU24zozU63HlIp00TSFdI1UmP30zUpq4Pt+ZC+EpHGMnIjk4Z7ZlrE87n/nLsjN7gGalijyIssTwnvkfv5Oz8LGBRqDTT3nGMxme+2bdskDW28pOy8nv+L/OzIogH8P8rKhZUdrlB4AqAeuEKhI+Zs+I7ELOklNUkW30zCylzxzFFhbRWjAkjB6EluSkn3KVKESGNJtypSiKhOONcQ5f3nsVliUM7Ha6b2jobxKNEo50DHAfabqmf0noZku8mRZmZUysdk9Q049yjKgNTupJNOam1/TpDicf+vu+661nb0CNfDa7FtOsw9p2E8um9j9QSI2dQQyFASrlDoiEN27SIym5ElzY4dO1ofbSVRygF+vLP2MqWDszBlWaU4rgsq0t6TVYKJUnxnigP3Rynjp87Nx7KPb262zQqyZKq8XmTn5O9UilhpRGmZFYWMXNwoBTju1HlLQ6UIYUZz7bXXtj4yly9/+cutbYUQM24xzpGS2vGRlMKMPWTbEpXOz5mk/199s0VJuEKhI+qBKxQ6Ys6UMkKUIkCaiGLSEdKNVatWtTZdpAy6BZEmOsqAVCr7kLddilSVoG3HNCP7UOc1TENIRyJ6Kk32h0qMyJOfx2Q2vWhc9vEaUd2DLG4t+lTgnpF+Rslm+TspJ+fmutpZxjIXz5QmdcJJ/djm/rh4I+2RLLTJRMReE9eQ/TcilNKkUHgcoB64QqEj5tUOl7lYmUrS1sKQ+bPPPru1rYWkbY2aRWcAkyb56kkL7IkuDTWhpjqktRmdME2J0i5IMUXLAhmjvP6kV9QWRrYx0kjOkXOPqGoWheB9yCIaolJlHCujjKbRWeJaBo0ap556amuzZsRb3vKW1va+sqQZPfwjLeNMgoz9icA9n42dLUuWHIFjlYQrFDqiHrhCoSPmVUtJRNq3iGZKQ097t/fv39/6aEwlZbz88sslDUshrVixorWp0bz99tslDWktqUdUFoqUiPSJNMTHzCRblSlaFtBJTaiPiTJjZePy/KiUFNuZS1PkosVrkQI7P780oZp05+I1Vq5c2dreS9Jwfja8/e1vnzZfRoxwPaS4HmP16tWtj/clSp7LOWSuXbOhj2MoCVcodMSCSTi+FaxwoISL3JikiYNv9uFLF6DXvva1koYf33xD0w3MMW7M/pTlRYw+tKk0YaxZVN0lUmhIE0k0+IjG25oKEs8hSz3O+Xq8LHVD9IYeS2kuTe4RpRrHpSLDDtTZehgP52NOPvnk8LpnnXVWa7vuNjO3sZgnpZKLK9IxnnF0tJ96bnSXIyoerlB4AqAeuEKhIw6ZUs7kg9Jin6mkGR/FbEqmA1RSkOLR9cvuQOeff37rY2RBVFzQHuXS0NbH9A9u090os7NFCpasIo5pDMeiYofHRrXDSe1IjyIbI9tRxAIpMu2CUarzLM4xikWL0q5LQxuhIze4hr1794bj+l7wWFJ2jyVNaGek1Jq6Ds8z+/+OpfUv165C4XGAeuAKhY44ZEqZBZ2yP8qYxTbpo7WJtK0x3QLp0be//W1J0oYNG1oftWjUflKzaDDdQmQjJA2K7HREVgMgqo9Nd6Sx3PbUtPI8VhQyPeTejGlKI3olxYG2mRtYRNmzuglR7YUsSDbK7sboEtJEUkpTSc6B64yKas4mxUIFoBYKjzPUA1codERIKWeiuYmOyVyWLMqpkTtw4EBrv+ENb2htUwhGEGzZsiUc9wMf+ICkYdYvUrDIWE3qQooWzZdrzMpgmcZFEQRSnC+E8yIiGsjrkhJRWxhFIWTFJj3fTJsYaTp5Xa49mi9pfLYPpoQ8llSW87XWmppsUnoe6/lwDfyfEd6/mbhzleG7UHicYlYlh8eOyd4WkY3mnnvuaW06m9qWwg9j2uzshMw2K6TwQ55vZsdQZe5PUX7ILB14VL2Fa8ti0aws4O9RBRoewzc4U01QgkWuaBlLsYTLfue+R6kbMhbjfh7L/wPZhBVmXC8VPpybbY+UgLSf8ry1a9dKGjIpOsFHaTAWSpJlKAlXKHREPXCFQkcsWLRAlPo7y1D10EMPtbZdr0htSPfo3mQbDKkJf+dHuefAdOu04fA8U5JMsRBlJMtoIudgqhopXaa2TWGZiiKL3/N8uE+8RpR6PYq9k2KqyfVm5/na2Vicr9dGyk/K6exb0uR+3XrrrdOuJcX3KIsQyAo5RnOczxg4oiRcodAR9cAVCh0xr9ECYyKZ1IbUw0GGknT88cdLGmrnmMyTYf033XSTJOnMM89sfQw+pMbSWj3SoyyvvM+j+xlBOhLl9c8KLkYe6lklGNsNGd1AShlpC3k+6RNpl/u5BlLyyDUry+oVFYjkWHTRiuxwkVuWNMzK5QiTm2++ufVl1ZS8TmYI4z2cqxbS96tcuwqFxxnqgSsUOmJeowWy/ihZKilNZCClJz8N29RWWYNFrRQpGOEoBF6LGixqEz33SBMoxcbzrAZAVHOc49J1KypQSIqcJWQ1BcvqekcZvkgzs4gFr5N7RjrM+bh9+OGHtz7OPTqPLnm8F8zi5hw0/OzgfHm/7VjAY7MA1IgmziYYda4oCVcodMSC2eEiUArwbUIJ5bcU32KUcMuWLZt2Hj+o6f7EVOeWnHyrMl0D8yJGkohSLaomQwnJY6lE8Hhce5Zj0QqQyPF46rG+tqW4lJdetmTLbGuRixX7sqKP7ue8CI7hWD4eS8UYCy7ecsstkobSiZKT99jugg8//HDr4/7yHkUoO1yh8ARDPXCFQkd0pZQZRSPlcQE+fjifcMIJrU16aZscIwjsMS4NlQhWQpDakF6SYjleLUubEBWezGpxU3lhCsW1kypxf3xsRDOlIa21fS6q+y3FbmtZ1q4oXXoUxTB17t4T7iPB+VjJQxsZaSLTmm/evFnS0GZ3xhlntDaVLXfeeee0OYylMp9JipD5REm4QqEj6oErFDqiC6UcC1al2LeGiaHxS5YsaW1qIaMKMxs3bmxtZvOyXW/Xrl2tj1qrSLtGikEKR8ria7MvS0lAamcwsJUuS6ZxdI8iolrbmYaQ6zCdY9QEEc2RtsLMfmeqnhXl5LEej2snvWRwsudOCkxtLOmnPzE4x8x+6v/fQmkjM5SEKxQ6oh64QqEj5kwpD9WDmqKcdMMaPkYFsF4AXXlME2nAJv2JtH7UajGZKusemCZmCVBJu3yNTOtHmuj+xYsXtz569fMapqWZFz3nbuM4qXUWDWCal1HVKKCTGkK63JGWmqLxU4GUkhpjX4Pzoiaa997HRtnPpOEngkEt8Vii3d4oCVcodEQ9cIVCR8yZUi6USDYFe+SRR1ofU50x4NA0hN7he/bsaW3Wiv76178uaVizgPlCSOdMlbIg2KjWNlO3kZ6S4kb+hhyL1zN95PnUqpJq2vDN8lqkazzPFJbX4lhRQCwDXxkNwHU46JP7yHrfHMPaSVau/ehHP9raDAyOoiZY2oq0NvITJR4tGkmUhCsUOuJRU5pkiOxa+/bta21KGr+lo+xR0lCZ8rGPfUyS9KEPfaj18UOex1oi0PWLygC+2Z1aPTuWnutWtnBtUQycNJECtFVlNjtLrUjyTj3Wc8tqcbPfihVel+NSgcIU8wbtZVTGuP/aa69tfVdcccW0OUqT/wMVN4wuIaykyeL3iFKaFAr/B6gHrlDoiAVTmkSe1zMR77abkBryg3vnzp2tbVsUqRQVALTHfOlLX5I0tKGtWbOmtV/1qle1tmleVo3mvvvua21TXLomkSaSVpn6kTpyTziGqR2vm9UDN/Xj2qm4GUuxkGVT8zy5v5n9zu53tCuSqlJJc/fdd0uSPve5z4Vj0aZpJRdd/SKbKZF5/ZfSpFD4P0M9cIVCR3SpLTAbj2xTGtIKUinSLtt5GKzKJKC8rjWPn/jEJ1ofAxmpBbN9yBmjpKFGk7ZAz420l3Q4ckmiXYx0j9ewLYouXKRPHMPUj3SOtJW0NEpGy3tF+11EPzNNqDWZvC7dquiet3XrVkmTRL5Tx4o00VEkhRRnW3ssoyRcodAR9cAVCh3xqOU0IUhvrDGji1FkVJUmdZ9JtdatW9fau3fvbm1rLDOj9He+853Wdrmks846a9q8pGEaN1MhakQ5n8honOUFIY12VATpHN3H6GJlGkcqS5B2+dqke7wvUSktaiapxXQdCGlCh0n3rBmWpOuvv761b7vttmnHklJybY4cyBLbEgvljDGfKAlXKHRE1xQLs1GeUEpEcWKSdMcdd0gaKgWoZKAyxUUfqcRg8le+gZ1s9uKLL259fBvTpuR+SidKBEpn92dJWKP0Bhzr7LPPbm06KlsSUfFDiUt4/yjh2ObaokKPjFujJLEDOePTrrzyytamA7rny/vDe0zlj524ozrmGWaisHu0pGFJuEKhI+qBKxQ6oguljMR6JupNLfg7aWRUJ5y0gJEFTGXgbF8ci5SStOmqq66SJK1YsaL1MY4uchdivBbdkGifs4KEdC9THHhu3IeoToE0oZ1cD6khKbeVOFmC1Mi1i/UcSJ0/9alPtfb27dslDdMj8FhGU4xdl2NE93gMvTNxzQYl4QqFjqgHrlDoiK52uAy0NZlakEJEOeHZz/NJY5hCwTTj9NNPb32ZxtJuSO94xzta36WXXtra7LdWlFo40iO6a5nGkfLYljh1Pqad7CMdpk0usq1Rq0cqaopL7SePJTX2PvC61113XWuzOKaPjSipJB111FGtbZc5rp17wns4l6iUmfxeWspC4f8A9cAVCh1xmKQFkaljmklSD7aNzPUoGi8rg8W2Dcz0RKcHOimWXaHolkUK99a3vrW13/a2t0mSTjzxxNZHLRvzb3g85s6nBpGa0oMHD0oa5g2h2xWzVV144YWShsG5XA+DYK15JVUl3aNb1Yc//GFJkxJi0sSBYGq/s6yRkhKk7L5fUa6VDDMpJTWmneQ1/BkSBbAuJErCFQod0dUOF6XRluIUCzPBWFUe/u43GePlqEygdPFbnsoCKgA++9nPtva2bdskSZdffnnro6KE9jtXeqFLk9MNSMPUAZYeXAPnSMfr9evXSxrm8iSY6sD7sHLlyvDYa665prW/+tWvShrmiaSChRLF0juqJy7FKdDJQLL6714/jx1z1yK49ihFRY8ijERJuEKhI+qBKxQ6YsEoJSlARCVJIcY+mOeKsTg7Uka6QtkTn4qFTDFjJcJll13W+kjX3vnOd7b20qVLJQ2VH4yto0uY5+CICGlIKSMKRuUIlRuMoHB6CFNhaeKWJQ1j2ExxqTDi2pi9zG5ppHBZQUbfi4xGEt7rSOEhDffSY/BaGRV1O6O1C4WScIVCR9QDVyh0xILZ4bJihgbpXEQpx1xy5orsfNKUKFsVqRLbpnm0X5HSUMPnmuOve93rWh8DSV3hR5poKaOCjlPPW758uaRhYltGHqxdu7a1rcnctGlT66OLFu2Utp2RkvJeskCk6SNpJME98T3IKFx0vzMNd/TpwmuRcjLVRGSHKy1lofAEQz1whUJHHDKlzKgftYFjNDAyUGc0Muqfq9tPRHU5B7p2kY4wsNWe7aRwpJzUdJpemgJKQ5cw5j9xbhBS8yxo1IZ2ajGPPPLI8Bp2O9uxY0frI62ippOUMVoP98TUN9IMS0NK6HVk9yrqj7SRUxHRT96XSCs6ZnCfb5SEKxQ6Yl6VJpQY0ZuZbxO+KSNH5cw2F0m4rADfmAN19jaOYvJ4LN28vE4qC5hOgMfaNkbXLypbmLXLsWJZdq1ozczaRQlHxYtta5RedNeK7iHdtbgPXLP3KqtWE6WSyI6N1sbfIwXX1GOMzFUwOraUJoXCEwz1wBUKHTGvrl1ZymxTD/Zl7jdj7jWzoYljRSEzKhopU7IPcbdJB7k20jxTO9ogSffGKE2Wvczn0T3NiVmloQIrWhvpPamfqSaVQNyzqFZ5th7ee8892/+5plWIXMay+MixQo4L5W5YEq5Q6Ih64AqFjliwaIHIxScT05HbDqnNmPtNRkEi+sQ+zodtUzDOK7OHWQvJVAgEz3P6AVIXUi2mLPCamEg2q7pjKsnfqYWMaBfpaZa335SRayA95X3xtTkHjku6G9E50tOIMmauXVHUyUzcAiMNd7a/84mScIVCR9QDVyh0xIJRytkYkrMc89GxkbE0M4qSIkTn81o81ppF/k43L45hA7PrjUtDykkjtwM2s1rcS5YsaW27gWVG6YjaMVMXQQ2q17F3795wPdw/01LSvTHNIs/n71H5LNJMHsvrzSbHzf+alzSumZzLtWaLknCFQkccsoTL7Fdj4exRfJQ0eYNmCo2x2LjsA9/Xo8Mt50Mp4DQEtKFRerDfNioqNyiVaOM69thjJQ1TfFPC0d5lJQyzelHRESlpKF34O6Ws23SU5rjcE88ns+Mx16TH4P4SUVHNjNlEzGM2js4zcdHytSvVeaHwBEY9cIVCRyxYioVCoTAdJeEKhY6oB65Q6Ij/AiXwebGn17C/AAAAAElFTkSuQmCC" id="image5c4241973a" transform="scale(1 -1) translate(0 -159.12)" x="0" y="-35.28" width="158.4" height="159.12"/>
   </g>
   <g id="QuadContourSet_1">
    <path d="M 86.13 49.86 
L 87.12 50.85 
L 88.11 51.84 
L 90.09 51.84 
L 91.08 52.83 
L 92.07 53.82 
L 94.05 53.82 
L 95.04 54.81 
L 96.03 55.8 
L 97.02 56.79 
L 98.01 57.78 
L 99.99 57.78 
L 101.97 57.78 
L 102.96 58.77 
L 103.95 59.76 
L 104.94 60.75 
L 105.93 61.74 
L 107.91 61.74 
L 108.9 62.73 
L 109.89 63.72 
L 110.88 64.71 
L 111.87 65.7 
L 112.86 66.69 
L 113.85 67.68 
L 114.84 68.67 
L 115.83 69.66 
L 116.82 70.65 
L 117.81 71.64 
L 118.8 72.63 
L 118.8 74.61 
L 119.79 75.6 
L 120.78 76.59 
L 120.78 78.57 
L 121.77 79.56 
L 122.76 80.55 
L 122.76 82.53 
L 123.75 83.52 
L 124.74 84.51 
L 124.74 86.49 
L 124.74 88.47 
L 124.74 90.45 
L 124.74 92.43 
L 124.74 94.41 
L 124.74 96.39 
L 124.74 98.37 
L 123.75 99.36 
L 122.76 100.35 
L 123.75 101.34 
L 124.74 102.33 
L 124.74 104.31 
L 124.74 106.29 
L 125.73 107.28 
L 126.72 108.27 
L 126.72 110.25 
L 126.72 112.23 
L 127.71 113.22 
L 128.7 114.21 
L 129.69 115.2 
L 130.68 116.19 
L 130.68 118.17 
L 130.68 120.15 
L 131.67 121.14 
L 132.66 122.13 
L 132.66 124.11 
L 133.65 125.1 
L 134.64 126.09 
L 134.64 128.07 
L 134.64 130.05 
L 134.64 132.03 
L 134.64 134.01 
L 133.65 135 
L 132.66 135.99 
L 131.67 136.98 
L 129.69 136.98 
L 128.7 137.97 
L 127.71 138.96 
L 125.73 138.96 
L 123.75 138.96 
L 122.76 137.97 
L 121.77 136.98 
L 119.79 136.98 
L 118.8 137.97 
L 117.81 138.96 
L 115.83 138.96 
L 114.84 137.97 
L 113.85 136.98 
L 112.86 137.97 
L 111.87 138.96 
L 110.88 139.95 
L 109.89 140.94 
L 108.9 141.93 
L 108.9 143.91 
L 109.89 144.9 
L 110.88 145.89 
L 110.88 147.87 
L 111.87 148.86 
L 113.85 148.86 
L 114.84 149.85 
L 115.83 150.84 
L 117.81 150.84 
L 118.8 151.83 
L 119.79 152.82 
L 120.78 153.81 
L 120.78 155.79 
L 120.78 157.77 
L 120.78 159.75 
L 120.78 161.73 
L 120.78 163.71 
L 120.78 165.69 
L 119.79 166.68 
L 118.8 167.67 
L 117.81 168.66 
L 116.82 169.65 
L 116.82 171.63 
L 115.83 172.62 
L 114.84 173.61 
L 113.85 174.6 
L 112.86 175.59 
L 111.87 176.58 
L 110.88 177.57 
L 109.89 178.56 
L 108.9 179.55 
L 107.91 180.54 
L 105.93 180.54 
L 103.95 180.54 
L 101.97 180.54 
L 99.99 180.54 
L 98.01 180.54 
L 96.03 180.54 
L 94.05 180.54 
L 92.07 180.54 
L 90.09 180.54 
L 89.1 179.55 
L 88.11 178.56 
L 86.13 178.56 
L 84.15 178.56 
L 83.16 177.57 
L 82.17 176.58 
L 80.19 176.58 
L 79.2 175.59 
L 78.21 174.6 
L 76.23 174.6 
L 75.24 175.59 
L 74.25 176.58 
L 72.27 176.58 
L 70.29 176.58 
L 69.3 177.57 
L 68.31 178.56 
L 66.33 178.56 
L 64.35 178.56 
L 63.36 179.55 
L 62.37 180.54 
L 60.39 180.54 
L 58.41 180.54 
L 56.43 180.54 
L 54.45 180.54 
L 52.47 180.54 
L 50.49 180.54 
L 49.5 179.55 
L 48.51 178.56 
L 46.53 178.56 
L 44.55 178.56 
L 42.57 178.56 
L 41.58 177.57 
L 40.59 176.58 
L 39.6 175.59 
L 38.61 174.6 
L 37.62 173.61 
L 36.63 172.62 
L 34.65 172.62 
L 33.66 171.63 
L 33.66 169.65 
L 32.67 168.66 
L 31.68 167.67 
L 31.68 165.69 
L 31.68 163.71 
L 30.69 162.72 
L 29.7 161.73 
L 29.7 159.75 
L 29.7 157.77 
L 28.71 156.78 
L 27.72 155.79 
L 27.72 153.81 
L 27.72 151.83 
L 27.72 149.85 
L 28.71 148.86 
L 30.69 148.86 
L 32.67 148.86 
L 33.66 147.87 
L 34.65 146.88 
L 36.63 146.88 
L 38.61 146.88 
L 40.59 146.88 
L 41.58 145.89 
L 42.57 144.9 
L 43.56 143.91 
L 43.56 141.93 
L 44.55 140.94 
L 45.54 139.95 
L 44.55 138.96 
L 43.56 137.97 
L 43.56 135.99 
L 43.56 134.01 
L 42.57 133.02 
L 40.59 133.02 
L 38.61 133.02 
L 36.63 133.02 
L 34.65 133.02 
L 32.67 133.02 
L 30.69 133.02 
L 28.71 133.02 
L 26.73 133.02 
L 24.75 133.02 
L 23.76 132.03 
L 22.77 131.04 
L 21.78 130.05 
L 21.78 128.07 
L 20.79 127.08 
L 19.8 126.09 
L 19.8 124.11 
L 19.8 122.13 
L 20.79 121.14 
L 21.78 120.15 
L 21.78 118.17 
L 22.77 117.18 
L 23.76 116.19 
L 23.76 114.21 
L 24.75 113.22 
L 25.74 112.23 
L 25.74 110.25 
L 26.73 109.26 
L 27.72 108.27 
L 28.71 107.28 
L 29.7 106.29 
L 29.7 104.31 
L 29.7 102.33 
L 30.69 101.34 
L 31.68 100.35 
L 31.68 98.37 
L 31.68 96.39 
L 31.68 94.41 
L 32.67 93.42 
L 33.66 92.43 
L 33.66 90.45 
L 33.66 88.47 
L 33.66 86.49 
L 33.66 84.51 
L 34.65 83.52 
L 35.64 82.53 
L 35.64 80.55 
L 36.63 79.56 
L 37.62 78.57 
L 37.62 76.59 
L 37.62 74.61 
L 38.61 73.62 
L 39.6 72.63 
L 40.59 71.64 
L 41.58 70.65 
L 42.57 69.66 
L 43.56 68.67 
L 44.55 67.68 
L 46.53 67.68 
L 47.52 66.69 
L 47.52 64.71 
L 48.51 63.72 
L 49.5 62.73 
L 50.49 61.74 
L 51.48 60.75 
L 52.47 59.76 
L 53.46 58.77 
L 54.45 57.78 
L 55.44 56.79 
L 56.43 55.8 
L 58.41 55.8 
L 59.4 54.81 
L 60.39 53.82 
L 62.37 53.82 
L 64.35 53.82 
L 66.33 53.82 
L 67.32 52.83 
L 68.31 51.84 
L 70.29 51.84 
L 72.27 51.84 
L 74.25 51.84 
L 76.23 51.84 
L 78.21 51.84 
L 79.2 52.83 
L 80.19 53.82 
L 81.18 52.83 
L 82.17 51.84 
L 84.15 51.84 
L 85.14 50.85 
L 86.13 49.86 
z
" clip-path="url(#p5eac6bc55b)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_1">
    <g id="patch_2">
     <path d="M 15.84 55.53375 
L 22.52625 55.53375 
L 22.52625 43.92 
L 15.84 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(15.84 53.038125) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-4c" d="M 628 4666 
L 1259 4666 
L 1259 531 
L 3531 531 
L 3531 0 
L 628 0 
L 628 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_2">
    <g id="patch_3">
     <path d="M 134.221875 55.53375 
L 142.56 55.53375 
L 142.56 43.92 
L 134.221875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(134.221875 53.038125) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-52" d="M 2841 2188 
Q 3044 2119 3236 1894 
Q 3428 1669 3622 1275 
L 4263 0 
L 3584 0 
L 2988 1197 
Q 2756 1666 2539 1819 
Q 2322 1972 1947 1972 
L 1259 1972 
L 1259 0 
L 628 0 
L 628 4666 
L 2053 4666 
Q 2853 4666 3247 4331 
Q 3641 3997 3641 3322 
Q 3641 2881 3436 2590 
Q 3231 2300 2841 2188 
z
M 1259 4147 
L 1259 2491 
L 2053 2491 
Q 2509 2491 2742 2702 
Q 2975 2913 2975 3322 
Q 2975 3731 2742 3939 
Q 2509 4147 2053 4147 
L 1259 4147 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_3">
    <g id="patch_4">
     <path d="M 0 194.4 
L 35.953125 194.4 
L 35.953125 182.78625 
L 0 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-70 -->
    <g style="fill: #ffffff" transform="translate(0 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-7a" d="M 353 3500 
L 3084 3500 
L 3084 2975 
L 922 459 
L 3084 459 
L 3084 0 
L 275 0 
L 275 525 
L 2438 3041 
L 353 3041 
L 353 3500 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-3d" d="M 678 2906 
L 4684 2906 
L 4684 2381 
L 678 2381 
L 678 2906 
z
M 678 1631 
L 4684 1631 
L 4684 1100 
L 678 1100 
L 678 1631 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-2d" d="M 313 2009 
L 1997 2009 
L 1997 1497 
L 313 1497 
L 313 2009 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-37" d="M 525 4666 
L 3525 4666 
L 3525 4397 
L 1831 0 
L 1172 0 
L 2766 4134 
L 525 4134 
L 525 4666 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-30" d="M 2034 4250 
Q 1547 4250 1301 3770 
Q 1056 3291 1056 2328 
Q 1056 1369 1301 889 
Q 1547 409 2034 409 
Q 2525 409 2770 889 
Q 3016 1369 3016 2328 
Q 3016 3291 2770 3770 
Q 2525 4250 2034 4250 
z
M 2034 4750 
Q 2819 4750 3233 4129 
Q 3647 3509 3647 2328 
Q 3647 1150 3233 529 
Q 2819 -91 2034 -91 
Q 1250 -91 836 529 
Q 422 1150 422 2328 
Q 422 3509 836 4129 
Q 1250 4750 2034 4750 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-37" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#p0b316809d5)">
    <image xlink:href="data:image/png;base64,
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" id="image4cc6b01a9a" transform="scale(1 -1) translate(0 -159.12)" x="158" y="-35.28" width="158.4" height="159.12"/>
   </g>
   <g id="QuadContourSet_2">
    <path d="M 242.55 49.86 
L 244.53 49.86 
L 246.51 49.86 
L 247.5 50.85 
L 248.49 51.84 
L 249.48 52.83 
L 250.47 53.82 
L 252.45 53.82 
L 253.44 54.81 
L 254.43 55.8 
L 256.41 55.8 
L 257.4 56.79 
L 258.39 57.78 
L 260.37 57.78 
L 261.36 58.77 
L 262.35 59.76 
L 263.34 60.75 
L 264.33 61.74 
L 265.32 62.73 
L 266.31 63.72 
L 267.3 64.71 
L 268.29 65.7 
L 269.28 66.69 
L 270.27 67.68 
L 271.26 68.67 
L 272.25 69.66 
L 274.23 69.66 
L 275.22 70.65 
L 276.21 71.64 
L 277.2 72.63 
L 277.2 74.61 
L 278.19 75.6 
L 279.18 76.59 
L 279.18 78.57 
L 280.17 79.56 
L 281.16 80.55 
L 281.16 82.53 
L 282.15 83.52 
L 283.14 84.51 
L 283.14 86.49 
L 283.14 88.47 
L 283.14 90.45 
L 284.13 91.44 
L 285.12 92.43 
L 285.12 94.41 
L 285.12 96.39 
L 285.12 98.37 
L 285.12 100.35 
L 285.12 102.33 
L 285.12 104.31 
L 285.12 106.29 
L 286.11 107.28 
L 287.1 108.27 
L 287.1 110.25 
L 287.1 112.23 
L 288.09 113.22 
L 289.08 114.21 
L 289.08 116.19 
L 289.08 118.17 
L 290.07 119.16 
L 291.06 120.15 
L 291.06 122.13 
L 292.05 123.12 
L 293.04 124.11 
L 293.04 126.09 
L 294.03 127.08 
L 295.02 128.07 
L 295.02 130.05 
L 295.02 132.03 
L 295.02 134.01 
L 294.03 135 
L 293.04 135.99 
L 292.05 136.98 
L 291.06 137.97 
L 290.07 138.96 
L 289.08 139.95 
L 288.09 140.94 
L 286.11 140.94 
L 285.12 141.93 
L 285.12 143.91 
L 285.12 145.89 
L 285.12 147.87 
L 285.12 149.85 
L 284.13 150.84 
L 283.14 151.83 
L 282.15 152.82 
L 281.16 153.81 
L 281.16 155.79 
L 281.16 157.77 
L 281.16 159.75 
L 281.16 161.73 
L 281.16 163.71 
L 280.17 164.7 
L 279.18 165.69 
L 279.18 167.67 
L 278.19 168.66 
L 277.2 169.65 
L 276.21 170.64 
L 275.22 171.63 
L 274.23 172.62 
L 273.24 173.61 
L 272.25 174.6 
L 271.26 175.59 
L 270.27 176.58 
L 269.28 177.57 
L 268.29 178.56 
L 267.3 179.55 
L 266.31 180.54 
L 265.32 181.53 
L 264.33 182.52 
L 262.35 182.52 
L 260.37 182.52 
L 258.39 182.52 
L 256.41 182.52 
L 254.43 182.52 
L 252.45 182.52 
L 250.47 182.52 
L 248.49 182.52 
L 246.51 182.52 
L 245.52 181.53 
L 244.53 180.54 
L 242.55 180.54 
L 240.57 180.54 
L 239.58 179.55 
L 238.59 178.56 
L 236.61 178.56 
L 235.62 177.57 
L 234.63 176.58 
L 233.64 177.57 
L 232.65 178.56 
L 230.67 178.56 
L 229.68 179.55 
L 228.69 180.54 
L 226.71 180.54 
L 224.73 180.54 
L 222.75 180.54 
L 220.77 180.54 
L 218.79 180.54 
L 216.81 180.54 
L 214.83 180.54 
L 212.85 180.54 
L 210.87 180.54 
L 208.89 180.54 
L 207.9 179.55 
L 206.91 178.56 
L 204.93 178.56 
L 202.95 178.56 
L 201.96 177.57 
L 200.97 176.58 
L 199.98 175.59 
L 198.99 174.6 
L 197.01 174.6 
L 196.02 173.61 
L 195.03 172.62 
L 194.04 171.63 
L 193.05 170.64 
L 192.06 169.65 
L 191.07 168.66 
L 190.08 167.67 
L 190.08 165.69 
L 189.09 164.7 
L 188.1 163.71 
L 188.1 161.73 
L 187.11 160.74 
L 186.12 159.75 
L 186.12 157.77 
L 185.13 156.78 
L 184.14 155.79 
L 184.14 153.81 
L 185.13 152.82 
L 186.12 151.83 
L 186.12 149.85 
L 186.12 147.87 
L 186.12 145.89 
L 186.12 143.91 
L 187.11 142.92 
L 188.1 141.93 
L 187.11 140.94 
L 186.12 139.95 
L 185.13 138.96 
L 183.15 138.96 
L 182.16 137.97 
L 181.17 136.98 
L 180.18 135.99 
L 180.18 134.01 
L 180.18 132.03 
L 179.19 131.04 
L 178.2 130.05 
L 178.2 128.07 
L 178.2 126.09 
L 178.2 124.11 
L 178.2 122.13 
L 179.19 121.14 
L 180.18 120.15 
L 180.18 118.17 
L 181.17 117.18 
L 182.16 116.19 
L 182.16 114.21 
L 183.15 113.22 
L 184.14 112.23 
L 185.13 111.24 
L 186.12 110.25 
L 186.12 108.27 
L 186.12 106.29 
L 186.12 104.31 
L 186.12 102.33 
L 187.11 101.34 
L 188.1 100.35 
L 188.1 98.37 
L 188.1 96.39 
L 189.09 95.4 
L 190.08 94.41 
L 190.08 92.43 
L 190.08 90.45 
L 190.08 88.47 
L 191.07 87.48 
L 192.06 86.49 
L 192.06 84.51 
L 193.05 83.52 
L 194.04 82.53 
L 194.04 80.55 
L 195.03 79.56 
L 196.02 78.57 
L 196.02 76.59 
L 197.01 75.6 
L 198 74.61 
L 198.99 73.62 
L 199.98 72.63 
L 200.97 71.64 
L 201.96 70.65 
L 202.95 69.66 
L 203.94 68.67 
L 204.93 67.68 
L 205.92 66.69 
L 206.91 65.7 
L 207.9 64.71 
L 208.89 63.72 
L 209.88 62.73 
L 209.88 60.75 
L 210.87 59.76 
L 212.85 59.76 
L 213.84 58.77 
L 214.83 57.78 
L 216.81 57.78 
L 217.8 56.79 
L 218.79 55.8 
L 219.78 54.81 
L 220.77 53.82 
L 222.75 53.82 
L 224.73 53.82 
L 226.71 53.82 
L 228.69 53.82 
L 229.68 52.83 
L 230.67 51.84 
L 232.65 51.84 
L 234.63 51.84 
L 235.62 52.83 
L 236.61 53.82 
L 238.59 53.82 
L 239.58 52.83 
L 240.57 51.84 
L 241.56 50.85 
L 242.55 49.86 
z
" clip-path="url(#p0b316809d5)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_4">
    <g id="patch_5">
     <path d="M 174.24 55.53375 
L 180.92625 55.53375 
L 180.92625 43.92 
L 174.24 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(174.24 53.038125) 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 55.53375 
L 300.96 55.53375 
L 300.96 43.92 
L 292.621875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(292.621875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_6">
    <g id="patch_7">
     <path d="M 158.4 194.4 
L 194.353125 194.4 
L 194.353125 182.78625 
L 158.4 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-62 -->
    <g style="fill: #ffffff" transform="translate(158.4 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-36" d="M 2113 2584 
Q 1688 2584 1439 2293 
Q 1191 2003 1191 1497 
Q 1191 994 1439 701 
Q 1688 409 2113 409 
Q 2538 409 2786 701 
Q 3034 994 3034 1497 
Q 3034 2003 2786 2293 
Q 2538 2584 2113 2584 
z
M 3366 4563 
L 3366 3988 
Q 3128 4100 2886 4159 
Q 2644 4219 2406 4219 
Q 1781 4219 1451 3797 
Q 1122 3375 1075 2522 
Q 1259 2794 1537 2939 
Q 1816 3084 2150 3084 
Q 2853 3084 3261 2657 
Q 3669 2231 3669 1497 
Q 3669 778 3244 343 
Q 2819 -91 2113 -91 
Q 1303 -91 875 529 
Q 447 1150 447 2328 
Q 447 3434 972 4092 
Q 1497 4750 2381 4750 
Q 2619 4750 2861 4703 
Q 3103 4656 3366 4563 
z
" transform="scale(0.015625)"/>
      <path id="DejaVuSans-32" d="M 1228 531 
L 3431 531 
L 3431 0 
L 469 0 
L 469 531 
Q 828 903 1448 1529 
Q 2069 2156 2228 2338 
Q 2531 2678 2651 2914 
Q 2772 3150 2772 3378 
Q 2772 3750 2511 3984 
Q 2250 4219 1831 4219 
Q 1534 4219 1204 4116 
Q 875 4013 500 3803 
L 500 4441 
Q 881 4594 1212 4672 
Q 1544 4750 1819 4750 
Q 2544 4750 2975 4387 
Q 3406 4025 3406 3419 
Q 3406 3131 3298 2873 
Q 3191 2616 2906 2266 
Q 2828 2175 2409 1742 
Q 1991 1309 1228 531 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-36" x="172.363281"/>
     <use xlink:href="#DejaVuSans-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#pc4dec43183)">
    <image xlink:href="data:image/png;base64,
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" id="imagef698954809" transform="scale(1 -1) translate(0 -159.12)" x="317" y="-35.28" width="159.12" height="159.12"/>
   </g>
   <g id="QuadContourSet_3">
    <path d="M 396.99 57.78 
L 398.97 57.78 
L 400.95 57.78 
L 402.93 57.78 
L 404.91 57.78 
L 405.9 58.77 
L 406.89 59.76 
L 408.87 59.76 
L 409.86 60.75 
L 410.85 61.74 
L 412.83 61.74 
L 413.82 62.73 
L 414.81 63.72 
L 416.79 63.72 
L 417.78 64.71 
L 418.77 65.7 
L 420.75 65.7 
L 421.74 66.69 
L 422.73 67.68 
L 424.71 67.68 
L 425.7 68.67 
L 426.69 69.66 
L 428.67 69.66 
L 429.66 70.65 
L 429.66 72.63 
L 430.65 73.62 
L 431.64 74.61 
L 432.63 75.6 
L 433.62 76.59 
L 434.61 77.58 
L 435.6 78.57 
L 436.59 79.56 
L 437.58 80.55 
L 438.57 81.54 
L 439.56 82.53 
L 440.55 83.52 
L 441.54 84.51 
L 442.53 85.5 
L 443.52 86.49 
L 443.52 88.47 
L 443.52 90.45 
L 444.51 91.44 
L 445.5 92.43 
L 445.5 94.41 
L 445.5 96.39 
L 446.49 97.38 
L 447.48 98.37 
L 447.48 100.35 
L 447.48 102.33 
L 447.48 104.31 
L 447.48 106.29 
L 447.48 108.27 
L 448.47 109.26 
L 449.46 110.25 
L 449.46 112.23 
L 449.46 114.21 
L 448.47 115.2 
L 447.48 116.19 
L 447.48 118.17 
L 448.47 119.16 
L 449.46 120.15 
L 449.46 122.13 
L 449.46 124.11 
L 450.45 125.1 
L 451.44 126.09 
L 451.44 128.07 
L 451.44 130.05 
L 451.44 132.03 
L 451.44 134.01 
L 451.44 135.99 
L 451.44 137.97 
L 450.45 138.96 
L 449.46 139.95 
L 450.45 140.94 
L 451.44 141.93 
L 451.44 143.91 
L 450.45 144.9 
L 449.46 145.89 
L 449.46 147.87 
L 449.46 149.85 
L 448.47 150.84 
L 447.48 151.83 
L 446.49 152.82 
L 445.5 153.81 
L 444.51 154.8 
L 443.52 155.79 
L 442.53 156.78 
L 441.54 157.77 
L 440.55 158.76 
L 439.56 159.75 
L 438.57 160.74 
L 437.58 161.73 
L 437.58 163.71 
L 436.59 164.7 
L 435.6 165.69 
L 435.6 167.67 
L 435.6 169.65 
L 434.61 170.64 
L 433.62 171.63 
L 433.62 173.61 
L 432.63 174.6 
L 431.64 175.59 
L 430.65 176.58 
L 428.67 176.58 
L 427.68 177.57 
L 426.69 178.56 
L 424.71 178.56 
L 423.72 179.55 
L 422.73 180.54 
L 420.75 180.54 
L 419.76 181.53 
L 418.77 182.52 
L 416.79 182.52 
L 414.81 182.52 
L 412.83 182.52 
L 411.84 183.51 
L 410.85 184.5 
L 408.87 184.5 
L 407.88 183.51 
L 406.89 182.52 
L 404.91 182.52 
L 402.93 182.52 
L 401.94 183.51 
L 400.95 184.5 
L 398.97 184.5 
L 396.99 184.5 
L 395.01 184.5 
L 393.03 184.5 
L 391.05 184.5 
L 390.06 183.51 
L 389.07 182.52 
L 387.09 182.52 
L 385.11 182.52 
L 383.13 182.52 
L 381.15 182.52 
L 379.17 182.52 
L 377.19 182.52 
L 375.21 182.52 
L 373.23 182.52 
L 372.24 181.53 
L 371.25 180.54 
L 369.27 180.54 
L 367.29 180.54 
L 366.3 179.55 
L 365.31 178.56 
L 363.33 178.56 
L 362.34 177.57 
L 361.35 176.58 
L 359.37 176.58 
L 358.38 175.59 
L 357.39 174.6 
L 356.4 173.61 
L 355.41 172.62 
L 353.43 172.62 
L 352.44 171.63 
L 351.45 170.64 
L 350.46 169.65 
L 349.47 168.66 
L 348.48 167.67 
L 348.48 165.69 
L 347.49 164.7 
L 346.5 163.71 
L 346.5 161.73 
L 345.51 160.74 
L 344.52 159.75 
L 344.52 157.77 
L 343.53 156.78 
L 342.54 155.79 
L 341.55 154.8 
L 340.56 153.81 
L 340.56 151.83 
L 339.57 150.84 
L 338.58 149.85 
L 338.58 147.87 
L 338.58 145.89 
L 338.58 143.91 
L 338.58 141.93 
L 337.59 140.94 
L 336.6 139.95 
L 336.6 137.97 
L 336.6 135.99 
L 336.6 134.01 
L 336.6 132.03 
L 336.6 130.05 
L 336.6 128.07 
L 336.6 126.09 
L 337.59 125.1 
L 338.58 124.11 
L 338.58 122.13 
L 338.58 120.15 
L 338.58 118.17 
L 339.57 117.18 
L 340.56 116.19 
L 340.56 114.21 
L 340.56 112.23 
L 340.56 110.25 
L 340.56 108.27 
L 341.55 107.28 
L 342.54 106.29 
L 342.54 104.31 
L 343.53 103.32 
L 344.52 102.33 
L 344.52 100.35 
L 344.52 98.37 
L 344.52 96.39 
L 344.52 94.41 
L 345.51 93.42 
L 346.5 92.43 
L 346.5 90.45 
L 347.49 89.46 
L 348.48 88.47 
L 348.48 86.49 
L 349.47 85.5 
L 350.46 84.51 
L 350.46 82.53 
L 351.45 81.54 
L 352.44 80.55 
L 353.43 79.56 
L 354.42 78.57 
L 355.41 77.58 
L 356.4 76.59 
L 357.39 75.6 
L 358.38 74.61 
L 359.37 73.62 
L 360.36 72.63 
L 361.35 71.64 
L 363.33 71.64 
L 364.32 70.65 
L 365.31 69.66 
L 366.3 68.67 
L 367.29 67.68 
L 368.28 66.69 
L 369.27 65.7 
L 371.25 65.7 
L 372.24 64.71 
L 373.23 63.72 
L 374.22 62.73 
L 375.21 61.74 
L 377.19 61.74 
L 379.17 61.74 
L 381.15 61.74 
L 383.13 61.74 
L 385.11 61.74 
L 386.1 60.75 
L 387.09 59.76 
L 389.07 59.76 
L 391.05 59.76 
L 393.03 59.76 
L 395.01 59.76 
L 396 58.77 
L 396.99 57.78 
z
" clip-path="url(#pc4dec43183)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_7">
    <g id="patch_8">
     <path d="M 332.64 55.53375 
L 339.32625 55.53375 
L 339.32625 43.92 
L 332.64 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(332.64 53.038125) 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 55.53375 
L 459.36 55.53375 
L 459.36 43.92 
L 451.021875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(451.021875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_9">
    <g id="patch_10">
     <path d="M 316.8 194.4 
L 352.753125 194.4 
L 352.753125 182.78625 
L 316.8 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-42 -->
    <g style="fill: #ffffff" transform="translate(316.8 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-34" d="M 2419 4116 
L 825 1625 
L 2419 1625 
L 2419 4116 
z
M 2253 4666 
L 3047 4666 
L 3047 1625 
L 3713 1625 
L 3713 1100 
L 3047 1100 
L 3047 0 
L 2419 0 
L 2419 1100 
L 313 1100 
L 313 1709 
L 2253 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-34" x="172.363281"/>
     <use xlink:href="#DejaVuSans-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#p23e320d6af)">
    <image xlink:href="data:image/png;base64,
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" id="imagec5c00b7181" transform="scale(1 -1) translate(0 -157.68)" x="475" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_4">
    <path d="M 553.41 59.76 
L 555.39 59.76 
L 557.37 59.76 
L 559.35 59.76 
L 561.33 59.76 
L 563.31 59.76 
L 564.3 60.75 
L 565.29 61.74 
L 566.28 62.73 
L 567.27 63.72 
L 569.25 63.72 
L 571.23 63.72 
L 572.22 64.71 
L 573.21 65.7 
L 575.19 65.7 
L 577.17 65.7 
L 578.16 66.69 
L 579.15 67.68 
L 581.13 67.68 
L 582.12 68.67 
L 583.11 69.66 
L 584.1 70.65 
L 585.09 71.64 
L 586.08 72.63 
L 587.07 73.62 
L 588.06 74.61 
L 589.05 75.6 
L 590.04 76.59 
L 591.03 77.58 
L 592.02 78.57 
L 593.01 79.56 
L 594 80.55 
L 594.99 81.54 
L 595.98 82.53 
L 596.97 83.52 
L 597.96 84.51 
L 598.95 85.5 
L 599.94 86.49 
L 600.93 87.48 
L 601.92 88.47 
L 601.92 90.45 
L 601.92 92.43 
L 602.91 93.42 
L 603.9 94.41 
L 603.9 96.39 
L 603.9 98.37 
L 604.89 99.36 
L 605.88 100.35 
L 605.88 102.33 
L 605.88 104.31 
L 606.87 105.3 
L 607.86 106.29 
L 607.86 108.27 
L 607.86 110.25 
L 607.86 112.23 
L 607.86 114.21 
L 607.86 116.19 
L 607.86 118.17 
L 607.86 120.15 
L 607.86 122.13 
L 607.86 124.11 
L 607.86 126.09 
L 607.86 128.07 
L 608.85 129.06 
L 609.84 130.05 
L 609.84 132.03 
L 609.84 134.01 
L 609.84 135.99 
L 609.84 137.97 
L 609.84 139.95 
L 608.85 140.94 
L 607.86 141.93 
L 607.86 143.91 
L 607.86 145.89 
L 607.86 147.87 
L 607.86 149.85 
L 606.87 150.84 
L 605.88 151.83 
L 604.89 152.82 
L 603.9 153.81 
L 602.91 154.8 
L 601.92 155.79 
L 601.92 157.77 
L 600.93 158.76 
L 599.94 159.75 
L 598.95 160.74 
L 597.96 161.73 
L 597.96 163.71 
L 596.97 164.7 
L 595.98 165.69 
L 594.99 166.68 
L 594 167.67 
L 593.01 168.66 
L 592.02 169.65 
L 592.02 171.63 
L 591.03 172.62 
L 590.04 173.61 
L 589.05 174.6 
L 588.06 175.59 
L 587.07 176.58 
L 586.08 177.57 
L 585.09 178.56 
L 583.11 178.56 
L 582.12 179.55 
L 581.13 180.54 
L 579.15 180.54 
L 578.16 181.53 
L 577.17 182.52 
L 575.19 182.52 
L 573.21 182.52 
L 571.23 182.52 
L 570.24 183.51 
L 569.25 184.5 
L 567.27 184.5 
L 565.29 184.5 
L 563.31 184.5 
L 561.33 184.5 
L 559.35 184.5 
L 557.37 184.5 
L 555.39 184.5 
L 553.41 184.5 
L 551.43 184.5 
L 549.45 184.5 
L 547.47 184.5 
L 545.49 184.5 
L 543.51 184.5 
L 541.53 184.5 
L 540.54 183.51 
L 539.55 182.52 
L 537.57 182.52 
L 535.59 182.52 
L 533.61 182.52 
L 531.63 182.52 
L 530.64 181.53 
L 529.65 180.54 
L 527.67 180.54 
L 525.69 180.54 
L 524.7 179.55 
L 523.71 178.56 
L 521.73 178.56 
L 520.74 177.57 
L 519.75 176.58 
L 518.76 175.59 
L 517.77 174.6 
L 516.78 173.61 
L 515.79 172.62 
L 513.81 172.62 
L 512.82 171.63 
L 511.83 170.64 
L 510.84 169.65 
L 509.85 168.66 
L 508.86 167.67 
L 507.87 166.68 
L 506.88 165.69 
L 506.88 163.71 
L 505.89 162.72 
L 504.9 161.73 
L 504.9 159.75 
L 503.91 158.76 
L 502.92 157.77 
L 501.93 156.78 
L 500.94 155.79 
L 499.95 154.8 
L 498.96 153.81 
L 498.96 151.83 
L 497.97 150.84 
L 496.98 149.85 
L 496.98 147.87 
L 496.98 145.89 
L 496.98 143.91 
L 495.99 142.92 
L 495 141.93 
L 495 139.95 
L 495 137.97 
L 495 135.99 
L 495 134.01 
L 495 132.03 
L 495 130.05 
L 495 128.07 
L 495.99 127.08 
L 496.98 126.09 
L 496.98 124.11 
L 496.98 122.13 
L 496.98 120.15 
L 497.97 119.16 
L 498.96 118.17 
L 498.96 116.19 
L 498.96 114.21 
L 498.96 112.23 
L 498.96 110.25 
L 498.96 108.27 
L 499.95 107.28 
L 500.94 106.29 
L 500.94 104.31 
L 501.93 103.32 
L 502.92 102.33 
L 502.92 100.35 
L 502.92 98.37 
L 502.92 96.39 
L 503.91 95.4 
L 504.9 94.41 
L 504.9 92.43 
L 505.89 91.44 
L 506.88 90.45 
L 506.88 88.47 
L 507.87 87.48 
L 508.86 86.49 
L 509.85 85.5 
L 510.84 84.51 
L 511.83 83.52 
L 512.82 82.53 
L 512.82 80.55 
L 513.81 79.56 
L 514.8 78.57 
L 515.79 77.58 
L 517.77 77.58 
L 518.76 76.59 
L 518.76 74.61 
L 519.75 73.62 
L 520.74 72.63 
L 521.73 71.64 
L 523.71 71.64 
L 524.7 70.65 
L 525.69 69.66 
L 526.68 68.67 
L 527.67 67.68 
L 529.65 67.68 
L 530.64 66.69 
L 531.63 65.7 
L 532.62 64.71 
L 533.61 63.72 
L 535.59 63.72 
L 536.58 64.71 
L 537.57 65.7 
L 538.56 64.71 
L 539.55 63.72 
L 541.53 63.72 
L 543.51 63.72 
L 544.5 62.73 
L 545.49 61.74 
L 547.47 61.74 
L 549.45 61.74 
L 551.43 61.74 
L 552.42 60.75 
L 553.41 59.76 
z
" clip-path="url(#p23e320d6af)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_10">
    <g id="patch_11">
     <path d="M 491.04 55.53375 
L 497.72625 55.53375 
L 497.72625 43.92 
L 491.04 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(491.04 53.038125) 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 55.53375 
L 617.76 55.53375 
L 617.76 43.92 
L 609.421875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(609.421875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_12">
    <g id="patch_13">
     <path d="M 475.2 194.4 
L 511.153125 194.4 
L 511.153125 182.78625 
L 475.2 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-37 -->
    <g style="fill: #ffffff" transform="translate(475.2 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-33" d="M 2597 2516 
Q 3050 2419 3304 2112 
Q 3559 1806 3559 1356 
Q 3559 666 3084 287 
Q 2609 -91 1734 -91 
Q 1441 -91 1130 -33 
Q 819 25 488 141 
L 488 750 
Q 750 597 1062 519 
Q 1375 441 1716 441 
Q 2309 441 2620 675 
Q 2931 909 2931 1356 
Q 2931 1769 2642 2001 
Q 2353 2234 1838 2234 
L 1294 2234 
L 1294 2753 
L 1863 2753 
Q 2328 2753 2575 2939 
Q 2822 3125 2822 3475 
Q 2822 3834 2567 4026 
Q 2313 4219 1838 4219 
Q 1578 4219 1281 4162 
Q 984 4106 628 3988 
L 628 4550 
Q 988 4650 1302 4700 
Q 1616 4750 1894 4750 
Q 2613 4750 3031 4423 
Q 3450 4097 3450 3541 
Q 3450 3153 3228 2886 
Q 3006 2619 2597 2516 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-33" x="172.363281"/>
     <use xlink:href="#DejaVuSans-37" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#p55b974adf3)">
    <image xlink:href="data:image/png;base64,
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" id="image807caf5a08" transform="scale(1 -1) translate(0 -157.68)" x="634" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_5">
    <path d="M 701.91 63.72 
L 703.89 63.72 
L 705.87 63.72 
L 707.85 63.72 
L 709.83 63.72 
L 711.81 63.72 
L 713.79 63.72 
L 715.77 63.72 
L 717.75 63.72 
L 719.73 63.72 
L 721.71 63.72 
L 723.69 63.72 
L 724.68 64.71 
L 725.67 65.7 
L 727.65 65.7 
L 728.64 66.69 
L 729.63 67.68 
L 731.61 67.68 
L 732.6 68.67 
L 733.59 69.66 
L 735.57 69.66 
L 736.56 70.65 
L 737.55 71.64 
L 739.53 71.64 
L 740.52 72.63 
L 741.51 73.62 
L 742.5 74.61 
L 743.49 75.6 
L 744.48 76.59 
L 745.47 77.58 
L 746.46 78.57 
L 747.45 79.56 
L 748.44 80.55 
L 749.43 81.54 
L 750.42 82.53 
L 751.41 83.52 
L 753.39 83.52 
L 754.38 84.51 
L 755.37 85.5 
L 756.36 86.49 
L 757.35 87.48 
L 758.34 88.47 
L 758.34 90.45 
L 758.34 92.43 
L 759.33 93.42 
L 760.32 94.41 
L 760.32 96.39 
L 761.31 97.38 
L 762.3 98.37 
L 762.3 100.35 
L 762.3 102.33 
L 763.29 103.32 
L 764.28 104.31 
L 764.28 106.29 
L 765.27 107.28 
L 766.26 108.27 
L 766.26 110.25 
L 766.26 112.23 
L 766.26 114.21 
L 766.26 116.19 
L 766.26 118.17 
L 766.26 120.15 
L 766.26 122.13 
L 766.26 124.11 
L 766.26 126.09 
L 766.26 128.07 
L 766.26 130.05 
L 766.26 132.03 
L 766.26 134.01 
L 766.26 135.99 
L 766.26 137.97 
L 766.26 139.95 
L 765.27 140.94 
L 764.28 141.93 
L 764.28 143.91 
L 764.28 145.89 
L 764.28 147.87 
L 764.28 149.85 
L 763.29 150.84 
L 762.3 151.83 
L 762.3 153.81 
L 761.31 154.8 
L 760.32 155.79 
L 759.33 156.78 
L 758.34 157.77 
L 757.35 158.76 
L 756.36 159.75 
L 755.37 160.74 
L 754.38 161.73 
L 754.38 163.71 
L 753.39 164.7 
L 752.4 165.69 
L 751.41 166.68 
L 749.43 166.68 
L 748.44 167.67 
L 748.44 169.65 
L 747.45 170.64 
L 746.46 171.63 
L 745.47 172.62 
L 744.48 173.61 
L 743.49 174.6 
L 742.5 175.59 
L 741.51 176.58 
L 740.52 177.57 
L 739.53 178.56 
L 737.55 178.56 
L 736.56 179.55 
L 735.57 180.54 
L 733.59 180.54 
L 732.6 181.53 
L 731.61 182.52 
L 729.63 182.52 
L 727.65 182.52 
L 726.66 183.51 
L 725.67 184.5 
L 723.69 184.5 
L 721.71 184.5 
L 719.73 184.5 
L 717.75 184.5 
L 715.77 184.5 
L 713.79 184.5 
L 711.81 184.5 
L 709.83 184.5 
L 707.85 184.5 
L 705.87 184.5 
L 703.89 184.5 
L 701.91 184.5 
L 699.93 184.5 
L 697.95 184.5 
L 696.96 183.51 
L 695.97 182.52 
L 693.99 182.52 
L 692.01 182.52 
L 691.02 181.53 
L 690.03 180.54 
L 688.05 180.54 
L 686.07 180.54 
L 685.08 179.55 
L 684.09 178.56 
L 683.1 177.57 
L 682.11 176.58 
L 680.13 176.58 
L 679.14 175.59 
L 678.15 174.6 
L 677.16 173.61 
L 676.17 172.62 
L 675.18 171.63 
L 674.19 170.64 
L 673.2 169.65 
L 672.21 168.66 
L 671.22 167.67 
L 670.23 166.68 
L 669.24 165.69 
L 669.24 163.71 
L 668.25 162.72 
L 667.26 161.73 
L 666.27 160.74 
L 665.28 159.75 
L 664.29 158.76 
L 663.3 157.77 
L 662.31 156.78 
L 661.32 155.79 
L 660.33 154.8 
L 659.34 153.81 
L 658.35 152.82 
L 657.36 151.83 
L 657.36 149.85 
L 657.36 147.87 
L 657.36 145.89 
L 657.36 143.91 
L 656.37 142.92 
L 655.38 141.93 
L 655.38 139.95 
L 655.38 137.97 
L 655.38 135.99 
L 655.38 134.01 
L 655.38 132.03 
L 656.37 131.04 
L 657.36 130.05 
L 656.37 129.06 
L 655.38 128.07 
L 655.38 126.09 
L 656.37 125.1 
L 657.36 124.11 
L 656.37 123.12 
L 655.38 122.13 
L 656.37 121.14 
L 657.36 120.15 
L 657.36 118.17 
L 656.37 117.18 
L 655.38 116.19 
L 656.37 115.2 
L 657.36 114.21 
L 657.36 112.23 
L 657.36 110.25 
L 658.35 109.26 
L 659.34 108.27 
L 659.34 106.29 
L 659.34 104.31 
L 660.33 103.32 
L 661.32 102.33 
L 661.32 100.35 
L 661.32 98.37 
L 662.31 97.38 
L 663.3 96.39 
L 663.3 94.41 
L 664.29 93.42 
L 665.28 92.43 
L 666.27 91.44 
L 667.26 90.45 
L 667.26 88.47 
L 668.25 87.48 
L 669.24 86.49 
L 669.24 84.51 
L 670.23 83.52 
L 672.21 83.52 
L 673.2 82.53 
L 674.19 81.54 
L 676.17 81.54 
L 677.16 80.55 
L 678.15 79.56 
L 679.14 78.57 
L 680.13 77.58 
L 681.12 76.59 
L 682.11 75.6 
L 683.1 74.61 
L 684.09 73.62 
L 685.08 72.63 
L 686.07 71.64 
L 688.05 71.64 
L 690.03 71.64 
L 691.02 70.65 
L 692.01 69.66 
L 693 68.67 
L 693.99 67.68 
L 695.97 67.68 
L 697.95 67.68 
L 698.94 66.69 
L 699.93 65.7 
L 700.92 64.71 
L 701.91 63.72 
z
" clip-path="url(#p55b974adf3)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_13">
    <g id="patch_14">
     <path d="M 649.44 55.53375 
L 656.12625 55.53375 
L 656.12625 43.92 
L 649.44 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(649.44 53.038125) 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 55.53375 
L 776.16 55.53375 
L 776.16 43.92 
L 767.821875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(767.821875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_15">
    <g id="patch_16">
     <path d="M 633.6 194.4 
L 669.553125 194.4 
L 669.553125 182.78625 
L 633.6 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-30 -->
    <g style="fill: #ffffff" transform="translate(633.6 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-33" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p5df077acf7)">
    <image xlink:href="data:image/png;base64,
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" id="image6a9bded7e7" transform="scale(1 -1) translate(0 -157.68)" x="792" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_6">
    <path d="M 864.27 67.68 
L 866.25 67.68 
L 868.23 67.68 
L 870.21 67.68 
L 872.19 67.68 
L 874.17 67.68 
L 875.16 68.67 
L 876.15 69.66 
L 878.13 69.66 
L 880.11 69.66 
L 881.1 70.65 
L 882.09 71.64 
L 884.07 71.64 
L 886.05 71.64 
L 888.03 71.64 
L 889.02 72.63 
L 890.01 73.62 
L 891 74.61 
L 891.99 75.6 
L 892.98 76.59 
L 893.97 77.58 
L 894.96 78.57 
L 895.95 79.56 
L 897.93 79.56 
L 899.91 79.56 
L 900.9 80.55 
L 901.89 81.54 
L 902.88 82.53 
L 903.87 83.52 
L 905.85 83.52 
L 906.84 84.51 
L 907.83 85.5 
L 908.82 86.49 
L 909.81 87.48 
L 910.8 88.47 
L 910.8 90.45 
L 911.79 91.44 
L 912.78 92.43 
L 913.77 93.42 
L 914.76 94.41 
L 914.76 96.39 
L 915.75 97.38 
L 916.74 98.37 
L 916.74 100.35 
L 917.73 101.34 
L 918.72 102.33 
L 918.72 104.31 
L 919.71 105.3 
L 920.7 106.29 
L 920.7 108.27 
L 921.69 109.26 
L 922.68 110.25 
L 922.68 112.23 
L 922.68 114.21 
L 922.68 116.19 
L 923.67 117.18 
L 924.66 118.17 
L 924.66 120.15 
L 924.66 122.13 
L 924.66 124.11 
L 924.66 126.09 
L 924.66 128.07 
L 924.66 130.05 
L 924.66 132.03 
L 924.66 134.01 
L 923.67 135 
L 922.68 135.99 
L 922.68 137.97 
L 922.68 139.95 
L 922.68 141.93 
L 921.69 142.92 
L 920.7 143.91 
L 919.71 144.9 
L 918.72 145.89 
L 918.72 147.87 
L 917.73 148.86 
L 916.74 149.85 
L 916.74 151.83 
L 915.75 152.82 
L 914.76 153.81 
L 914.76 155.79 
L 913.77 156.78 
L 912.78 157.77 
L 911.79 158.76 
L 910.8 159.75 
L 910.8 161.73 
L 909.81 162.72 
L 908.82 163.71 
L 907.83 164.7 
L 905.85 164.7 
L 904.86 165.69 
L 903.87 166.68 
L 902.88 167.67 
L 901.89 168.66 
L 900.9 169.65 
L 900.9 171.63 
L 899.91 172.62 
L 898.92 173.61 
L 897.93 174.6 
L 896.94 175.59 
L 895.95 176.58 
L 893.97 176.58 
L 892.98 177.57 
L 891.99 178.56 
L 891 179.55 
L 890.01 180.54 
L 888.03 180.54 
L 886.05 180.54 
L 884.07 180.54 
L 883.08 181.53 
L 882.09 182.52 
L 880.11 182.52 
L 878.13 182.52 
L 876.15 182.52 
L 874.17 182.52 
L 872.19 182.52 
L 871.2 181.53 
L 870.21 180.54 
L 869.22 181.53 
L 868.23 182.52 
L 866.25 182.52 
L 865.26 183.51 
L 864.27 184.5 
L 862.29 184.5 
L 861.3 183.51 
L 860.31 182.52 
L 858.33 182.52 
L 857.34 181.53 
L 856.35 180.54 
L 854.37 180.54 
L 852.39 180.54 
L 851.4 179.55 
L 850.41 178.56 
L 849.42 177.57 
L 848.43 176.58 
L 846.45 176.58 
L 845.46 175.59 
L 844.47 174.6 
L 842.49 174.6 
L 840.51 174.6 
L 839.52 173.61 
L 838.53 172.62 
L 836.55 172.62 
L 835.56 171.63 
L 834.57 170.64 
L 833.58 169.65 
L 833.58 167.67 
L 832.59 166.68 
L 831.6 165.69 
L 831.6 163.71 
L 830.61 162.72 
L 829.62 161.73 
L 828.63 160.74 
L 826.65 160.74 
L 825.66 159.75 
L 824.67 158.76 
L 823.68 157.77 
L 823.68 155.79 
L 822.69 154.8 
L 821.7 153.81 
L 821.7 151.83 
L 820.71 150.84 
L 819.72 149.85 
L 819.72 147.87 
L 818.73 146.88 
L 817.74 145.89 
L 817.74 143.91 
L 817.74 141.93 
L 817.74 139.95 
L 817.74 137.97 
L 816.75 136.98 
L 815.76 135.99 
L 815.76 134.01 
L 815.76 132.03 
L 815.76 130.05 
L 815.76 128.07 
L 815.76 126.09 
L 815.76 124.11 
L 815.76 122.13 
L 815.76 120.15 
L 815.76 118.17 
L 814.77 117.18 
L 813.78 116.19 
L 814.77 115.2 
L 815.76 114.21 
L 815.76 112.23 
L 816.75 111.24 
L 817.74 110.25 
L 817.74 108.27 
L 817.74 106.29 
L 818.73 105.3 
L 819.72 104.31 
L 819.72 102.33 
L 820.71 101.34 
L 821.7 100.35 
L 822.69 99.36 
L 823.68 98.37 
L 824.67 97.38 
L 825.66 96.39 
L 826.65 95.4 
L 827.64 94.41 
L 827.64 92.43 
L 828.63 91.44 
L 829.62 90.45 
L 829.62 88.47 
L 830.61 87.48 
L 831.6 86.49 
L 832.59 85.5 
L 833.58 84.51 
L 834.57 83.52 
L 835.56 82.53 
L 836.55 81.54 
L 837.54 80.55 
L 838.53 79.56 
L 840.51 79.56 
L 841.5 78.57 
L 842.49 77.58 
L 844.47 77.58 
L 845.46 76.59 
L 846.45 75.6 
L 848.43 75.6 
L 849.42 74.61 
L 850.41 73.62 
L 852.39 73.62 
L 854.37 73.62 
L 855.36 72.63 
L 856.35 71.64 
L 858.33 71.64 
L 860.31 71.64 
L 861.3 70.65 
L 862.29 69.66 
L 863.28 68.67 
L 864.27 67.68 
z
" clip-path="url(#p5df077acf7)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_16">
    <g id="patch_17">
     <path d="M 807.84 55.53375 
L 814.52625 55.53375 
L 814.52625 43.92 
L 807.84 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(807.84 53.038125) 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 55.53375 
L 934.56 55.53375 
L 934.56 43.92 
L 926.221875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(926.221875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_18">
    <g id="patch_19">
     <path d="M 792 194.4 
L 827.953125 194.4 
L 827.953125 182.78625 
L 792 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-20 -->
    <g style="fill: #ffffff" transform="translate(792 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#p7a63c1cf55)">
    <image xlink:href="data:image/png;base64,
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" id="imagecf082dc7a6" transform="scale(1 -1) translate(0 -157.68)" x="950" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_7">
    <path d="M 1022.67 71.64 
L 1024.65 71.64 
L 1026.63 71.64 
L 1028.61 71.64 
L 1030.59 71.64 
L 1032.57 71.64 
L 1034.55 71.64 
L 1035.54 72.63 
L 1036.53 73.62 
L 1037.52 74.61 
L 1038.51 75.6 
L 1039.5 76.59 
L 1040.49 77.58 
L 1041.48 78.57 
L 1042.47 79.56 
L 1044.45 79.56 
L 1046.43 79.56 
L 1048.41 79.56 
L 1049.4 80.55 
L 1050.39 81.54 
L 1052.37 81.54 
L 1054.35 81.54 
L 1056.33 81.54 
L 1057.32 82.53 
L 1058.31 83.52 
L 1059.3 84.51 
L 1060.29 85.5 
L 1061.28 86.49 
L 1062.27 87.48 
L 1063.26 88.47 
L 1064.25 89.46 
L 1065.24 90.45 
L 1065.24 92.43 
L 1066.23 93.42 
L 1067.22 94.41 
L 1068.21 95.4 
L 1069.2 96.39 
L 1070.19 97.38 
L 1071.18 98.37 
L 1072.17 99.36 
L 1073.16 100.35 
L 1073.16 102.33 
L 1074.15 103.32 
L 1075.14 104.31 
L 1075.14 106.29 
L 1076.13 107.28 
L 1077.12 108.27 
L 1078.11 109.26 
L 1079.1 110.25 
L 1079.1 112.23 
L 1080.09 113.22 
L 1081.08 114.21 
L 1081.08 116.19 
L 1081.08 118.17 
L 1081.08 120.15 
L 1081.08 122.13 
L 1082.07 123.12 
L 1083.06 124.11 
L 1083.06 126.09 
L 1082.07 127.08 
L 1081.08 128.07 
L 1081.08 130.05 
L 1081.08 132.03 
L 1081.08 134.01 
L 1080.09 135 
L 1079.1 135.99 
L 1079.1 137.97 
L 1079.1 139.95 
L 1078.11 140.94 
L 1077.12 141.93 
L 1077.12 143.91 
L 1076.13 144.9 
L 1075.14 145.89 
L 1075.14 147.87 
L 1074.15 148.86 
L 1073.16 149.85 
L 1073.16 151.83 
L 1072.17 152.82 
L 1071.18 153.81 
L 1070.19 154.8 
L 1069.2 155.79 
L 1069.2 157.77 
L 1068.21 158.76 
L 1067.22 159.75 
L 1067.22 161.73 
L 1066.23 162.72 
L 1064.25 162.72 
L 1063.26 163.71 
L 1062.27 164.7 
L 1060.29 164.7 
L 1059.3 165.69 
L 1058.31 166.68 
L 1056.33 166.68 
L 1055.34 167.67 
L 1055.34 169.65 
L 1055.34 171.63 
L 1054.35 172.62 
L 1053.36 173.61 
L 1052.37 174.6 
L 1050.39 174.6 
L 1049.4 175.59 
L 1048.41 176.58 
L 1046.43 176.58 
L 1045.44 177.57 
L 1044.45 178.56 
L 1042.47 178.56 
L 1040.49 178.56 
L 1038.51 178.56 
L 1036.53 178.56 
L 1034.55 178.56 
L 1033.56 179.55 
L 1032.57 180.54 
L 1031.58 179.55 
L 1030.59 178.56 
L 1028.61 178.56 
L 1027.62 177.57 
L 1026.63 176.58 
L 1024.65 176.58 
L 1022.67 176.58 
L 1021.68 177.57 
L 1020.69 178.56 
L 1018.71 178.56 
L 1016.73 178.56 
L 1014.75 178.56 
L 1013.76 177.57 
L 1012.77 176.58 
L 1011.78 175.59 
L 1010.79 174.6 
L 1008.81 174.6 
L 1007.82 173.61 
L 1006.83 172.62 
L 1004.85 172.62 
L 1003.86 171.63 
L 1002.87 170.64 
L 1000.89 170.64 
L 999.9 169.65 
L 998.91 168.66 
L 997.92 167.67 
L 996.93 166.68 
L 995.94 165.69 
L 994.95 164.7 
L 992.97 164.7 
L 991.98 163.71 
L 990.99 162.72 
L 990 161.73 
L 990 159.75 
L 989.01 158.76 
L 988.02 157.77 
L 987.03 156.78 
L 986.04 155.79 
L 985.05 154.8 
L 984.06 153.81 
L 983.07 152.82 
L 982.08 151.83 
L 982.08 149.85 
L 981.09 148.86 
L 980.1 147.87 
L 980.1 145.89 
L 979.11 144.9 
L 978.12 143.91 
L 978.12 141.93 
L 978.12 139.95 
L 978.12 137.97 
L 977.13 136.98 
L 976.14 135.99 
L 976.14 134.01 
L 976.14 132.03 
L 976.14 130.05 
L 976.14 128.07 
L 976.14 126.09 
L 976.14 124.11 
L 976.14 122.13 
L 975.15 121.14 
L 974.16 120.15 
L 974.16 118.17 
L 974.16 116.19 
L 975.15 115.2 
L 976.14 114.21 
L 976.14 112.23 
L 977.13 111.24 
L 978.12 110.25 
L 978.12 108.27 
L 978.12 106.29 
L 979.11 105.3 
L 981.09 105.3 
L 982.08 104.31 
L 983.07 103.32 
L 984.06 102.33 
L 984.06 100.35 
L 985.05 99.36 
L 986.04 98.37 
L 987.03 97.38 
L 988.02 96.39 
L 989.01 95.4 
L 990 94.41 
L 990.99 93.42 
L 991.98 92.43 
L 991.98 90.45 
L 992.97 89.46 
L 994.95 89.46 
L 995.94 88.47 
L 995.94 86.49 
L 996.93 85.5 
L 997.92 84.51 
L 998.91 83.52 
L 1000.89 83.52 
L 1001.88 82.53 
L 1002.87 81.54 
L 1004.85 81.54 
L 1005.84 80.55 
L 1006.83 79.56 
L 1008.81 79.56 
L 1010.79 79.56 
L 1011.78 78.57 
L 1012.77 77.58 
L 1014.75 77.58 
L 1016.73 77.58 
L 1018.71 77.58 
L 1019.7 76.59 
L 1019.7 74.61 
L 1020.69 73.62 
L 1021.68 72.63 
L 1022.67 71.64 
z
" clip-path="url(#p7a63c1cf55)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_19">
    <g id="patch_20">
     <path d="M 966.24 55.53375 
L 972.92625 55.53375 
L 972.92625 43.92 
L 966.24 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(966.24 53.038125) 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 55.53375 
L 1092.96 55.53375 
L 1092.96 43.92 
L 1084.621875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1084.621875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_21">
    <g id="patch_22">
     <path d="M 950.4 194.4 
L 986.353125 194.4 
L 986.353125 182.78625 
L 950.4 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-12 -->
    <g style="fill: #ffffff" transform="translate(950.4 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-31" d="M 794 531 
L 1825 531 
L 1825 4091 
L 703 3866 
L 703 4441 
L 1819 4666 
L 2450 4666 
L 2450 531 
L 3481 531 
L 3481 0 
L 794 0 
L 794 531 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p1c7a6692c1)">
    <image xlink:href="data:image/png;base64,
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" id="imageba2e7e0e7c" transform="scale(1 -1) translate(0 -157.68)" x="1109" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_8">
    <path d="M 1185.03 77.58 
L 1187.01 77.58 
L 1188.99 77.58 
L 1189.98 78.57 
L 1190.97 79.56 
L 1192.95 79.56 
L 1193.94 80.55 
L 1194.93 81.54 
L 1196.91 81.54 
L 1198.89 81.54 
L 1200.87 81.54 
L 1201.86 82.53 
L 1202.85 83.52 
L 1203.84 84.51 
L 1204.83 85.5 
L 1206.81 85.5 
L 1207.8 86.49 
L 1208.79 87.48 
L 1210.77 87.48 
L 1211.76 88.47 
L 1212.75 89.46 
L 1213.74 90.45 
L 1213.74 92.43 
L 1214.73 93.42 
L 1215.72 94.41 
L 1215.72 96.39 
L 1216.71 97.38 
L 1218.69 97.38 
L 1220.67 97.38 
L 1221.66 98.37 
L 1222.65 99.36 
L 1223.64 100.35 
L 1223.64 102.33 
L 1224.63 103.32 
L 1225.62 104.31 
L 1226.61 105.3 
L 1227.6 106.29 
L 1227.6 108.27 
L 1228.59 109.26 
L 1229.58 110.25 
L 1230.57 111.24 
L 1231.56 112.23 
L 1231.56 114.21 
L 1232.55 115.2 
L 1233.54 116.19 
L 1233.54 118.17 
L 1233.54 120.15 
L 1233.54 122.13 
L 1233.54 124.11 
L 1233.54 126.09 
L 1233.54 128.07 
L 1233.54 130.05 
L 1233.54 132.03 
L 1233.54 134.01 
L 1233.54 135.99 
L 1233.54 137.97 
L 1232.55 138.96 
L 1231.56 139.95 
L 1231.56 141.93 
L 1231.56 143.91 
L 1230.57 144.9 
L 1229.58 145.89 
L 1228.59 146.88 
L 1227.6 147.87 
L 1227.6 149.85 
L 1226.61 150.84 
L 1225.62 151.83 
L 1224.63 152.82 
L 1223.64 153.81 
L 1223.64 155.79 
L 1222.65 156.78 
L 1221.66 157.77 
L 1220.67 158.76 
L 1218.69 158.76 
L 1217.7 159.75 
L 1216.71 160.74 
L 1215.72 161.73 
L 1214.73 162.72 
L 1212.75 162.72 
L 1211.76 163.71 
L 1210.77 164.7 
L 1208.79 164.7 
L 1207.8 165.69 
L 1206.81 166.68 
L 1204.83 166.68 
L 1202.85 166.68 
L 1200.87 166.68 
L 1198.89 166.68 
L 1197.9 167.67 
L 1196.91 168.66 
L 1194.93 168.66 
L 1192.95 168.66 
L 1190.97 168.66 
L 1188.99 168.66 
L 1187.01 168.66 
L 1185.03 168.66 
L 1183.05 168.66 
L 1181.07 168.66 
L 1179.09 168.66 
L 1177.11 168.66 
L 1175.13 168.66 
L 1173.15 168.66 
L 1171.17 168.66 
L 1169.19 168.66 
L 1168.2 167.67 
L 1167.21 166.68 
L 1165.23 166.68 
L 1164.24 165.69 
L 1163.25 164.7 
L 1161.27 164.7 
L 1160.28 163.71 
L 1159.29 162.72 
L 1158.3 161.73 
L 1157.31 160.74 
L 1155.33 160.74 
L 1154.34 159.75 
L 1153.35 158.76 
L 1152.36 157.77 
L 1151.37 156.78 
L 1149.39 156.78 
L 1148.4 155.79 
L 1147.41 154.8 
L 1146.42 153.81 
L 1146.42 151.83 
L 1145.43 150.84 
L 1144.44 149.85 
L 1144.44 147.87 
L 1144.44 145.89 
L 1143.45 144.9 
L 1142.46 143.91 
L 1142.46 141.93 
L 1142.46 139.95 
L 1141.47 138.96 
L 1140.48 137.97 
L 1140.48 135.99 
L 1140.48 134.01 
L 1140.48 132.03 
L 1139.49 131.04 
L 1138.5 130.05 
L 1138.5 128.07 
L 1138.5 126.09 
L 1138.5 124.11 
L 1138.5 122.13 
L 1138.5 120.15 
L 1137.51 119.16 
L 1136.52 118.17 
L 1137.51 117.18 
L 1138.5 116.19 
L 1138.5 114.21 
L 1139.49 113.22 
L 1141.47 113.22 
L 1142.46 112.23 
L 1142.46 110.25 
L 1142.46 108.27 
L 1143.45 107.28 
L 1144.44 106.29 
L 1144.44 104.31 
L 1145.43 103.32 
L 1147.41 103.32 
L 1148.4 102.33 
L 1149.39 101.34 
L 1150.38 100.35 
L 1151.37 99.36 
L 1152.36 98.37 
L 1153.35 97.38 
L 1155.33 97.38 
L 1156.32 96.39 
L 1157.31 95.4 
L 1158.3 94.41 
L 1159.29 93.42 
L 1160.28 92.43 
L 1161.27 91.44 
L 1162.26 90.45 
L 1162.26 88.47 
L 1163.25 87.48 
L 1164.24 86.49 
L 1165.23 85.5 
L 1167.21 85.5 
L 1168.2 84.51 
L 1169.19 83.52 
L 1171.17 83.52 
L 1173.15 83.52 
L 1174.14 82.53 
L 1175.13 81.54 
L 1177.11 81.54 
L 1179.09 81.54 
L 1180.08 80.55 
L 1181.07 79.56 
L 1183.05 79.56 
L 1184.04 78.57 
L 1185.03 77.58 
z
" clip-path="url(#p1c7a6692c1)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_22">
    <g id="patch_23">
     <path d="M 1124.64 55.53375 
L 1131.32625 55.53375 
L 1131.32625 43.92 
L 1124.64 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1124.64 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_23">
    <g id="patch_24">
     <path d="M 1243.021875 55.53375 
L 1251.36 55.53375 
L 1251.36 43.92 
L 1243.021875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1243.021875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_24">
    <g id="patch_25">
     <path d="M 1108.8 194.4 
L 1137.118125 194.4 
L 1137.118125 182.78625 
L 1108.8 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-2 -->
    <g style="fill: #ffffff" transform="translate(1108.8 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#p0418ab5152)">
    <image xlink:href="data:image/png;base64,
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" id="image0ca7212118" transform="scale(1 -1) translate(0 -157.68)" x="1267" y="-36.72" width="159.12" height="157.68"/>
   </g>
   <g id="QuadContourSet_9">
    <path d="M 1341.45 81.54 
L 1342.44 82.53 
L 1343.43 83.52 
L 1344.42 82.53 
L 1345.41 81.54 
L 1347.39 81.54 
L 1348.38 82.53 
L 1349.37 83.52 
L 1351.35 83.52 
L 1353.33 83.52 
L 1355.31 83.52 
L 1356.3 84.51 
L 1356.3 86.49 
L 1357.29 87.48 
L 1359.27 87.48 
L 1360.26 88.47 
L 1361.25 89.46 
L 1363.23 89.46 
L 1364.22 90.45 
L 1365.21 91.44 
L 1367.19 91.44 
L 1368.18 92.43 
L 1369.17 93.42 
L 1370.16 94.41 
L 1370.16 96.39 
L 1371.15 97.38 
L 1372.14 98.37 
L 1373.13 99.36 
L 1374.12 100.35 
L 1375.11 101.34 
L 1377.09 101.34 
L 1378.08 102.33 
L 1379.07 103.32 
L 1380.06 104.31 
L 1380.06 106.29 
L 1381.05 107.28 
L 1382.04 108.27 
L 1383.03 109.26 
L 1384.02 110.25 
L 1384.02 112.23 
L 1385.01 113.22 
L 1386 114.21 
L 1386 116.19 
L 1386 118.17 
L 1386.99 119.16 
L 1387.98 120.15 
L 1387.98 122.13 
L 1387.98 124.11 
L 1387.98 126.09 
L 1387.98 128.07 
L 1387.98 130.05 
L 1387.98 132.03 
L 1387.98 134.01 
L 1386.99 135 
L 1386 135.99 
L 1386 137.97 
L 1386 139.95 
L 1385.01 140.94 
L 1384.02 141.93 
L 1384.02 143.91 
L 1384.02 145.89 
L 1383.03 146.88 
L 1382.04 147.87 
L 1381.05 148.86 
L 1380.06 149.85 
L 1379.07 150.84 
L 1378.08 151.83 
L 1378.08 153.81 
L 1377.09 154.8 
L 1376.1 155.79 
L 1375.11 156.78 
L 1374.12 157.77 
L 1373.13 158.76 
L 1372.14 159.75 
L 1371.15 160.74 
L 1369.17 160.74 
L 1368.18 161.73 
L 1367.19 162.72 
L 1365.21 162.72 
L 1363.23 162.72 
L 1362.24 163.71 
L 1361.25 164.7 
L 1359.27 164.7 
L 1357.29 164.7 
L 1355.31 164.7 
L 1353.33 164.7 
L 1351.35 164.7 
L 1349.37 164.7 
L 1347.39 164.7 
L 1345.41 164.7 
L 1343.43 164.7 
L 1341.45 164.7 
L 1339.47 164.7 
L 1337.49 164.7 
L 1335.51 164.7 
L 1333.53 164.7 
L 1331.55 164.7 
L 1329.57 164.7 
L 1327.59 164.7 
L 1325.61 164.7 
L 1323.63 164.7 
L 1322.64 163.71 
L 1321.65 162.72 
L 1320.66 161.73 
L 1319.67 160.74 
L 1318.68 159.75 
L 1317.69 158.76 
L 1316.7 157.77 
L 1315.71 156.78 
L 1314.72 155.79 
L 1313.73 154.8 
L 1312.74 153.81 
L 1311.75 152.82 
L 1309.77 152.82 
L 1308.78 151.83 
L 1308.78 149.85 
L 1308.78 147.87 
L 1307.79 146.88 
L 1306.8 145.89 
L 1306.8 143.91 
L 1305.81 142.92 
L 1304.82 141.93 
L 1304.82 139.95 
L 1303.83 138.96 
L 1302.84 137.97 
L 1302.84 135.99 
L 1302.84 134.01 
L 1302.84 132.03 
L 1302.84 130.05 
L 1301.85 129.06 
L 1300.86 128.07 
L 1300.86 126.09 
L 1300.86 124.11 
L 1300.86 122.13 
L 1300.86 120.15 
L 1301.85 119.16 
L 1302.84 118.17 
L 1302.84 116.19 
L 1302.84 114.21 
L 1303.83 113.22 
L 1304.82 112.23 
L 1304.82 110.25 
L 1304.82 108.27 
L 1305.81 107.28 
L 1306.8 106.29 
L 1306.8 104.31 
L 1307.79 103.32 
L 1309.77 103.32 
L 1310.76 102.33 
L 1311.75 101.34 
L 1312.74 100.35 
L 1313.73 99.36 
L 1314.72 98.37 
L 1315.71 97.38 
L 1317.69 97.38 
L 1319.67 97.38 
L 1320.66 96.39 
L 1321.65 95.4 
L 1322.64 94.41 
L 1322.64 92.43 
L 1323.63 91.44 
L 1324.62 90.45 
L 1325.61 89.46 
L 1326.6 88.47 
L 1327.59 87.48 
L 1328.58 86.49 
L 1329.57 85.5 
L 1331.55 85.5 
L 1333.53 85.5 
L 1334.52 84.51 
L 1335.51 83.52 
L 1337.49 83.52 
L 1339.47 83.52 
L 1340.46 82.53 
L 1341.45 81.54 
z
" clip-path="url(#p0418ab5152)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_25">
    <g id="patch_26">
     <path d="M 1283.04 55.53375 
L 1289.72625 55.53375 
L 1289.72625 43.92 
L 1283.04 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1283.04 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_26">
    <g id="patch_27">
     <path d="M 1401.421875 55.53375 
L 1409.76 55.53375 
L 1409.76 43.92 
L 1401.421875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1401.421875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_27">
    <g id="patch_28">
     <path d="M 1267.2 194.4 
L 1291.18875 194.4 
L 1291.18875 182.78625 
L 1267.2 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=2 -->
    <g style="fill: #ffffff" transform="translate(1267.2 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-32" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p012e3e1d36)">
    <image xlink:href="data:image/png;base64,
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" id="image7cb6b4b9a4" transform="scale(1 -1) translate(0 -157.68)" x="1426" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_10">
    <path d="M 1497.87 85.5 
L 1499.85 85.5 
L 1501.83 85.5 
L 1502.82 86.49 
L 1503.81 87.48 
L 1505.79 87.48 
L 1507.77 87.48 
L 1509.75 87.48 
L 1511.73 87.48 
L 1513.71 87.48 
L 1514.7 88.47 
L 1515.69 89.46 
L 1516.68 90.45 
L 1517.67 91.44 
L 1518.66 92.43 
L 1519.65 93.42 
L 1521.63 93.42 
L 1522.62 94.41 
L 1523.61 95.4 
L 1524.6 96.39 
L 1525.59 97.38 
L 1526.58 98.37 
L 1526.58 100.35 
L 1527.57 101.34 
L 1528.56 102.33 
L 1529.55 103.32 
L 1531.53 103.32 
L 1532.52 104.31 
L 1532.52 106.29 
L 1533.51 107.28 
L 1534.5 108.27 
L 1534.5 110.25 
L 1535.49 111.24 
L 1536.48 112.23 
L 1537.47 113.22 
L 1538.46 114.21 
L 1538.46 116.19 
L 1538.46 118.17 
L 1538.46 120.15 
L 1538.46 122.13 
L 1538.46 124.11 
L 1538.46 126.09 
L 1538.46 128.07 
L 1538.46 130.05 
L 1539.45 131.04 
L 1540.44 132.03 
L 1540.44 134.01 
L 1540.44 135.99 
L 1540.44 137.97 
L 1539.45 138.96 
L 1538.46 139.95 
L 1538.46 141.93 
L 1538.46 143.91 
L 1537.47 144.9 
L 1536.48 145.89 
L 1536.48 147.87 
L 1535.49 148.86 
L 1534.5 149.85 
L 1533.51 150.84 
L 1532.52 151.83 
L 1531.53 152.82 
L 1530.54 153.81 
L 1530.54 155.79 
L 1529.55 156.78 
L 1527.57 156.78 
L 1526.58 157.77 
L 1525.59 158.76 
L 1523.61 158.76 
L 1522.62 159.75 
L 1521.63 160.74 
L 1519.65 160.74 
L 1517.67 160.74 
L 1515.69 160.74 
L 1513.71 160.74 
L 1511.73 160.74 
L 1509.75 160.74 
L 1507.77 160.74 
L 1505.79 160.74 
L 1503.81 160.74 
L 1501.83 160.74 
L 1499.85 160.74 
L 1497.87 160.74 
L 1495.89 160.74 
L 1494.9 159.75 
L 1493.91 158.76 
L 1491.93 158.76 
L 1489.95 158.76 
L 1487.97 158.76 
L 1485.99 158.76 
L 1484.01 158.76 
L 1482.03 158.76 
L 1481.04 157.77 
L 1480.05 156.78 
L 1479.06 155.79 
L 1478.07 154.8 
L 1477.08 153.81 
L 1476.09 152.82 
L 1475.1 151.83 
L 1474.11 150.84 
L 1473.12 149.85 
L 1472.13 148.86 
L 1471.14 147.87 
L 1471.14 145.89 
L 1470.15 144.9 
L 1469.16 143.91 
L 1469.16 141.93 
L 1468.17 140.94 
L 1467.18 139.95 
L 1467.18 137.97 
L 1467.18 135.99 
L 1466.19 135 
L 1465.2 134.01 
L 1465.2 132.03 
L 1465.2 130.05 
L 1465.2 128.07 
L 1465.2 126.09 
L 1465.2 124.11 
L 1465.2 122.13 
L 1466.19 121.14 
L 1467.18 120.15 
L 1467.18 118.17 
L 1467.18 116.19 
L 1467.18 114.21 
L 1467.18 112.23 
L 1467.18 110.25 
L 1468.17 109.26 
L 1469.16 108.27 
L 1470.15 107.28 
L 1471.14 106.29 
L 1472.13 105.3 
L 1473.12 104.31 
L 1474.11 103.32 
L 1475.1 102.33 
L 1475.1 100.35 
L 1476.09 99.36 
L 1478.07 99.36 
L 1480.05 99.36 
L 1482.03 99.36 
L 1483.02 98.37 
L 1483.02 96.39 
L 1484.01 95.4 
L 1485 94.41 
L 1485 92.43 
L 1485 90.45 
L 1485.99 89.46 
L 1487.97 89.46 
L 1489.95 89.46 
L 1490.94 88.47 
L 1491.93 87.48 
L 1493.91 87.48 
L 1495.89 87.48 
L 1496.88 86.49 
L 1497.87 85.5 
z
" clip-path="url(#p012e3e1d36)" style="fill: none; stroke: #ff0000; stroke-width: 1.5"/>
   </g>
   <g id="text_28">
    <g id="patch_29">
     <path d="M 1441.44 55.53375 
L 1448.12625 55.53375 
L 1448.12625 43.92 
L 1441.44 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- L -->
    <g style="fill: #ffffff" transform="translate(1441.44 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-4c"/>
    </g>
   </g>
   <g id="text_29">
    <g id="patch_30">
     <path d="M 1559.821875 55.53375 
L 1568.16 55.53375 
L 1568.16 43.92 
L 1559.821875 43.92 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- R -->
    <g style="fill: #ffffff" transform="translate(1559.821875 53.038125) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-52"/>
    </g>
   </g>
   <g id="text_30">
    <g id="patch_31">
     <path d="M 1425.6 194.4 
L 1449.58875 194.4 
L 1449.58875 182.78625 
L 1425.6 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=7 -->
    <g style="fill: #ffffff" transform="translate(1425.6 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-37" x="136.279297"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p22b49d6121">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="p5eac6bc55b">
   <rect x="0" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p0b316809d5">
   <rect x="158.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pc4dec43183">
   <rect x="316.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p23e320d6af">
   <rect x="475.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p55b974adf3">
   <rect x="633.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p5df077acf7">
   <rect x="792" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p7a63c1cf55">
   <rect x="950.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p1c7a6692c1">
   <rect x="1108.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p0418ab5152">
   <rect x="1267.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p012e3e1d36">
   <rect x="1425.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
 </defs>
</svg>