ds005449/sub-059/figures/sub-059_task-NA_run-09_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>2026-03-27T00:31:02.508165</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(#p1fff3af6be)">
    <image xlink:href="data:image/png;base64,
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" id="image159303f818" 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(#pc32d8aa11c)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAAN0AAADdCAYAAAA/xHcaAAAd/0lEQVR4nO2d2c9eUxvGl+kzq6mtuROl2lI1z9FUozVF1BjSCCHBiTMSEULEH+BMROKAA2OEirSNqVQHNZSgaNVUpYaaZ99R7/z2yr4e69V2vft9e/2Obs+7n73XXk+Xfe17WluklP5JxphqbNnfAzBmc8OLzpjKbN3fAxgobLHFFq2fb7XVVq3H0P7rr79aP//777//9bpbbtn+/0VeN6WU/vnn398SeAzHxM9LzqPGsSHn+a/fGYj4SWdMZbzojKlM5+Ul5djGkh+9zqkkIo/Lpd2/fVdJsL6y9dZbt9r59YiSfJS2yiaUuTxGydReqHndFL91F/GTzpjKeNEZU5ktUseD45taXuYyTckrJSn/97//tX5XyTolQTkOJU3Jn3/+KcdNKaiup+Soko6//vpr2LyfbbbZpvW7f/zxR+vxOZuLpCR+0hlTGS86YyrTeXnZV0o8iIQSqtf3Kf+23XbbsCnzeMx2223Xem0ez2vzc8osyrRekk0F6QmvRynIcat5ymX4eig7eU6VHNA29jZKvLEDFT/pjKmMF50xlRkU8lLJSHrxSoO4lEg77bRT2Mq7uP3227deg7Lrl19+Kbp22zEq9zL3sippV+KxVGNS3liivLeUy+q6vcahPL4l3+06ftIZUxkvOmMqMyjkJSWl8hQq+ZXLN8olfn+HHXZo/T5lDY///fffw6YE5TG//fZb67g5JuU1zb2J9GwqzyTlr7q2ugeV9/nTTz+FzXnhPObeSxXIV68ASl7yuyqvtIv4SWdMZbzojKnMgJKXypPH/D8lKYkK9OZ/43npjeQxlI6UbPRY7rjjjmFTIu62225h77LLLq3nHzlyZNgHHnhg2MOGDWuMW8nLFStWtI6Jx69duzbsNWvWhP3JJ5+ETRlJGaikMOcrl4dKzpISj6pKCFDn7Ap+0hlTGS86YyrjRWdMZQbUOx1RdVyq8xahO5vvWCk133tUyIDvKzwXM1jGjh0b9rhx48IePnx42KNHjw573bp1YX/55ZdhDxkyJGy+w3z//feNcassGb5n8n74Pkl4/M8//xz2xx9/HPaCBQvC/vzzz1vPr96HUyrLnlHw9y1NYu8aftIZUxkvOmMq03l5qbJHVHcqlclAGUlZQld4Sk25SIlE2bnzzjuHfc4554R9xBFHtF7jm2++CVu1Pfjoo4/Cpque7nweTxmYUnMOGKJgVonKBNlnn33Cnjx5ctgMUfCeeT/vvPNO2K+99lrYb7zxRlJwXnkfDDmo5GcVriBdz07xk86YynjRGVOZzstLlfFAT5mSmpQxlJqUNPT0pdSUkfwbZdd5550X9l577RX27Nmzw162bFnYlHgqY4beSI5PtWjIPXc8jvNBjyrng59/9913rfdz6KGHhn3kkUeGvfvuu7fezw8//BA27//ZZ59tjPWzzz4Lm20tCO+HqFpD5bG0vDTGeNEZU5vOy0tVK6cC4qouTXk1c1ly4oknhn3yySeHrYLJTz75ZNj0TDKYTG8fx8FzUlKqZF96JU877bTG36ZPnx72nnvuGTal7d577x025eKiRYvCvuWWW1o/pww86aSTwqb3lnL866+/DjsP5D/yyCNhv/nmm2GrZrX8jfiKoX5f1VmtK/hJZ0xlvOiMqUzn5aWSEMpjqXIQ1TGzZs1qXO/UU08Ne+XKla3nWrVqVdhz5sxp/Zy5mpRKDMYzEK9kNIPSt99+e9iXXXZZ2hTQk3nXXXeF/dBDD4XNPFHKvauvvjrsadOmhf3+++83rsE5mDdvXtjPPPNM2MobS7lMb2zJlmBdkZp+0hlTGS86YyozoORlSeNVSjZ6BEeMGBH2NddcE/Yee+zROBfzHvfdd9+wlyxZEvajjz4aNiULvXpsv8DyF0pWejV5D/vtt1/Y9FLeeeedYe+6666pJg8++GDYt956a9hs70CmTJkS9owZMxp/Y+Cc97F48eKw586dG7bKoWUwnjK3ZGfZ/sRPOmMq40VnTGWqy8vSvvZtx9OmbGDglpJywoQJYZ955plhMyidV47zvx9++OGwX3jhhbDpNTv77LPDZmCdY6In7quvvgqbVeSUWfTuMdB71VVXha2kdg3mz58f9lNPPRU254vSL5fwY8aMCfuwww4Lm0FwSk16ODmvKphekpPZn/hJZ0xlvOiMqYzuurqJKAlQlvSopwxkziPlyrnnnhs2ZSePyfMCb7jhhrDpmWODoCuuuKL1GpSLBxxwQOtY+wo9n59++mnYLK/JYdnOpoBeWtosBaKnlR7hlFL64osvWs975ZVXhj1p0qSwKR3p+eRvx4QC1ZzKwXFjNlO86IypTHV5qSjZJZSeK0rKY445JuxLLrkkbMq6008/PezHHnss7JtvvrlxPXomGaS+9tprwz7qqKPC5l4DPH5jQWnFPM9cXrLsZ9SoUWHTK8p8UMqxH3/8MWx6S1kKVMKll14a9ttvvx32Pffc0ziO1fkLFy4Mm7/v5ZdfHja9wmzURA9pCV2Rmn7SGVMZLzpjKtOv8lJJSrUdEr1S7MnIMhJ+TglBz9grr7wSNiVXSs18y9tuuy1sbk1F+dZXSclW5ZSOeR/LtmM4FyxxSakZgObf2KKdeamcG26nxdIeSmdWo9OTO3To0NbxjR8/Puxcpq5evTpsStsnnngibM73cccdFzabGtG7/O2334at8jCVpKwtNf2kM6YyXnTGVKYzpT1KavJzBp9POeWUsM8///zW715//fVh09NFqcSSn5RSuu6668JmkPmEE04Im55DtQOqapRDzx3lMj+n1OQ5KRvz3Et6XVU5lGrI9O6777aOm1Kdc095yKpwykjKaN5bSindfffdYdN7yXmihL/pppvC5nw//fTTYTPvU+XoElVpXgM/6YypjBedMZXpZHBcBTH5OXeaody78cYbw6YUofxivmDeP5KlN0cffXTrNSidVAt01UqdMpfSR0lKfk7vYC7ZeH88jgkClJoMRLPpEo9h70p6NXkPvE96QS+88MKw6TVNqelp5O4+9GRyNyAeQ28z5T+9qAygK0+4kqA1pKafdMZUxovOmMpUl5clOZaEOYXcdHHixIlhs003vWmUdWw7PnPmzLC5GWNKzWA3JRulFqWdyv/jtSk7mTOqSpjUxpG9qqDVLjeUp5R5LIthIFqdk15G1RSJgWuWJDHInlIzV5YSnm3cOdaXX345bO6YxMA/paPa0Ul5LO29NGaQ40VnTGWqyMsSzyTh52PHjg2bUoQSj0FSNvXhBodTp04Nm8HgfFNCVj9TzlFesl+lkpFq9yCek9/luCkJSzy5+bWVx5KePxW85/GUnara/vXXX28dN/Mi6WlOqZknysA3ExPoveTOPvw3wCQHynxVqc/7VPSSmhurNMhPOmMq40VnTGW86IypTGe6gan3Fb7T8Z1h9uzZYdN1zCwF9tDnuxvf6fiulx/H9wS+izGjQjU5JSrjgaEBZnaoTBrOS/5+wvHxXKoGj2PlvPJ9KO/itR5mp/A9kZktvFbe/Yv7PDCRnOEAzjHf3xcsWBA2k97574QdwzhPG9olbGOFFvykM6YyXnTGVKYzCc8ssWcWClsDEEpESiVmP4wePTpsZkswlJDLNJUsy2RclVVTkkmiauv4XVUDpiRhfg1KUmZ28PvKrc6dXynVKR0ZAqBUpGu/V2sJJdO4vRbDMvfee2/Yy5cvD5sZSrQ5x5SaqrawV3aKeu1xyMCYAYQXnTGV6Yy8pCRgpgEf6ZRg7OtPOUaZSslFmx63vBsYPaGUYPQoUmryerR5jGrFwHPS5j2rhF3W9OXX4PcpCyk1ldeVtsqY4XxTqvNVgBkpeT0d54nX23///cNmBgwlLD2nnAMmYbMFx1tvvRW2alfR1+3b8u/0VWr6SWdMZbzojKlMvwbHVTCZLRMog9iFirKQMoOeMnoi6dFj64XcU8j/pmTjOHgPvB6D6ap1g7oWj6EE5Tk5HnoHU2oG9fMk7n+7NqWSkpFKwlPy0+vMBHHOff4dJk/z3wN3y2XjWu7QStlJeG2iEu+J2zUYMwjxojOmMptEXvbyBpU84plHRxlJzyIlGD1RqnaNHjTKI0rQ/G+URQwaUx7Rw8fPKQUpHXlOJd/o+eQ9KymWUrNGjZ2xVIsHXo9jUl3FON9q3wVel+NmQDullNatWxc274PeT84BJa+S0Rwr56lXDWLbMTXwk86YynjRGVOZTSIvSx/XlD6UB/QuqvIXykVKJXahoheUbRiYh5l3tqIHjtegXKIkUuNT+ZO8Zx6jts2izCJ5ziglGz1/Jd3EKCl5D6ohq7p/Ne4XX3yxcT16m+mBpERWrw+qYSw/5/0wwUHNfa9At/odNwQ/6YypjBedMZWp7r0kytO4atWqsNmYlI1gWdpDScSSkOeeey5sVi9//PHHYTN3MKWUDjrooFZbBZx5r/R8Uv5RKqkuXLx/SiLKXeYd5jKIkoqST3UJU15U5R1U5S/MsWSlObuE5cFqSkqVOEBPJkuJ6BVmjq6S6pzXkq4FvV6NSjyhJfhJZ0xlvOiMqUy/NpulTRlFT9SHH34YNgPU9CxSpvG79JK98sorYVMm5E1zGIilVGWpCb2rlMgqV1M1OFLeRM4LPZGUXHnld56LuR4ll1STI46bcpbHc0ss7gWxdOnS1nPmuZeEUpNzyVcMeqHHjBkTNl8NOJecM7IxPZGuHDdmAOFFZ0xlNpq87JVTqSqh+Tk9ZZSODHZPmDBBXmM99GhRsnILLXoZcyiXPvjgg7Dp8eROrryeysNUOZb0aqoKdNq9PGaUtqp6nnNMryElnirbYf7kSy+9FDYlOGU0JWUeyGcQnFKVcpZV5CeeeGLrPXB8BxxwQNgMzFOG83hVOZ7PsepZ6spxYwYQXnTGVKYzleOUOwy4Mjdy+PDhYVMesD8jJQpbc48aNSpsesPorUypKW15DX6HnlA2waFXU0k5onIb+blqWJR74tRcUubxfnheljfxPEuWLAmbDX5YeqW8lJSdeYU3x7H33nu3Hsd262effXbYt912W+sx/HfF35QebB6zoZ5Mey+NGUB40RlTmSqlPUpS8hFPmUKJSA8kJRvbaM+fPz9sVfpB6cMgcy4vicpnpFeTXlHKX5YScUwqCUAF9Uu9ZGp3H+U55f3QM8ucSZ5z0qRJYauW7HwtoGeWObMpNV8H+DsefvjhYU+bNi3sV199NWwG4LnLD0ub6IHl64IqW+rFpqgq95POmMp40RlTmeq5l+pzykvmWJb0WJw+fXrYb7/9dtiUkdw4nudncDulpseTLclV30cGpZnHybEyb1M1/uGY6FnkMaoBU/431Q6enzOAzIQA3hvHzQZRnAuek3NJTy5fF1JKad999w376KOPDptlXAy033///WHTm83fl2NiSRZLwEokZa9Xo42Fn3TGVMaLzpjKdKbvJeUSpRalDyUOpQWlFb/LPceZm0ep2Us+0NtFjyJzB+mxpHSkpOL1Jk6cGDa9ePT2UWqX7jSjypv4HXpq6WnkfbIshr8JPccMYqsmQJS1ufeS8m/YsGFhK6nOe6Mc5W/HAD/Po4LgJVXkmwo/6YypjBedMZXp19xL1c9QyQNKnHHjxoV9xx13hE35Qdl04IEHhk0px9KhlJo5mpQ+7HtJ6Uh5RY8qvYOUR5SaLFUiPCfHqvpNptScP7X3Oe+BwWTOMXNMWZlNzyRlPo9Rvy09mSk154mynR5L9iblnJ1zzjmt12Mr9V4NnP7t8xr4SWdMZbzojKmMF50xldlo73SlDTtLtiviMaeeemrYdLezDoufM6uB9VbMTGCmCTNQUmq+G/Gdju+EfO9R7n2+l/Jdisez0xnd8Cr5me9qvIccFTLgvfJdkaGL0aNHh82MFIZG1E60TC7mOfmulo+P98FzMWTA35Tn5TF8j1M1iP8FZ6QYMwjwojOmMlUyUkoSnukOpxxhVyjKEvbNp/ygzOB5VBcpyqmUmlkbSjoy64XudsqryZMnt46D9Xdvvvlm2PmWXevhPgAqPJGPlZkhvB9KStbHsY6NGSlMflady/ibqP0bcinMsfP+ONbVq1eHzQwgFWJYtmxZ6zn570q9Am1IZ6//gp90xlTGi86YyvTrTqxE9fifM2dO2PQgMmmWWRHc9XP27NlhH3vssWFTctAT2WvsSlKpZrCUs/yc2z4xG4Y2pZna0irPSCnZ+ZXXZpaIkl2q0xclHo+hZ5ESMq/9o4zkeSnP1SsAPbBqL4z8em04I8WYzQgvOmMqUz3hmZQ84umlpIRgfRwlHrdSYpcwesD43VyWUeIwiZaogLC6H3rZaJd0LuM5GfTNUbva0hupdqylt5PfpUeVY1X7Uagtt9Qutvm5uF8CE6x5D/ROL1q0qPU8vHZp0kZfjtlQ/KQzpjJedMZUprq87GugnFKL0mzx4sVhcyslShEGgNmBiq0e6IlLSTckpYTl+FSNGz2QrK1j4Jb5mUqyqn0QclmsvI6qGxhr1Hg9tWUZ75P1dGpbL5LvOKs81XyV4H4JnEs2xuX+CvRsc14VG5qTuSH4SWdMZbzojKlMFXlZ4hFS8pIeREpEykK1HwHlHpvQnnXWWWHnZSf5rqHrofeOckfdGyUO5SVtSkfmJ3IMlGy9PHHK+8nrqeDzp59+2vpdjom28kyqAH0u5YYOHdp6bdXigQkMlJe8N46D81fivawdKPeTzpjKeNEZU5nOBMdVJylKBUoIdoui/KAsoQeMu6cywEpPZko6L1BVbVMiUl5RXlIi83hei13IVq5cGbZqIttrJ1E1r5RjlIgcK+U2P2deJa+tgtKcO9opNb2olJfMoeU16NVkjirnhuNQ3ktVwuPSHmMGOV50xlSmX5vNlhxDKcJcQO5xQKlJCcZmOvR83nfffWFffPHFjWvz+xyH+pwSR5XeUEZSXvI8LFlR0pHf7bVVltrtVsl2yiuOm9dTpU2qDIm5ncx1Tan52zHAfcYZZ4S9atWqsPk6wGZO/E15b6oxUX9KSuInnTGV8aIzpjL96r0k6hGvvIOUR/S4qcD6IYccEvbcuXPDZg5iSikdddRRYbPfv5ImJbmHKnhPScTemGpLLOXhzeE8qa221N4HnD/VaEiVJPFVgOQlSStWrAh7/PjxYTN4T48lf0fOMV836MFWXl4Hx43ZTPGiM6YyVeRlSRmFaiajPFEs4aHnj5KDnzNoPmLEiLDZbj2lZjkQS1gYcKVMozShPGIAnZJIVX/znDxeScK85EdJWyWLVQt4lRuqdnSlfGM/UF6Xwf6UmjKUHsj33nsvbN6rko68Hr2dXcy3JH7SGVMZLzpjKtOvpT3KM6eCw/RiUUZy9xYGXnlOykuW9ixZsqRxDcpNBnU5VkpElfOnguaUSuqelTxS183Hp+ZVXY+SknNJeU0px6ZBa9euDZtBbEptnielZv9Nfp/yUnmb6UXlmOj9LfFYOjhuzGaEF50xlelkcFxJJe7kMm7cuLCVfONuNAsXLgybm8Ufd9xxjXFQXlFqUr5Q2rEXJ4PMlLmUUPQyqhIZoirq8+NLvHRqs0iOiRJ5zZo1YVPO0zPL+WJAm5t5cgPPlJrSk71JWWZF7zTlL8u16J3mMerfErH30pjNCC86YyrTGXlZUoLBquEjjjgibHrDWPpx0UUXhU3P2rx588K+4IIL5JgYHGZjI0qqI488MmxWtnOsbKKk+lv2tZlOL++lKvNR31elSpSXzG9lcyCW8LB1PQPg9Dim1My9pPTkzkqcb3qtjz/++LC5KxNRpU1dwU86YyrjRWdMZTrTVr2kqpc5f9y7m5Lj8ccfD5v5eJSRDzzwQNgMvKbUzL1kQJ3eO56XpUGsnKYkoteQx6gem0Ttld6rtKdUkrahWqnzN6GHmLKT90PP4n777de4BmXoyJEjw6bs5OaebJnOueerhPLs9pqn/sJPOmMq40VnTGU6470kKqBLibNs2bKwKQknT54cNgPUM2fODHvWrFlhP/nkk41rUyJRmtALRpvV5SUV24THqHxB1fcyLxHi3xQlXlG1S5DKeaQcpfx//vnn5di4hzgTEB577LGw+frAgDiD6aoEqj8D3yX4SWdMZbzojKmMF50xldkipdQJAawSe1WrA+p2uqRPOumksKn/p06dGva0adPCZiggpWaGBWvtHnzwwbAZDlAb3fM9RjWqVe0QFKpTVz4OUtIwVyWYK9R2Wgxp8B0138uAycycb2buMJGc981j1D2o7B6F6+mMGeR40RlTmc7IS0I5oUIGqh0CE2j5XdZbUY4y2yGl5tZN3CNBJS2XJNSqcZckeVN2Mok4zy5RXcbUOBQlydJKsqpawbxTGedS1SaWNOhVclmFD7oSSvCTzpjKeNEZU5kBJS/Vrp9KNtGzxvOwJUGvtgfcfZSeOV6b0onnYgaHagSrZKdK2O1VJ6Y6fSkJppKZVeIwPZA8fujQoa1j5bUoJ1Nqen+VR7Ykw0TtWWB5aYxp4EVnTGU6mfBMlPRRUomfU+LxPKqDV0pNGUUZyV1dCWUNZZNqxaC2pSrZi6CX5OL98R5U0F15UTkOnof7P6g6Q84rv8vk9JSa3dGYMM65KelipiS1SjzvCn7SGVMZLzpjKtNJeak8TpQKqn5MBasp9yg7KZVSano2WffFOj3KKHrmGIBnWwG2IaCso3xV+YKUe73q6YiaAyW7VICbOZKUkbvsskurzbmkneeJLl++PGw2EFb1haSkBpF0xWNJ/KQzpjJedMZUpvPyUnmlKINUYFnlNqoSoZRSmjJlStgMrs+YMSNsdsCiPKI0pbxiR6/XX389bMpRFdBW3jpK3PxvuUd2PcqrqXI6VSc25rdSglJqUsKzaW1KzS5eJa8SytNKut5glvhJZ0xlvOiMqUwn5aWCkqjE00WUdzAvIeGWWKeddlrY9N4x33DYsGFhq1IgoqquVRKA2gKKUi6lpqTM9w5YD6Ugx8G9GVSHLeahUo7yeCYHLF26NGxK6pR0aZSS1YRzwHGoLmZdxE86YyrjRWdMZTovL0t21aQsoYykhFISNPf0MZCtrnHCCSeETYlDucjPlaeQ52Q1O+/hgw8+CJtSmLIzpaZHVu2yyu3CVICb90DpzLEyd5LeW26hRTsPjqumTSr4rwL5qntA1/GTzpjKeNEZU5lOVo4rKBeZS6mCwZRyKjie92RkIJtbOvHzgw8+OOwJEya0jonbSXFPBdqUiPR2UjbR3mGHHcIeP358Y9zs0cngPe+b0lF5+4YMGRI250ZVztNTSonXa1uukmp41YCIqK3GuphvSfykM6YyXnTGVKbz3suS/EnVNEd5tHrJLMoaJcGYO/jee+/Jsa+H42ZfTUozylcG4ulx7NXsqCQ/Ue2ySq8od1Alqv9oSWV/LvdU3qwKlPMaqqSp65KS+ElnTGW86IypzIDyXlKWUE5QNpW0J1fSJT+O16NXj15EykLKUXr76E1UXkBVwkQPrJKgKTVlodrZRnkU+1oapeAxvRITVOmW+u1Kyn8sL40xEi86YyozoOQlUZ64EkmpWqHn8Dv0HFJG8lzKc6oaApXILEKv684779z4GyWlShYo2dlHyTc1T8pT2kv6qblR3x9IeZUl+ElnTGW86IypTOeD4wp63FRvSBWs7bXHtmrFzmuwKVCJdFQyUnkvFb0kl5KOlKQlLcmVXOzr+NRuQfl/q9zLgeSN7Ct+0hlTGS86YyrTeXlZIndU3mGJxy0/PwPQRO28o1DXUOUrSgoTlRCQw/P2dY/zjXVMr73LlaQcqMHuvuInnTGV8aIzpjJedMZUpvPvdCUJu6rOjm5+tQ+Camqaf4eoDBjlMlfvcSXvSYThjLyhrNq5tCQs0dd3KTVnnBfVYqHXtXv9FoMJP+mMqYwXnTGV6by8LKGkTowwYTmXQXkbhPVQdimJqI5XY1JNaEuyWfJWEtxfgS0eGN7gPJXsFaBkdIm87pXBou5pc8FPOmMq40VnTGUGlLwsScwt8QhSmuWZHUqqKu+nkmNKyqnxqYTlkntIqXkfzKpRW3ZtSLZJyeel8nIwtF/oK37SGVMZLzpjKjNg2zWQEs+aahGQy8mShGd1bdUNi8f0Ve6VyqwSaauup+iVGN4XetXTlX5nMOEnnTGV8aIzpjKDQl6SvjZLzb1sfQ0CK9lVsgVUr37/bZ/3qhVU3y9pIaGOV/K8ZC+DXvS1C9pgk5p+0hlTGS86Yyoz6OTlpqKvnry+Srm+SqgN8SaWXq8kIL6hDDbpWIKfdMZUxovOmMpYXhpTGT/pjKmMF50xlfk/bxFo8v6ajR4AAAAASUVORK5CYII=" id="imagee1fcea3ed2" transform="scale(1 -1) translate(0 -159.12)" x="0" y="-35.28" width="159.12" height="159.12"/>
   </g>
   <g id="QuadContourSet_1">
    <path d="M 53.9 88.8 
L 56.1 88.8 
L 58.3 88.8 
L 60.5 88.8 
L 61.6 89.9 
L 62.7 91 
L 63.8 92.1 
L 64.9 93.2 
L 66 94.3 
L 67.1 95.4 
L 68.2 96.5 
L 68.2 98.7 
L 68.2 100.9 
L 69.3 102 
L 70.4 103.1 
L 70.4 105.3 
L 70.4 107.5 
L 70.4 109.7 
L 71.5 110.8 
L 73.7 110.8 
L 75.9 110.8 
L 78.1 110.8 
L 80.3 110.8 
L 82.5 110.8 
L 84.7 110.8 
L 86.9 110.8 
L 88 109.7 
L 88 107.5 
L 88 105.3 
L 88 103.1 
L 89.1 102 
L 91.3 102 
L 92.4 100.9 
L 92.4 98.7 
L 93.5 97.6 
L 94.6 96.5 
L 94.6 94.3 
L 95.7 93.2 
L 96.8 92.1 
L 97.9 91 
L 100.1 91 
L 102.3 91 
L 104.5 91 
L 106.7 91 
L 108.9 91 
L 110 92.1 
L 111.1 93.2 
L 112.2 94.3 
L 113.3 95.4 
L 114.4 96.5 
L 114.4 98.7 
L 115.5 99.8 
L 116.6 100.9 
L 116.6 103.1 
L 117.7 104.2 
L 118.8 105.3 
L 118.8 107.5 
L 118.8 109.7 
L 119.9 110.8 
L 121 111.9 
L 121 114.1 
L 121 116.3 
L 122.1 117.4 
L 123.2 118.5 
L 123.2 120.7 
L 123.2 122.9 
L 123.2 125.1 
L 123.2 127.3 
L 122.1 128.4 
L 119.9 128.4 
L 118.8 127.3 
L 118.8 125.1 
L 117.7 124 
L 115.5 124 
L 114.4 122.9 
L 113.3 121.8 
L 111.1 121.8 
L 108.9 121.8 
L 106.7 121.8 
L 105.6 122.9 
L 104.5 124 
L 103.4 125.1 
L 103.4 127.3 
L 104.5 128.4 
L 105.6 129.5 
L 106.7 130.6 
L 107.8 131.7 
L 108.9 132.8 
L 111.1 132.8 
L 112.2 133.9 
L 113.3 135 
L 114.4 133.9 
L 115.5 132.8 
L 117.7 132.8 
L 118.8 131.7 
L 119.9 130.6 
L 121 131.7 
L 121 133.9 
L 121 136.1 
L 121 138.3 
L 121 140.5 
L 119.9 141.6 
L 118.8 142.7 
L 118.8 144.9 
L 117.7 146 
L 116.6 147.1 
L 116.6 149.3 
L 115.5 150.4 
L 114.4 151.5 
L 113.3 152.6 
L 112.2 153.7 
L 111.1 154.8 
L 110 155.9 
L 110 158.1 
L 108.9 159.2 
L 107.8 160.3 
L 106.7 161.4 
L 104.5 161.4 
L 103.4 162.5 
L 102.3 163.6 
L 101.2 164.7 
L 100.1 165.8 
L 97.9 165.8 
L 96.8 166.9 
L 95.7 168 
L 94.6 169.1 
L 93.5 170.2 
L 91.3 170.2 
L 89.1 170.2 
L 86.9 170.2 
L 84.7 170.2 
L 82.5 170.2 
L 80.3 170.2 
L 79.2 169.1 
L 78.1 168 
L 75.9 168 
L 73.7 168 
L 71.5 168 
L 69.3 168 
L 67.1 168 
L 64.9 168 
L 63.8 166.9 
L 62.7 165.8 
L 60.5 165.8 
L 59.4 164.7 
L 58.3 163.6 
L 57.2 162.5 
L 56.1 161.4 
L 55 160.3 
L 53.9 159.2 
L 52.8 158.1 
L 51.7 157 
L 50.6 155.9 
L 49.5 154.8 
L 47.3 154.8 
L 46.2 153.7 
L 45.1 152.6 
L 44 151.5 
L 42.9 150.4 
L 41.8 149.3 
L 41.8 147.1 
L 40.7 146 
L 39.6 144.9 
L 39.6 142.7 
L 38.5 141.6 
L 37.4 140.5 
L 37.4 138.3 
L 37.4 136.1 
L 38.5 135 
L 39.6 133.9 
L 40.7 132.8 
L 42.9 132.8 
L 45.1 132.8 
L 46.2 131.7 
L 47.3 130.6 
L 49.5 130.6 
L 50.6 129.5 
L 51.7 128.4 
L 53.9 128.4 
L 55 127.3 
L 55 125.1 
L 56.1 124 
L 58.3 124 
L 59.4 122.9 
L 60.5 121.8 
L 61.6 120.7 
L 62.7 119.6 
L 63.8 118.5 
L 62.7 117.4 
L 60.5 117.4 
L 58.3 117.4 
L 56.1 117.4 
L 53.9 117.4 
L 51.7 117.4 
L 49.5 117.4 
L 48.4 116.3 
L 47.3 115.2 
L 46.2 116.3 
L 45.1 117.4 
L 42.9 117.4 
L 41.8 118.5 
L 40.7 119.6 
L 38.5 119.6 
L 37.4 118.5 
L 37.4 116.3 
L 37.4 114.1 
L 38.5 113 
L 39.6 111.9 
L 39.6 109.7 
L 40.7 108.6 
L 41.8 107.5 
L 41.8 105.3 
L 41.8 103.1 
L 42.9 102 
L 44 100.9 
L 44 98.7 
L 45.1 97.6 
L 46.2 96.5 
L 47.3 95.4 
L 48.4 94.3 
L 49.5 93.2 
L 50.6 92.1 
L 51.7 91 
L 52.8 89.9 
L 53.9 88.8 
z
" clip-path="url(#pc32d8aa11c)" 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=-36 -->
    <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-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)"/>
      <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)"/>
     </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-36" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#pfe1a43f1c7)">
    <image xlink:href="data:image/png;base64,
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" id="imagec39da495ad" 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 212.3 86.6 
L 214.5 86.6 
L 216.7 86.6 
L 218.9 86.6 
L 220 87.7 
L 221.1 88.8 
L 222.2 89.9 
L 223.3 91 
L 224.4 92.1 
L 225.5 93.2 
L 226.6 94.3 
L 226.6 96.5 
L 226.6 98.7 
L 226.6 100.9 
L 227.7 102 
L 228.8 103.1 
L 228.8 105.3 
L 228.8 107.5 
L 229.9 108.6 
L 231 107.5 
L 232.1 106.4 
L 233.2 107.5 
L 234.3 108.6 
L 236.5 108.6 
L 238.7 108.6 
L 239.8 107.5 
L 238.7 106.4 
L 237.6 105.3 
L 236.5 104.2 
L 235.4 103.1 
L 236.5 102 
L 238.7 102 
L 239.8 100.9 
L 240.9 99.8 
L 243.1 99.8 
L 244.2 100.9 
L 243.1 102 
L 242 103.1 
L 242 105.3 
L 243.1 106.4 
L 245.3 106.4 
L 246.4 105.3 
L 247.5 104.2 
L 248.6 103.1 
L 249.7 102 
L 250.8 100.9 
L 249.7 99.8 
L 248.6 98.7 
L 249.7 97.6 
L 250.8 96.5 
L 251.9 95.4 
L 253 94.3 
L 254.1 93.2 
L 255.2 92.1 
L 256.3 91 
L 257.4 89.9 
L 258.5 88.8 
L 260.7 88.8 
L 262.9 88.8 
L 265.1 88.8 
L 267.3 88.8 
L 268.4 89.9 
L 269.5 91 
L 270.6 92.1 
L 271.7 93.2 
L 272.8 94.3 
L 273.9 95.4 
L 275 96.5 
L 276.1 97.6 
L 277.2 98.7 
L 277.2 100.9 
L 277.2 103.1 
L 278.3 104.2 
L 279.4 105.3 
L 279.4 107.5 
L 279.4 109.7 
L 280.5 110.8 
L 281.6 111.9 
L 281.6 114.1 
L 281.6 116.3 
L 282.7 117.4 
L 283.8 118.5 
L 283.8 120.7 
L 283.8 122.9 
L 283.8 125.1 
L 283.8 127.3 
L 283.8 129.5 
L 283.8 131.7 
L 282.7 132.8 
L 281.6 133.9 
L 281.6 136.1 
L 281.6 138.3 
L 281.6 140.5 
L 280.5 141.6 
L 279.4 142.7 
L 278.3 143.8 
L 277.2 144.9 
L 277.2 147.1 
L 276.1 148.2 
L 275 149.3 
L 275 151.5 
L 275 153.7 
L 273.9 154.8 
L 272.8 155.9 
L 271.7 157 
L 270.6 158.1 
L 269.5 159.2 
L 268.4 160.3 
L 267.3 161.4 
L 266.2 162.5 
L 265.1 163.6 
L 264 164.7 
L 262.9 165.8 
L 261.8 166.9 
L 260.7 168 
L 258.5 168 
L 257.4 169.1 
L 256.3 170.2 
L 254.1 170.2 
L 253 171.3 
L 251.9 172.4 
L 249.7 172.4 
L 247.5 172.4 
L 245.3 172.4 
L 243.1 172.4 
L 240.9 172.4 
L 238.7 172.4 
L 236.5 172.4 
L 234.3 172.4 
L 232.1 172.4 
L 229.9 172.4 
L 228.8 171.3 
L 227.7 170.2 
L 225.5 170.2 
L 224.4 169.1 
L 223.3 168 
L 221.1 168 
L 218.9 168 
L 217.8 166.9 
L 216.7 165.8 
L 215.6 164.7 
L 214.5 163.6 
L 213.4 162.5 
L 212.3 161.4 
L 211.2 160.3 
L 210.1 159.2 
L 207.9 159.2 
L 206.8 158.1 
L 206.8 155.9 
L 206.8 153.7 
L 205.7 152.6 
L 204.6 151.5 
L 203.5 150.4 
L 201.3 150.4 
L 200.2 149.3 
L 199.1 148.2 
L 198 147.1 
L 198 144.9 
L 198 142.7 
L 196.9 141.6 
L 195.8 140.5 
L 194.7 139.4 
L 193.6 138.3 
L 193.6 136.1 
L 193.6 133.9 
L 193.6 131.7 
L 193.6 129.5 
L 193.6 127.3 
L 192.5 126.2 
L 191.4 125.1 
L 191.4 122.9 
L 191.4 120.7 
L 191.4 118.5 
L 191.4 116.3 
L 192.5 115.2 
L 193.6 114.1 
L 193.6 111.9 
L 194.7 110.8 
L 195.8 109.7 
L 195.8 107.5 
L 196.9 106.4 
L 198 105.3 
L 198 103.1 
L 199.1 102 
L 200.2 100.9 
L 200.2 98.7 
L 201.3 97.6 
L 202.4 96.5 
L 202.4 94.3 
L 203.5 93.2 
L 204.6 92.1 
L 205.7 91 
L 207.9 91 
L 209 89.9 
L 210.1 88.8 
L 211.2 87.7 
L 212.3 86.6 
z
M 234.3 104.2 
L 235.4 105.3 
L 234.3 106.4 
L 233.2 105.3 
L 234.3 104.2 
z
" clip-path="url(#pfe1a43f1c7)" 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=-29 -->
    <g style="fill: #ffffff" transform="translate(158.4 191.904375) scale(0.12 -0.12)">
     <defs>
      <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)"/>
      <path id="DejaVuSans-39" d="M 703 97 
L 703 672 
Q 941 559 1184 500 
Q 1428 441 1663 441 
Q 2288 441 2617 861 
Q 2947 1281 2994 2138 
Q 2813 1869 2534 1725 
Q 2256 1581 1919 1581 
Q 1219 1581 811 2004 
Q 403 2428 403 3163 
Q 403 3881 828 4315 
Q 1253 4750 1959 4750 
Q 2769 4750 3195 4129 
Q 3622 3509 3622 2328 
Q 3622 1225 3098 567 
Q 2575 -91 1691 -91 
Q 1453 -91 1209 -44 
Q 966 3 703 97 
z
M 1959 2075 
Q 2384 2075 2632 2365 
Q 2881 2656 2881 3163 
Q 2881 3666 2632 3958 
Q 2384 4250 1959 4250 
Q 1534 4250 1286 3958 
Q 1038 3666 1038 3163 
Q 1038 2656 1286 2365 
Q 1534 2075 1959 2075 
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-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-39" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#p7c1096e048)">
    <image xlink:href="data:image/png;base64,
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" id="image8a639d358c" transform="scale(1 -1) translate(0 -159.12)" x="317" y="-35.28" width="157.68" height="159.12"/>
   </g>
   <g id="QuadContourSet_3">
    <path d="M 372.9 84.4 
L 375.1 84.4 
L 376.2 85.5 
L 377.3 86.6 
L 378.4 87.7 
L 379.5 88.8 
L 380.6 89.9 
L 381.7 91 
L 382.8 92.1 
L 382.8 94.3 
L 383.9 95.4 
L 385 96.5 
L 385 98.7 
L 386.1 99.8 
L 387.2 100.9 
L 387.2 103.1 
L 388.3 104.2 
L 390.5 104.2 
L 391.6 103.1 
L 391.6 100.9 
L 391.6 98.7 
L 392.7 97.6 
L 393.8 98.7 
L 394.9 99.8 
L 397.1 99.8 
L 399.3 99.8 
L 400.4 100.9 
L 401.5 102 
L 403.7 102 
L 404.8 100.9 
L 405.9 99.8 
L 408.1 99.8 
L 409.2 98.7 
L 410.3 97.6 
L 411.4 96.5 
L 412.5 95.4 
L 413.6 94.3 
L 414.7 93.2 
L 415.8 92.1 
L 416.9 91 
L 419.1 91 
L 420.2 89.9 
L 421.3 88.8 
L 423.5 88.8 
L 425.7 88.8 
L 427.9 88.8 
L 429 89.9 
L 430.1 91 
L 431.2 92.1 
L 432.3 93.2 
L 433.4 94.3 
L 433.4 96.5 
L 434.5 97.6 
L 435.6 98.7 
L 435.6 100.9 
L 436.7 102 
L 437.8 103.1 
L 437.8 105.3 
L 437.8 107.5 
L 437.8 109.7 
L 438.9 110.8 
L 440 111.9 
L 440 114.1 
L 441.1 115.2 
L 442.2 116.3 
L 442.2 118.5 
L 442.2 120.7 
L 443.3 121.8 
L 444.4 122.9 
L 444.4 125.1 
L 444.4 127.3 
L 443.3 128.4 
L 442.2 129.5 
L 442.2 131.7 
L 442.2 133.9 
L 441.1 135 
L 440 136.1 
L 440 138.3 
L 438.9 139.4 
L 437.8 140.5 
L 437.8 142.7 
L 437.8 144.9 
L 436.7 146 
L 435.6 147.1 
L 434.5 148.2 
L 433.4 149.3 
L 433.4 151.5 
L 433.4 153.7 
L 432.3 154.8 
L 431.2 155.9 
L 430.1 157 
L 429 158.1 
L 427.9 159.2 
L 426.8 160.3 
L 426.8 162.5 
L 425.7 163.6 
L 424.6 164.7 
L 423.5 165.8 
L 422.4 166.9 
L 421.3 168 
L 419.1 168 
L 416.9 168 
L 415.8 169.1 
L 414.7 170.2 
L 412.5 170.2 
L 411.4 171.3 
L 410.3 172.4 
L 408.1 172.4 
L 405.9 172.4 
L 403.7 172.4 
L 402.6 173.5 
L 401.5 174.6 
L 400.4 173.5 
L 399.3 172.4 
L 397.1 172.4 
L 394.9 172.4 
L 392.7 172.4 
L 390.5 172.4 
L 388.3 172.4 
L 387.2 171.3 
L 386.1 170.2 
L 383.9 170.2 
L 382.8 169.1 
L 381.7 168 
L 379.5 168 
L 377.3 168 
L 376.2 166.9 
L 375.1 165.8 
L 372.9 165.8 
L 371.8 164.7 
L 370.7 163.6 
L 369.6 162.5 
L 368.5 161.4 
L 367.4 160.3 
L 366.3 159.2 
L 365.2 158.1 
L 364.1 157 
L 363 155.9 
L 363 153.7 
L 361.9 152.6 
L 360.8 151.5 
L 359.7 150.4 
L 357.5 150.4 
L 356.4 149.3 
L 356.4 147.1 
L 355.3 146 
L 354.2 144.9 
L 354.2 142.7 
L 353.1 141.6 
L 352 140.5 
L 352 138.3 
L 352 136.1 
L 352 133.9 
L 350.9 132.8 
L 349.8 131.7 
L 349.8 129.5 
L 349.8 127.3 
L 349.8 125.1 
L 349.8 122.9 
L 349.8 120.7 
L 349.8 118.5 
L 349.8 116.3 
L 349.8 114.1 
L 350.9 113 
L 352 111.9 
L 352 109.7 
L 353.1 108.6 
L 354.2 107.5 
L 355.3 106.4 
L 356.4 105.3 
L 356.4 103.1 
L 357.5 102 
L 358.6 100.9 
L 358.6 98.7 
L 358.6 96.5 
L 359.7 95.4 
L 360.8 94.3 
L 361.9 93.2 
L 363 92.1 
L 364.1 91 
L 365.2 89.9 
L 366.3 88.8 
L 367.4 87.7 
L 368.5 86.6 
L 370.7 86.6 
L 371.8 85.5 
L 372.9 84.4 
z
M 403.7 97.6 
L 404.8 98.7 
L 403.7 99.8 
L 402.6 98.7 
L 403.7 97.6 
z
" clip-path="url(#p7c1096e048)" 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=-25 -->
    <g style="fill: #ffffff" transform="translate(316.8 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-35" d="M 691 4666 
L 3169 4666 
L 3169 4134 
L 1269 4134 
L 1269 2991 
Q 1406 3038 1543 3061 
Q 1681 3084 1819 3084 
Q 2600 3084 3056 2656 
Q 3513 2228 3513 1497 
Q 3513 744 3044 326 
Q 2575 -91 1722 -91 
Q 1428 -91 1123 -41 
Q 819 9 494 109 
L 494 744 
Q 775 591 1075 516 
Q 1375 441 1709 441 
Q 2250 441 2565 725 
Q 2881 1009 2881 1497 
Q 2881 1984 2565 2268 
Q 2250 2553 1709 2553 
Q 1456 2553 1204 2497 
Q 953 2441 691 2322 
L 691 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-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-35" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#pbdb0bf9a6e)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAAN0AAADdCAYAAAA/xHcaAAAd4klEQVR4nO2dWcxe0/uGl+lnVlNbLdqqoaYWHahqiYRopQgxRomkicQRB0QciANBEEclTjgQQhpjkGhUVcxCayiq2qJFzfM8/4++53+9K/ve1qvt+t5+va+jp/vbw9r77cq+9zOtTVJK/yRjTDU27e8BGLOx4UlnTGU27+8B9DKbbLJJo/3PP/80bt90000b9/n7778btxMeu9lmm/3rPvl51Ji4XR3P/TlWZZdci3CfHHXMQMZvOmMq40lnTGU2SRuh91LJxpS0BCuRVGqfzTf/fxXP83crR//888+wcwm6xRZbNB5D1HmV3SZnm8ZUcj8plcl2MtAkqN90xlTGk86YygxoedkmI/ugJMr566+/Go9XMvJ///vfv45JSbxcgv3b9nzc6j6UdFSoZ8ZxKI8t9+Gzy6UwJWmbZ7OPbr2lvY7fdMZUxpPOmMoMCHmpJJGSLm0SRck57kdPoTpWjUN5+Ci5SgLouZSlhFOSUsm/ksA3r8extsnIpvOX/m1DlY4l+E1nTGU86YypzIDOvezWc5dSp0Si9FGSUsk0FRwnJZ5PSspSz12bnGsa09p4JrmPCpS3JSCoc3XraSW9Lk39pjOmMp50xlRmg/VelgRVuw3u5n+jBFMeO3UudR7K1z/++KPx2O222y7sbbfdNuwdd9wx7H333bdj3Lvuumtqgtf45ptvwl6+fHnY3377bdg//vhj4/5bbrll4z38/vvvYfO5kFzuKbmtcku5fSDgN50xlfGkM6YyA1peqv3b5CWlD+VSSdkJJdE222wT9pgxY8I+4IADwj744IPD3meffcKmJPzpp5/C3nrrrcPefvvtO8bx5Zdfhk3JR6/rr7/+GvZnn33WuA9l5KpVq8J+6623wn711Vcbr8t75rXy30r9duoTQG3vtvSqV/CbzpjKeNIZUxlPOmMq05PfdN2W86vMCX6rcDu/2/j9k1JnZgiv/dtvvzWea/fddw97+vTpYY8fP77xep9++mnY77zzTth0z/M+OR6OlfunlNJ3330XNl3sgwYNajwX99lqq63C5vfn6NGjwx4+fHjj+JYsWRL23Llzw/7kk08ar5tS5zcrUd/HJZkuKoyjzt+f+E1nTGU86YypTM/Iy5I6OLU/pQhlhpKRlCh5IjOlDO0999wz7HPOOSfsI488Muxffvkl7Ndeey3shx9+OGzKwqFDhzaOie58yloeO3bs2I5xM0Nlt912C3vRokVhMwTAc/E5Metl5513Dnvw4MFhU3ZSUn///fdhv//++2HffPPNHWOlFO62E5n6rcl/SXSvid90xlTGk86YyvS8vFQeKnrEVDaCaiVAm5IwpU55ddhhh4V93nnnNR5P7x29kbQptThuZm1QTtGbyPu59dZbw541a1YqgQnML774YtgrVqwI+4477gj7zTffbBwrPY4jRowIe6+99gqbWTIzZ84M+6uvvuoY02OPPRb2vHnzwi753YnyZJasHdGf+E1nTGU86YypTM/IS1ISHFedp5RXk55Iyo8TTzyx4/izzjorbMqlxYsXh/3888+HzSAwa9R22WWXsC+44IKw6QVduXJlo7169eqwDz/88LApL9clP//8c9i33XZb2Pfff3/Yy5YtC/vzzz8Pe4cddgib3ljK9JEjR3Zcj0nffK6UmkTJSHqkVZuNktYVtfGbzpjKeNIZU5mekZcljWFVjiX3oeePtWiUe7Nnzw6bci+llJ599tmwGaRes2ZN2KwhY5B5woQJYd9www1hH3vssakbbrzxxrCPOuqosKdMmdLVedYl9CDS4/v444+HfdVVV4X94Ycfhp0/Y/6buauUrQsWLAib8retFrIPfoYoz2d/4jedMZXxpDOmMj0jL0m3eZjMn2SuItshMF+S3HLLLR3/HjZsWNjvvfde2JSRPNdFF10U9rRp0/51rCU8+eSTYR999NFhqy5avQJzOxm8p4cypc7cUHo2Dz300LDpCZ4/f37Y9FiyfQUlL5+TKiPqT/ymM6YynnTGVKYn5WWJV4pdq5jDOHXq1LBPOOGEsOnFev3118POpQ/PRc/axRdfHPb555/ffgNrydKlS8Nmhy1KsVw2qbUWeoHjjjuu4998/vx84H78NGA+6D333BM271mtiVDS0a02ftMZUxlPOmMqU8UdtjbNP3ksJSW9VUcccUTYF154Ydjvvvtu2B9//HHYLLVhoDulzkY+9GxOnjy5q3GXQE8cy2h4n7wH5jnmJUmUm7QpT2mr9RVUWdHacPXVV3f8m/muvAalPnM3+ZuMGzcubOaDUlLSg61yMvtTavpNZ0xlPOmMqUwVeale5d32t2R5zqhRo8JmlbJaB4A5ggx05z0Zr7/++rC7lZS8tpI4lJQ//PBD2Cwj4tJVXEOAjYIoFVPSPT45DpWHyH0oL7lkF6Wt8i4r2Lwppc6Egjlz5oTNTwBW3u+3335hs5qfFek8ls+7F9c48JvOmMp40hlTmX5N5iuRnSrQefLJJzeeh/0mH3zwwbBZNkJJyXKUlMob/vRBLyLlLLdTvnGslIG8N46VUpNV6swRTalT2tIzqby/ytvHRkYq4EwoO0u59tprw2YJD4PmlJdMCmDbd97n7bffHrbqjVmyzFYN/KYzpjKedMZUprq8LKn85XZ6LJmbx/IQyrqFCxc2bt92223DZiX3JZdcIsfKPEyOg3KEcowyjccS1badq/lw3JSXrMbOvZf0OvK8+apETfdAm8dSIvN++Cx5fm5n2U0bd911V9gzZswIm/fKZ8OW7occckjYzJPl/qr3aX96Mv2mM6YynnTGVKZ67mVJYJX70zvGfomUO8zB++CDD8Km3GFOJlukt0GPIJvjqCA4pZbahyvWKA8nr8W8QzZKyiURcxXZhInjUK3HKbvU78NAvqrU5/3z3hjUz+FqQ2eccUbYbOzEKnLKaDZqmjRpUtgPPfRQ2CpQTmpLTb/pjKmMJ50xlakuL0skDmUKFx088MADw6bkeOGFF8KmpGSbbja9aWtWw2vTi6jkZYl3kPf80UcfhU0PHSUh5RvlJa/19ddfd1yPco4SjHZeDtQHg8yUl0wi4LGUmvSich/+trknU3k2zz777LCffvrpsLmw5R577BE2Pyu4Xa2tThwcN2YjwpPOmMpUL+1RjWLUetNswU2ZRi/lF198EfZll10WNiWlGk8uuShH6CGl1FQ5k9yfcpQBdO6z0047hU1JSXlE+cZSm3zcrIBntTkXbeS4VeU4r6H2obwkHCufI59dSp33ymsw2H3dddeFffrpp4fNJkX0bO+///5hM4DOHE7SbVnZusRvOmMq40lnTGU86YypzHr5psu7SCnNrLbzO47fEuzi9corr4TN7xD1HcfvGWaFMKMi34/fYhyfyrz4/vvvG/fhN41qCpuPow+6/DmGPOGZ38FMkub4+K2oslBUholq7KpgWCBfDZXhDo6JWTUTJ04Mm6vRMjzEMAu/75jlwm+6kqXWauA3nTGV8aQzpjLrRV62uV1LXLJMkKX8WLFiRdiUUJdffnnYp5xySthKKtGdzfOk1CmdVOYJ5SKvQVc6QwOUMiobRslIhh5U64G2vzGUwGtQ/lFqsqUD91eoRGhKuTxkwGvzXvksKZ+ZCP3UU0+FzWfMkAHbXQwePDhsytqSlX/z8a0r/KYzpjKedMZUpor3sgRKnBEjRoRNefDoo4+GzeyFK664ovGcbEZKSUlJ1LYmAPfjPVEuqUwV3g/34fmVJORYKdlU1k5KnZkd9OZSnlKqK8mrMoYo5VQSNcfK+8+hjGRCt1oKjftwHPRMsl0Dm9Py/w8zl2p7LInfdMZUxpPOmMr0zMrxlCNDhgwJm16s1atXh33qqac2nofShRKMMkjJppTKEp5L1gRQHc1U6wolHek1VQnL+X5qeSiOg2NV9Wc8J+WeSmBnMgElaC41VcK4Op6rsnItAzbfZcIDz9/tCrWl3su1SZL2m86YynjSGVOZfl0qi9DjxtJ7Shx64uiVIqoXP22eJ88LpLxSMlI1nlXrFCi5qBqhKjnKfXJZzHOxZQX34/G5PG0an5KBhPKNx9JT2NZ4lveqvL/77LNP2Kytu+aaa8Jm4Jt1imr9BtKWh7k+au38pjOmMp50xlSmejcwwtc1JRGlo8rtU3KM+3M7y25UGU1Kukkst6vAMm16Synl6AWl3FHSUeUL5vmM9EBynQfVNoHPUnlsOT4GqCnZlPyiHM3Hqto68Fx8lrwe5eWVV14Z9nvvvRf22LFjw1atIUqW0Fpf+E1nTGU86YypTHXvpZKa9HDR+0Rv5Pbbbx82pQLlnpI49Kwpj2hKnfJKNU9VuYq0VVC6xDuqAvG087IbPg+uecDtfH6Ez4AyVzWtVYF4Phf+Dnk5E39TSk31zMjee+8d9rhx48Lm8ljjx48Pm7K7pHK8TV6uq3xNv+mMqYwnnTGVWWfysvTVq17x3K4CrsOHDw/7+OOPb9xHnVPlHeZrEVBe8p5UyYsK7pZsVyudUmqz+Q6r3POAM2UaS5qYk6gqxNX6BbzP3APZR4n8zZ8xJS9/C46Jz0yVFTGhYs2aNY3n5/7/RR46OG7MAMCTzpjKrJW8LO0Hr/ajDGAQmN4ter5Y1sHehoTBcdVzXwVhU+qUQpRdymOpGhCVBNDZQIewhyPlaFsOI89LLyXvh02K+OzZCIrjLnkWyjPN55L/f1AeZpVnqjyZs2bNCvuJJ55ovAeivNxeKsuYAY4nnTGV6dfKceUFZJ4kZRDzM5WXktATp7bnUkSNiVKL8kqVCamcQuUFpZdNXVfJppQ6PXk8LxMNlJznc1Vj5T1zHyVBlScy/xvvm8fzGvTa8j55b8w3Vc2iONZST+b6kKF+0xlTGU86YypTpe+lekXTpmygl46Bcq7aQ+lDWaKCtSpXMw/c5v9uGiulVl7B3XQetaIOx8QVa9Q9tJUkUZKq1Xko5SiL2eCHwXi1IqySl9yf++TNgTgmtRoSPbs8L0t4FixYEDb//6gyLl5LNW/KcWMiYwYAnnTGVGat5GXpa7WkeQ89Th9//HHYEyZMCPuZZ54JmxJC5RFSBirvaI7q9UhKSnVUUx+VHKB6cSovW95LUnlw1XbeG589JajqdamklfJetq0wRPjM+H+AkveDDz4Im+U89F7SM6t+a/V/8r94NbvFbzpjKuNJZ0xlqgfHlRxhmcvbb78d9tSpU8OmpGIpB4OkqiEOpQs9Wnn/R8oLjklVkVOOMWdUrUuumuNwrCoHkXI5X8yS3k9V0sRz0RvJXE3lgVRrl9NWC03mHmFKT3pR6eXkc1XNhYYOHdp4Pzxn3hmgD5WHmeNFIY0ZAHjSGVOZnlm1h697BkZZnsOmNKtWrQqb8pJNeVQzorayERXIpiTlMcpLpxZzpBxTLeAJj+V48nHzeiq3lOeiTKNsVd5OVY2tclW5fz5WSlX+jV5KPkvmhrISntdm63WuTc9nTEployvHjRkAeNIZUxlPOmMqs86+6f5Ldooq76dupz1q1Kiwly9fHjYXduf3gmo2q9ot5GMiPIZjorud31U8j+pEpmrraPOblmGFvM0Ev+O4H7+tOCaOQ60Oy3Hzu1l9P3K7qsXLx8RvTv52DD8ww+SOO+4Ie8899wybLS54rFp+qzQjxSEDYwYAnnTGVKb6Ulkl5e/MLmDCKvenvPzwww/DVuEAyilmKeTSh8dTOim3uuoGppKWlaxTLSB4Hu6TZ3lQhvK8lF0q8Zr3Semn2ieoxsD5+gpNx6akQwuUxQzFPPLII2G//PLLYR9zzDFhsyaQzXYpWYn6v9fWuWxd4TedMZXxpDOmMlXaNSiPoNrOjBTKBtZMUYLdeeedYZ922mlhUzapLIi8Y5jKYKCco6RS3kiiaghV9zCVSUPyzBElT1XnLeV1pNzjsSoRWv2G6vwpdX4+8G+UwsuWLQv7vvvuC5ueaq7YyyR51tnx80T9PrXxm86YynjSGVOZ9SIv/0t9kgoIq0Xv99hjj7Dnzp0bNmusDj/88LApv9RSXCnp7luqzQJRXcIoHVVCcUmT1zbUElz0xvK+1ZJl3F/V/qlnyXOqJrL5uZhcQDnLdRfonT733HPDZhCctkqEUKyPpOY2/KYzpjKedMZUpmfWMiDffPNN2KyPowwaM2ZM2AcccEDYzz//fNjTpk1rPJa5k23ykjZllFqngCgJq9YEUMtpEcq9XOIqTyi9sWzISnlOGa1yL4n63dT4cu+lktK8Hr2R3IfeS36G8JkxOF6Cl8oyZoDjSWdMZarIy277wStZQyinDjnkkLDnzJkTNsv2p0yZEvbq1avDppRNqdPrqBrXlqwSqjqO8Z7pceM+qi2DWvC+bdyq45palVUF+3nP9DKq9RUYuGYwPKVOuc2/8XeZP39+2JSU7HrG/Fvep2owq/6/2XtpzADHk86YylT3Xpa84ikdKf+4P4OqBx98cNgMjr/22mthH3bYYY3H5k1bKaNKluAi9BRS7jEPkdKHpSzMMVUlQrTzkhUlPek5ZD4jr03JxmM5jkGDBoVNecjnx+dKOd622i3l5UcffRQ2n9OkSZPC5n0OGTKkcRxqxdXaMlLhN50xlfGkM6Yy/RocL3n1U7KNGDEibOZhUgbOnj077HvvvTdsLrE0bNiwsPPALf9NLx0liyrDoeRTOZY8lkHclStXNl6X5S5t8lKteaDWS1BB+r322itsBtB5n5R+3L777rs3jjUvn+JY6cGlt3nnnXcO+4QTTgibnxv8lOAKrQyaq2ZE/Sk7/aYzpjKedMZUpnpjIlVSomAVND1dXNeA0oyBVMq0pUuXhk2Zmgdu1eqwlEGUvAwO0/OnlplSay1QdvI8lFO8bltDJZUDybFyTJRjvB6fH++fEpzPT0nqXLLxGEpKBsfPOOOMsNnfkkukvfvuu2Hz/wDvjdem1FZjrYHfdMZUxpPOmMqslbws9fooT5GSnbTppWRJDmXkc889FzYXiD/66KPDXrx4cdgMlOcyg3KMkoqShfKI2+mNZLCWgW82zeEzo1xkIJpNmlTgPqVOWaw8kzyG0llVWrO8htJ03333DZvLWPG3UtI0pU4p/cADD4TNVXdpv/XWW2F/8cUXYVOO8trqfhwcN2YjxZPOmMqslbwsfUWXLKquPJmUY5RsLE2h3KEUOeigg8LmKp/MyeQKnil1rk5DmaLawVMqPfXUU2FTvlEWq8A1PZb0cKocxrykSOUz8hrqGSvZyiD4okWLwqakZv4jPc28FuV1SinNmzcvbAbBR48eHTabEfF3Z5IDn1NJ3qvKmS3xoq9L/KYzpjKedMZUpnpwvKS0h3KHkoAy48033wxbVRa//vrrYc+YMSPsN954I+wXX3yxY6xHHnlk2Kx+pheR46aU4fgoWRhMVoHbkopt1Sgp/xuvQXlFSaqePc9Lacvz8D4Z3OY5lyxZEjZlYEqdTaVU8yjKcz5jVovzs4KeTJWAQVs1lKqB33TGVMaTzpjK9GtjIqJae1MGUEIMHz688Tws26EXj6UfBx54YNgMqqbUuUIMK9JZYkOPKmUu5Rgl3q677tp4P5RplERqlZ+25k1KnqvW8OoZMzBPjyoD/0xAeP/998NmQJz3T69kSp3JCQyu8xpcoemFF14Ie+TIkY3jo4eY21XjpP7EbzpjKuNJZ0xl+rVynKjgM+UVG9cwcM1AKuXeBRdc0Hgszz958uSOcdDrdtNNN4U9atSosCmD6Fmj54+SSvWuLGlhTto8bspLp2Qr4T70UtITzHGXtC3nWNmwKL8GvcL0Fqueo9OnTw/7nnvuCZvBcebPqsC3+v9WA7/pjKmMJ50xlakuL7ttsU6PGHP7GCSdMGFC2Mzzo6RkQJbb89xLeiwXLlwYNktKOCYVZOYKOZSOPA+PLfFeKtmYowLq6hnTVs2V6GVksJueQj4X3nOee0l5ykZIPP6ll15qHBNzbumRVisgqWfRn/hNZ0xlPOmMqYwnnTGV6ZmQgUJ9k7CVAN3+TKB9+eWXw545c2bYzFTJWwmobwN+0/A7ht9DdFXze4judtU9rKRRLcn3USEHlWyuvg/ZGYz1dKpeTyVLs86O7vyUOlfL5fPnNzvrIvldxro+tSQW78drGRhjPOmMqU3PyMuSVz/3YUYKE2IvuuiisOlSZmNShglY/p9SSq+++mrYzEJhWwFmUVDKUDoymZlJ1dyHLvKSlgGljXpLVhlVspDPlaEBtZosZTf3OfbYY8POV7tluwbKRa6FwGPY1Y31e5SjqutZSaZPbfymM6YynnTGVKZn5CVR2RlKElFGMpOBNVl333132PSmsXVDSp2exksvvTRsZlFQHlG+UEbSs0YvKD1/lHK8Z5VFQTtPIlbLdympzu0lXc9YZ8e1BTgO2swAooxOqVPq0wvNZ8aEcUp11jKSbrNw+hO/6YypjCedMZWp3g2spNls3umqD9ZhqdVauWbBlClTwl6wYEHYXG6JHreUUpo1a1bYZ555Ztiss2PjWrXoPSUvvYAM+qruXMrmc6QMTkknRhOVYK2eNyUiJSUb8jKxW7VJyFdipXR85513wub9sbaOz5VdwtRnSLfLsXklVmMGOJ50xlSmZ7qBlQRxuV0tFs/WDQywUiqptQVS0s1PKakmTpwYNgO0lEGsE6OcpYeTEpQyVwV021oMdNt+QO3PnEnalKB8Lsq7SjvvuEZJzt+RXk7uQ48lfy8+M7XKarfPogZ+0xlTGU86YyrTk8FxokozFPRusbSfuZOUJbnnTjVqpeSjvGJJDiUR92GjWjZLpVdTlamo/vttOYUqD1GV83B/eiAp5egtZb4lpRm9lDyWrTVS6kxIULKanwBs99DtZ4iD48YYTzpjatMz8lJ1wFJlGpQyqjRl6dKlYbNMp62kZu7cuWEPHTo0bJYDUVKqJaoYsGcHMMop5jPy3lTQnLRJbVUhrvZR+6t1EJiHqu6Bz4K5lvnfeAxzN7legvJ28lhVbd8rkpL4TWdMZTzpjKlMz8hL0m3/ecoMetbyoGwf9KzR25lS59JPjz/+eNj0QHJ8lEFcyosNbSnHVq1aFbZa14CUJAfkf1P7cdx5PmQffB5MLshzVJv2oWxfuXJl2LznfHz8NFBSXQW+uw2C9wp+0xlTGU86YyqzSUqpp9/LJesGlJSp0DNGuZKXyPBvlGMnnXRS2OPHjw9brUpKzx/lJQPFqhyHY1KyKZd7HLcqcyEl5VMMlOf9QfugZ5H3qbzRKenfriT4r5IF1Iq1vYjfdMZUxpPOmMr0vLxUeZKUH6phkQoAs9o5L+2h906t6ElJtPfee4dNqUWJyGvQ20cJqryMpUtldRsEVxKPlMhUoqR5fqySniU5o+oTw/LSGCPxpDOmMj0pL0tWZVVyijKNdonMyv9N+UeJSAmrZKGSWiWSSN0/PYgcW349dT8cq1phKJfbTecpKbFqGxv/zXGoAD+fk8q97HVJSfymM6YynnTGVKYncy+JCphSlihJpKRL2+LvlDI8ntKW11NSsMSbSFmnmuzQpte1LeCsnhPPxX1KZLjyXnK7krhtns8Sr+OG6qVU+E1nTGU86YypTE96L4kKkqpSE+XtVBKl1BOnjilpE6/2V019KNPopaTXNM+d5HNikJ5QFivJp6RmibwkbXmUSuaW/Bbdenx7Eb/pjKmMJ50xldmg5GXJPpQuqhylbSWXddXgRpXaKFtVQascxnycShaqhkdt52pCleCUSMK2FvCEz0x5pMmGJCmJ33TGVMaTzpjKeNIZU5mez0gpadGgvivUaqAq2Tc/F4/vNszAfdTC8+p7TX1ztq22qlzvylZjUt9GJb8D4Tdm3nlMZdwM5O844jedMZXxpDOmMhuUvFTbVWIzJRezNNqWylI1cQol2VSCtZJ7bUtf/dt1c7pt3aCkJp+TstUzUr9DfgwlZUlN4EDAbzpjKuNJZ0xlel5ekpJyftUNjPurFVZT0lJQSbC1GXdJZ6uSbJH8eHUudd4SCa/aT5Qcm++jzkVK7mdDxW86YyrjSWdMZXo+4Vmh5IdaAkrJ0VyuqKB7ScC6pG6OKJnarQzM/9at/FXj7jYJQD27fNzdtmgoaYOxIeE3nTGV8aQzpjIblPeSKFmiulyVSjwll7rNjSxpJdCttGob99pQ4l1VMFCunl1bxzXVDHegSUriN50xlfGkM6YyG6z3sgZrEwTfGFHPa2N/Ljl+0xlTGU86YypjeWlMZfymM6YynnTGVOb/ACW9T63m5JqZAAAAAElFTkSuQmCC" id="imagea0b4c81332" transform="scale(1 -1) translate(0 -159.12)" x="475" y="-35.28" width="159.12" height="159.12"/>
   </g>
   <g id="QuadContourSet_4">
    <path d="M 531.3 84.4 
L 532.4 85.5 
L 533.5 86.6 
L 534.6 87.7 
L 535.7 88.8 
L 536.8 89.9 
L 537.9 91 
L 539 92.1 
L 540.1 93.2 
L 541.2 94.3 
L 542.3 95.4 
L 544.5 95.4 
L 546.7 95.4 
L 547.8 94.3 
L 548.9 93.2 
L 550 94.3 
L 551.1 95.4 
L 552.2 96.5 
L 553.3 97.6 
L 554.4 98.7 
L 555.5 99.8 
L 557.7 99.8 
L 558.8 98.7 
L 558.8 96.5 
L 559.9 95.4 
L 562.1 95.4 
L 563.2 96.5 
L 564.3 97.6 
L 565.4 96.5 
L 566.5 95.4 
L 567.6 96.5 
L 568.7 97.6 
L 569.8 96.5 
L 570.9 95.4 
L 572 94.3 
L 573.1 93.2 
L 574.2 92.1 
L 575.3 91 
L 576.4 89.9 
L 577.5 88.8 
L 579.7 88.8 
L 581.9 88.8 
L 584.1 88.8 
L 586.3 88.8 
L 587.4 89.9 
L 588.5 91 
L 589.6 92.1 
L 590.7 93.2 
L 591.8 94.3 
L 592.9 95.4 
L 594 96.5 
L 594 98.7 
L 594 100.9 
L 595.1 102 
L 596.2 103.1 
L 596.2 105.3 
L 596.2 107.5 
L 597.3 108.6 
L 598.4 109.7 
L 598.4 111.9 
L 599.5 113 
L 600.6 114.1 
L 600.6 116.3 
L 600.6 118.5 
L 600.6 120.7 
L 600.6 122.9 
L 601.7 124 
L 602.8 125.1 
L 602.8 127.3 
L 601.7 128.4 
L 600.6 129.5 
L 600.6 131.7 
L 600.6 133.9 
L 600.6 136.1 
L 599.5 137.2 
L 598.4 138.3 
L 598.4 140.5 
L 598.4 142.7 
L 597.3 143.8 
L 596.2 144.9 
L 596.2 147.1 
L 595.1 148.2 
L 594 149.3 
L 592.9 150.4 
L 591.8 151.5 
L 591.8 153.7 
L 590.7 154.8 
L 589.6 155.9 
L 588.5 157 
L 587.4 158.1 
L 587.4 160.3 
L 586.3 161.4 
L 585.2 162.5 
L 584.1 163.6 
L 583 164.7 
L 581.9 165.8 
L 580.8 166.9 
L 579.7 168 
L 577.5 168 
L 575.3 168 
L 573.1 168 
L 572 169.1 
L 570.9 170.2 
L 569.8 171.3 
L 568.7 172.4 
L 566.5 172.4 
L 564.3 172.4 
L 562.1 172.4 
L 561 173.5 
L 559.9 174.6 
L 557.7 174.6 
L 556.6 173.5 
L 555.5 172.4 
L 553.3 172.4 
L 551.1 172.4 
L 548.9 172.4 
L 547.8 171.3 
L 546.7 170.2 
L 544.5 170.2 
L 542.3 170.2 
L 540.1 170.2 
L 539 169.1 
L 537.9 168 
L 535.7 168 
L 534.6 166.9 
L 533.5 165.8 
L 531.3 165.8 
L 530.2 164.7 
L 529.1 163.6 
L 528 162.5 
L 526.9 161.4 
L 525.8 160.3 
L 524.7 159.2 
L 523.6 158.1 
L 522.5 157 
L 521.4 155.9 
L 520.3 154.8 
L 519.2 153.7 
L 518.1 152.6 
L 517 151.5 
L 515.9 150.4 
L 514.8 149.3 
L 513.7 148.2 
L 512.6 147.1 
L 512.6 144.9 
L 511.5 143.8 
L 510.4 142.7 
L 510.4 140.5 
L 509.3 139.4 
L 508.2 138.3 
L 508.2 136.1 
L 508.2 133.9 
L 508.2 131.7 
L 508.2 129.5 
L 508.2 127.3 
L 508.2 125.1 
L 508.2 122.9 
L 508.2 120.7 
L 508.2 118.5 
L 508.2 116.3 
L 508.2 114.1 
L 509.3 113 
L 510.4 111.9 
L 510.4 109.7 
L 511.5 108.6 
L 512.6 107.5 
L 512.6 105.3 
L 513.7 104.2 
L 514.8 103.1 
L 514.8 100.9 
L 515.9 99.8 
L 517 98.7 
L 517 96.5 
L 518.1 95.4 
L 519.2 94.3 
L 520.3 93.2 
L 521.4 92.1 
L 522.5 91 
L 523.6 89.9 
L 524.7 88.8 
L 525.8 87.7 
L 526.9 86.6 
L 529.1 86.6 
L 530.2 85.5 
L 531.3 84.4 
z
" clip-path="url(#pbdb0bf9a6e)" 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=-22 -->
    <g style="fill: #ffffff" transform="translate(475.2 191.904375) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#p63d9137e77)">
    <image xlink:href="data:image/png;base64,
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" id="imagec24bde7184" transform="scale(1 -1) translate(0 -159.12)" x="634" y="-35.28" width="158.4" height="159.12"/>
   </g>
   <g id="QuadContourSet_5">
    <path d="M 687.5 84.4 
L 689.7 84.4 
L 690.8 85.5 
L 691.9 86.6 
L 693 87.7 
L 694.1 88.8 
L 696.3 88.8 
L 697.4 89.9 
L 698.5 91 
L 700.7 91 
L 702.9 91 
L 705.1 91 
L 706.2 89.9 
L 707.3 88.8 
L 708.4 89.9 
L 709.5 91 
L 710.6 92.1 
L 711.7 93.2 
L 712.8 94.3 
L 713.9 95.4 
L 715 94.3 
L 716.1 93.2 
L 717.2 92.1 
L 718.3 91 
L 720.5 91 
L 722.7 91 
L 724.9 91 
L 726 92.1 
L 727.1 93.2 
L 728.2 92.1 
L 729.3 91 
L 730.4 89.9 
L 731.5 88.8 
L 733.7 88.8 
L 735.9 88.8 
L 738.1 88.8 
L 740.3 88.8 
L 742.5 88.8 
L 744.7 88.8 
L 745.8 89.9 
L 746.9 91 
L 748 92.1 
L 749.1 93.2 
L 750.2 94.3 
L 750.2 96.5 
L 751.3 97.6 
L 752.4 98.7 
L 752.4 100.9 
L 753.5 102 
L 754.6 103.1 
L 754.6 105.3 
L 755.7 106.4 
L 756.8 107.5 
L 756.8 109.7 
L 756.8 111.9 
L 757.9 113 
L 759 114.1 
L 759 116.3 
L 759 118.5 
L 759 120.7 
L 759 122.9 
L 760.1 124 
L 761.2 125.1 
L 761.2 127.3 
L 761.2 129.5 
L 761.2 131.7 
L 760.1 132.8 
L 759 133.9 
L 759 136.1 
L 759 138.3 
L 757.9 139.4 
L 756.8 140.5 
L 756.8 142.7 
L 756.8 144.9 
L 755.7 146 
L 754.6 147.1 
L 754.6 149.3 
L 753.5 150.4 
L 752.4 151.5 
L 751.3 152.6 
L 750.2 153.7 
L 749.1 154.8 
L 748 155.9 
L 748 158.1 
L 746.9 159.2 
L 745.8 160.3 
L 744.7 161.4 
L 743.6 162.5 
L 742.5 163.6 
L 741.4 164.7 
L 740.3 165.8 
L 739.2 166.9 
L 738.1 168 
L 735.9 168 
L 734.8 169.1 
L 733.7 170.2 
L 731.5 170.2 
L 729.3 170.2 
L 727.1 170.2 
L 724.9 170.2 
L 723.8 171.3 
L 722.7 172.4 
L 720.5 172.4 
L 718.3 172.4 
L 716.1 172.4 
L 713.9 172.4 
L 711.7 172.4 
L 709.5 172.4 
L 707.3 172.4 
L 706.2 171.3 
L 705.1 170.2 
L 702.9 170.2 
L 700.7 170.2 
L 698.5 170.2 
L 696.3 170.2 
L 695.2 169.1 
L 694.1 168 
L 691.9 168 
L 690.8 166.9 
L 689.7 165.8 
L 688.6 164.7 
L 687.5 163.6 
L 685.3 163.6 
L 684.2 162.5 
L 683.1 161.4 
L 682 160.3 
L 680.9 159.2 
L 679.8 158.1 
L 678.7 157 
L 677.6 155.9 
L 676.5 154.8 
L 675.4 153.7 
L 675.4 151.5 
L 674.3 150.4 
L 673.2 149.3 
L 672.1 148.2 
L 671 147.1 
L 671 144.9 
L 669.9 143.8 
L 668.8 142.7 
L 667.7 141.6 
L 666.6 140.5 
L 666.6 138.3 
L 666.6 136.1 
L 666.6 133.9 
L 666.6 131.7 
L 666.6 129.5 
L 666.6 127.3 
L 666.6 125.1 
L 666.6 122.9 
L 666.6 120.7 
L 666.6 118.5 
L 666.6 116.3 
L 666.6 114.1 
L 666.6 111.9 
L 667.7 110.8 
L 668.8 109.7 
L 668.8 107.5 
L 669.9 106.4 
L 671 105.3 
L 672.1 104.2 
L 673.2 103.1 
L 673.2 100.9 
L 674.3 99.8 
L 675.4 98.7 
L 676.5 97.6 
L 677.6 96.5 
L 677.6 94.3 
L 677.6 92.1 
L 678.7 91 
L 679.8 89.9 
L 680.9 88.8 
L 682 87.7 
L 683.1 86.6 
L 685.3 86.6 
L 686.4 85.5 
L 687.5 84.4 
z
" clip-path="url(#p63d9137e77)" 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=-18 -->
    <g style="fill: #ffffff" transform="translate(633.6 191.904375) 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)"/>
      <path id="DejaVuSans-38" d="M 2034 2216 
Q 1584 2216 1326 1975 
Q 1069 1734 1069 1313 
Q 1069 891 1326 650 
Q 1584 409 2034 409 
Q 2484 409 2743 651 
Q 3003 894 3003 1313 
Q 3003 1734 2745 1975 
Q 2488 2216 2034 2216 
z
M 1403 2484 
Q 997 2584 770 2862 
Q 544 3141 544 3541 
Q 544 4100 942 4425 
Q 1341 4750 2034 4750 
Q 2731 4750 3128 4425 
Q 3525 4100 3525 3541 
Q 3525 3141 3298 2862 
Q 3072 2584 2669 2484 
Q 3125 2378 3379 2068 
Q 3634 1759 3634 1313 
Q 3634 634 3220 271 
Q 2806 -91 2034 -91 
Q 1263 -91 848 271 
Q 434 634 434 1313 
Q 434 1759 690 2068 
Q 947 2378 1403 2484 
z
M 1172 3481 
Q 1172 3119 1398 2916 
Q 1625 2713 2034 2713 
Q 2441 2713 2670 2916 
Q 2900 3119 2900 3481 
Q 2900 3844 2670 4047 
Q 2441 4250 2034 4250 
Q 1625 4250 1398 4047 
Q 1172 3844 1172 3481 
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-38" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#p420b3d020c)">
    <image xlink:href="data:image/png;base64,
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" id="image0b681e9c41" 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 872.3 73.4 
L 874.5 73.4 
L 875.6 74.5 
L 875.6 76.7 
L 876.7 77.8 
L 877.8 78.9 
L 878.9 80 
L 880 81.1 
L 880 83.3 
L 881.1 84.4 
L 882.2 85.5 
L 883.3 86.6 
L 884.4 87.7 
L 885.5 88.8 
L 886.6 87.7 
L 887.7 86.6 
L 889.9 86.6 
L 892.1 86.6 
L 894.3 86.6 
L 896.5 86.6 
L 898.7 86.6 
L 900.9 86.6 
L 903.1 86.6 
L 904.2 87.7 
L 904.2 89.9 
L 905.3 91 
L 906.4 92.1 
L 907.5 93.2 
L 908.6 94.3 
L 908.6 96.5 
L 909.7 97.6 
L 910.8 98.7 
L 910.8 100.9 
L 911.9 102 
L 913 103.1 
L 913 105.3 
L 914.1 106.4 
L 915.2 107.5 
L 915.2 109.7 
L 915.2 111.9 
L 916.3 113 
L 917.4 114.1 
L 917.4 116.3 
L 917.4 118.5 
L 917.4 120.7 
L 918.5 121.8 
L 919.6 122.9 
L 919.6 125.1 
L 919.6 127.3 
L 919.6 129.5 
L 919.6 131.7 
L 918.5 132.8 
L 917.4 133.9 
L 917.4 136.1 
L 917.4 138.3 
L 917.4 140.5 
L 916.3 141.6 
L 915.2 142.7 
L 915.2 144.9 
L 915.2 147.1 
L 914.1 148.2 
L 913 149.3 
L 911.9 150.4 
L 910.8 151.5 
L 909.7 152.6 
L 908.6 153.7 
L 908.6 155.9 
L 907.5 157 
L 906.4 158.1 
L 905.3 159.2 
L 904.2 160.3 
L 903.1 161.4 
L 902 162.5 
L 900.9 163.6 
L 899.8 164.7 
L 898.7 165.8 
L 897.6 166.9 
L 896.5 168 
L 894.3 168 
L 893.2 169.1 
L 892.1 170.2 
L 889.9 170.2 
L 887.7 170.2 
L 885.5 170.2 
L 884.4 171.3 
L 883.3 172.4 
L 881.1 172.4 
L 878.9 172.4 
L 876.7 172.4 
L 874.5 172.4 
L 872.3 172.4 
L 870.1 172.4 
L 867.9 172.4 
L 865.7 172.4 
L 864.6 171.3 
L 863.5 170.2 
L 862.4 171.3 
L 861.3 172.4 
L 860.2 171.3 
L 859.1 170.2 
L 856.9 170.2 
L 854.7 170.2 
L 853.6 169.1 
L 852.5 168 
L 850.3 168 
L 849.2 166.9 
L 848.1 165.8 
L 847 164.7 
L 845.9 163.6 
L 843.7 163.6 
L 842.6 162.5 
L 841.5 161.4 
L 840.4 160.3 
L 839.3 159.2 
L 838.2 158.1 
L 837.1 157 
L 836 155.9 
L 834.9 154.8 
L 833.8 153.7 
L 832.7 152.6 
L 831.6 151.5 
L 830.5 150.4 
L 829.4 149.3 
L 829.4 147.1 
L 828.3 146 
L 827.2 144.9 
L 827.2 142.7 
L 826.1 141.6 
L 825 140.5 
L 825 138.3 
L 825 136.1 
L 825 133.9 
L 825 131.7 
L 823.9 130.6 
L 822.8 129.5 
L 822.8 127.3 
L 822.8 125.1 
L 823.9 124 
L 825 122.9 
L 823.9 121.8 
L 822.8 120.7 
L 822.8 118.5 
L 823.9 117.4 
L 825 116.3 
L 825 114.1 
L 826.1 113 
L 827.2 111.9 
L 827.2 109.7 
L 827.2 107.5 
L 828.3 106.4 
L 829.4 105.3 
L 830.5 104.2 
L 831.6 103.1 
L 832.7 102 
L 833.8 100.9 
L 833.8 98.7 
L 834.9 97.6 
L 836 96.5 
L 836 94.3 
L 837.1 93.2 
L 838.2 92.1 
L 838.2 89.9 
L 839.3 88.8 
L 840.4 87.7 
L 841.5 86.6 
L 843.7 86.6 
L 844.8 85.5 
L 845.9 84.4 
L 848.1 84.4 
L 850.3 84.4 
L 852.5 84.4 
L 854.7 84.4 
L 856.9 84.4 
L 858 85.5 
L 859.1 86.6 
L 861.3 86.6 
L 862.4 85.5 
L 863.5 84.4 
L 865.7 84.4 
L 867.9 84.4 
L 869 83.3 
L 869 81.1 
L 869 78.9 
L 869 76.7 
L 870.1 75.6 
L 871.2 74.5 
L 872.3 73.4 
z
M 872.3 86.6 
L 871.2 87.7 
L 872.3 88.8 
L 874.5 88.8 
L 875.6 87.7 
L 874.5 86.6 
L 872.3 86.6 
z
" clip-path="url(#p420b3d020c)" 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=-15 -->
    <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-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-35" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#pb26481f260)">
    <image xlink:href="data:image/png;base64,
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" id="image2f18c981a3" transform="scale(1 -1) translate(0 -157.68)" x="950" y="-36.72" width="159.12" height="157.68"/>
   </g>
   <g id="QuadContourSet_7">
    <path d="M 1028.5 66.8 
L 1029.6 67.9 
L 1030.7 69 
L 1031.8 70.1 
L 1032.9 71.2 
L 1034 70.1 
L 1035.1 69 
L 1037.3 69 
L 1038.4 70.1 
L 1039.5 71.2 
L 1040.6 72.3 
L 1041.7 73.4 
L 1042.8 74.5 
L 1043.9 75.6 
L 1045 76.7 
L 1046.1 77.8 
L 1047.2 78.9 
L 1048.3 80 
L 1050.5 80 
L 1052.7 80 
L 1054.9 80 
L 1057.1 80 
L 1058.2 78.9 
L 1059.3 77.8 
L 1060.4 78.9 
L 1061.5 80 
L 1062.6 81.1 
L 1063.7 82.2 
L 1064.8 83.3 
L 1064.8 85.5 
L 1065.9 86.6 
L 1067 87.7 
L 1067 89.9 
L 1067 92.1 
L 1068.1 93.2 
L 1069.2 94.3 
L 1069.2 96.5 
L 1069.2 98.7 
L 1069.2 100.9 
L 1070.3 102 
L 1071.4 103.1 
L 1071.4 105.3 
L 1072.5 106.4 
L 1073.6 107.5 
L 1073.6 109.7 
L 1074.7 110.8 
L 1075.8 111.9 
L 1075.8 114.1 
L 1075.8 116.3 
L 1076.9 117.4 
L 1078 118.5 
L 1078 120.7 
L 1078 122.9 
L 1078 125.1 
L 1078 127.3 
L 1078 129.5 
L 1078 131.7 
L 1076.9 132.8 
L 1075.8 133.9 
L 1075.8 136.1 
L 1075.8 138.3 
L 1075.8 140.5 
L 1074.7 141.6 
L 1073.6 142.7 
L 1073.6 144.9 
L 1073.6 147.1 
L 1072.5 148.2 
L 1071.4 149.3 
L 1070.3 150.4 
L 1069.2 151.5 
L 1068.1 152.6 
L 1067 153.7 
L 1067 155.9 
L 1065.9 157 
L 1064.8 158.1 
L 1063.7 159.2 
L 1062.6 160.3 
L 1062.6 162.5 
L 1061.5 163.6 
L 1060.4 164.7 
L 1059.3 165.8 
L 1057.1 165.8 
L 1056 166.9 
L 1054.9 168 
L 1052.7 168 
L 1050.5 168 
L 1049.4 169.1 
L 1048.3 170.2 
L 1046.1 170.2 
L 1043.9 170.2 
L 1041.7 170.2 
L 1040.6 171.3 
L 1039.5 172.4 
L 1037.3 172.4 
L 1035.1 172.4 
L 1034 171.3 
L 1032.9 170.2 
L 1030.7 170.2 
L 1028.5 170.2 
L 1026.3 170.2 
L 1024.1 170.2 
L 1021.9 170.2 
L 1019.7 170.2 
L 1017.5 170.2 
L 1015.3 170.2 
L 1013.1 170.2 
L 1012 169.1 
L 1010.9 168 
L 1008.7 168 
L 1007.6 166.9 
L 1006.5 165.8 
L 1005.4 164.7 
L 1004.3 163.6 
L 1002.1 163.6 
L 1001 162.5 
L 999.9 161.4 
L 997.7 161.4 
L 996.6 160.3 
L 995.5 159.2 
L 994.4 158.1 
L 993.3 157 
L 992.2 155.9 
L 992.2 153.7 
L 991.1 152.6 
L 990 151.5 
L 988.9 150.4 
L 987.8 149.3 
L 987.8 147.1 
L 986.7 146 
L 985.6 144.9 
L 984.5 143.8 
L 983.4 142.7 
L 983.4 140.5 
L 983.4 138.3 
L 983.4 136.1 
L 982.3 135 
L 981.2 133.9 
L 981.2 131.7 
L 981.2 129.5 
L 981.2 127.3 
L 981.2 125.1 
L 982.3 124 
L 983.4 122.9 
L 983.4 120.7 
L 983.4 118.5 
L 983.4 116.3 
L 983.4 114.1 
L 983.4 111.9 
L 984.5 110.8 
L 985.6 109.7 
L 985.6 107.5 
L 985.6 105.3 
L 986.7 104.2 
L 987.8 103.1 
L 988.9 102 
L 990 100.9 
L 991.1 99.8 
L 992.2 98.7 
L 993.3 97.6 
L 994.4 96.5 
L 994.4 94.3 
L 994.4 92.1 
L 995.5 91 
L 996.6 89.9 
L 996.6 87.7 
L 996.6 85.5 
L 997.7 84.4 
L 998.8 83.3 
L 998.8 81.1 
L 999.9 80 
L 1001 78.9 
L 1001 76.7 
L 1002.1 75.6 
L 1003.2 76.7 
L 1004.3 77.8 
L 1005.4 78.9 
L 1006.5 80 
L 1008.7 80 
L 1010.9 80 
L 1012 78.9 
L 1013.1 77.8 
L 1015.3 77.8 
L 1017.5 77.8 
L 1018.6 76.7 
L 1018.6 74.5 
L 1019.7 73.4 
L 1021.9 73.4 
L 1023 72.3 
L 1024.1 71.2 
L 1026.3 71.2 
L 1027.4 70.1 
L 1027.4 67.9 
L 1028.5 66.8 
z
" clip-path="url(#pb26481f260)" 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 978.718125 194.4 
L 978.718125 182.78625 
L 950.4 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-8 -->
    <g style="fill: #ffffff" transform="translate(950.4 191.904375) 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-38" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p31886622ef)">
    <image xlink:href="data:image/png;base64,
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" id="image4f857ebe82" 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 1184.7 64.6 
L 1186.9 64.6 
L 1188 65.7 
L 1189.1 66.8 
L 1191.3 66.8 
L 1192.4 65.7 
L 1193.5 64.6 
L 1194.6 65.7 
L 1195.7 66.8 
L 1196.8 67.9 
L 1197.9 69 
L 1199 70.1 
L 1200.1 71.2 
L 1201.2 72.3 
L 1202.3 73.4 
L 1204.5 73.4 
L 1205.6 74.5 
L 1205.6 76.7 
L 1206.7 77.8 
L 1208.9 77.8 
L 1210 76.7 
L 1211.1 75.6 
L 1212.2 76.7 
L 1213.3 77.8 
L 1215.5 77.8 
L 1217.7 77.8 
L 1219.9 77.8 
L 1221 78.9 
L 1222.1 80 
L 1223.2 81.1 
L 1223.2 83.3 
L 1224.3 84.4 
L 1225.4 85.5 
L 1225.4 87.7 
L 1226.5 88.8 
L 1227.6 89.9 
L 1227.6 92.1 
L 1227.6 94.3 
L 1227.6 96.5 
L 1228.7 97.6 
L 1229.8 98.7 
L 1229.8 100.9 
L 1229.8 103.1 
L 1229.8 105.3 
L 1229.8 107.5 
L 1230.9 108.6 
L 1232 109.7 
L 1233.1 110.8 
L 1234.2 111.9 
L 1234.2 114.1 
L 1234.2 116.3 
L 1234.2 118.5 
L 1234.2 120.7 
L 1234.2 122.9 
L 1235.3 124 
L 1236.4 125.1 
L 1236.4 127.3 
L 1236.4 129.5 
L 1236.4 131.7 
L 1235.3 132.8 
L 1234.2 133.9 
L 1234.2 136.1 
L 1234.2 138.3 
L 1234.2 140.5 
L 1233.1 141.6 
L 1232 142.7 
L 1232 144.9 
L 1232 147.1 
L 1230.9 148.2 
L 1229.8 149.3 
L 1228.7 150.4 
L 1227.6 151.5 
L 1227.6 153.7 
L 1226.5 154.8 
L 1225.4 155.9 
L 1224.3 157 
L 1223.2 158.1 
L 1222.1 159.2 
L 1221 160.3 
L 1221 162.5 
L 1219.9 163.6 
L 1218.8 164.7 
L 1217.7 165.8 
L 1215.5 165.8 
L 1214.4 166.9 
L 1213.3 168 
L 1211.1 168 
L 1208.9 168 
L 1207.8 169.1 
L 1206.7 170.2 
L 1204.5 170.2 
L 1202.3 170.2 
L 1200.1 170.2 
L 1197.9 170.2 
L 1195.7 170.2 
L 1194.6 171.3 
L 1193.5 172.4 
L 1192.4 171.3 
L 1191.3 170.2 
L 1189.1 170.2 
L 1186.9 170.2 
L 1184.7 170.2 
L 1182.5 170.2 
L 1180.3 170.2 
L 1178.1 170.2 
L 1175.9 170.2 
L 1173.7 170.2 
L 1172.6 169.1 
L 1171.5 168 
L 1169.3 168 
L 1168.2 166.9 
L 1167.1 165.8 
L 1164.9 165.8 
L 1163.8 164.7 
L 1162.7 163.6 
L 1160.5 163.6 
L 1159.4 162.5 
L 1158.3 161.4 
L 1156.1 161.4 
L 1155 160.3 
L 1153.9 159.2 
L 1152.8 158.1 
L 1151.7 157 
L 1150.6 155.9 
L 1150.6 153.7 
L 1149.5 152.6 
L 1148.4 151.5 
L 1147.3 150.4 
L 1146.2 149.3 
L 1145.1 148.2 
L 1144 147.1 
L 1144 144.9 
L 1142.9 143.8 
L 1141.8 142.7 
L 1141.8 140.5 
L 1141.8 138.3 
L 1141.8 136.1 
L 1140.7 135 
L 1139.6 133.9 
L 1139.6 131.7 
L 1139.6 129.5 
L 1139.6 127.3 
L 1139.6 125.1 
L 1140.7 124 
L 1141.8 122.9 
L 1141.8 120.7 
L 1141.8 118.5 
L 1141.8 116.3 
L 1141.8 114.1 
L 1141.8 111.9 
L 1142.9 110.8 
L 1144 109.7 
L 1144 107.5 
L 1144 105.3 
L 1145.1 104.2 
L 1146.2 103.1 
L 1147.3 102 
L 1148.4 100.9 
L 1149.5 99.8 
L 1150.6 98.7 
L 1150.6 96.5 
L 1150.6 94.3 
L 1151.7 93.2 
L 1152.8 92.1 
L 1152.8 89.9 
L 1152.8 87.7 
L 1153.9 86.6 
L 1155 85.5 
L 1155 83.3 
L 1156.1 82.2 
L 1157.2 81.1 
L 1157.2 78.9 
L 1157.2 76.7 
L 1158.3 75.6 
L 1159.4 74.5 
L 1160.5 73.4 
L 1162.7 73.4 
L 1163.8 74.5 
L 1164.9 75.6 
L 1167.1 75.6 
L 1169.3 75.6 
L 1171.5 75.6 
L 1173.7 75.6 
L 1174.8 74.5 
L 1175.9 73.4 
L 1177 72.3 
L 1178.1 71.2 
L 1180.3 71.2 
L 1181.4 70.1 
L 1182.5 69 
L 1183.6 67.9 
L 1183.6 65.7 
L 1184.7 64.6 
z
" clip-path="url(#p31886622ef)" 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=-4 -->
    <g style="fill: #ffffff" transform="translate(1108.8 191.904375) 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"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#p0ae92642db)">
    <image xlink:href="data:image/png;base64,
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" id="imaged878f73e55" 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 1343.1 64.6 
L 1345.3 64.6 
L 1347.5 64.6 
L 1349.7 64.6 
L 1351.9 64.6 
L 1353 65.7 
L 1354.1 66.8 
L 1356.3 66.8 
L 1357.4 67.9 
L 1358.5 69 
L 1360.7 69 
L 1362.9 69 
L 1364 70.1 
L 1364 72.3 
L 1365.1 73.4 
L 1366.2 74.5 
L 1367.3 75.6 
L 1368.4 74.5 
L 1369.5 73.4 
L 1370.6 74.5 
L 1371.7 75.6 
L 1373.9 75.6 
L 1376.1 75.6 
L 1377.2 76.7 
L 1378.3 77.8 
L 1380.5 77.8 
L 1381.6 78.9 
L 1381.6 81.1 
L 1382.7 82.2 
L 1383.8 83.3 
L 1383.8 85.5 
L 1383.8 87.7 
L 1384.9 88.8 
L 1386 89.9 
L 1386 92.1 
L 1386 94.3 
L 1387.1 95.4 
L 1388.2 96.5 
L 1388.2 98.7 
L 1388.2 100.9 
L 1388.2 103.1 
L 1388.2 105.3 
L 1388.2 107.5 
L 1389.3 108.6 
L 1390.4 109.7 
L 1390.4 111.9 
L 1391.5 113 
L 1392.6 114.1 
L 1392.6 116.3 
L 1392.6 118.5 
L 1392.6 120.7 
L 1392.6 122.9 
L 1392.6 125.1 
L 1393.7 126.2 
L 1394.8 127.3 
L 1394.8 129.5 
L 1394.8 131.7 
L 1393.7 132.8 
L 1392.6 133.9 
L 1392.6 136.1 
L 1392.6 138.3 
L 1392.6 140.5 
L 1391.5 141.6 
L 1390.4 142.7 
L 1390.4 144.9 
L 1389.3 146 
L 1388.2 147.1 
L 1388.2 149.3 
L 1388.2 151.5 
L 1387.1 152.6 
L 1386 153.7 
L 1384.9 154.8 
L 1383.8 155.9 
L 1382.7 157 
L 1381.6 158.1 
L 1380.5 159.2 
L 1379.4 160.3 
L 1379.4 162.5 
L 1378.3 163.6 
L 1377.2 164.7 
L 1376.1 165.8 
L 1373.9 165.8 
L 1372.8 166.9 
L 1371.7 168 
L 1369.5 168 
L 1367.3 168 
L 1366.2 169.1 
L 1365.1 170.2 
L 1362.9 170.2 
L 1360.7 170.2 
L 1358.5 170.2 
L 1356.3 170.2 
L 1354.1 170.2 
L 1351.9 170.2 
L 1349.7 170.2 
L 1347.5 170.2 
L 1345.3 170.2 
L 1343.1 170.2 
L 1340.9 170.2 
L 1338.7 170.2 
L 1336.5 170.2 
L 1335.4 169.1 
L 1334.3 168 
L 1332.1 168 
L 1329.9 168 
L 1327.7 168 
L 1326.6 166.9 
L 1325.5 165.8 
L 1323.3 165.8 
L 1322.2 164.7 
L 1321.1 163.6 
L 1318.9 163.6 
L 1317.8 162.5 
L 1316.7 161.4 
L 1314.5 161.4 
L 1313.4 160.3 
L 1312.3 159.2 
L 1311.2 158.1 
L 1310.1 157 
L 1309 155.9 
L 1307.9 154.8 
L 1306.8 153.7 
L 1306.8 151.5 
L 1305.7 150.4 
L 1304.6 149.3 
L 1303.5 148.2 
L 1302.4 147.1 
L 1302.4 144.9 
L 1302.4 142.7 
L 1301.3 141.6 
L 1300.2 140.5 
L 1300.2 138.3 
L 1300.2 136.1 
L 1300.2 133.9 
L 1300.2 131.7 
L 1300.2 129.5 
L 1299.1 128.4 
L 1298 127.3 
L 1298 125.1 
L 1298 122.9 
L 1299.1 121.8 
L 1300.2 120.7 
L 1300.2 118.5 
L 1300.2 116.3 
L 1300.2 114.1 
L 1300.2 111.9 
L 1301.3 110.8 
L 1302.4 109.7 
L 1302.4 107.5 
L 1303.5 106.4 
L 1304.6 105.3 
L 1304.6 103.1 
L 1305.7 102 
L 1306.8 100.9 
L 1306.8 98.7 
L 1306.8 96.5 
L 1307.9 95.4 
L 1309 94.3 
L 1309 92.1 
L 1310.1 91 
L 1311.2 89.9 
L 1311.2 87.7 
L 1311.2 85.5 
L 1312.3 84.4 
L 1313.4 83.3 
L 1314.5 82.2 
L 1315.6 81.1 
L 1315.6 78.9 
L 1315.6 76.7 
L 1316.7 75.6 
L 1317.8 74.5 
L 1318.9 73.4 
L 1320 72.3 
L 1321.1 71.2 
L 1323.3 71.2 
L 1324.4 72.3 
L 1325.5 73.4 
L 1327.7 73.4 
L 1329.9 73.4 
L 1332.1 73.4 
L 1333.2 72.3 
L 1333.2 70.1 
L 1334.3 69 
L 1335.4 67.9 
L 1336.5 66.8 
L 1338.7 66.8 
L 1340.9 66.8 
L 1342 65.7 
L 1343.1 64.6 
z
" clip-path="url(#p0ae92642db)" 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 1295.518125 194.4 
L 1295.518125 182.78625 
L 1267.2 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-1 -->
    <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-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-31" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p1f435087e6)">
    <image xlink:href="data:image/png;base64,
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" id="image2140bc4da4" transform="scale(1 -1) translate(0 -157.68)" x="1426" y="-36.72" width="157.68" height="157.68"/>
   </g>
   <g id="QuadContourSet_10">
    <path d="M 1494.9 62.4 
L 1496 63.5 
L 1497.1 64.6 
L 1499.3 64.6 
L 1501.5 64.6 
L 1503.7 64.6 
L 1505.9 64.6 
L 1508.1 64.6 
L 1510.3 64.6 
L 1512.5 64.6 
L 1514.7 64.6 
L 1515.8 65.7 
L 1516.9 66.8 
L 1519.1 66.8 
L 1521.3 66.8 
L 1522.4 67.9 
L 1523.5 69 
L 1524.6 70.1 
L 1525.7 71.2 
L 1527.9 71.2 
L 1530.1 71.2 
L 1531.2 72.3 
L 1532.3 73.4 
L 1533.4 74.5 
L 1534.5 75.6 
L 1536.7 75.6 
L 1537.8 76.7 
L 1538.9 77.8 
L 1540 78.9 
L 1540 81.1 
L 1541.1 82.2 
L 1542.2 83.3 
L 1542.2 85.5 
L 1543.3 86.6 
L 1544.4 87.7 
L 1544.4 89.9 
L 1544.4 92.1 
L 1545.5 93.2 
L 1546.6 94.3 
L 1546.6 96.5 
L 1546.6 98.7 
L 1546.6 100.9 
L 1546.6 103.1 
L 1546.6 105.3 
L 1547.7 106.4 
L 1548.8 107.5 
L 1548.8 109.7 
L 1548.8 111.9 
L 1548.8 114.1 
L 1549.9 115.2 
L 1551 116.3 
L 1551 118.5 
L 1551 120.7 
L 1551 122.9 
L 1551 125.1 
L 1551 127.3 
L 1551 129.5 
L 1551 131.7 
L 1551 133.9 
L 1551 136.1 
L 1551 138.3 
L 1549.9 139.4 
L 1548.8 140.5 
L 1548.8 142.7 
L 1548.8 144.9 
L 1548.8 147.1 
L 1547.7 148.2 
L 1546.6 149.3 
L 1546.6 151.5 
L 1545.5 152.6 
L 1544.4 153.7 
L 1543.3 154.8 
L 1542.2 155.9 
L 1541.1 157 
L 1540 158.1 
L 1538.9 159.2 
L 1537.8 160.3 
L 1536.7 161.4 
L 1535.6 162.5 
L 1534.5 163.6 
L 1533.4 164.7 
L 1532.3 165.8 
L 1531.2 166.9 
L 1530.1 168 
L 1527.9 168 
L 1525.7 168 
L 1524.6 169.1 
L 1523.5 170.2 
L 1521.3 170.2 
L 1519.1 170.2 
L 1516.9 170.2 
L 1514.7 170.2 
L 1512.5 170.2 
L 1510.3 170.2 
L 1508.1 170.2 
L 1505.9 170.2 
L 1503.7 170.2 
L 1501.5 170.2 
L 1500.4 169.1 
L 1499.3 168 
L 1497.1 168 
L 1494.9 168 
L 1492.7 168 
L 1490.5 168 
L 1488.3 168 
L 1486.1 168 
L 1485 166.9 
L 1483.9 165.8 
L 1482.8 164.7 
L 1481.7 163.6 
L 1479.5 163.6 
L 1477.3 163.6 
L 1476.2 162.5 
L 1475.1 161.4 
L 1472.9 161.4 
L 1471.8 160.3 
L 1470.7 159.2 
L 1469.6 158.1 
L 1468.5 157 
L 1467.4 155.9 
L 1466.3 154.8 
L 1465.2 153.7 
L 1464.1 152.6 
L 1463 151.5 
L 1463 149.3 
L 1461.9 148.2 
L 1460.8 147.1 
L 1460.8 144.9 
L 1459.7 143.8 
L 1458.6 142.7 
L 1458.6 140.5 
L 1458.6 138.3 
L 1458.6 136.1 
L 1458.6 133.9 
L 1458.6 131.7 
L 1458.6 129.5 
L 1458.6 127.3 
L 1458.6 125.1 
L 1458.6 122.9 
L 1458.6 120.7 
L 1458.6 118.5 
L 1458.6 116.3 
L 1458.6 114.1 
L 1459.7 113 
L 1460.8 111.9 
L 1460.8 109.7 
L 1461.9 108.6 
L 1463 107.5 
L 1463 105.3 
L 1463 103.1 
L 1463 100.9 
L 1463 98.7 
L 1464.1 97.6 
L 1465.2 96.5 
L 1465.2 94.3 
L 1466.3 93.2 
L 1467.4 92.1 
L 1467.4 89.9 
L 1468.5 88.8 
L 1469.6 87.7 
L 1469.6 85.5 
L 1469.6 83.3 
L 1470.7 82.2 
L 1471.8 81.1 
L 1472.9 80 
L 1474 78.9 
L 1474 76.7 
L 1475.1 75.6 
L 1476.2 74.5 
L 1476.2 72.3 
L 1477.3 71.2 
L 1479.5 71.2 
L 1480.6 70.1 
L 1481.7 69 
L 1482.8 70.1 
L 1483.9 71.2 
L 1486.1 71.2 
L 1488.3 71.2 
L 1489.4 70.1 
L 1490.5 69 
L 1491.6 67.9 
L 1491.6 65.7 
L 1492.7 64.6 
L 1493.8 63.5 
L 1494.9 62.4 
z
" clip-path="url(#p1f435087e6)" 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=2 -->
    <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-32" x="136.279297"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p1fff3af6be">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="pc32d8aa11c">
   <rect x="0" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pfe1a43f1c7">
   <rect x="158.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p7c1096e048">
   <rect x="316.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pbdb0bf9a6e">
   <rect x="475.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p63d9137e77">
   <rect x="633.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p420b3d020c">
   <rect x="792" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pb26481f260">
   <rect x="950.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p31886622ef">
   <rect x="1108.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p0ae92642db">
   <rect x="1267.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p1f435087e6">
   <rect x="1425.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
 </defs>
</svg>