ds000053/sub-059/figures/sub-059_task-posttest_run-02_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>2026-06-01T13:56:15.221658</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(#p3a00af43be)">
    <image xlink:href="data:image/png;base64,
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" id="image8443a040f7" 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(#pd85725e293)">
    <image xlink:href="data:image/png;base64,
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" id="image7a8b106886" transform="scale(1 -1) translate(0 -158.4)" x="0" y="-36" width="158.4" height="158.4"/>
   </g>
   <g id="QuadContourSet_1">
    <path clip-path="url(#pd85725e293)" 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 43.588125 194.4 
L 43.588125 182.78625 
L 0 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-102 -->
    <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-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-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)"/>
      <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-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
     <use xlink:href="#DejaVuSans-32" x="299.609375"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#pc6c94d95fd)">
    <image xlink:href="data:image/png;base64,
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" id="image1a0453f02f" transform="scale(1 -1) translate(0 -158.4)" x="158" y="-36" width="157.68" height="158.4"/>
   </g>
   <g id="QuadContourSet_2">
    <path clip-path="url(#pc6c94d95fd)" 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=-92 -->
    <g style="fill: #ffffff" transform="translate(158.4 191.904375) scale(0.12 -0.12)">
     <defs>
      <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-39" x="172.363281"/>
     <use xlink:href="#DejaVuSans-32" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#p92b56ebf26)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANsAAADcCAYAAAD5htT4AAAouUlEQVR4nO2dSaxsVfX/vw+x7xF9gtKIqCCCIiqdoKISjR0YJw6NA6MDHToyJmqcOTL2hkScYBMj0YhgCyogCII9AgIqomLf9/wG///n7G+tWrXfqbp1z6373vpOHrfOPvs0Re3v2t/V7TnooIPukaR77rlHm4o9e/Ys/Iz7zsZsx3W53r3vfW9J0n/+8599nufvlmPZ3P/73//2eR/LfE+9d5MdWzR+7DV73wFz9OYac13GLHpX+7r+TuKgnb6BQuFAwcE7fQNj0FvheuN7YyIzjp0bsLIedNBBc+dwLGMxrneve91LkvTf//534T31GD37O7JH7/rZsUVz+zuKjOLn8C4Yz99SbgEsQo+JmXNZZtsEFLMVChOhfmyFwkQ4eBM2jvvCmA1+NiYzORaZj5k51dvUx88wC7Njbk6ty/xZRuAYM4+ft+jfOD4e4x1k7413gNk85jv18/lvN7t3G4rZCoWJsOsEkkWb+LGr75hrxM8y1uPfgw/+f6/QGYtVPAoGPo5j973vfYdj//rXv+bmitfvsWY81rNaMoFmkcDi14jP27MInO3jNbLz45jtsAh2EsVshcJE2EhmW8VBvR1O7YyZFsnzvTEZ62XO2ciIIBsDeqyfIY7J2CMyWsbM2XPH/ZjL/YsYuXf/62SznqtnKhSzFQoT4eBVFKztxjJOaZCtgtk8q6yWkU2ktndhX+Kr+Bj2ydS1uJ+Lf/t/Z6peZMvsvmO4Wc+p3lNje3s2jvm7XsQo2Z5z7P55t6GYrVCYCPVjKxQmwiCQrBojuB1Y5rqZ0NCLHxxzrWiyZA7raMY94AEPGMZgUmZCQRQGsvvuxVZy3UxWj2MyxGvc5z73GY79/e9/757j993LWui5Y6Ksnzmus+suuv5uCMoAxWyFwkToSv9TbkpXvcaYzXQmnfdWRMYggvi9wQScj1P6L3/5y9wYnNS9azhWESh60j339o9//GPuGtl9wM4wI/Nl8n68Zu/+s2fsSf+Z6LSMw35TUcxWKEyELrNtMqOBZVe4XphQRLb3ge0OPfTQhfOw98ncDHHP5WOYm2fKQsHifsj3bpHJuZbvJxc5rv26cT5/D/GecCH4OOb597//Pff8Y5DtZ+M9LbrnTUYxW6EwEerHVihMhI2MjVwFq+Z19cZk+XD//Oc/JUm//vWvJUkPf/jDF86ZxTpiaiGiuKkVTbxe7hdjMev8MzftpFkz8q9//evMeW6GIqjw2d/+9jdJsy6BKL5kbgmeye8DkYZ3kYkg2Wfrxk66DIrZCoWJMCmzTe0kXxRFLy12TmdjsthEVmHOc5mf/3bWiefHa/hcMVcuMpXUWOx+97vf8Bmsy7/M49L/wx72MEnSb3/7W0nS/e9//7l7Y06e0Z8jvlNnIZ6b82HR7H5hdtjTP1smG7uX67dpKGYrFCZCymy7KbI6k7CjvJ7VyWAMrAEbSP1wLT474ogjJDXWeOhDHzqMedCDHjQzt5/PdWEE37NFls2YOTqeHfG+H/KQh0iaZabojIfpfE7ul2v5+YzhfL9/mIzndraH0TivF641JuAgG7vMfmwn9m7FbIXCRKgfW6EwESYVSJZN4c/GLopycFMtRlB4ZHsUOJjPhQZMvEwgOeGEEyRJRx99tCTpe9/73tz5mE9//OMf5+65lxGAucZ97927V5L0i1/8YhjDMa7nZuADH/jAmfGYbH/605+GMZh4WWT+Ix7xCEnNNH7Uox419/x33333zDO6GcncvH9/Nq6Dic35XvCI7ym6CaT2fa0albIJKGYrFCbCwGzbKYqsOnd23qJctWwTzwrrrBcj+fk7k6kzyZ1V94c//KGkJiL89Kc/HcYgTMBMv/zlL4djrPaPfOQj567Lqg1DMQ8OdGnedfDgBz94+O+77rpr5r5hNHdKIwQx5le/+tVwjHHcG8/66Ec/ehhzyCGHzDzHrbfeOhz73e9+N/O8zmyPfexjJTVGJkvCx+CG+POf/ywpL6sAE8KMPWtpGaFk7PitoJitUJgIk2Rqb2deXLZnY/WLzl2pMUPMS8ueH6bxkKxYzAY2yeT5LPwIZoA1fA/CfgbA0H79c845R5J03XXXSZIOO+yw4dhb3/pWSdLb3vY2SY1hHv/4xw9jYI9vfetbc8/Lfgz2gTV/85vfDGN4t7CfO6Ujk7Ln8/N4F4zxUDLeF+/Irxv34RnGuA4WnTMFitkKhYmw69XIjDVhLZjN93PR0c35WZ2QuIpLba9DuBOrME5uqa3a3/72tyXNrt7s41ARnRE5xn6G61577bXDmO985zvpGEm68MILJUlPeMITJEk///nPJc06lx/zmMfM3Pcf/vCHuevfeeedktoezPeu3C+s9bOf/UwRxx9//Nxn7D+5F1j3uOOOG8bA1tn/G1E9zrLIV0Ht2QqF/RD1YysUJsIeSQu5c92CxrLzZeMXtZJ1cYHzMOf8GKYhG23OxyyUmhmKWeUiBOMe97jHSZI++MEPSpo1Q6+++mpJ0nvf+15JswIFZl9WFAjJG1MPYeT2228fxtx2222SpMMPP1zSbEQ/JiGm2c033yxp1r3Au8C0/slPfjIc45287nWvkyR9+MMfltRMV78eprELPE984hNnjnm8KWbrHXfcIamZpi6iXH/99ZJaMIAD0YbrL9M7byzKjCwU9hPsukztmD3d63IZWczBhjtzDxDBT1EfX6ERD9797ndLaqzxnve8ZxjD5v8Zz3iGpFlmZW6u707pyMTI9H7/J5100sx1PRQN0YR3A9PAmFJzmPNMhGhJjXWQ3GHv7373u3PnZz3YeDZY6KijjhqOIaRwL6eddpqkWfGIMdxbL7Nh03PXMhSzFQoTYVcw25guNL0y1g72GLDH73//e0mzgcTRucyKLzXWhMme9KQnSZJuueWWYQzhTdz397///eHYmWeeKakxil/3yCOPTJ/R2Ys5YR32OVLbY8KQhFI5Q7Bn5BnZA0otpIp9HPsq9of+nOz5nJmQ93FrZPtJ2I49nIeSETrG/tffzaLS5r2y845lQ7fGnrMMitkKhYlQP7ZCYSLsCjOyF7fJsSwFP4ubxIzEfMEsdHOIzxBDXGDAROQamFzkt0lNRABI+VIzFc844wxJs+IL5iIZBDwbkRx+/yeeeKKkWRMPgQKzEYHF381VV10lqZmBbqohw3MfmJrnn3/+MObyyy+X1GIr3VSM35OLL8z1tKc9TVIThr7yla8MYxB9eA436zD3e6bdposmxWyFwkTYFczWA6ufO1djAdGs6CdsBaP5Cs0qipTurAUjwV6c55H50TntsZm4A2ARFzhgYJgMMcEZIpaEg+GkxmhkaiN+ONNyHm4Bz5WD9WB25vYOPZxHtL873Hlu3rufh9jCuyQf0N0KBA8wT1aoaIpCPds1dzFboTARdh2zLZJ3fTViH5QVEuUz5mHF9VoYrKzI6895znOGY6y2P/jBDyRJp59+uqTZcC/2Iz/+8Y9n7keSnv3sZ0tqMrtH/cOO5IWxP/Soe5gNeZ0cNKkx6Te/+U1JLWwsK1GOFP/Upz51OHbuuedKkm688caZZ/KQKkLAcEpnrAczP/nJTx6O8b5xmJPJ4Pvp+F147ZQxffXApu7ditkKhYmwa5mtl/0d+4RlOUs4YLNiqSiGMJqHVLHHgHVQNQntkqQrr7xSUtufuWLo+z9pdvWHAdkPwRB+fWeZCJjxBS94gaS2B/v4xz8+jIm5Zu5wRzHkHvnb1Vic4ryH5z73ucMx2BIW8ncCS33961+X1EKznHWdpaV+59YMm8pooJitUJgI9WMrFCbCRtb6X6avWq9tbxYhzoYcEwXTzdPzMf/YqCN0SC3e8ClPeYqkZoZeeumlw5izzjpr5rpuTsVI9qxIK+IHpmqvXxlCiwMJHTPQXQdkJODeOPbYY4djuAVw5hO/SMylj2EexvpcmJE/+tGPhmOUaOAzHO4u/nBPWSHWmGWwTKebTUExW6EwESYRSLbKlGO6g46N+ocJcUaTH+YiBKsujOY9zADSNaFVr371q4djCBwICy5hewR/PAaTxetlfd6Alx8HX/3qVyU1hnDW5npI9jfddNNwDLGDORE8PLIeQYhn84I/OPxh1k9/+tPDMVwGsWdc1nk1loj3Y9GSWbWLTQ/b5TgvZisUJsKulf5Z/TLbfYwDFDme1dtDmgiyZc/jexZK1rF3O++88yTlDSZgPVwJ0jwTsS9ywAKUpFsWl1xyiaTGWu6wj4VYPXcPJzjXxU3g7xFnPuzlbg1cD7D+qaeeOvdMfDdYEh4uBrIydT1GG4Od7KUNitkKhYlQP7ZCYSJsaxebdfcKkOajQ3pRItl9xBJyiBke24iJ9dKXvlTSbD4ZxzCfslJ4RKdgarr0HhEFE6nJ4xdddJEk6S1vecvC8zNgGhLt4SZylP69PTFxi7ga+BcRSWr96Xg2z4f7/Oc/L6mZqv5slIP44he/KKm9L98GZD3j4rHe976oZIaP30kUsxUKE2Eo0rpJ/dnGSP1jzo/14f1Y7M/mMjMrMsVVnZkQOFhFiVX0Ff4Tn/jEzNweP/i+971vn/e/VVBUFaGC7qhSy4zGveBuBhzUCCO8I3eLwFo4qb3HAa4L4i29OGx8l5/97GclzXbBgZEp0upMtSh4IXP5rKtwa0n/hcIuxbZK/+tiy2w/1ps7K3O26PzoLJUaI3kvawATwLCMdfbgGI5bIt2l1jsNtjv77LMXPseqwIkNU7i7AbdAFi4F+5CJwB7O+6Tx37g63KnNZzCaMyL7XiwI8ujIkJBm8/6kWSsmugOyHtvbWS5/HSxXzFYoTIRd59SO6DFddiw6vLP+2XwGM/i+BBUSVQ8nr+diwWis7Ch/knTxxRdLar3bfPU/+eST9/G048Ce85hjjpE02+8bhZJwqxe96EXDMZzvvCMczl5IlTAv3qnvudjHsedypRELgDw4/naHO+8tqysT99qxMYrUVyM3AcVshcJEqB9boTARNtKMXKXhfRZHl0n/ixzebvLgzMWsoeya1Db6mGGYWh7/iMMck8tNHT7D/KIbjiRdcMEFM/fGPJnjexl4/CPiBzGhXkCW4kWIIAgWV1xxxTCGyP5vfOMbkmazBjCXeZdeDIj/xiTFjHTTLwYcZKb9ojbP24GS/guFXYqDdzorO8O6upHE/KjefJn0T1cVvx/cAazCHCN8SWpSO+zlrInkjgP5ZS972dw9wShI6FlmAGJElqkNi1Aa/ZRTThmO4dRGxKAcuNSi/XEdwFTveMc7hjE47MlUd9aPHV/9uSNbZdnn0SLx9x6zO6aI4i/pv1DYpdgVe7Ys3GrM+RmjLXJqZ+6BbD8Xx7NCu4SNZA2LeSk4AnApe+5OYfaDMCuM5j2mCRz2vRagDsqznvUsSY31/NkIrqa8nQdZ8yw8P/N4kDX96Mhd83AvssCz4rjRyuAZs3cLs3lJeLBMsdZ1Yh1MWsxWKEyE+rEVChNhI81I0DMHI1aNIImfS/OmYZZPx5yYUZ41gImUVVvG/KKsAFK6Xyf2d/OcM5A9L5WMuUZWMgLRhzlvuOGG4RhuATIZEFpcPCK7gX+zMnk8vz93fO/8nUWARPHJnyVz5+wWFLMVChNhI5ltmSKtva6kOHM9mnxMcU/kaVbmjBljnzQH5xGH+LGPfWw49qpXvUpSYxhf/YmAj+4Av2dkdViHHDKpRe0DZ1uAMIP4QnEjqQkSZDBwDXeKEwuK64GsdKmxPIzutfp5p3yWxTHyGS4TL+HHO+gVrI3YDvbbilBSzFYoTIRtZbZVwq6y83qFOHsrDE5h3xew+sJ22TysnjCDn0+UPis0sr6v1PR14zzfF9EZ56677po7D0bjXpjb2QNkhVt5N0jw11xzjaRZZoI1yOJ2WZ97IhTrJS95iSTpzW9+8zAGR3n23cDSvDd3h/C+YvS+M1V0ZmddbJZhlnU7pbeKYrZCYSLUj61QmAgbKZCAZYSSbGwmL8eokFhhWWomR5TwpSZ6YKJi+ngSKGYcx97//vcPxxA0uJ43sKcFcCyT51WDifhAnkewkJp0z3jm9jGUI8Dk82ejUA8JrhTl8cI9iChR8JCaOwFhxY/F6JBeyYpoxkvt+9r0BNEeitkKhYmwKwr+9ObOBI7oBPe/2bSzsmd5UsyNiOL17Ik3JOcr/i21lR1GcIGDKHnOIwpfaiXo3vjGN0pqYorHRpJRAOu664HVH4YiQt/vDdZ1YQS8853vlNQa0cPi3mcNgQnRBVFFam4F2M/fO/cL28XCPVK/117EshL8urMEVhFfitkKhYmwkdL/KnNnzJblqi0K/fKs4Din7z1w5sJ6lKS7/fbbhzGwB9d1pzpz3nHHHZJmG9rDNuy1KMbjc7/whS+U1Ir4uFObcTBb5jin5xx7TC8GBDPCTGRzc6/SfEQ+oWFSC9fKZP1FmdbusI/fTY8xNkHKXxbFbIXCRNhoNXIMMtZkFWUP4WOiepnlXsFyHPOcL1iCXC9WeN9XsY/iPGdNwIoOG/j12GNx/oknnjiMgVkJ2/J7Y/902WWXSWqM7Psi/huHuR9jb0pPcd+rgejM91J2UeF0puKdsJ/NAopjx9FYtFXqlx8fg+3I8B47ZzFboTAR6sdWKEyEXWdGYmLEPm0ZMEO8FJyXV/N5MmRiCmYUlX0REbz0QTQbXaCJuXJ+DFcB0jtCC6aj1BzfZAh4tWWkfkotZIVzcIYjlPgxzqMfGwLN61//+rnn5z26+R2/E3+3i967m7HRxM/k9d73vQmtfHsoZisUJsJGM1vmOoh91bIVjzFZxi/jsly1OAZ53B3AscY9jugsm5mxznSwZVbIFIcxmdqILkcdddQwhvwzWNAL7jA+5ow5QyOikPsGQzvoDnruuefOPI9fF2RO6VjUR2rvFGuDd+JjOJblrMU8wjjvTqKc2oXChmFjwrXG9FuT5vchrIK+QroTN4JjvRokrJ5ZQGysK0JpN/K8pPmgWT8/ytn+bMxJSBdFU31u9nqwmEvvSPeR7X3vBEuz13SmYO4vfOELkhrrObNz/71cw6wLTWQ9/s2ClbM9W+xas9WA5HXu70r6LxQ2DPVjKxQmwkYLJBk9xwI7bLTdrOA8ojs8PT9Gm2f5bMT7RTHAx3Ndcseyxn+x9n0GNzG5N/LCiC4577zzhjEf+MAHJDWh5EMf+tBwjMJCMQ/P3x8l9Ija97jH+L6yXgfRDPT3FksfZLJ+NAP9e4ute7M8xGXKIWyCeOIoZisUJsK2MNsqUf5j6/nHcmcgy7TONuGL4Kswc8eiodJ8HtzevXslzdal57oxDlCaL/zqjMhntAB+3vOeJ0m68cYbhzEw2bve9S5Js70CLr/88pk5uW8XZejCg/jirMt5vC/y2fzZYEv+dWaC7WMxJUd0vWRjeF/uAojMGDPtF821SShmKxQmwsbs2TI2y2xv9lGLutH4Z6zsvkKy52P1zUKaIhM6s7HXIaOA0Cr2N1JbtY8//nhJuVuA6/kelOtSJBXWgo0k6ZWvfOXM2De96U3DMe4JRs3C1fjvLNctSu68U2e/+G6ctZmLZ/L3znWZi7/93nBd3HLLLZLybIno8N50NnMUsxUKE2HPnj171r40bNWZHRW/LHyndw3O61XcggWy/UV0wLqaGXtBoxxSG0Rq+Wh05/RcN1iL1d8ZOTp1yeI+4YQT5q7PPo5gZanltjEPY519jjjiCEltX+qZ2rAMDEVIF0HLUvsusncMa/HenJnY93FvvC8fA7MReO3OdELncMb3wux6lbvGfr4KyqldKGwI6sdWKEyEtQkky8r9cXwW2d/ryxbHZDXnMdVcBMii7SMwG2NJOz8f0w7Bxk1dzDfMydNOO23u3hA/MGellpuG2YeI4WZsrLWfxYGSNYCY4S2BafOLCOECRQTl9rx0AyZxjB/1+47lAh18X5iV/j3wnnCnfOlLX1r4TJw/pivRdqOi/guFDcPB21lubhn0OtVkfbqiU9hLqkVhw8t3x8bpjPUOmnfffbekJib46s34Cy64QJL0yU9+UtJspjZlu2E2z6am/DerN2XnpPkOO4gChx566DCG8Cruw2X52AWVa73hDW8Yxlx00UUz18Bx7s9w9tlnS2rM5Mx+0003SWqFZ71Ia2Rb/38KBkeYic5xH89z+3eKi4Vn/NrXviZpViDaajGg7UYxW6EwETbGqe3oZVNHJs72ZcjJlJsjm1qaDW+S5qVoSTr//PMltf0R4VNS26ux54GhTj311GEMJeDYV3hoGTVA4govzWcqw8i+r2GPyH17aXOYACakJB391iTp2GOPldT2R/SSk6Q777xTUssMx/Xg8vxHP/rRmev7fpKSe1gNuD4k6SMf+Yik9m44zxuS8BnnuTMfK+H000+X1N5fLyRs01DMVihMhPqxFQoTYSPNyF7Nd0waPiNWkQ201AQOTCSPgIhR45guLpBgjiE+uDwfm7yDs846a/jvV7ziFZKkm2++WdJsFxzMMPLK3IxjziiPZ9EtmI9uYvIMPD8mM+XvpBaBQY8Ajy7BpLvttttmxnhFZp6T0g3Ef0rS29/+dknS1VdfLWk2cobecUSHnHHGGYrAxYAZ6eYr74Z7A8uWu4tjV0U1sC8UNhgbw2xZNnCvAyUryymnnCKpCRVSi/fDAZq5BWIxHhcqkMBZtT1jO8ZUkvPl7gVAzpgDJkJgefGLXzwco8AOz4jM7ffGZ9zjMcccMxxDBufeKEmXFfWBff3ZYBKc2QhELh69/OUvl9TcA/7cOOFxQHuHHmI5L7nkEkmt445/N4hdfH/Pf/7zh2PXXXedpH4e3KajmK1QmAiTMlsvwt8R91Psy6S2evNZ1oHT91hSnmkda2j4vu6QQw6R1FwAOLcl6TOf+YykFkr02te+VtJs32r2RVlk/cknnyypReh7KBT3GaPXnZkYw327UxlGg4lgQd8zPvOZz5TU9nzucI9uFeR2Zy/eM9dw9mY/xd7vU5/61HDs0ksvldRYGuc8loE0nyt34YUXzj1brHPimMKpvZU5i9kKhYmwMXu2DJnjlJXdV0RpNvcp1idx1otly7N8NpQ2HMDHHXfccOycc86ZGcN5OIT9vtkPulMZ1uQ89m5S28/FFdpLjMOIWQAxaiRsBYsSYiW1PRrOdd/r3nDDDZKaUsp7d8bhvmFUDxfDmc678GACAgN4/6iwFLmVmnqK49sDFWJQM8yeZZpvasfSYrZCYSLUj61QmAiDGTm2lNxW0Ivsz6R/TAR3jsbIcP51cyw2kHfBBFMHmTqWEJCaScoY+pRJTZ7H1MGcdbOW8zD1fG5EhKzkA2ZnvCc31aJA4u+U9xRz5twMxIzEZPSYTuZC4EFY8ffHMY9pBJjvCCpf/vKXh2OxcCtuFe8952KRNCuMxSyNXq7jpmL33XGhsEuxNoFkncwYC8ZkWdhEhLPCZg3ks7LfZAJcfPHFkhp7+EabIj6swnT0lFrWM24BJPTPfe5zwxhWZHLVMukc9sqyyGPBIc9G5jOEHQQXab4wEiIEpcqlJrBce+21kmZz5aKDHxZ0FkMYOfLIIyU1pvPPEI9cqIIdcXjzjn0M743Op7hZpPlOrVn3olgmMBNDdjLnrZitUJgIeyTN/bS3ykxbLWXHCovkndWZgFHYV/i+hNWO3DNWc6mt8oQ7Zd05YR+YwXPgCFOC2dhzsIeTGmt4PhaIDvtMVo9/e0BuLHeXlW3jGrgCzjzzzOEYFgDv1gOJkfwJ12Jud5xz3wRJe84aLEWYmAdr4/4gPAsLw+dmTljviiuuWHhd3knWAy7DTgQeRxSzFQoToX5shcJESAWSKYoA9eaORXncPIiZAPztZiBmIyaHb6IxlTAjmcfHcD3ywtyEwLS5/vrrJbWiOuSuSbN1/6VZ6TxG5me5arH/QFY1mft1eZxnilEqfj7X5d24GYZpydxEgngPNyL5iY10Ex8hiPv3mExMU8QW7s0FklgEye+b+40CUe//o03LDChmKxQmQsps62o8v9UxsfNJNp7VFNlZaszGyuYiBFI3x4jI92uwehL17vl0sdY/DnBfoVmFYTQvtxYl66z7Thzj7MM7ybK4EQ1gOMZ6uTzy/y677DJJsxkNUVbPivJwj7xHz5xGEIH9/N74nrAsYEZ/N8Rr9nq2xd5z7u7YNCaLKGYrFCbClp3avdVk1d7G0TnrrMfqC3vhZPbIfsZk3T2j9E4+lkv37AdgFi8Xh6MXFwDZzB6Zz6rLWL+32Ofa301cvTOnfuyGmrkFYp9xZ0/Czbhf3/MxjqwBjiHFS41Ref+wv9T2uDwH+1r/DJZkH+hdTZnTXTUgfm+7MWO7mK1QmAj1YysUJsKOSf89cP24UffPMPWiySc1M4poEZJAHbEVrccY9gQWIkeoGnzrrbdKmt3oc33MSDeVohzfa5ObxUbGpNEsMp4kVExsiutIzSTkuT06BtGD9/aa17xGUotnlNq7ITrGsy0QZhhz5ZVXDsfIiuC6vFO//xjJnzWhRMiKWwXHukzLdZuoxWyFwkTYyLIIvah3VrvozHahgJU4OpB9HGwDU/g1YBiulXVxoYAN0rmXZaC4KSzi7BHjHTPW4tkQZtwtwXie0Rk9ukhwSjt7xHw072MA+9Del0yGpz/96cMY2A9536V/hBWEEf9OEKLi+3fEtsT+PLy32A2nFw/pWIWlsgKwW0ExW6EwEbrMttW9W1wNxs7Ty+KOHW5Y6d1dALMQQpVlBMAirJC+irJacszZgyh/2MLL1C06P8tCz0qyRek+k7cZw/nu8OaeYEQi/P35KdPuey3AeCwCMgKuuuqqYQzOaPasLu8zJ+/Ss9d5F7gKCGnDkS3Nl0b3d8tz8izLlBpfFtvlTihmKxQmwsbs2bLVhBXSFbiY28aK6WW0nYmk2T1XrG/CSukNKmAbruvXxxlM+FF0IEvzRVpdcQSxIKvfd1QsXZWL5ddjQVqp7ee4Ry/xHbu5esdUPiPHjH2oq4Q8L4zkDMk4GDFjbd4F35eXNr/mmmtmxmRdSTmW9e6Lz7hpKGYrFCZC/dgKhYkwyoxcl5N72aJAmVM5FvjBnPCoe0wNBAMXP7gu0jP/unnKGMw3NuxSM62iwOGmFveURfZj4sWcNT8PExMT0c0pHN7M7deNsZic5yIK94/55u8t9kHIBJroOHcTHdEkZg/4/VKuDhdC1kXHTfr43Fke4CrYCVOzmK1QmAhLCSTrLFfXY8sYre8CQxQNYuaxNN/ZJstV4xpZfX0YBUbz1R9myHLN4vVZ2XvOUT/GM/EZz+bOYd4JDnNnZFgzsm1W5g8LIcuni6FQ/v6jMz6KUX6+O9NxeMNkuAV8bu4Nq8GZMQpDq6Jq/RcKBwA2RvofixiSFB3I0jzr+OrNyoqEz98u77Pqs8J6ubWYTQ0bOcPEnDVHlLAzhzWIJbf9fO4tk+Vjn7OMIbKurouCe7NsaO7DmS2WT3e3Au6Q2E3V92ewX8aovcDjMdgEd0AxW6EwEerHVihMhJXNyFXjHhfN02vb6ubVoqrB3q4W8SCLn8MM5V+OuTmG2MKcsUyDj2ceL33AZzEiRGqmXiawLGph6+ZUjIj360ZhJIsbjTGVbj7HQkFZ1gXXyOaOJrkLO5xH3CbfqZdViOUg/D1k38G+sAmmo6OYrVCYCBvTxWZsa1ZW27iKu3DCJjwrUsrqiaye5bPBbBnTLIo2d+duFDoyEQRmcZdFdCpn7zEWsO31CshEGBgCwSK7RnRmZ7Gd2Xl8B71sBe6bzALPcI+5ivsbitkKhYmwLdL/usO7fJ64j8vK5eHEZUX21X9RnQu/Rixt7St7LInOnsldD9Fx7nNzfsw68OvEEuNZ+fXoOPfr8lmWDR2j5b0AK/fWK4QaJfisA2h8N1ILFID9MmaNzJx1L9rNKGYrFCbCtjq1161Y+n/35mIlzhyhMQ8sMo2PgT1cVYP1Intl7AdrueLXC0WLz9Rb2Zkz61wKW2flzyNbu+M55ubF9+jI9q7xfrPKYSi80fGefbasmrhp6mNEMVuhMBHqx1YoTIRJYyPHNBQfOwdmXK+UWRZbyGdZHhuIc7usH80nP7YIvfIALj7ELIFMhIg5aj2BIhbHccRm7z4+3rdfI4owWe83cuU8V4254/sa41bZX1DMVihMhB2P+l+W7aKjOhNMek3eY7hRdq2YRZ3N3XO8xjnHhqJF5zEskjFLzAaXmmiC6AGbZF1Ve6FYUUTJMhoyxIABPy/rsef3I81/l/sbwxWzFQoTYceZbV1Ytb5Jdk7c67l0H/PZsvniXivrwZblkyG9RxbI9mWxzojUGCzu1bK8sFgQVprPOs/2jPEa2bsmRy1zC6yLvXa6+csqKGYrFCZC/dgKhYmwkWbkmMiT+NnYPl1jzJfoTnBJvBfRH6+RiSmYdFncZpwb94RXDY5lGDy2EcSyDFlZheya0ezExMzcEyBzq3C+H1skbGXIXACLvrfdJKIUsxUKE2EjmW0Mes7ssblxi+aL7gGXsKM8nzl+e6t/FFiyLOzYayDLeoB1PLKebIfIMFkcYpYNzbuJnU8dPasjslf2HY3pUNSbezejmK1QmAh7JG38krEd8u6YObMx2Wov5RJ65jhnz8W/Pl/MY2NOZz/2aFm4Gs5kpHeOkTvm95I5zGPZ9phV7tfInNtxr9XLWsic+j0UsxUKhdHYdXu2Mc7MMYpjz7naCwReFAid1dvI7rFX3Yry4b3umsxNzzVXI/fu3SupsQ9dUp2ZYlUx7+8Gs8G6ZJ87Q415b1kAeGSw7B3tZqVxDIrZCoWJUD+2QmEi7AozchUpfx3Xy0SIRQWHMnl/TH6W53chjHA+ZpybgYgfmGqHHXbYcAwTkTFHH320pNY+V2qiC6aiuw54BpzpPXk+mox+bFW3TA/7QyZAMVuhMBF2hfS/LFZxFfRW70wEyBht0ZxZuTngAgmsA6PFwkPSvMPau6JyHgyH+OFObeaC2TLAjJHppHlByJltlU4zWQHesaF3uw3FbIXCRChmW3G+Xim7Xkm6mCk9JlM9Y92saUfsAsp+zPdljIG9/ByYketlhWTHBDKvC/sDmzmK2QqFiVA/tkJhIuyXZiTo5cGNMVHGRKkgcGRRHov+9vOzY9HEzHLGMmGGOenik3WTQRgh8sSrJSPQUIKO87I2v1stOzfGrVBmZKFQWAm7wqm9HeitnmMEiojMqc2/J5100nDs+uuvlzQufrAnovTK3CF0ZFkDfIYzPesPl+XxgR6jjYlbXXXM/sByxWyFwkQ44PZs6z4/2zvFnt6HH374cIwuLhRS9b5usT9bz2HO3stZK/byzjqPxpLqWQm+RX+PPTYG+wNTLYtitkJhItSPrVCYCAecGRk331uVmXu9AjADPUET8y/rokOkR2wl7FH/sXWvR4DE5vax44z/95guQGPeyYFoDq6KYrZCYSLs18w2Blmnmt5qPaY4bMwI8GJAHIsihtTEEhzlnOeteAHHsoyEKH6sKqH3iqX2xmfYXx3Vy6CYrVCYCAccs/WKhK5jvn3NGZ3Rvp+L3USzbOi4DxsTSrVONjmQM623imK2QmEiFLNtsSTeGGbr7Zmy3mmx82fmeM5Yb9E1xjSo6OFAZqN1opitUJgI9WMrFCbCARv1D3oR9T1EUzGL3u/lrC3TJy4zIzMzeEwJvWWqRMd593V+oY9itkJhIhxwAskymKI5ei9TeavYarhVyfXrRTFboTARDvg9W4btyDRehKxDTg/rclT3wsy2wxleKGYrFCZD/dgKhYlQAsn/x1hRIppWY+rTj42UzzIQxl5fGtcyt0zDnUMxW6EwEQ54gWSZ+MfeeWMZIyu8umjMmLjNYrPdg2K2QmEi1J5ti1jV8durjwJ6+8Ee9vcy3rsVxWyFwkQ44PdsW8U6w53G1DeJx6YIKSusB8VshcJEqB9boTARSiBZEWPKK6zLxKx8sv0DxWyFwkT4P3Nyj2DGLhvbAAAAAElFTkSuQmCC" id="image1b9ed4815f" transform="scale(1 -1) translate(0 -158.4)" x="317" y="-36" width="157.68" height="158.4"/>
   </g>
   <g id="QuadContourSet_3">
    <path d="M 398.475 65.7 
L 399.3 66.525 
L 399.3 68.175 
L 399.3 69.825 
L 399.3 71.475 
L 398.475 72.3 
L 397.65 73.125 
L 397.65 74.775 
L 396.825 75.6 
L 396 76.425 
L 396 78.075 
L 396 79.725 
L 396 81.375 
L 396 83.025 
L 396 84.675 
L 395.175 85.5 
L 393.525 85.5 
L 391.875 85.5 
L 390.225 85.5 
L 389.4 84.675 
L 388.575 83.85 
L 387.75 83.025 
L 387.75 81.375 
L 388.575 80.55 
L 389.4 79.725 
L 390.225 78.9 
L 391.05 78.075 
L 391.05 76.425 
L 391.05 74.775 
L 391.875 73.95 
L 392.7 73.125 
L 393.525 72.3 
L 394.35 71.475 
L 395.175 70.65 
L 396.825 70.65 
L 397.65 69.825 
L 396.825 69 
L 396 68.175 
L 396.825 67.35 
L 397.65 66.525 
L 398.475 65.7 
z
M 414.975 88.8 
L 416.625 88.8 
L 418.275 88.8 
L 419.925 88.8 
L 420.75 89.625 
L 421.575 90.45 
L 422.4 91.275 
L 423.225 92.1 
L 424.05 92.925 
L 424.875 93.75 
L 425.7 94.575 
L 426.525 95.4 
L 427.35 96.225 
L 427.35 97.875 
L 427.35 99.525 
L 427.35 101.175 
L 427.35 102.825 
L 427.35 104.475 
L 428.175 105.3 
L 429 106.125 
L 429 107.775 
L 429 109.425 
L 429 111.075 
L 429 112.725 
L 428.175 113.55 
L 426.525 113.55 
L 424.875 113.55 
L 423.225 113.55 
L 421.575 113.55 
L 420.75 114.375 
L 419.925 115.2 
L 418.275 115.2 
L 416.625 115.2 
L 415.8 116.025 
L 414.975 116.85 
L 413.325 116.85 
L 412.5 116.025 
L 411.675 115.2 
L 410.025 115.2 
L 408.375 115.2 
L 407.55 114.375 
L 406.725 113.55 
L 405.075 113.55 
L 404.25 112.725 
L 403.425 111.9 
L 402.6 111.075 
L 402.6 109.425 
L 402.6 107.775 
L 402.6 106.125 
L 402.6 104.475 
L 402.6 102.825 
L 403.425 102 
L 404.25 101.175 
L 404.25 99.525 
L 405.075 98.7 
L 405.9 97.875 
L 405.9 96.225 
L 406.725 95.4 
L 407.55 94.575 
L 408.375 93.75 
L 410.025 93.75 
L 410.85 92.925 
L 411.675 92.1 
L 412.5 91.275 
L 413.325 90.45 
L 414.15 89.625 
L 414.975 88.8 
z
M 370.425 106.95 
L 371.25 107.775 
L 370.425 108.6 
L 369.6 107.775 
L 370.425 106.95 
z
M 368.775 108.6 
L 369.6 109.425 
L 368.775 110.25 
L 367.95 109.425 
L 368.775 108.6 
z
M 396.825 118.5 
L 397.65 119.325 
L 398.475 120.15 
L 399.3 120.975 
L 398.475 121.8 
L 397.65 122.625 
L 398.475 123.45 
L 399.3 124.275 
L 399.3 125.925 
L 400.125 126.75 
L 400.95 127.575 
L 400.95 129.225 
L 401.775 130.05 
L 402.6 130.875 
L 403.425 131.7 
L 405.075 131.7 
L 405.9 130.875 
L 406.725 130.05 
L 407.55 130.875 
L 408.375 131.7 
L 410.025 131.7 
L 411.675 131.7 
L 413.325 131.7 
L 414.975 131.7 
L 415.8 132.525 
L 416.625 133.35 
L 417.45 134.175 
L 418.275 135 
L 419.925 135 
L 420.75 135.825 
L 421.575 136.65 
L 422.4 137.475 
L 422.4 139.125 
L 422.4 140.775 
L 421.575 141.6 
L 420.75 142.425 
L 420.75 144.075 
L 419.925 144.9 
L 418.275 144.9 
L 417.45 145.725 
L 417.45 147.375 
L 416.625 148.2 
L 414.975 148.2 
L 414.15 149.025 
L 413.325 149.85 
L 411.675 149.85 
L 410.025 149.85 
L 408.375 149.85 
L 407.55 149.025 
L 406.725 148.2 
L 405.075 148.2 
L 403.425 148.2 
L 402.6 149.025 
L 401.775 149.85 
L 400.125 149.85 
L 398.475 149.85 
L 397.65 150.675 
L 396.825 151.5 
L 396 150.675 
L 395.175 149.85 
L 393.525 149.85 
L 391.875 149.85 
L 390.225 149.85 
L 389.4 149.025 
L 388.575 148.2 
L 387.75 147.375 
L 386.925 146.55 
L 386.1 145.725 
L 386.1 144.075 
L 386.1 142.425 
L 386.1 140.775 
L 386.1 139.125 
L 386.1 137.475 
L 386.1 135.825 
L 386.925 135 
L 387.75 134.175 
L 388.575 133.35 
L 389.4 132.525 
L 389.4 130.875 
L 390.225 130.05 
L 391.05 129.225 
L 391.05 127.575 
L 391.05 125.925 
L 391.05 124.275 
L 391.05 122.625 
L 391.875 121.8 
L 393.525 121.8 
L 395.175 121.8 
L 396 120.975 
L 396 119.325 
L 396.825 118.5 
z
" clip-path="url(#p92b56ebf26)" 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=-73 -->
    <g style="fill: #ffffff" transform="translate(316.8 191.904375) scale(0.12 -0.12)">
     <defs>
      <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-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-37" x="172.363281"/>
     <use xlink:href="#DejaVuSans-33" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_5">
   <g clip-path="url(#p2f7146c360)">
    <image xlink:href="data:image/png;base64,
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" id="image599cba9351" transform="scale(1 -1) translate(0 -158.4)" x="475" y="-36" width="158.4" height="158.4"/>
   </g>
   <g id="QuadContourSet_4">
    <path d="M 555.225 57.45 
L 556.875 57.45 
L 558.525 57.45 
L 559.35 58.275 
L 560.175 59.1 
L 561.825 59.1 
L 562.65 59.925 
L 563.475 60.75 
L 565.125 60.75 
L 566.775 60.75 
L 567.6 61.575 
L 568.425 62.4 
L 570.075 62.4 
L 570.9 63.225 
L 571.725 64.05 
L 573.375 64.05 
L 574.2 64.875 
L 575.025 65.7 
L 575.85 66.525 
L 576.675 67.35 
L 578.325 67.35 
L 579.15 68.175 
L 579.975 69 
L 580.8 69.825 
L 580.8 71.475 
L 581.625 72.3 
L 582.45 73.125 
L 582.45 74.775 
L 583.275 75.6 
L 584.1 76.425 
L 584.925 77.25 
L 585.75 78.075 
L 585.75 79.725 
L 586.575 80.55 
L 587.4 81.375 
L 587.4 83.025 
L 587.4 84.675 
L 586.575 85.5 
L 585.75 86.325 
L 585.75 87.975 
L 585.75 89.625 
L 585.75 91.275 
L 586.575 92.1 
L 587.4 92.925 
L 588.225 93.75 
L 589.05 94.575 
L 589.875 95.4 
L 590.7 96.225 
L 590.7 97.875 
L 591.525 98.7 
L 592.35 99.525 
L 592.35 101.175 
L 592.35 102.825 
L 592.35 104.475 
L 593.175 105.3 
L 594 106.125 
L 594 107.775 
L 594 109.425 
L 594.825 110.25 
L 595.65 111.075 
L 595.65 112.725 
L 595.65 114.375 
L 595.65 116.025 
L 595.65 117.675 
L 594.825 118.5 
L 594 119.325 
L 594 120.975 
L 593.175 121.8 
L 592.35 122.625 
L 591.525 123.45 
L 589.875 123.45 
L 589.05 122.625 
L 588.225 121.8 
L 586.575 121.8 
L 584.925 121.8 
L 583.275 121.8 
L 582.45 120.975 
L 581.625 120.15 
L 579.975 120.15 
L 579.15 119.325 
L 578.325 118.5 
L 576.675 118.5 
L 575.025 118.5 
L 573.375 118.5 
L 571.725 118.5 
L 570.075 118.5 
L 568.425 118.5 
L 567.6 119.325 
L 568.425 120.15 
L 569.25 120.975 
L 570.075 121.8 
L 570.9 122.625 
L 570.9 124.275 
L 571.725 125.1 
L 573.375 125.1 
L 574.2 125.925 
L 575.025 126.75 
L 575.85 127.575 
L 576.675 128.4 
L 578.325 128.4 
L 579.15 129.225 
L 579.975 130.05 
L 580.8 130.875 
L 581.625 131.7 
L 583.275 131.7 
L 584.1 130.875 
L 584.925 130.05 
L 586.575 130.05 
L 587.4 130.875 
L 588.225 131.7 
L 589.05 132.525 
L 589.05 134.175 
L 589.05 135.825 
L 589.05 137.475 
L 589.875 138.3 
L 590.7 139.125 
L 590.7 140.775 
L 590.7 142.425 
L 589.875 143.25 
L 589.05 144.075 
L 589.05 145.725 
L 588.225 146.55 
L 587.4 147.375 
L 586.575 148.2 
L 585.75 149.025 
L 584.925 149.85 
L 584.1 150.675 
L 584.1 152.325 
L 583.275 153.15 
L 582.45 153.975 
L 581.625 154.8 
L 580.8 155.625 
L 579.975 156.45 
L 578.325 156.45 
L 577.5 157.275 
L 576.675 158.1 
L 575.025 158.1 
L 574.2 158.925 
L 573.375 159.75 
L 571.725 159.75 
L 570.9 160.575 
L 570.075 161.4 
L 568.425 161.4 
L 567.6 162.225 
L 566.775 163.05 
L 565.125 163.05 
L 564.3 162.225 
L 563.475 161.4 
L 561.825 161.4 
L 561 160.575 
L 560.175 159.75 
L 559.35 158.925 
L 558.525 158.1 
L 557.7 157.275 
L 556.875 156.45 
L 555.225 156.45 
L 554.4 157.275 
L 553.575 158.1 
L 552.75 158.925 
L 551.925 159.75 
L 551.1 160.575 
L 550.275 161.4 
L 548.625 161.4 
L 546.975 161.4 
L 546.15 160.575 
L 545.325 159.75 
L 544.5 160.575 
L 543.675 161.4 
L 542.025 161.4 
L 541.2 160.575 
L 540.375 159.75 
L 538.725 159.75 
L 537.9 158.925 
L 537.075 158.1 
L 535.425 158.1 
L 534.6 157.275 
L 533.775 156.45 
L 532.95 155.625 
L 532.125 154.8 
L 531.3 153.975 
L 530.475 153.15 
L 529.65 152.325 
L 528.825 151.5 
L 528 150.675 
L 528 149.025 
L 528 147.375 
L 528 145.725 
L 528 144.075 
L 528.825 143.25 
L 529.65 142.425 
L 528.825 141.6 
L 528 140.775 
L 528 139.125 
L 528.825 138.3 
L 529.65 137.475 
L 529.65 135.825 
L 530.475 135 
L 532.125 135 
L 532.95 134.175 
L 533.775 133.35 
L 534.6 132.525 
L 535.425 131.7 
L 536.25 130.875 
L 536.25 129.225 
L 536.25 127.575 
L 537.075 126.75 
L 537.9 125.925 
L 538.725 125.1 
L 539.55 124.275 
L 540.375 123.45 
L 541.2 122.625 
L 541.2 120.975 
L 541.2 119.325 
L 540.375 118.5 
L 538.725 118.5 
L 537.075 118.5 
L 535.425 118.5 
L 534.6 119.325 
L 533.775 120.15 
L 532.125 120.15 
L 530.475 120.15 
L 528.825 120.15 
L 527.175 120.15 
L 526.35 119.325 
L 525.525 118.5 
L 523.875 118.5 
L 522.225 118.5 
L 520.575 118.5 
L 518.925 118.5 
L 518.1 117.675 
L 517.275 116.85 
L 516.45 116.025 
L 516.45 114.375 
L 516.45 112.725 
L 516.45 111.075 
L 516.45 109.425 
L 516.45 107.775 
L 516.45 106.125 
L 516.45 104.475 
L 516.45 102.825 
L 516.45 101.175 
L 516.45 99.525 
L 517.275 98.7 
L 518.1 97.875 
L 518.1 96.225 
L 518.925 95.4 
L 519.75 94.575 
L 520.575 93.75 
L 521.4 92.925 
L 522.225 92.1 
L 523.05 91.275 
L 523.05 89.625 
L 523.05 87.975 
L 523.05 86.325 
L 522.225 85.5 
L 521.4 84.675 
L 521.4 83.025 
L 521.4 81.375 
L 522.225 80.55 
L 523.05 79.725 
L 523.875 78.9 
L 524.7 78.075 
L 525.525 77.25 
L 526.35 76.425 
L 525.525 75.6 
L 524.7 74.775 
L 524.7 73.125 
L 525.525 72.3 
L 526.35 71.475 
L 527.175 70.65 
L 528 69.825 
L 528.825 69 
L 529.65 68.175 
L 530.475 67.35 
L 531.3 66.525 
L 532.125 65.7 
L 533.775 65.7 
L 534.6 64.875 
L 535.425 64.05 
L 536.25 63.225 
L 537.075 62.4 
L 538.725 62.4 
L 539.55 61.575 
L 540.375 60.75 
L 542.025 60.75 
L 543.675 60.75 
L 544.5 59.925 
L 545.325 59.1 
L 546.975 59.1 
L 547.8 59.925 
L 548.625 60.75 
L 550.275 60.75 
L 551.1 59.925 
L 551.925 59.1 
L 553.575 59.1 
L 554.4 58.275 
L 555.225 57.45 
z
M 548.625 102 
L 547.8 102.825 
L 546.975 103.65 
L 546.15 104.475 
L 546.15 106.125 
L 546.975 106.95 
L 547.8 107.775 
L 548.625 108.6 
L 550.275 108.6 
L 551.1 107.775 
L 551.925 106.95 
L 553.575 106.95 
L 555.225 106.95 
L 556.05 106.125 
L 556.05 104.475 
L 556.05 102.825 
L 555.225 102 
L 553.575 102 
L 552.75 102.825 
L 551.925 103.65 
L 551.1 102.825 
L 550.275 102 
L 548.625 102 
z
M 548.625 105.3 
L 549.45 106.125 
L 548.625 106.95 
L 547.8 106.125 
L 548.625 105.3 
z
" clip-path="url(#p2f7146c360)" 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=-58 -->
    <g style="fill: #ffffff" transform="translate(475.2 191.904375) 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)"/>
      <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-35" x="172.363281"/>
     <use xlink:href="#DejaVuSans-38" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_6">
   <g clip-path="url(#p49754de358)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANsAAADcCAYAAAD5htT4AAAwDklEQVR4nO2dV5AtVfXGv6v4N+ecUMRIkIwgQRQVlEIoqIICfaAsU1mmF62SsnzRMlTxgKAPCgbKACoKglKKSBIkqCiKiiLmnHMO/6df76/XrNO3z5kzPTPX9b3M3NO7u3f3ubO/tb4V9hZJ/9U6YMuWLaPH3va2t+1+v81tbiNJ+u9//9v797/+9a8V4//973+vuFc8Fq/r14738N+55n/+858VY/iM833+/M58GePX5DOu4+cD5p/Nm/PidePv8f4R8V1nc3TE+/q/43nZdeJnQ3PLMO/4qXGbrQ8pFArLwBZtAmZzxFU+WyHjCne7292u+x1GyVbteH42Rz7jpzPLrDn5Cs/4yKxjwbXGvL8xY4bYIHu3zD+ymI8beqdDcxuayxjWGmLNjYBitkJhItQfW6EwEbZbrxsPmWoRQybH0LHtttuu92//DHMSszQzi+L1/H5D5iTXjmP8PvOYOpnAkz1/NOPmeceOTNiZNf+h+Y59p/NgSOBZ1DWZCsVshcJEWDdmW+0qNHS+CyJSf/Vjtf2///s/ScPhgWz1ZVxkRBc8xggk2ao/K5wwxIx+nUWZLN4/Xm+IhYaEkqF5bDTxYgoUsxUKE2HdpP9uAnOuwpkfsbVrZkHdGHjOmI3PnLUYH9nTfTbGZ8ww5M/EMMIYCT1DvEfGjFnIYsy9hnymIV9x1rzHBsznmeNqxq0litkKhYkwqc+2TLUorlRDqtQQG2Y+1FC6Uxwf06+yuWUrfMZwQ/eNyFLJMv8zzmeMigjGPNtYzErFGsN+2wqK2QqFiVB/bIXCRJhUIFmGGTlLRBjKY8yC2kMB11kZ6tmYzAzNTLx4XhRohu43r3mVBdPBmOceI4KMCVzPuoafP68ItJkrA4rZCoWJMIlAshbCyBjxIBuT1YH5Odn5Wdb70P1hzyx0MEZ8iau2CzyRNcfUgw0x7KKpZFlYYUj8GKqymAcbPbN/CMVshcJEmMRnW2Zq1jyJyxkzEIz++9//Lin3uWYlG2fXzhKRud8//vGPFeePYZ1ZY8eOHzM2JmJLs/2voeD2GJ/Trz2mjnCRwP1YlM9WKPwPoP7YCoWJsKZm5FrUF0XTaN7Sf86/053uJEn661//uuK6CBpjGu1kY5gTJqsLJPH8LO8yNiUak6M46zO/V3bfTLwZU5kQ5+y/ZyZmrKTIQh/xHplpHzHUDmMMpjQri9kKhYmwJsy2lhWzsfo6k+Lj6pkJHLAO//b8v3idjBniGL8Hc4xijDTMVmCoFd5QpXSsteNeXqEQGS279h3ucAdJ0j//+U9J/XcT2S+r4xsSL+Zp3JN9NoZZ50ExW6GwDWJpQe21YLMxKVissFkPEJD5DgB5/o53vGP32d/+9jdJeQ8TxrHqA1/huSZjuI7fP/NZ+OzOd76zpMaIQ8HhoSat/Nvfx+1vf/v0+R3Mm593vetdu2NcC/b77W9/u+L+8Vl9TkMYk6a12lS29UQxW6EwEeqPrVCYCOvW8GdRROk8MzWjdO1jOD+aWi5iRFPtPve5T3cM0wpTkzFZh+OshQKmFeaXm5jcFxPtj3/844oxmJh//vOfV9w35mJyXzcjY6jDzbtoNnM9zvHxzNHnRjiFz/70pz91x3hvUSAachXGtOnbTChmKxQmwsLS/xQNMbN7wAwxSOorXbaiz7pmxpD8zurtq7+v8tl1/Py73/3uvZ+S9KAHPUiS9LjHPU6S9IlPfKI7ds973lOSdPDBB0tqzHD++ed3Y4bCGlGOh0383SB2cJ4LHJEZnbVAZHB/N4gv9773vVc896233iqpCTJDeZ9DFQXZfSMWZb21ZstitkJhIgz6bFO2cx57r1kSsDNLbDHuiCsqLOir2t3udjdJzS/LpHNYI6tZY8yee+4pSTr55JO7Y5dddpkk6ZxzzpHUDzn87Gc/kyR96lOfkiQ9+tGPXjG3v/zlL73PsmqD+Nw+hrnh+7lfxTPQwDZjxsh2zjCM//nPf967lyQ9+MEPliR95zvfWXHN7FpxzJg6xo2OYrZCYSKkPtt6rB5j78kqzeo7VBUc/QM/Fq+DfyY1RgOuVMIenM9qfq973asbs8cee0iSdt99d0nS3nvv3R37zGc+IylPBIZtfvrTn0pqaqQHlaNCCFP4nB7ykIf0ru3B5T/84Q+SpN/85je960jST37yE0kr36mf/4AHPECS9IMf/EBS/71xHu/dGRU/jmf87ne/K6nPlDFRwDHUujB+tqxq8GWjmK1QmAj1x1YoTIRB6X+jCCRDWfs41ZlMjVmS1ZwhTGAGuVAQ8//c1DvooIMkSV/84hclSdtvv72kvhkJMEcJQEvSox71qN4YP8b4X/3qV5Kkhz70oZKk3/3udyvGYw76cz/ykY+U1N5RzPGUpPvd7369n7/+9a9XXJv733zzzZL6Qsehhx7au/b111/fHcM0JZyQ5W1yX/6N4OPPlGFMUHstA97LuGYxW6EwETadQBKZLWsgA9tlO7ZwHsII4oezV1ZJAFjZf/SjH/Wu5+wBMyIGeLoW80cg8Kx7zotV4L/4xS+6MYglv//973v38PM5D/ZxZkeCJwXNQw8wGthrr716Y6UWlthpp50kSfvvv3937KabbpIkvf/975fUF5ZioDqzROL3ljW+HWq3N9RKbyOIJsVshcJE2LJly5bJMjrnZcwxbb+H2n9nqyi/3+Uud5HUVn9nsViHBgtKjQlgkX333VeS9PCHP7wbgywe68Kkxh5f//rXJUmPfexju2Owzn3ve19JTWb3uT3wgQ+UJF100UWSpGuuuaY7ht9JmhShB5f3GY8f5swGYCQSix/zmMd0x5hTrAaXGuteeumlkhr7Ss03i5aIhzVibSE+oNTeYUxJG1upvSw/bjXXKWYrFCZC/bEVChNh1WZk5qguswPyLMRMDr8/Zh9miQsU5D3G8/yemIiYmm4i3nLLLb37Y2qRD+jXYozL2yeccIKkJiwghUvNpOQz5ujSO/I4oYdTTjmlO/aVr3xFkrTPPvtIkl73utdJamKOP9vFF18sSfrGN77RHcPc/Na3viWpmW5uRvMuMf/8GPPFVHYpH9OWY1kzIq7JeW4+xzq8TOafwoxczbWL2QqFibDqSu152o4tAzHrn5VxaKcXXz1hDVbKLOANWyFG/PKXv+yOIR4Q8MaJ90x76tFOOukkSS3YLLVAdcbIrOgIC1zTA8+INtTD7bbbbt0xWAq24Vlhc3+2I444QpL07W9/uzvGOJgNRvR6OoSZrLktgBE9rMGcED9ge39vBO+zFoCEOGK+61CFvGMj7HpTzFYoTISl+WxLmMhcnzlbSS2r3McQDnDpm4x40qtYPR/xiEd0Y0hTytq13eMe95DUVmoqr0nbkqRXvvKVkhpTufQPE+LDwDRSY1nGw2iwoSR9//vflyTtuOOOvflL0gte8AJJjVmPOeYYSf0qBlgT1sta2eE7ZS3Wr7rqKknSaaed1puj1JgQ9vDnjhYJ/rCnq8VKCK8oiKEawhxjmW3MsWVh1j2K2QqFibC0oPZaKJBDn8VmozCO1NKLYAFfae5///tLkp7+9Kf3rucrLIyIcub3glEOPPBASW3198Avvg+V1x645f6x4tt/p66MniS+erPa80z+3ATTqYejjs6ZGZaCEZ31GMe7wD/04DTKLH7sueee2x1773vfK4c/G74ZFkFUNf3Z+N6yzl1cB//OfcYxfUnWU5UsZisUJkL9sRUKE2HV0v+i5uPY+rX476zBjtRaCEitZgwzBrNEakLI0UcfLamZbN/85je7MbFhzi677NL9juiAIJNl33NfzMkstxLz7Yc//GF3DDOIHMnYCFZq5hPCjL8bRB/exQ033CCpb47F3FIXSLg28yYP0lvS8Zw89yte8YruGLVtPJN/J4D78Y79XZNnSpWD1xhi9vL+eKZ5BZIp9gqYFWYoZisUJsLCzDYPo83DYtln2d5nIGvoycr4lKc8RVLfcafm6uqrr5bUmvPssMMOK+6HGPDCF75w5vzdwQcEilmZEToc1LPBHtk4WMSFBljyxhtvlNQC71KT8xEfEHO8Tg3xCBHFU6pgNK4ZW437tZmb3/+ss86S1Gre3vKWt3THuB8CDd+jMyvfG3N08SZW3TNXZ89okfj/iXk3ul8EW/ubKGYrFCbCJEHtRZktaw3OCpU1VwUEQElpgkWkZvuzIr/mNa+RJB1wwAHdGCR76sEWBf6gr96s6LCFMyMBYhgRudsrpXl+asYuueSS7hjpYfg11MV5WINny/qjUH0dg9ku/ROy4D16kjVhCBIH3v3ud3fH+B1/jvv7d8s1eV78Ukn60pe+JKm9P+7lc+NZshZ8s9rkTRkKKGYrFCZC/bEVChNhTQWS1cr7IMvMH9rNBUcZ8cGz9smSwNT8+Mc/Lkk69thjuzGYX6sFpg7mpNRMSvI1MeukJjrQ459ncwn8xz/+saSWi+lhBaT+5z73ub3zfAz3Q4zxkAXmJ++Gd+yt9DAjESj8u+E5MdupLPDnRZB5+9vf3vtcau8LU9HzXflOYusEF0iG/t/EfflmnSMtz7SMDYeK2QqFibChBZK4F5u0sg4s7kQqNfEBOd8lYZx3wEpNdbMkPf/5z5eUN15dBF4zFgUGD8rGUAHzd3keRx85HxaUWmCeoD6sQXMhqQkaMIMzG/eFWfjp7MNn3N8FFiyIhz3sYZL6zYyoCICZYV9ndubEO4FhpVb58OUvf1lSYzoPD1BRkdVTZg2CtoZlt78rZisUJsKG3lOblcGZCf8jtrBz9oM9CJJ6uzZWXc5jR0z2S5NaMHy1zMaq6/I4fkjmTwHY5nvf+15vzn5NZw3AO4EJmb/fA5YiBcuZldADlgHXyfae4zOYSmpMBPt57xOO4UdTkXDllVd2Y7gffpn7V/hmfDf0W8meH0bz/zfzpGnVLjaFwibHwj7bIr7avJtnAGet6MexCvo5BLxZTT0NClv/xBNPlNRWcWc2/CLSvLwD1hiwoqOu+eYT++23n6TWHcsD3sx71113ldTYw4PasdLba9UYx/259he+8IVuDIFyVm+vw4P1qLnjp79bGIb7elAZJoFRfW74XATxeScf+MAHujHUxmXqs78DqVkt/v7irqyZzwaGeucsC+WzFQrrhPpjKxQmwsICyZh2dXHMUIuxsefhfGNqxFxJ/4zzPaiNwMB2u2effbakfuAYUwnJfl4zkjli6rhAQfZ73ItNWilaYDp5UBmTGJPN3w11e5jKmFVPfOITuzFsC4w56W3uCIt4E6IIzEBMbW/LgLCD6ORhCeaC6MOzZjsMYSq7sMVnmL1cx8+Potm8puKy291VULtQWCesm/Q/RmDJqnFZITnGKuQ1VwSMWf094xvRBNZ63/veJ6nfyg5ZelHpHyYkfYnKa6nJ24zxSm3mCfvBFL7C8944z4WD2CCIY77JPc/Ez6zFN/I+1oMLHTFdyo/x3nk2D6aTXob0j3TvzApgWG+Tx3fpgox/LuX7ukWMYa+1SuEqZisUJsJ2q20Vvojvln3mK8fQHlyz4IFjxrPS+kqHLM7qecYZZ0jq+xe0ucP38GpkVmvafsdmsT7/6INIzVfjmLMnrMez8G5gOqn5OtR6eboS53NtmNJZHyaC7fbcc8/uGPeB9WEjT+livqRpZal0sJ+zJr4pc2EjEn82fE2sFk8yhnVjEoC3GcwazkaM+b9UQe1CYZOj/tgKhYmw3Vq0oltkbDYmyvv+Oz8xOXxMNKOya2PGEBZwx5uM9Je85CWS+iIEDYLGNJDhmm7eICxwTW8TR54hYQjMYN8fLsJNHkQTnp+Met87jjxL7kt4QpqdN+mZ/TwT9/V3g2mK2cyeA1LLxsH8PeiggyRJn/70p7sxVF4gevh9MUnJLSXk4HsdYFJyvgtrca+BoQ7JJZAUCpsck/b6nzc3MmOteAz28/NZBVmp/RirX2RGb7yDQPGkJz1JkvTsZz+7O3bUUUcNPqPURBjqy7xxDfdD8vbWfMyXFRnp20UM2Br2cmZCcifgy/meGxqbynown3GwBmESz97nPNjLA/7MiTaBvqspVQqHHHKIHF7rx9xe/epXS2ptB6X2bg4//HBJrVrA2Yt3kwlrsyyRsYy1jNq2YrZCYSKsW/vxISDvwkK++nK/uJOljxnaVRTWi0FxXyE5D2bydnGkPiFTZ2ENwgqwl0v/0XfwwC3+SMbIIIYaslQyl9OlxnTSyn3pPCjMc8dmsd4LJErw/o7x2d75zndK6qfJsfsqn8GaXgV+3XXXSWo7n/rcYnoZfmX2vQ/t8z7PbjbLDgEUsxUKE6H+2AqFibAh2yJg0iFUeCYC5gBmHD89f5BWakjHnl1CBkMsNHRzhGth4l144YXdMbJJTj755N58MqEC89FzM8n4QGjwBkSYSmR5ZLvAjAEmGsWfLqHfcsstkto+AB5WQCSKxa9uYnNNcPnll3e/UxhLdg05plJrZ4CJiIjywQ9+sBuDWIJp6mYcJmU0cb0ZUmym5JhiM8StoZitUJgIG5LZYj2ay7YEUfn55Cc/WVJfnobZWOHciYct+AwWy/I2Od/z7y677DJJTah4+ctfLqmffwhgDa9ZI9DMMzkjIkSweme734xBFFF8fzrCEAhE/twIDLAtrOHzuPnmm3vP5CETthlm1x//TujVT89/6gk9mQDxw/M9AYkBWDJ8/94Kj+9gKKgdGW5s9n8FtQuFTYQNuT9bXHV23nnn7hjBUVZbVkP3uVj1YA3PrEd6jrvg+MoF68Fo7jMSaP3a177Wm8+RRx7ZjWEu+E6+wnJ/pGv3y+JupqzUXvOGhJ4BH5P6OVjHwwPMP7b6lpqcD6NxvfPPP78b89SnPlXSyhCM1PzZD3/4w5Kkiy++uDtG0yHeDec7a8YqA999iM94l/iObjXEVDL/3iIzDVWiZFhGFXcxW6EwEdbdZxuzwjhrxRoxKn+dvTxNSOoHTlmJUQjxBbzVNastqqD7EMwT1sM/8Yrj/fffX1LzJ5xZYEKu6T4b1+D5YVhnM/qRZKwbg/kwogeXYcvoO0qt3Rx+Gce81o/3zrVJKJakT37yk5Ja9btXiPN+uT8M6f1VYOKLLrpIUr/Cnfvy/cdeLNLKOsC4E6k0m+G2hvLZCoVNhPpjKxQmwpq2sltkrI/jp7dLwyGO8q6bU+QGZg1/GB/btbmIEfMlfd6YaDH7/vTTT+/GYNLusssukvr1ZIggmGGed8h9EAMw49h3TWqyPMKGB+yph8PsZG7e1gERgQZHLjCwQwzbIzPW3xUmHhURiCGSdN5550lqJqqHXDD7uC8SvocpELaocvBaP4LnvBMEEh/jzxJRQe1C4X8Ik0j/i16HgLOnFMUdashod2d8aMcSBBIECq7nIgbOfKx4zq7NykqFgCSddtppklrtG+lLfj4rvYs/SO2IAbCXz432eNnedTAizM78XSCBWWBLT+Xi3RDMJ7UKEUpqTAqLkqkvtXAIY3zPO6oleG6+PyrfpWYBsL+cWysAi4J34pYBqWg8d1bhP4R52tstwpDFbIXCRJjEZ5v3OlH6vuqqq7pj+ArI5PhHvs8Xcj4rnPcAYbWENWEml4lZNbP94fgdmZ17+BhCBqQkOfvAVvhDHnIgvWmvvfaSJH31q19dMX+une3rxjvcaaedJDWmOPDAA7sxsBzM5K3JGR9b4PleaFgZfOa1crwL5u8hA9gdv4p37OzF7j08tycZR0sERvYq+BgWcB9uzC42Y1BB7UJhE6D+2AqFiTBJBsm8pibmAI62myOxrQFmpDvxZCWQkeBONPl2nId54xkomCg0p8EclNomhogIyOK+qSBmGCYHkrofi9vdSk00wJxEsnfpHvGE5/CwCKYt5hOCgZ+PGUrtmb83zqPrM8/kmyli/iFi7L777t0xzFfa5e2www7dsdiWD/HFzUC+J0xdNwP5v4BJznv3qgHmSwaRd3LGDMWczPYFGJNdspo2d8VshcJEWFPpf55s/6yVHeKFZ70jbJA3x0rt+YOsmggDfuzUU0+V1Jx4VmaX9wmuHnDAAZL6oQeEGWq3qNPy3EhW8Vjx7Nd6/OMfL6kflI6rNuEMl+65NizgwgxMDuvxbH5/fkeEcPYg9ABDEkj2ygCAeEIeqNSECQLOvCOpWQuwDaznFfaxQVP2ThlDCMQB6yMeZcJW3LvNWWmtmwAVsxUKE2GSnUfB2NohjmFne08JfAwkc4LC3tATZsAfcr/kRS96kaTGKNj8HoBlPD4U/TqkluV/wQUX9MZ6uzp8pWc84xmS+vI2qz/M4KlY+Koc4zmoFJCaZE+6k1+b90RdGEzlEjr+G76jsxYhhhjycPbhfvha7g8yngC/Mwvzhe3w65y1mQvv1NPseBf8n+DaXFeSrrnmmt58vaJg1o5IlfVfKGyD2JBqZNwn2wO4sYcIK5urSqyasNfnP//57hhJrqx6sIjXrOHP4DN4uhS/H3/88b17eCPXmGb0zGc+s/sd1oGRP/axj3XHYE2Cy7AHCqjU+onwHK644cfxvmFtr5hm0xBWf68Ux9eK/Vm8Bwv3wD90X5ffeSfel4X74GNnrE2AnGRrD5jz3vmeY2qa1JiZ+WbJ5bP+PQWK2QqFiVB/bIXCRFhTM3KMvB9/Sk38wCx4whOe0B077LDDJDVhAcHBg5uYcZgTLnBghmF+UrvlrRRw+jFZXPyIOZFk0dPSTmrCDOEJl9dpPYD4EnP2pCZsINO7qYb4csQRR6y4NuYv98AMZp85B+Ybgos/GyED5uFJATRSpXWCixAIHLx/b3PHtRA9MDVjXaEkXXvttZKkd73rXd1nmLT8n+B8Dy/gbsTA9aKoXv+FwibFpAJJtocan7mowCqGZO2pVASKETRwuLNVFBZzgYOgMs43q6Gv0LAdK72vnqQk8ZMV1iuO4x5kpDY5YO/Xvva13WewNUIF1/aUruOOO673jF7Hx7xj4DtDDCFIfSFE6geVAcyEiOLfG+fH5j7Syt1rYCjkeqmxLWznO/wwT773rDU9v3PfrJVdDFmtpVASr13MVihMhO3GJlvOwlBwe9ZqIq1sMe7HYtKoy+okDrN6sxr6KsaKjF+EDyM1BuSzLDhMuhNjPHDLioqv5HtKLwIPa8DE3Df+dJCu5JXWzJs5eR1cBGEFTxej0pr3Dnu5ZQDbcF+3KHiX+JiksknS0572NEkt+SBrLY/VEr8bqfnmzI37+vw5lgWwp2CyraGYrVCYCPXHVihMhKUJJBlljxmTZV+TXYHo4Pl7MbsEEcVNHUw8pHPPUsAcwUTBHHNnHjMMU9XFD+aNyUUpv4s4mG/MbaypyTzjFsCZGcncvKKBOcR9DDJgNntbBuaJOYdQ9dnPfrYbQziDLB1/b1Rn0MLPwxKYnYgonOcVCQgjhFpcIEFk4v8Cwpi3CeSZsvaGYxr2LMvEnHWdYrZCYSKkzLasZj4RY6/H6oXM7HmLrN444bCgswer7oknnti7jtSYDWZCZvfgLoBpXMQgRBB3ynFHH8l9XvGEGjdYwFknYt999+3d35+B3ELyEX1uLjpEIJrAyAgkXjUBa/EevBqb56XSm1CE1JiIJAByGz3vE/aiHpEAvtTCKTwT/0dcvEIgitUL0soA93o0bS1mKxQmwqS72IwNM2Bzs3r5ecj6rKwx01tqgd6PfvSjkqRnPetZ3bHYg4M2ee5zsXrDep4Zjx9CwDvzXViZ8W+GGMoz28eMj8gqEggh4AMNsZkDqZ53CRu4vM978t1MAeOytu18BqNhbbhfR9U378/r6JgTWf4xqcHnm+1eA+Zhstp5tFDYpFi3/dmGkpRZ0WAPVyNhNBgOv8Irfln9WPW8hwh+GIwGe3lKVWz/7WlPrN78xGf0VZguT1dccYWktg+3JB166KG98zxJmi5W9EfJGrEOIdboOetFoMJ65y98xpjCls0Dn9fbh4OscxXvmc/wL/HhpMaWn/vc5yQ131NambiMX+tJ2nwnKLVD/UXGdAqYF1s7r5itUJgI9cdWKEyEQTNy0RDAPM2AsjHR0XVzBPEgmgoeeMb85JjXqtGiACn50ksvlZQHQPn50pe+tDv2xje+sXePLDMeMWDnnXeW1K8oQF5HKHBnPu65NmRGcs3rr7++++zWW2+V1Eziq6++WlJf4MDEJRjs8yfATHAaU81NXcxOhA1vKcc7wez2nX0IH/C9YUZ76ADTEvED01Na2U6PNofe/o77LztktSwUsxUKE2FNBJLVNnBlZWNld2ZD6ud8VjwPfLPqs1J7cBTRhGvGqm6prfY4314FDpDTYQgXSLgHAXRSuqS2esMwvjLDCL6bpiSde+653e80jiWY69I558NIzNGZjWOkecGGUgtmw8xYC95KkPsee+yxkvrtwxGmMmELQYV3goXi75b3HZvsSs1KIYhP6MAr3blflvW/ntn+oJitUJgIa8JsQ81Zx54jNX/Gj7FKk6QKo3lQmRWdVdOZgoD1jTfeKKnJ3c6eBMVpF/eOd7yjO8Z9Yj2et1SDGWEKTyR2qXss6PshtU1GYBivCidkwfMyV09FY9XHn/KAN+8btoWhPMiOP0lqlvtssTLea83wUUkQQNbnHn5+rAaXmo/HM8G2yww8rzX7FbMVChOh/tgKhYkwaEYuKqHOOm/srjaYOogWnrWP047JhHniuY3IzAglvr8a0vVBBx0kqeUDYl5K0umnny6p5T1mjXMQVqIoIfVrrOL5s+bvzxvhHZUxe4E/N1I54QxMNZ5DaiIEAo2HJbgWz4Kp6CEIvhsEIZf3MSl5Xm9ThylNlgz38JANZjciWNbRmPlyvo9hnv7/JWLMJvVrZU4WsxUKE2FUUBuMZbpZ541dMXCCsxUKgYRVDIbxPECEEWRtZw+OISGT2+cCyRve8AZJecMcHHoEEVjDV3HyNJGiPSzg1cdSn81imzaEDmcz7s9ze04o74uQBwJDlgXPBvRe0UDLvBh68Sa1zI3zXDyhqQ8NXL2eD0GDUAHne24jTWZ5by6QEOJgTlzP3+2Y5lND/xfXelP7YrZCYSKMkv6X7btlx7Jmm6zILutj17PCsbJ5xS6+A2P8Xs973vMkSWeeeaaktlLT/FRq7dZixbPU/BGCs2SoZ/uUsYq7PM6zwVAelkDe5hlZMZ118VGYk6dbMY5nwnf0ioZ4f2d9GAzWgHX9u+G7gJHcZ6TKgaA+oROpNbrFd+M78Urz6667TlJ77x4ywdeGSWN4Q2rvLe4uGn9fLxSzFQoTof7YCoWJMMqMXMvs/+wYwgRmoOfYsbEhGfWYbJ5jh/mDrOzyNtd+8YtfLKntkOM5fggMtHTLOgJjfpFj6BI2ZhemDzK71EwdCkQdZHpgKpJt4iICz5t1RMa0wqTNpHDMTjJRPG+U+/P+MPH8+TFfeV8uYkSz09973HqXglrPbuH/QtaOAnMVQYh9EdyMHJL8Z6Ea/hQK2yDWTSABGfvF1cYleBiFn2SIe+CVVZSdZq688sruGKs/OYGIBy5UwF6s6J71DoMhQsRMc6mxLGIKDCmtzI30vMcoerznPe+R1BchDj74YEmN7ZyRYQ3EG+bm7AEz8kz+3mAJxjAfrxrgu+H9E0CXWjiEZ/Rr09jolFNOkdTelzc8Yr60sfCwCPPlvoggWUXGGLaqbX4LhW0Yk9azZZ9nu9iw6rDS+QoXU7nwT1wCJ8DM6u/MRLs4ZG78i2yFhSmyVnqMgQ086z+2SHdmw1dDlndmY95I5zAM4QWpsQXnZ9XQzA1f0Z8NJqAae/vtt++O4QcyDxjNM/NpmEToxP0qUuB439SwSSvr6Kgid1+X85H88c+llelavBv356PPthHkfkcxW6EwESatZxvafMOPoXCxirvixu+s4qzQWXAX5c9XT1ZdVEhWRp8PqyaM4MFVVnn8KFZTZzbuge/nicDcD1XNA9bcF7bl2p7ixXPC8L6aswEGbMXe2D4GRkTxc6sB/485xvlI7X3jF5OiJTXW5Dty/xQGjnWI++yzTzcGXw1md3+M5/b3LM0fuK792QqF/wHUH1uhMBHmCmo7FtkKeOyx2MrOJWTMmFgW7/PhGOd7u7QTTjhBUjPDME88fzFmu7s5E3Myua/vMxY7CbuJS0a85wQC7kNuYFbXFRsVeVAZ8xFTjWMuImC+YWJ7tQKyOuMxmX0Mc0EoIefRf+ce/t4xuxFdEJY8N5P3RKjCWzYgdsXcWBdvwEYTRkAxW6EwERYWSFa7h9tQrVw85g4+Kyv1TewB5qlBBHVxphFDpCa9s7LS3MdFFM5npfU2eayszJfruARO9n6sfJZW7gPn92XVZ0WP7fr8WbiO7+LiLCc1ZvakAO4Ho3jAGnZGvCFw7+zBd8F78PcO68Zms35NpH/2ZXPWh5H5bl2Y4f8E33/cb83HZFg22y1yvWK2QmEirFr6Xy3DDQW6swaqBKVpRYf07JIwYQFWP2/2SeCU81nh/R6cBzN54Dm212M1dr+G+eNXuD9IgBv28kRaWAYJnMDv8ccf342BmWBo3yfNWc7n7RI8zMQxZzYY8OKLL5bUKsSdoaI/7aztAXKpz0z4ocyX53CrgZQ53p/fl91MY+Da2dx9262h0rUKhW0Y9cdWKEyEVZuRa1ERENsBuOlAVgfnY/5545mYP3fWWWd1xxiHdI0zn2WZIAK4qcfcMHEwY9xhx3zCrHFTC/GFY14rhlTOtdgxJ+uijODg8jgbuPOMvIesWzPz9nfLZ2y3ixnsAgsZKLwTb7lAOIQaOa9WYJ6INogunrfKfBGbeB6fZ2x5sOiGh4tiNdcsZisUJsLSBBLHIr39h4QSZw0EDRxtpHtvuMOqn10T0QFmgYV8hYUJyIl0J55xMX/TGQLRAfbz82EdBBUPGcAgjIeFPKiOiBB385GaMMTzM8bb3dFejudwEYJ3whhYLJsjrOVhCb4LckH9nfIsSP+8B7couA8Bf79vtCDGMMxQS7sxWDYzFrMVChNh3TawH0KsEvAVJqZw0cvCW3THNC3v4YGvQNoXfoL7PtyfldpZK6YJEQh26Z9VmHk7s+Dr4Md5hTg7pJJ9H6vC/doc89Ub/5W5ZNXY+KFUkfuzwRrI7ATnnb0Yg5R/+eWXd8dgRG+cGud2wQUXSGrMlvUZyfaFy9LypPHss56MBorZCoWJsKb1bKtN5cpWs7h3F6zlVb0ojTCTr560JGcHTxjNGYbaq1gdLDXWwUeE2bxFN4Fu/EFnTT7jmbyKOtbIwRDeZwSWwy/0uXFNPuM6PjfOww/MOm9FpdTniD+G4ujJAAS18evogCZJ559/vqSWTEBQHnVWakzKd+q+epaeJfUD57PGbBQUsxUKE6H+2AqFibCmAsk85mTWMmGo1g1TBeedHVCkJhBghnlQFxMLsxHxgn3DpCZixN1k/NqYYcwD4cHnj/lKCwKpmYoIBG7iYb5hRmHWYQ77MyF6+DtCMuf+zDvbRyHLO43iC3Nz8Yd3gviElC+tbCOB4CNJ5557rqQmrGAau3hDvibmpAfTZwWsl9nPv7b5LRS2EWxI6X8MkPdjq3KpCRw0aUXKlppj/9a3vlVSa/fmKVVUFsTmNFJbdRmPQOLsgegAM3ngFrGE+fsx2I4VFunbK55hPcY4M8ZdObECfP6e5S/1BQqYEbZCDKERrl8LhvP3DqMhrHiaHDvUIJoQgL/wwgu7MVR68y6HWCtLeNjoKGYrFCbCJMw2byhgaJfI2IMD+O6aVDHHPiV+PhI013aZmkphmIl/S41ZWJlhHV/9457enpALI8CQHgCGUahLwx/1fiWwJnVx/mzOMlLulzEGv9SPxUpt7k81vNRCJ/RS8TQ5/DAsiw996EPdsXgtzveEA1Lx3P+dhUXDShG1sUahsA2i/tgKhYmwKQQSNxmi85xthYuEjcnm5yOoYHYiN3vXY6Ru9lfzNnW0YeB+mJhel+ZSuc9HamYg9yNHU2ohCswp5u/3j9vzuuBx7bXX9p4Rgcdr/TBfo1AiNXOXOrLM1Nxll10kNaFnxx137I4h/ZPN452cqcnjfWGOuvnPfWJbDKmFReL3PtQoagjVFqFQ2IYxKbMN9fofe17c3H5ofCaQxE3tEQMuueSSbsxuu+0mqWWxOzPANrAHLObyPOzBWM9e53fq8XwHUliPa3Nf3wUHWR9hxWvdYsObLKjNtbmON0klDACjEZT2sAib0sPWvsPOeeedJ6m1qfPzYDnuD8N5bqZXN0QMJTosgtXWui2CYrZCYSJskbQhejWPZboo+Q9VijPW/TmYjRUdFvLgMoFudljxFRe/Ap8rq+FiTlw7C/zi3/j+avvtt5+kltIEPCWKFDAY0tmD+8GEzNWtAN4FYz2VLO7lTTKA+6AwEckBZ599dncMtsKvzKrIYWLCIllQmvOcqeP3PiaYvdHakBezFQoTYd3VyDGMNtSfZIjZsgB4rPTOKp4JuKICwl5+Pv4QAVhSvKTm63C+t+9mvrCFK3a0FqdJ6nHHHSepn1IFs8C2/vw33XSTpFaFDXtnnceYtzeghdG4B122SADw86m49g5Y3M/r9wCMFvfAzhRHkCmNY7qybVQUsxUKE6H+2AqFibBNCyQZyNGLOYLeiBXzk8923XXX7lhsh4A56DVvmHjkW/pOLeRt0roBk1VqMno0Hz1r32u8pNZuzkG1A4FrFxMwH7OKBn7nmTCxXTw66aSTJDVz0E0/zG1MbZ8bn43ZZH7R7XqHTM2NYGIWsxUKE2FDCyRDWf9D1xlqAMsKy4rMMZe3kdNhEa+UJkv9qKOOktQkf5fgYU+EAr82jABrsWON1NrCMeYjH/mIJOnUU0/txsAWiDCeSgWzcO0bbrhBUgvSSy2IT5oVEr7fl9ABu++87W1v68YQcoDtPOsfZmSOznrxfWfi1bLah28EFstQzFYoTIRN57Mtcn52LLaU88AzqUgxIVhq/hfB5aOPPlpSf4OJvffeW1JLTnZ/jmA2jObMdswxx0haWcX8qle9qhsDS8Ei7k/hY3Ie13ZmZS6kVB155JHdsTPOOEOSdMUVV0hqSdJZnxIYLtuYw/1AkPUMmYVtjdFAMVuhMBHqj61QmAjrLpAsC0MVBdmxuIuNm0Mx69573ZMNwjXJbSTXUGqy+nOe8xxJ/QwQauQ8HABe//rXS5Je9rKXSWpijudGkn/INV0wYvwhhxwiSTrzzDMlNaHEn3OPPfaQJJ1zzjndMUxS2jJgzhKu8HvEPej8M+a0TNdglom40U1HRzFboTARNoxAkmG1u5rOE/DOVlEYzWu+EAYQI1jZnalgH6q63/SmN3XHvHmO1M+bfPOb3yypZdLDsIcffng3hhADkr3vYwAzId37vAGhC8IELv7EPeNgKB8T91/I2s1lrejimKHvaC1FlPVEMVuhMBE2BbMtWuGdYWjVnTXGe4hQ/wXDwGw+Bukb9vMUqyOOOEJSS6lCbpeajwj7wEweHiB0kFU1825iNbcHjvEtkfPd5+N5mW/mlw0hq0OLxxZNqZp13mZiuGK2QmEi1B9boTARNrQZCebNDhkyLWaZIVmOXrYZI+YXZmPWeAihguv4GIQUxIjDDjusO8Y4sv+5B1K81MSXuNOO1LJgYtu3zMSNWxH7c0bpPnvGZTfg2dq1xggrGx3FbIXCRNgUzOaIbJMJHkPNYLImQLPGZMyQfSb1RYHIGh4Uh5EQP3wLX9iOmjMC5n4v5gZDZcwUA89+fhQ/Mul+TPb9GOk+sxZW20i1mK1QKGwVm4LZ3GeKzJbt07XIqjd0j6FdUfl3xn4wWpYZD8Nlqz9+IXuveUUCz0lwPTJsfJaIoea2cR5ce6z0P+s6YxHfbTFboVBYCJuO2WZ9lu3BNnStoWruTIWcBe6V+VWwSKZmwkzObDBhVBOHkM1xiIlm7W/n94usPdRINcOirFPMVigUloL6YysUJsKmNSPBkPS/aLfloWOz8gUzESUzebJgcrxGDE946CAKHNnedUPPHxvvzNsSbtbYeY8teu0yIwuFwlaxaSu1sx1HtzZWGlfPFj8bc49Z94vXnpUSJTXWi/cbmr//OworQ6GLTASKrDdGIMnqAMfsCrrozqGbkdFAMVuhMBE2hc82hHnr22YlIi+6Y8qYmjs/FuV9l+Aj242p/cpYc1E/ahHWmLfWcIj1NzNrjUExW6EwEeqPrVCYCJvejJynuYxjSKgY2iZ41j0yZGbd0HxnSfdjsj2yY0PzH2rYE8fMm0GSXW8ztzNYForZCoWJsOmZbV4Jeln3W9TRj8w2L+uOYdKY/zgvi4xhxqHz5gk8z1tpv5lRzFYoTIRNy2xDwd3V1rMte2UdK8/Pw5rz+FxjMU9QeWw4YpF7bKsoZisUJsKmZbaIZQW3s88yZpo1djX3XZZvuWgC8Bg1cpHzx85tW0cxW6EwEeqPrVCYCJvOjJwlZw815RnaJH2opdsYjJG5F81fXGbIYtacsudetGbsf9lEHINitkJhIvw/ntUvoUGi1DAAAAAASUVORK5CYII=" id="image29307b3936" transform="scale(1 -1) translate(0 -158.4)" x="634" y="-36" width="157.68" height="158.4"/>
   </g>
   <g id="QuadContourSet_5">
    <path d="M 698.775 57.45 
L 700.425 57.45 
L 702.075 57.45 
L 703.725 57.45 
L 705.375 57.45 
L 706.2 58.275 
L 707.025 59.1 
L 708.675 59.1 
L 709.5 58.275 
L 710.325 57.45 
L 711.975 57.45 
L 713.625 57.45 
L 715.275 57.45 
L 716.925 57.45 
L 718.575 57.45 
L 719.4 58.275 
L 720.225 59.1 
L 721.875 59.1 
L 723.525 59.1 
L 725.175 59.1 
L 726.825 59.1 
L 727.65 59.925 
L 728.475 60.75 
L 730.125 60.75 
L 730.95 61.575 
L 731.775 62.4 
L 732.6 63.225 
L 733.425 64.05 
L 734.25 64.875 
L 735.075 65.7 
L 736.725 65.7 
L 737.55 66.525 
L 738.375 67.35 
L 739.2 68.175 
L 740.025 69 
L 740.85 69.825 
L 741.675 70.65 
L 742.5 71.475 
L 742.5 73.125 
L 743.325 73.95 
L 744.15 74.775 
L 744.15 76.425 
L 744.975 77.25 
L 745.8 78.075 
L 746.625 78.9 
L 747.45 79.725 
L 747.45 81.375 
L 747.45 83.025 
L 747.45 84.675 
L 747.45 86.325 
L 747.45 87.975 
L 747.45 89.625 
L 747.45 91.275 
L 748.275 92.1 
L 749.1 92.925 
L 749.925 93.75 
L 750.75 94.575 
L 750.75 96.225 
L 751.575 97.05 
L 752.4 97.875 
L 752.4 99.525 
L 752.4 101.175 
L 752.4 102.825 
L 752.4 104.475 
L 753.225 105.3 
L 754.05 106.125 
L 754.05 107.775 
L 754.05 109.425 
L 754.875 110.25 
L 755.7 111.075 
L 755.7 112.725 
L 755.7 114.375 
L 755.7 116.025 
L 755.7 117.675 
L 755.7 119.325 
L 755.7 120.975 
L 755.7 122.625 
L 755.7 124.275 
L 755.7 125.925 
L 755.7 127.575 
L 754.875 128.4 
L 754.05 129.225 
L 753.225 130.05 
L 752.4 130.875 
L 752.4 132.525 
L 751.575 133.35 
L 750.75 134.175 
L 751.575 135 
L 752.4 135.825 
L 752.4 137.475 
L 751.575 138.3 
L 750.75 139.125 
L 750.75 140.775 
L 750.75 142.425 
L 750.75 144.075 
L 750.75 145.725 
L 749.925 146.55 
L 749.1 147.375 
L 748.275 148.2 
L 747.45 149.025 
L 747.45 150.675 
L 746.625 151.5 
L 744.975 151.5 
L 744.15 152.325 
L 743.325 153.15 
L 742.5 153.975 
L 741.675 154.8 
L 740.85 155.625 
L 740.85 157.275 
L 740.025 158.1 
L 739.2 158.925 
L 738.375 159.75 
L 736.725 159.75 
L 735.9 160.575 
L 735.075 161.4 
L 733.425 161.4 
L 731.775 161.4 
L 730.95 162.225 
L 730.125 163.05 
L 728.475 163.05 
L 726.825 163.05 
L 726 163.875 
L 725.175 164.7 
L 723.525 164.7 
L 721.875 164.7 
L 720.225 164.7 
L 718.575 164.7 
L 717.75 163.875 
L 716.925 163.05 
L 715.275 163.05 
L 713.625 163.05 
L 712.8 163.875 
L 711.975 164.7 
L 710.325 164.7 
L 708.675 164.7 
L 707.025 164.7 
L 705.375 164.7 
L 703.725 164.7 
L 702.9 163.875 
L 702.075 163.05 
L 700.425 163.05 
L 698.775 163.05 
L 697.125 163.05 
L 696.3 162.225 
L 695.475 161.4 
L 693.825 161.4 
L 693 160.575 
L 692.175 159.75 
L 690.525 159.75 
L 689.7 158.925 
L 688.875 158.1 
L 687.225 158.1 
L 686.4 157.275 
L 685.575 156.45 
L 684.75 155.625 
L 683.925 154.8 
L 683.1 153.975 
L 683.1 152.325 
L 683.1 150.675 
L 683.1 149.025 
L 683.1 147.375 
L 682.275 146.55 
L 681.45 145.725 
L 680.625 144.9 
L 679.8 144.075 
L 679.8 142.425 
L 680.625 141.6 
L 681.45 140.775 
L 682.275 139.95 
L 683.1 139.125 
L 683.925 138.3 
L 685.575 138.3 
L 686.4 137.475 
L 687.225 136.65 
L 688.05 135.825 
L 688.05 134.175 
L 688.875 133.35 
L 689.7 132.525 
L 690.525 131.7 
L 691.35 130.875 
L 692.175 130.05 
L 693 129.225 
L 693 127.575 
L 693.825 126.75 
L 694.65 125.925 
L 695.475 125.1 
L 696.3 124.275 
L 695.475 123.45 
L 694.65 122.625 
L 693.825 121.8 
L 692.175 121.8 
L 690.525 121.8 
L 688.875 121.8 
L 687.225 121.8 
L 686.4 122.625 
L 685.575 123.45 
L 683.925 123.45 
L 682.275 123.45 
L 681.45 122.625 
L 680.625 121.8 
L 678.975 121.8 
L 677.325 121.8 
L 675.675 121.8 
L 674.025 121.8 
L 673.2 120.975 
L 672.375 120.15 
L 671.55 119.325 
L 671.55 117.675 
L 671.55 116.025 
L 671.55 114.375 
L 671.55 112.725 
L 671.55 111.075 
L 671.55 109.425 
L 671.55 107.775 
L 672.375 106.95 
L 673.2 106.125 
L 673.2 104.475 
L 673.2 102.825 
L 673.2 101.175 
L 674.025 100.35 
L 674.85 99.525 
L 674.85 97.875 
L 675.675 97.05 
L 676.5 96.225 
L 677.325 95.4 
L 678.15 94.575 
L 678.15 92.925 
L 677.325 92.1 
L 676.5 91.275 
L 676.5 89.625 
L 676.5 87.975 
L 675.675 87.15 
L 674.85 86.325 
L 674.85 84.675 
L 674.85 83.025 
L 674.85 81.375 
L 675.675 80.55 
L 676.5 79.725 
L 676.5 78.075 
L 676.5 76.425 
L 677.325 75.6 
L 678.15 74.775 
L 678.975 73.95 
L 679.8 73.125 
L 680.625 72.3 
L 681.45 71.475 
L 682.275 70.65 
L 683.1 69.825 
L 683.1 68.175 
L 683.925 67.35 
L 684.75 66.525 
L 685.575 65.7 
L 687.225 65.7 
L 688.05 64.875 
L 688.875 64.05 
L 689.7 63.225 
L 690.525 62.4 
L 691.35 61.575 
L 692.175 60.75 
L 693.825 60.75 
L 695.475 60.75 
L 696.3 59.925 
L 697.125 59.1 
L 697.95 58.275 
L 698.775 57.45 
z
" clip-path="url(#p49754de358)" 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=-51 -->
    <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-35" x="172.363281"/>
     <use xlink:href="#DejaVuSans-31" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#pf49424335e)">
    <image xlink:href="data:image/png;base64,
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" id="imaged9afa81cc8" transform="scale(1 -1) translate(0 -158.4)" x="792" y="-36" width="158.4" height="158.4"/>
   </g>
   <g id="QuadContourSet_6">
    <path d="M 862.125 55.8 
L 863.775 55.8 
L 865.425 55.8 
L 866.25 56.625 
L 867.075 57.45 
L 867.9 56.625 
L 868.725 55.8 
L 870.375 55.8 
L 872.025 55.8 
L 873.675 55.8 
L 875.325 55.8 
L 876.975 55.8 
L 877.8 56.625 
L 878.625 57.45 
L 880.275 57.45 
L 881.925 57.45 
L 883.575 57.45 
L 885.225 57.45 
L 886.875 57.45 
L 887.7 58.275 
L 888.525 59.1 
L 889.35 59.925 
L 890.175 60.75 
L 891 61.575 
L 891.825 62.4 
L 893.475 62.4 
L 894.3 63.225 
L 895.125 64.05 
L 895.95 64.875 
L 896.775 65.7 
L 897.6 66.525 
L 897.6 68.175 
L 898.425 69 
L 899.25 69.825 
L 900.075 70.65 
L 900.9 71.475 
L 900.9 73.125 
L 901.725 73.95 
L 902.55 74.775 
L 902.55 76.425 
L 903.375 77.25 
L 904.2 78.075 
L 904.2 79.725 
L 905.025 80.55 
L 905.85 81.375 
L 906.675 82.2 
L 907.5 83.025 
L 907.5 84.675 
L 907.5 86.325 
L 907.5 87.975 
L 907.5 89.625 
L 908.325 90.45 
L 909.15 91.275 
L 909.15 92.925 
L 909.975 93.75 
L 910.8 94.575 
L 910.8 96.225 
L 910.8 97.875 
L 911.625 98.7 
L 912.45 99.525 
L 912.45 101.175 
L 912.45 102.825 
L 912.45 104.475 
L 913.275 105.3 
L 914.1 106.125 
L 914.1 107.775 
L 914.1 109.425 
L 914.1 111.075 
L 914.1 112.725 
L 914.1 114.375 
L 914.1 116.025 
L 914.1 117.675 
L 914.1 119.325 
L 914.925 120.15 
L 915.75 120.975 
L 915.75 122.625 
L 915.75 124.275 
L 915.75 125.925 
L 915.75 127.575 
L 915.75 129.225 
L 915.75 130.875 
L 915.75 132.525 
L 914.925 133.35 
L 914.1 134.175 
L 914.1 135.825 
L 914.1 137.475 
L 913.275 138.3 
L 912.45 139.125 
L 912.45 140.775 
L 912.45 142.425 
L 911.625 143.25 
L 910.8 144.075 
L 910.8 145.725 
L 909.975 146.55 
L 909.15 147.375 
L 909.15 149.025 
L 908.325 149.85 
L 907.5 150.675 
L 906.675 151.5 
L 905.85 152.325 
L 905.025 153.15 
L 904.2 153.975 
L 904.2 155.625 
L 903.375 156.45 
L 902.55 157.275 
L 901.725 158.1 
L 900.9 158.925 
L 900.075 159.75 
L 898.425 159.75 
L 897.6 160.575 
L 896.775 161.4 
L 895.95 162.225 
L 895.125 163.05 
L 893.475 163.05 
L 892.65 163.875 
L 891.825 164.7 
L 891 165.525 
L 890.175 166.35 
L 888.525 166.35 
L 887.7 167.175 
L 886.875 168 
L 885.225 168 
L 883.575 168 
L 881.925 168 
L 880.275 168 
L 878.625 168 
L 876.975 168 
L 876.15 167.175 
L 875.325 166.35 
L 874.5 167.175 
L 873.675 168 
L 872.025 168 
L 871.2 168.825 
L 870.375 169.65 
L 868.725 169.65 
L 867.075 169.65 
L 865.425 169.65 
L 863.775 169.65 
L 862.95 168.825 
L 862.125 168 
L 860.475 168 
L 858.825 168 
L 858 167.175 
L 857.175 166.35 
L 855.525 166.35 
L 854.7 165.525 
L 853.875 164.7 
L 852.225 164.7 
L 851.4 163.875 
L 850.575 163.05 
L 848.925 163.05 
L 848.1 162.225 
L 847.275 161.4 
L 845.625 161.4 
L 843.975 161.4 
L 843.15 160.575 
L 843.15 158.925 
L 842.325 158.1 
L 840.675 158.1 
L 839.85 157.275 
L 839.025 156.45 
L 838.2 155.625 
L 838.2 153.975 
L 837.375 153.15 
L 836.55 152.325 
L 836.55 150.675 
L 836.55 149.025 
L 835.725 148.2 
L 834.9 147.375 
L 834.075 146.55 
L 833.25 145.725 
L 833.25 144.075 
L 833.25 142.425 
L 833.25 140.775 
L 833.25 139.125 
L 833.25 137.475 
L 833.25 135.825 
L 832.425 135 
L 831.6 134.175 
L 830.775 133.35 
L 829.95 132.525 
L 829.125 131.7 
L 828.3 130.875 
L 828.3 129.225 
L 828.3 127.575 
L 828.3 125.925 
L 827.475 125.1 
L 826.65 124.275 
L 826.65 122.625 
L 826.65 120.975 
L 826.65 119.325 
L 826.65 117.675 
L 827.475 116.85 
L 828.3 116.025 
L 828.3 114.375 
L 828.3 112.725 
L 828.3 111.075 
L 828.3 109.425 
L 828.3 107.775 
L 828.3 106.125 
L 828.3 104.475 
L 829.125 103.65 
L 829.95 102.825 
L 829.95 101.175 
L 830.775 100.35 
L 831.6 99.525 
L 831.6 97.875 
L 831.6 96.225 
L 832.425 95.4 
L 833.25 94.575 
L 833.25 92.925 
L 832.425 92.1 
L 831.6 91.275 
L 831.6 89.625 
L 831.6 87.975 
L 831.6 86.325 
L 832.425 85.5 
L 833.25 84.675 
L 833.25 83.025 
L 833.25 81.375 
L 833.25 79.725 
L 834.075 78.9 
L 834.9 78.075 
L 834.9 76.425 
L 835.725 75.6 
L 836.55 74.775 
L 837.375 73.95 
L 838.2 73.125 
L 838.2 71.475 
L 839.025 70.65 
L 839.85 69.825 
L 839.85 68.175 
L 840.675 67.35 
L 841.5 66.525 
L 842.325 65.7 
L 843.15 64.875 
L 843.975 64.05 
L 845.625 64.05 
L 846.45 63.225 
L 847.275 62.4 
L 848.1 61.575 
L 848.925 60.75 
L 850.575 60.75 
L 851.4 59.925 
L 852.225 59.1 
L 853.875 59.1 
L 855.525 59.1 
L 856.35 58.275 
L 857.175 57.45 
L 858.825 57.45 
L 860.475 57.45 
L 861.3 56.625 
L 862.125 55.8 
z
" clip-path="url(#pf49424335e)" 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=-39 -->
    <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-33" x="172.363281"/>
     <use xlink:href="#DejaVuSans-39" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#p92d9ff1aac)">
    <image xlink:href="data:image/png;base64,
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" id="image892e6080e6" transform="scale(1 -1) translate(0 -158.4)" x="950" y="-36" width="158.4" height="158.4"/>
   </g>
   <g id="QuadContourSet_7">
    <path d="M 1020.525 55.8 
L 1022.175 55.8 
L 1023.825 55.8 
L 1025.475 55.8 
L 1026.3 56.625 
L 1027.125 57.45 
L 1028.775 57.45 
L 1029.6 56.625 
L 1030.425 55.8 
L 1031.25 56.625 
L 1032.075 57.45 
L 1033.725 57.45 
L 1035.375 57.45 
L 1037.025 57.45 
L 1038.675 57.45 
L 1039.5 58.275 
L 1040.325 59.1 
L 1041.975 59.1 
L 1042.8 59.925 
L 1043.625 60.75 
L 1045.275 60.75 
L 1046.1 61.575 
L 1046.925 62.4 
L 1047.75 63.225 
L 1048.575 64.05 
L 1049.4 64.875 
L 1050.225 65.7 
L 1051.05 66.525 
L 1051.875 67.35 
L 1052.7 68.175 
L 1053.525 69 
L 1054.35 69.825 
L 1055.175 70.65 
L 1056 71.475 
L 1056.825 72.3 
L 1057.65 73.125 
L 1058.475 73.95 
L 1059.3 74.775 
L 1060.125 75.6 
L 1060.95 76.425 
L 1060.95 78.075 
L 1061.775 78.9 
L 1062.6 79.725 
L 1063.425 80.55 
L 1064.25 81.375 
L 1064.25 83.025 
L 1065.075 83.85 
L 1065.9 84.675 
L 1065.9 86.325 
L 1065.9 87.975 
L 1066.725 88.8 
L 1067.55 89.625 
L 1067.55 91.275 
L 1068.375 92.1 
L 1069.2 92.925 
L 1069.2 94.575 
L 1069.2 96.225 
L 1070.025 97.05 
L 1070.85 97.875 
L 1070.85 99.525 
L 1070.85 101.175 
L 1070.85 102.825 
L 1071.675 103.65 
L 1072.5 104.475 
L 1072.5 106.125 
L 1072.5 107.775 
L 1072.5 109.425 
L 1072.5 111.075 
L 1073.325 111.9 
L 1074.15 112.725 
L 1074.15 114.375 
L 1074.15 116.025 
L 1074.15 117.675 
L 1074.15 119.325 
L 1074.15 120.975 
L 1074.15 122.625 
L 1074.15 124.275 
L 1074.15 125.925 
L 1074.15 127.575 
L 1074.15 129.225 
L 1074.15 130.875 
L 1074.15 132.525 
L 1074.15 134.175 
L 1073.325 135 
L 1072.5 135.825 
L 1072.5 137.475 
L 1072.5 139.125 
L 1072.5 140.775 
L 1071.675 141.6 
L 1070.85 142.425 
L 1070.85 144.075 
L 1070.025 144.9 
L 1069.2 145.725 
L 1069.2 147.375 
L 1068.375 148.2 
L 1067.55 149.025 
L 1067.55 150.675 
L 1066.725 151.5 
L 1065.9 152.325 
L 1065.075 153.15 
L 1064.25 153.975 
L 1064.25 155.625 
L 1063.425 156.45 
L 1062.6 157.275 
L 1061.775 158.1 
L 1060.95 158.925 
L 1060.125 159.75 
L 1059.3 160.575 
L 1058.475 161.4 
L 1057.65 162.225 
L 1056.825 163.05 
L 1056 163.875 
L 1055.175 164.7 
L 1054.35 165.525 
L 1053.525 166.35 
L 1051.875 166.35 
L 1051.05 167.175 
L 1050.225 168 
L 1048.575 168 
L 1046.925 168 
L 1046.1 168.825 
L 1045.275 169.65 
L 1043.625 169.65 
L 1041.975 169.65 
L 1040.325 169.65 
L 1038.675 169.65 
L 1037.025 169.65 
L 1035.375 169.65 
L 1033.725 169.65 
L 1032.075 169.65 
L 1031.25 170.475 
L 1030.425 171.3 
L 1028.775 171.3 
L 1027.125 171.3 
L 1025.475 171.3 
L 1023.825 171.3 
L 1023 170.475 
L 1022.175 169.65 
L 1020.525 169.65 
L 1018.875 169.65 
L 1017.225 169.65 
L 1016.4 168.825 
L 1015.575 168 
L 1013.925 168 
L 1012.275 168 
L 1011.45 167.175 
L 1010.625 166.35 
L 1008.975 166.35 
L 1008.15 165.525 
L 1007.325 164.7 
L 1006.5 163.875 
L 1005.675 163.05 
L 1004.025 163.05 
L 1003.2 162.225 
L 1002.375 161.4 
L 1000.725 161.4 
L 999.9 160.575 
L 999.075 159.75 
L 998.25 158.925 
L 997.425 158.1 
L 996.6 157.275 
L 996.6 155.625 
L 995.775 154.8 
L 994.95 153.975 
L 994.125 153.15 
L 993.3 152.325 
L 993.3 150.675 
L 992.475 149.85 
L 991.65 149.025 
L 991.65 147.375 
L 990.825 146.55 
L 990 145.725 
L 990 144.075 
L 990 142.425 
L 990 140.775 
L 989.175 139.95 
L 988.35 139.125 
L 988.35 137.475 
L 987.525 136.65 
L 986.7 135.825 
L 986.7 134.175 
L 986.7 132.525 
L 986.7 130.875 
L 986.7 129.225 
L 986.7 127.575 
L 986.7 125.925 
L 985.875 125.1 
L 985.05 124.275 
L 985.875 123.45 
L 986.7 122.625 
L 986.7 120.975 
L 986.7 119.325 
L 986.7 117.675 
L 986.7 116.025 
L 985.875 115.2 
L 985.05 114.375 
L 985.875 113.55 
L 986.7 112.725 
L 986.7 111.075 
L 986.7 109.425 
L 986.7 107.775 
L 986.7 106.125 
L 987.525 105.3 
L 988.35 104.475 
L 988.35 102.825 
L 988.35 101.175 
L 988.35 99.525 
L 988.35 97.875 
L 989.175 97.05 
L 990 96.225 
L 990 94.575 
L 989.175 93.75 
L 988.35 92.925 
L 988.35 91.275 
L 989.175 90.45 
L 990 89.625 
L 990 87.975 
L 990.825 87.15 
L 991.65 86.325 
L 991.65 84.675 
L 992.475 83.85 
L 993.3 83.025 
L 993.3 81.375 
L 993.3 79.725 
L 994.125 78.9 
L 994.95 78.075 
L 994.95 76.425 
L 995.775 75.6 
L 996.6 74.775 
L 997.425 73.95 
L 998.25 73.125 
L 998.25 71.475 
L 998.25 69.825 
L 999.075 69 
L 1000.725 69 
L 1001.55 68.175 
L 1002.375 67.35 
L 1003.2 66.525 
L 1004.025 65.7 
L 1004.85 64.875 
L 1005.675 64.05 
L 1007.325 64.05 
L 1008.15 63.225 
L 1008.975 62.4 
L 1009.8 61.575 
L 1010.625 60.75 
L 1012.275 60.75 
L 1013.1 59.925 
L 1013.925 59.1 
L 1015.575 59.1 
L 1017.225 59.1 
L 1018.05 58.275 
L 1018.875 57.45 
L 1019.7 56.625 
L 1020.525 55.8 
z
" clip-path="url(#p92d9ff1aac)" 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=-30 -->
    <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-33" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p9cda096d9c)">
    <image xlink:href="data:image/png;base64,
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" id="image9e243f9afe" transform="scale(1 -1) translate(0 -158.4)" x="1109" y="-36" width="159.12" height="158.4"/>
   </g>
   <g id="QuadContourSet_8">
    <path d="M 1178.925 59.1 
L 1180.575 59.1 
L 1182.225 59.1 
L 1183.875 59.1 
L 1185.525 59.1 
L 1187.175 59.1 
L 1188.825 59.1 
L 1190.475 59.1 
L 1192.125 59.1 
L 1193.775 59.1 
L 1194.6 59.925 
L 1195.425 60.75 
L 1197.075 60.75 
L 1197.9 61.575 
L 1198.725 62.4 
L 1200.375 62.4 
L 1201.2 63.225 
L 1202.025 64.05 
L 1202.85 64.875 
L 1203.675 65.7 
L 1204.5 66.525 
L 1205.325 67.35 
L 1206.15 68.175 
L 1206.975 69 
L 1208.625 69 
L 1209.45 69.825 
L 1210.275 70.65 
L 1211.1 71.475 
L 1211.925 72.3 
L 1212.75 73.125 
L 1212.75 74.775 
L 1213.575 75.6 
L 1214.4 76.425 
L 1215.225 77.25 
L 1216.05 78.075 
L 1216.875 78.9 
L 1217.7 79.725 
L 1218.525 80.55 
L 1219.35 81.375 
L 1220.175 82.2 
L 1221 83.025 
L 1221.825 83.85 
L 1222.65 84.675 
L 1223.475 85.5 
L 1224.3 86.325 
L 1224.3 87.975 
L 1224.3 89.625 
L 1225.125 90.45 
L 1225.95 91.275 
L 1225.95 92.925 
L 1226.775 93.75 
L 1227.6 94.575 
L 1227.6 96.225 
L 1227.6 97.875 
L 1228.425 98.7 
L 1229.25 99.525 
L 1229.25 101.175 
L 1229.25 102.825 
L 1230.075 103.65 
L 1230.9 104.475 
L 1230.9 106.125 
L 1230.9 107.775 
L 1230.9 109.425 
L 1230.9 111.075 
L 1230.9 112.725 
L 1231.725 113.55 
L 1232.55 114.375 
L 1232.55 116.025 
L 1232.55 117.675 
L 1232.55 119.325 
L 1232.55 120.975 
L 1232.55 122.625 
L 1232.55 124.275 
L 1232.55 125.925 
L 1232.55 127.575 
L 1232.55 129.225 
L 1231.725 130.05 
L 1230.9 130.875 
L 1230.9 132.525 
L 1230.9 134.175 
L 1230.9 135.825 
L 1230.9 137.475 
L 1230.075 138.3 
L 1229.25 139.125 
L 1229.25 140.775 
L 1229.25 142.425 
L 1229.25 144.075 
L 1228.425 144.9 
L 1227.6 145.725 
L 1227.6 147.375 
L 1226.775 148.2 
L 1225.95 149.025 
L 1225.95 150.675 
L 1225.125 151.5 
L 1224.3 152.325 
L 1224.3 153.975 
L 1223.475 154.8 
L 1222.65 155.625 
L 1221.825 156.45 
L 1221 157.275 
L 1220.175 158.1 
L 1219.35 158.925 
L 1219.35 160.575 
L 1218.525 161.4 
L 1217.7 162.225 
L 1216.875 163.05 
L 1216.05 163.875 
L 1216.05 165.525 
L 1215.225 166.35 
L 1214.4 167.175 
L 1213.575 168 
L 1212.75 168.825 
L 1211.925 169.65 
L 1211.1 170.475 
L 1210.275 171.3 
L 1208.625 171.3 
L 1206.975 171.3 
L 1206.15 172.125 
L 1205.325 172.95 
L 1204.5 172.125 
L 1203.675 171.3 
L 1202.85 172.125 
L 1202.025 172.95 
L 1201.2 172.125 
L 1200.375 171.3 
L 1198.725 171.3 
L 1197.075 171.3 
L 1196.25 172.125 
L 1195.425 172.95 
L 1194.6 172.125 
L 1193.775 171.3 
L 1192.125 171.3 
L 1191.3 172.125 
L 1190.475 172.95 
L 1189.65 173.775 
L 1188.825 174.6 
L 1187.175 174.6 
L 1186.35 175.425 
L 1185.525 176.25 
L 1183.875 176.25 
L 1183.05 175.425 
L 1182.225 174.6 
L 1180.575 174.6 
L 1178.925 174.6 
L 1177.275 174.6 
L 1176.45 173.775 
L 1175.625 172.95 
L 1173.975 172.95 
L 1173.15 172.125 
L 1172.325 171.3 
L 1171.5 170.475 
L 1170.675 169.65 
L 1169.025 169.65 
L 1168.2 168.825 
L 1167.375 168 
L 1166.55 167.175 
L 1165.725 166.35 
L 1164.9 165.525 
L 1164.075 164.7 
L 1162.425 164.7 
L 1161.6 163.875 
L 1160.775 163.05 
L 1159.95 162.225 
L 1159.125 161.4 
L 1158.3 160.575 
L 1158.3 158.925 
L 1157.475 158.1 
L 1156.65 157.275 
L 1155.825 156.45 
L 1155 155.625 
L 1154.175 154.8 
L 1153.35 153.975 
L 1152.525 153.15 
L 1151.7 152.325 
L 1151.7 150.675 
L 1150.875 149.85 
L 1150.05 149.025 
L 1150.05 147.375 
L 1149.225 146.55 
L 1148.4 145.725 
L 1148.4 144.075 
L 1148.4 142.425 
L 1147.575 141.6 
L 1146.75 140.775 
L 1146.75 139.125 
L 1146.75 137.475 
L 1146.75 135.825 
L 1146.75 134.175 
L 1145.925 133.35 
L 1145.1 132.525 
L 1145.1 130.875 
L 1145.1 129.225 
L 1145.1 127.575 
L 1145.1 125.925 
L 1145.1 124.275 
L 1145.1 122.625 
L 1145.1 120.975 
L 1145.1 119.325 
L 1145.1 117.675 
L 1145.1 116.025 
L 1145.1 114.375 
L 1145.1 112.725 
L 1145.1 111.075 
L 1145.925 110.25 
L 1146.75 109.425 
L 1146.75 107.775 
L 1146.75 106.125 
L 1146.75 104.475 
L 1146.75 102.825 
L 1146.75 101.175 
L 1146.75 99.525 
L 1146.75 97.875 
L 1147.575 97.05 
L 1148.4 96.225 
L 1148.4 94.575 
L 1148.4 92.925 
L 1149.225 92.1 
L 1150.05 91.275 
L 1150.05 89.625 
L 1150.05 87.975 
L 1150.875 87.15 
L 1151.7 86.325 
L 1151.7 84.675 
L 1152.525 83.85 
L 1153.35 83.025 
L 1153.35 81.375 
L 1154.175 80.55 
L 1155 79.725 
L 1155 78.075 
L 1155.825 77.25 
L 1156.65 76.425 
L 1157.475 75.6 
L 1159.125 75.6 
L 1159.95 74.775 
L 1160.775 73.95 
L 1161.6 73.125 
L 1162.425 72.3 
L 1163.25 71.475 
L 1164.075 70.65 
L 1164.9 69.825 
L 1165.725 69 
L 1166.55 68.175 
L 1167.375 67.35 
L 1168.2 66.525 
L 1169.025 65.7 
L 1169.85 64.875 
L 1170.675 64.05 
L 1172.325 64.05 
L 1173.15 63.225 
L 1173.975 62.4 
L 1174.8 61.575 
L 1175.625 60.75 
L 1177.275 60.75 
L 1178.1 59.925 
L 1178.925 59.1 
z
" clip-path="url(#p9cda096d9c)" 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 1144.753125 194.4 
L 1144.753125 182.78625 
L 1108.8 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-18 -->
    <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-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-38" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#p5e70c15d3b)">
    <image xlink:href="data:image/png;base64,
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" id="image95ee62c549" transform="scale(1 -1) translate(0 -158.4)" x="1267" y="-36" width="158.4" height="158.4"/>
   </g>
   <g id="QuadContourSet_9">
    <path d="M 1338.975 62.4 
L 1340.625 62.4 
L 1342.275 62.4 
L 1343.925 62.4 
L 1345.575 62.4 
L 1347.225 62.4 
L 1348.875 62.4 
L 1350.525 62.4 
L 1351.35 63.225 
L 1352.175 64.05 
L 1353.825 64.05 
L 1355.475 64.05 
L 1356.3 64.875 
L 1357.125 65.7 
L 1358.775 65.7 
L 1359.6 66.525 
L 1360.425 67.35 
L 1361.25 68.175 
L 1362.075 69 
L 1362.9 69.825 
L 1363.725 70.65 
L 1364.55 71.475 
L 1365.375 72.3 
L 1366.2 73.125 
L 1367.025 73.95 
L 1367.85 74.775 
L 1368.675 75.6 
L 1369.5 76.425 
L 1370.325 77.25 
L 1371.15 78.075 
L 1371.975 78.9 
L 1372.8 79.725 
L 1373.625 80.55 
L 1375.275 80.55 
L 1376.1 81.375 
L 1376.925 82.2 
L 1378.575 82.2 
L 1379.4 83.025 
L 1379.4 84.675 
L 1380.225 85.5 
L 1381.05 86.325 
L 1381.875 87.15 
L 1382.7 87.975 
L 1382.7 89.625 
L 1382.7 91.275 
L 1383.525 92.1 
L 1384.35 92.925 
L 1384.35 94.575 
L 1384.35 96.225 
L 1384.35 97.875 
L 1385.175 98.7 
L 1386 99.525 
L 1386 101.175 
L 1386.825 102 
L 1387.65 102.825 
L 1387.65 104.475 
L 1388.475 105.3 
L 1389.3 106.125 
L 1389.3 107.775 
L 1389.3 109.425 
L 1389.3 111.075 
L 1389.3 112.725 
L 1390.125 113.55 
L 1390.95 114.375 
L 1390.95 116.025 
L 1390.95 117.675 
L 1390.95 119.325 
L 1390.95 120.975 
L 1390.95 122.625 
L 1390.95 124.275 
L 1390.125 125.1 
L 1389.3 125.925 
L 1389.3 127.575 
L 1389.3 129.225 
L 1389.3 130.875 
L 1389.3 132.525 
L 1388.475 133.35 
L 1387.65 134.175 
L 1387.65 135.825 
L 1387.65 137.475 
L 1387.65 139.125 
L 1387.65 140.775 
L 1386.825 141.6 
L 1386 142.425 
L 1386 144.075 
L 1386 145.725 
L 1385.175 146.55 
L 1384.35 147.375 
L 1384.35 149.025 
L 1383.525 149.85 
L 1382.7 150.675 
L 1382.7 152.325 
L 1382.7 153.975 
L 1381.875 154.8 
L 1381.05 155.625 
L 1380.225 156.45 
L 1379.4 157.275 
L 1378.575 158.1 
L 1377.75 158.925 
L 1376.925 159.75 
L 1376.1 160.575 
L 1376.1 162.225 
L 1375.275 163.05 
L 1374.45 163.875 
L 1373.625 164.7 
L 1372.8 165.525 
L 1372.8 167.175 
L 1371.975 168 
L 1371.15 168.825 
L 1370.325 169.65 
L 1369.5 170.475 
L 1368.675 171.3 
L 1367.025 171.3 
L 1365.375 171.3 
L 1364.55 172.125 
L 1363.725 172.95 
L 1362.075 172.95 
L 1360.425 172.95 
L 1358.775 172.95 
L 1357.95 173.775 
L 1357.125 174.6 
L 1355.475 174.6 
L 1354.65 173.775 
L 1353.825 172.95 
L 1353 173.775 
L 1352.175 174.6 
L 1351.35 175.425 
L 1350.525 176.25 
L 1349.7 175.425 
L 1348.875 174.6 
L 1348.05 175.425 
L 1347.225 176.25 
L 1345.575 176.25 
L 1343.925 176.25 
L 1342.275 176.25 
L 1340.625 176.25 
L 1338.975 176.25 
L 1337.325 176.25 
L 1336.5 175.425 
L 1335.675 174.6 
L 1334.025 174.6 
L 1333.2 173.775 
L 1332.375 172.95 
L 1330.725 172.95 
L 1329.9 172.125 
L 1329.075 171.3 
L 1328.25 170.475 
L 1327.425 169.65 
L 1326.6 168.825 
L 1325.775 168 
L 1324.95 167.175 
L 1324.125 166.35 
L 1323.3 165.525 
L 1322.475 164.7 
L 1321.65 163.875 
L 1320.825 163.05 
L 1320 162.225 
L 1319.175 161.4 
L 1318.35 160.575 
L 1317.525 159.75 
L 1316.7 158.925 
L 1315.875 158.1 
L 1315.05 157.275 
L 1314.225 156.45 
L 1313.4 155.625 
L 1313.4 153.975 
L 1312.575 153.15 
L 1311.75 152.325 
L 1310.925 151.5 
L 1310.1 150.675 
L 1310.1 149.025 
L 1309.275 148.2 
L 1308.45 147.375 
L 1308.45 145.725 
L 1308.45 144.075 
L 1307.625 143.25 
L 1306.8 142.425 
L 1306.8 140.775 
L 1306.8 139.125 
L 1306.8 137.475 
L 1305.975 136.65 
L 1305.15 135.825 
L 1305.15 134.175 
L 1305.15 132.525 
L 1305.15 130.875 
L 1305.15 129.225 
L 1305.15 127.575 
L 1305.15 125.925 
L 1305.15 124.275 
L 1304.325 123.45 
L 1303.5 122.625 
L 1304.325 121.8 
L 1305.15 120.975 
L 1305.15 119.325 
L 1305.15 117.675 
L 1305.15 116.025 
L 1305.15 114.375 
L 1305.15 112.725 
L 1305.15 111.075 
L 1305.15 109.425 
L 1305.15 107.775 
L 1305.15 106.125 
L 1305.975 105.3 
L 1306.8 104.475 
L 1306.8 102.825 
L 1306.8 101.175 
L 1306.8 99.525 
L 1306.8 97.875 
L 1307.625 97.05 
L 1308.45 96.225 
L 1308.45 94.575 
L 1309.275 93.75 
L 1310.1 92.925 
L 1310.1 91.275 
L 1310.1 89.625 
L 1310.925 88.8 
L 1311.75 87.975 
L 1311.75 86.325 
L 1312.575 85.5 
L 1313.4 84.675 
L 1314.225 83.85 
L 1315.05 83.025 
L 1315.875 82.2 
L 1316.7 81.375 
L 1317.525 80.55 
L 1319.175 80.55 
L 1320 79.725 
L 1320 78.075 
L 1320.825 77.25 
L 1321.65 76.425 
L 1322.475 75.6 
L 1323.3 74.775 
L 1324.125 73.95 
L 1324.95 73.125 
L 1324.95 71.475 
L 1325.775 70.65 
L 1326.6 69.825 
L 1327.425 69 
L 1328.25 68.175 
L 1329.075 67.35 
L 1330.725 67.35 
L 1331.55 66.525 
L 1332.375 65.7 
L 1334.025 65.7 
L 1334.85 64.875 
L 1335.675 64.05 
L 1337.325 64.05 
L 1338.15 63.225 
L 1338.975 62.4 
z
" clip-path="url(#p5e70c15d3b)" 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 1303.153125 194.4 
L 1303.153125 182.78625 
L 1267.2 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=-10 -->
    <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"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p8b89487eaa)">
    <image xlink:href="data:image/png;base64,
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" id="image1eda2d4bcb" transform="scale(1 -1) translate(0 -158.4)" x="1426" y="-36" width="159.12" height="158.4"/>
   </g>
   <g id="QuadContourSet_10">
    <path d="M 1500.675 83.85 
L 1502.325 83.85 
L 1503.975 83.85 
L 1504.8 84.675 
L 1505.625 85.5 
L 1507.275 85.5 
L 1508.925 85.5 
L 1509.75 84.675 
L 1510.575 83.85 
L 1511.4 84.675 
L 1512.225 85.5 
L 1513.05 86.325 
L 1513.875 87.15 
L 1514.7 87.975 
L 1515.525 88.8 
L 1516.35 89.625 
L 1517.175 90.45 
L 1518.825 90.45 
L 1519.65 91.275 
L 1520.475 92.1 
L 1521.3 92.925 
L 1522.125 93.75 
L 1522.95 94.575 
L 1523.775 95.4 
L 1524.6 96.225 
L 1524.6 97.875 
L 1525.425 98.7 
L 1526.25 99.525 
L 1526.25 101.175 
L 1526.25 102.825 
L 1527.075 103.65 
L 1527.9 104.475 
L 1527.9 106.125 
L 1528.725 106.95 
L 1529.55 107.775 
L 1530.375 108.6 
L 1531.2 109.425 
L 1531.2 111.075 
L 1532.025 111.9 
L 1532.85 112.725 
L 1533.675 113.55 
L 1534.5 114.375 
L 1534.5 116.025 
L 1535.325 116.85 
L 1536.15 117.675 
L 1536.15 119.325 
L 1536.15 120.975 
L 1536.15 122.625 
L 1536.15 124.275 
L 1536.15 125.925 
L 1536.15 127.575 
L 1535.325 128.4 
L 1534.5 129.225 
L 1534.5 130.875 
L 1534.5 132.525 
L 1533.675 133.35 
L 1532.85 134.175 
L 1532.85 135.825 
L 1532.85 137.475 
L 1532.025 138.3 
L 1531.2 139.125 
L 1531.2 140.775 
L 1530.375 141.6 
L 1529.55 142.425 
L 1528.725 143.25 
L 1527.9 144.075 
L 1527.9 145.725 
L 1527.075 146.55 
L 1526.25 147.375 
L 1525.425 148.2 
L 1524.6 149.025 
L 1523.775 149.85 
L 1522.95 150.675 
L 1522.125 151.5 
L 1521.3 152.325 
L 1520.475 153.15 
L 1519.65 153.975 
L 1518.825 154.8 
L 1517.175 154.8 
L 1515.525 154.8 
L 1513.875 154.8 
L 1512.225 154.8 
L 1511.4 155.625 
L 1510.575 156.45 
L 1508.925 156.45 
L 1507.275 156.45 
L 1505.625 156.45 
L 1503.975 156.45 
L 1502.325 156.45 
L 1501.5 157.275 
L 1500.675 158.1 
L 1499.025 158.1 
L 1497.375 158.1 
L 1495.725 158.1 
L 1494.9 157.275 
L 1494.075 156.45 
L 1493.25 155.625 
L 1492.425 154.8 
L 1490.775 154.8 
L 1489.95 153.975 
L 1489.125 153.15 
L 1488.3 152.325 
L 1487.475 151.5 
L 1486.65 150.675 
L 1485.825 149.85 
L 1485 149.025 
L 1485 147.375 
L 1484.175 146.55 
L 1483.35 145.725 
L 1482.525 144.9 
L 1481.7 144.075 
L 1480.875 143.25 
L 1480.05 142.425 
L 1480.05 140.775 
L 1479.225 139.95 
L 1478.4 139.125 
L 1478.4 137.475 
L 1477.575 136.65 
L 1476.75 135.825 
L 1476.75 134.175 
L 1476.75 132.525 
L 1476.75 130.875 
L 1476.75 129.225 
L 1476.75 127.575 
L 1476.75 125.925 
L 1476.75 124.275 
L 1476.75 122.625 
L 1476.75 120.975 
L 1476.75 119.325 
L 1477.575 118.5 
L 1478.4 117.675 
L 1478.4 116.025 
L 1478.4 114.375 
L 1478.4 112.725 
L 1479.225 111.9 
L 1480.875 111.9 
L 1481.7 111.075 
L 1481.7 109.425 
L 1482.525 108.6 
L 1483.35 107.775 
L 1484.175 106.95 
L 1485 106.125 
L 1485 104.475 
L 1485.825 103.65 
L 1486.65 102.825 
L 1487.475 102 
L 1488.3 101.175 
L 1488.3 99.525 
L 1489.125 98.7 
L 1489.95 97.875 
L 1489.95 96.225 
L 1489.95 94.575 
L 1490.775 93.75 
L 1491.6 92.925 
L 1492.425 92.1 
L 1494.075 92.1 
L 1494.9 91.275 
L 1494.9 89.625 
L 1495.725 88.8 
L 1496.55 87.975 
L 1497.375 87.15 
L 1498.2 86.325 
L 1499.025 85.5 
L 1499.85 84.675 
L 1500.675 83.85 
z
" clip-path="url(#p8b89487eaa)" 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 1457.22375 194.4 
L 1457.22375 182.78625 
L 1425.6 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=25 -->
    <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"/>
     <use xlink:href="#DejaVuSans-35" x="199.902344"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p3a00af43be">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="pd85725e293">
   <rect x="0" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pc6c94d95fd">
   <rect x="158.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p92b56ebf26">
   <rect x="316.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p2f7146c360">
   <rect x="475.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p49754de358">
   <rect x="633.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pf49424335e">
   <rect x="792" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p92d9ff1aac">
   <rect x="950.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p9cda096d9c">
   <rect x="1108.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p5e70c15d3b">
   <rect x="1267.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p8b89487eaa">
   <rect x="1425.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
 </defs>
</svg>