hcph-derivatives-mriqc/sub-001/figures/sub-001_ses-023_task-bht_dir-AP_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>2024-04-22T08:17:31.300450</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(#p3c7e8ba7fa)">
    <image xlink:href="data:image/png;base64,
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" id="imagea8cde6fa2c" 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(#pf060bcd1b5)">
    <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAANwAAADdCAYAAADQBhwkAAAxJUlEQVR4nO2dya9lVfXHv9j3HSoKSCd9TxUSaSJBgxJik2iCCQ50wswwMM4d+B841DiSOFATI0gkKKCIBQgUCEhTQCHYC/Z9/xv88jn7e9Zdd3vua859Ra3v5FXds8/Z++z73vqufh8i6b8qFAqz4HnrXkChcDDhBXNO9rzntb/v//znP5PvO+SQQ7ZsDTzrv//dHLHH+7dijTyDfcrW+NKXvnQ09i9/+ctwjT3l2kbftTd+s+/Jszf7PWz2+1sXiuEKhRlRf3CFwow4RDM6TVylRCWIKoZ/BvxaVGky1aI3ZqtUyinY6Fw91fL5z3/+aMy//vWv4dqyeXay+tX73qdgJ79bhmK4QmFGzOo0ybCVDhEQWXOzUjTDFKadMlfv/TPHUvxsCntnc+wUZpjqoNkp690siuEKhRkxK8Ot6m7ujV9F4m3Uhurdvx0SdwrbRxZzuzgyOj+dFXsMuZMx5TuJY3fiuxXDFQozov7gCoUZsTanSabuLBuzqut/M+vZCvSeFV3+mWOAa7j8fUwMFbhKScggjvHQgY+XpH//+98La4x76f/vOWTWrcJtNsNmDhTDFQozYm0Mh6TtMVwWFN+IFJvCONm82fyRIbLn9HIh+ewFL3jB6Ge2lozF+Df3vfCFLxyuxWfCXv/4xz+GMbBdzLtctt74edybVXJiM2TzZ99tFuLZyLPXjWK4QmFGrD0ssGo4YBkzZs/pPTvaUJk0jXNKjVHifdhPUmMY1ugMA+sw/iUvecnCPPxkrn/+85/DmHifMxxr4TPm97XxLNaU7TX38R6+H6yfMW4D8llkwWXzLPt8o+Gg7Uii2GoUwxUKM2LtqV09TLGvevYScAk/ZY7Ifm5nvfjFLx6NRcI70zAf13xtPJu6Nme43//+96NrL3vZyyRJv/3tbxfW+9e//lWS9Pe//324BntFD7C/Y2RfB+8G+/Eevn+RdXsJ6c5+kRm3AzvZgwqK4QqFGVF/cIXCjFibShlVQlc/NpJT2EOmEi0LMju45vejArLeTKVFzWNMplr96U9/kiT9+c9/Hq797W9/G93/+te/fmFN3JclDsSQRaZSxv12dZl/876Z8+NFL3qRpLZfWVA9C3mggkbVcu481XWrlsVwhcKMmLXi2xEdE1ON6Sk1X0hWnA8uaWGPmGLl88Ni2dqQ0Eh2JLe77iP7ZcZ7ZBGpOS34jP87c8GCPS0gOomyagHWmzmUYlDbGRoNgZ++Np4ZwxPZWjKGjKzXC/Vk7Lts7NTxc6AYrlCYEWu34XqB516/k56Eh9EOPfRQSWMJj9SNNlsWnKYFnbve4xwwhEtzmCmGB3xe2PcVr3jFwtp+97vfjdbNWF9ntCV9TW984xslSa95zWtG7+H/JgTBT183z2GtsKqvic8y9ss0g5hIzRzOkFzLwinxOVMSJqYE3udGMVyhMCPqD65QmBE7JtOkVxHgqsmUjPpXv/rVkqTTTz9dkrRv377h2h//+MfRT+BzoAqi7rljAbc46hdj+FySXvnKV0pqatfPfvaz4Rpq02mnnSZJOuaYY4ZrqK733HOPJOmZZ56RJL3qVa8axvDMI444QtJYFWZvzjjjDElNpXa1L2aoPPDAAwvv/fKXv1yS9Jvf/EbSWCVFBWVez7xxx1FcG+PYJ9bEXD5PrxJhI46VnYRiuEJhRqzdaTLFMeIMsyyX0scgTWGDp59+erj25je/WVKTtEh8l844KWAKZ6/Xve51kprRT76jMywMB4s+9thjwzXyIs8++2xJY2cL6z366KMlST//+c8lSb/61a+GMazlxBNPXHhvguIwG44VHwOj8BNtwPeAd+J57jR59NFHR9cYK0k//elPJTX29HAMa4jhCGfv6FjJwhm9sMCBwHrFcIXCjFh7T5MYgJbyXh4g1owhsWAVSTr88MMltbQpWElq0hpm434fs2vXLknSRRddJGnMfpG9kNQ8T1p0a8OU/iyYze2jZ599VpL0y1/+cjTWbSFc/YzxkAHhBFjjTW96k6RxWAOmYG/cBuPdYCbsU69oOPLIIyVJjz/+uCKOPfZYSdK99947WmOcx+dA4/D5nnzySUl5ut+UNvY7GcVwhcKMqD+4QmFG7EinCciy3fksXnOVFBXswQcflDQ23gFqFk6Dt771rcO1U045RVJzDGRqG3OgojLW15YZ/6hWjHd19YknnpDU1LUsF5H5fvjDHy5ci/OyRld3mZf3dZWM8ewXDhofwzXUVVflX/va10pqTh539vzhD38YrZU9RY2WmkrJd+nOqqzyImKVLJR1oRiuUJgRa3eaZOX4sQ1A1qIAZM10kKY4QtytDaPgOofN3vOe9wxjcIjADM5wXGNNMbfR7yNI7JIeRmAdLvmjIwQWzqQzz3b2hGEYDxu7Y+app56S1MICxx133HANB1DMM/X5mY/9c4bmmeRy8jNbL983oQRp7LiSxs6iuJbMzd+r46uwQKFwEGLtqV1TzkfrjUHPd+n44x//eDQGyS81OwF39Pvf/35JOYsy1iU+UhRmgtncTiIlKktfAlxzG4Y18EzYw1ksNgryoPbxxx8vqaW0MYevjUA19qLPTziFtDHW4TZw3Bu/H4Z+xzveIWkc1CZdjX1jjxyEPPjpzZO4D9bvNbLt2XDrZrpiuEJhRqyd4aY0fc30dK5hJ7idwjXsk3e/+93Dtbe85S2Smi2F9EfiS9JJJ50kqdkQ7oFkfuwjJO+vf/3rYQzSn7l8/bAl87oNg9Rm/YxxiZ1VioPYuBWGcaaB7dEIPO2MRGaC4qeeeqqksbcw2pVue+/du1eSdPnll0tqCQSSdNhhh43W+qUvfUlSS9D2d0P7cA/oj370I0ntO+mdbjtXn5SNoBiuUJgR9QdXKMyItauUGWJP/KzBD2ob4QBUDv+MseRE+n2okF/96lcXxnA/TgBXm6g84BpjyTGUmioU2wlITT39xS9+IWmsUjEPwXGe43mIMc/UQx7333+/pOZsQKXFCSK1kAMqped5UglA/SCq5AknnDCMIRyAauoOJd6NwD0VEf5vwiqZ04VEBT4788wzh2sE2lGzM3V7q0702U4UwxUKM2JHMlx0eWcn0yD9cVp4XRZs9dGPflRSk45Sk97XX3+9JOnOO++UJF1yySULc2St3HBy4KzB5Y8rW2pBXpjGG/XArDBclskPC+3evVsRsEdMEZMaexAWIcjtDIcjiSazHjKBhajDQ2vwNZ5zzjmSGkO5s+ioo46SJD388MOSxvsOW7EXrMnXH1PCYGypJSjEsII30t3IGXJzO1OK4QqFGTErw03tWxITlN09DJPEmilPI0J6woxuJyH9kbRUThOYlZrU/MlPfiKpsZE/k9BB1vcDZmNeJL7Uwgm8k793tEuYy+20GBz3Nnu4/5mXZ3uQGdsTpoOVpGafEUDHBX/bbbcNY9h3vgfXLEiIZv7rrrtuuAYjn3XWWZKkK6+8UpJ0xx13DGNuueUWSXkLP57J94wW4rZ7DIvEHiuOCnwXCgcB6g+uUJgR26pSTjFeoXbPZgDUqrlDAnc26gIu5ExdRcXav3//cA0j/4ILLpAkveENb5Ak3XTTTcMY2trxEyeCJF188cWSmiOBn672obbGhjtSCyNk9XCxq/EjjzwiKe/czBivUmBcbNSTNfPh2Y5Ya0bGC3skNccMqun555+/8BzUbc8hxdnEM1Etr7rqqmEMz0IVdXUTtR4VOLaDkNrvkKuiy7CunMpiuEJhRmwrw005ByA7YQYpjhQji11qzgncw0hRdz7s2bNHkvSNb3xj9DypucORpvzfG7LG03OcRRgPsyJN3TEDs+EE8Vo9GDE7vQZpHef3erzIqM6ezIdmgNPDWZT9xjGCE8Sv8RNWIvvf14JDCaeT1L4TnFY0u5WaUwpXP+9x4YUXDmMuvfRSSdK5554rqYVuJOkrX/mKpMUGvl4fiQPJQwUgBsOnMNt2sF8xXKEwIzbMcBtpSZbZWejdHoBFaiOxXE/HxY1kQ5r5s3kmbmqvB8MWIKULO43MeB8D/H7sM8aQ6uXtzGP/DbeNIrO5nYOLnb3Ale4MGevAnL1gWz6DRbIWfpnNjF3G/qNNOGMQTkD7cPuWdyIs4hUY7BcsSGUCLfWkpsmgbXzgAx8YrlGJcPvtt4/ezVPq0GRi01lHrCgoG65QeA6j/uAKhRmxYZVyChVPUTtRcTxjAlUAFcld7jFbPDsyGNc/z8zyDcntwwngGRPkW6Ji+bMfeuih0bysLTPUM5WGZ+EYcZc7Lm+usTZ32rDvPNszXFBFeX/W6GO4D7XPvyP2xsdL0l133TX8O7YVdCcG6iVrzNzzVB6gUpLvKUk33nijpObscYcO8/KTffPWGjjLYrs+f2ZEVm2wnSiGKxRmxLaEBZYxW9ZQFOPbHQsYzxjB7vpFimZNVgFshYTzwDm5eEhmnABZTiOOEGc/rtEyAAPf293BHrGZkL83hj01a1JzAMSTZbL52WN/NmyLhIepXLoTzuAzD0vgiIgNaN3BQjA6NjqSmibB2rwFH8++7777JLVKAs/zRCPh9+SGG24YrsFsPJt9czbme2asax2xJUT2ezNHMLwYrlCYESsx3NSWZMvqkvz/SFFqsDz9CkmHZM9OYeF+mMpZkHm8DgwQsEUak8nvbn1c/W47ARrcwLDM79KUtSBNnUX4N9e8wU9klth63D/L9p1nI+F5tldSYN8xlzNkbATLe7gNDCMxxtkAZmV+Z2b2Bw2FvfXvjfeEDZ29+E7QLPh98aQIgvl8J75vvC/zwcwZm/WYbrPsVwxXKMyISQy3CotlY7J2d0gfkoi96SeSkdQil8JIOK7BeG5L8G/SrZxh4toIZHtvDaQ3z/b5YRhsNt4jC0BnWgDjYYPs/G7GxLPsfC0whFdjx2QCrmUHbsACnnDAO3At7oPUPKe8o8/PnvAdue2MPY2GQCCc+kCpsSdslHkW+T0hxc4D58zHs33f2cuNpHhtJYrhCoUZUX9whcKMmKRSbpR249G7WS7ltddeK2nsVkc14H53aGCQxzxFVxWYD6Pb3dpRBcYh42pXzM+Mp8n4vMzhKjHXUI0yZxEGvudSospFtSfrKh2PLvZ5ovOB1glSC9z3+u/HNoWOGMz33w3Wz3fpQXHGoUKj4vm7MS/rzs4FZG/5PfB8zZgD6kFx/37iupehqgUKhQMcmw5896RAbBDkLmAkM+5ed13jwKBmzeuicGvH0z5dGsYz5Nwwj735WUfmukdiZmcD8Bls6HNGt3rm0GHeXvpXVm0QGd3vh9mik8rd87wbDomsTR/3x7E+JjbskZpDBYbJmh9Fp5NrD8ybOaJic1zW4U4nfjd438zZ1GsSW6ldhcJzDJuuh5tS1Z1dgz2yPhQErDnHGley34frN6trQjIi1Zx9+AzJHqurfQzXsnq2eC2TjtkZZrwva3I7J7Ie0t8rvuOprM5Q7A0MwfN8b+MZ5ZmdFCu/nYUis2ZnqzO/n5sOo5F4kDXZjSzoWkdkP2yybN9hWA981+k5hcJBiPqDKxRmxLbUw0053jVmEbhqFI1uz6gnY4HxrjYAVKms2iCqlFlWQ3QIeK0eKh2qFe+WqV1xTh/HT8/BRL3EMYD66a5z1pm57nEWoO7hRPA5elUWy5A1OsryRONxxJ6LiirbO9BxyhrYE7JS3DHDfKiv7nSJpke1ySsUDgJsWT3cqpnV0SB3poqucmcYjG7GM0cmaTMpimSH2dx1HMdwP0FWabEaOpPQsSIgc+jgyPBnEwTHBZ7VvEXNwJ0uBHoJ5rNHWV1YDJL7tfjTg/PxPZwpee/ItNI4seF/IaviZy2slzxZz/Pk/WMzJWnRcVdnCxQKBwG2jOGm9C/JUrtiBbTUWAed3MMCjEeXj2eKSWN7UOpX98bWag5c75k0ZA4krI+Jp/+4DRmZ3aUw6V6wL2zudkoMHfizYV8qx3GdZ63sskBwFnCWxgzH/Px05oJ9s5DHsnS3LPCdhVO4Rht19tuTGqLWk7UX3OgpqVvFiMVwhcKMqD+4QmFGrO3I4R7Fx0wJV1somKTNHbmY3lINt/oPfvCDhftjwWrmdEHNyboTRycP68nc+8zlKi4OBVQhV9do/eb9+qWWcSMtnndAIabU9gsVlOOJ/f2jCu1qW+xYzPM804XxOCjc6YKzhn3z7zTud2x5ILU95Jl8xz4v+8ccrjaitjLWr0UnT88EWrXtwioohisUZsS2hgWmuGKROC7pMfaRfjgPpNZejVNYkIY4HKTGcJyB5q5jJGN0OvSOp83qugjGwwo+B4yWBZmR4nzmzBjXAON5TiLPRtJ7yIB9u/POOyU11ncWiWGB7NQi9pQ1OouyRrL0/dkEo9kvX1sMpxAOOeWUU4bPcJbB0H5uABUkHDHMT2dYfodi1YS/S9Sseqh6uELhAMfazodb1pJNWsyEd5c/VQIwDNLMG9ZgH6HDe2oY0pdrsEJ2hltWgc07EYxn/Vmz1xiekJoUz67BArzjscceK2l8dh1rYawfKk9DpNh8KXOBZ5Ke74TaxCx0ge3Ie3jIgVQykNXKsSbm8PSvWIHhpxgR6I6u/161Rfa9Rdaq1K5C4TmMWb2UWeAb28crd0nNQeI6GyDh8Ihhy7iXEUmZpSRFDxr/9+Ayn1Ff5vYZ8yDhY0s7aTGxN0uejh5FqdlzfAaze98O1kaQ2VmFz7IqeBCb1LoNxJ7wvrCSsxj2MXP5NZ7J/e7lxWaLe+K9RqK242lssfFvrEv0z/jevQUgrD8l6X47UQxXKMyI+oMrFGbEtqqUveAiqgDqkx9Kj9qRNdpBBYrqk6tGuLEztYP5eDbOD1d/4n0+P2oX6haODU6V8WdnIQeuoXZlweEYTnC1LasgANExENsS+DWe4+0B2fcYFHd1nf3DTe/vFs+zczMhUzOlvE1eTHyQ8pOIpHHoAPWUU3u8m3asccycRquEDDaKYrhCYUbMcj5cFmRFemHgegA49vTPXPaMybL9kWaRRaXlbmF3L8cqcl83jhSa02bVxUhKHAUZi2WZ+bEtXRY4j9n+/t6RITIWZU9wNvkJQ+wBrJGds0aaWawr9PFoGO70gNniiUReLRCbEPn3xvfOfmXPgy2PPvpoSeNKglidsB0n40xBMVyhMCNmrYfLKp8JWHuCLDYLEs+lWEzRQVJ7VTi2A3q/V3UjKWMSq7vuGQOLuBTmM5iO9/B24oB53T3NZ9n5cNgg7EXsn+LrjXau3xfX6vWEcb+czWG4eEa4hx7YG74bn5NnxZpFfweuxVQvv8Ya/XtnPkJGjHHNhHd69NFHJY0Zcsrv5xwohisUZkT9wRUKM2KWaoHsGipZbK3m47k/O3QQh0B0AkhNzcpq7VABo0Mga0IUsxqkRWcHY/2kFp79wAMPSBq73rlGHZ+rq1xD3crc8r3Tc1AhUfPYI98b9os98TpC5iWz5amnnho9R2pOItbhKiXrz1oXsgbUPFREz4GNmUWZSohDJoZ+pJZ9lJ2eE/MzsxOR5midVwxXKMyITTPcRo3RKL09MzxKL5d0/BtnA84K6uSk5myARdx4R1pzX6yPkxZburk0jE1mkdTuOifUAWt7AJbKBeZnjf5OsAbv6mcDxMZELsXZN9YWs/d9fNxHqTl3cDpkFfcxHJBVbGfOIliPvcFB5NpHPN8tO3KYfcvOTYjOLteauI+cynWhGK5QmBGzVAtkgW+ANHJJjaREQroNhISCBbAbPMhJjVh0Yfs80fXs7mUkbZZRHxED0dLi6S2etsZ82C7eCBaJzNqQ3v5uvcBvTO2CzZ1pYjiE1DR/B6oUYGafI9bYOcPFgLu/N/PB8Pv27ZM03vfYxt0ZCvCdUk/Hd+VrYx3OfjEMkrHnHCiGKxRmRP3BFQozYluOHF7WPMjHxjw/d12jGqCS+HHEqFKoCLiC+en3x8wHvx9VBHXp8MMPX3iP2PLA1xtzAh3xhJysRUHW5g7VEVWI+d1pgwrLOryAEycJairqoocVULdR2735UjxqGGSmAK38aHQkNfUQtTHLJiH7h98FzwKK7+v3n3766aPn8LvhDjHWjUPIv/fYQm9dKIYrFGbErGEBl5wxKIvkkxZZz93SuP+RXvv37x/d44BF3CGDFMcRg5s6M6KZ18MSsAhSOGuVEGu+PDgdwwnudIjMljXDieEU35usxi2uLVZp+NpgWFiTOVwzIRP/qKOOGq3Rr/EdefOn2DaB78YdG9G55t8bgEV5b3f6xKQAZzjmjfV02e9vBb4LhecIugy3CntlDYIAktLd00hd3Lx+TzxVNKtKRvrxTHcPx5o5v5/6L56DpHX3fAwZeLCU+WCBbI+wL5GqbufwGYzugWfsqtgQNmPvzCaJ2f0wjTMu9jC2k9uAhAEIubAeT7+K7HXyyScP12JDJmeTww47TFLby9hyXmr7zR55MsPZZ58tSXrwwQdHz6E1oLTYwDZL6WMOT1SI2M4Ur2K4QmFG1B9coTAjUpVyI6qkG//R+IXqL7vssmEMKuB1110nqakcUlMpGJOpq4yn776fMIMjALXR2wjQxThmbHhGPNcY6xkTqEuxVN+dLqgyOBayLst8lp1sk2VxxPfP1J2oZqJunXDCCcMYVGfURFfFo5MmFo1KTRXFQeJqG+/EvruazrvwXRDGcXWbthWs7bzzzhuuefdsqYU33OmCIyhTt7nG+ClqY2bmbBbFcIXCjBhE16oBwchiGQsh1fi/tzTjRBwcDFnnZKSpG/2wF5/t3r1b0tgIpsbrnHPOkTQ+bw2GQoriYIiudIc7BnCd42CIbe+kxghIb2c41gabZAH72Aqv55BycA22ZQ5nAdbpbRfAY489JqmxAd+JB+djjaIzO3saWwn6uxDyOOussySNw0HxzD1nX35f2FN+bzLHSPY7iXOI36k6PadQOAiwLU2EYLaYKuTpUOj3SEjX92ERJKRLSlKROFydtCu3BThzzFknzovEhSk9SBuD2c6efHbuuedKaoF3d+/HamZnb04lhdky9ooV71Nbui27n8ptqTEztqMzO0wGs2AnO0MSaOY7ce0jNp71/WdNsCc2oP9O4PJn//075XeCvSUVz9PesAGzyvN4hgWMtxXt8lYZXwxXKMyIDTNc75ytWDOFpHVvn0svaZzEGvtN+P+xy/DAIamdIePpOS7pkNZIuqyhKSyWeSCRjNgZWWpXtKG8qpt3gTX93WKtFv/3AHJkscyTCdgbvx/2gum8vR+sxRzZ6UHYTuyje5fjcxzRruen25LsCfbaaaedNlzjvHaSEgjgU50utf2KyeP+LjAy82dnyK2a7jXlpF9QDFcozIj6gysUZsSkXMoe1fY+i9e8JVvsX+/UjgqU1UzF0nocEw899NAwBrWDGip3Wnhtm8/haldU11xdRKWKbmZ3/aNK3nzzzZLGDpllWes+L4j7kCGrJGDdWZvAeJ83OIqqOKqk51JGNTNrsRDX7+P5STgG9VFqwWycXlmVAvdHFVFqe+vmAYgnE/XOGMhQge9C4QBEl+F6jpFVDEWueWY6KVk8xyu+ndGksREeD5znmV4VTs0Uz/bgcnSSxPZtUstEj8cSS83xE9OwXLoT3MUdn6W99Y78jY6FbG+jQ8r/zXqzk4WWBdd9LTHdzefAWcJ+934n3GnBu/A9o5H4906CAtqPV5cwL04ewjHOZvG7dCddrPTPuhDMgWK4QmFGbFlPkyl2httP1LNlLeiQlLjuvZUaqUAkBvPTe5Lceuutkpre71L861//+ug+4P0zkN7M5alNSFRYMB72Li3aC85w7FPsG+Lj2K/sdNeeZhFb9mXny8X7MvZFo4AN/H6SiAmY+7XIutk13Pjcf8EFFwxj2G9CBZ4KiH1G4gMnLPl3G8/Xy5KuV7XdthrFcIXCjKg/uEJhRkxSKTM3fzeaHqoE+OlhAdRLVMHshBzguYzUqJFpsmvXrtHnUlMtbr/9dknS+973vuHaXXfdJak5UlAtPZskNghywxw1C7UzU19YW8/pkYVaMOxjXZmPiephpq5G+JhMvQQxv5J3dIcS6nLmlscEYE983bj/yXd873vfK2ncIoFaOVRKVxf5DEcK++25oIQamP/MM88crt1xxx2jZ/aqLqqJUKHwHMEglld1+UcJvUoAXGpZ8xjB999//3ANV/Fxxx0nacxwODDILL/iiiv+/0WMYXqnyJx//vmSpHvuuUdSOwvNWYx/I02d/WJVMWGJrI9+9v/orHD24ZnxfDtHDENkz44V7x5m6Un2GIzPzl1gXhIAnP2YN56CI7XgOZoI7v1rr712GENHgCyozncQ81x7TreYr+vP7DmSthPFcIXCjFip4nuqBFhWx+UswumgSLy77757uIb0xCZwhsN1jFsYeyc7Cwzp663YCEfwbKSwS3fsDObyoHpsr0balkvj2GbO95Z5etXcSN8s/SsGrH1PYQaYLbbbkxYZ1r+j2Eg19iHx+dEePO2N4DR2WZbMQFgBrcNtwFj/6OyFzY1GwvefnR4UK9b9XbI9nRPFcIXCjKg/uEJhRkxymvTQa9cW4WoXbe3oqOvNZFD7UDuy5kP8/OxnPytJ+vSnPz2MiXma7jRBPUK1QSV09YtyfhwhbvxHhwZrzfrog2yPGOP5gvEYXubKKhmA5yvimEC1RKV1p088Q8GfhyqHmpadbQAIIWTXeA932ZP7iir/yCOPSBq3v2Mvmd/3HTUVE+LOO++UNFY7eRfud3U3tv7LzJ7t7LgMiuEKhRmRBr7jX/iqDpVlLfRc8sd6MpdU0aB3SUUwGwmL69clLZ8hMffu3TtcQ8IifXGw0CJOahKS3vYuqZG0UWL6GkFWSQBgL3csxDMRYH1/N1gIpvL2B7wL6+fZ7taPe+vfCQ6MWEmRnXDDfV4BElseZg1o2T+SIGjGJLV2DWgY3/zmN4drcd9xnniLh6hZeKgmOk2mtEyoNnmFwgGOSaldvYrvVeD3x+pcbDmpSbOsCRApYQRXYSFvUweQfqT1+L/f/va3S2p2jzMNUhuGcRsKZo1BXgdsF89y82fBZp7SBkPwbObvVRt4NTaABbITVOOpNVlYwduvS2PXPSzKmCyjn2d6HSOV5dSxZfY51R1Ufn/3u99deDaNf7PmUbFJsKeNTfkdnqLZbZb1iuEKhRmxUj3clPO8l42TxkwBC5Ci5ZJu3759klrCqrdyizYcyJq+Ig1vueWW4TPqsRhPgqvbKUhjGCez4WAmmMI9arEOzhku2gdu+/EsErpheLfBQDxl1d+JZ2aHgsSUsl4rOd7JPZtci2eV+/14Xn1enoXtBXvjUZYWzwb3fcMrfdFFF0lqWo/vH+8C63v9ZUzpqnq4QuEgQP3BFQozYsMtFqY4UOKYzPgnbxEnhtQyyOlY7HmSqASxZsuB2ve1r31NUuvaKzUVBCcL97t7GeMbFcUNc8YzB2GNGFD257jaFcMHnpuJyo07OzP0cURkIYdYQRDDDP5OWcdoxrMOrvnRv7ExkScVMD8mgKur7A8uf9RnTAqpnQfHZ37mH98XJgGBdJ4ntd8v9sjV/I00vdoOFMMVCjNipYrvVcdEp4FLYyQszg93DGA8I+k97QvJjhS9/vrrJbXTdCTpW9/6lqTWiNVPj0GKY6wzv6dYUaNHBYMzVDwZhvvdsYPTBSney/rPEgbiuQPZuQ1IcWf42HSINWaBb76TrGkqc8DszoIxiO/sSWiFObwOz78Dn5+mTlL7TkhU8JALGgh7g0PNWYz7WUfWJLeHqocrFJ5j2BYbbtk1lyBIH6SYu+5PPfVUSdK999678Axc5UhdwgTXXHPNMAa2yxgG6UcqF+twGxLpiXvZpTPzY1fies7Ox8uSj6Or3qUw42MDWr+fd6Kq3ZmV0AZjYOZs37N6Ouws3o353c7kGszmdhrjYTa3r/h3DCt40jfNYUlsdtsdlubkVNjXTyYilYxaOQ+dsM5eF4IeqtV5oXAAov7gCoUZsWVHDmeIp7dkhweiGpI/J0kXX3yxJOmGG26QNHYMEA5AJUB9oCmQ1KoEKMt3tQdVBjUJddEP/2MO1EfPWIjVDag9rnLE987Uzewarm8cMTh4fAxrYk+8KzTPxNmE8ybL5ey1X2C/smyS2ETJ1xY7Tru6yji+G9R1d4jh8o9tBn1t0SRwhw7mSWyD4c+KVRI9x8pGz9LooRiuUJgRKzURyjClPV7PUI1NdaTWt5+8OVz/knT11VdLai5/pBn5l1IznnEZu4SGEfgsy3fEQMeJ4PfDQjgoskawIDt7Lp5s4+xLNTqSOjtZKJ474G5x1gbrZ41+eE/W5kwXGS4LnPMs3sP3je8iawHIvuPQ4p1IfPD70Tr83Wg2xXr5HaHCwO/PNIPoNNloTmVVCxQKBxDSnibLkDUdzdKP4rNidbTUJA7S36/deOONkqRPfvKTksbhAdzLsADuYc/237Nnj6Qmjb3VeTyJk/QhT82KfTqchfg3dh5s6C5w3j9r+Q0zZKfoUCXAM7EdPbWKa9Tsec0Z7EHlBUyRnUHHZ1lQnn3LUtvid9lrUe+aAckM/CSc4Wf3oaWwpsx2jDV3nvDwxS9+cTQ2s6s3ylAVFigUDkDUH1yhMCM2nUs55VovzzIDxi8l9pdffvlwDXWRcwcIJ7hKR/YB6tY555wzXMP9TyEkapurpDGH0YtdUQljkaarobwbKpHnFKLKMcazKU4++eTR/Px85zvfOYz5whe+MLrmrnfuRyVjjVkBK/Nn2RgxvODqNuol7+Hzx/Z6rhISBoh74m0QmA/nj7eP4N+0x+M79bBC7HidvdtGT8/ZqsZCxXCFwozYdBOhKdIguz+yiLuukajf+c53JEmXXnrpcA3HAi508u7ceYD0RIq7exnpjcTkfDiCxFJjS5jNnQ5IYT7jpzs/omMhy1dkL/zZnCDEWmj350wRjxWGqSXpwx/+sKTmUPI9AVmoIj47OlY8dMD7Z6fnxKOKvYVeZHbm8PaEMBPPdmcVmglrPOOMMyRJn/nMZ4YxsUFTduRx/H2dyljlNCkUDkBsuokQ6IUFMv03ut6zFBskpbe5u/DCCyU19uG8t29/+9vDGKQgrIndJzV3NAHTzD0Nw8QKaKlJaOyiWF0tLaZNZXuDxPdsefYApiC460xBwBimfNvb3jZcY7/YG/Yhq/iO6Wc+PgaH3QaNbcQ9jYrxvL9fY15sLp7p2gc1b7zvBz/4weEaoaEPfehDklran+8N2g/7kDVvmnJ235RmWZXaVSgcANh08vJmm8NmUgUpDmu4FCRJGabDy+UJzrRUQ9J+73vfG64hdbHdGOPnjzMGFnMvJfaFS/0IGCUGwKXFJNos7Qs7iSp0WFyS7rvvPknNBvX7CRyzf7xb78AK95LCCLx3ZsP1EhZgG9jP7VOuYR9nnkTs8hNPPFHSeI/RRG666SZJzVuZteKL3lZfbw8bte9WQTFcoTAj6g+uUJgRh0jaEt7MjM+eutkLfMfTW7JGNTEn0jv4oq6gfrpKF9U91FZ33aOKoGJlLfCiuubvyn3Z0b+oUHzm96HeMR975LmUnMGA2uRnMtAWkMz8hx9+WNI4KSA6pDxPkmdyjf3PgvoxuO7gOX4t7gXfA/VxUnP987633nrrcI3xVBdkJ/vgbOJ9/XcsqpSZulhNhAqF5xi2rOJ7s9UGLo1iyCBrlupBUalVC0vN2UAmOc1ppGZYIw2z2i2MfuZy93Js+RfrrHz9WVCcKgMaqGb34RBBevu5C6Si4VjxsAChDoLRpL35OWlxvz3hAO0huv6zqm4+c/aPZ8d5qIR54xkQXmlPiITvy9vkMQ/7nVV1R0dW/B1x1NkChcJBgFl6moBedXgWFM+uIXVjipBLQyQrLdW8HTeJzTBdVvkc15mdsc0YbD+X9DFFym2ZeGZcFlRnDFXOzhQE5XGdf+5znxuukbzMiUC0ePc5oi3jz47Jx72zybPAeWT9zC6Orep9r2E4vi/XDKJdG/dfWqyUz7AuZgPFcIXCjKg/uEJhRmyrStkD1J51J+7lu0WnSWx8IzVnAy0GPJsCVQb1g+dlYYqYU+if9dTlZe3mfF6cB64Kcx9OHzpQu1sfhwKdoi+55JLhGjmnu3btktTURT9QkqyZuP/SYqfqVV3nmQMpgr3kO6HhkdQyhLJawdg8CXg2y2aznuZAMVyhMCPWxnDReZAFVzGU3XiOTo4sRw7JDsN5cDc+Jwtc9yR8bGrba/0HXCqzbn8ngFuewDVubq8Z41mEB7JqblgzmysyG9XV0tiB8r/eMYZusnH+3swXnUxe8R2TArImQPH/HtaINW+9CpZ1oRiuUJgRa2M4pCfSLGO4rJUcQBqjw2cSLIYQpDyTXJqWTZ6tv2fnZQfXI8WzFnqx8SvvlPVE8dbwgFN/uD9znRMUZ0+zagFCJnw3mX0bG8o6sgqQmO4FM2fV+FHD8WfF34UsuA6K4QqFgxz1B1cozIhZVcqe+pE5LaJq6ej1iI+5jK6aRNd1lhE/Zd0xzzJTe/nMM01Q4ZjPcwLJhaTgFIeCq02oh5lKdsopp0habNPnrvPY/sFP38HJRJ5pb2967Qiy75RnRlMg62rdc9awl5gLve8tw1a1u9soiuEKhRmx9sD3sv9LuXs+tlsDWe1TZvRHp0nW0DSGHnqNbGHPHgs4eo1gcedfdtllklrDHc5akKTzzjtv9ByvBwNf/vKXJTVnC4F0Xyd75O0jCLATlO85hLIz/2K+ZC8onX238TvNTvbJmDGix17rdp4UwxUKM2JtNlwvgBxdwFm2ey9kEKVp1sQHSYltkZ3sk50dF935uNndFoss4Oe7RVe9u/wJcNMCDvbx9/n4xz8uSfrUpz4lSbriiiuGa9hw2Dcf+9jHJI1PcI0s5oHjWAEwJSmhVw3utW/RdsSWm8pG2G492z3a/OtmswzFcIXCjFibDQdWPThhmSfLdfre/UjtWOntEjge+OAME5Ote63oMnuD+fygCkCS8TXXXCNJOv744yVJn/jEJ4YxtD/fu3evpHbaqyRdddVVkhbb1fn8zNE76zuyj78b788+Zu+WBcVjSldkQ2kxYcA1CzQRtzn9Hr9vqj29DhTDFQozov7gCoUZsWPCAo6oEvbqnKKKKS06VrJzwmITnezIYdQgV1GiezpTX2Kjocw9TsDZ9wEXP06Wq6++WpL0rne9axhz8803j+Z6/PHHF+bnTALUT3eMECjHyePrj9UFWbu7WG3gtX7xXLvMdZ85wuKzM9WQ9cbfiV5FwU5EMVyhMCPW7jTpocdw0QWcZbRnVcJRMmZNXmMFQs/pgIPB5+f+XtMkwIkvUmM4D4ZHxDPfaJTkYL2sw5utwmKxTaD/O1YUOHPw3r06xKwB7pSTRwHfSZaSttHTeHcKiuEKhRmxdobrsVhPT192ymp2f3YSZq/VemzT54iV5tlZ2TAUEj9zXWNXcVa51ILgpHh9/vOflzS24UhsZv7du3cvrJEW75y3hk0nNWajCr53vlvW94R3goWcxSIjTult4ojfYWY7x+90J9a89VAMVyjMiPqDKxRmxNpVymVHwToyl3802n1Mz8COqmjmGIiOGL8W1S0cDG7gxzX6/ahiqHneJo9DJVEFvT1eBCoV1QOO2267bfQ8Dp+UWgUC8/pRyzhbUG2zfMlYCeAqJeGM7EyCrFPzMmTfW7x/1RZ+666DA8VwhcKMWDvDgewUmZ5Uis6PjKF6zo/4nOyz7D5YIDb6yZrZxLZzvl5Y4Nprrx2uUbeGI4Us/wceeGAYc8YZZ0hqQW0/NwHWwYHD86gkl9oZcg8++KCkcbVC1BoyTYF3I+Dt12LAe8qB9T02W5XFet/bupkNFMMVCjNi7Y1gwUZPpGRMdsJNb/wqruusEiDach4cj/f1qhbchoI16Vfy5JNPSpLuvvvuYQwMB4v5uXiw1549eyS1+jieIzVmY44s/aqXTBDTvjL7dJUW8T1M6ZeSfTc9rWfdKIYrFGZE/cEVCjNi7U6TnqoxRQ2ZUk7f64Mfs/99/JRnZo6RqNpkGRPAM1RQyQgL0LaOYlNJuvLKKyW1g+f93IR9+/ZJaqfQkEPpa6SA0983rq3XpnBKG4Oe06KXITTl+16lkmSnqJGOYrhCYUasneGm5kDGa1Oek2GZhFzVadPLfp/CArGRrNRCBZxoA/vdddddwxiOET7iiCMkjRmOHE7uYx3PPPPMMCY2rs2y/qOzJHM+9Pamx+xTsv2zsVPuB1M0lHWhGK5QmBE7puI7k2Y9GyKyX2YLrILMhb3RdKCehI32na+V5j+wz0c+8hFJ0hNPPDGMISXsxBNPlCQdc8wxw7Vnn31WUgucn3zyyZKabSc19svCAVPYPzKiM3RssjslqO33T0l4WKXJ606sJCiGKxRmxNptOJBJoI0GMKcEt3vniG+kkeiqa4QpnFn5jHStY489VlI7u1tq9W8kIXut20knnSRJevrppyVJ99133+h5Pkdv3Ruxl+K/p97f622SYUrCxJRr60IxXKEwI+oPrlCYETtGpczQO6EFTAmc98ZPCeBuNCjfO98OeAAahwbnwtH+wLsr40AhPOB7c/vtt4/GZE2Ueo6FKQ6pXshgWa2hPzPOP3VvD4QGQVNQDFcozIgdzXCrsM9UabhMwq9qYG/EeZPN5+xDsx4qAKgm96rqQw89VJJ05JFHSpK+//3vD9eon8vOC9jM+qfe18vWX0UzWeW72Imu/x6K4QqFGbEjGa7n+l3GXlNZbZX755aYuMjjCTN+yikufqq59+/fP1yLNW7e3g6swmxT7KapFdvLnuU24ZRwzIHAYj0UwxUKM6L+4AqFGXGIpAObowuFAwjFcIXCjPg/eJzRD+mUgggAAAAASUVORK5CYII=" id="image92cf46dd26" transform="scale(1 -1) translate(0 -159.12)" x="0" y="-35.28" width="158.4" height="159.12"/>
   </g>
   <g id="QuadContourSet_1">
    <path d="M 76.725 131.7 
L 78.375 131.7 
L 80.025 131.7 
L 81.675 131.7 
L 82.5 132.525 
L 83.325 133.35 
L 84.15 134.175 
L 84.975 135 
L 85.8 135.825 
L 86.625 136.65 
L 87.45 137.475 
L 87.45 139.125 
L 88.275 139.95 
L 89.1 140.775 
L 89.1 142.425 
L 89.1 144.075 
L 89.1 145.725 
L 89.1 147.375 
L 88.275 148.2 
L 87.45 149.025 
L 87.45 150.675 
L 86.625 151.5 
L 85.8 152.325 
L 84.975 153.15 
L 84.15 153.975 
L 83.325 154.8 
L 81.675 154.8 
L 80.025 154.8 
L 78.375 154.8 
L 77.55 153.975 
L 76.725 153.15 
L 75.075 153.15 
L 73.425 153.15 
L 71.775 153.15 
L 70.95 152.325 
L 70.125 151.5 
L 69.3 150.675 
L 69.3 149.025 
L 69.3 147.375 
L 68.475 146.55 
L 67.65 145.725 
L 67.65 144.075 
L 67.65 142.425 
L 67.65 140.775 
L 68.475 139.95 
L 69.3 139.125 
L 69.3 137.475 
L 70.125 136.65 
L 71.775 136.65 
L 72.6 135.825 
L 73.425 135 
L 74.25 134.175 
L 75.075 133.35 
L 75.9 132.525 
L 76.725 131.7 
z
" clip-path="url(#pf060bcd1b5)" 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=-84 -->
    <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-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)"/>
      <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-38" x="172.363281"/>
     <use xlink:href="#DejaVuSans-34" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g clip-path="url(#p6fccf5db3f)">
    <image xlink:href="data:image/png;base64,
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" id="image0f0911cf0c" 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 226.875 55.8 
L 228.525 55.8 
L 230.175 55.8 
L 231.825 55.8 
L 233.475 55.8 
L 235.125 55.8 
L 235.95 56.625 
L 236.775 57.45 
L 237.6 56.625 
L 238.425 55.8 
L 240.075 55.8 
L 241.725 55.8 
L 242.55 56.625 
L 243.375 57.45 
L 245.025 57.45 
L 245.85 58.275 
L 246.675 59.1 
L 248.325 59.1 
L 249.15 58.275 
L 249.975 57.45 
L 251.625 57.45 
L 253.275 57.45 
L 254.925 57.45 
L 256.575 57.45 
L 258.225 57.45 
L 259.875 57.45 
L 260.7 58.275 
L 261.525 59.1 
L 263.175 59.1 
L 264 59.925 
L 264.825 60.75 
L 265.65 61.575 
L 265.65 63.225 
L 266.475 64.05 
L 268.125 64.05 
L 268.95 64.875 
L 268.95 66.525 
L 269.775 67.35 
L 270.6 68.175 
L 270.6 69.825 
L 270.6 71.475 
L 271.425 72.3 
L 272.25 73.125 
L 273.075 73.95 
L 273.9 74.775 
L 273.9 76.425 
L 273.9 78.075 
L 273.9 79.725 
L 273.075 80.55 
L 272.25 81.375 
L 271.425 82.2 
L 270.6 83.025 
L 270.6 84.675 
L 270.6 86.325 
L 271.425 87.15 
L 272.25 87.975 
L 273.075 88.8 
L 273.9 89.625 
L 274.725 90.45 
L 275.55 91.275 
L 275.55 92.925 
L 276.375 93.75 
L 277.2 94.575 
L 277.2 96.225 
L 278.025 97.05 
L 278.85 97.875 
L 278.85 99.525 
L 278.85 101.175 
L 279.675 102 
L 280.5 102.825 
L 280.5 104.475 
L 280.5 106.125 
L 281.325 106.95 
L 282.15 107.775 
L 282.15 109.425 
L 282.15 111.075 
L 282.15 112.725 
L 282.15 114.375 
L 282.975 115.2 
L 283.8 116.025 
L 283.8 117.675 
L 283.8 119.325 
L 283.8 120.975 
L 283.8 122.625 
L 283.8 124.275 
L 283.8 125.925 
L 282.975 126.75 
L 282.15 127.575 
L 282.15 129.225 
L 282.15 130.875 
L 281.325 131.7 
L 280.5 132.525 
L 280.5 134.175 
L 279.675 135 
L 278.85 135.825 
L 278.85 137.475 
L 278.85 139.125 
L 278.85 140.775 
L 278.85 142.425 
L 278.85 144.075 
L 278.85 145.725 
L 278.85 147.375 
L 278.025 148.2 
L 277.2 149.025 
L 277.2 150.675 
L 276.375 151.5 
L 275.55 152.325 
L 275.55 153.975 
L 274.725 154.8 
L 273.9 155.625 
L 273.9 157.275 
L 273.9 158.925 
L 273.075 159.75 
L 272.25 160.575 
L 271.425 161.4 
L 270.6 162.225 
L 270.6 163.875 
L 269.775 164.7 
L 268.95 165.525 
L 268.95 167.175 
L 268.125 168 
L 267.3 168.825 
L 266.475 169.65 
L 264.825 169.65 
L 264 170.475 
L 263.175 171.3 
L 261.525 171.3 
L 260.7 172.125 
L 259.875 172.95 
L 258.225 172.95 
L 256.575 172.95 
L 255.75 173.775 
L 254.925 174.6 
L 253.275 174.6 
L 251.625 174.6 
L 250.8 175.425 
L 249.975 176.25 
L 248.325 176.25 
L 246.675 176.25 
L 245.025 176.25 
L 243.375 176.25 
L 242.55 175.425 
L 241.725 174.6 
L 240.075 174.6 
L 238.425 174.6 
L 236.775 174.6 
L 235.125 174.6 
L 234.3 175.425 
L 233.475 176.25 
L 231.825 176.25 
L 231 177.075 
L 230.175 177.9 
L 228.525 177.9 
L 226.875 177.9 
L 225.225 177.9 
L 224.4 177.075 
L 223.575 176.25 
L 221.925 176.25 
L 220.275 176.25 
L 219.45 175.425 
L 218.625 174.6 
L 216.975 174.6 
L 215.325 174.6 
L 214.5 173.775 
L 213.675 172.95 
L 212.85 172.125 
L 212.025 171.3 
L 210.375 171.3 
L 209.55 170.475 
L 208.725 169.65 
L 207.9 168.825 
L 207.075 168 
L 206.25 167.175 
L 205.425 166.35 
L 204.6 165.525 
L 203.775 164.7 
L 202.95 163.875 
L 202.125 163.05 
L 201.3 162.225 
L 200.475 161.4 
L 199.65 160.575 
L 199.65 158.925 
L 198.825 158.1 
L 198 157.275 
L 197.175 156.45 
L 196.35 155.625 
L 196.35 153.975 
L 195.525 153.15 
L 194.7 152.325 
L 194.7 150.675 
L 194.7 149.025 
L 194.7 147.375 
L 193.875 146.55 
L 193.05 145.725 
L 193.05 144.075 
L 193.05 142.425 
L 192.225 141.6 
L 191.4 140.775 
L 191.4 139.125 
L 191.4 137.475 
L 191.4 135.825 
L 191.4 134.175 
L 190.575 133.35 
L 189.75 132.525 
L 189.75 130.875 
L 189.75 129.225 
L 189.75 127.575 
L 188.925 126.75 
L 188.1 125.925 
L 188.1 124.275 
L 188.1 122.625 
L 188.1 120.975 
L 188.1 119.325 
L 188.1 117.675 
L 188.1 116.025 
L 188.1 114.375 
L 188.1 112.725 
L 188.1 111.075 
L 188.925 110.25 
L 189.75 109.425 
L 189.75 107.775 
L 189.75 106.125 
L 189.75 104.475 
L 190.575 103.65 
L 191.4 102.825 
L 192.225 102 
L 193.05 101.175 
L 193.05 99.525 
L 193.875 98.7 
L 194.7 97.875 
L 194.7 96.225 
L 195.525 95.4 
L 196.35 94.575 
L 196.35 92.925 
L 197.175 92.1 
L 198 91.275 
L 198.825 90.45 
L 199.65 89.625 
L 199.65 87.975 
L 200.475 87.15 
L 201.3 86.325 
L 201.3 84.675 
L 201.3 83.025 
L 201.3 81.375 
L 200.475 80.55 
L 199.65 79.725 
L 199.65 78.075 
L 199.65 76.425 
L 199.65 74.775 
L 200.475 73.95 
L 201.3 73.125 
L 201.3 71.475 
L 201.3 69.825 
L 202.125 69 
L 202.95 68.175 
L 203.775 67.35 
L 204.6 66.525 
L 205.425 65.7 
L 206.25 64.875 
L 207.075 64.05 
L 207.9 63.225 
L 208.725 62.4 
L 209.55 61.575 
L 210.375 60.75 
L 211.2 61.575 
L 212.025 62.4 
L 212.85 61.575 
L 213.675 60.75 
L 214.5 59.925 
L 215.325 59.1 
L 216.975 59.1 
L 218.625 59.1 
L 220.275 59.1 
L 221.925 59.1 
L 223.575 59.1 
L 225.225 59.1 
L 226.05 58.275 
L 226.05 56.625 
L 226.875 55.8 
z
" clip-path="url(#p6fccf5db3f)" 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=-44 -->
    <g style="fill: #ffffff" transform="translate(158.4 191.904375) 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-34" x="172.363281"/>
     <use xlink:href="#DejaVuSans-34" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_4">
   <g clip-path="url(#pcd095ca05e)">
    <image xlink:href="data:image/png;base64,
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" id="image6e41877e9d" transform="scale(1 -1) translate(0 -159.12)" x="317" y="-35.28" width="159.12" height="159.12"/>
   </g>
   <g id="QuadContourSet_3">
    <path d="M 385.275 52.5 
L 386.925 52.5 
L 388.575 52.5 
L 390.225 52.5 
L 391.05 53.325 
L 391.875 54.15 
L 393.525 54.15 
L 395.175 54.15 
L 396.825 54.15 
L 398.475 54.15 
L 399.3 53.325 
L 400.125 52.5 
L 401.775 52.5 
L 403.425 52.5 
L 405.075 52.5 
L 405.9 53.325 
L 406.725 54.15 
L 408.375 54.15 
L 410.025 54.15 
L 410.85 54.975 
L 411.675 55.8 
L 413.325 55.8 
L 414.975 55.8 
L 416.625 55.8 
L 418.275 55.8 
L 419.1 56.625 
L 419.925 57.45 
L 421.575 57.45 
L 422.4 58.275 
L 422.4 59.925 
L 423.225 60.75 
L 424.875 60.75 
L 425.7 61.575 
L 426.525 62.4 
L 427.35 63.225 
L 427.35 64.875 
L 427.35 66.525 
L 428.175 67.35 
L 429 68.175 
L 429.825 69 
L 430.65 69.825 
L 430.65 71.475 
L 431.475 72.3 
L 432.3 73.125 
L 433.125 73.95 
L 433.95 74.775 
L 433.95 76.425 
L 433.95 78.075 
L 433.95 79.725 
L 433.95 81.375 
L 433.95 83.025 
L 433.125 83.85 
L 432.3 84.675 
L 432.3 86.325 
L 432.3 87.975 
L 432.3 89.625 
L 433.125 90.45 
L 433.95 91.275 
L 433.95 92.925 
L 434.775 93.75 
L 435.6 94.575 
L 435.6 96.225 
L 436.425 97.05 
L 437.25 97.875 
L 437.25 99.525 
L 437.25 101.175 
L 438.075 102 
L 438.9 102.825 
L 438.9 104.475 
L 438.9 106.125 
L 439.725 106.95 
L 440.55 107.775 
L 440.55 109.425 
L 440.55 111.075 
L 441.375 111.9 
L 442.2 112.725 
L 442.2 114.375 
L 442.2 116.025 
L 442.2 117.675 
L 442.2 119.325 
L 442.2 120.975 
L 442.2 122.625 
L 442.2 124.275 
L 442.2 125.925 
L 442.2 127.575 
L 442.2 129.225 
L 442.2 130.875 
L 442.2 132.525 
L 442.2 134.175 
L 442.2 135.825 
L 441.375 136.65 
L 440.55 137.475 
L 440.55 139.125 
L 439.725 139.95 
L 438.9 140.775 
L 438.9 142.425 
L 438.075 143.25 
L 437.25 144.075 
L 437.25 145.725 
L 437.25 147.375 
L 436.425 148.2 
L 435.6 149.025 
L 435.6 150.675 
L 434.775 151.5 
L 433.95 152.325 
L 433.95 153.975 
L 433.95 155.625 
L 433.125 156.45 
L 432.3 157.275 
L 432.3 158.925 
L 431.475 159.75 
L 430.65 160.575 
L 429.825 161.4 
L 429 162.225 
L 428.175 163.05 
L 427.35 163.875 
L 427.35 165.525 
L 426.525 166.35 
L 425.7 167.175 
L 424.875 168 
L 424.05 168.825 
L 423.225 169.65 
L 422.4 170.475 
L 421.575 171.3 
L 419.925 171.3 
L 419.1 172.125 
L 418.275 172.95 
L 416.625 172.95 
L 415.8 173.775 
L 414.975 174.6 
L 413.325 174.6 
L 412.5 175.425 
L 411.675 176.25 
L 410.025 176.25 
L 408.375 176.25 
L 407.55 177.075 
L 406.725 177.9 
L 405.075 177.9 
L 403.425 177.9 
L 402.6 177.075 
L 401.775 176.25 
L 400.125 176.25 
L 398.475 176.25 
L 396.825 176.25 
L 396 177.075 
L 395.175 177.9 
L 393.525 177.9 
L 392.7 178.725 
L 391.875 179.55 
L 390.225 179.55 
L 388.575 179.55 
L 386.925 179.55 
L 385.275 179.55 
L 383.625 179.55 
L 381.975 179.55 
L 381.15 178.725 
L 380.325 177.9 
L 378.675 177.9 
L 377.85 177.075 
L 377.025 176.25 
L 375.375 176.25 
L 373.725 176.25 
L 372.9 175.425 
L 372.075 174.6 
L 371.25 173.775 
L 370.425 172.95 
L 368.775 172.95 
L 367.95 172.125 
L 367.125 171.3 
L 366.3 170.475 
L 365.475 169.65 
L 364.65 168.825 
L 363.825 168 
L 363 167.175 
L 362.175 166.35 
L 361.35 165.525 
L 360.525 164.7 
L 359.7 163.875 
L 359.7 162.225 
L 358.875 161.4 
L 358.05 160.575 
L 358.05 158.925 
L 357.225 158.1 
L 356.4 157.275 
L 355.575 156.45 
L 354.75 155.625 
L 354.75 153.975 
L 353.925 153.15 
L 353.1 152.325 
L 353.1 150.675 
L 352.275 149.85 
L 351.45 149.025 
L 351.45 147.375 
L 350.625 146.55 
L 349.8 145.725 
L 349.8 144.075 
L 349.8 142.425 
L 348.975 141.6 
L 348.15 140.775 
L 348.15 139.125 
L 348.15 137.475 
L 348.15 135.825 
L 348.15 134.175 
L 347.325 133.35 
L 346.5 132.525 
L 346.5 130.875 
L 346.5 129.225 
L 346.5 127.575 
L 346.5 125.925 
L 346.5 124.275 
L 346.5 122.625 
L 346.5 120.975 
L 346.5 119.325 
L 346.5 117.675 
L 346.5 116.025 
L 346.5 114.375 
L 346.5 112.725 
L 346.5 111.075 
L 347.325 110.25 
L 348.15 109.425 
L 348.15 107.775 
L 348.15 106.125 
L 348.975 105.3 
L 349.8 104.475 
L 349.8 102.825 
L 350.625 102 
L 351.45 101.175 
L 351.45 99.525 
L 352.275 98.7 
L 353.1 97.875 
L 353.1 96.225 
L 353.925 95.4 
L 354.75 94.575 
L 354.75 92.925 
L 354.75 91.275 
L 354.75 89.625 
L 355.575 88.8 
L 356.4 87.975 
L 356.4 86.325 
L 356.4 84.675 
L 356.4 83.025 
L 356.4 81.375 
L 356.4 79.725 
L 356.4 78.075 
L 356.4 76.425 
L 356.4 74.775 
L 356.4 73.125 
L 357.225 72.3 
L 358.05 71.475 
L 358.875 70.65 
L 359.7 69.825 
L 360.525 69 
L 361.35 68.175 
L 362.175 67.35 
L 363 66.525 
L 363.825 65.7 
L 364.65 64.875 
L 365.475 64.05 
L 366.3 63.225 
L 366.3 61.575 
L 367.125 60.75 
L 367.95 59.925 
L 368.775 59.1 
L 369.6 58.275 
L 370.425 57.45 
L 372.075 57.45 
L 373.725 57.45 
L 374.55 56.625 
L 375.375 55.8 
L 377.025 55.8 
L 378.675 55.8 
L 380.325 55.8 
L 381.15 54.975 
L 381.975 54.15 
L 383.625 54.15 
L 384.45 53.325 
L 385.275 52.5 
z
" clip-path="url(#pcd095ca05e)" 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=-36 -->
    <g style="fill: #ffffff" transform="translate(316.8 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-33" d="M 2597 2516 
Q 3050 2419 3304 2112 
Q 3559 1806 3559 1356 
Q 3559 666 3084 287 
Q 2609 -91 1734 -91 
Q 1441 -91 1130 -33 
Q 819 25 488 141 
L 488 750 
Q 750 597 1062 519 
Q 1375 441 1716 441 
Q 2309 441 2620 675 
Q 2931 909 2931 1356 
Q 2931 1769 2642 2001 
Q 2353 2234 1838 2234 
L 1294 2234 
L 1294 2753 
L 1863 2753 
Q 2328 2753 2575 2939 
Q 2822 3125 2822 3475 
Q 2822 3834 2567 4026 
Q 2313 4219 1838 4219 
Q 1578 4219 1281 4162 
Q 984 4106 628 3988 
L 628 4550 
Q 988 4650 1302 4700 
Q 1616 4750 1894 4750 
Q 2613 4750 3031 4423 
Q 3450 4097 3450 3541 
Q 3450 3153 3228 2886 
Q 3006 2619 2597 2516 
z
" transform="scale(0.015625)"/>
      <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_5">
   <g clip-path="url(#p893ed670c9)">
    <image xlink:href="data:image/png;base64,
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" id="image32c6f93e0c" transform="scale(1 -1) translate(0 -157.68)" x="475" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_4">
    <path d="M 542.025 50.85 
L 543.675 50.85 
L 545.325 50.85 
L 546.975 50.85 
L 547.8 51.675 
L 548.625 52.5 
L 550.275 52.5 
L 551.925 52.5 
L 553.575 52.5 
L 555.225 52.5 
L 556.875 52.5 
L 557.7 51.675 
L 558.525 50.85 
L 560.175 50.85 
L 561.825 50.85 
L 562.65 51.675 
L 563.475 52.5 
L 565.125 52.5 
L 565.95 53.325 
L 566.775 54.15 
L 567.6 53.325 
L 568.425 52.5 
L 569.25 53.325 
L 570.075 54.15 
L 571.725 54.15 
L 572.55 54.975 
L 573.375 55.8 
L 575.025 55.8 
L 575.85 56.625 
L 576.675 57.45 
L 578.325 57.45 
L 579.15 58.275 
L 579.975 59.1 
L 581.625 59.1 
L 582.45 59.925 
L 583.275 60.75 
L 584.1 61.575 
L 584.1 63.225 
L 584.925 64.05 
L 585.75 64.875 
L 586.575 65.7 
L 587.4 66.525 
L 587.4 68.175 
L 588.225 69 
L 589.05 69.825 
L 589.05 71.475 
L 589.875 72.3 
L 590.7 73.125 
L 590.7 74.775 
L 591.525 75.6 
L 592.35 76.425 
L 592.35 78.075 
L 592.35 79.725 
L 592.35 81.375 
L 592.35 83.025 
L 592.35 84.675 
L 593.175 85.5 
L 594 86.325 
L 594 87.975 
L 594 89.625 
L 594 91.275 
L 594.825 92.1 
L 595.65 92.925 
L 595.65 94.575 
L 595.65 96.225 
L 595.65 97.875 
L 595.65 99.525 
L 595.65 101.175 
L 596.475 102 
L 597.3 102.825 
L 597.3 104.475 
L 598.125 105.3 
L 598.95 106.125 
L 598.95 107.775 
L 598.95 109.425 
L 599.775 110.25 
L 600.6 111.075 
L 600.6 112.725 
L 600.6 114.375 
L 600.6 116.025 
L 600.6 117.675 
L 600.6 119.325 
L 600.6 120.975 
L 600.6 122.625 
L 600.6 124.275 
L 600.6 125.925 
L 600.6 127.575 
L 600.6 129.225 
L 600.6 130.875 
L 600.6 132.525 
L 600.6 134.175 
L 600.6 135.825 
L 599.775 136.65 
L 598.95 137.475 
L 598.95 139.125 
L 598.95 140.775 
L 598.125 141.6 
L 597.3 142.425 
L 597.3 144.075 
L 596.475 144.9 
L 595.65 145.725 
L 595.65 147.375 
L 594.825 148.2 
L 594 149.025 
L 594 150.675 
L 593.175 151.5 
L 592.35 152.325 
L 592.35 153.975 
L 591.525 154.8 
L 590.7 155.625 
L 590.7 157.275 
L 589.875 158.1 
L 589.05 158.925 
L 588.225 159.75 
L 587.4 160.575 
L 587.4 162.225 
L 587.4 163.875 
L 586.575 164.7 
L 585.75 165.525 
L 584.925 166.35 
L 584.1 167.175 
L 584.1 168.825 
L 583.275 169.65 
L 581.625 169.65 
L 580.8 170.475 
L 579.975 171.3 
L 579.15 172.125 
L 578.325 172.95 
L 576.675 172.95 
L 575.85 173.775 
L 575.025 174.6 
L 573.375 174.6 
L 572.55 175.425 
L 571.725 176.25 
L 570.075 176.25 
L 568.425 176.25 
L 567.6 177.075 
L 566.775 177.9 
L 565.125 177.9 
L 564.3 178.725 
L 563.475 179.55 
L 561.825 179.55 
L 560.175 179.55 
L 559.35 178.725 
L 558.525 177.9 
L 556.875 177.9 
L 555.225 177.9 
L 553.575 177.9 
L 552.75 178.725 
L 552.75 180.375 
L 551.925 181.2 
L 550.275 181.2 
L 549.45 182.025 
L 548.625 182.85 
L 546.975 182.85 
L 545.325 182.85 
L 544.5 182.025 
L 543.675 181.2 
L 542.025 181.2 
L 540.375 181.2 
L 538.725 181.2 
L 537.9 180.375 
L 537.075 179.55 
L 536.25 178.725 
L 535.425 177.9 
L 533.775 177.9 
L 532.95 177.075 
L 532.125 176.25 
L 530.475 176.25 
L 529.65 175.425 
L 528.825 174.6 
L 528 173.775 
L 527.175 172.95 
L 526.35 172.125 
L 525.525 171.3 
L 523.875 171.3 
L 523.05 170.475 
L 522.225 169.65 
L 521.4 168.825 
L 520.575 168 
L 519.75 167.175 
L 519.75 165.525 
L 518.925 164.7 
L 518.1 163.875 
L 518.1 162.225 
L 517.275 161.4 
L 516.45 160.575 
L 516.45 158.925 
L 515.625 158.1 
L 514.8 157.275 
L 514.8 155.625 
L 513.975 154.8 
L 513.15 153.975 
L 512.325 153.15 
L 511.5 152.325 
L 511.5 150.675 
L 510.675 149.85 
L 509.85 149.025 
L 509.85 147.375 
L 509.025 146.55 
L 508.2 145.725 
L 508.2 144.075 
L 507.375 143.25 
L 506.55 142.425 
L 506.55 140.775 
L 505.725 139.95 
L 504.9 139.125 
L 504.9 137.475 
L 504.9 135.825 
L 504.9 134.175 
L 504.9 132.525 
L 504.9 130.875 
L 504.9 129.225 
L 504.9 127.575 
L 504.9 125.925 
L 504.9 124.275 
L 504.9 122.625 
L 504.9 120.975 
L 504.9 119.325 
L 504.9 117.675 
L 504.9 116.025 
L 504.9 114.375 
L 505.725 113.55 
L 506.55 112.725 
L 506.55 111.075 
L 506.55 109.425 
L 507.375 108.6 
L 508.2 107.775 
L 508.2 106.125 
L 509.025 105.3 
L 509.85 104.475 
L 509.85 102.825 
L 509.85 101.175 
L 510.675 100.35 
L 511.5 99.525 
L 511.5 97.875 
L 511.5 96.225 
L 511.5 94.575 
L 511.5 92.925 
L 511.5 91.275 
L 512.325 90.45 
L 513.15 89.625 
L 513.15 87.975 
L 513.975 87.15 
L 514.8 86.325 
L 514.8 84.675 
L 514.8 83.025 
L 514.8 81.375 
L 514.8 79.725 
L 514.8 78.075 
L 514.8 76.425 
L 515.625 75.6 
L 516.45 74.775 
L 516.45 73.125 
L 517.275 72.3 
L 518.1 71.475 
L 518.1 69.825 
L 518.925 69 
L 519.75 68.175 
L 520.575 67.35 
L 521.4 66.525 
L 522.225 65.7 
L 523.05 64.875 
L 523.875 64.05 
L 524.7 63.225 
L 524.7 61.575 
L 525.525 60.75 
L 526.35 59.925 
L 527.175 59.1 
L 528 58.275 
L 528.825 57.45 
L 530.475 57.45 
L 532.125 57.45 
L 532.95 56.625 
L 533.775 55.8 
L 535.425 55.8 
L 536.25 54.975 
L 537.075 54.15 
L 537.9 53.325 
L 538.725 52.5 
L 540.375 52.5 
L 541.2 51.675 
L 542.025 50.85 
z
" clip-path="url(#p893ed670c9)" 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=-29 -->
    <g style="fill: #ffffff" transform="translate(475.2 191.904375) 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_6">
   <g clip-path="url(#p9a1000ebdb)">
    <image xlink:href="data:image/png;base64,
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" id="image25c1f947dd" transform="scale(1 -1) translate(0 -157.68)" x="634" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_5">
    <path d="M 718.575 50.85 
L 720.225 50.85 
L 721.05 51.675 
L 721.875 52.5 
L 723.525 52.5 
L 724.35 53.325 
L 725.175 54.15 
L 726.825 54.15 
L 728.475 54.15 
L 729.3 54.975 
L 730.125 55.8 
L 730.95 56.625 
L 731.775 57.45 
L 733.425 57.45 
L 734.25 58.275 
L 735.075 59.1 
L 735.9 59.925 
L 736.725 60.75 
L 737.55 61.575 
L 738.375 62.4 
L 739.2 63.225 
L 740.025 64.05 
L 741.675 64.05 
L 742.5 64.875 
L 743.325 65.7 
L 744.15 66.525 
L 744.15 68.175 
L 744.975 69 
L 745.8 69.825 
L 745.8 71.475 
L 746.625 72.3 
L 747.45 73.125 
L 748.275 73.95 
L 749.1 74.775 
L 749.1 76.425 
L 749.925 77.25 
L 750.75 78.075 
L 750.75 79.725 
L 751.575 80.55 
L 752.4 81.375 
L 752.4 83.025 
L 752.4 84.675 
L 752.4 86.325 
L 753.225 87.15 
L 754.05 87.975 
L 754.05 89.625 
L 754.05 91.275 
L 754.05 92.925 
L 754.875 93.75 
L 755.7 94.575 
L 754.875 95.4 
L 754.05 96.225 
L 754.05 97.875 
L 754.875 98.7 
L 755.7 99.525 
L 754.875 100.35 
L 754.05 101.175 
L 754.875 102 
L 755.7 102.825 
L 755.7 104.475 
L 755.7 106.125 
L 756.525 106.95 
L 757.35 107.775 
L 757.35 109.425 
L 757.35 111.075 
L 757.35 112.725 
L 758.175 113.55 
L 759 114.375 
L 759 116.025 
L 759 117.675 
L 759 119.325 
L 759 120.975 
L 759 122.625 
L 759 124.275 
L 759.825 125.1 
L 760.65 125.925 
L 759.825 126.75 
L 759 127.575 
L 759 129.225 
L 759 130.875 
L 759 132.525 
L 759 134.175 
L 759 135.825 
L 758.175 136.65 
L 757.35 137.475 
L 757.35 139.125 
L 757.35 140.775 
L 756.525 141.6 
L 755.7 142.425 
L 755.7 144.075 
L 754.875 144.9 
L 754.05 145.725 
L 754.05 147.375 
L 753.225 148.2 
L 752.4 149.025 
L 752.4 150.675 
L 751.575 151.5 
L 750.75 152.325 
L 749.925 153.15 
L 749.1 153.975 
L 749.1 155.625 
L 748.275 156.45 
L 747.45 157.275 
L 746.625 158.1 
L 745.8 158.925 
L 745.8 160.575 
L 745.8 162.225 
L 745.8 163.875 
L 744.975 164.7 
L 744.15 165.525 
L 744.15 167.175 
L 743.325 168 
L 742.5 168.825 
L 741.675 169.65 
L 740.85 170.475 
L 740.025 171.3 
L 739.2 172.125 
L 738.375 172.95 
L 737.55 173.775 
L 736.725 174.6 
L 735.075 174.6 
L 734.25 175.425 
L 733.425 176.25 
L 731.775 176.25 
L 730.125 176.25 
L 729.3 177.075 
L 728.475 177.9 
L 727.65 178.725 
L 726.825 179.55 
L 726 180.375 
L 725.175 181.2 
L 723.525 181.2 
L 721.875 181.2 
L 720.225 181.2 
L 719.4 180.375 
L 718.575 179.55 
L 716.925 179.55 
L 715.275 179.55 
L 713.625 179.55 
L 711.975 179.55 
L 711.15 180.375 
L 711.15 182.025 
L 710.325 182.85 
L 708.675 182.85 
L 707.025 182.85 
L 705.375 182.85 
L 703.725 182.85 
L 702.075 182.85 
L 700.425 182.85 
L 698.775 182.85 
L 697.95 182.025 
L 697.125 181.2 
L 695.475 181.2 
L 694.65 180.375 
L 693.825 179.55 
L 692.175 179.55 
L 691.35 178.725 
L 690.525 177.9 
L 689.7 177.075 
L 688.875 176.25 
L 687.225 176.25 
L 686.4 175.425 
L 685.575 174.6 
L 684.75 173.775 
L 683.925 172.95 
L 683.1 172.125 
L 683.1 170.475 
L 682.275 169.65 
L 681.45 168.825 
L 680.625 168 
L 679.8 167.175 
L 678.975 166.35 
L 678.15 165.525 
L 677.325 164.7 
L 676.5 163.875 
L 676.5 162.225 
L 675.675 161.4 
L 674.85 160.575 
L 674.85 158.925 
L 674.025 158.1 
L 673.2 157.275 
L 672.375 156.45 
L 671.55 155.625 
L 671.55 153.975 
L 670.725 153.15 
L 669.9 152.325 
L 669.9 150.675 
L 669.075 149.85 
L 668.25 149.025 
L 668.25 147.375 
L 667.425 146.55 
L 666.6 145.725 
L 666.6 144.075 
L 665.775 143.25 
L 664.95 142.425 
L 664.95 140.775 
L 664.95 139.125 
L 664.95 137.475 
L 664.125 136.65 
L 663.3 135.825 
L 663.3 134.175 
L 663.3 132.525 
L 663.3 130.875 
L 663.3 129.225 
L 663.3 127.575 
L 663.3 125.925 
L 663.3 124.275 
L 663.3 122.625 
L 663.3 120.975 
L 663.3 119.325 
L 664.125 118.5 
L 664.95 117.675 
L 664.95 116.025 
L 664.95 114.375 
L 665.775 113.55 
L 666.6 112.725 
L 666.6 111.075 
L 666.6 109.425 
L 667.425 108.6 
L 668.25 107.775 
L 668.25 106.125 
L 668.25 104.475 
L 668.25 102.825 
L 668.25 101.175 
L 668.25 99.525 
L 669.075 98.7 
L 669.9 97.875 
L 669.9 96.225 
L 669.9 94.575 
L 669.9 92.925 
L 669.9 91.275 
L 669.9 89.625 
L 670.725 88.8 
L 671.55 87.975 
L 671.55 86.325 
L 671.55 84.675 
L 672.375 83.85 
L 673.2 83.025 
L 673.2 81.375 
L 674.025 80.55 
L 674.85 79.725 
L 674.85 78.075 
L 674.85 76.425 
L 675.675 75.6 
L 676.5 74.775 
L 676.5 73.125 
L 676.5 71.475 
L 677.325 70.65 
L 678.15 69.825 
L 678.975 69 
L 679.8 68.175 
L 680.625 67.35 
L 681.45 66.525 
L 682.275 65.7 
L 683.1 64.875 
L 683.1 63.225 
L 683.925 62.4 
L 685.575 62.4 
L 686.4 61.575 
L 687.225 60.75 
L 688.05 59.925 
L 688.875 59.1 
L 689.7 58.275 
L 690.525 57.45 
L 692.175 57.45 
L 693 56.625 
L 693.825 55.8 
L 695.475 55.8 
L 696.3 54.975 
L 697.125 54.15 
L 698.775 54.15 
L 699.6 53.325 
L 700.425 52.5 
L 702.075 52.5 
L 703.725 52.5 
L 705.375 52.5 
L 707.025 52.5 
L 707.85 53.325 
L 708.675 54.15 
L 709.5 53.325 
L 710.325 52.5 
L 711.975 52.5 
L 713.625 52.5 
L 715.275 52.5 
L 716.925 52.5 
L 717.75 51.675 
L 718.575 50.85 
z
" clip-path="url(#p9a1000ebdb)" 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=-20 -->
    <g style="fill: #ffffff" transform="translate(633.6 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-30" d="M 2034 4250 
Q 1547 4250 1301 3770 
Q 1056 3291 1056 2328 
Q 1056 1369 1301 889 
Q 1547 409 2034 409 
Q 2525 409 2770 889 
Q 3016 1369 3016 2328 
Q 3016 3291 2770 3770 
Q 2525 4250 2034 4250 
z
M 2034 4750 
Q 2819 4750 3233 4129 
Q 3647 3509 3647 2328 
Q 3647 1150 3233 529 
Q 2819 -91 2034 -91 
Q 1250 -91 836 529 
Q 422 1150 422 2328 
Q 422 3509 836 4129 
Q 1250 4750 2034 4750 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-32" x="172.363281"/>
     <use xlink:href="#DejaVuSans-30" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_7">
   <g clip-path="url(#pfb205a9530)">
    <image xlink:href="data:image/png;base64,
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" id="image28701b0658" 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 865.425 54.15 
L 867.075 54.15 
L 868.725 54.15 
L 870.375 54.15 
L 872.025 54.15 
L 873.675 54.15 
L 875.325 54.15 
L 876.975 54.15 
L 878.625 54.15 
L 880.275 54.15 
L 881.1 54.975 
L 881.925 55.8 
L 883.575 55.8 
L 884.4 56.625 
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 892.65 63.225 
L 893.475 64.05 
L 895.125 64.05 
L 895.95 64.875 
L 895.95 66.525 
L 896.775 67.35 
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 901.725 72.3 
L 902.55 73.125 
L 903.375 73.95 
L 904.2 74.775 
L 905.025 75.6 
L 905.85 76.425 
L 905.85 78.075 
L 906.675 78.9 
L 907.5 79.725 
L 907.5 81.375 
L 908.325 82.2 
L 909.15 83.025 
L 909.975 83.85 
L 910.8 84.675 
L 910.8 86.325 
L 911.625 87.15 
L 912.45 87.975 
L 912.45 89.625 
L 912.45 91.275 
L 913.275 92.1 
L 914.1 92.925 
L 914.1 94.575 
L 914.1 96.225 
L 914.1 97.875 
L 914.1 99.525 
L 914.1 101.175 
L 914.925 102 
L 915.75 102.825 
L 915.75 104.475 
L 915.75 106.125 
L 915.75 107.775 
L 915.75 109.425 
L 915.75 111.075 
L 915.75 112.725 
L 915.75 114.375 
L 915.75 116.025 
L 915.75 117.675 
L 916.575 118.5 
L 917.4 119.325 
L 917.4 120.975 
L 917.4 122.625 
L 917.4 124.275 
L 917.4 125.925 
L 917.4 127.575 
L 917.4 129.225 
L 916.575 130.05 
L 915.75 130.875 
L 915.75 132.525 
L 915.75 134.175 
L 915.75 135.825 
L 914.925 136.65 
L 914.1 137.475 
L 914.1 139.125 
L 914.1 140.775 
L 913.275 141.6 
L 912.45 142.425 
L 912.45 144.075 
L 912.45 145.725 
L 911.625 146.55 
L 910.8 147.375 
L 910.8 149.025 
L 909.975 149.85 
L 909.15 150.675 
L 909.15 152.325 
L 909.15 153.975 
L 908.325 154.8 
L 907.5 155.625 
L 906.675 156.45 
L 905.85 157.275 
L 905.85 158.925 
L 905.025 159.75 
L 904.2 160.575 
L 904.2 162.225 
L 903.375 163.05 
L 902.55 163.875 
L 902.55 165.525 
L 901.725 166.35 
L 900.9 167.175 
L 900.075 168 
L 899.25 168.825 
L 898.425 169.65 
L 897.6 170.475 
L 896.775 171.3 
L 895.95 172.125 
L 895.125 172.95 
L 894.3 173.775 
L 893.475 174.6 
L 891.825 174.6 
L 891 175.425 
L 890.175 176.25 
L 888.525 176.25 
L 887.7 177.075 
L 886.875 177.9 
L 886.05 178.725 
L 885.225 179.55 
L 883.575 179.55 
L 881.925 179.55 
L 881.1 180.375 
L 880.275 181.2 
L 878.625 181.2 
L 876.975 181.2 
L 876.15 180.375 
L 875.325 179.55 
L 873.675 179.55 
L 872.025 179.55 
L 871.2 180.375 
L 870.375 181.2 
L 869.55 182.025 
L 868.725 182.85 
L 867.075 182.85 
L 865.425 182.85 
L 863.775 182.85 
L 862.125 182.85 
L 861.3 182.025 
L 860.475 181.2 
L 858.825 181.2 
L 857.175 181.2 
L 856.35 180.375 
L 855.525 179.55 
L 853.875 179.55 
L 852.225 179.55 
L 851.4 178.725 
L 850.575 177.9 
L 849.75 177.075 
L 848.925 176.25 
L 848.1 175.425 
L 847.275 174.6 
L 845.625 174.6 
L 844.8 173.775 
L 843.975 172.95 
L 843.15 172.125 
L 842.325 171.3 
L 841.5 170.475 
L 840.675 169.65 
L 839.85 168.825 
L 839.025 168 
L 838.2 167.175 
L 837.375 166.35 
L 836.55 165.525 
L 836.55 163.875 
L 835.725 163.05 
L 834.9 162.225 
L 834.075 161.4 
L 833.25 160.575 
L 833.25 158.925 
L 832.425 158.1 
L 831.6 157.275 
L 831.6 155.625 
L 830.775 154.8 
L 829.95 153.975 
L 829.125 153.15 
L 828.3 152.325 
L 828.3 150.675 
L 827.475 149.85 
L 826.65 149.025 
L 826.65 147.375 
L 826.65 145.725 
L 826.65 144.075 
L 825.825 143.25 
L 825 142.425 
L 825 140.775 
L 824.175 139.95 
L 823.35 139.125 
L 823.35 137.475 
L 823.35 135.825 
L 823.35 134.175 
L 823.35 132.525 
L 823.35 130.875 
L 823.35 129.225 
L 823.35 127.575 
L 823.35 125.925 
L 823.35 124.275 
L 823.35 122.625 
L 823.35 120.975 
L 824.175 120.15 
L 825 119.325 
L 825 117.675 
L 824.175 116.85 
L 823.35 116.025 
L 823.35 114.375 
L 823.35 112.725 
L 823.35 111.075 
L 824.175 110.25 
L 825 109.425 
L 825 107.775 
L 825 106.125 
L 825 104.475 
L 825.825 103.65 
L 826.65 102.825 
L 826.65 101.175 
L 826.65 99.525 
L 826.65 97.875 
L 826.65 96.225 
L 826.65 94.575 
L 827.475 93.75 
L 828.3 92.925 
L 828.3 91.275 
L 828.3 89.625 
L 829.125 88.8 
L 829.95 87.975 
L 829.95 86.325 
L 829.95 84.675 
L 830.775 83.85 
L 831.6 83.025 
L 831.6 81.375 
L 832.425 80.55 
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 840.675 69 
L 841.5 68.175 
L 842.325 67.35 
L 843.15 66.525 
L 843.975 65.7 
L 844.8 64.875 
L 845.625 64.05 
L 847.275 64.05 
L 848.1 63.225 
L 848.925 62.4 
L 850.575 62.4 
L 851.4 61.575 
L 852.225 60.75 
L 853.05 59.925 
L 853.875 59.1 
L 854.7 58.275 
L 855.525 57.45 
L 857.175 57.45 
L 858 56.625 
L 858.825 55.8 
L 860.475 55.8 
L 862.125 55.8 
L 863.775 55.8 
L 864.6 54.975 
L 865.425 54.15 
z
" clip-path="url(#pfb205a9530)" 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=-11 -->
    <g style="fill: #ffffff" transform="translate(792 191.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-31" d="M 794 531 
L 1825 531 
L 1825 4091 
L 703 3866 
L 703 4441 
L 1819 4666 
L 2450 4666 
L 2450 531 
L 3481 531 
L 3481 0 
L 794 0 
L 794 531 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-7a"/>
     <use xlink:href="#DejaVuSans-3d" x="52.490234"/>
     <use xlink:href="#DejaVuSans-2d" x="136.279297"/>
     <use xlink:href="#DejaVuSans-31" x="172.363281"/>
     <use xlink:href="#DejaVuSans-31" x="235.986328"/>
    </g>
   </g>
  </g>
  <g id="axes_8">
   <g clip-path="url(#p0034009961)">
    <image xlink:href="data:image/png;base64,
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" id="imageeeb83b58cd" transform="scale(1 -1) translate(0 -157.68)" x="950" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_7">
    <path d="M 1033.725 54.15 
L 1034.55 54.975 
L 1035.375 55.8 
L 1037.025 55.8 
L 1037.85 56.625 
L 1038.675 57.45 
L 1040.325 57.45 
L 1041.15 58.275 
L 1041.975 59.1 
L 1043.625 59.1 
L 1044.45 59.925 
L 1045.275 60.75 
L 1046.1 61.575 
L 1046.1 63.225 
L 1046.925 64.05 
L 1047.75 64.875 
L 1048.575 65.7 
L 1049.4 66.525 
L 1050.225 67.35 
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 1056.825 70.65 
L 1057.65 71.475 
L 1058.475 72.3 
L 1059.3 73.125 
L 1060.125 73.95 
L 1060.95 74.775 
L 1060.95 76.425 
L 1061.775 77.25 
L 1062.6 78.075 
L 1063.425 78.9 
L 1064.25 79.725 
L 1065.075 80.55 
L 1065.9 81.375 
L 1065.9 83.025 
L 1066.725 83.85 
L 1067.55 84.675 
L 1067.55 86.325 
L 1068.375 87.15 
L 1069.2 87.975 
L 1069.2 89.625 
L 1070.025 90.45 
L 1070.85 91.275 
L 1070.85 92.925 
L 1070.85 94.575 
L 1071.675 95.4 
L 1072.5 96.225 
L 1072.5 97.875 
L 1072.5 99.525 
L 1072.5 101.175 
L 1072.5 102.825 
L 1072.5 104.475 
L 1073.325 105.3 
L 1074.15 106.125 
L 1074.15 107.775 
L 1074.15 109.425 
L 1074.15 111.075 
L 1074.975 111.9 
L 1075.8 112.725 
L 1075.8 114.375 
L 1075.8 116.025 
L 1075.8 117.675 
L 1074.975 118.5 
L 1074.15 119.325 
L 1074.15 120.975 
L 1074.15 122.625 
L 1074.15 124.275 
L 1074.975 125.1 
L 1075.8 125.925 
L 1075.8 127.575 
L 1074.975 128.4 
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 1072.5 142.425 
L 1071.675 143.25 
L 1070.85 144.075 
L 1070.025 144.9 
L 1069.2 145.725 
L 1069.2 147.375 
L 1069.2 149.025 
L 1068.375 149.85 
L 1067.55 150.675 
L 1066.725 151.5 
L 1065.9 152.325 
L 1065.9 153.975 
L 1065.9 155.625 
L 1065.075 156.45 
L 1064.25 157.275 
L 1063.425 158.1 
L 1062.6 158.925 
L 1062.6 160.575 
L 1061.775 161.4 
L 1060.95 162.225 
L 1060.125 163.05 
L 1059.3 163.875 
L 1058.475 164.7 
L 1057.65 165.525 
L 1056.825 166.35 
L 1056 167.175 
L 1055.175 168 
L 1054.35 168.825 
L 1054.35 170.475 
L 1053.525 171.3 
L 1052.7 172.125 
L 1051.875 172.95 
L 1051.05 173.775 
L 1050.225 174.6 
L 1048.575 174.6 
L 1047.75 175.425 
L 1046.925 176.25 
L 1046.1 177.075 
L 1045.275 177.9 
L 1043.625 177.9 
L 1041.975 177.9 
L 1041.15 178.725 
L 1040.325 179.55 
L 1038.675 179.55 
L 1037.025 179.55 
L 1035.375 179.55 
L 1034.55 178.725 
L 1033.725 177.9 
L 1032.075 177.9 
L 1030.425 177.9 
L 1028.775 177.9 
L 1027.95 178.725 
L 1027.125 179.55 
L 1026.3 180.375 
L 1025.475 181.2 
L 1023.825 181.2 
L 1022.175 181.2 
L 1021.35 180.375 
L 1020.525 179.55 
L 1018.875 179.55 
L 1017.225 179.55 
L 1015.575 179.55 
L 1014.75 178.725 
L 1013.925 177.9 
L 1012.275 177.9 
L 1011.45 177.075 
L 1010.625 176.25 
L 1008.975 176.25 
L 1008.15 175.425 
L 1007.325 174.6 
L 1006.5 173.775 
L 1005.675 172.95 
L 1004.025 172.95 
L 1003.2 172.125 
L 1002.375 171.3 
L 1001.55 170.475 
L 1000.725 169.65 
L 999.9 168.825 
L 999.075 168 
L 998.25 167.175 
L 997.425 166.35 
L 996.6 165.525 
L 996.6 163.875 
L 995.775 163.05 
L 994.95 162.225 
L 994.125 161.4 
L 993.3 160.575 
L 992.475 159.75 
L 991.65 158.925 
L 991.65 157.275 
L 990.825 156.45 
L 990 155.625 
L 989.175 154.8 
L 988.35 153.975 
L 988.35 152.325 
L 987.525 151.5 
L 986.7 150.675 
L 986.7 149.025 
L 985.875 148.2 
L 985.05 147.375 
L 985.05 145.725 
L 985.05 144.075 
L 984.225 143.25 
L 983.4 142.425 
L 983.4 140.775 
L 983.4 139.125 
L 982.575 138.3 
L 981.75 137.475 
L 981.75 135.825 
L 981.75 134.175 
L 981.75 132.525 
L 981.75 130.875 
L 981.75 129.225 
L 980.925 128.4 
L 980.1 127.575 
L 980.1 125.925 
L 980.925 125.1 
L 981.75 124.275 
L 981.75 122.625 
L 981.75 120.975 
L 981.75 119.325 
L 981.75 117.675 
L 981.75 116.025 
L 981.75 114.375 
L 981.75 112.725 
L 981.75 111.075 
L 982.575 110.25 
L 983.4 109.425 
L 982.575 108.6 
L 981.75 107.775 
L 982.575 106.95 
L 983.4 106.125 
L 984.225 105.3 
L 985.05 104.475 
L 985.05 102.825 
L 985.05 101.175 
L 985.05 99.525 
L 985.05 97.875 
L 985.875 97.05 
L 986.7 96.225 
L 986.7 94.575 
L 986.7 92.925 
L 987.525 92.1 
L 988.35 91.275 
L 988.35 89.625 
L 988.35 87.975 
L 989.175 87.15 
L 990 86.325 
L 990.825 85.5 
L 991.65 84.675 
L 991.65 83.025 
L 992.475 82.2 
L 993.3 81.375 
L 994.125 80.55 
L 994.95 79.725 
L 994.95 78.075 
L 995.775 77.25 
L 997.425 77.25 
L 998.25 76.425 
L 998.25 74.775 
L 999.075 73.95 
L 1000.725 73.95 
L 1001.55 73.125 
L 1001.55 71.475 
L 1002.375 70.65 
L 1003.2 69.825 
L 1004.025 69 
L 1004.85 68.175 
L 1005.675 67.35 
L 1006.5 66.525 
L 1007.325 65.7 
L 1008.975 65.7 
L 1009.8 64.875 
L 1010.625 64.05 
L 1011.45 63.225 
L 1012.275 62.4 
L 1013.925 62.4 
L 1014.75 61.575 
L 1015.575 60.75 
L 1017.225 60.75 
L 1018.05 59.925 
L 1018.875 59.1 
L 1020.525 59.1 
L 1021.35 58.275 
L 1022.175 57.45 
L 1023.825 57.45 
L 1025.475 57.45 
L 1026.3 56.625 
L 1027.125 55.8 
L 1028.775 55.8 
L 1030.425 55.8 
L 1032.075 55.8 
L 1032.9 54.975 
L 1033.725 54.15 
z
" clip-path="url(#p0034009961)" 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=-5 -->
    <g style="fill: #ffffff" transform="translate(950.4 191.904375) 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-35" x="172.363281"/>
    </g>
   </g>
  </g>
  <g id="axes_9">
   <g clip-path="url(#p4e05d40f11)">
    <image xlink:href="data:image/png;base64,
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" id="image48a0d712d4" transform="scale(1 -1) translate(0 -157.68)" x="1109" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_8">
    <path d="M 1185.525 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 1196.25 61.575 
L 1196.25 63.225 
L 1197.075 64.05 
L 1198.725 64.05 
L 1199.55 64.875 
L 1200.375 65.7 
L 1201.2 66.525 
L 1202.025 67.35 
L 1203.675 67.35 
L 1204.5 68.175 
L 1205.325 69 
L 1206.975 69 
L 1207.8 69.825 
L 1208.625 70.65 
L 1209.45 71.475 
L 1210.275 72.3 
L 1211.1 73.125 
L 1211.925 73.95 
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 1225.125 88.8 
L 1225.95 89.625 
L 1225.95 91.275 
L 1226.775 92.1 
L 1227.6 92.925 
L 1227.6 94.575 
L 1227.6 96.225 
L 1228.425 97.05 
L 1229.25 97.875 
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 1231.725 108.6 
L 1232.55 109.425 
L 1232.55 111.075 
L 1232.55 112.725 
L 1232.55 114.375 
L 1233.375 115.2 
L 1234.2 116.025 
L 1233.375 116.85 
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 1232.55 130.875 
L 1232.55 132.525 
L 1231.725 133.35 
L 1230.9 134.175 
L 1230.9 135.825 
L 1230.9 137.475 
L 1230.9 139.125 
L 1230.075 139.95 
L 1229.25 140.775 
L 1229.25 142.425 
L 1228.425 143.25 
L 1227.6 144.075 
L 1227.6 145.725 
L 1226.775 146.55 
L 1225.95 147.375 
L 1225.95 149.025 
L 1225.125 149.85 
L 1224.3 150.675 
L 1224.3 152.325 
L 1223.475 153.15 
L 1222.65 153.975 
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 1215.225 164.7 
L 1214.4 165.525 
L 1213.575 166.35 
L 1212.75 167.175 
L 1211.925 168 
L 1211.1 168.825 
L 1210.275 169.65 
L 1209.45 170.475 
L 1208.625 171.3 
L 1207.8 172.125 
L 1206.975 172.95 
L 1206.15 173.775 
L 1205.325 174.6 
L 1203.675 174.6 
L 1202.85 175.425 
L 1202.025 176.25 
L 1200.375 176.25 
L 1198.725 176.25 
L 1197.075 176.25 
L 1195.425 176.25 
L 1193.775 176.25 
L 1192.125 176.25 
L 1190.475 176.25 
L 1188.825 176.25 
L 1187.175 176.25 
L 1185.525 176.25 
L 1183.875 176.25 
L 1183.05 177.075 
L 1182.225 177.9 
L 1180.575 177.9 
L 1178.925 177.9 
L 1177.275 177.9 
L 1175.625 177.9 
L 1174.8 177.075 
L 1173.975 176.25 
L 1172.325 176.25 
L 1171.5 175.425 
L 1170.675 174.6 
L 1169.025 174.6 
L 1168.2 173.775 
L 1167.375 172.95 
L 1165.725 172.95 
L 1164.9 172.125 
L 1164.075 171.3 
L 1163.25 170.475 
L 1162.425 169.65 
L 1161.6 168.825 
L 1160.775 168 
L 1159.95 167.175 
L 1159.125 166.35 
L 1157.475 166.35 
L 1156.65 165.525 
L 1155.825 164.7 
L 1155 163.875 
L 1154.175 163.05 
L 1153.35 162.225 
L 1153.35 160.575 
L 1152.525 159.75 
L 1151.7 158.925 
L 1150.875 158.1 
L 1150.05 157.275 
L 1150.05 155.625 
L 1149.225 154.8 
L 1148.4 153.975 
L 1147.575 153.15 
L 1146.75 152.325 
L 1146.75 150.675 
L 1145.925 149.85 
L 1145.1 149.025 
L 1145.1 147.375 
L 1144.275 146.55 
L 1143.45 145.725 
L 1143.45 144.075 
L 1143.45 142.425 
L 1142.625 141.6 
L 1141.8 140.775 
L 1141.8 139.125 
L 1141.8 137.475 
L 1141.8 135.825 
L 1141.8 134.175 
L 1140.975 133.35 
L 1140.15 132.525 
L 1140.15 130.875 
L 1140.15 129.225 
L 1140.15 127.575 
L 1140.15 125.925 
L 1140.15 124.275 
L 1140.15 122.625 
L 1140.15 120.975 
L 1140.15 119.325 
L 1140.15 117.675 
L 1140.975 116.85 
L 1141.8 116.025 
L 1140.975 115.2 
L 1140.15 114.375 
L 1140.15 112.725 
L 1140.15 111.075 
L 1140.975 110.25 
L 1141.8 109.425 
L 1141.8 107.775 
L 1141.8 106.125 
L 1142.625 105.3 
L 1143.45 104.475 
L 1143.45 102.825 
L 1144.275 102 
L 1145.1 101.175 
L 1145.1 99.525 
L 1145.925 98.7 
L 1146.75 97.875 
L 1146.75 96.225 
L 1146.75 94.575 
L 1146.75 92.925 
L 1147.575 92.1 
L 1148.4 91.275 
L 1148.4 89.625 
L 1149.225 88.8 
L 1150.05 87.975 
L 1150.05 86.325 
L 1150.875 85.5 
L 1151.7 84.675 
L 1151.7 83.025 
L 1152.525 82.2 
L 1154.175 82.2 
L 1155 81.375 
L 1155 79.725 
L 1155.825 78.9 
L 1156.65 78.075 
L 1157.475 77.25 
L 1158.3 76.425 
L 1159.125 75.6 
L 1160.775 75.6 
L 1161.6 74.775 
L 1162.425 73.95 
L 1163.25 73.125 
L 1164.075 72.3 
L 1164.9 71.475 
L 1165.725 70.65 
L 1166.55 69.825 
L 1167.375 69 
L 1168.2 68.175 
L 1169.025 67.35 
L 1170.675 67.35 
L 1171.5 66.525 
L 1172.325 65.7 
L 1173.975 65.7 
L 1175.625 65.7 
L 1176.45 64.875 
L 1177.275 64.05 
L 1178.925 64.05 
L 1179.75 63.225 
L 1180.575 62.4 
L 1181.4 61.575 
L 1182.225 60.75 
L 1183.875 60.75 
L 1184.7 59.925 
L 1185.525 59.1 
z
" clip-path="url(#p4e05d40f11)" 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 1132.78875 194.4 
L 1132.78875 182.78625 
L 1108.8 182.78625 
z
" style="stroke: #000000; stroke-linejoin: miter"/>
    </g>
    <!-- z=1 -->
    <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-31" x="136.279297"/>
    </g>
   </g>
  </g>
  <g id="axes_10">
   <g clip-path="url(#p07d0b45265)">
    <image xlink:href="data:image/png;base64,
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" id="imagecc3cc7ba0d" 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 1343.925 64.05 
L 1345.575 64.05 
L 1347.225 64.05 
L 1348.875 64.05 
L 1349.7 64.875 
L 1350.525 65.7 
L 1352.175 65.7 
L 1353 66.525 
L 1353.825 67.35 
L 1354.65 68.175 
L 1355.475 69 
L 1356.3 69.825 
L 1357.125 70.65 
L 1357.95 71.475 
L 1358.775 72.3 
L 1359.6 73.125 
L 1360.425 73.95 
L 1362.075 73.95 
L 1363.725 73.95 
L 1364.55 74.775 
L 1365.375 75.6 
L 1366.2 76.425 
L 1367.025 77.25 
L 1368.675 77.25 
L 1369.5 78.075 
L 1370.325 78.9 
L 1371.15 79.725 
L 1371.975 80.55 
L 1372.8 81.375 
L 1373.625 82.2 
L 1375.275 82.2 
L 1376.1 83.025 
L 1376.925 83.85 
L 1377.75 84.675 
L 1377.75 86.325 
L 1378.575 87.15 
L 1379.4 87.975 
L 1379.4 89.625 
L 1380.225 90.45 
L 1381.05 91.275 
L 1381.875 92.1 
L 1382.7 92.925 
L 1382.7 94.575 
L 1383.525 95.4 
L 1384.35 96.225 
L 1384.35 97.875 
L 1384.35 99.525 
L 1385.175 100.35 
L 1386 101.175 
L 1386 102.825 
L 1386 104.475 
L 1386 106.125 
L 1386 107.775 
L 1386.825 108.6 
L 1387.65 109.425 
L 1387.65 111.075 
L 1388.475 111.9 
L 1389.3 112.725 
L 1389.3 114.375 
L 1389.3 116.025 
L 1390.125 116.85 
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 1386.825 138.3 
L 1386 139.125 
L 1386 140.775 
L 1386 142.425 
L 1385.175 143.25 
L 1384.35 144.075 
L 1383.525 144.9 
L 1382.7 145.725 
L 1382.7 147.375 
L 1381.875 148.2 
L 1381.05 149.025 
L 1381.05 150.675 
L 1380.225 151.5 
L 1379.4 152.325 
L 1379.4 153.975 
L 1378.575 154.8 
L 1377.75 155.625 
L 1376.925 156.45 
L 1376.1 157.275 
L 1375.275 158.1 
L 1374.45 158.925 
L 1373.625 159.75 
L 1372.8 160.575 
L 1371.975 161.4 
L 1371.15 162.225 
L 1370.325 163.05 
L 1369.5 163.875 
L 1368.675 164.7 
L 1367.85 165.525 
L 1367.025 166.35 
L 1365.375 166.35 
L 1364.55 167.175 
L 1363.725 168 
L 1362.9 168.825 
L 1362.075 169.65 
L 1360.425 169.65 
L 1359.6 170.475 
L 1358.775 171.3 
L 1357.125 171.3 
L 1355.475 171.3 
L 1353.825 171.3 
L 1352.175 171.3 
L 1350.525 171.3 
L 1348.875 171.3 
L 1347.225 171.3 
L 1346.4 170.475 
L 1345.575 169.65 
L 1344.75 170.475 
L 1343.925 171.3 
L 1342.275 171.3 
L 1340.625 171.3 
L 1339.8 172.125 
L 1338.975 172.95 
L 1337.325 172.95 
L 1335.675 172.95 
L 1334.025 172.95 
L 1333.2 172.125 
L 1332.375 171.3 
L 1330.725 171.3 
L 1329.9 170.475 
L 1329.075 169.65 
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 1322.475 166.35 
L 1321.65 165.525 
L 1320.825 164.7 
L 1319.175 164.7 
L 1318.35 163.875 
L 1317.525 163.05 
L 1316.7 162.225 
L 1315.875 161.4 
L 1315.05 160.575 
L 1315.05 158.925 
L 1314.225 158.1 
L 1313.4 157.275 
L 1312.575 156.45 
L 1311.75 155.625 
L 1310.925 154.8 
L 1310.1 153.975 
L 1310.1 152.325 
L 1309.275 151.5 
L 1308.45 150.675 
L 1307.625 149.85 
L 1306.8 149.025 
L 1306.8 147.375 
L 1305.975 146.55 
L 1305.15 145.725 
L 1305.15 144.075 
L 1304.325 143.25 
L 1303.5 142.425 
L 1303.5 140.775 
L 1303.5 139.125 
L 1302.675 138.3 
L 1301.85 137.475 
L 1301.85 135.825 
L 1301.85 134.175 
L 1301.85 132.525 
L 1301.85 130.875 
L 1301.025 130.05 
L 1300.2 129.225 
L 1300.2 127.575 
L 1300.2 125.925 
L 1300.2 124.275 
L 1300.2 122.625 
L 1300.2 120.975 
L 1300.2 119.325 
L 1300.2 117.675 
L 1300.2 116.025 
L 1300.2 114.375 
L 1301.025 113.55 
L 1301.85 112.725 
L 1301.85 111.075 
L 1302.675 110.25 
L 1303.5 109.425 
L 1303.5 107.775 
L 1304.325 106.95 
L 1305.15 106.125 
L 1305.15 104.475 
L 1305.975 103.65 
L 1306.8 102.825 
L 1306.8 101.175 
L 1306.8 99.525 
L 1307.625 98.7 
L 1308.45 97.875 
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 1310.925 90.45 
L 1311.75 89.625 
L 1311.75 87.975 
L 1312.575 87.15 
L 1313.4 86.325 
L 1314.225 85.5 
L 1315.05 84.675 
L 1315.875 83.85 
L 1316.7 83.025 
L 1317.525 82.2 
L 1318.35 81.375 
L 1319.175 80.55 
L 1320 79.725 
L 1320.825 78.9 
L 1322.475 78.9 
L 1323.3 78.075 
L 1324.125 77.25 
L 1324.95 76.425 
L 1325.775 75.6 
L 1326.6 74.775 
L 1327.425 73.95 
L 1329.075 73.95 
L 1329.9 73.125 
L 1330.725 72.3 
L 1332.375 72.3 
L 1334.025 72.3 
L 1334.85 71.475 
L 1335.675 70.65 
L 1336.5 69.825 
L 1337.325 69 
L 1338.975 69 
L 1339.8 68.175 
L 1340.625 67.35 
L 1341.45 66.525 
L 1342.275 65.7 
L 1343.1 64.875 
L 1343.925 64.05 
z
" clip-path="url(#p07d0b45265)" 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 1298.82375 194.4 
L 1298.82375 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-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-30" x="199.902344"/>
    </g>
   </g>
  </g>
  <g id="axes_11">
   <g clip-path="url(#p0aab4f25e1)">
    <image xlink:href="data:image/png;base64,
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" id="image25f13720fd" transform="scale(1 -1) translate(0 -157.68)" x="1426" y="-36.72" width="158.4" height="157.68"/>
   </g>
   <g id="QuadContourSet_10">
    <path d="M 1505.625 67.35 
L 1506.45 68.175 
L 1507.275 69 
L 1508.925 69 
L 1509.75 69.825 
L 1510.575 70.65 
L 1512.225 70.65 
L 1513.05 71.475 
L 1513.875 72.3 
L 1514.7 73.125 
L 1515.525 73.95 
L 1516.35 74.775 
L 1517.175 75.6 
L 1518.825 75.6 
L 1519.65 76.425 
L 1520.475 77.25 
L 1521.3 78.075 
L 1522.125 78.9 
L 1522.95 79.725 
L 1523.775 80.55 
L 1525.425 80.55 
L 1526.25 81.375 
L 1527.075 82.2 
L 1527.9 83.025 
L 1528.725 83.85 
L 1530.375 83.85 
L 1531.2 84.675 
L 1531.2 86.325 
L 1532.025 87.15 
L 1532.85 87.975 
L 1533.675 88.8 
L 1534.5 89.625 
L 1535.325 90.45 
L 1536.15 91.275 
L 1536.15 92.925 
L 1536.975 93.75 
L 1537.8 94.575 
L 1537.8 96.225 
L 1538.625 97.05 
L 1539.45 97.875 
L 1539.45 99.525 
L 1539.45 101.175 
L 1539.45 102.825 
L 1539.45 104.475 
L 1540.275 105.3 
L 1541.1 106.125 
L 1541.925 106.95 
L 1542.75 107.775 
L 1542.75 109.425 
L 1542.75 111.075 
L 1543.575 111.9 
L 1544.4 112.725 
L 1544.4 114.375 
L 1544.4 116.025 
L 1545.225 116.85 
L 1546.05 117.675 
L 1546.05 119.325 
L 1546.05 120.975 
L 1546.05 122.625 
L 1546.05 124.275 
L 1546.05 125.925 
L 1546.05 127.575 
L 1546.05 129.225 
L 1545.225 130.05 
L 1544.4 130.875 
L 1544.4 132.525 
L 1544.4 134.175 
L 1544.4 135.825 
L 1543.575 136.65 
L 1542.75 137.475 
L 1542.75 139.125 
L 1541.925 139.95 
L 1541.1 140.775 
L 1541.1 142.425 
L 1540.275 143.25 
L 1539.45 144.075 
L 1539.45 145.725 
L 1538.625 146.55 
L 1537.8 147.375 
L 1536.975 148.2 
L 1536.15 149.025 
L 1536.15 150.675 
L 1535.325 151.5 
L 1534.5 152.325 
L 1533.675 153.15 
L 1532.85 153.975 
L 1532.85 155.625 
L 1532.025 156.45 
L 1531.2 157.275 
L 1530.375 158.1 
L 1528.725 158.1 
L 1527.075 158.1 
L 1526.25 158.925 
L 1525.425 159.75 
L 1524.6 160.575 
L 1523.775 161.4 
L 1522.95 162.225 
L 1522.125 163.05 
L 1521.3 163.875 
L 1520.475 164.7 
L 1519.65 165.525 
L 1518.825 166.35 
L 1517.175 166.35 
L 1516.35 167.175 
L 1515.525 168 
L 1513.875 168 
L 1512.225 168 
L 1510.575 168 
L 1508.925 168 
L 1507.275 168 
L 1505.625 168 
L 1503.975 168 
L 1502.325 168 
L 1500.675 168 
L 1499.025 168 
L 1498.2 168.825 
L 1497.375 169.65 
L 1495.725 169.65 
L 1494.9 168.825 
L 1494.075 168 
L 1492.425 168 
L 1490.775 168 
L 1489.125 168 
L 1488.3 167.175 
L 1487.475 166.35 
L 1486.65 165.525 
L 1485.825 164.7 
L 1484.175 164.7 
L 1483.35 163.875 
L 1482.525 163.05 
L 1481.7 162.225 
L 1480.875 161.4 
L 1480.05 160.575 
L 1479.225 159.75 
L 1478.4 158.925 
L 1477.575 158.1 
L 1476.75 157.275 
L 1475.925 156.45 
L 1475.1 155.625 
L 1474.275 154.8 
L 1473.45 153.975 
L 1472.625 153.15 
L 1471.8 152.325 
L 1471.8 150.675 
L 1470.975 149.85 
L 1470.15 149.025 
L 1469.325 148.2 
L 1468.5 147.375 
L 1467.675 146.55 
L 1466.85 145.725 
L 1466.85 144.075 
L 1466.025 143.25 
L 1465.2 142.425 
L 1465.2 140.775 
L 1464.375 139.95 
L 1463.55 139.125 
L 1463.55 137.475 
L 1463.55 135.825 
L 1463.55 134.175 
L 1463.55 132.525 
L 1462.725 131.7 
L 1461.9 130.875 
L 1461.9 129.225 
L 1461.9 127.575 
L 1461.075 126.75 
L 1460.25 125.925 
L 1461.075 125.1 
L 1461.9 124.275 
L 1461.9 122.625 
L 1461.9 120.975 
L 1461.9 119.325 
L 1461.9 117.675 
L 1461.9 116.025 
L 1461.9 114.375 
L 1462.725 113.55 
L 1463.55 112.725 
L 1463.55 111.075 
L 1464.375 110.25 
L 1465.2 109.425 
L 1465.2 107.775 
L 1466.025 106.95 
L 1466.85 106.125 
L 1466.85 104.475 
L 1467.675 103.65 
L 1468.5 102.825 
L 1468.5 101.175 
L 1468.5 99.525 
L 1469.325 98.7 
L 1470.15 97.875 
L 1470.975 97.05 
L 1471.8 96.225 
L 1471.8 94.575 
L 1471.8 92.925 
L 1472.625 92.1 
L 1473.45 91.275 
L 1473.45 89.625 
L 1474.275 88.8 
L 1475.1 87.975 
L 1475.925 87.15 
L 1476.75 86.325 
L 1477.575 85.5 
L 1478.4 84.675 
L 1479.225 83.85 
L 1480.05 83.025 
L 1480.875 82.2 
L 1481.7 81.375 
L 1482.525 80.55 
L 1484.175 80.55 
L 1485 79.725 
L 1485.825 78.9 
L 1487.475 78.9 
L 1488.3 78.075 
L 1489.125 77.25 
L 1489.95 76.425 
L 1490.775 75.6 
L 1491.6 74.775 
L 1492.425 73.95 
L 1493.25 73.125 
L 1494.075 72.3 
L 1495.725 72.3 
L 1497.375 72.3 
L 1498.2 71.475 
L 1499.025 70.65 
L 1499.85 69.825 
L 1500.675 69 
L 1502.325 69 
L 1503.975 69 
L 1504.8 68.175 
L 1505.625 67.35 
z
" clip-path="url(#p0aab4f25e1)" 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=16 -->
    <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-31" x="136.279297"/>
     <use xlink:href="#DejaVuSans-36" x="199.902344"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p3c7e8ba7fa">
   <rect x="0" y="0" width="1584" height="230.4"/>
  </clipPath>
  <clipPath id="pf060bcd1b5">
   <rect x="0" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p6fccf5db3f">
   <rect x="158.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pcd095ca05e">
   <rect x="316.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p893ed670c9">
   <rect x="475.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p9a1000ebdb">
   <rect x="633.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="pfb205a9530">
   <rect x="792" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p0034009961">
   <rect x="950.4" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p4e05d40f11">
   <rect x="1108.8" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p07d0b45265">
   <rect x="1267.2" y="36" width="158.4" height="158.4"/>
  </clipPath>
  <clipPath id="p0aab4f25e1">
   <rect x="1425.6" y="36" width="158.4" height="158.4"/>
  </clipPath>
 </defs>
</svg>