sub-23_ses-01_task-highspeed_rec-prenorm_run-01_rois.svg 796 KB

1234567
  1. <svg xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg" version="1.1" viewBox="0 0 1108 469.55725190839695" preserveAspectRatio="xMidYMid meet">
  2. <g>
  3. <g transform="translate(0, 0) scale(1.0) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-z-122585d0-2bb5-4626-bb30-990ecedb10d7"> <g id="patch_1"> <path d="M 0 165.6 L 1108.8 165.6 L 1108.8 0 L 0 0 z"/> </g> <g id="axes_1"> <g clip-path="url(#p44ef494829)"> <image height="165.6" id="imagee51b056d58" transform="scale(1 -1)translate(0 -165.6)" width="1109.04" x="0" xlink:href="data:image/png;base64,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" y="-0"/> </g> </g> <g id="axes_2"> <g clip-path="url(#p4a9ff96ab8)"> <image height="165.6" id="image12b32add0e" transform="scale(1 -1)translate(0 -165.6)" width="142.32" x="8" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"> <path clip-path="url(#p4a9ff96ab8)" d="M 65.419939 104.589474 L 66.870471 104.589474 L 67.595738 105.315789 L 67.595738 106.768421 L 66.870471 107.494737 L 66.145205 106.768421 L 65.419939 106.042105 L 64.694672 105.315789 L 65.419939 104.589474 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4a9ff96ab8)" d="M 61.06834 107.494737 L 61.793607 108.221053 L 62.518873 108.947368 L 63.24414 109.673684 L 62.518873 110.4 L 61.06834 110.4 L 60.343074 109.673684 L 60.343074 108.221053 L 61.06834 107.494737 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4a9ff96ab8)" d="M 56.716742 108.947368 L 57.442008 109.673684 L 56.716742 110.4 L 55.991476 109.673684 L 56.716742 108.947368 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4a9ff96ab8)" d="M 58.167275 110.4 L 59.617808 110.4 L 60.343074 111.126316 L 60.343074 112.578947 L 60.343074 114.031579 L 59.617808 114.757895 L 58.167275 114.757895 L 57.442008 114.031579 L 57.442008 112.578947 L 57.442008 111.126316 L 58.167275 110.4 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4a9ff96ab8)" d="M 87.17793 116.210526 L 87.903197 116.936842 L 87.17793 117.663158 L 86.452664 116.936842 L 87.17793 116.210526 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4a9ff96ab8)" d="M 62.518873 117.663158 L 63.24414 118.389474 L 63.969406 119.115789 L 64.694672 118.389474 L 65.419939 117.663158 L 66.145205 118.389474 L 66.145205 119.842105 L 66.870471 120.568421 L 67.595738 121.294737 L 66.870471 122.021053 L 65.419939 122.021053 L 63.969406 122.021053 L 63.24414 121.294737 L 62.518873 120.568421 L 61.793607 119.842105 L 61.793607 118.389474 L 62.518873 117.663158 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4a9ff96ab8)" d="M 87.17793 119.115789 L 87.903197 119.842105 L 87.17793 120.568421 L 86.452664 119.842105 L 87.17793 119.115789 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4a9ff96ab8)" d="M 69.771537 122.021053 L 70.496803 122.747368 L 69.771537 123.473684 L 69.046271 122.747368 L 69.771537 122.021053 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_3"> <path clip-path="url(#p4a9ff96ab8)" d="M 77.024201 37.62818 L 78.474734 37.276992 L 79.925266 37.214161 L 80.570426 38.494737 L 80.388933 39.947368 L 80.900802 41.4 L 80.475821 42.852632 L 80.031349 44.305263 L 79.925266 44.492463 L 79.420708 45.757895 L 79.086661 47.210526 L 78.474734 48.149303 L 77.322736 47.210526 L 77.024201 46.797406 L 76.609221 45.757895 L 76.207582 44.305263 L 76.856176 42.852632 L 76.507799 41.4 L 76.105168 39.947368 L 76.486634 38.494737 L 77.024201 37.62818 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4a9ff96ab8)" d="M 106.034856 41.585905 L 107.485389 43.042689 L 109.133462 45.757895 L 109.630676 47.210526 L 109.376105 48.663158 L 109.951778 50.115789 L 109.695802 51.568421 L 110.590968 53.021053 L 111.836987 54.732638 L 114.463753 57.378947 L 114.449462 58.831579 L 115.821194 60.284211 L 116.174476 61.736842 L 115.904288 63.189474 L 117.639118 65.290047 L 118.577712 66.094737 L 119.089651 67.582958 L 119.778597 69 L 121.241038 70.452632 L 122.304665 71.905263 L 122.598981 73.357895 L 124.039549 74.810526 L 125.340683 76.263158 L 125.304542 77.715789 L 126.804832 79.168421 L 126.670333 80.621053 L 126.923486 84.978947 L 127.519443 86.431579 L 127.792848 86.802313 L 128.326565 87.884211 L 127.025135 89.336842 L 126.824841 90.789474 L 126.994225 92.242105 L 126.342315 93.206595 L 125.863205 93.694737 L 125.447517 95.147368 L 125.617049 99.505263 L 125.511045 100.957895 L 125.617049 102.410526 L 125.545588 103.863158 L 124.093545 105.315789 L 123.674553 106.768421 L 123.441249 107.000452 L 122.715983 108.221053 L 121.287023 109.673684 L 121.26545 111.126316 L 119.814917 114.031579 L 118.481959 115.484211 L 117.633293 116.936842 L 115.463319 119.842105 L 115.404412 121.294737 L 114.738053 121.908584 L 114.012786 122.747368 L 113.24455 124.2 L 111.836987 125.088069 L 111.27324 125.652632 L 110.386454 126.378947 L 108.935922 126.363407 L 108.239185 127.105263 L 107.864821 128.557895 L 107.485389 129.002874 L 106.83973 130.010526 L 105.522318 131.463158 L 103.133791 133.604281 L 102.5226 134.368421 L 101.587158 135.821053 L 101.005894 137.273684 L 98.782192 139.339558 L 97.33166 140.326247 L 95.881127 140.460416 L 94.430594 141.17792 L 90.078996 141.212788 L 88.628463 140.928792 L 87.17793 140.489573 L 79.925266 140.622075 L 78.737101 141.631579 L 78.07125 143.084211 L 76.316927 144.536842 L 75.573668 145.811653 L 74.123135 145.490275 L 71.22207 145.486489 L 68.321004 145.174093 L 62.518873 145.245224 L 61.06834 144.847668 L 60.798971 144.536842 L 59.617808 143.838991 L 58.167275 143.797592 L 56.716742 142.451483 L 55.266209 141.521349 L 53.815677 140.447348 L 53.152863 138.726316 L 52.365144 138.026107 L 50.914611 136.892127 L 49.464078 136.160987 L 49.124635 135.821053 L 48.796655 134.368421 L 47.367026 132.915789 L 46.236388 131.463158 L 45.849799 130.010526 L 45.91895 127.105263 L 44.765558 125.652632 L 43.126504 124.2 L 42.207901 122.747368 L 37.859816 118.002375 L 36.110479 115.484211 L 35.43601 112.578947 L 34.610541 111.126316 L 34.293759 109.673684 L 35.426591 108.221053 L 34.958751 107.337199 L 33.508218 107.362809 L 33.130825 106.768421 L 32.349903 103.863158 L 31.549434 102.410526 L 31.247875 100.957895 L 30.064758 98.052632 L 28.584927 96.6 L 28.267906 95.147368 L 27.614167 93.694737 L 26.722826 92.242105 L 27.103917 90.789474 L 27.706087 90.151555 L 28.296236 89.336842 L 28.155495 87.884211 L 28.155369 83.526316 L 29.551546 82.073684 L 29.506595 79.168421 L 29.205262 77.715789 L 30.607152 75.967096 L 31.001534 74.810526 L 31.303803 73.357895 L 32.057685 72.497346 L 32.761831 71.905263 L 33.826162 70.452632 L 34.958751 68.472639 L 35.376079 67.547368 L 36.668829 66.094737 L 36.193673 64.642105 L 36.436378 63.189474 L 40.760882 58.398827 L 42.284463 57.378947 L 43.661947 56.652632 L 45.11248 56.172347 L 45.358155 55.926316 L 47.333203 54.473684 L 48.013546 53.074993 L 48.249688 53.021053 L 46.563013 52.085603 L 45.11248 51.924333 L 44.883715 51.568421 L 45.11248 51.25204 L 45.697529 50.115789 L 46.177446 48.663158 L 46.563013 48.010059 L 47.406199 47.210526 L 47.781749 45.757895 L 48.013546 45.525763 L 48.334886 45.757895 L 49.045554 47.210526 L 49.464078 47.381849 L 50.914611 48.998984 L 52.21264 51.568421 L 52.365144 51.73379 L 53.815677 52.381287 L 54.40818 53.021053 L 55.266209 54.326895 L 56.716742 53.362732 L 58.167275 53.720173 L 59.617808 54.764828 L 62.518873 54.483335 L 63.983455 55.926316 L 64.164809 57.378947 L 64.168623 58.831579 L 64.948249 60.284211 L 65.385061 61.736842 L 65.242999 63.189474 L 65.503681 64.642105 L 66.921018 66.094737 L 66.886268 70.452632 L 68.321004 71.361596 L 71.22207 71.400066 L 77.024201 71.287498 L 79.925266 71.178663 L 81.375799 71.193739 L 82.799246 70.452632 L 82.713289 69 L 84.119022 67.547368 L 84.276865 65.999382 L 85.274236 64.642105 L 85.814527 63.189474 L 85.446887 61.736842 L 85.80571 60.284211 L 86.353269 58.831579 L 86.728874 57.378947 L 87.344899 55.926316 L 88.375627 54.473684 L 88.359727 53.021053 L 88.628463 52.751928 L 90.078996 51.988742 L 91.529529 50.918957 L 92.980061 50.885995 L 94.048015 50.115789 L 93.977123 48.663158 L 94.430594 48.209031 L 95.881127 47.92105 L 100.232725 47.910799 L 101.662959 47.210526 L 101.161197 45.757895 L 101.683258 45.032829 L 103.17987 44.305263 L 105.09004 42.852632 L 106.034856 41.585905 L 106.034856 41.585905 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 22.339116 19.89375 L 29.025366 19.89375 L 29.025366 8.28 L 22.339116 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <defs> <path d="M 9.8125 72.90625 L 19.671875 72.90625 L 19.671875 8.296875 L 55.171875 8.296875 L 55.171875 0 L 9.8125 0 z" id="DejaVuSans-4c"/> </defs> <g style="fill:#ffffff;" transform="translate(22.339116 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_2"> <g id="patch_3"> <path d="M 127.722759 19.89375 L 136.060884 19.89375 L 136.060884 8.28 L 127.722759 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <defs> <path d="M 44.390625 34.1875 Q 47.5625 33.109375 50.5625 29.59375 Q 53.5625 26.078125 56.59375 19.921875 L 66.609375 0 L 56 0 L 46.6875 18.703125 Q 43.0625 26.03125 39.671875 28.421875 Q 36.28125 30.8125 30.421875 30.8125 L 19.671875 30.8125 L 19.671875 0 L 9.8125 0 L 9.8125 72.90625 L 32.078125 72.90625 Q 44.578125 72.90625 50.734375 67.671875 Q 56.890625 62.453125 56.890625 51.90625 Q 56.890625 45.015625 53.6875 40.46875 Q 50.484375 35.9375 44.390625 34.1875 zM 19.671875 64.796875 L 19.671875 38.921875 L 32.078125 38.921875 Q 39.203125 38.921875 42.84375 42.21875 Q 46.484375 45.515625 46.484375 51.90625 Q 46.484375 58.296875 42.84375 61.546875 Q 39.203125 64.796875 32.078125 64.796875 z" id="DejaVuSans-52"/> </defs> <g style="fill:#ffffff;" transform="translate(127.722759 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 8.123894 165.6 L 32.112644 165.6 L 32.112644 153.98625 L 8.123894 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=8 --> <defs> <path d="M 5.515625 54.6875 L 48.1875 54.6875 L 48.1875 46.484375 L 14.40625 7.171875 L 48.1875 7.171875 L 48.1875 0 L 4.296875 0 L 4.296875 8.203125 L 38.09375 47.515625 L 5.515625 47.515625 z" id="DejaVuSans-7a"/> <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/> <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/> </defs> <g style="fill:#ffffff;" transform="translate(8.123894 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-38"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p0e7df76729)"> <image height="165.6" id="imagef320870bcd" transform="scale(1 -1)translate(0 -165.6)" width="142.32" x="167" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p0e7df76729)" d="M 244.127397 95.873684 L 244.852664 96.6 L 244.127397 97.326316 L 243.402131 96.6 L 244.127397 95.873684 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 241.226332 98.778947 L 241.951598 99.505263 L 241.951598 100.957895 L 241.226332 101.684211 L 240.501066 102.410526 L 239.775799 103.136842 L 238.325266 103.136842 L 237.6 102.410526 L 236.874734 101.684211 L 235.424201 101.684211 L 233.973668 101.684211 L 233.248402 102.410526 L 232.523135 103.136842 L 231.797869 102.410526 L 231.797869 100.957895 L 232.523135 100.231579 L 233.973668 100.231579 L 235.424201 100.231579 L 236.874734 100.231579 L 238.325266 100.231579 L 239.775799 100.231579 L 240.501066 99.505263 L 241.226332 98.778947 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 262.984323 100.231579 L 263.70959 100.957895 L 263.70959 102.410526 L 263.70959 103.863158 L 262.984323 104.589474 L 262.259057 105.315789 L 261.533791 106.042105 L 260.808524 105.315789 L 260.808524 103.863158 L 260.808524 102.410526 L 261.533791 101.684211 L 262.259057 100.957895 L 262.984323 100.231579 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 210.765144 101.684211 L 211.49041 102.410526 L 212.215677 103.136842 L 212.940943 103.863158 L 212.940943 105.315789 L 213.666209 106.042105 L 214.391476 106.768421 L 213.666209 107.494737 L 212.940943 108.221053 L 212.215677 108.947368 L 210.765144 108.947368 L 210.039877 108.221053 L 210.039877 106.768421 L 210.039877 105.315789 L 210.039877 103.863158 L 210.039877 102.410526 L 210.765144 101.684211 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 251.380061 101.684211 L 252.105328 102.410526 L 251.380061 103.136842 L 250.654795 102.410526 L 251.380061 101.684211 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 215.116742 107.494737 L 215.842008 108.221053 L 215.116742 108.947368 L 214.391476 108.221053 L 215.116742 107.494737 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 260.083258 107.494737 L 260.808524 108.221053 L 260.808524 109.673684 L 260.083258 110.4 L 259.357992 109.673684 L 259.357992 108.221053 L 260.083258 107.494737 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 258.632725 111.852632 L 259.357992 112.578947 L 258.632725 113.305263 L 257.907459 112.578947 L 258.632725 111.852632 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 248.478996 120.568421 L 249.929529 120.568421 L 250.654795 121.294737 L 249.929529 122.021053 L 248.478996 122.021053 L 247.753729 121.294737 L 248.478996 120.568421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p0e7df76729)" d="M 247.028463 94.421053 L 247.753729 95.147368 L 247.753729 96.6 L 247.028463 97.326316 L 246.303197 96.6 L 246.303197 95.147368 L 247.028463 94.421053 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 229.62207 95.873684 L 230.347336 96.6 L 230.347336 98.052632 L 231.072603 98.778947 L 231.797869 98.052632 L 232.523135 97.326316 L 233.248402 98.052632 L 233.973668 98.778947 L 235.424201 98.778947 L 236.149467 99.505263 L 236.149467 100.957895 L 235.424201 101.684211 L 234.698934 102.410526 L 234.698934 103.863158 L 233.973668 104.589474 L 233.248402 103.863158 L 232.523135 103.136842 L 231.797869 102.410526 L 231.072603 101.684211 L 230.347336 100.957895 L 229.62207 100.231579 L 228.896803 99.505263 L 228.171537 98.778947 L 227.446271 98.052632 L 228.171537 97.326316 L 228.896803 96.6 L 229.62207 95.873684 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 242.676865 95.873684 L 244.127397 95.873684 L 244.852664 96.6 L 244.852664 98.052632 L 244.127397 98.778947 L 243.402131 99.505263 L 242.676865 100.231579 L 241.951598 99.505263 L 241.951598 98.052632 L 241.951598 96.6 L 242.676865 95.873684 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 238.325266 100.231579 L 239.775799 100.231579 L 240.501066 100.957895 L 241.226332 101.684211 L 241.951598 102.410526 L 241.226332 103.136842 L 239.775799 103.136842 L 239.050533 103.863158 L 238.325266 104.589474 L 237.6 103.863158 L 237.6 102.410526 L 237.6 100.957895 L 238.325266 100.231579 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 231.072603 108.947368 L 231.797869 109.673684 L 231.072603 110.4 L 230.347336 109.673684 L 231.072603 108.947368 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 229.62207 116.210526 L 230.347336 116.936842 L 229.62207 117.663158 L 228.896803 116.936842 L 229.62207 116.210526 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p0e7df76729)" d="M 232.523135 30.557185 L 235.424201 30.47954 L 239.775799 30.442261 L 241.226332 31.801436 L 242.676865 33.320352 L 244.127397 33.410526 L 245.059303 32.684211 L 245.57793 32.121145 L 248.478996 31.889976 L 249.929529 33.319184 L 251.380061 33.376379 L 253.883814 34.136842 L 253.844161 35.589474 L 254.281127 36.191956 L 255.73166 36.437596 L 257.182192 36.338923 L 260.083258 36.45091 L 261.533791 36.303102 L 262.984323 37.719913 L 264.434856 37.768421 L 265.885389 39.013752 L 267.335922 40.56079 L 269.708318 42.852632 L 269.778412 44.305263 L 271.16166 45.757895 L 271.30172 47.210526 L 271.20506 48.663158 L 272.663392 51.568421 L 272.817581 53.021053 L 273.355584 54.473684 L 273.397658 55.926316 L 273.849543 58.831579 L 272.956287 60.284211 L 273.138053 60.466239 L 274.792726 61.736842 L 276.259164 63.189474 L 275.92955 64.642105 L 276.039118 64.751832 L 277.560936 66.094737 L 278.024203 67.547368 L 279.049554 69 L 280.440666 70.452632 L 280.740325 71.905263 L 280.54361 73.357895 L 281.841249 75.288682 L 282.27022 76.263158 L 281.992428 77.715789 L 283.760023 80.621053 L 283.671245 82.073684 L 283.799755 83.526316 L 284.288259 84.978947 L 285.072063 86.431579 L 285.340067 87.884211 L 285.332914 92.242105 L 285.328838 95.147368 L 285.442235 98.052632 L 285.406738 99.505263 L 285.226059 100.957895 L 284.042045 102.410526 L 284.017049 103.863158 L 282.553929 106.768421 L 282.29239 108.221053 L 281.841249 108.666509 L 281.115983 109.673684 L 281.115181 111.126316 L 278.214917 114.031579 L 277.173518 115.484211 L 276.76497 116.936842 L 276.649727 118.389474 L 275.36782 119.842105 L 274.23305 121.294737 L 273.138053 123.561486 L 272.857183 124.2 L 272.47198 125.652632 L 271.68752 126.804011 L 270.236987 126.8137 L 269.945845 127.105263 L 269.539666 128.557895 L 267.335922 130.678387 L 263.791099 134.368421 L 262.984323 135.113027 L 262.016972 135.821053 L 259.823255 138.726316 L 258.305847 140.178947 L 257.182192 140.850767 L 254.281127 142.070841 L 252.830594 142.933961 L 251.380061 143.335764 L 249.929529 144.134544 L 248.478996 143.773716 L 246.971048 143.084211 L 245.57793 142.704521 L 244.127397 141.39726 L 242.676865 141.753892 L 241.226332 142.283198 L 240.661749 143.084211 L 239.265065 145.989474 L 238.325266 146.659453 L 236.874734 146.740055 L 235.424201 148.1372 L 233.973668 148.761321 L 232.523135 148.750922 L 231.072603 148.365021 L 229.62207 148.115287 L 226.721004 148.165392 L 225.183612 147.442105 L 223.819939 146.619279 L 222.369406 146.720225 L 220.918873 146.491288 L 220.417784 145.989474 L 219.46834 145.206184 L 218.017808 145.161052 L 216.567275 145.263158 L 215.116742 145.048598 L 213.274052 143.084211 L 211.884936 141.631579 L 209.314611 139.501866 L 207.794004 137.273684 L 200.611414 129.690795 L 199.865361 128.557895 L 199.062123 127.105263 L 198.572061 125.652632 L 197.926617 124.2 L 197.710349 124.006553 L 196.985083 122.747368 L 196.989695 118.389474 L 194.107681 115.484211 L 194.084017 114.031579 L 192.702317 112.578947 L 192.633484 111.126316 L 191.402951 109.673684 L 188.41971 106.768421 L 188.19789 105.315789 L 188.281886 103.863158 L 188.001963 102.410526 L 186.726277 99.505263 L 186.63305 90.789474 L 186.601446 87.884211 L 188.005715 86.431579 L 188.255433 84.978947 L 187.936992 82.073684 L 189.007152 80.231471 L 189.469344 79.168421 L 189.819989 77.715789 L 190.457685 77.044331 L 190.989639 76.263158 L 190.96495 74.810526 L 192.379266 73.357895 L 192.093164 71.905263 L 192.202872 70.452632 L 193.550647 69 L 193.358751 67.480707 L 194.72234 66.094737 L 195.126042 64.642105 L 196.149499 63.189474 L 196.192927 61.736842 L 195.8861 60.284211 L 197.098721 58.831579 L 197.710349 56.713017 L 198.054654 55.926316 L 197.840084 54.473684 L 197.914306 53.021053 L 198.597264 51.568421 L 198.913884 48.663158 L 200.211796 47.210526 L 200.19282 44.305263 L 200.611414 43.886063 L 202.061947 42.093012 L 203.51248 42.049619 L 204.963013 40.556858 L 206.413546 40.367733 L 209.314611 40.3904 L 210.765144 40.24361 L 212.215677 41.627201 L 213.666209 42.030578 L 214.455119 41.4 L 215.116742 40.372456 L 216.567275 39.862314 L 218.334378 39.947368 L 219.46834 39.533003 L 220.338335 39.947368 L 220.991934 39.947368 L 221.665514 38.494737 L 220.918873 38.082084 L 219.46834 38.184348 L 218.56966 37.042105 L 219.46834 35.083334 L 220.918873 34.804912 L 223.819939 34.749514 L 226.721004 34.592843 L 228.171537 34.812866 L 228.686012 34.136842 L 229.326404 32.684211 L 229.62207 32.388117 L 231.072603 32.178548 L 232.523135 30.557185 L 232.523135 30.557185 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 255.73166 33.978732 L 255.857773 34.136842 L 255.73166 34.283275 L 254.990361 34.136842 L 255.73166 33.978732 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 258.632725 38.02604 L 257.682589 38.494737 L 258.632725 38.929051 L 259.009918 38.494737 L 258.632725 38.02604 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0e7df76729)" d="M 226.721004 63.60205 L 225.667642 64.642105 L 226.225037 66.094737 L 226.721004 66.328459 L 228.171537 67.19057 L 228.717915 67.547368 L 229.62207 67.926343 L 231.072603 67.781978 L 232.523135 67.768541 L 233.973668 67.707197 L 235.424201 67.672605 L 236.874734 67.549763 L 238.325266 67.71218 L 238.563472 67.547368 L 239.775799 66.840043 L 240.42184 66.094737 L 241.226332 64.860492 L 241.428193 64.642105 L 241.226332 64.102983 L 239.775799 63.730368 L 238.325266 63.850855 L 236.874734 63.815291 L 235.424201 63.823863 L 233.973668 63.821201 L 232.523135 63.821689 L 231.072603 63.820278 L 229.62207 63.823342 L 228.171537 63.794384 L 226.721004 63.60205 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 180.739116 19.89375 L 187.425366 19.89375 L 187.425366 8.28 L 180.739116 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(180.739116 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_5"> <g id="patch_6"> <path d="M 286.122759 19.89375 L 294.460884 19.89375 L 294.460884 8.28 L 286.122759 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(286.122759 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 166.523894 165.6 L 198.147644 165.6 L 198.147644 153.98625 L 166.523894 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=16 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/> </defs> <g style="fill:#ffffff;" transform="translate(166.523894 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-31"/> <use x="199.902344" xlink:href="#DejaVuSans-36"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p51ae7c9e4b)"> <image height="165.6" id="image42ce6c4f6a" transform="scale(1 -1)translate(0 -165.6)" width="142.32" x="325" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p51ae7c9e4b)" d="M 377.86834 76.989474 L 378.593607 77.715789 L 379.318873 78.442105 L 380.04414 79.168421 L 380.769406 79.894737 L 381.494672 80.621053 L 382.219939 81.347368 L 382.945205 82.073684 L 382.945205 83.526316 L 383.670471 84.252632 L 385.121004 84.252632 L 385.846271 84.978947 L 385.846271 86.431579 L 385.846271 87.884211 L 385.121004 88.610526 L 384.395738 89.336842 L 383.670471 90.063158 L 382.945205 90.789474 L 382.219939 91.515789 L 381.494672 92.242105 L 380.769406 92.968421 L 380.04414 93.694737 L 379.318873 94.421053 L 378.593607 95.147368 L 377.86834 95.873684 L 377.143074 96.6 L 376.417808 97.326316 L 375.692541 98.052632 L 374.967275 98.778947 L 374.242008 98.052632 L 373.516742 97.326316 L 372.791476 98.052632 L 372.066209 98.778947 L 371.340943 99.505263 L 371.340943 100.957895 L 371.340943 102.410526 L 371.340943 103.863158 L 371.340943 105.315789 L 371.340943 106.768421 L 370.615677 107.494737 L 369.89041 106.768421 L 369.165144 106.042105 L 368.439877 105.315789 L 368.439877 103.863158 L 367.714611 103.136842 L 366.989345 102.410526 L 366.989345 100.957895 L 366.264078 100.231579 L 365.538812 99.505263 L 365.538812 98.052632 L 366.264078 97.326316 L 366.989345 96.6 L 367.714611 95.873684 L 369.165144 95.873684 L 369.89041 95.147368 L 370.615677 94.421053 L 371.340943 93.694737 L 372.066209 92.968421 L 373.516742 92.968421 L 374.967275 92.968421 L 376.417808 92.968421 L 377.86834 92.968421 L 378.593607 92.242105 L 379.318873 91.515789 L 380.04414 90.789474 L 380.769406 90.063158 L 381.494672 89.336842 L 380.769406 88.610526 L 380.04414 87.884211 L 380.04414 86.431579 L 380.769406 85.705263 L 381.494672 84.978947 L 380.769406 84.252632 L 379.318873 84.252632 L 377.86834 84.252632 L 376.417808 84.252632 L 374.967275 84.252632 L 374.242008 83.526316 L 374.242008 82.073684 L 373.516742 81.347368 L 372.791476 80.621053 L 373.516742 79.894737 L 374.967275 79.894737 L 376.417808 79.894737 L 377.143074 79.168421 L 377.143074 77.715789 L 377.86834 76.989474 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 408.329529 76.989474 L 409.780061 76.989474 L 410.505328 77.715789 L 411.230594 78.442105 L 411.95586 79.168421 L 411.95586 80.621053 L 411.230594 81.347368 L 410.505328 82.073684 L 410.505328 83.526316 L 411.230594 84.252632 L 411.95586 84.978947 L 411.95586 86.431579 L 412.681127 87.157895 L 413.406393 87.884211 L 412.681127 88.610526 L 411.230594 88.610526 L 410.505328 89.336842 L 411.230594 90.063158 L 412.681127 90.063158 L 414.13166 90.063158 L 415.582192 90.063158 L 416.307459 90.789474 L 416.307459 92.242105 L 417.032725 92.968421 L 417.757992 92.242105 L 418.483258 91.515789 L 419.208524 92.242105 L 419.933791 92.968421 L 421.384323 92.968421 L 422.10959 93.694737 L 422.10959 95.147368 L 421.384323 95.873684 L 420.659057 96.6 L 419.933791 97.326316 L 419.208524 98.052632 L 419.208524 99.505263 L 419.208524 100.957895 L 419.933791 101.684211 L 420.659057 102.410526 L 419.933791 103.136842 L 419.208524 103.863158 L 419.208524 105.315789 L 419.208524 106.768421 L 419.208524 108.221053 L 418.483258 108.947368 L 417.757992 108.221053 L 417.757992 106.768421 L 417.032725 106.042105 L 416.307459 105.315789 L 416.307459 103.863158 L 416.307459 102.410526 L 416.307459 100.957895 L 416.307459 99.505263 L 416.307459 98.052632 L 415.582192 97.326316 L 414.856926 96.6 L 414.13166 95.873684 L 412.681127 95.873684 L 411.230594 95.873684 L 410.505328 95.147368 L 410.505328 93.694737 L 409.780061 92.968421 L 409.054795 92.242105 L 408.329529 91.515789 L 407.604262 90.789474 L 406.878996 90.063158 L 406.153729 89.336842 L 405.428463 88.610526 L 404.703197 87.884211 L 403.97793 87.157895 L 403.252664 86.431579 L 403.97793 85.705263 L 404.703197 84.978947 L 404.703197 83.526316 L 404.703197 82.073684 L 405.428463 81.347368 L 406.153729 80.621053 L 406.153729 79.168421 L 406.878996 78.442105 L 407.604262 77.715789 L 408.329529 76.989474 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 396.725266 92.968421 L 397.450533 93.694737 L 397.450533 95.147368 L 396.725266 95.873684 L 396 95.147368 L 396 93.694737 L 396.725266 92.968421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 390.923135 94.421053 L 391.648402 95.147368 L 390.923135 95.873684 L 390.197869 95.147368 L 390.923135 94.421053 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 398.175799 95.873684 L 398.901066 96.6 L 399.626332 97.326316 L 400.351598 98.052632 L 400.351598 99.505263 L 399.626332 100.231579 L 398.901066 100.957895 L 398.175799 101.684211 L 396.725266 101.684211 L 396 100.957895 L 396.725266 100.231579 L 397.450533 99.505263 L 397.450533 98.052632 L 397.450533 96.6 L 398.175799 95.873684 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 389.472603 98.778947 L 390.923135 98.778947 L 391.648402 99.505263 L 391.648402 100.957895 L 391.648402 102.410526 L 391.648402 103.863158 L 390.923135 104.589474 L 390.197869 103.863158 L 390.197869 102.410526 L 389.472603 101.684211 L 388.747336 100.957895 L 388.747336 99.505263 L 389.472603 98.778947 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 395.274734 101.684211 L 396 102.410526 L 396 103.863158 L 396.725266 104.589474 L 397.450533 105.315789 L 397.450533 106.768421 L 396.725266 107.494737 L 396 108.221053 L 396 109.673684 L 396 111.126316 L 395.274734 111.852632 L 393.824201 111.852632 L 393.098934 111.126316 L 393.824201 110.4 L 394.549467 109.673684 L 393.824201 108.947368 L 393.098934 108.221053 L 392.373668 107.494737 L 391.648402 106.768421 L 391.648402 105.315789 L 392.373668 104.589474 L 393.098934 105.315789 L 393.824201 106.042105 L 394.549467 105.315789 L 394.549467 103.863158 L 394.549467 102.410526 L 395.274734 101.684211 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 414.13166 104.589474 L 414.856926 105.315789 L 414.856926 106.768421 L 414.856926 108.221053 L 414.13166 108.947368 L 413.406393 108.221053 L 413.406393 106.768421 L 413.406393 105.315789 L 414.13166 104.589474 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 417.032725 110.4 L 417.757992 111.126316 L 417.757992 112.578947 L 417.032725 113.305263 L 416.307459 112.578947 L 416.307459 111.126316 L 417.032725 110.4 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 373.516742 113.305263 L 374.242008 114.031579 L 373.516742 114.757895 L 372.791476 114.031579 L 373.516742 113.305263 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 374.967275 117.663158 L 375.692541 118.389474 L 375.692541 119.842105 L 374.967275 120.568421 L 374.242008 119.842105 L 374.242008 118.389474 L 374.967275 117.663158 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 401.076865 117.663158 L 401.802131 118.389474 L 401.076865 119.115789 L 400.351598 118.389474 L 401.076865 117.663158 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 376.417808 120.568421 L 377.143074 121.294737 L 377.143074 122.747368 L 376.417808 123.473684 L 375.692541 122.747368 L 375.692541 121.294737 L 376.417808 120.568421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 399.626332 120.568421 L 400.351598 121.294737 L 399.626332 122.021053 L 398.901066 121.294737 L 399.626332 120.568421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 386.571537 122.021053 L 387.296803 122.747368 L 388.02207 123.473684 L 389.472603 123.473684 L 390.197869 124.2 L 389.472603 124.926316 L 388.02207 124.926316 L 386.571537 124.926316 L 385.121004 124.926316 L 384.395738 124.2 L 385.121004 123.473684 L 385.846271 122.747368 L 386.571537 122.021053 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p51ae7c9e4b)" d="M 393.824201 90.063158 L 395.274734 90.063158 L 396 90.789474 L 396.725266 91.515789 L 397.450533 92.242105 L 398.175799 92.968421 L 398.901066 93.694737 L 399.626332 94.421053 L 400.351598 95.147368 L 400.351598 96.6 L 401.076865 97.326316 L 401.802131 98.052632 L 401.076865 98.778947 L 400.351598 99.505263 L 399.626332 100.231579 L 398.901066 100.957895 L 398.175799 101.684211 L 397.450533 102.410526 L 397.450533 103.863158 L 397.450533 105.315789 L 396.725266 106.042105 L 395.274734 106.042105 L 393.824201 106.042105 L 393.098934 105.315789 L 392.373668 104.589474 L 390.923135 104.589474 L 390.197869 105.315789 L 390.923135 106.042105 L 391.648402 106.768421 L 391.648402 108.221053 L 390.923135 108.947368 L 390.197869 109.673684 L 389.472603 110.4 L 388.747336 109.673684 L 388.747336 108.221053 L 388.02207 107.494737 L 387.296803 106.768421 L 387.296803 105.315789 L 388.02207 104.589474 L 388.747336 103.863158 L 388.02207 103.136842 L 387.296803 102.410526 L 387.296803 100.957895 L 387.296803 99.505263 L 386.571537 98.778947 L 385.846271 98.052632 L 386.571537 97.326316 L 388.02207 97.326316 L 388.747336 96.6 L 388.747336 95.147368 L 389.472603 94.421053 L 390.197869 93.694737 L 390.923135 92.968421 L 392.373668 92.968421 L 393.098934 93.694737 L 392.373668 94.421053 L 391.648402 95.147368 L 392.373668 95.873684 L 393.824201 95.873684 L 394.549467 95.147368 L 395.274734 94.421053 L 396 93.694737 L 395.274734 92.968421 L 393.824201 92.968421 L 393.098934 92.242105 L 393.098934 90.789474 L 393.824201 90.063158 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 395.274734 98.778947 L 394.549467 99.505263 L 393.824201 100.231579 L 393.098934 100.957895 L 393.824201 101.684211 L 394.549467 100.957895 L 395.274734 100.231579 L 396 99.505263 L 395.274734 98.778947 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 401.076865 103.136842 L 401.802131 103.863158 L 401.802131 105.315789 L 402.527397 106.042105 L 403.252664 106.768421 L 402.527397 107.494737 L 401.076865 107.494737 L 399.626332 107.494737 L 398.901066 106.768421 L 398.901066 105.315789 L 399.626332 104.589474 L 400.351598 103.863158 L 401.076865 103.136842 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 385.121004 106.042105 L 385.846271 106.768421 L 385.846271 108.221053 L 385.846271 109.673684 L 385.846271 111.126316 L 385.846271 112.578947 L 385.846271 114.031579 L 385.121004 114.757895 L 384.395738 114.031579 L 384.395738 112.578947 L 384.395738 111.126316 L 384.395738 109.673684 L 384.395738 108.221053 L 384.395738 106.768421 L 385.121004 106.042105 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 403.97793 107.494737 L 404.703197 108.221053 L 403.97793 108.947368 L 403.252664 108.221053 L 403.97793 107.494737 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 398.175799 108.947368 L 399.626332 108.947368 L 400.351598 109.673684 L 399.626332 110.4 L 398.901066 111.126316 L 398.175799 111.852632 L 397.450533 111.126316 L 397.450533 109.673684 L 398.175799 108.947368 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 405.428463 108.947368 L 406.153729 109.673684 L 406.153729 111.126316 L 406.878996 111.852632 L 408.329529 111.852632 L 409.054795 112.578947 L 408.329529 113.305263 L 406.878996 113.305263 L 406.153729 114.031579 L 406.153729 115.484211 L 405.428463 116.210526 L 404.703197 115.484211 L 404.703197 114.031579 L 404.703197 112.578947 L 404.703197 111.126316 L 404.703197 109.673684 L 405.428463 108.947368 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 402.527397 111.852632 L 403.252664 112.578947 L 403.252664 114.031579 L 402.527397 114.757895 L 401.802131 114.031579 L 401.802131 112.578947 L 402.527397 111.852632 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 390.923135 114.757895 L 391.648402 115.484211 L 390.923135 116.210526 L 390.197869 115.484211 L 390.923135 114.757895 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51ae7c9e4b)" d="M 395.274734 117.663158 L 396 118.389474 L 396 119.842105 L 396 121.294737 L 395.274734 122.021053 L 394.549467 121.294737 L 394.549467 119.842105 L 394.549467 118.389474 L 395.274734 117.663158 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p51ae7c9e4b)" d="M 408.329529 29.770838 L 409.780061 29.516532 L 411.230594 29.396516 L 412.681127 30.924605 L 414.13166 30.941368 L 415.582192 32.45298 L 416.159203 32.684211 L 417.032725 33.222947 L 418.483258 34.249215 L 419.933791 33.944955 L 421.384323 35.321367 L 422.955496 35.589474 L 424.285389 37.323217 L 425.735922 38.56995 L 427.768231 41.4 L 428.385618 42.852632 L 429.703541 44.305263 L 429.743642 45.757895 L 431.127013 47.210526 L 431.206266 50.115789 L 432.679804 51.568421 L 432.697918 53.021053 L 433.32144 54.473684 L 434.131192 55.926316 L 434.382448 57.378947 L 434.398186 60.284211 L 434.287376 61.736842 L 436.037913 64.642105 L 436.432331 66.094737 L 437.59621 67.547368 L 437.762852 69 L 439.156522 70.452632 L 439.050389 71.905263 L 439.084055 74.810526 L 440.674792 77.715789 L 440.908219 79.168421 L 442.149528 80.621053 L 442.362124 100.957895 L 442.408375 102.410526 L 440.953707 103.863158 L 440.934971 106.768421 L 439.881719 108.221053 L 439.515983 109.673684 L 438.06545 112.578947 L 437.676223 114.031579 L 437.340184 114.344904 L 436.614917 115.484211 L 436.229182 116.936842 L 435.889651 117.282423 L 435.207596 118.389474 L 432.263319 121.294737 L 432.327127 122.747368 L 429.652546 125.652632 L 429.438005 127.105263 L 428.472181 128.557895 L 424.72863 132.915789 L 424.285389 133.359672 L 422.834856 134.620573 L 422.098477 135.821053 L 419.933791 138.027877 L 418.483258 138.92308 L 417.032725 138.98719 L 415.582192 139.588229 L 413.708049 141.631579 L 412.681127 142.388401 L 411.230594 142.5948 L 409.780061 143.339512 L 408.329529 143.447356 L 406.878996 143.987677 L 403.97793 144.073754 L 402.527397 143.955342 L 401.076865 143.460056 L 399.626332 143.708183 L 398.175799 144.72342 L 396.725266 146.390611 L 395.274734 147.49528 L 393.824201 147.295377 L 392.373668 147.250556 L 385.121004 147.829447 L 383.670471 147.63814 L 383.419464 147.442105 L 382.219939 146.73279 L 380.769406 146.07056 L 379.318873 146.318726 L 377.86834 145.597252 L 376.417808 144.714953 L 374.967275 144.354194 L 373.516742 143.080854 L 372.066209 142.724363 L 370.615677 141.135013 L 364.04095 134.368421 L 356.951107 127.105263 L 356.926229 125.652632 L 355.518674 124.2 L 355.44219 122.747368 L 354.07767 121.294737 L 353.955653 119.842105 L 352.691073 118.389474 L 352.484017 116.936842 L 352.537299 115.484211 L 351.531383 114.031579 L 351.020224 112.578947 L 351.059517 111.126316 L 350.60202 109.673684 L 348.857685 107.871453 L 348.132419 106.768421 L 347.893286 105.315789 L 347.407152 104.8471 L 346.622038 103.863158 L 346.563999 100.957895 L 345.14756 99.505263 L 345.218984 98.052632 L 346.435982 95.147368 L 346.681886 93.694737 L 346.022574 92.242105 L 346.546039 90.789474 L 345.430816 89.336842 L 344.970435 87.884211 L 345.1695 84.978947 L 345.627535 83.526316 L 346.381955 82.073684 L 346.542191 80.621053 L 347.82391 77.715789 L 349.560907 76.263158 L 350.544749 73.357895 L 351.930317 71.905263 L 352.074286 70.452632 L 351.789866 67.547368 L 353.468963 64.642105 L 353.057197 63.189474 L 353.209283 61.463558 L 353.469966 60.284211 L 354.071908 58.831579 L 353.592962 57.378947 L 354.422767 55.926316 L 354.530071 54.473684 L 355.901579 53.021053 L 355.722728 50.115789 L 357.117553 48.663158 L 357.072951 47.210526 L 357.560882 46.533458 L 358.283644 45.757895 L 358.46943 44.305263 L 360.645577 41.4 L 362.121328 39.947368 L 363.363013 38.4767 L 364.813546 36.633093 L 369.165144 31.898831 L 370.615677 31.957895 L 371.410545 31.231579 L 372.066209 30.472371 L 374.967275 30.335194 L 377.86834 30.389776 L 379.318873 30.349264 L 380.769406 31.53477 L 382.219939 31.825986 L 385.121004 31.748127 L 386.571537 31.754482 L 388.02207 31.632117 L 389.472603 31.71338 L 390.923135 30.386026 L 392.373668 30.199625 L 393.824201 30.130905 L 395.274734 30.323833 L 396.725266 30.161287 L 398.175799 31.115451 L 399.626332 31.493242 L 403.97793 31.450235 L 405.428463 31.262433 L 406.878996 31.363866 L 408.329529 29.770838 L 408.329529 29.770838 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 339.139116 19.89375 L 345.825366 19.89375 L 345.825366 8.28 L 339.139116 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(339.139116 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_8"> <g id="patch_9"> <path d="M 444.522759 19.89375 L 452.860884 19.89375 L 452.860884 8.28 L 444.522759 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(444.522759 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 324.923894 165.6 L 356.547644 165.6 L 356.547644 153.98625 L 324.923894 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=24 --> <defs> <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/> </defs> <g style="fill:#ffffff;" transform="translate(324.923894 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-32"/> <use x="199.902344" xlink:href="#DejaVuSans-34"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#pacdf007956)"> <image height="165.6" id="image6cad7ef698" transform="scale(1 -1)translate(0 -165.6)" width="142.32" x="483" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_10"> <path clip-path="url(#pacdf007956)" d="M 571.081127 55.2 L 571.806393 55.926316 L 571.806393 57.378947 L 571.806393 58.831579 L 571.081127 59.557895 L 570.35586 60.284211 L 569.630594 61.010526 L 568.180061 61.010526 L 567.454795 60.284211 L 567.454795 58.831579 L 568.180061 58.105263 L 568.905328 57.378947 L 569.630594 56.652632 L 570.35586 55.926316 L 571.081127 55.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 559.476865 56.652632 L 560.202131 57.378947 L 559.476865 58.105263 L 558.751598 57.378947 L 559.476865 56.652632 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 533.367275 59.557895 L 534.817808 59.557895 L 535.543074 60.284211 L 534.817808 61.010526 L 533.367275 61.010526 L 532.642008 60.284211 L 533.367275 59.557895 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 540.619939 72.631579 L 541.345205 73.357895 L 542.070471 74.084211 L 542.795738 74.810526 L 542.795738 76.263158 L 542.795738 77.715789 L 542.795738 79.168421 L 542.795738 80.621053 L 542.070471 81.347368 L 541.345205 82.073684 L 541.345205 83.526316 L 541.345205 84.978947 L 540.619939 85.705263 L 539.894672 86.431579 L 539.894672 87.884211 L 540.619939 88.610526 L 541.345205 89.336842 L 540.619939 90.063158 L 539.169406 90.063158 L 538.44414 89.336842 L 538.44414 87.884211 L 537.718873 87.157895 L 536.993607 87.884211 L 536.993607 89.336842 L 537.718873 90.063158 L 538.44414 90.789474 L 537.718873 91.515789 L 536.993607 92.242105 L 536.993607 93.694737 L 536.993607 95.147368 L 536.26834 95.873684 L 535.543074 96.6 L 535.543074 98.052632 L 534.817808 98.778947 L 534.092541 99.505263 L 533.367275 100.231579 L 532.642008 100.957895 L 532.642008 102.410526 L 532.642008 103.863158 L 533.367275 104.589474 L 534.092541 105.315789 L 534.092541 106.768421 L 534.092541 108.221053 L 533.367275 108.947368 L 532.642008 109.673684 L 532.642008 111.126316 L 533.367275 111.852632 L 534.092541 112.578947 L 533.367275 113.305263 L 532.642008 114.031579 L 533.367275 114.757895 L 534.092541 115.484211 L 534.817808 116.210526 L 535.543074 116.936842 L 535.543074 118.389474 L 535.543074 119.842105 L 534.817808 120.568421 L 534.092541 119.842105 L 533.367275 119.115789 L 532.642008 118.389474 L 531.916742 117.663158 L 531.191476 116.936842 L 531.191476 115.484211 L 531.191476 114.031579 L 531.191476 112.578947 L 531.191476 111.126316 L 530.466209 110.4 L 529.740943 109.673684 L 529.740943 108.221053 L 529.740943 106.768421 L 529.740943 105.315789 L 529.015677 104.589474 L 528.29041 103.863158 L 528.29041 102.410526 L 529.015677 101.684211 L 529.740943 100.957895 L 530.466209 100.231579 L 531.191476 99.505263 L 531.191476 98.052632 L 531.191476 96.6 L 531.916742 95.873684 L 533.367275 95.873684 L 534.092541 95.147368 L 534.092541 93.694737 L 534.817808 92.968421 L 535.543074 92.242105 L 534.817808 91.515789 L 533.367275 91.515789 L 532.642008 90.789474 L 533.367275 90.063158 L 534.817808 90.063158 L 535.543074 89.336842 L 535.543074 87.884211 L 535.543074 86.431579 L 534.817808 85.705263 L 534.092541 84.978947 L 534.817808 84.252632 L 536.26834 84.252632 L 536.993607 83.526316 L 537.718873 82.8 L 538.44414 82.073684 L 538.44414 80.621053 L 538.44414 79.168421 L 538.44414 77.715789 L 539.169406 76.989474 L 539.894672 76.263158 L 539.894672 74.810526 L 539.894672 73.357895 L 540.619939 72.631579 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 563.828463 72.631579 L 564.553729 73.357895 L 564.553729 74.810526 L 564.553729 76.263158 L 565.278996 76.989474 L 566.004262 77.715789 L 566.729529 78.442105 L 567.454795 79.168421 L 567.454795 80.621053 L 568.180061 81.347368 L 568.905328 82.073684 L 568.905328 83.526316 L 568.905328 84.978947 L 569.630594 85.705263 L 571.081127 85.705263 L 571.806393 86.431579 L 572.53166 87.157895 L 573.256926 87.884211 L 572.53166 88.610526 L 571.806393 89.336842 L 571.081127 90.063158 L 570.35586 90.789474 L 570.35586 92.242105 L 569.630594 92.968421 L 568.905328 92.242105 L 568.905328 90.789474 L 568.180061 90.063158 L 567.454795 89.336842 L 567.454795 87.884211 L 566.729529 87.157895 L 566.004262 86.431579 L 566.004262 84.978947 L 566.004262 83.526316 L 566.004262 82.073684 L 566.004262 80.621053 L 565.278996 79.894737 L 563.828463 79.894737 L 563.103197 79.168421 L 563.103197 77.715789 L 562.37793 76.989474 L 561.652664 76.263158 L 562.37793 75.536842 L 563.103197 74.810526 L 563.103197 73.357895 L 563.828463 72.631579 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 573.982192 82.8 L 574.707459 83.526316 L 574.707459 84.978947 L 574.707459 86.431579 L 573.982192 87.157895 L 573.256926 86.431579 L 573.256926 84.978947 L 573.256926 83.526316 L 573.982192 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 531.916742 84.252632 L 532.642008 84.978947 L 533.367275 85.705263 L 534.092541 86.431579 L 533.367275 87.157895 L 531.916742 87.157895 L 531.191476 86.431579 L 531.191476 84.978947 L 531.916742 84.252632 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 553.674734 90.063158 L 554.4 90.789474 L 553.674734 91.515789 L 552.949467 90.789474 L 553.674734 90.063158 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 553.674734 92.968421 L 555.125266 92.968421 L 555.850533 93.694737 L 556.575799 94.421053 L 557.301066 95.147368 L 556.575799 95.873684 L 555.125266 95.873684 L 553.674734 95.873684 L 552.224201 95.873684 L 550.773668 95.873684 L 550.048402 95.147368 L 550.773668 94.421053 L 552.224201 94.421053 L 552.949467 93.694737 L 553.674734 92.968421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 571.081127 92.968421 L 572.53166 92.968421 L 573.256926 93.694737 L 573.982192 94.421053 L 575.432725 94.421053 L 576.157992 95.147368 L 576.883258 95.873684 L 578.333791 95.873684 L 579.059057 96.6 L 579.059057 98.052632 L 578.333791 98.778947 L 576.883258 98.778947 L 576.157992 99.505263 L 576.157992 100.957895 L 576.157992 102.410526 L 576.883258 103.136842 L 577.608524 103.863158 L 577.608524 105.315789 L 577.608524 106.768421 L 577.608524 108.221053 L 576.883258 108.947368 L 576.157992 109.673684 L 576.157992 111.126316 L 576.157992 112.578947 L 575.432725 113.305263 L 574.707459 114.031579 L 573.982192 114.757895 L 573.256926 114.031579 L 573.256926 112.578947 L 572.53166 111.852632 L 571.806393 111.126316 L 571.081127 110.4 L 570.35586 109.673684 L 569.630594 108.947368 L 568.180061 108.947368 L 567.454795 108.221053 L 566.729529 107.494737 L 566.004262 106.768421 L 565.278996 106.042105 L 564.553729 106.768421 L 563.828463 107.494737 L 563.103197 106.768421 L 563.103197 105.315789 L 562.37793 104.589474 L 560.927397 104.589474 L 559.476865 104.589474 L 558.026332 104.589474 L 557.301066 103.863158 L 556.575799 103.136842 L 555.125266 103.136842 L 553.674734 103.136842 L 552.224201 103.136842 L 551.498934 103.863158 L 550.773668 104.589474 L 549.323135 104.589474 L 547.872603 104.589474 L 546.42207 104.589474 L 545.696803 103.863158 L 545.696803 102.410526 L 546.42207 101.684211 L 547.147336 100.957895 L 547.872603 100.231579 L 549.323135 100.231579 L 550.773668 100.231579 L 552.224201 100.231579 L 552.949467 99.505263 L 552.949467 98.052632 L 553.674734 97.326316 L 555.125266 97.326316 L 555.850533 98.052632 L 556.575799 98.778947 L 557.301066 99.505263 L 558.026332 100.231579 L 559.476865 100.231579 L 560.927397 100.231579 L 562.37793 100.231579 L 563.103197 100.957895 L 563.828463 101.684211 L 564.553729 102.410526 L 565.278996 103.136842 L 566.004262 103.863158 L 566.729529 104.589474 L 567.454795 105.315789 L 568.180061 106.042105 L 569.630594 106.042105 L 570.35586 106.768421 L 571.081127 107.494737 L 571.806393 106.768421 L 572.53166 106.042105 L 573.256926 105.315789 L 572.53166 104.589474 L 571.806393 103.863158 L 572.53166 103.136842 L 573.256926 102.410526 L 573.256926 100.957895 L 573.256926 99.505263 L 573.256926 98.052632 L 572.53166 97.326316 L 571.806393 96.6 L 571.081127 95.873684 L 570.35586 95.147368 L 570.35586 93.694737 L 571.081127 92.968421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 549.323135 95.873684 L 550.048402 96.6 L 549.323135 97.326316 L 548.597869 96.6 L 549.323135 95.873684 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 566.729529 100.231579 L 568.180061 100.231579 L 569.630594 100.231579 L 570.35586 100.957895 L 569.630594 101.684211 L 568.905328 102.410526 L 568.180061 103.136842 L 567.454795 102.410526 L 566.729529 101.684211 L 566.004262 100.957895 L 566.729529 100.231579 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 537.718873 101.684211 L 539.169406 101.684211 L 539.894672 102.410526 L 540.619939 103.136842 L 541.345205 103.863158 L 541.345205 105.315789 L 541.345205 106.768421 L 541.345205 108.221053 L 541.345205 109.673684 L 540.619939 110.4 L 539.894672 111.126316 L 539.169406 111.852632 L 537.718873 111.852632 L 536.993607 111.126316 L 536.993607 109.673684 L 536.993607 108.221053 L 536.993607 106.768421 L 536.993607 105.315789 L 536.993607 103.863158 L 536.993607 102.410526 L 537.718873 101.684211 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 546.42207 106.042105 L 547.147336 106.768421 L 547.147336 108.221053 L 547.147336 109.673684 L 546.42207 110.4 L 545.696803 111.126316 L 544.971537 111.852632 L 544.246271 112.578947 L 543.521004 113.305263 L 542.795738 112.578947 L 542.795738 111.126316 L 543.521004 110.4 L 544.246271 109.673684 L 544.971537 108.947368 L 545.696803 108.221053 L 545.696803 106.768421 L 546.42207 106.042105 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 540.619939 116.210526 L 541.345205 116.936842 L 540.619939 117.663158 L 539.894672 116.936842 L 540.619939 116.210526 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 563.828463 120.568421 L 564.553729 121.294737 L 564.553729 122.747368 L 563.828463 123.473684 L 563.103197 122.747368 L 563.103197 121.294737 L 563.828463 120.568421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#pacdf007956)" d="M 553.674734 85.705263 L 554.4 86.431579 L 553.674734 87.157895 L 552.949467 86.431579 L 553.674734 85.705263 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 553.674734 88.610526 L 555.125266 88.610526 L 555.850533 89.336842 L 555.850533 90.789474 L 555.125266 91.515789 L 554.4 90.789474 L 553.674734 90.063158 L 552.949467 89.336842 L 553.674734 88.610526 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 556.575799 91.515789 L 557.301066 92.242105 L 556.575799 92.968421 L 555.850533 92.242105 L 556.575799 91.515789 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 550.773668 92.968421 L 552.224201 92.968421 L 552.949467 93.694737 L 552.224201 94.421053 L 550.773668 94.421053 L 550.048402 93.694737 L 550.773668 92.968421 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 555.125266 92.968421 L 555.850533 93.694737 L 555.125266 94.421053 L 554.4 93.694737 L 555.125266 92.968421 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 562.37793 97.326316 L 563.103197 98.052632 L 562.37793 98.778947 L 561.652664 98.052632 L 562.37793 97.326316 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 563.828463 98.778947 L 564.553729 99.505263 L 563.828463 100.231579 L 563.103197 99.505263 L 563.828463 98.778947 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 569.630594 100.231579 L 570.35586 100.957895 L 570.35586 102.410526 L 569.630594 103.136842 L 568.180061 103.136842 L 567.454795 102.410526 L 568.180061 101.684211 L 568.905328 100.957895 L 569.630594 100.231579 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 544.971537 101.684211 L 545.696803 102.410526 L 544.971537 103.136842 L 544.246271 102.410526 L 544.971537 101.684211 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 553.674734 104.589474 L 554.4 105.315789 L 554.4 106.768421 L 553.674734 107.494737 L 552.949467 108.221053 L 552.224201 108.947368 L 551.498934 108.221053 L 551.498934 106.768421 L 552.224201 106.042105 L 552.949467 105.315789 L 553.674734 104.589474 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 556.575799 116.210526 L 557.301066 116.936842 L 556.575799 117.663158 L 555.850533 116.936842 L 556.575799 116.210526 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 560.927397 117.663158 L 561.652664 118.389474 L 561.652664 119.842105 L 560.927397 120.568421 L 559.476865 120.568421 L 558.751598 119.842105 L 559.476865 119.115789 L 560.202131 118.389474 L 560.927397 117.663158 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pacdf007956)" d="M 558.026332 120.568421 L 558.751598 121.294737 L 558.026332 122.021053 L 557.301066 121.294737 L 558.026332 120.568421 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#pacdf007956)" d="M 558.026332 24.728664 L 560.927397 24.613815 L 562.37793 25.998085 L 563.828463 26.131151 L 565.278996 26.072768 L 566.729529 27.452951 L 568.180061 27.804765 L 568.703803 28.326316 L 569.630594 29.053213 L 572.53166 29.025546 L 573.982192 30.370851 L 577.42035 32.684211 L 577.744522 34.136842 L 582.685389 39.175851 L 584.135922 40.273433 L 585.586454 42.127758 L 586.329791 42.852632 L 586.827222 44.305263 L 587.036987 44.515332 L 589.044903 47.210526 L 590.978151 50.115789 L 591.593545 51.568421 L 592.696938 53.021053 L 592.899106 54.473684 L 594.206855 55.926316 L 593.62537 57.378947 L 594.42026 58.831579 L 594.30668 60.284211 L 594.390968 61.736842 L 594.292591 63.189474 L 595.646047 64.642105 L 595.898216 66.094737 L 597.190717 68.003498 L 597.55381 69 L 597.464441 70.452632 L 597.603999 73.357895 L 598.641249 75.358207 L 598.933127 76.263158 L 599.155712 77.715789 L 599.060635 79.168421 L 599.176654 82.073684 L 600.617881 83.526316 L 599.18889 84.978947 L 599.168518 87.884211 L 599.284813 90.789474 L 599.214971 92.242105 L 600.316798 93.694737 L 600.72967 95.147368 L 600.340169 96.6 L 600.091782 96.848746 L 599.290952 98.052632 L 599.328412 106.768421 L 597.914836 108.221053 L 597.915983 109.673684 L 596.555163 111.126316 L 595.082955 112.578947 L 595.014917 114.031579 L 595.069071 115.484211 L 594.068569 116.936842 L 593.564385 118.389474 L 592.839118 119.910865 L 591.931939 121.294737 L 589.938053 123.312198 L 589.212786 124.2 L 589.352612 125.652632 L 587.036987 127.873666 L 584.962418 130.010526 L 582.685389 132.654338 L 581.234856 133.986868 L 579.784323 134.805858 L 578.333791 135.976852 L 576.883258 137.619714 L 575.432725 138.94005 L 573.982192 139.372821 L 572.53166 140.776988 L 571.081127 141.714052 L 569.630594 141.636158 L 568.180061 142.152937 L 566.671062 143.084211 L 565.278996 143.770096 L 563.828463 143.616955 L 562.37793 143.638668 L 561.391904 143.084211 L 560.927397 142.644498 L 559.476865 142.214412 L 558.026332 142.205657 L 556.575799 142.529238 L 554.728123 144.536842 L 553.674734 145.263158 L 552.224201 145.721509 L 551.970515 145.989474 L 550.773668 146.808461 L 546.42207 146.808071 L 544.971537 145.846989 L 543.521004 145.263158 L 542.070471 145.415637 L 540.619939 145.052218 L 540.156368 144.536842 L 539.169406 143.810526 L 537.718873 143.944964 L 536.26834 143.607412 L 535.794952 143.084211 L 534.817808 142.357895 L 533.367275 142.166552 L 532.899015 141.631579 L 531.916742 140.905263 L 530.466209 140.707634 L 529.993821 140.178947 L 529.015677 139.452632 L 527.565144 139.354496 L 523.213546 134.77921 L 519.981892 131.463158 L 519.73639 130.010526 L 518.772192 128.557895 L 515.960882 125.620055 L 513.785083 122.747368 L 513.800876 121.294737 L 512.402999 119.842105 L 512.079539 118.389474 L 511.609283 117.97026 L 510.884017 116.936842 L 510.80662 115.484211 L 510.158751 114.882673 L 509.433484 114.031579 L 509.419932 109.673684 L 507.976543 108.221053 L 507.982951 102.410526 L 507.257685 101.45087 L 506.74026 100.957895 L 506.476284 99.505263 L 506.320882 83.526316 L 507.375334 82.073684 L 507.777008 80.621053 L 507.661212 79.168421 L 508.898318 77.715789 L 509.169097 76.263158 L 509.031675 73.357895 L 508.956116 71.905263 L 509.360768 70.452632 L 510.544192 69 L 510.333234 67.547368 L 510.29437 64.642105 L 510.158751 62.258208 L 510.158751 61.675797 L 511.529459 60.284211 L 511.601368 58.831579 L 511.360414 55.926316 L 512.504862 54.473684 L 514.396818 51.568421 L 514.213804 50.115789 L 514.510349 49.813512 L 515.364072 48.663158 L 516.117081 47.210526 L 517.436433 45.757895 L 518.52602 44.305263 L 518.520064 42.852632 L 520.31248 40.922376 L 522.644005 38.494737 L 524.068605 37.042105 L 525.056337 35.589474 L 526.747421 34.136842 L 528.347149 32.684211 L 529.015677 32.087967 L 530.466209 32.037108 L 531.916742 31.350551 L 533.479072 31.231579 L 534.817808 29.778136 L 536.26834 29.431729 L 539.169406 29.429842 L 540.619939 27.833554 L 542.070471 27.692334 L 543.521004 26.824646 L 544.971537 26.532183 L 546.42207 26.620401 L 547.872603 26.213157 L 552.224201 26.155733 L 553.674734 26.147368 L 555.125266 26.418441 L 556.575799 26.16566 L 558.026332 24.728664 L 558.026332 24.728664 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 497.539116 19.89375 L 504.225366 19.89375 L 504.225366 8.28 L 497.539116 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(497.539116 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_11"> <g id="patch_12"> <path d="M 602.922759 19.89375 L 611.260884 19.89375 L 611.260884 8.28 L 602.922759 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(602.922759 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 483.323894 165.6 L 514.947644 165.6 L 514.947644 153.98625 L 483.323894 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=32 --> <defs> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> </defs> <g style="fill:#ffffff;" transform="translate(483.323894 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-33"/> <use x="199.902344" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p90d87ad749)"> <image height="165.6" id="image882d9c7241" transform="scale(1 -1)translate(0 -165.6)" width="142.32" x="642" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p90d87ad749)" d="M 722.228463 50.842105 L 723.678996 50.842105 L 725.854795 53.021053 L 725.854795 54.473684 L 726.580061 55.2 L 728.030594 55.2 L 728.75586 55.926316 L 728.75586 58.831579 L 730.206393 60.284211 L 730.206393 61.736842 L 731.656926 63.189474 L 731.656926 71.905263 L 734.557992 74.810526 L 734.557992 76.263158 L 736.008524 77.715789 L 736.008524 79.168421 L 737.459057 80.621053 L 736.008524 82.073684 L 737.459057 83.526316 L 734.557992 86.431579 L 736.008524 87.884211 L 736.008524 89.336842 L 737.459057 90.789474 L 737.459057 93.694737 L 736.008524 95.147368 L 736.008524 98.052632 L 734.557992 99.505263 L 736.008524 100.957895 L 736.008524 103.863158 L 734.557992 105.315789 L 734.557992 109.673684 L 733.107459 111.126316 L 733.107459 112.578947 L 732.382192 113.305263 L 730.93166 113.305263 L 729.481127 111.852632 L 728.030594 113.305263 L 725.129529 110.4 L 723.678996 111.852632 L 721.503197 109.673684 L 721.503197 108.221053 L 720.052664 106.768421 L 721.503197 105.315789 L 721.503197 103.863158 L 720.052664 102.410526 L 720.052664 100.957895 L 717.151598 98.052632 L 717.151598 96.6 L 715.701066 95.147368 L 716.426332 94.421053 L 717.876865 94.421053 L 720.052664 96.6 L 720.052664 98.052632 L 720.77793 98.778947 L 722.228463 98.778947 L 725.129529 101.684211 L 726.580061 100.231579 L 728.030594 100.231579 L 728.75586 99.505263 L 727.305328 98.052632 L 727.305328 96.6 L 728.75586 95.147368 L 727.305328 93.694737 L 727.305328 86.431579 L 725.854795 84.978947 L 725.854795 83.526316 L 724.404262 82.073684 L 727.305328 79.168421 L 727.305328 76.263158 L 725.854795 74.810526 L 725.854795 67.547368 L 724.404262 66.094737 L 725.854795 64.642105 L 724.404262 63.189474 L 724.404262 61.736842 L 723.678996 61.010526 L 722.228463 61.010526 L 719.327397 63.915789 L 717.876865 63.915789 L 717.151598 63.189474 L 718.602131 61.736842 L 718.602131 60.284211 L 720.052664 58.831579 L 718.602131 57.378947 L 720.052664 55.926316 L 720.052664 54.473684 L 721.503197 53.021053 L 721.503197 51.568421 L 722.228463 50.842105 L 722.228463 50.842105 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 696.118873 52.294737 L 699.745205 55.926316 L 699.745205 57.378947 L 700.470471 58.105263 L 701.921004 58.105263 L 702.646271 58.831579 L 702.646271 60.284211 L 705.547336 63.189474 L 705.547336 64.642105 L 706.997869 66.094737 L 706.272603 66.821053 L 704.82207 66.821053 L 702.646271 64.642105 L 702.646271 63.189474 L 701.921004 62.463158 L 700.470471 62.463158 L 697.569406 59.557895 L 696.84414 60.284211 L 696.84414 67.547368 L 695.393607 69 L 695.393607 70.452632 L 696.84414 71.905263 L 695.393607 73.357895 L 695.393607 74.810526 L 698.294672 77.715789 L 698.294672 82.073684 L 697.569406 82.8 L 696.118873 81.347368 L 694.66834 81.347368 L 693.943074 82.073684 L 693.943074 83.526316 L 695.393607 84.978947 L 693.943074 86.431579 L 696.84414 89.336842 L 695.393607 90.789474 L 695.393607 98.052632 L 693.943074 99.505263 L 693.943074 103.863158 L 696.118873 106.042105 L 700.470471 106.042105 L 701.195738 105.315789 L 701.195738 103.863158 L 704.096803 100.957895 L 704.096803 99.505263 L 705.547336 98.052632 L 705.547336 96.6 L 706.272603 95.873684 L 707.723135 95.873684 L 708.448402 96.6 L 708.448402 98.052632 L 706.997869 99.505263 L 706.997869 102.410526 L 705.547336 103.863158 L 705.547336 105.315789 L 704.096803 106.768421 L 706.997869 109.673684 L 705.547336 111.126316 L 705.547336 112.578947 L 704.82207 113.305263 L 703.371537 113.305263 L 701.921004 111.852632 L 697.569406 116.210526 L 696.118873 116.210526 L 694.66834 114.757895 L 693.217808 114.757895 L 691.767275 116.210526 L 689.591476 114.031579 L 689.591476 109.673684 L 688.140943 108.221053 L 688.140943 102.410526 L 686.69041 100.957895 L 686.69041 99.505263 L 687.415677 98.778947 L 688.866209 98.778947 L 689.591476 98.052632 L 689.591476 96.6 L 691.042008 95.147368 L 688.866209 92.968421 L 687.415677 92.968421 L 686.69041 92.242105 L 687.415677 91.515789 L 688.866209 91.515789 L 689.591476 90.789474 L 688.140943 89.336842 L 688.140943 87.884211 L 689.591476 86.431579 L 686.69041 83.526316 L 686.69041 82.073684 L 689.591476 79.168421 L 688.140943 77.715789 L 688.140943 74.810526 L 689.591476 73.357895 L 689.591476 70.452632 L 691.042008 69 L 691.042008 64.642105 L 692.492541 63.189474 L 692.492541 61.736842 L 691.042008 60.284211 L 695.393607 55.926316 L 695.393607 53.021053 L 696.118873 52.294737 L 696.118873 52.294737 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 716.426332 65.368421 L 717.151598 66.094737 L 716.426332 66.821053 L 715.701066 66.094737 L 716.426332 65.368421 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 710.624201 69.726316 L 711.349467 70.452632 L 710.624201 71.178947 L 709.898934 70.452632 L 710.624201 69.726316 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 706.272603 74.084211 L 706.997869 74.810526 L 706.997869 76.263158 L 707.723135 76.989474 L 708.448402 77.715789 L 707.723135 78.442105 L 706.997869 79.168421 L 706.997869 80.621053 L 706.272603 81.347368 L 705.547336 80.621053 L 705.547336 79.168421 L 705.547336 77.715789 L 705.547336 76.263158 L 705.547336 74.810526 L 706.272603 74.084211 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 704.82207 84.252632 L 706.272603 84.252632 L 706.997869 84.978947 L 706.272603 85.705263 L 704.82207 85.705263 L 704.096803 84.978947 L 704.82207 84.252632 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 707.723135 87.157895 L 708.448402 87.884211 L 707.723135 88.610526 L 706.997869 87.884211 L 707.723135 87.157895 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 719.327397 88.610526 L 720.77793 88.610526 L 721.503197 89.336842 L 720.77793 90.063158 L 720.052664 90.789474 L 719.327397 91.515789 L 718.602131 90.789474 L 718.602131 89.336842 L 719.327397 88.610526 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 701.921004 91.515789 L 703.371537 91.515789 L 704.096803 92.242105 L 704.096803 93.694737 L 704.096803 95.147368 L 703.371537 95.873684 L 702.646271 96.6 L 702.646271 98.052632 L 701.921004 98.778947 L 701.195738 99.505263 L 701.195738 100.957895 L 700.470471 101.684211 L 699.745205 102.410526 L 699.019939 103.136842 L 698.294672 102.410526 L 698.294672 100.957895 L 698.294672 99.505263 L 698.294672 98.052632 L 698.294672 96.6 L 699.019939 95.873684 L 699.745205 95.147368 L 700.470471 94.421053 L 701.195738 93.694737 L 701.195738 92.242105 L 701.921004 91.515789 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 710.624201 91.515789 L 711.349467 92.242105 L 710.624201 92.968421 L 709.898934 92.242105 L 710.624201 91.515789 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 713.525266 91.515789 L 714.250533 92.242105 L 713.525266 92.968421 L 712.8 92.242105 L 713.525266 91.515789 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 720.77793 91.515789 L 722.228463 91.515789 L 722.953729 92.242105 L 722.953729 93.694737 L 722.228463 94.421053 L 721.503197 93.694737 L 720.77793 92.968421 L 720.052664 92.242105 L 720.77793 91.515789 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 709.173668 94.421053 L 710.624201 94.421053 L 712.074734 94.421053 L 712.8 95.147368 L 712.074734 95.873684 L 710.624201 95.873684 L 709.173668 95.873684 L 708.448402 95.147368 L 709.173668 94.421053 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 723.678996 94.421053 L 724.404262 95.147368 L 723.678996 95.873684 L 722.953729 95.147368 L 723.678996 94.421053 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 696.118873 111.852632 L 695.393607 112.578947 L 696.118873 113.305263 L 696.84414 112.578947 L 696.118873 111.852632 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 729.481127 113.305263 L 730.206393 114.031579 L 729.481127 114.757895 L 728.75586 114.031579 L 729.481127 113.305263 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p90d87ad749)" d="M 712.074734 52.294737 L 712.8 53.021053 L 712.8 54.473684 L 712.8 55.926316 L 712.8 57.378947 L 713.525266 58.105263 L 714.250533 58.831579 L 713.525266 59.557895 L 712.8 60.284211 L 712.8 61.736842 L 712.074734 62.463158 L 711.349467 63.189474 L 710.624201 63.915789 L 709.898934 63.189474 L 709.898934 61.736842 L 709.898934 60.284211 L 710.624201 59.557895 L 711.349467 58.831579 L 711.349467 57.378947 L 710.624201 56.652632 L 709.898934 55.926316 L 709.898934 54.473684 L 710.624201 53.747368 L 711.349467 53.021053 L 712.074734 52.294737 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 713.525266 68.273684 L 714.250533 69 L 713.525266 69.726316 L 712.8 69 L 713.525266 68.273684 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 700.470471 69.726316 L 701.195738 70.452632 L 701.195738 71.905263 L 700.470471 72.631579 L 699.745205 71.905263 L 699.745205 70.452632 L 700.470471 69.726316 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 714.975799 69.726316 L 716.426332 69.726316 L 717.876865 69.726316 L 718.602131 70.452632 L 718.602131 71.905263 L 717.876865 72.631579 L 716.426332 72.631579 L 715.701066 73.357895 L 715.701066 74.810526 L 716.426332 75.536842 L 717.151598 76.263158 L 717.151598 77.715789 L 717.151598 79.168421 L 717.151598 80.621053 L 717.151598 82.073684 L 717.151598 83.526316 L 717.151598 84.978947 L 717.151598 86.431579 L 716.426332 87.157895 L 714.975799 87.157895 L 714.250533 86.431579 L 714.250533 84.978947 L 714.975799 84.252632 L 715.701066 83.526316 L 715.701066 82.073684 L 714.975799 81.347368 L 714.250533 82.073684 L 713.525266 82.8 L 712.8 82.073684 L 712.8 80.621053 L 712.8 79.168421 L 712.8 77.715789 L 713.525266 76.989474 L 714.250533 76.263158 L 714.250533 74.810526 L 714.250533 73.357895 L 714.250533 71.905263 L 714.250533 70.452632 L 714.975799 69.726316 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 703.371537 71.178947 L 704.096803 71.905263 L 703.371537 72.631579 L 702.646271 71.905263 L 703.371537 71.178947 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 710.624201 76.989474 L 711.349467 77.715789 L 710.624201 78.442105 L 709.898934 77.715789 L 710.624201 76.989474 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 719.327397 76.989474 L 720.052664 77.715789 L 720.052664 79.168421 L 720.052664 80.621053 L 720.052664 82.073684 L 720.052664 83.526316 L 720.052664 84.978947 L 719.327397 85.705263 L 718.602131 84.978947 L 718.602131 83.526316 L 718.602131 82.073684 L 718.602131 80.621053 L 718.602131 79.168421 L 718.602131 77.715789 L 719.327397 76.989474 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 703.371537 81.347368 L 704.096803 82.073684 L 704.096803 83.526316 L 704.096803 84.978947 L 703.371537 85.705263 L 702.646271 84.978947 L 702.646271 83.526316 L 702.646271 82.073684 L 703.371537 81.347368 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 707.723135 85.705263 L 708.448402 86.431579 L 707.723135 87.157895 L 706.997869 86.431579 L 707.723135 85.705263 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 720.77793 85.705263 L 721.503197 86.431579 L 721.503197 87.884211 L 721.503197 89.336842 L 720.77793 90.063158 L 720.052664 89.336842 L 720.052664 87.884211 L 720.052664 86.431579 L 720.77793 85.705263 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 701.921004 87.157895 L 702.646271 87.884211 L 702.646271 89.336842 L 703.371537 90.063158 L 704.82207 90.063158 L 706.272603 90.063158 L 706.997869 90.789474 L 706.272603 91.515789 L 705.547336 92.242105 L 704.82207 92.968421 L 703.371537 92.968421 L 701.921004 92.968421 L 701.195738 92.242105 L 700.470471 91.515789 L 699.019939 91.515789 L 698.294672 90.789474 L 699.019939 90.063158 L 699.745205 89.336842 L 700.470471 88.610526 L 701.195738 87.884211 L 701.921004 87.157895 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 717.876865 87.157895 L 718.602131 87.884211 L 717.876865 88.610526 L 717.151598 87.884211 L 717.876865 87.157895 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 710.624201 88.610526 L 711.349467 89.336842 L 710.624201 90.063158 L 709.898934 89.336842 L 710.624201 88.610526 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 722.228463 91.515789 L 723.678996 91.515789 L 724.404262 92.242105 L 724.404262 93.694737 L 724.404262 95.147368 L 723.678996 95.873684 L 722.228463 95.873684 L 721.503197 95.147368 L 721.503197 93.694737 L 721.503197 92.242105 L 722.228463 91.515789 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 699.019939 92.968421 L 700.470471 92.968421 L 701.195738 93.694737 L 700.470471 94.421053 L 699.019939 94.421053 L 698.294672 93.694737 L 699.019939 92.968421 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90d87ad749)" d="M 712.074734 103.136842 L 712.8 103.863158 L 712.8 105.315789 L 712.074734 106.042105 L 711.349467 105.315789 L 711.349467 103.863158 L 712.074734 103.136842 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p90d87ad749)" d="M 706.272603 26.641215 L 707.723135 26.654949 L 709.173668 26.521903 L 710.624201 27.246721 L 713.525266 26.159016 L 716.426332 26.101538 L 717.876865 26.106364 L 719.327397 26.323041 L 720.77793 27.158366 L 722.228463 27.052296 L 723.678996 27.769877 L 725.129529 29.066833 L 726.580061 30.344645 L 728.030594 30.661594 L 729.481127 31.296682 L 730.93166 32.189578 L 731.42609 32.684211 L 732.382192 33.46799 L 733.393062 34.136842 L 733.832725 34.610571 L 735.591333 37.042105 L 737.512179 38.494737 L 738.184323 39.071169 L 739.634856 40.172465 L 740.687349 41.4 L 741.085389 42.08436 L 742.007584 42.852632 L 742.535922 43.137103 L 743.365037 44.305263 L 743.986454 45.761787 L 745.436987 47.35572 L 746.353251 48.663158 L 746.88752 50.15974 L 748.90495 51.568421 L 749.560209 53.021053 L 751.148347 54.473684 L 751.239118 56.21869 L 751.001577 57.378947 L 752.501023 58.831579 L 752.879796 60.284211 L 752.822028 63.189474 L 754.157943 64.642105 L 754.408996 66.094737 L 754.455663 67.547368 L 754.320862 69 L 754.610995 70.452632 L 756.150944 71.905263 L 756.015791 76.263158 L 756.068531 77.715789 L 757.402486 79.168421 L 757.658934 80.621053 L 757.596742 86.431579 L 759.217049 89.336842 L 759.09421 90.789474 L 759.098775 93.694737 L 757.802106 95.147368 L 757.703978 96.6 L 757.74753 98.052632 L 757.668437 99.505263 L 756.289977 100.957895 L 756.6785 102.410526 L 756.308007 103.863158 L 756.315983 106.768421 L 755.153277 108.221053 L 754.862072 109.673684 L 754.922801 111.126316 L 753.414917 114.031579 L 753.259317 115.484211 L 751.239118 117.47688 L 750.531392 118.389474 L 750.561726 119.842105 L 749.105802 121.294737 L 742.21215 128.557895 L 741.085389 130.144369 L 738.184323 133.377351 L 736.733791 134.677622 L 735.283258 134.881449 L 733.832725 136.310184 L 732.382192 136.502216 L 730.93166 138.097107 L 730.305549 138.726316 L 729.481127 139.393212 L 728.030594 139.718612 L 727.634991 140.178947 L 726.580061 140.905263 L 725.129529 141.194882 L 724.748498 141.631579 L 723.678996 142.415378 L 722.228463 142.20203 L 721.686922 141.631579 L 720.77793 140.905263 L 717.876865 140.945996 L 716.426332 140.483739 L 715.957457 140.178947 L 714.975799 139.696842 L 714.496126 140.178947 L 713.377163 141.631579 L 712.074734 142.556528 L 710.624201 142.45211 L 709.135243 143.084211 L 707.723135 144.252798 L 706.272603 143.724819 L 704.82207 142.524012 L 703.371537 142.706662 L 701.921004 142.270844 L 701.361727 141.631579 L 700.470471 140.96118 L 699.019939 141.201281 L 697.569406 141.157041 L 696.118873 141.247807 L 694.66834 140.912338 L 693.217808 139.616718 L 691.767275 139.492909 L 691.119923 138.726316 L 690.316742 138.09927 L 688.866209 137.976293 L 688.291891 137.273684 L 687.415677 136.583237 L 685.965144 136.740747 L 684.514611 136.208541 L 681.03393 132.915789 L 679.520179 131.463158 L 679.638669 130.010526 L 673.941646 124.2 L 673.716627 122.747368 L 672.597453 121.294737 L 671.060646 119.842105 L 670.739703 118.389474 L 669.803398 116.936842 L 669.284017 115.484211 L 669.356254 114.031579 L 668.891597 112.578947 L 668.558751 112.253678 L 667.833484 111.126316 L 667.8708 109.673684 L 667.65529 108.221053 L 667.108218 107.673561 L 666.382951 106.768421 L 666.370663 100.957895 L 664.891138 99.505263 L 664.738528 83.526316 L 665.269765 82.073684 L 665.657685 81.524099 L 666.146357 80.621053 L 666.092287 74.810526 L 667.507018 73.357895 L 667.446734 70.452632 L 667.587088 69 L 668.879554 67.547368 L 668.685029 64.642105 L 668.992461 63.189474 L 670.388733 61.736842 L 670.009283 59.300601 L 669.902732 58.831579 L 670.373368 57.378947 L 671.377695 55.926316 L 671.253781 54.473684 L 672.761344 53.021053 L 672.477611 51.568421 L 675.318394 48.663158 L 676.194108 47.210526 L 679.495652 44.305263 L 680.194038 42.852632 L 681.794472 41.4 L 683.592796 39.947368 L 684.083342 38.494737 L 685.517035 37.042105 L 685.965144 35.522701 L 687.415677 35.237658 L 688.866209 34.748543 L 690.316742 33.416649 L 693.217808 30.988158 L 694.66834 29.98143 L 696.118873 29.563257 L 697.647056 29.778947 L 699.019939 28.752993 L 700.470471 28.68145 L 700.84726 28.326316 L 701.921004 27.487012 L 703.371537 27.421 L 704.830192 26.873684 L 706.272603 26.641215 L 706.272603 26.641215 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 655.939116 19.89375 L 662.625366 19.89375 L 662.625366 8.28 L 655.939116 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(655.939116 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_14"> <g id="patch_15"> <path d="M 761.322759 19.89375 L 769.660884 19.89375 L 769.660884 8.28 L 761.322759 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(761.322759 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 641.723894 165.6 L 673.347644 165.6 L 673.347644 153.98625 L 641.723894 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=40 --> <defs> <path d="M 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/> </defs> <g style="fill:#ffffff;" transform="translate(641.723894 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-34"/> <use x="199.902344" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#pce1bf35aa6)"> <image height="165.6" id="image3ab54428d4" transform="scale(1 -1)translate(0 -165.6)" width="142.32" x="800" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_16"> <path clip-path="url(#pce1bf35aa6)" d="M 855.969406 61.010526 L 857.419939 61.010526 L 859.595738 63.189474 L 859.595738 67.547368 L 863.947336 71.905263 L 863.947336 74.810526 L 861.771537 76.989474 L 860.321004 75.536842 L 859.595738 76.263158 L 859.595738 77.715789 L 858.145205 79.168421 L 858.145205 84.978947 L 856.694672 86.431579 L 857.419939 87.157895 L 858.870471 87.157895 L 859.595738 87.884211 L 858.145205 89.336842 L 858.145205 90.789474 L 859.595738 92.242105 L 858.145205 93.694737 L 860.321004 95.873684 L 861.046271 95.147368 L 859.595738 93.694737 L 861.771537 91.515789 L 862.496803 92.242105 L 862.496803 95.147368 L 863.947336 96.6 L 862.496803 98.052632 L 865.397869 100.957895 L 863.22207 103.136842 L 861.771537 103.136842 L 858.145205 106.768421 L 858.145205 109.673684 L 859.595738 111.126316 L 859.595738 114.031579 L 862.496803 116.936842 L 861.771537 117.663158 L 857.419939 117.663158 L 856.694672 116.936842 L 856.694672 115.484211 L 854.518873 113.305263 L 853.06834 113.305263 L 852.343074 112.578947 L 852.343074 111.126316 L 853.793607 109.673684 L 852.343074 108.221053 L 852.343074 106.768421 L 850.167275 104.589474 L 848.716742 106.042105 L 847.266209 106.042105 L 846.540943 105.315789 L 846.540943 103.863158 L 847.266209 103.136842 L 848.716742 103.136842 L 849.442008 102.410526 L 849.442008 99.505263 L 847.991476 98.052632 L 847.991476 96.6 L 846.540943 95.147368 L 846.540943 92.242105 L 847.991476 90.789474 L 847.991476 84.978947 L 846.540943 83.526316 L 846.540943 82.073684 L 853.793607 74.810526 L 852.343074 73.357895 L 852.343074 71.905263 L 850.892541 70.452632 L 850.892541 67.547368 L 852.343074 66.094737 L 852.343074 64.642105 L 855.969406 61.010526 L 855.969406 61.010526 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 879.17793 61.010526 L 880.628463 61.010526 L 883.529529 63.915789 L 887.881127 63.915789 L 888.606393 64.642105 L 888.606393 69 L 887.15586 70.452632 L 887.15586 74.810526 L 889.33166 76.989474 L 892.232725 76.989474 L 892.957992 77.715789 L 892.957992 80.621053 L 894.408524 82.073684 L 894.408524 84.978947 L 891.507459 87.884211 L 893.683258 90.063158 L 895.133791 90.063158 L 895.859057 90.789474 L 895.859057 92.242105 L 894.408524 93.694737 L 894.408524 95.147368 L 891.507459 98.052632 L 891.507459 99.505263 L 892.957992 100.957895 L 892.957992 102.410526 L 892.232725 103.136842 L 890.782192 103.136842 L 889.33166 104.589474 L 887.881127 104.589474 L 887.15586 105.315789 L 887.15586 109.673684 L 887.881127 110.4 L 889.33166 110.4 L 890.056926 111.126316 L 890.056926 112.578947 L 887.881127 114.757895 L 883.529529 114.757895 L 882.804262 114.031579 L 882.804262 111.126316 L 881.353729 109.673684 L 881.353729 105.315789 L 879.903197 103.863158 L 879.903197 102.410526 L 880.628463 101.684211 L 883.529529 101.684211 L 884.254795 100.957895 L 883.529529 100.231579 L 880.628463 100.231579 L 879.17793 98.778947 L 877.727397 98.778947 L 877.002131 98.052632 L 878.452664 96.6 L 878.452664 93.694737 L 879.17793 92.968421 L 880.628463 94.421053 L 881.353729 93.694737 L 878.452664 90.789474 L 878.452664 77.715789 L 877.002131 76.263158 L 877.002131 70.452632 L 877.727397 69.726316 L 879.17793 71.178947 L 879.903197 70.452632 L 879.903197 63.189474 L 878.452664 61.736842 L 879.17793 61.010526 L 879.17793 61.010526 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 876.276865 68.273684 L 877.002131 69 L 876.276865 69.726316 L 875.551598 69 L 876.276865 68.273684 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 863.22207 76.989474 L 863.947336 77.715789 L 863.947336 79.168421 L 863.22207 79.894737 L 862.496803 79.168421 L 862.496803 77.715789 L 863.22207 76.989474 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 863.22207 82.8 L 863.947336 83.526316 L 863.947336 84.978947 L 863.947336 86.431579 L 863.22207 87.157895 L 862.496803 86.431579 L 862.496803 84.978947 L 862.496803 83.526316 L 863.22207 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 860.321004 88.610526 L 861.046271 89.336842 L 860.321004 90.063158 L 859.595738 89.336842 L 860.321004 88.610526 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 851.617808 113.305263 L 852.343074 114.031579 L 852.343074 115.484211 L 851.617808 116.210526 L 850.892541 115.484211 L 850.892541 114.031579 L 851.617808 113.305263 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 864.672603 117.663158 L 866.123135 117.663158 L 866.848402 118.389474 L 866.123135 119.115789 L 864.672603 119.115789 L 863.947336 118.389474 L 864.672603 117.663158 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#pce1bf35aa6)" d="M 870.474734 59.557895 L 871.2 60.284211 L 871.2 61.736842 L 871.2 63.189474 L 871.2 64.642105 L 870.474734 65.368421 L 869.024201 65.368421 L 868.298934 64.642105 L 868.298934 63.189474 L 869.024201 62.463158 L 869.749467 61.736842 L 869.749467 60.284211 L 870.474734 59.557895 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 867.573668 68.273684 L 869.024201 68.273684 L 869.749467 69 L 870.474734 69.726316 L 871.2 70.452632 L 870.474734 71.178947 L 869.024201 71.178947 L 868.298934 70.452632 L 867.573668 69.726316 L 866.848402 69 L 867.573668 68.273684 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 869.024201 72.631579 L 870.474734 72.631579 L 871.2 73.357895 L 871.2 74.810526 L 871.2 76.263158 L 871.2 77.715789 L 871.2 79.168421 L 870.474734 79.894737 L 869.749467 80.621053 L 870.474734 81.347368 L 871.2 82.073684 L 871.2 83.526316 L 870.474734 84.252632 L 869.749467 83.526316 L 869.024201 82.8 L 868.298934 82.073684 L 868.298934 80.621053 L 868.298934 79.168421 L 868.298934 77.715789 L 867.573668 76.989474 L 866.848402 76.263158 L 867.573668 75.536842 L 869.024201 75.536842 L 869.749467 74.810526 L 869.024201 74.084211 L 868.298934 73.357895 L 869.024201 72.631579 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 860.321004 84.252632 L 861.046271 84.978947 L 861.046271 86.431579 L 861.046271 87.884211 L 860.321004 88.610526 L 859.595738 87.884211 L 859.595738 86.431579 L 859.595738 84.978947 L 860.321004 84.252632 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 869.024201 85.705263 L 870.474734 85.705263 L 871.2 86.431579 L 870.474734 87.157895 L 869.024201 87.157895 L 868.298934 86.431579 L 869.024201 85.705263 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pce1bf35aa6)" d="M 860.321004 90.063158 L 861.046271 90.789474 L 860.321004 91.515789 L 859.595738 90.789474 L 860.321004 90.063158 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#pce1bf35aa6)" d="M 867.573668 29.762612 L 871.955799 29.778947 L 873.499608 29.778947 L 874.826332 29.651487 L 878.026213 29.778947 L 879.17793 29.609602 L 879.354628 29.778947 L 880.628463 30.52671 L 882.078996 31.871727 L 883.529529 33.023187 L 884.980061 33.744403 L 885.371934 34.136842 L 887.149326 35.589474 L 887.881127 36.244274 L 891.059779 38.494737 L 892.232725 38.660653 L 893.683258 39.330914 L 894.429486 39.947368 L 896.205033 42.852632 L 896.584323 43.071306 L 897.719499 44.305263 L 898.339119 45.757895 L 899.084964 47.210526 L 899.485389 47.518344 L 900.935922 49.02154 L 902.386454 50.409419 L 905.28752 53.066622 L 905.929921 54.473684 L 906.95892 55.926316 L 908.389961 57.378947 L 909.368558 60.284211 L 909.873401 61.736842 L 909.940698 63.189474 L 911.089651 65.110897 L 911.52435 66.094737 L 911.86063 67.547368 L 912.540184 69.036346 L 912.996801 70.452632 L 913.029483 73.357895 L 912.975642 77.715789 L 913.377672 79.168421 L 913.990717 79.732107 L 914.670122 80.621053 L 914.568237 82.073684 L 914.704437 83.526316 L 915.441249 84.179416 L 916.129143 84.978947 L 916.036534 87.884211 L 916.136828 89.336842 L 916.116705 95.147368 L 916.166516 96.6 L 914.715983 99.505263 L 914.413779 100.957895 L 914.301995 102.410526 L 914.474815 103.863158 L 913.990717 104.34667 L 913.23679 105.315789 L 913.269777 108.221053 L 912.182159 109.673684 L 911.879797 111.126316 L 910.50248 112.578947 L 910.392484 114.031579 L 910.401477 115.484211 L 909.423328 116.936842 L 904.371219 122.747368 L 902.386454 124.900404 L 901.752856 125.652632 L 901.853953 127.105263 L 900.332761 128.557895 L 898.954507 130.010526 L 898.034856 130.736842 L 896.584323 131.019762 L 893.683258 133.85659 L 892.232725 133.761692 L 890.692476 134.368421 L 889.33166 135.393858 L 887.881127 135.95986 L 886.430594 137.216092 L 884.980061 136.95995 L 883.529529 137.690625 L 882.078996 138.956341 L 880.628463 138.825392 L 879.17793 138.932436 L 877.727397 138.918307 L 876.276865 139.108974 L 873.375799 137.685778 L 871.925266 139.224817 L 870.474734 139.097005 L 869.024201 139.598339 L 867.573668 140.35513 L 866.123135 140.67386 L 865.452796 140.178947 L 864.672603 139.325503 L 863.22207 139.663652 L 861.771537 139.755472 L 858.870471 139.269501 L 854.518873 139.400096 L 852.927123 138.726316 L 851.617808 137.80889 L 850.167275 137.952715 L 848.716742 137.531423 L 847.266209 136.226938 L 845.815677 135.130762 L 844.365144 134.608688 L 844.125224 134.368421 L 842.909777 132.915789 L 834.777926 124.2 L 834.067729 122.747368 L 833.271161 121.294737 L 829.859816 117.805185 L 829.13455 116.936842 L 829.202865 114.031579 L 827.718481 112.578947 L 827.729416 111.126316 L 826.233484 109.673684 L 826.233484 105.315789 L 825.083193 103.863158 L 824.777469 102.410526 L 824.673584 86.431579 L 825.158789 84.978947 L 825.898287 83.526316 L 826.139047 82.073684 L 826.063088 79.168421 L 825.978857 76.263158 L 825.922556 73.357895 L 827.107902 71.905263 L 827.517491 69 L 827.991992 67.547368 L 828.656081 66.094737 L 828.452502 63.189474 L 829.874828 61.736842 L 830.804011 58.831579 L 831.373348 57.378947 L 831.588431 55.926316 L 833.152162 54.473684 L 834.358768 53.021053 L 834.610561 51.568421 L 835.661947 49.984827 L 837.015404 48.663158 L 837.11248 48.39491 L 838.668071 47.210526 L 840.013546 46.641648 L 842.914611 44.062849 L 845.160175 41.4 L 845.480989 39.947368 L 845.815677 39.612196 L 847.419122 38.494737 L 850.897946 35.589474 L 851.617808 34.904662 L 854.518873 33.525546 L 855.969406 33.558003 L 857.419939 32.509895 L 859.241003 31.231579 L 860.321004 30.860081 L 861.771537 30.988212 L 863.22207 30.26827 L 864.672603 29.998249 L 867.573668 29.762612 L 867.573668 29.762612 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 814.339116 19.89375 L 821.025366 19.89375 L 821.025366 8.28 L 814.339116 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(814.339116 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_17"> <g id="patch_18"> <path d="M 919.722759 19.89375 L 928.060884 19.89375 L 928.060884 8.28 L 919.722759 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(919.722759 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 800.123894 165.6 L 831.747644 165.6 L 831.747644 153.98625 L 800.123894 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=48 --> <g style="fill:#ffffff;" transform="translate(800.123894 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-34"/> <use x="199.902344" xlink:href="#DejaVuSans-38"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#pec456f03eb)"> <image height="165.6" id="image3963be6612" transform="scale(1 -1)translate(0 -165.6)" width="142.32" x="959" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_19"> <path clip-path="url(#pec456f03eb)" d="M 1012.918873 71.178947 L 1014.369406 71.178947 L 1015.819939 71.178947 L 1016.545205 71.905263 L 1016.545205 73.357895 L 1017.270471 74.084211 L 1018.721004 74.084211 L 1019.446271 74.810526 L 1018.721004 75.536842 L 1017.995738 76.263158 L 1018.721004 76.989474 L 1019.446271 77.715789 L 1020.171537 78.442105 L 1020.896803 79.168421 L 1021.62207 79.894737 L 1023.072603 79.894737 L 1023.797869 80.621053 L 1023.797869 82.073684 L 1023.072603 82.8 L 1022.347336 83.526316 L 1023.072603 84.252632 L 1023.797869 84.978947 L 1023.072603 85.705263 L 1021.62207 85.705263 L 1020.896803 86.431579 L 1020.171537 87.157895 L 1019.446271 87.884211 L 1019.446271 89.336842 L 1019.446271 90.789474 L 1018.721004 91.515789 L 1017.995738 92.242105 L 1017.995738 93.694737 L 1017.995738 95.147368 L 1017.995738 96.6 L 1017.270471 97.326316 L 1016.545205 98.052632 L 1016.545205 99.505263 L 1016.545205 100.957895 L 1016.545205 102.410526 L 1016.545205 103.863158 L 1016.545205 105.315789 L 1016.545205 106.768421 L 1017.270471 107.494737 L 1017.995738 108.221053 L 1018.721004 108.947368 L 1019.446271 109.673684 L 1019.446271 111.126316 L 1019.446271 112.578947 L 1018.721004 113.305263 L 1017.270471 113.305263 L 1015.819939 113.305263 L 1015.094672 112.578947 L 1014.369406 111.852632 L 1013.64414 111.126316 L 1013.64414 109.673684 L 1013.64414 108.221053 L 1013.64414 106.768421 L 1012.918873 106.042105 L 1011.46834 106.042105 L 1010.743074 105.315789 L 1011.46834 104.589474 L 1012.193607 103.863158 L 1012.193607 102.410526 L 1012.193607 100.957895 L 1012.193607 99.505263 L 1011.46834 98.778947 L 1010.743074 98.052632 L 1010.743074 96.6 L 1011.46834 95.873684 L 1012.193607 95.147368 L 1011.46834 94.421053 L 1010.017808 94.421053 L 1009.292541 93.694737 L 1010.017808 92.968421 L 1010.743074 92.242105 L 1010.743074 90.789474 L 1010.743074 89.336842 L 1010.017808 88.610526 L 1009.292541 87.884211 L 1010.017808 87.157895 L 1011.46834 87.157895 L 1012.193607 86.431579 L 1011.46834 85.705263 L 1010.743074 84.978947 L 1010.743074 83.526316 L 1010.743074 82.073684 L 1011.46834 81.347368 L 1012.193607 80.621053 L 1012.193607 79.168421 L 1012.918873 78.442105 L 1013.64414 77.715789 L 1012.918873 76.989474 L 1012.193607 76.263158 L 1012.193607 74.810526 L 1012.918873 74.084211 L 1013.64414 73.357895 L 1012.918873 72.631579 L 1012.193607 71.905263 L 1012.918873 71.178947 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pec456f03eb)" d="M 1039.028463 71.178947 L 1040.478996 71.178947 L 1041.204262 71.905263 L 1041.929529 72.631579 L 1042.654795 73.357895 L 1042.654795 74.810526 L 1041.929529 75.536842 L 1041.204262 76.263158 L 1040.478996 76.989474 L 1039.753729 77.715789 L 1039.753729 79.168421 L 1040.478996 79.894737 L 1041.929529 79.894737 L 1042.654795 80.621053 L 1042.654795 82.073684 L 1042.654795 83.526316 L 1043.380061 84.252632 L 1044.105328 84.978947 L 1043.380061 85.705263 L 1041.929529 85.705263 L 1041.204262 86.431579 L 1040.478996 87.157895 L 1039.753729 86.431579 L 1039.028463 85.705263 L 1038.303197 84.978947 L 1037.57793 84.252632 L 1036.852664 83.526316 L 1036.852664 82.073684 L 1036.127397 81.347368 L 1035.402131 80.621053 L 1036.127397 79.894737 L 1036.852664 79.168421 L 1037.57793 78.442105 L 1038.303197 77.715789 L 1038.303197 76.263158 L 1038.303197 74.810526 L 1038.303197 73.357895 L 1038.303197 71.905263 L 1039.028463 71.178947 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pec456f03eb)" d="M 1012.918873 82.8 L 1012.193607 83.526316 L 1012.918873 84.252632 L 1013.64414 83.526316 L 1012.918873 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pec456f03eb)" d="M 1041.929529 87.157895 L 1042.654795 87.884211 L 1043.380061 88.610526 L 1044.105328 89.336842 L 1044.105328 90.789474 L 1044.830594 91.515789 L 1045.55586 92.242105 L 1046.281127 92.968421 L 1047.006393 93.694737 L 1047.006393 95.147368 L 1047.006393 96.6 L 1047.006393 98.052632 L 1047.006393 99.505263 L 1047.006393 100.957895 L 1046.281127 101.684211 L 1045.55586 102.410526 L 1045.55586 103.863158 L 1044.830594 104.589474 L 1044.105328 105.315789 L 1044.105328 106.768421 L 1044.105328 108.221053 L 1043.380061 108.947368 L 1041.929529 108.947368 L 1041.204262 108.221053 L 1040.478996 107.494737 L 1039.753729 106.768421 L 1040.478996 106.042105 L 1041.929529 106.042105 L 1042.654795 105.315789 L 1042.654795 103.863158 L 1043.380061 103.136842 L 1044.105328 102.410526 L 1043.380061 101.684211 L 1042.654795 100.957895 L 1042.654795 99.505263 L 1042.654795 98.052632 L 1042.654795 96.6 L 1042.654795 95.147368 L 1042.654795 93.694737 L 1041.929529 92.968421 L 1040.478996 92.968421 L 1039.753729 92.242105 L 1039.753729 90.789474 L 1039.753729 89.336842 L 1040.478996 88.610526 L 1041.204262 87.884211 L 1041.929529 87.157895 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pec456f03eb)" d="M 1007.116742 95.873684 L 1007.842008 96.6 L 1007.116742 97.326316 L 1006.391476 96.6 L 1007.116742 95.873684 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pec456f03eb)" d="M 1039.028463 107.494737 L 1039.753729 108.221053 L 1039.028463 108.947368 L 1038.303197 108.221053 L 1039.028463 107.494737 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pec456f03eb)" d="M 1020.171537 113.305263 L 1020.896803 114.031579 L 1020.171537 114.757895 L 1019.446271 114.031579 L 1020.171537 113.305263 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_20"> <path clip-path="url(#pec456f03eb)" d="M 1021.62207 92.968421 L 1022.347336 93.694737 L 1022.347336 95.147368 L 1021.62207 95.873684 L 1020.896803 95.147368 L 1020.896803 93.694737 L 1021.62207 92.968421 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pec456f03eb)" d="M 1020.171537 98.778947 L 1020.896803 99.505263 L 1020.171537 100.231579 L 1019.446271 99.505263 L 1020.171537 98.778947 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_21"> <path clip-path="url(#pec456f03eb)" d="M 1030.325266 32.556391 L 1031.775799 32.548411 L 1033.266097 32.684211 L 1034.676865 33.318223 L 1036.127397 34.476301 L 1037.193757 35.589474 L 1037.57793 36.290713 L 1039.028463 37.19853 L 1040.478996 36.873276 L 1040.663491 37.042105 L 1041.392664 38.494737 L 1041.929529 39.032378 L 1043.051902 39.947368 L 1043.886043 41.4 L 1045.715886 42.852632 L 1046.281127 43.421905 L 1047.73166 43.578947 L 1049.182192 44.467442 L 1050.632725 45.461789 L 1052.083258 46.004187 L 1053.533791 47.621229 L 1054.984323 48.768031 L 1055.719147 50.115789 L 1056.434856 50.917426 L 1057.252384 51.568421 L 1059.601884 54.473684 L 1061.481866 55.926316 L 1062.786444 57.378947 L 1063.171991 58.831579 L 1064.264706 61.736842 L 1065.138053 64.130114 L 1065.379908 64.642105 L 1065.894778 66.094737 L 1066.588586 66.69416 L 1067.91093 67.547368 L 1068.43269 69 L 1068.553798 70.452632 L 1068.486494 73.357895 L 1069.964171 74.810526 L 1070.120166 76.263158 L 1070.037198 77.715789 L 1070.125742 79.168421 L 1070.070195 82.073684 L 1070.47567 83.526316 L 1071.284492 84.978947 L 1071.582964 86.431579 L 1072.546486 87.884211 L 1073.0753 89.336842 L 1073.111802 92.242105 L 1072.867913 93.694737 L 1071.686683 95.147368 L 1072.308338 96.6 L 1071.664234 98.052632 L 1071.66545 99.505263 L 1071.366582 100.957895 L 1070.461652 102.410526 L 1070.214917 103.863158 L 1070.160844 105.315789 L 1068.764385 108.221053 L 1068.657392 109.673684 L 1068.039118 110.231439 L 1067.313852 111.126316 L 1067.257817 112.578947 L 1066.588586 113.183792 L 1065.863319 114.031579 L 1065.929999 115.484211 L 1064.796239 116.936842 L 1064.563048 118.389474 L 1057.885389 125.982191 L 1056.434856 127.24351 L 1054.984323 127.334537 L 1053.533791 129.182139 L 1052.083258 130.513739 L 1050.632725 130.682853 L 1049.937731 131.463158 L 1049.182192 132.075659 L 1047.73166 132.25145 L 1047.176202 132.915789 L 1046.281127 133.637875 L 1044.830594 133.534009 L 1043.380061 134.556539 L 1041.929529 135.111972 L 1037.57793 135.094321 L 1033.226332 135.07548 L 1031.775799 134.879634 L 1028.874734 136.674011 L 1027.424201 137.323873 L 1025.973668 138.471374 L 1024.523135 138.355564 L 1021.62207 138.509953 L 1020.171537 138.244313 L 1019.305931 137.273684 L 1018.721004 136.78541 L 1017.270471 136.987708 L 1015.819939 136.614346 L 1015.096119 135.821053 L 1014.369406 135.219087 L 1012.918873 135.529942 L 1011.46834 135.344108 L 1010.017808 134.581461 L 1008.567275 134.551692 L 1008.321593 134.368421 L 1007.116742 133.798097 L 1005.666209 132.40011 L 1004.215677 132.041909 L 1003.735788 131.463158 L 1002.765144 130.760825 L 1001.314611 129.317876 L 999.864078 129.369592 L 999.22338 128.557895 L 997.753143 127.105263 L 997.59518 125.652632 L 996.963013 125.008612 L 996.378789 124.2 L 992.109741 119.842105 L 992.040023 118.389474 L 990.744574 116.936842 L 989.302414 115.484211 L 988.99592 114.031579 L 989.092894 112.578947 L 988.318857 111.126316 L 988.130902 109.673684 L 988.082493 108.221053 L 987.53455 106.768421 L 987.407454 105.315789 L 987.095512 103.863158 L 986.809283 103.591495 L 985.923931 102.410526 L 984.985953 100.957895 L 984.615754 99.505263 L 984.633484 96.6 L 984.491895 95.147368 L 984.633484 93.694737 L 984.53012 89.336842 L 984.481624 87.884211 L 986.084017 84.978947 L 985.937829 82.073684 L 986.056909 80.621053 L 986.809283 79.072706 L 987.300645 77.715789 L 987.602658 76.263158 L 988.71126 73.357895 L 989.00633 71.905263 L 989.710349 70.243735 L 990.096409 69 L 990.166194 67.547368 L 990.025062 64.642105 L 990.331789 63.189474 L 991.343588 60.284211 L 992.198716 58.831579 L 992.611414 58.508195 L 993.752411 57.378947 L 994.491423 55.926316 L 995.51248 55.137881 L 996.171414 54.473684 L 996.644188 53.021053 L 996.963013 52.701767 L 998.569356 51.568421 L 999.01138 50.115789 L 1002.765144 46.919359 L 1003.346129 45.757895 L 1004.760983 44.305263 L 1007.116742 42.299078 L 1008.567275 41.53238 L 1010.017808 41.652226 L 1011.46834 41.052799 L 1013.052624 39.947368 L 1015.819939 37.673561 L 1017.270471 37.438869 L 1019.730476 35.589474 L 1020.171537 35.147774 L 1021.62207 34.015669 L 1023.072603 33.508797 L 1025.973668 33.546135 L 1027.424201 33.530119 L 1028.874734 33.239512 L 1030.325266 32.556391 L 1030.325266 32.556391 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 972.739116 19.89375 L 979.425366 19.89375 L 979.425366 8.28 L 972.739116 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(972.739116 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_20"> <g id="patch_21"> <path d="M 1078.122759 19.89375 L 1086.460884 19.89375 L 1086.460884 8.28 L 1078.122759 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1078.122759 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 958.523894 165.6 L 990.147644 165.6 L 990.147644 153.98625 L 958.523894 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=57 --> <defs> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> <path d="M 8.203125 72.90625 L 55.078125 72.90625 L 55.078125 68.703125 L 28.609375 0 L 18.3125 0 L 43.21875 64.59375 L 8.203125 64.59375 z" id="DejaVuSans-37"/> </defs> <g style="fill:#ffffff;" transform="translate(958.523894 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-35"/> <use x="199.902344" xlink:href="#DejaVuSans-37"/> </g> </g> </g> </g> <defs> <clipPath id="p44ef494829"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p4a9ff96ab8"> <rect height="165.6" width="142.152211" x="8.123894" y="0"/> </clipPath> <clipPath id="p0e7df76729"> <rect height="165.6" width="142.152211" x="166.523894" y="0"/> </clipPath> <clipPath id="p51ae7c9e4b"> <rect height="165.6" width="142.152211" x="324.923894" y="0"/> </clipPath> <clipPath id="pacdf007956"> <rect height="165.6" width="142.152211" x="483.323894" y="0"/> </clipPath> <clipPath id="p90d87ad749"> <rect height="165.6" width="142.152211" x="641.723894" y="0"/> </clipPath> <clipPath id="pce1bf35aa6"> <rect height="165.6" width="142.152211" x="800.123894" y="0"/> </clipPath> <clipPath id="pec456f03eb"> <rect height="165.6" width="142.152211" x="958.523894" y="0"/> </clipPath> </defs></g>
  4. <g transform="translate(0, 165.0) scale(0.8458015267175573) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-x-1e3196d6-52bd-40b0-9b3c-e8f8d980110f"> <g id="patch_1"> <path d="M 0 165.6 L 1310.4 165.6 L 1310.4 0 L 0 0 z"/> </g> <g id="axes_1"> <g clip-path="url(#pae65ae3418)"> <image height="165.6" id="imageec0bed91ff" transform="scale(1 -1)translate(0 -165.6)" width="1310.4" x="0" xlink:href="data:image/png;base64,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" y="-0"/> </g> </g> <g id="axes_2"> <g clip-path="url(#p90fb18ab9c)"> <image height="154.08" id="imagee3d07ef3f2" transform="scale(1 -1)translate(0 -154.08)" width="187.44" x="1123" xlink:href="data:image/png;base64,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" y="-5.52"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p90fb18ab9c)" d="M 1206.126316 51.945915 L 1207.768421 51.475685 L 1209.410526 51.542565 L 1211.052632 51.958145 L 1212.694737 52.853574 L 1215.978947 53.854062 L 1217.621053 53.325743 L 1219.263158 53.339938 L 1222.547368 54.788366 L 1224.189474 55.207026 L 1227.473684 56.620003 L 1229.115789 57.07153 L 1230.757895 57.915856 L 1234.145835 59.034306 L 1235.684211 60.732699 L 1237.326316 62.039051 L 1238.968421 62.774405 L 1242.252632 63.981937 L 1243.894737 64.738255 L 1245.392755 65.59036 L 1245.536842 66.750261 L 1245.722123 67.229373 L 1247.178947 68.11782 L 1247.481774 68.868386 L 1248.821053 69.950781 L 1250.061897 70.5074 L 1250.092372 72.146413 L 1250.463158 72.444042 L 1251.707977 73.785427 L 1252.644767 75.42444 L 1254.259015 78.702467 L 1255.364066 80.34148 L 1254.675464 81.980493 L 1255.389474 83.715326 L 1254.823086 86.897533 L 1254.255605 88.536547 L 1253.747368 89.09742 L 1253.371763 90.17556 L 1253.046035 91.814573 L 1252.105263 93.582864 L 1251.650126 95.0926 L 1250.463158 96.364757 L 1249.42899 96.731614 L 1248.821053 97.267865 L 1247.178947 97.342484 L 1245.536842 97.811563 L 1243.894737 97.77389 L 1243.27904 98.370627 L 1243.894737 100.971843 L 1244.540941 101.648654 L 1243.894737 102.130906 L 1243.553105 103.287667 L 1243.540859 104.92668 L 1244.057836 106.565694 L 1243.259782 108.204707 L 1242.252632 109.300482 L 1240.610526 110.523038 L 1240.044232 111.482734 L 1238.354289 113.121747 L 1236.947314 116.399774 L 1236.470018 118.038787 L 1235.684211 118.679655 L 1234.042105 119.705815 L 1232.4 120.497307 L 1230.757895 120.54521 L 1224.189474 123.848728 L 1222.547368 123.910231 L 1220.905263 123.725066 L 1217.621053 122.177206 L 1215.978947 121.849792 L 1214.336842 121.013716 L 1213.898801 121.316814 L 1212.694737 121.984428 L 1211.752596 121.316814 L 1211.052632 120.50991 L 1210.521701 119.677801 L 1210.040715 118.038787 L 1209.307907 116.399774 L 1207.768421 115.409246 L 1207.10815 114.760761 L 1206.126316 113.06576 L 1204.484211 112.650546 L 1202.842105 111.975986 L 1201.2 110.968792 L 1199.557895 110.612015 L 1197.915789 110.098599 L 1197.483777 109.84372 L 1196.273684 109.285997 L 1194.631579 108.88851 L 1192.989474 109.192703 L 1191.347368 110.224247 L 1189.705263 110.693353 L 1188.914394 111.482734 L 1188.063158 113.063142 L 1186.421053 112.549426 L 1184.778947 112.185397 L 1182.909404 111.482734 L 1181.494737 110.756417 L 1179.852632 112.018089 L 1178.006205 111.482734 L 1176.568421 110.830952 L 1174.926316 108.796539 L 1173.872811 108.204707 L 1173.511302 106.565694 L 1173.740048 104.92668 L 1173.284211 104.36238 L 1172.590296 103.287667 L 1173.620381 101.648654 L 1173.975849 100.00964 L 1171.642105 97.115802 L 1170 96.414248 L 1168.897323 95.0926 L 1169.271974 93.453587 L 1170 91.64632 L 1170.629347 90.17556 L 1171.371419 86.897533 L 1170.631962 85.25852 L 1171.003603 83.619507 L 1170.267498 81.980493 L 1171.007748 78.702467 L 1171.868832 77.063453 L 1172.81429 73.785427 L 1173.698479 72.146413 L 1174.092479 70.5074 L 1174.638828 68.868386 L 1174.926316 68.381598 L 1175.47539 67.229373 L 1175.879007 65.59036 L 1176.568421 63.776961 L 1181.324516 60.67332 L 1181.494737 60.358533 L 1182.017977 59.034306 L 1183.136842 57.764347 L 1184.778947 58.186739 L 1186.421053 57.230156 L 1188.063158 56.617303 L 1189.705263 56.17263 L 1190.160664 55.75628 L 1191.347368 54.985681 L 1192.989474 54.380979 L 1194.631579 54.877414 L 1196.273684 54.014744 L 1197.915789 54.244902 L 1199.557895 53.898052 L 1201.2 53.29776 L 1202.842105 52.500015 L 1204.484211 53.228286 L 1206.126316 51.945915 L 1206.126316 51.945915 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p90fb18ab9c)" d="M 1242.252632 96.429753 L 1242.04686 96.731614 L 1242.252632 97.057546 L 1242.567154 96.731614 L 1242.252632 96.429753 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 1123.2 159.833628 L 1155.628125 159.833628 L 1155.628125 148.219878 L 1123.2 148.219878 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=53 --> <defs> <path d="M 54.890625 54.6875 L 35.109375 28.078125 L 55.90625 0 L 45.3125 0 L 29.390625 21.484375 L 13.484375 0 L 2.875 0 L 24.125 28.609375 L 4.6875 54.6875 L 15.28125 54.6875 L 29.78125 35.203125 L 44.28125 54.6875 z" id="DejaVuSans-78"/> <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> </defs> <g style="fill:#ffffff;" transform="translate(1123.2 157.338003)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-35"/> <use x="206.591797" xlink:href="#DejaVuSans-33"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p9ce86234ef)"> <image height="154.08" id="image77ae6e5f26" transform="scale(1 -1)translate(0 -154.08)" width="187.2" x="936" xlink:href="data:image/png;base64,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" y="-5.52"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p9ce86234ef)" d="M 1018.926316 68.04888 L 1020.568421 68.04888 L 1021.389474 68.868386 L 1021.389474 70.5074 L 1022.210526 71.326906 L 1023.852632 71.326906 L 1025.494737 71.326906 L 1026.315789 72.146413 L 1026.315789 73.785427 L 1025.494737 74.604933 L 1023.852632 74.604933 L 1022.210526 74.604933 L 1021.389474 75.42444 L 1020.568421 76.243947 L 1018.926316 76.243947 L 1017.284211 76.243947 L 1016.463158 75.42444 L 1016.463158 73.785427 L 1016.463158 72.146413 L 1015.642105 71.326906 L 1014.821053 70.5074 L 1015.642105 69.687893 L 1017.284211 69.687893 L 1018.105263 68.868386 L 1018.926316 68.04888 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ce86234ef)" d="M 1028.778947 74.604933 L 1029.6 75.42444 L 1028.778947 76.243947 L 1027.957895 75.42444 L 1028.778947 74.604933 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ce86234ef)" d="M 1032.063158 74.604933 L 1032.884211 75.42444 L 1032.063158 76.243947 L 1031.242105 75.42444 L 1032.063158 74.604933 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ce86234ef)" d="M 1012.357895 77.88296 L 1013.178947 78.702467 L 1013.178947 80.34148 L 1012.357895 81.160987 L 1011.536842 80.34148 L 1011.536842 78.702467 L 1012.357895 77.88296 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9ce86234ef)" d="M 1012.357895 82.8 L 1014 82.8 L 1014.821053 83.619507 L 1014.821053 85.25852 L 1015.642105 86.078027 L 1017.284211 86.078027 L 1018.105263 86.897533 L 1017.284211 87.71704 L 1016.463158 88.536547 L 1017.284211 89.356053 L 1018.105263 90.17556 L 1017.284211 90.995067 L 1016.463158 91.814573 L 1015.642105 92.63408 L 1014.821053 93.453587 L 1014 94.273094 L 1013.178947 95.0926 L 1012.357895 95.912107 L 1010.715789 95.912107 L 1009.073684 95.912107 L 1008.252632 96.731614 L 1007.431579 97.55112 L 1006.610526 98.370627 L 1006.610526 100.00964 L 1005.789474 100.829147 L 1004.968421 101.648654 L 1004.147368 102.46816 L 1003.326316 101.648654 L 1003.326316 100.00964 L 1003.326316 98.370627 L 1003.326316 96.731614 L 1003.326316 95.0926 L 1002.505263 94.273094 L 1001.684211 93.453587 L 1001.684211 91.814573 L 1002.505263 90.995067 L 1004.147368 90.995067 L 1005.789474 90.995067 L 1006.610526 90.17556 L 1007.431579 89.356053 L 1008.252632 90.17556 L 1009.073684 90.995067 L 1010.715789 90.995067 L 1012.357895 90.995067 L 1013.178947 90.17556 L 1012.357895 89.356053 L 1011.536842 88.536547 L 1012.357895 87.71704 L 1013.178947 86.897533 L 1013.178947 85.25852 L 1012.357895 84.439013 L 1011.536842 83.619507 L 1012.357895 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"/> <g id="LineCollection_6"> <path clip-path="url(#p9ce86234ef)" d="M 1012.357895 40.729275 L 1012.766936 41.005159 L 1014 41.626222 L 1015.642105 40.451308 L 1017.284211 40.615279 L 1017.742997 41.005159 L 1018.926316 41.736149 L 1020.568421 40.969669 L 1022.210526 40.712865 L 1022.576704 41.005159 L 1023.852632 41.710939 L 1025.494737 42.051297 L 1027.136842 42.978818 L 1028.778947 42.281784 L 1030.421053 41.96602 L 1032.063158 42.15263 L 1033.705263 41.688861 L 1036.193067 42.644173 L 1036.989474 43.019267 L 1040.372158 44.283186 L 1041.915789 45.041953 L 1043.557895 45.14505 L 1045.2 45.591996 L 1045.632316 45.922199 L 1046.842105 46.600486 L 1048.484211 46.797445 L 1051.768421 48.339353 L 1053.410526 48.557 L 1054.339604 49.200226 L 1055.052632 49.896783 L 1056.694737 51.02166 L 1058.336842 52.497069 L 1059.275798 54.117266 L 1059.978947 54.780834 L 1061.621053 56.130276 L 1063.263158 56.559525 L 1064.905263 57.783406 L 1066.547368 59.280492 L 1067.521252 60.67332 L 1069.367306 62.312333 L 1069.831579 63.230774 L 1070.470429 63.951346 L 1071.473684 64.806606 L 1072.028648 65.59036 L 1073.115789 66.353751 L 1074.062659 67.229373 L 1074.757895 68.20401 L 1076.4 68.541052 L 1076.809396 68.868386 L 1078.129849 70.5074 L 1078.902576 72.146413 L 1079.684211 73.964394 L 1080.39633 75.42444 L 1080.879579 77.063453 L 1081.326316 77.589872 L 1083.126797 80.34148 L 1084.363983 81.980493 L 1083.940824 83.619507 L 1084.610526 84.285344 L 1086.329983 85.25852 L 1086.126236 86.897533 L 1085.410176 88.536547 L 1084.610526 90.478211 L 1083.950513 91.814573 L 1083.544281 93.453587 L 1082.692006 95.0926 L 1082.16171 96.731614 L 1081.326316 97.496747 L 1079.684211 97.782558 L 1078.442727 98.370627 L 1078.042105 98.728412 L 1077.397261 100.00964 L 1075.272394 101.648654 L 1074.757895 102.339808 L 1071.473684 104.1197 L 1069.831579 104.715146 L 1068.189474 105.099936 L 1064.610775 108.204707 L 1064.905263 108.591344 L 1065.569336 109.84372 L 1064.371195 111.482734 L 1064.408826 113.121747 L 1064.043598 114.760761 L 1064.432697 116.399774 L 1063.996261 118.038787 L 1063.263158 118.811521 L 1062.259701 119.677801 L 1061.621053 120.577872 L 1059.978947 121.530457 L 1059.081826 122.955827 L 1058.884877 124.594841 L 1056.694737 126.414943 L 1055.052632 125.83338 L 1054.600983 126.233854 L 1053.410526 126.988 L 1050.711316 127.872867 L 1050.126316 128.124508 L 1046.842105 128.631805 L 1045.2 128.57028 L 1043.557895 128.692374 L 1042.432717 129.511881 L 1041.915789 130.027835 L 1040.273684 129.922821 L 1039.847843 129.511881 L 1039.393067 127.872867 L 1038.631579 127.112813 L 1036.989474 126.735647 L 1036.432645 126.233854 L 1035.347368 124.388535 L 1034.526316 122.955827 L 1033.705263 121.861742 L 1032.063158 121.183403 L 1030.421053 120.313581 L 1028.778947 118.317954 L 1027.136842 117.603046 L 1026.315789 116.399774 L 1025.494737 115.415394 L 1022.210526 113.951533 L 1020.568421 113.67731 L 1018.926316 112.628173 L 1017.284211 112.415394 L 1016.467206 113.121747 L 1016.138864 114.760761 L 1015.642105 115.517039 L 1014.704548 116.399774 L 1014 116.851462 L 1013.178947 118.038787 L 1012.884702 119.677801 L 1011.98673 121.316814 L 1011.514102 122.955827 L 1011.758526 124.594841 L 1011.878688 126.233854 L 1011.536842 127.872867 L 1011.070606 129.511881 L 1010.134394 131.150894 L 1009.073684 131.970401 L 1007.431579 130.293895 L 1005.789474 130.331387 L 1004.147368 128.692374 L 1000.863158 128.691612 L 999.221053 127.053318 L 995.936842 127.053361 L 994.294737 125.414253 L 991.010526 125.414347 L 989.368421 123.775321 L 987.726316 123.775334 L 986.084211 122.13617 L 982.8 122.127786 L 981.157895 120.497307 L 979.515789 120.147395 L 979.045309 119.677801 L 977.873684 118.844642 L 976.231579 118.578106 L 975.6231 118.038787 L 975.309199 116.399774 L 976.231579 114.144655 L 976.704534 113.121747 L 977.088878 111.482734 L 977.868141 109.84372 L 977.151621 108.204707 L 976.739311 106.565694 L 976.231579 106.058918 L 974.589474 105.821338 L 973.303774 104.92668 L 972.169074 103.287667 L 971.87351 101.648654 L 971.305263 101.081477 L 969.663158 100.513035 L 969.180912 100.00964 L 969.526054 98.370627 L 968.92185 96.731614 L 968.672579 95.0926 L 968.043414 93.453587 L 968.493589 91.814573 L 968.021053 91.336709 L 967.168487 90.17556 L 967.608664 88.536547 L 968.458704 86.897533 L 968.852738 85.25852 L 969.663158 83.30022 L 970.263635 81.980493 L 970.624295 80.34148 L 970.20427 78.702467 L 970.484211 77.063453 L 970.955732 75.42444 L 971.305263 74.937936 L 971.946453 73.785427 L 971.93179 72.146413 L 972.431593 70.5074 L 973.228795 68.868386 L 973.689455 67.229373 L 974.589474 66.1924 L 975.668598 65.59036 L 976.231579 65.070859 L 976.897106 63.951346 L 977.168016 62.312333 L 977.987782 60.67332 L 978.963942 57.395293 L 982.077522 54.117266 L 982.8 53.32341 L 984.450291 52.478253 L 986.084211 51.853728 L 987.726316 52.360964 L 988.652312 50.839239 L 989.459615 49.200226 L 991.010526 48.303647 L 991.754361 47.561213 L 992.652632 46.239529 L 994.294737 46.578808 L 997.578947 45.157595 L 999.221053 44.645115 L 999.591884 44.283186 L 1000.863158 43.475504 L 1002.505263 42.928506 L 1004.147368 42.970472 L 1005.789474 43.577067 L 1007.431579 43.329877 L 1012.08149 41.005159 L 1012.357895 40.729275 L 1012.357895 40.729275 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_2"> <g id="patch_3"> <path d="M 936 159.833628 L 968.428125 159.833628 L 968.428125 148.219878 L 936 148.219878 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=35 --> <g style="fill:#ffffff;" transform="translate(936 157.338003)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-33"/> <use x="206.591797" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#pcbd4771f73)"> <image height="154.08" id="imagee604fd115d" transform="scale(1 -1)translate(0 -154.08)" width="187.2" x="749" xlink:href="data:image/png;base64,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" y="-5.52"/> </g> <g id="LineCollection_7"> <path clip-path="url(#pcbd4771f73)" d="M 830.084211 58.2148 L 831.726316 58.2148 L 833.368421 58.2148 L 835.010526 58.2148 L 835.831579 59.034306 L 835.831579 60.67332 L 835.831579 62.312333 L 835.010526 63.13184 L 833.368421 63.13184 L 831.726316 63.13184 L 830.905263 62.312333 L 830.905263 60.67332 L 830.084211 59.853813 L 829.263158 59.034306 L 830.084211 58.2148 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pcbd4771f73)" d="M 815.305263 61.492826 L 816.126316 62.312333 L 816.126316 63.951346 L 817.768421 65.59036 L 817.768421 67.229373 L 818.589474 68.04888 L 820.231579 68.04888 L 821.873684 69.687893 L 823.515789 68.04888 L 828.442105 68.04888 L 830.084211 66.409866 L 833.368421 66.409866 L 835.010526 64.770853 L 838.294737 64.770853 L 839.115789 63.951346 L 837.473684 62.312333 L 838.294737 61.492826 L 844.863158 61.492826 L 846.505263 63.13184 L 848.147368 63.13184 L 849.789474 61.492826 L 854.715789 61.492826 L 856.357895 63.13184 L 858 63.13184 L 859.642105 64.770853 L 862.926316 64.770853 L 863.747368 65.59036 L 863.747368 67.229373 L 867.031579 70.5074 L 867.031579 72.146413 L 867.852632 72.96592 L 874.421053 72.96592 L 876.063158 74.604933 L 877.705263 74.604933 L 878.526316 75.42444 L 878.526316 77.063453 L 880.168421 78.702467 L 877.705263 81.160987 L 874.421053 81.160987 L 872.778947 82.8 L 871.957895 81.980493 L 871.957895 78.702467 L 871.136842 77.88296 L 867.852632 77.88296 L 867.031579 77.063453 L 867.031579 75.42444 L 866.210526 74.604933 L 861.284211 74.604933 L 859.642105 72.96592 L 858 72.96592 L 856.357895 71.326906 L 854.715789 71.326906 L 853.073684 69.687893 L 851.431579 71.326906 L 849.789474 69.687893 L 831.726316 69.687893 L 828.442105 72.96592 L 823.515789 72.96592 L 822.694737 73.785427 L 822.694737 75.42444 L 821.873684 76.243947 L 820.231579 76.243947 L 819.410526 77.063453 L 821.052632 78.702467 L 820.231579 79.521973 L 818.589474 79.521973 L 817.768421 80.34148 L 819.410526 81.980493 L 819.410526 83.619507 L 816.947368 86.078027 L 815.305263 86.078027 L 814.484211 85.25852 L 816.126316 83.619507 L 814.484211 81.980493 L 814.484211 80.34148 L 812.842105 78.702467 L 812.842105 77.063453 L 812.021053 76.243947 L 810.378947 76.243947 L 809.557895 75.42444 L 809.557895 73.785427 L 810.378947 72.96592 L 812.021053 74.604933 L 813.663158 74.604933 L 817.768421 70.5074 L 816.947368 69.687893 L 812.021053 69.687893 L 810.378947 68.04888 L 805.452632 68.04888 L 804.631579 67.229373 L 808.736842 63.13184 L 813.663158 63.13184 L 815.305263 61.492826 L 815.305263 61.492826 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pcbd4771f73)" d="M 828.442105 74.604933 L 829.263158 75.42444 L 829.263158 77.063453 L 828.442105 77.88296 L 827.621053 78.702467 L 826.8 79.521973 L 825.978947 80.34148 L 825.157895 81.160987 L 824.336842 80.34148 L 824.336842 78.702467 L 825.157895 77.88296 L 825.978947 77.063453 L 826.8 76.243947 L 827.621053 75.42444 L 828.442105 74.604933 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pcbd4771f73)" d="M 839.936842 77.88296 L 841.578947 77.88296 L 843.221053 77.88296 L 844.042105 78.702467 L 844.863158 79.521973 L 846.505263 79.521973 L 847.326316 80.34148 L 848.147368 81.160987 L 848.968421 81.980493 L 848.968421 83.619507 L 848.968421 85.25852 L 849.789474 86.078027 L 850.610526 86.897533 L 850.610526 88.536547 L 849.789474 89.356053 L 848.968421 88.536547 L 848.147368 87.71704 L 847.326316 88.536547 L 847.326316 90.17556 L 846.505263 90.995067 L 844.863158 90.995067 L 844.042105 91.814573 L 843.221053 92.63408 L 841.578947 92.63408 L 839.936842 92.63408 L 838.294737 92.63408 L 837.473684 93.453587 L 836.652632 94.273094 L 835.831579 93.453587 L 835.010526 92.63408 L 833.368421 92.63408 L 832.547368 93.453587 L 831.726316 94.273094 L 830.905263 93.453587 L 830.905263 91.814573 L 831.726316 90.995067 L 833.368421 90.995067 L 834.189474 90.17556 L 835.010526 89.356053 L 835.831579 88.536547 L 835.831579 86.897533 L 836.652632 86.078027 L 837.473684 86.897533 L 838.294737 87.71704 L 839.115789 86.897533 L 839.936842 86.078027 L 841.578947 86.078027 L 842.4 85.25852 L 843.221053 84.439013 L 844.863158 84.439013 L 845.684211 83.619507 L 844.863158 82.8 L 843.221053 82.8 L 842.4 81.980493 L 842.4 80.34148 L 841.578947 79.521973 L 839.936842 79.521973 L 839.115789 78.702467 L 839.936842 77.88296 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pcbd4771f73)" d="M 821.873684 81.160987 L 822.694737 81.980493 L 821.873684 82.8 L 821.052632 81.980493 L 821.873684 81.160987 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pcbd4771f73)" d="M 800.526316 86.078027 L 801.347368 86.897533 L 802.168421 87.71704 L 802.989474 88.536547 L 802.168421 89.356053 L 800.526316 89.356053 L 799.705263 88.536547 L 799.705263 86.897533 L 800.526316 86.078027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pcbd4771f73)" d="M 816.947368 87.71704 L 817.768421 88.536547 L 816.947368 89.356053 L 816.126316 88.536547 L 816.947368 87.71704 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pcbd4771f73)" d="M 798.884211 95.912107 L 799.705263 96.731614 L 798.884211 97.55112 L 798.063158 96.731614 L 798.884211 95.912107 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#pcbd4771f73)" d="M 846.505263 71.326906 L 847.326316 72.146413 L 846.505263 72.96592 L 845.684211 72.146413 L 846.505263 71.326906 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pcbd4771f73)" d="M 828.442105 72.96592 L 830.084211 72.96592 L 831.726316 72.96592 L 832.547368 73.785427 L 832.547368 75.42444 L 831.726316 76.243947 L 830.905263 77.063453 L 830.905263 78.702467 L 830.084211 79.521973 L 828.442105 79.521973 L 826.8 79.521973 L 825.978947 78.702467 L 826.8 77.88296 L 827.621053 77.063453 L 827.621053 75.42444 L 827.621053 73.785427 L 828.442105 72.96592 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pcbd4771f73)" d="M 823.515789 84.439013 L 824.336842 85.25852 L 823.515789 86.078027 L 822.694737 85.25852 L 823.515789 84.439013 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pcbd4771f73)" d="M 808.736842 89.356053 L 809.557895 90.17556 L 808.736842 90.995067 L 807.915789 90.17556 L 808.736842 89.356053 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#pcbd4771f73)" d="M 826.8 32.376268 L 828.442105 33.414123 L 830.084211 33.763826 L 831.726316 33.92479 L 833.368421 33.454452 L 836.652632 34.165405 L 838.294737 33.571706 L 839.936842 32.447673 L 841.709303 32.810093 L 843.221053 33.524257 L 844.863158 33.852636 L 846.505263 34.910892 L 848.147368 33.856876 L 849.789474 34.005945 L 851.431579 34.954297 L 854.715789 36.022058 L 854.820688 36.088119 L 856.357895 36.753076 L 858 36.912471 L 859.642105 37.475755 L 860.002664 37.727133 L 861.284211 38.369111 L 862.926316 38.635298 L 866.210526 40.096004 L 867.852632 40.470943 L 868.444579 41.005159 L 869.088717 42.644173 L 869.494737 43.030636 L 872.778947 44.009554 L 873.133433 44.283186 L 874.421053 44.973669 L 876.063158 46.230972 L 877.705263 46.636944 L 878.897408 47.561213 L 879.933033 49.200226 L 880.989474 49.870596 L 882.631579 50.267679 L 883.108494 50.839239 L 885.105519 52.478253 L 886.147678 54.117266 L 887.852829 55.75628 L 889.821702 57.395293 L 890.842105 59.224056 L 892.5661 60.67332 L 894.317166 62.312333 L 894.916968 63.951346 L 895.768421 64.770853 L 897.058528 65.59036 L 897.410526 66.383359 L 897.972932 67.229373 L 899.052632 67.816942 L 900.694737 69.655324 L 901.868683 70.5074 L 902.336842 71.091228 L 902.962442 72.146413 L 903.362591 73.785427 L 904.607965 75.42444 L 905.038196 77.063453 L 905.898727 78.702467 L 906.486491 80.34148 L 907.217566 81.980493 L 906.526436 83.619507 L 906.291536 85.25852 L 905.621053 86.307105 L 903.978947 87.350957 L 903.157895 88.536547 L 902.336842 89.356053 L 900.545194 90.17556 L 900.694737 90.324821 L 901.595493 91.814573 L 901.383696 93.453587 L 900.490291 95.0926 L 899.950462 96.731614 L 899.052632 97.523 L 897.410526 97.95913 L 896.923428 98.370627 L 895.768421 99.096485 L 894.126316 99.323775 L 892.484211 100.397595 L 890.842105 99.384675 L 890.229561 100.00964 L 889.2 100.829147 L 887.303814 100.00964 L 885.915789 99.295134 L 884.273684 100.571742 L 882.631579 101.009752 L 879.347368 101.089979 L 877.230118 103.287667 L 875.532174 104.92668 L 874.421053 105.677905 L 872.778947 105.58522 L 871.136842 107.271159 L 869.81289 108.204707 L 869.936644 109.84372 L 869.575693 113.121747 L 870.399454 114.760761 L 871.136842 115.5937 L 871.606635 116.399774 L 871.136842 117.341871 L 870.624831 118.038787 L 870.111062 119.677801 L 869.745431 121.316814 L 869.494737 121.610846 L 867.852632 123.115207 L 866.210526 125.017298 L 864.568421 126.659091 L 862.926316 127.299693 L 861.284211 128.310794 L 859.642105 127.724366 L 859.444943 127.872867 L 858 128.724389 L 856.357895 128.155337 L 854.715789 128.541317 L 853.835313 127.872867 L 852.921429 126.233854 L 851.431579 125.344603 L 849.789474 124.872205 L 849.373477 124.594841 L 848.147368 123.979969 L 846.505263 123.552304 L 844.863158 123.254555 L 844.549916 122.955827 L 844.010035 121.316814 L 843.221053 120.526916 L 841.578947 120.853946 L 839.936842 121.025696 L 838.294737 120.497307 L 835.010526 121.754671 L 833.368421 122.2466 L 832.657855 122.955827 L 831.726316 124.800928 L 830.696275 126.233854 L 830.084211 126.621816 L 828.442105 127.18587 L 827.713583 127.872867 L 826.8 129.887786 L 826.165046 131.150894 L 825.157895 131.970401 L 821.873684 131.970401 L 820.231579 130.329692 L 818.589474 130.331387 L 816.947368 128.692266 L 813.663158 128.692365 L 812.021053 127.053361 L 808.736842 127.053361 L 807.094737 125.414347 L 803.810526 125.414347 L 802.168421 123.775334 L 800.526316 123.775334 L 798.884211 122.136321 L 795.6 122.136319 L 793.957895 120.497307 L 790.673684 120.497307 L 789.031579 118.858037 L 785.747368 118.839264 L 784.105263 117.219281 L 782.463158 116.134747 L 781.541184 114.760761 L 780.821053 113.949607 L 779.528343 113.121747 L 779.030523 111.482734 L 779.178947 111.184294 L 779.685712 109.84372 L 780.170766 108.204707 L 780.069509 106.565694 L 779.178947 105.843009 L 777.536842 103.944616 L 776.368153 103.287667 L 775.894737 102.747779 L 775.311784 101.648654 L 774.945687 100.00964 L 773.539179 98.370627 L 773.473191 96.731614 L 773.289175 95.0926 L 773.31801 93.453587 L 772.742132 91.814573 L 773.231322 90.17556 L 773.461936 88.536547 L 774.141538 86.897533 L 773.694298 85.25852 L 773.477283 83.619507 L 774.501026 81.980493 L 775.030536 80.34148 L 775.20828 78.702467 L 774.67996 77.063453 L 775.008703 75.42444 L 775.894737 73.594924 L 777.536842 73.03639 L 778.182388 72.146413 L 778.357895 70.5074 L 778.918918 68.868386 L 779.178947 68.484856 L 779.804827 67.229373 L 780.821053 66.224187 L 781.622383 65.59036 L 782.463158 63.808866 L 783.306854 62.312333 L 783.733908 60.67332 L 784.650161 59.034306 L 785.036968 57.395293 L 786.37169 54.117266 L 788.437758 52.478253 L 789.031579 51.401764 L 789.559701 50.839239 L 790.673684 50.103351 L 791.386094 49.200226 L 792.315789 48.370756 L 795.6 46.666051 L 796.318862 45.922199 L 796.517617 44.283186 L 797.242105 43.367229 L 798.94159 42.644173 L 799.877928 41.005159 L 800.526316 40.357992 L 802.168421 39.945258 L 803.810526 40.076527 L 805.452632 39.751433 L 807.094737 38.912576 L 808.736842 38.505417 L 810.378947 37.081745 L 812.021053 36.754665 L 813.663158 35.882325 L 815.305263 35.268613 L 818.589474 33.531555 L 820.231579 33.651513 L 821.873684 34.374215 L 823.515789 33.748402 L 825.157895 33.362779 L 826.8 32.376268 L 826.8 32.376268 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_3"> <g id="patch_4"> <path d="M 748.8 159.833628 L 781.228125 159.833628 L 781.228125 148.219878 L 748.8 148.219878 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=17 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> <path d="M 8.203125 72.90625 L 55.078125 72.90625 L 55.078125 68.703125 L 28.609375 0 L 18.3125 0 L 43.21875 64.59375 L 8.203125 64.59375 z" id="DejaVuSans-37"/> </defs> <g style="fill:#ffffff;" transform="translate(748.8 157.338003)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-31"/> <use x="206.591797" xlink:href="#DejaVuSans-37"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p7b0213402d)"> <image height="154.08" id="image260da16400" transform="scale(1 -1)translate(0 -154.08)" width="187.2" x="562" xlink:href="data:image/png;base64,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" y="-5.52"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p7b0213402d)" d="M 680.652632 66.409866 L 681.473684 67.229373 L 680.652632 68.04888 L 679.831579 67.229373 L 680.652632 66.409866 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 659.305263 71.326906 L 660.126316 72.146413 L 659.305263 72.96592 L 658.484211 72.146413 L 659.305263 71.326906 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 641.242105 74.604933 L 642.063158 75.42444 L 642.063158 77.063453 L 641.242105 77.88296 L 640.421053 78.702467 L 639.6 79.521973 L 638.778947 80.34148 L 637.957895 81.160987 L 637.136842 81.980493 L 636.315789 82.8 L 635.494737 83.619507 L 634.673684 84.439013 L 633.031579 84.439013 L 632.210526 83.619507 L 632.210526 81.980493 L 631.389474 81.160987 L 630.568421 80.34148 L 631.389474 79.521973 L 632.210526 78.702467 L 633.031579 77.88296 L 633.852632 77.063453 L 634.673684 76.243947 L 636.315789 76.243947 L 637.957895 76.243947 L 639.6 76.243947 L 640.421053 75.42444 L 641.242105 74.604933 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 644.526316 74.604933 L 645.347368 75.42444 L 644.526316 76.243947 L 643.705263 75.42444 L 644.526316 74.604933 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 669.157895 74.604933 L 669.978947 75.42444 L 669.157895 76.243947 L 668.336842 75.42444 L 669.157895 74.604933 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 670.8 76.243947 L 672.442105 76.243947 L 674.084211 76.243947 L 674.905263 77.063453 L 674.084211 77.88296 L 672.442105 77.88296 L 670.8 77.88296 L 669.978947 77.063453 L 670.8 76.243947 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 677.368421 77.88296 L 678.189474 78.702467 L 677.368421 79.521973 L 676.547368 78.702467 L 677.368421 77.88296 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 642.884211 79.521973 L 644.526316 79.521973 L 646.168421 79.521973 L 646.989474 80.34148 L 646.989474 81.980493 L 646.168421 82.8 L 644.526316 82.8 L 642.884211 82.8 L 642.063158 83.619507 L 642.063158 85.25852 L 641.242105 86.078027 L 640.421053 85.25852 L 640.421053 83.619507 L 640.421053 81.980493 L 641.242105 81.160987 L 642.063158 80.34148 L 642.884211 79.521973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 631.389474 84.439013 L 632.210526 85.25852 L 631.389474 86.078027 L 630.568421 85.25852 L 631.389474 84.439013 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 628.105263 86.078027 L 628.926316 86.897533 L 628.926316 88.536547 L 628.926316 90.17556 L 629.747368 90.995067 L 631.389474 90.995067 L 633.031579 90.995067 L 633.852632 91.814573 L 634.673684 92.63408 L 636.315789 92.63408 L 637.957895 92.63408 L 638.778947 93.453587 L 637.957895 94.273094 L 637.136842 95.0926 L 636.315789 95.912107 L 635.494737 96.731614 L 634.673684 97.55112 L 633.852632 96.731614 L 633.031579 95.912107 L 631.389474 95.912107 L 629.747368 95.912107 L 628.926316 95.0926 L 628.926316 93.453587 L 628.105263 92.63408 L 626.463158 92.63408 L 625.642105 91.814573 L 625.642105 90.17556 L 625.642105 88.536547 L 626.463158 87.71704 L 627.284211 86.897533 L 628.105263 86.078027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 642.884211 87.71704 L 643.705263 88.536547 L 642.884211 89.356053 L 642.063158 88.536547 L 642.884211 87.71704 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 623.178947 89.356053 L 624 90.17556 L 623.178947 90.995067 L 622.357895 90.17556 L 623.178947 89.356053 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 621.536842 90.995067 L 622.357895 91.814573 L 621.536842 92.63408 L 620.715789 91.814573 L 621.536842 90.995067 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 624.821053 110.663227 L 625.642105 111.482734 L 624.821053 112.30224 L 624 111.482734 L 624.821053 110.663227 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p7b0213402d)" d="M 656.021053 66.409866 L 657.663158 66.409866 L 659.305263 66.409866 L 660.947368 66.409866 L 661.768421 67.229373 L 662.589474 68.04888 L 663.410526 68.868386 L 662.589474 69.687893 L 660.947368 69.687893 L 660.126316 70.5074 L 659.305263 71.326906 L 658.484211 70.5074 L 657.663158 69.687893 L 656.021053 69.687893 L 655.2 68.868386 L 655.2 67.229373 L 656.021053 66.409866 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 669.157895 66.409866 L 670.8 66.409866 L 671.621053 67.229373 L 671.621053 68.868386 L 670.8 69.687893 L 669.157895 69.687893 L 668.336842 68.868386 L 668.336842 67.229373 L 669.157895 66.409866 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 651.094737 68.04888 L 651.915789 68.868386 L 651.915789 70.5074 L 651.094737 71.326906 L 649.452632 71.326906 L 648.631579 70.5074 L 649.452632 69.687893 L 650.273684 68.868386 L 651.094737 68.04888 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 665.873684 68.04888 L 666.694737 68.868386 L 665.873684 69.687893 L 665.052632 68.868386 L 665.873684 68.04888 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 675.726316 68.04888 L 677.368421 68.04888 L 678.189474 68.868386 L 678.189474 70.5074 L 678.189474 72.146413 L 679.010526 72.96592 L 679.831579 72.146413 L 679.831579 70.5074 L 680.652632 69.687893 L 681.473684 70.5074 L 682.294737 71.326906 L 683.936842 71.326906 L 684.757895 72.146413 L 685.578947 72.96592 L 686.4 73.785427 L 687.221053 74.604933 L 688.042105 75.42444 L 688.042105 77.063453 L 688.863158 77.88296 L 689.684211 78.702467 L 688.863158 79.521973 L 687.221053 79.521973 L 686.4 78.702467 L 686.4 77.063453 L 685.578947 76.243947 L 684.757895 75.42444 L 683.936842 74.604933 L 683.115789 73.785427 L 682.294737 72.96592 L 681.473684 73.785427 L 681.473684 75.42444 L 682.294737 76.243947 L 683.936842 76.243947 L 684.757895 77.063453 L 684.757895 78.702467 L 683.936842 79.521973 L 682.294737 79.521973 L 681.473684 78.702467 L 680.652632 77.88296 L 679.831579 77.063453 L 679.010526 76.243947 L 677.368421 76.243947 L 676.547368 75.42444 L 676.547368 73.785427 L 676.547368 72.146413 L 676.547368 70.5074 L 675.726316 69.687893 L 674.905263 68.868386 L 675.726316 68.04888 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 647.810526 74.604933 L 648.631579 75.42444 L 647.810526 76.243947 L 646.989474 75.42444 L 647.810526 74.604933 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 660.947368 74.604933 L 661.768421 75.42444 L 661.768421 77.063453 L 660.947368 77.88296 L 660.126316 77.063453 L 660.126316 75.42444 L 660.947368 74.604933 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 665.873684 76.243947 L 666.694737 77.063453 L 665.873684 77.88296 L 665.052632 77.063453 L 665.873684 76.243947 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 647.810526 77.88296 L 649.452632 77.88296 L 651.094737 77.88296 L 651.915789 78.702467 L 652.736842 79.521973 L 654.378947 79.521973 L 655.2 78.702467 L 656.021053 77.88296 L 656.842105 78.702467 L 656.842105 80.34148 L 656.842105 81.980493 L 656.021053 82.8 L 654.378947 82.8 L 652.736842 82.8 L 651.915789 81.980493 L 651.094737 81.160987 L 650.273684 81.980493 L 649.452632 82.8 L 647.810526 82.8 L 646.989474 81.980493 L 646.989474 80.34148 L 646.989474 78.702467 L 647.810526 77.88296 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 626.463158 82.8 L 628.105263 82.8 L 628.926316 83.619507 L 629.747368 84.439013 L 630.568421 85.25852 L 631.389474 86.078027 L 633.031579 86.078027 L 634.673684 86.078027 L 635.494737 86.897533 L 635.494737 88.536547 L 634.673684 89.356053 L 633.852632 90.17556 L 633.031579 90.995067 L 631.389474 90.995067 L 630.568421 91.814573 L 629.747368 92.63408 L 628.105263 92.63408 L 627.284211 93.453587 L 626.463158 94.273094 L 625.642105 93.453587 L 625.642105 91.814573 L 626.463158 90.995067 L 628.105263 90.995067 L 628.926316 90.17556 L 628.105263 89.356053 L 627.284211 88.536547 L 627.284211 86.897533 L 627.284211 85.25852 L 626.463158 84.439013 L 625.642105 83.619507 L 626.463158 82.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 642.884211 82.8 L 643.705263 83.619507 L 642.884211 84.439013 L 642.063158 83.619507 L 642.884211 82.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 614.968421 84.439013 L 615.789474 85.25852 L 614.968421 86.078027 L 614.147368 85.25852 L 614.968421 84.439013 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 616.610526 86.078027 L 618.252632 86.078027 L 619.894737 86.078027 L 620.715789 86.897533 L 621.536842 87.71704 L 622.357895 88.536547 L 621.536842 89.356053 L 619.894737 89.356053 L 619.073684 88.536547 L 618.252632 87.71704 L 616.610526 87.71704 L 615.789474 86.897533 L 616.610526 86.078027 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 637.957895 86.078027 L 638.778947 86.897533 L 639.6 87.71704 L 640.421053 88.536547 L 640.421053 90.17556 L 640.421053 91.814573 L 641.242105 92.63408 L 642.063158 93.453587 L 641.242105 94.273094 L 639.6 94.273094 L 638.778947 95.0926 L 637.957895 95.912107 L 637.136842 96.731614 L 637.136842 98.370627 L 637.136842 100.00964 L 636.315789 100.829147 L 634.673684 100.829147 L 633.852632 100.00964 L 633.852632 98.370627 L 633.852632 96.731614 L 633.852632 95.0926 L 634.673684 94.273094 L 636.315789 94.273094 L 637.136842 93.453587 L 636.315789 92.63408 L 635.494737 91.814573 L 635.494737 90.17556 L 636.315789 89.356053 L 637.136842 88.536547 L 637.136842 86.897533 L 637.957895 86.078027 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 644.526316 87.71704 L 646.168421 87.71704 L 647.810526 87.71704 L 648.631579 88.536547 L 647.810526 89.356053 L 646.989474 90.17556 L 646.168421 90.995067 L 645.347368 91.814573 L 644.526316 92.63408 L 642.884211 92.63408 L 642.063158 91.814573 L 642.884211 90.995067 L 643.705263 90.17556 L 643.705263 88.536547 L 644.526316 87.71704 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 610.042105 90.995067 L 611.684211 90.995067 L 612.505263 91.814573 L 612.505263 93.453587 L 611.684211 94.273094 L 610.042105 94.273094 L 609.221053 93.453587 L 609.221053 91.814573 L 610.042105 90.995067 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7b0213402d)" d="M 629.747368 94.273094 L 630.568421 95.0926 L 629.747368 95.912107 L 628.926316 95.0926 L 629.747368 94.273094 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p7b0213402d)" d="M 647.810526 32.056566 L 649.452632 32.673713 L 651.094737 31.845448 L 652.736842 32.110653 L 654.378947 31.789064 L 656.021053 31.81269 L 657.663158 32.180474 L 660.947368 33.543391 L 662.589474 33.89193 L 664.231579 34.810295 L 668.598637 36.088119 L 669.157895 36.294499 L 669.39306 36.088119 L 670.8 35.329043 L 672.6923 36.088119 L 674.084211 36.775598 L 675.726316 37.027455 L 677.368421 37.901816 L 679.010526 38.469544 L 680.652632 38.60612 L 682.294737 39.624972 L 683.936842 40.196895 L 685.155311 41.005159 L 685.578947 41.458129 L 688.863158 42.41556 L 690.992219 44.283186 L 692.147368 44.941939 L 693.789474 47.012493 L 697.073684 48.387388 L 698.715789 48.657815 L 699.318246 49.200226 L 699.839351 50.839239 L 700.357895 51.356807 L 702 51.851314 L 702.6823 52.478253 L 703.754115 54.117266 L 705.284211 54.899186 L 706.926316 55.048037 L 707.688215 55.75628 L 708.079699 57.395293 L 708.568421 57.997454 L 709.261121 59.034306 L 709.691436 60.67332 L 710.896387 62.312333 L 711.262616 63.951346 L 711.852632 64.50998 L 713.494737 65.72602 L 715.136842 68.882783 L 716.778947 69.995979 L 717.184078 70.5074 L 717.835216 72.146413 L 717.538251 73.785427 L 717.999359 75.42444 L 718.968275 77.063453 L 719.318076 78.702467 L 720.5365 80.34148 L 719.551796 81.980493 L 719.23265 83.619507 L 718.421053 85.038606 L 718.029194 85.25852 L 716.778947 85.813519 L 715.981666 86.897533 L 715.869202 88.536547 L 714.738977 90.17556 L 715.643361 91.814573 L 715.787051 93.453587 L 714.750115 95.0926 L 714.344868 96.731614 L 713.494737 97.588052 L 712.10275 98.370627 L 710.904542 100.00964 L 710.210526 100.496177 L 708.568421 102.52081 L 706.926316 102.836069 L 705.284211 103.877599 L 703.642105 104.394877 L 700.357895 103.477524 L 698.715789 104.222873 L 697.073684 103.771684 L 693.789474 102.422239 L 690.505263 101.305745 L 687.221053 100.729182 L 683.936842 99.281028 L 682.294737 98.932244 L 680.652632 98.023973 L 677.368421 97.133933 L 675.726316 96.247161 L 674.084211 95.84002 L 672.300534 96.731614 L 670.41637 98.370627 L 669.157895 100.820662 L 668.691845 101.648654 L 668.214132 103.287667 L 667.515789 104.16468 L 666.563878 104.92668 L 665.460905 108.204707 L 664.231579 109.946518 L 663.436727 111.482734 L 663.096113 113.121747 L 662.16387 114.760761 L 661.272415 118.038787 L 660.947368 118.528011 L 660.34455 119.677801 L 660.839387 121.316814 L 659.683578 124.594841 L 659.305263 124.968544 L 657.663158 124.795466 L 654.378947 126.896428 L 653.586238 127.872867 L 652.94657 131.150894 L 652.736842 131.360227 L 651.094737 131.970401 L 649.452632 132.133339 L 647.810526 132.115003 L 646.168421 133.174218 L 644.526316 134.67304 L 644.281736 134.428921 L 642.884211 133.609414 L 639.6 133.609414 L 637.957895 131.970401 L 634.673684 131.97038 L 633.031579 130.331381 L 631.389474 130.331387 L 629.747368 128.692374 L 626.463158 128.692374 L 624.821053 127.053361 L 621.536842 127.053361 L 619.894737 125.414347 L 616.610526 125.414347 L 614.968421 123.775334 L 613.326316 123.775333 L 611.684211 122.136321 L 608.4 122.13632 L 606.757895 120.497172 L 603.473684 120.492137 L 601.831579 118.825716 L 600.189474 118.831783 L 598.547368 118.34661 L 598.238965 118.038787 L 597.687603 116.399774 L 596.69199 114.760761 L 596.125752 113.121747 L 595.263158 112.30224 L 593.953631 111.482734 L 593.621053 110.916354 L 592.610914 109.84372 L 591.978947 109.464605 L 591.157895 108.204707 L 591.487639 106.565694 L 590.336842 105.785758 L 588.577726 104.92668 L 587.052632 104.137435 L 586.048587 103.287667 L 585.410526 102.455709 L 583.733902 101.648654 L 583.020936 100.00964 L 582.446436 98.370627 L 582.126316 97.99931 L 581.340557 96.731614 L 580.862365 95.0926 L 581.067176 93.453587 L 581.501288 91.814573 L 582.292183 90.17556 L 582.652942 88.536547 L 582.808792 86.897533 L 584.612572 81.980493 L 585.142877 80.34148 L 585.410526 80.120559 L 586.328759 78.702467 L 587.767181 75.42444 L 588.030637 73.785427 L 588.875845 72.146413 L 589.412013 70.5074 L 590.336842 69.254153 L 590.993182 68.868386 L 591.978947 68.042669 L 592.492733 67.229373 L 592.842365 65.59036 L 593.064264 63.951346 L 593.621053 62.264835 L 594.536152 60.67332 L 595.263158 58.952426 L 596.905263 58.104003 L 597.552282 57.395293 L 598.547368 56.498508 L 600.189474 55.443421 L 601.831579 55.00072 L 602.628918 54.117266 L 602.70539 52.478253 L 603.473684 51.477137 L 604.589647 50.839239 L 605.115789 50.153515 L 606.424572 47.561213 L 606.757895 47.228517 L 608.4 46.758375 L 609.117951 45.922199 L 609.221053 44.283186 L 610.042105 43.379815 L 613.326316 41.824666 L 615.11203 41.005159 L 616.610526 40.128983 L 618.252632 40.38837 L 619.894737 39.062573 L 621.536842 38.379629 L 623.178947 37.05587 L 624.821053 36.664285 L 626.463158 35.599826 L 628.105263 35.302104 L 629.747368 35.538753 L 631.389474 35.031572 L 632.013382 34.449106 L 633.031579 33.672873 L 634.673684 33.224403 L 636.315789 33.308737 L 637.957895 33.754584 L 639.6 33.467171 L 641.242105 33.362211 L 642.884211 33.801451 L 644.526316 33.770356 L 646.168421 33.279031 L 646.694179 32.810093 L 647.810526 32.056566 L 647.810526 32.056566 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 561.6 159.833628 L 586.393125 159.833628 L 586.393125 148.219878 L 561.6 148.219878 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=0 --> <defs> <path d="M 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/> </defs> <g style="fill:#ffffff;" transform="translate(561.6 157.338003)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p51d0fa79cf)"> <image height="154.08" id="image22011d9025" transform="scale(1 -1)translate(0 -154.08)" width="187.2" x="374" xlink:href="data:image/png;base64,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" y="-5.52"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p51d0fa79cf)" d="M 452.4 58.2148 L 457.326316 58.2148 L 458.968421 59.853813 L 462.252632 59.853813 L 463.894737 61.492826 L 480.315789 61.492826 L 483.6 64.770853 L 488.526316 64.770853 L 492.631579 68.868386 L 492.631579 70.5074 L 493.452632 71.326906 L 495.094737 71.326906 L 496.736842 72.96592 L 498.378947 71.326906 L 499.2 72.146413 L 499.2 73.785427 L 504.126316 78.702467 L 503.305263 79.521973 L 500.021053 79.521973 L 498.378947 81.160987 L 494.273684 77.063453 L 494.273684 75.42444 L 493.452632 74.604933 L 490.168421 74.604933 L 488.526316 72.96592 L 485.242105 72.96592 L 483.6 71.326906 L 481.957895 72.96592 L 480.315789 71.326906 L 477.031579 74.604933 L 475.389474 74.604933 L 473.747368 76.243947 L 472.105263 76.243947 L 471.284211 77.063453 L 472.926316 78.702467 L 471.284211 80.34148 L 471.284211 81.980493 L 472.105263 82.8 L 473.747368 82.8 L 474.568421 83.619507 L 474.568421 85.25852 L 476.210526 86.897533 L 475.389474 87.71704 L 473.747368 87.71704 L 470.463158 90.995067 L 468.821053 90.995067 L 467.178947 92.63408 L 466.357895 91.814573 L 466.357895 90.17556 L 465.536842 89.356053 L 463.894737 90.995067 L 462.252632 90.995067 L 459.789474 88.536547 L 459.789474 83.619507 L 461.431579 81.980493 L 459.789474 80.34148 L 459.789474 77.063453 L 460.610526 76.243947 L 465.536842 76.243947 L 467.178947 77.88296 L 468 77.063453 L 468 75.42444 L 469.642105 73.785427 L 468.821053 72.96592 L 467.178947 74.604933 L 465.536842 74.604933 L 464.715789 73.785427 L 464.715789 72.146413 L 463.894737 71.326906 L 462.252632 71.326906 L 460.610526 72.96592 L 458.968421 71.326906 L 457.326316 71.326906 L 455.684211 69.687893 L 454.042105 71.326906 L 452.4 71.326906 L 450.757895 72.96592 L 449.115789 71.326906 L 444.189474 71.326906 L 443.368421 72.146413 L 443.368421 73.785427 L 441.726316 75.42444 L 441.726316 77.063453 L 440.905263 77.88296 L 435.978947 77.88296 L 434.336842 79.521973 L 432.694737 79.521973 L 431.052632 81.160987 L 427.768421 81.160987 L 426.126316 82.8 L 423.663158 80.34148 L 424.484211 79.521973 L 426.126316 79.521973 L 427.768421 77.88296 L 429.410526 77.88296 L 430.231579 77.063453 L 430.231579 75.42444 L 428.589474 73.785427 L 429.410526 72.96592 L 431.052632 72.96592 L 431.873684 72.146413 L 431.873684 68.868386 L 433.515789 67.229373 L 433.515789 63.951346 L 435.978947 61.492826 L 444.189474 61.492826 L 445.831579 59.853813 L 450.757895 59.853813 L 452.4 58.2148 L 452.4 58.2148 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51d0fa79cf)" d="M 434.336842 72.96592 L 433.515789 73.785427 L 434.336842 74.604933 L 435.157895 73.785427 L 434.336842 72.96592 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51d0fa79cf)" d="M 445.831579 76.243947 L 447.473684 76.243947 L 449.115789 76.243947 L 449.936842 77.063453 L 449.115789 77.88296 L 448.294737 78.702467 L 448.294737 80.34148 L 447.473684 81.160987 L 446.652632 81.980493 L 446.652632 83.619507 L 445.831579 84.439013 L 444.189474 84.439013 L 442.547368 84.439013 L 441.726316 85.25852 L 440.905263 86.078027 L 439.263158 86.078027 L 438.442105 85.25852 L 437.621053 84.439013 L 435.978947 84.439013 L 435.157895 83.619507 L 435.978947 82.8 L 437.621053 82.8 L 438.442105 81.980493 L 439.263158 81.160987 L 440.084211 80.34148 L 440.905263 79.521973 L 442.547368 79.521973 L 443.368421 78.702467 L 444.189474 77.88296 L 445.010526 77.063453 L 445.831579 76.243947 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51d0fa79cf)" d="M 457.326316 77.88296 L 458.147368 78.702467 L 457.326316 79.521973 L 456.505263 78.702467 L 457.326316 77.88296 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51d0fa79cf)" d="M 462.252632 77.88296 L 461.431579 78.702467 L 462.252632 79.521973 L 463.073684 80.34148 L 463.894737 81.160987 L 464.715789 80.34148 L 464.715789 78.702467 L 463.894737 77.88296 L 462.252632 77.88296 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51d0fa79cf)" d="M 475.389474 79.521973 L 476.210526 80.34148 L 475.389474 81.160987 L 474.568421 80.34148 L 475.389474 79.521973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p51d0fa79cf)" d="M 457.326316 89.356053 L 458.968421 89.356053 L 459.789474 90.17556 L 459.789474 91.814573 L 458.968421 92.63408 L 458.147368 91.814573 L 457.326316 90.995067 L 456.505263 90.17556 L 457.326316 89.356053 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p51d0fa79cf)" d="M 440.905263 92.63408 L 441.726316 93.453587 L 440.905263 94.273094 L 440.084211 93.453587 L 440.905263 92.63408 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51d0fa79cf)" d="M 431.052632 99.190134 L 431.873684 100.00964 L 431.052632 100.829147 L 430.231579 100.00964 L 431.052632 99.190134 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51d0fa79cf)" d="M 439.263158 99.190134 L 440.905263 99.190134 L 441.726316 100.00964 L 440.905263 100.829147 L 440.084211 101.648654 L 439.263158 102.46816 L 438.442105 101.648654 L 438.442105 100.00964 L 439.263158 99.190134 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51d0fa79cf)" d="M 424.484211 100.829147 L 426.126316 100.829147 L 426.947368 101.648654 L 426.947368 103.287667 L 426.126316 104.107174 L 424.484211 104.107174 L 423.663158 103.287667 L 423.663158 101.648654 L 424.484211 100.829147 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p51d0fa79cf)" d="M 444.189474 100.829147 L 445.010526 101.648654 L 444.189474 102.46816 L 443.368421 101.648654 L 444.189474 100.829147 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p51d0fa79cf)" d="M 454.042105 33.626826 L 455.684211 33.708944 L 458.968421 35.244308 L 460.610526 34.46356 L 462.252632 34.574791 L 463.894737 34.221716 L 465.536842 33.684561 L 467.178947 34.701305 L 468.821053 34.762432 L 469.179038 34.449106 L 470.463158 33.702596 L 472.105263 34.708776 L 473.747368 35.211235 L 475.389474 35.526503 L 477.031579 36.480474 L 478.673684 36.93916 L 480.495035 37.727133 L 481.957895 38.397426 L 483.6 38.707019 L 486.884211 40.137 L 488.526316 40.4685 L 490.168421 41.427546 L 491.810526 41.824666 L 493.452632 42.102379 L 494.038868 42.644173 L 494.834352 44.283186 L 495.094737 44.530959 L 496.736842 46.652128 L 498.378947 47.874015 L 500.021053 48.377373 L 501.663158 48.75775 L 503.305263 49.719638 L 504.947368 50.078987 L 505.807192 50.839239 L 506.589474 52.085596 L 507.039758 52.478253 L 509.955066 54.117266 L 511.515789 55.996146 L 514.8 58.089861 L 515.516528 59.034306 L 515.712924 60.67332 L 516.442105 61.401128 L 517.666242 62.312333 L 518.084211 62.881989 L 519.015852 63.951346 L 519.726316 64.550199 L 520.581323 65.59036 L 521.368421 66.30951 L 523.010526 66.942503 L 523.297937 67.229373 L 523.664866 68.868386 L 525.544376 70.5074 L 526.915186 72.146413 L 527.142966 73.785427 L 527.936842 75.512179 L 529.578947 76.484856 L 530.219255 77.063453 L 530.122465 78.702467 L 530.464411 81.980493 L 529.578947 82.865107 L 528.331483 83.619507 L 527.936842 84.188352 L 527.383991 85.25852 L 527.045756 86.897533 L 525.951999 90.17556 L 526.294737 90.52633 L 527.102751 91.814573 L 526.294737 93.546897 L 525.48757 95.0926 L 524.652632 95.775909 L 523.010526 96.217512 L 521.368421 97.326754 L 519.726316 97.440027 L 518.084211 97.139003 L 516.442105 97.643742 L 514.8 97.447285 L 513.157895 98.357847 L 511.515789 97.66666 L 509.873684 97.395765 L 508.231579 98.091868 L 506.589474 97.559608 L 505.291305 98.370627 L 504.947368 98.731659 L 502.166018 100.00964 L 501.663158 100.579209 L 501.146206 101.648654 L 500.021053 102.50712 L 498.378947 103.302918 L 496.736842 103.5088 L 493.452632 104.458089 L 493.032808 104.92668 L 493.023195 106.565694 L 492.1973 108.204707 L 491.810526 108.634058 L 489.943954 109.84372 L 490.168421 110.488801 L 491.612173 113.121747 L 491.810526 114.082768 L 492.241353 114.760761 L 492.552147 116.399774 L 491.794122 118.038787 L 490.168421 118.740594 L 489.60721 119.677801 L 488.526316 120.580288 L 487.206834 121.316814 L 486.884211 122.03945 L 485.242105 122.523147 L 483.6 123.329605 L 481.957895 122.645242 L 477.901465 121.316814 L 477.031579 120.92485 L 475.389474 121.942598 L 473.747368 121.81036 L 472.105263 120.887267 L 470.463158 120.923961 L 468.821053 120.767576 L 467.178947 121.658023 L 465.536842 122.199963 L 463.894737 122.239158 L 462.252632 123.816215 L 460.439082 124.594841 L 458.968421 125.346862 L 457.326316 125.7994 L 456.891043 126.233854 L 455.684211 127.995722 L 454.042105 128.975217 L 453.596654 129.511881 L 453.183797 131.150894 L 452.941978 132.789907 L 452.4 133.308424 L 451.880505 132.789907 L 450.757895 131.970401 L 447.473684 131.970401 L 445.831579 130.331387 L 444.189474 130.331387 L 442.547368 128.692374 L 439.263158 128.692374 L 437.621053 127.05336 L 434.336842 127.053361 L 432.694737 125.414347 L 429.410526 125.414347 L 427.768421 123.775334 L 426.126316 123.775334 L 424.484211 122.136321 L 421.2 122.13632 L 419.557895 120.497307 L 416.273684 120.497307 L 414.631579 118.858276 L 411.347368 118.858294 L 409.705263 117.219281 L 408.063158 117.219281 L 405.519648 114.760761 L 405.108778 113.121747 L 404.301652 111.482734 L 404.55357 109.84372 L 403.136842 109.024214 L 401.494737 108.591736 L 399.852632 107.33776 L 399.263984 106.565694 L 397.478392 103.287667 L 397.045626 101.648654 L 395.913726 100.00964 L 395.660602 98.370627 L 395.742355 96.731614 L 396.325645 95.0926 L 396.568421 94.777757 L 397.261159 93.453587 L 395.744815 91.814573 L 397.321799 88.536547 L 397.578993 86.897533 L 398.500218 85.25852 L 399.031579 83.619507 L 399.359251 81.980493 L 400.317779 80.34148 L 400.632581 78.702467 L 401.101297 77.063453 L 402.03117 75.42444 L 402.399961 73.785427 L 403.136842 71.921823 L 403.784578 70.5074 L 404.12314 68.868386 L 404.946523 67.229373 L 405.506299 65.59036 L 406.494313 63.951346 L 408.063158 63.137727 L 408.743641 62.312333 L 408.941393 60.67332 L 409.705263 58.717994 L 410.28742 57.395293 L 411.347368 56.389139 L 412.207063 55.75628 L 413.951194 52.478253 L 414.631579 51.867969 L 416.273684 50.648537 L 417.326856 47.561213 L 417.915789 46.962706 L 421.2 45.97223 L 422.924352 45.922199 L 424.484211 45.102693 L 425.369978 44.283186 L 425.826947 42.644173 L 426.126316 42.301371 L 429.410526 40.185653 L 432.694737 38.604679 L 434.336842 38.308563 L 435.978947 37.098179 L 437.720691 37.727133 L 439.263158 36.907626 L 440.905263 36.231202 L 442.547368 36.21845 L 444.189474 35.912374 L 445.831579 35.324572 L 447.473684 36.292272 L 449.115789 36.331343 L 449.376524 36.088119 L 450.757895 35.301337 L 452.628568 34.449106 L 454.042105 33.626826 L 454.042105 33.626826 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_5"> <g id="patch_6"> <path d="M 374.4 159.833628 L 411.1575 159.833628 L 411.1575 148.219878 L 374.4 148.219878 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-18 --> <defs> <path d="M 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/> <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/> </defs> <g style="fill:#ffffff;" transform="translate(374.4 157.338003)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-31"/> <use x="242.675781" xlink:href="#DejaVuSans-38"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p2ab19e7e34)"> <image height="154.08" id="imagedf33f1922c" transform="scale(1 -1)translate(0 -154.08)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-5.52"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p2ab19e7e34)" d="M 260.273684 86.078027 L 261.915789 86.078027 L 262.736842 86.897533 L 263.557895 87.71704 L 265.2 87.71704 L 266.021053 88.536547 L 266.021053 90.17556 L 265.2 90.995067 L 263.557895 90.995067 L 262.736842 91.814573 L 262.736842 93.453587 L 261.915789 94.273094 L 260.273684 94.273094 L 259.452632 95.0926 L 258.631579 95.912107 L 256.989474 95.912107 L 256.168421 95.0926 L 256.168421 93.453587 L 256.989474 92.63408 L 257.810526 91.814573 L 257.810526 90.17556 L 256.989474 89.356053 L 256.168421 88.536547 L 256.989474 87.71704 L 258.631579 87.71704 L 259.452632 86.897533 L 260.273684 86.078027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#p2ab19e7e34)" d="M 273.410526 42.366098 L 273.818626 42.644173 L 275.052632 43.270098 L 276.694737 43.628884 L 278.336842 44.601992 L 279.978947 43.879558 L 281.621053 43.513379 L 283.263158 44.496468 L 285.017797 44.283186 L 286.547368 43.574168 L 288.189474 44.671886 L 289.831579 45.102693 L 291.473684 45.37076 L 293.115789 46.089784 L 294.757895 46.091986 L 295.054427 45.922199 L 296.4 45.358382 L 301.326316 47.118473 L 301.757646 47.561213 L 304.610526 49.351566 L 305.722146 50.839239 L 306.252632 51.235162 L 307.894737 52.910862 L 309.594072 54.117266 L 311.178947 55.666863 L 312.821053 56.022889 L 314.463158 57.711311 L 316.105263 59.071314 L 317.747368 59.798959 L 318.407894 60.67332 L 321.841206 63.951346 L 322.779176 65.59036 L 324.829222 67.229373 L 324.589823 68.868386 L 325.236799 70.5074 L 325.957895 71.21962 L 327.6 71.446524 L 328.46461 72.146413 L 329.248228 73.785427 L 330.884211 74.774121 L 331.372437 75.42444 L 331.976736 77.063453 L 332.526316 77.762463 L 333.033986 78.702467 L 333.570345 80.34148 L 334.643909 81.980493 L 335.112463 83.619507 L 336.41181 85.25852 L 335.690399 86.897533 L 335.810526 87.105727 L 336.439782 88.536547 L 336.435793 90.17556 L 335.810526 91.943544 L 332.988919 93.453587 L 332.526316 93.816969 L 330.884211 94.492549 L 329.954936 95.0926 L 328.741287 96.731614 L 327.6 97.491927 L 325.957895 98.191783 L 324.315789 97.852048 L 323.680403 98.370627 L 322.673684 100.71823 L 322.201537 101.648654 L 321.031579 103.202899 L 319.389474 103.062243 L 319.009844 103.287667 L 317.747368 103.855655 L 316.105263 104.011392 L 314.463158 104.347513 L 312.821053 104.088255 L 311.998416 104.92668 L 312.047943 106.565694 L 312.275846 108.204707 L 311.935727 109.84372 L 313.074817 111.482734 L 312.38778 113.121747 L 311.423461 116.399774 L 311.178947 116.766851 L 310.559183 118.038787 L 310.244428 119.677801 L 309.510893 121.316814 L 307.894737 121.990575 L 306.252632 123.942116 L 304.610526 124.944731 L 302.968421 125.433674 L 299.684211 127.064524 L 294.757895 127.453164 L 293.115789 128.20794 L 291.473684 127.562021 L 289.831579 127.086327 L 288.862364 126.233854 L 288.189474 125.005407 L 287.722433 124.594841 L 286.547368 123.984862 L 284.905263 122.479116 L 283.934966 121.316814 L 283.263158 119.544148 L 281.621053 118.858294 L 279.978947 118.336448 L 279.680725 118.038787 L 278.584054 114.760761 L 278.336842 114.514014 L 276.694737 111.922406 L 275.052632 111.049908 L 271.768421 110.168335 L 271.28888 109.84372 L 270.126316 109.229904 L 268.484211 108.948902 L 266.842105 109.433246 L 266.510074 109.84372 L 266.165692 111.482734 L 265.2 114.073834 L 264.271375 116.399774 L 264.582547 118.038787 L 266.021053 121.316814 L 265.2 123.101838 L 264.447204 124.594841 L 264.155368 126.233854 L 263.217101 127.872867 L 262.736842 129.511881 L 262.372683 131.150894 L 261.915789 131.606927 L 260.273684 131.970401 L 258.631579 130.327 L 256.989474 130.331387 L 255.347368 128.692374 L 252.063158 128.692298 L 250.421053 127.053356 L 247.136842 127.053301 L 245.494737 125.414337 L 242.210526 125.414347 L 240.568421 123.775095 L 238.926316 123.775334 L 237.284211 122.136281 L 234 122.118611 L 232.357895 120.491527 L 229.073684 120.497307 L 228.252632 119.677801 L 227.431579 118.393481 L 226.900163 118.038787 L 225.642642 116.399774 L 226.369355 114.760761 L 225.789474 114.17621 L 225.05617 113.121747 L 224.461488 111.482734 L 224.884998 109.84372 L 223.412575 106.565694 L 222.505263 105.758905 L 220.863158 105.537749 L 220.19238 104.92668 L 219.652378 103.287667 L 218.598274 101.648654 L 217.578947 100.672285 L 216.694242 100.00964 L 216.874184 98.370627 L 216.702238 96.731614 L 216.401306 95.0926 L 217.578947 91.672032 L 218.215142 90.17556 L 218.67637 88.536547 L 218.24567 86.897533 L 218.148025 85.25852 L 219.221053 82.47456 L 219.476015 81.980493 L 220.063968 80.34148 L 220.937987 77.063453 L 220.863158 76.873301 L 220.425128 75.42444 L 220.29364 73.785427 L 220.863158 73.216981 L 222.715883 72.146413 L 223.587486 70.5074 L 225.13923 65.59036 L 225.789474 64.701385 L 227.431579 63.477976 L 228.214575 62.312333 L 228.623297 60.67332 L 229.073684 60.22378 L 230.715789 59.529166 L 232.357895 57.818757 L 232.876835 57.395293 L 235.642105 55.73268 L 236.459513 54.117266 L 237.284211 52.76303 L 237.652634 52.478253 L 238.926316 51.827409 L 240.568421 51.413959 L 242.210526 50.258894 L 243.852632 49.806568 L 245.494737 48.613056 L 247.136842 48.21703 L 248.778947 47.23322 L 250.421053 46.708052 L 252.063158 45.456343 L 253.705263 45.015336 L 256.989474 43.500908 L 258.631579 43.87988 L 260.273684 43.274913 L 261.915789 43.635722 L 263.557895 44.112545 L 265.2 43.35335 L 266.842105 43.617085 L 268.484211 44.425786 L 268.627079 44.283186 L 270.126316 43.460652 L 273.410526 42.366098 L 273.410526 42.366098 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_6"> <g id="patch_7"> <path d="M 187.2 159.833628 L 223.9575 159.833628 L 223.9575 148.219878 L 187.2 148.219878 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-35 --> <g style="fill:#ffffff;" transform="translate(187.2 157.338003)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-33"/> <use x="242.675781" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p38e4138423)"> <image height="154.08" id="image805e180967" transform="scale(1 -1)translate(0 -154.08)" width="187.2" x="0" xlink:href="data:image/png;base64,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" y="-5.52"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p38e4138423)" d="M 76.357895 55.188425 L 78 55.056642 L 79.642105 56.181289 L 82.926316 55.046921 L 84.568421 56.003961 L 87.852632 56.864848 L 89.494737 57.741329 L 91.136842 58.111978 L 92.778947 58.745574 L 94.421053 58.076942 L 96.063158 58.117795 L 98.398818 59.034306 L 99.347368 59.449755 L 100.989474 61.303733 L 102.897582 62.312333 L 104.273684 62.822437 L 105.915789 63.187193 L 109.2 64.467137 L 110.842105 64.911927 L 114.126316 66.117218 L 115.768421 66.561298 L 117.454722 67.229373 L 117.410526 68.886824 L 119.052632 70.902705 L 120.694737 71.369889 L 122.217132 72.146413 L 121.893477 73.785427 L 122.336842 73.965574 L 123.978947 75.208212 L 125.621053 75.191633 L 125.854299 75.42444 L 126.049439 77.063453 L 125.583599 78.702467 L 125.621053 79.07113 L 126.080065 78.702467 L 127.263158 78.584327 L 127.330379 78.702467 L 127.647399 80.34148 L 126.858943 81.980493 L 126.606116 83.619507 L 127.263158 84.412969 L 128.584017 86.897533 L 125.767934 90.17556 L 125.621053 90.794682 L 125.053905 91.814573 L 123.978947 92.306574 L 122.790344 93.453587 L 122.336842 94.67325 L 120.694737 95.161313 L 119.052632 97.284067 L 117.410526 98.503277 L 116.854985 98.370627 L 115.768421 97.611583 L 115.659558 98.370627 L 115.768421 98.919611 L 116.186878 100.00964 L 117.439645 101.648654 L 117.550692 103.287667 L 117.410526 103.484146 L 116.657674 104.92668 L 117.433587 106.565694 L 117.581029 108.204707 L 117.410526 108.474686 L 116.712641 109.84372 L 116.192484 111.482734 L 115.768421 111.894072 L 114.126316 111.892127 L 113.760529 113.121747 L 113.151903 114.760761 L 114.384401 116.399774 L 114.126316 116.657373 L 112.484211 116.730953 L 111.749505 118.038787 L 109.2 120.173752 L 107.557895 120.409664 L 105.915789 120.350227 L 104.085314 119.677801 L 102.631579 119.426158 L 100.989474 120.249775 L 99.347368 120.497307 L 97.705263 120.370544 L 96.063158 119.397086 L 92.098277 118.038787 L 89.494737 116.666052 L 89.227956 116.399774 L 87.852632 114.440345 L 86.210526 113.859248 L 85.435287 113.121747 L 83.675099 109.84372 L 82.926316 109.203516 L 81.284211 108.946486 L 79.456863 108.204707 L 78 107.556284 L 76.357895 107.200295 L 74.643535 106.565694 L 73.073684 105.861018 L 71.800182 106.565694 L 71.431579 107.165443 L 70.980899 108.204707 L 70.568623 109.84372 L 69.176766 113.121747 L 68.801705 114.760761 L 68.127402 116.399774 L 66.505263 117.445173 L 64.863158 118.799308 L 62.999417 118.038787 L 61.578947 117.404183 L 59.936842 115.251292 L 58.294737 114.432274 L 55.010526 113.40085 L 54.547501 113.121747 L 53.368421 112.559171 L 52.390201 111.482734 L 52.667298 109.84372 L 52.007336 108.204707 L 53.368421 107.3852 L 55.010526 107.528258 L 55.543655 106.565694 L 55.010526 105.99456 L 54.233204 104.92668 L 53.806011 103.287667 L 53.368421 102.767504 L 52.611186 101.648654 L 52.748526 100.00964 L 53.755367 98.370627 L 54.635937 95.0926 L 53.368421 93.308535 L 51.726316 92.73663 L 50.084211 92.440566 L 49.43917 91.814573 L 49.42518 90.17556 L 50.365162 88.536547 L 51.290367 85.25852 L 50.892341 83.619507 L 50.894376 81.980493 L 51.337347 80.34148 L 51.726316 79.788985 L 52.348744 78.702467 L 51.655203 77.063453 L 51.274427 75.42444 L 52.333332 73.785427 L 52.671946 72.146413 L 54.028921 68.868386 L 55.010526 68.04888 L 58.294737 66.371121 L 58.890083 65.59036 L 59.113554 63.951346 L 59.936842 63.13184 L 61.578947 62.382044 L 63.221053 62.166668 L 64.863158 62.111969 L 66.505263 61.492826 L 68.147368 60.404492 L 69.789474 58.654041 L 71.431579 58.035933 L 73.073684 56.753981 L 74.715789 56.354136 L 76.357895 55.188425 L 76.357895 55.188425 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p38e4138423)" d="M 120.694737 91.585556 L 119.101134 91.814573 L 120.694737 92.459414 L 121.411274 91.814573 L 120.694737 91.585556 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p38e4138423)" d="M 115.768421 93.195322 L 115.567611 93.453587 L 115.402795 95.0926 L 115.768421 96.159191 L 117.002399 95.0926 L 116.887116 93.453587 L 115.768421 93.195322 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 0 159.833628 L 36.7575 159.833628 L 36.7575 148.219878 L 0 148.219878 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-53 --> <g style="fill:#ffffff;" transform="translate(0 157.338003)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-35"/> <use x="242.675781" xlink:href="#DejaVuSans-33"/> </g> </g> </g> </g> <defs> <clipPath id="pae65ae3418"> <rect height="165.6" width="1310.4" x="0" y="0"/> </clipPath> <clipPath id="p90fb18ab9c"> <rect height="154.067256" width="187.2" x="1123.2" y="5.766372"/> </clipPath> <clipPath id="p9ce86234ef"> <rect height="154.067256" width="187.2" x="936" y="5.766372"/> </clipPath> <clipPath id="pcbd4771f73"> <rect height="154.067256" width="187.2" x="748.8" y="5.766372"/> </clipPath> <clipPath id="p7b0213402d"> <rect height="154.067256" width="187.2" x="561.6" y="5.766372"/> </clipPath> <clipPath id="p51d0fa79cf"> <rect height="154.067256" width="187.2" x="374.4" y="5.766372"/> </clipPath> <clipPath id="p2ab19e7e34"> <rect height="154.067256" width="187.2" x="187.2" y="5.766372"/> </clipPath> <clipPath id="p38e4138423"> <rect height="154.067256" width="187.2" x="0" y="5.766372"/> </clipPath> </defs></g>
  5. <g transform="translate(0, 304.55725190839695) scale(1.0) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-y-e918de19-031f-4047-b298-7c7236d107e8"> <g id="patch_1"> <path d="M 0 165.6 L 1108.8 165.6 L 1108.8 0 L 0 0 z"/> </g> <g id="axes_1"> <g clip-path="url(#p9db8c8138d)"> <image height="165.6" id="image1cd9d5e24f" transform="scale(1 -1)translate(0 -165.6)" width="1109.04" x="0" xlink:href="data:image/png;base64,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" y="-0"/> </g> </g> <g id="axes_2"> <g clip-path="url(#p8587c4d91d)"> <image height="151.92" id="imageecb2c551da" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="0" xlink:href="data:image/png;base64,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" y="-6.68"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p8587c4d91d)" d="M 67.077551 58.926056 L 70.310204 58.977394 L 76.77551 59.292836 L 76.859711 59.373547 L 78.391837 60.300589 L 79.190159 60.989164 L 80.008163 62.747445 L 80.503046 64.220399 L 81.62449 65.513092 L 83.240816 65.134479 L 84.857143 64.545407 L 85.40981 64.220399 L 86.473469 63.738213 L 88.089796 63.47819 L 89.706122 63.480573 L 91.64724 64.220399 L 92.938776 64.97363 L 96.171429 64.877556 L 96.991935 65.836017 L 97.315409 67.451634 L 97.787755 68.771536 L 98.08145 69.067252 L 99.404082 69.784279 L 100.068844 70.682869 L 101.020408 73.79669 L 101.139903 73.914104 L 102.636735 74.648678 L 103.297334 75.529721 L 103.724935 77.145339 L 104.315306 78.760956 L 105.004702 80.376574 L 105.333078 81.992191 L 106.607773 85.223426 L 106.951797 86.839044 L 108.281494 90.070279 L 108.553808 91.685896 L 108.244284 93.301514 L 106.407796 96.532748 L 106.001841 98.148366 L 106.444781 99.763983 L 105.869388 100.260193 L 105.047517 101.379601 L 104.145977 102.995218 L 103.526876 104.610836 L 101.020408 107.030212 L 97.787755 106.977682 L 96.171429 106.968168 L 94.893026 107.842071 L 95.45488 109.457688 L 95.851764 111.073306 L 96.672351 112.688923 L 96.171429 113.268778 L 94.555102 113.557693 L 92.938776 115.717649 L 89.706122 115.608649 L 88.089796 115.942003 L 86.473469 116.727967 L 80.008163 116.727967 L 78.824695 115.920158 L 79.113674 114.304541 L 77.841777 112.688923 L 76.77551 111.881114 L 75.159184 111.896528 L 73.542857 112.029548 L 72.883192 112.688923 L 70.71301 115.920158 L 70.310204 116.294308 L 68.693878 116.340711 L 67.077551 116.727967 L 62.228571 116.727967 L 60.612245 116.153608 L 60.378692 115.920158 L 57.379592 114.06629 L 55.763265 114.136509 L 54.146939 113.510528 L 53.345913 112.688923 L 52.530612 111.673585 L 50.914286 111.538119 L 50.526759 111.073306 L 50.914286 110.523616 L 51.527648 109.457688 L 51.87035 107.842071 L 50.914286 107.003054 L 49.262013 106.226453 L 47.681633 105.213181 L 47.079023 104.610836 L 45.687065 102.995218 L 44.44898 100.82035 L 44.0042 99.763983 L 43.724675 98.148366 L 45.268206 94.917131 L 45.04703 93.301514 L 44.311046 91.685896 L 44.44898 91.529592 L 45.241858 90.070279 L 45.394655 88.454661 L 44.44898 86.795185 L 45.25422 85.223426 L 45.590438 83.607809 L 46.399844 81.992191 L 47.327409 78.760956 L 47.681633 76.957901 L 47.206045 75.529721 L 47.121055 73.914104 L 47.681633 73.353773 L 49.297959 72.689425 L 49.69502 72.298486 L 50.225887 70.682869 L 50.914286 69.814978 L 51.920291 69.067252 L 53.472152 67.451634 L 54.146939 66.999907 L 55.324436 65.836017 L 55.606061 64.220399 L 55.763265 64.004743 L 57.379592 63.228185 L 58.995918 63.359833 L 60.612245 63.307489 L 62.228571 63.418393 L 63.038347 62.604782 L 63.844898 60.921489 L 65.461224 59.839801 L 67.077551 58.926056 L 67.077551 58.926056 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 26.073131 L 22.52625 26.073131 L 22.52625 14.459381 L 15.84 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <defs> <path d="M 9.8125 72.90625 L 19.671875 72.90625 L 19.671875 8.296875 L 55.171875 8.296875 L 55.171875 0 L 9.8125 0 z" id="DejaVuSans-4c"/> </defs> <g style="fill:#ffffff;" transform="translate(15.84 23.577506)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-4c"/> </g> </g> <g id="text_2"> <g id="patch_3"> <path d="M 134.221875 26.073131 L 142.56 26.073131 L 142.56 14.459381 L 134.221875 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <defs> <path d="M 44.390625 34.1875 Q 47.5625 33.109375 50.5625 29.59375 Q 53.5625 26.078125 56.59375 19.921875 L 66.609375 0 L 56 0 L 46.6875 18.703125 Q 43.0625 26.03125 39.671875 28.421875 Q 36.28125 30.8125 30.421875 30.8125 L 19.671875 30.8125 L 19.671875 0 L 9.8125 0 L 9.8125 72.90625 L 32.078125 72.90625 Q 44.578125 72.90625 50.734375 67.671875 Q 56.890625 62.453125 56.890625 51.90625 Q 56.890625 45.015625 53.6875 40.46875 Q 50.484375 35.9375 44.390625 34.1875 zM 19.671875 64.796875 L 19.671875 38.921875 L 32.078125 38.921875 Q 39.203125 38.921875 42.84375 42.21875 Q 46.484375 45.515625 46.484375 51.90625 Q 46.484375 58.296875 42.84375 61.546875 Q 39.203125 64.796875 32.078125 64.796875 z" id="DejaVuSans-52"/> </defs> <g style="fill:#ffffff;" transform="translate(134.221875 23.577506)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 158.734021 L 36.7575 158.734021 L 36.7575 147.120271 L 0 147.120271 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-57 --> <defs> <path d="M 32.171875 -5.078125 Q 28.375 -14.84375 24.75 -17.8125 Q 21.140625 -20.796875 15.09375 -20.796875 L 7.90625 -20.796875 L 7.90625 -13.28125 L 13.1875 -13.28125 Q 16.890625 -13.28125 18.9375 -11.515625 Q 21 -9.765625 23.484375 -3.21875 L 25.09375 0.875 L 2.984375 54.6875 L 12.5 54.6875 L 29.59375 11.921875 L 46.6875 54.6875 L 56.203125 54.6875 z" id="DejaVuSans-79"/> <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/> <path d="M 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> <path d="M 8.203125 72.90625 L 55.078125 72.90625 L 55.078125 68.703125 L 28.609375 0 L 18.3125 0 L 43.21875 64.59375 L 8.203125 64.59375 z" id="DejaVuSans-37"/> </defs> <g style="fill:#ffffff;" transform="translate(0 156.238396)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-35"/> <use x="242.675781" xlink:href="#DejaVuSans-37"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p608ac3c5a5)"> <image height="151.92" id="imagebd8ace465d" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="158" xlink:href="data:image/png;base64,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" y="-6.68"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p608ac3c5a5)" d="M 217.395918 79.568765 L 219.012245 79.568765 L 220.628571 79.568765 L 221.436735 80.376574 L 221.436735 81.992191 L 220.628571 82.8 L 219.012245 82.8 L 218.204082 81.992191 L 217.395918 81.184383 L 216.587755 80.376574 L 217.395918 79.568765 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 215.779592 81.184383 L 216.587755 81.992191 L 216.587755 83.607809 L 216.587755 85.223426 L 215.779592 86.031235 L 214.163265 86.031235 L 213.355102 85.223426 L 214.163265 84.415617 L 214.971429 83.607809 L 214.971429 81.992191 L 215.779592 81.184383 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 248.106122 86.031235 L 249.722449 86.031235 L 250.530612 86.839044 L 250.530612 88.454661 L 249.722449 89.26247 L 248.106122 89.26247 L 246.489796 89.26247 L 245.681633 88.454661 L 246.489796 87.646852 L 247.297959 86.839044 L 248.106122 86.031235 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 214.163265 89.26247 L 214.971429 90.070279 L 214.163265 90.878087 L 213.355102 90.070279 L 214.163265 89.26247 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 223.861224 90.878087 L 224.669388 91.685896 L 223.861224 92.493705 L 223.053061 91.685896 L 223.861224 90.878087 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 254.571429 92.493705 L 256.187755 92.493705 L 256.995918 93.301514 L 256.187755 94.109322 L 255.379592 94.917131 L 254.571429 95.72494 L 253.763265 94.917131 L 253.763265 93.301514 L 254.571429 92.493705 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p608ac3c5a5)" d="M 243.257143 82.8 L 244.873469 82.8 L 245.681633 83.607809 L 244.873469 84.415617 L 243.257143 84.415617 L 242.44898 83.607809 L 243.257143 82.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 223.861224 86.031235 L 224.669388 86.839044 L 224.669388 88.454661 L 223.861224 89.26247 L 223.053061 88.454661 L 223.053061 86.839044 L 223.861224 86.031235 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 230.326531 86.031235 L 231.134694 86.839044 L 230.326531 87.646852 L 229.518367 86.839044 L 230.326531 86.031235 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 236.791837 89.26247 L 237.6 90.070279 L 236.791837 90.878087 L 235.983673 90.070279 L 236.791837 89.26247 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 219.012245 90.878087 L 219.820408 91.685896 L 219.820408 93.301514 L 219.012245 94.109322 L 218.204082 93.301514 L 218.204082 91.685896 L 219.012245 90.878087 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 231.942857 90.878087 L 232.75102 91.685896 L 231.942857 92.493705 L 231.134694 91.685896 L 231.942857 90.878087 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 227.093878 97.340557 L 228.710204 97.340557 L 230.326531 97.340557 L 231.134694 98.148366 L 231.134694 99.763983 L 231.134694 101.379601 L 230.326531 102.18741 L 228.710204 102.18741 L 227.902041 101.379601 L 227.093878 100.571792 L 226.285714 99.763983 L 226.285714 98.148366 L 227.093878 97.340557 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 244.873469 97.340557 L 245.681633 98.148366 L 246.489796 98.956175 L 247.297959 99.763983 L 247.297959 101.379601 L 247.297959 102.995218 L 246.489796 103.803027 L 245.681633 102.995218 L 245.681633 101.379601 L 244.873469 100.571792 L 243.257143 100.571792 L 242.44898 99.763983 L 243.257143 98.956175 L 244.065306 98.148366 L 244.873469 97.340557 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p608ac3c5a5)" d="M 219.012245 100.571792 L 220.628571 100.571792 L 222.244898 100.571792 L 223.053061 101.379601 L 223.053061 102.995218 L 222.244898 103.803027 L 220.628571 103.803027 L 219.012245 103.803027 L 218.204082 102.995218 L 218.204082 101.379601 L 219.012245 100.571792 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p608ac3c5a5)" d="M 244.873469 41.38405 L 246.489796 40.985326 L 248.106122 41.133253 L 249.722449 40.963825 L 251.338776 42.376678 L 252.955102 43.852194 L 254.571429 44.356019 L 256.187755 45.104374 L 257.804082 46.051827 L 258.218962 46.448607 L 258.939738 48.064224 L 259.420408 48.677136 L 261.036735 49.256741 L 261.439096 49.679842 L 262.653061 51.508921 L 264.551425 52.911077 L 265.885714 53.342778 L 267.502041 54.889848 L 269.118367 55.227487 L 269.941126 56.142312 L 270.424312 57.757929 L 270.734694 58.068175 L 272.35102 58.924987 L 272.799777 59.373547 L 273.967347 60.215814 L 274.77047 60.989164 L 275.054018 62.604782 L 275.863197 64.220399 L 276.371038 65.836017 L 276.659545 67.451634 L 277.482974 69.067252 L 277.977985 70.682869 L 278.263574 72.298486 L 279.677836 75.529721 L 279.643704 80.376574 L 279.896624 81.992191 L 280.432653 83.680827 L 279.62449 85.223426 L 279.90125 86.839044 L 279.62449 88.454661 L 279.54545 98.148366 L 278.634392 99.763983 L 278.008163 101.379601 L 278.018937 104.610836 L 278.950073 107.842071 L 278.816327 107.970659 L 277.2 108.425455 L 274.763819 111.073306 L 276.235551 112.688923 L 276.396741 114.304541 L 276.395057 115.920158 L 274.762981 117.535776 L 274.77551 119.151393 L 274.242304 120.76701 L 273.967347 121.094643 L 273.114892 122.382628 L 272.35102 123.060071 L 270.734694 123.190437 L 201.232653 123.190437 L 199.616327 121.626211 L 198 121.685755 L 196.383673 120.140087 L 195.57551 119.151393 L 195.609125 117.535776 L 195.396456 115.920158 L 192.342857 112.688923 L 192.188157 111.073306 L 192.362241 109.457688 L 191.811303 107.842071 L 192.303816 106.226453 L 192.47115 104.610836 L 193.960343 101.379601 L 193.576955 99.763983 L 193.15102 99.338236 L 192.342857 98.148366 L 192.378069 94.917131 L 192.271221 93.301514 L 190.735531 91.685896 L 190.752537 86.839044 L 191.105589 85.223426 L 190.802803 83.607809 L 190.73292 81.992191 L 191.151831 80.376574 L 192.227167 78.760956 L 191.464698 77.145339 L 191.089899 75.529721 L 192.122849 73.914104 L 192.461316 72.298486 L 193.15102 70.48862 L 193.815307 69.067252 L 194.143328 67.451634 L 195.483346 64.220399 L 195.82466 62.604782 L 196.383673 62.046013 L 198 60.149539 L 198.760184 59.373547 L 199.049536 57.757929 L 199.616327 57.191388 L 201.232653 56.656383 L 201.686434 56.142312 L 206.081633 52.269523 L 206.889796 51.295459 L 207.697959 50.138404 L 209.314286 48.58371 L 211.127026 48.064224 L 212.546939 47.421886 L 214.163265 46.011493 L 215.779592 45.913467 L 217.648875 44.83299 L 219.012245 43.769639 L 220.628571 42.879464 L 222.244898 42.824948 L 223.861224 43.289944 L 227.093878 43.567411 L 227.571667 43.217372 L 228.710204 42.555631 L 231.942857 42.447402 L 235.17551 42.409563 L 236.432789 43.217372 L 236.791837 43.580275 L 238.408163 43.981946 L 240.02449 42.629575 L 241.640816 42.433383 L 243.257143 42.511453 L 244.873469 41.38405 L 244.873469 41.38405 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 26.073131 L 180.92625 26.073131 L 180.92625 14.459381 L 174.24 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 23.577506)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 26.073131 L 300.96 26.073131 L 300.96 14.459381 L 292.621875 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 23.577506)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 158.734021 L 195.1575 158.734021 L 195.1575 147.120271 L 158.4 147.120271 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-33 --> <defs> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> </defs> <g style="fill:#ffffff;" transform="translate(158.4 156.238396)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-33"/> <use x="242.675781" xlink:href="#DejaVuSans-33"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p6d5502c70b)"> <image height="151.92" id="image009b8f1d79" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="317" xlink:href="data:image/png;base64,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" y="-6.68"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p6d5502c70b)" d="M 379.028571 60.181355 L 380.644898 60.181355 L 381.453061 60.989164 L 381.453061 65.836017 L 382.261224 66.643825 L 387.110204 66.643825 L 387.918367 67.451634 L 387.918367 70.682869 L 386.302041 72.298486 L 389.534694 75.529721 L 389.534694 77.145339 L 390.342857 77.953148 L 393.57551 77.953148 L 395.191837 79.568765 L 398.42449 79.568765 L 401.657143 76.33753 L 403.273469 76.33753 L 405.697959 73.914104 L 404.889796 73.106295 L 403.273469 73.106295 L 402.465306 72.298486 L 403.273469 71.490678 L 404.889796 71.490678 L 405.697959 70.682869 L 405.697959 69.067252 L 406.506122 68.259443 L 408.122449 68.259443 L 412.163265 64.220399 L 412.163265 62.604782 L 412.971429 61.796973 L 420.244898 69.067252 L 420.244898 73.914104 L 421.861224 75.529721 L 421.861224 80.376574 L 420.244898 81.992191 L 420.244898 88.454661 L 421.053061 89.26247 L 422.669388 89.26247 L 423.477551 90.070279 L 423.477551 91.685896 L 425.093878 93.301514 L 425.093878 96.532748 L 424.285714 97.340557 L 422.669388 97.340557 L 421.861224 96.532748 L 421.861224 93.301514 L 418.628571 90.070279 L 418.628571 86.839044 L 417.012245 85.223426 L 417.012245 83.607809 L 413.779592 80.376574 L 415.395918 78.760956 L 414.587755 77.953148 L 412.971429 77.953148 L 411.355102 76.33753 L 408.122449 76.33753 L 407.314286 77.145339 L 408.930612 78.760956 L 405.697959 81.992191 L 407.314286 83.607809 L 404.889796 86.031235 L 403.273469 86.031235 L 401.657143 84.415617 L 400.040816 84.415617 L 398.42449 86.031235 L 396.808163 86.031235 L 395.191837 84.415617 L 387.110204 84.415617 L 386.302041 83.607809 L 387.918367 81.992191 L 387.918367 80.376574 L 386.302041 78.760956 L 386.302041 77.145339 L 380.644898 71.490678 L 377.412245 71.490678 L 376.604082 72.298486 L 376.604082 73.914104 L 374.987755 75.529721 L 374.987755 77.145339 L 373.371429 78.760956 L 373.371429 81.992191 L 371.755102 83.607809 L 371.755102 85.223426 L 368.522449 88.454661 L 368.522449 90.070279 L 366.906122 91.685896 L 366.906122 93.301514 L 364.481633 95.72494 L 363.673469 94.917131 L 363.673469 88.454661 L 366.906122 85.223426 L 366.906122 83.607809 L 368.522449 81.992191 L 368.522449 70.682869 L 369.330612 69.87506 L 370.946939 71.490678 L 371.755102 70.682869 L 371.755102 69.067252 L 376.604082 64.220399 L 376.604082 62.604782 L 379.028571 60.181355 L 379.028571 60.181355 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 388.726531 65.028208 L 389.534694 65.836017 L 388.726531 66.643825 L 387.918367 65.836017 L 388.726531 65.028208 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 380.644898 74.721913 L 381.453061 75.529721 L 381.453061 77.145339 L 382.261224 77.953148 L 383.069388 78.760956 L 383.069388 80.376574 L 383.069388 81.992191 L 382.261224 82.8 L 380.644898 82.8 L 379.836735 83.607809 L 379.028571 84.415617 L 377.412245 84.415617 L 376.604082 83.607809 L 376.604082 81.992191 L 376.604082 80.376574 L 377.412245 79.568765 L 378.220408 78.760956 L 378.220408 77.145339 L 379.028571 76.33753 L 379.836735 75.529721 L 380.644898 74.721913 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 411.355102 81.184383 L 412.163265 81.992191 L 412.163265 83.607809 L 412.971429 84.415617 L 413.779592 85.223426 L 412.971429 86.031235 L 411.355102 86.031235 L 410.546939 85.223426 L 410.546939 83.607809 L 410.546939 81.992191 L 411.355102 81.184383 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 414.587755 86.031235 L 415.395918 86.839044 L 414.587755 87.646852 L 413.779592 86.839044 L 414.587755 86.031235 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 390.342857 89.26247 L 391.15102 90.070279 L 391.959184 90.878087 L 393.57551 90.878087 L 394.383673 90.070279 L 395.191837 89.26247 L 396 90.070279 L 396.808163 90.878087 L 398.42449 90.878087 L 399.232653 91.685896 L 399.232653 93.301514 L 399.232653 94.917131 L 399.232653 96.532748 L 398.42449 97.340557 L 396.808163 97.340557 L 396 96.532748 L 395.191837 95.72494 L 393.57551 95.72494 L 391.959184 95.72494 L 391.15102 96.532748 L 391.15102 98.148366 L 391.15102 99.763983 L 390.342857 100.571792 L 389.534694 99.763983 L 389.534694 98.148366 L 389.534694 96.532748 L 389.534694 94.917131 L 389.534694 93.301514 L 389.534694 91.685896 L 389.534694 90.070279 L 390.342857 89.26247 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 412.971429 94.109322 L 413.779592 94.917131 L 412.971429 95.72494 L 412.163265 94.917131 L 412.971429 94.109322 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 366.097959 95.72494 L 366.906122 96.532748 L 366.097959 97.340557 L 365.289796 96.532748 L 366.097959 95.72494 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 411.355102 95.72494 L 412.163265 96.532748 L 412.163265 98.148366 L 411.355102 98.956175 L 410.546939 98.148366 L 410.546939 96.532748 L 411.355102 95.72494 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p6d5502c70b)" d="M 387.110204 60.181355 L 387.918367 60.989164 L 387.110204 61.796973 L 386.302041 60.989164 L 387.110204 60.181355 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 385.493878 81.184383 L 386.302041 81.992191 L 386.302041 83.607809 L 385.493878 84.415617 L 384.685714 83.607809 L 384.685714 81.992191 L 385.493878 81.184383 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 411.355102 82.8 L 412.971429 82.8 L 413.779592 83.607809 L 413.779592 85.223426 L 412.971429 86.031235 L 412.163265 85.223426 L 411.355102 84.415617 L 410.546939 83.607809 L 411.355102 82.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 388.726531 86.031235 L 390.342857 86.031235 L 391.959184 86.031235 L 393.57551 86.031235 L 395.191837 86.031235 L 396.808163 86.031235 L 397.616327 86.839044 L 397.616327 88.454661 L 397.616327 90.070279 L 397.616327 91.685896 L 397.616327 93.301514 L 398.42449 94.109322 L 400.040816 94.109322 L 400.84898 94.917131 L 400.84898 96.532748 L 400.84898 98.148366 L 400.040816 98.956175 L 398.42449 98.956175 L 396.808163 98.956175 L 396 98.148366 L 396 96.532748 L 396 94.917131 L 396 93.301514 L 396 91.685896 L 395.191837 90.878087 L 393.57551 90.878087 L 392.767347 91.685896 L 392.767347 93.301514 L 392.767347 94.917131 L 392.767347 96.532748 L 392.767347 98.148366 L 391.959184 98.956175 L 390.342857 98.956175 L 389.534694 98.148366 L 389.534694 96.532748 L 388.726531 95.72494 L 387.918367 94.917131 L 387.918367 93.301514 L 387.918367 91.685896 L 387.110204 90.878087 L 386.302041 90.070279 L 387.110204 89.26247 L 388.726531 89.26247 L 389.534694 88.454661 L 388.726531 87.646852 L 387.918367 86.839044 L 388.726531 86.031235 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 414.587755 86.031235 L 415.395918 86.839044 L 414.587755 87.646852 L 413.779592 86.839044 L 414.587755 86.031235 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 400.040816 90.878087 L 400.84898 91.685896 L 400.040816 92.493705 L 399.232653 91.685896 L 400.040816 90.878087 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6d5502c70b)" d="M 380.644898 98.956175 L 382.261224 98.956175 L 383.069388 99.763983 L 383.069388 101.379601 L 382.261224 102.18741 L 380.644898 102.18741 L 379.836735 101.379601 L 379.836735 99.763983 L 380.644898 98.956175 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p6d5502c70b)" d="M 404.889796 33.505696 L 406.506122 33.523943 L 408.122449 34.353077 L 409.738776 34.485101 L 411.355102 36.078574 L 412.971429 35.989447 L 414.587755 37.600924 L 416.204082 37.630021 L 418.436988 39.986137 L 419.962861 41.601755 L 422.669388 43.893289 L 424.285714 43.932605 L 427.518367 46.346692 L 427.630236 46.448607 L 429.134694 48.507474 L 429.783327 49.679842 L 430.287583 51.295459 L 430.75102 51.758693 L 432.496409 52.911077 L 433.983673 53.570013 L 435.6 55.275992 L 437.216327 56.869328 L 438.832653 58.140026 L 439.640816 59.373547 L 441.222007 60.989164 L 441.532078 62.604782 L 442.602272 64.220399 L 442.88418 65.836017 L 442.873469 67.451634 L 444.02849 69.067252 L 444.489796 70.682869 L 444.467011 73.914104 L 444.893748 75.529721 L 445.297959 75.925257 L 446.106122 77.145339 L 446.029187 78.760956 L 446.07889 81.992191 L 446.073057 85.223426 L 446.520766 86.839044 L 447.413076 88.454661 L 447.712784 90.070279 L 447.750302 96.532748 L 447.623764 98.148366 L 447.722449 102.995218 L 446.914286 104.694601 L 445.297959 106.617134 L 443.681633 108.2502 L 442.065306 108.542709 L 435.6 108.516113 L 434.173407 109.457688 L 433.983673 109.778829 L 433.363038 111.073306 L 433.054762 112.688923 L 433.010991 115.920158 L 433.031483 117.535776 L 432.765586 119.151393 L 432.367347 119.549457 L 431.51557 120.76701 L 431.308426 122.382628 L 430.746373 123.998245 L 429.942857 125.613863 L 429.134694 126.895253 L 428.749564 127.22948 L 427.518367 128.06963 L 426.792348 128.845098 L 425.902041 129.62955 L 417.820408 129.641564 L 401.657143 129.652907 L 359.632653 129.652907 L 358.016327 129.249145 L 355.838805 127.22948 L 355.182945 125.613863 L 354.783673 125.214767 L 353.961262 123.998245 L 352.254627 120.76701 L 352.291445 119.151393 L 352.029605 117.535776 L 351.16176 115.920158 L 350.642908 114.304541 L 350.70873 109.457688 L 350.378299 107.842071 L 349.645078 106.226453 L 348.318367 105.182408 L 346.702041 105.101403 L 345.085714 105.219044 L 341.376756 101.379601 L 339.874928 99.763983 L 339.337101 98.148366 L 340.732981 96.532748 L 340.971682 94.917131 L 341.044898 91.685896 L 341.007539 90.070279 L 341.220121 88.454661 L 341.853061 87.805365 L 342.587942 86.839044 L 344.174841 85.223426 L 344.277551 81.992191 L 344.229184 73.914104 L 344.271442 69.067252 L 345.792758 67.451634 L 345.917566 65.836017 L 346.31683 64.220399 L 346.702041 63.688981 L 347.331821 62.604782 L 347.629909 60.989164 L 349.126531 59.373547 L 349.934694 58.389425 L 350.598432 57.757929 L 350.821056 56.142312 L 351.55102 55.360572 L 354.783673 53.438786 L 355.311614 52.911077 L 357.226361 51.295459 L 358.016327 50.575868 L 358.82449 49.679842 L 359.935669 48.064224 L 361.578368 46.448607 L 362.865306 44.618692 L 364.481633 44.435441 L 366.097959 43.052307 L 368.489909 41.601755 L 369.330612 41.182872 L 370.946939 40.893242 L 372.563265 39.576603 L 374.179592 38.009296 L 375.795918 37.735572 L 377.412245 37.205696 L 377.903623 36.754902 L 379.028571 36.002254 L 380.644898 36.060165 L 382.261224 34.490456 L 385.493878 34.422395 L 393.57551 34.374132 L 395.191837 36.043399 L 398.42449 36.064106 L 400.040816 34.558189 L 401.657143 34.389311 L 403.273469 33.603253 L 404.889796 33.505696 L 404.889796 33.505696 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 26.073131 L 339.32625 26.073131 L 339.32625 14.459381 L 332.64 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 23.577506)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 26.073131 L 459.36 26.073131 L 459.36 14.459381 L 451.021875 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 23.577506)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 158.734021 L 345.9225 158.734021 L 345.9225 147.120271 L 316.8 147.120271 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-9 --> <defs> <path d="M 10.984375 1.515625 L 10.984375 10.5 Q 14.703125 8.734375 18.5 7.8125 Q 22.3125 6.890625 25.984375 6.890625 Q 35.75 6.890625 40.890625 13.453125 Q 46.046875 20.015625 46.78125 33.40625 Q 43.953125 29.203125 39.59375 26.953125 Q 35.25 24.703125 29.984375 24.703125 Q 19.046875 24.703125 12.671875 31.3125 Q 6.296875 37.9375 6.296875 49.421875 Q 6.296875 60.640625 12.9375 67.421875 Q 19.578125 74.21875 30.609375 74.21875 Q 43.265625 74.21875 49.921875 64.515625 Q 56.59375 54.828125 56.59375 36.375 Q 56.59375 19.140625 48.40625 8.859375 Q 40.234375 -1.421875 26.421875 -1.421875 Q 22.703125 -1.421875 18.890625 -0.6875 Q 15.09375 0.046875 10.984375 1.515625 zM 30.609375 32.421875 Q 37.25 32.421875 41.125 36.953125 Q 45.015625 41.5 45.015625 49.421875 Q 45.015625 57.28125 41.125 61.84375 Q 37.25 66.40625 30.609375 66.40625 Q 23.96875 66.40625 20.09375 61.84375 Q 16.21875 57.28125 16.21875 49.421875 Q 16.21875 41.5 20.09375 36.953125 Q 23.96875 32.421875 30.609375 32.421875 z" id="DejaVuSans-39"/> </defs> <g style="fill:#ffffff;" transform="translate(316.8 156.238396)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-39"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p8297e3aa18)"> <image height="151.92" id="imageafcd8e816b" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="475" xlink:href="data:image/png;base64,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" y="-6.68"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p8297e3aa18)" d="M 540.661224 58.565738 L 542.277551 58.565738 L 543.893878 58.565738 L 544.702041 59.373547 L 545.510204 60.181355 L 546.318367 60.989164 L 547.126531 61.796973 L 547.934694 62.604782 L 547.934694 64.220399 L 547.126531 65.028208 L 546.318367 65.836017 L 545.510204 66.643825 L 543.893878 66.643825 L 542.277551 66.643825 L 541.469388 67.451634 L 540.661224 68.259443 L 539.853061 69.067252 L 539.044898 69.87506 L 538.236735 70.682869 L 538.236735 72.298486 L 538.236735 73.914104 L 537.428571 74.721913 L 535.812245 74.721913 L 535.004082 75.529721 L 535.004082 77.145339 L 534.195918 77.953148 L 532.579592 77.953148 L 531.771429 78.760956 L 531.771429 80.376574 L 530.963265 81.184383 L 530.155102 80.376574 L 530.155102 78.760956 L 529.346939 77.953148 L 528.538776 77.145339 L 527.730612 76.33753 L 526.922449 75.529721 L 526.114286 74.721913 L 525.306122 73.914104 L 525.306122 72.298486 L 526.114286 71.490678 L 526.922449 70.682869 L 527.730612 69.87506 L 528.538776 69.067252 L 528.538776 67.451634 L 529.346939 66.643825 L 530.155102 65.836017 L 530.963265 65.028208 L 531.771429 64.220399 L 532.579592 63.41259 L 533.387755 62.604782 L 534.195918 61.796973 L 535.812245 61.796973 L 537.428571 61.796973 L 538.236735 60.989164 L 539.044898 60.181355 L 539.853061 59.373547 L 540.661224 58.565738 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 564.906122 61.796973 L 566.522449 61.796973 L 568.138776 61.796973 L 569.755102 61.796973 L 570.563265 62.604782 L 571.371429 63.41259 L 572.179592 64.220399 L 572.179592 65.836017 L 572.987755 66.643825 L 573.795918 67.451634 L 574.604082 68.259443 L 576.220408 68.259443 L 577.028571 67.451634 L 577.836735 66.643825 L 578.644898 67.451634 L 579.453061 68.259443 L 580.261224 69.067252 L 580.261224 70.682869 L 580.261224 72.298486 L 580.261224 73.914104 L 580.261224 75.529721 L 580.261224 77.145339 L 579.453061 77.953148 L 578.644898 78.760956 L 577.836735 79.568765 L 577.028571 80.376574 L 577.028571 81.992191 L 577.028571 83.607809 L 576.220408 84.415617 L 575.412245 83.607809 L 574.604082 82.8 L 572.987755 82.8 L 572.179592 81.992191 L 572.179592 80.376574 L 572.179592 78.760956 L 571.371429 77.953148 L 569.755102 77.953148 L 568.946939 77.145339 L 568.946939 75.529721 L 568.946939 73.914104 L 568.946939 72.298486 L 568.138776 71.490678 L 567.330612 70.682869 L 566.522449 69.87506 L 564.906122 69.87506 L 564.097959 70.682869 L 563.289796 71.490678 L 562.481633 70.682869 L 562.481633 69.067252 L 561.673469 68.259443 L 560.865306 67.451634 L 560.865306 65.836017 L 561.673469 65.028208 L 563.289796 65.028208 L 564.097959 64.220399 L 564.097959 62.604782 L 564.906122 61.796973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 545.510204 68.259443 L 546.318367 69.067252 L 545.510204 69.87506 L 544.702041 69.067252 L 545.510204 68.259443 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 545.510204 73.106295 L 546.318367 73.914104 L 547.126531 74.721913 L 547.934694 75.529721 L 547.126531 76.33753 L 545.510204 76.33753 L 544.702041 75.529721 L 544.702041 73.914104 L 545.510204 73.106295 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 537.428571 76.33753 L 539.044898 76.33753 L 539.853061 77.145339 L 539.853061 78.760956 L 539.853061 80.376574 L 539.044898 81.184383 L 538.236735 81.992191 L 539.044898 82.8 L 539.853061 83.607809 L 539.044898 84.415617 L 538.236735 85.223426 L 539.044898 86.031235 L 539.853061 86.839044 L 540.661224 87.646852 L 542.277551 87.646852 L 543.085714 88.454661 L 543.085714 90.070279 L 542.277551 90.878087 L 541.469388 91.685896 L 540.661224 92.493705 L 539.044898 92.493705 L 538.236735 91.685896 L 538.236735 90.070279 L 537.428571 89.26247 L 535.812245 89.26247 L 534.195918 89.26247 L 533.387755 88.454661 L 532.579592 87.646852 L 530.963265 87.646852 L 529.346939 87.646852 L 528.538776 86.839044 L 528.538776 85.223426 L 528.538776 83.607809 L 529.346939 82.8 L 530.155102 83.607809 L 530.963265 84.415617 L 531.771429 83.607809 L 532.579592 82.8 L 534.195918 82.8 L 535.004082 81.992191 L 535.004082 80.376574 L 535.004082 78.760956 L 535.812245 77.953148 L 536.620408 77.145339 L 537.428571 76.33753 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 566.522449 77.953148 L 568.138776 77.953148 L 568.946939 78.760956 L 568.946939 80.376574 L 569.755102 81.184383 L 570.563265 81.992191 L 570.563265 83.607809 L 570.563265 85.223426 L 571.371429 86.031235 L 572.179592 86.839044 L 572.179592 88.454661 L 572.179592 90.070279 L 571.371429 90.878087 L 569.755102 90.878087 L 568.946939 91.685896 L 568.138776 92.493705 L 566.522449 92.493705 L 564.906122 92.493705 L 564.097959 91.685896 L 564.097959 90.070279 L 564.097959 88.454661 L 564.906122 87.646852 L 565.714286 86.839044 L 566.522449 86.031235 L 567.330612 85.223426 L 567.330612 83.607809 L 567.330612 81.992191 L 567.330612 80.376574 L 566.522449 79.568765 L 565.714286 78.760956 L 566.522449 77.953148 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p8297e3aa18)" d="M 553.591837 66.643825 L 554.4 67.451634 L 553.591837 68.259443 L 552.783673 67.451634 L 553.591837 66.643825 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 542.277551 68.259443 L 543.085714 69.067252 L 543.893878 69.87506 L 544.702041 70.682869 L 543.893878 71.490678 L 542.277551 71.490678 L 541.469388 72.298486 L 540.661224 73.106295 L 539.853061 72.298486 L 539.853061 70.682869 L 540.661224 69.87506 L 541.469388 69.067252 L 542.277551 68.259443 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 563.289796 71.490678 L 564.097959 72.298486 L 563.289796 73.106295 L 562.481633 72.298486 L 563.289796 71.490678 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 558.440816 73.106295 L 560.057143 73.106295 L 560.865306 73.914104 L 560.057143 74.721913 L 559.24898 75.529721 L 559.24898 77.145339 L 558.440816 77.953148 L 556.82449 77.953148 L 556.016327 77.145339 L 556.016327 75.529721 L 556.82449 74.721913 L 557.632653 73.914104 L 558.440816 73.106295 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 543.893878 74.721913 L 544.702041 75.529721 L 543.893878 76.33753 L 543.085714 75.529721 L 543.893878 74.721913 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 561.673469 74.721913 L 562.481633 75.529721 L 563.289796 76.33753 L 564.097959 77.145339 L 563.289796 77.953148 L 561.673469 77.953148 L 560.865306 77.145339 L 560.865306 75.529721 L 561.673469 74.721913 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 548.742857 76.33753 L 549.55102 77.145339 L 548.742857 77.953148 L 547.934694 77.145339 L 548.742857 76.33753 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 550.359184 77.953148 L 551.167347 78.760956 L 550.359184 79.568765 L 549.55102 78.760956 L 550.359184 77.953148 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8297e3aa18)" d="M 553.591837 77.953148 L 554.4 78.760956 L 554.4 80.376574 L 553.591837 81.184383 L 552.783673 81.992191 L 551.97551 82.8 L 551.167347 81.992191 L 551.167347 80.376574 L 551.97551 79.568765 L 552.783673 78.760956 L 553.591837 77.953148 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p8297e3aa18)" d="M 543.893878 31.549213 L 547.126531 31.704455 L 548.742857 31.734569 L 550.359184 31.921492 L 551.97551 32.834212 L 553.591837 32.798746 L 555.208163 33.032765 L 555.699281 33.523667 L 556.82449 34.490194 L 558.440816 32.896746 L 561.673469 32.787459 L 563.289796 32.806053 L 564.906122 33.051082 L 566.522449 33.166421 L 566.879852 33.523667 L 568.138776 34.50136 L 569.755102 34.522041 L 571.371429 36.106475 L 572.987755 37.419559 L 574.604082 38.091122 L 576.220408 39.707134 L 577.836735 39.797818 L 578.025137 39.986137 L 581.069388 43.547241 L 582.685714 43.698558 L 585.918367 46.917772 L 587.534694 46.819951 L 589.15102 48.706035 L 595.616327 55.444135 L 599.434002 59.373547 L 599.544073 60.989164 L 600.848968 62.604782 L 601.183056 64.220399 L 602.158139 65.836017 L 603.737957 67.451634 L 604.464478 69.067252 L 604.325498 75.529721 L 605.705722 77.145339 L 605.913435 78.760956 L 605.942626 80.376574 L 605.833069 81.992191 L 604.308194 83.607809 L 604.619611 85.223426 L 605.872848 86.839044 L 605.877953 93.301514 L 605.812008 94.917131 L 606.424658 96.532748 L 606.930612 97.109719 L 607.573133 98.148366 L 607.428733 99.763983 L 607.421297 101.379601 L 607.57821 102.995218 L 608.546939 103.825228 L 609.278353 104.610836 L 608.989992 106.226453 L 607.385056 107.842071 L 607.506892 109.457688 L 605.988024 111.073306 L 603.697959 113.223096 L 598.84898 118.357539 L 598.001715 119.151393 L 597.232653 120.04592 L 595.616327 120.581919 L 594 120.468239 L 592.383673 120.645597 L 590.717349 119.151393 L 589.878271 117.535776 L 589.15102 117.057603 L 587.534694 117.084354 L 585.918367 115.670662 L 584.302041 116.666309 L 582.685714 117.128725 L 572.987755 117.008088 L 571.349838 117.535776 L 569.755102 118.454407 L 568.138776 120.052696 L 566.522449 120.480048 L 566.058729 120.76701 L 564.906122 121.331362 L 563.289796 122.444783 L 559.715138 127.22948 L 558.086253 128.845098 L 556.82449 129.55208 L 555.962163 128.845098 L 555.208163 128.082669 L 553.591837 127.703103 L 552.495418 128.845098 L 552.528624 130.460715 L 551.97551 130.66706 L 551.739491 130.460715 L 550.359184 129.641169 L 549.45539 128.845098 L 548.742857 127.041572 L 547.126531 126.014815 L 545.497999 125.613863 L 543.893878 125.97631 L 542.277551 125.369549 L 540.661224 124.419576 L 538.383949 122.382628 L 537.428571 121.637553 L 536.542571 120.76701 L 535.674523 119.151393 L 534.195918 118.716869 L 532.579592 117.828005 L 532.315684 117.535776 L 530.963265 115.776591 L 526.114286 113.855301 L 524.497959 114.047483 L 516.416327 114.218656 L 514.612472 114.304541 L 513.183673 114.132827 L 513.001782 114.304541 L 511.567347 116.393598 L 509.95102 117.023814 L 508.334694 117.061555 L 506.718367 115.862065 L 505.102041 113.998357 L 503.485714 113.496732 L 502.357547 112.688923 L 501.869388 110.813578 L 501.261835 109.457688 L 500.775385 107.842071 L 497.468941 104.610836 L 497.432887 99.763983 L 498.2004 98.148366 L 498.636735 97.749881 L 499.415421 96.532748 L 498.636735 95.302945 L 498.217524 94.917131 L 497.514737 93.301514 L 497.555633 91.685896 L 497.759649 90.070279 L 499.386592 88.454661 L 500.908343 86.839044 L 500.843333 83.607809 L 501.039175 72.298486 L 502.452986 70.682869 L 503.096346 69.067252 L 503.485714 68.735667 L 504.293878 67.451634 L 504.083431 65.836017 L 504.397546 64.220399 L 505.102041 63.596468 L 505.910204 62.604782 L 505.829129 60.989164 L 507.478765 59.373547 L 510.558233 56.142312 L 510.77303 54.526694 L 511.567347 53.799989 L 513.183673 53.601812 L 513.874712 52.911077 L 515.323848 51.295459 L 521.265306 44.991598 L 522.881633 45.147245 L 523.196026 44.83299 L 524.497959 43.206169 L 526.138561 43.217372 L 527.730612 41.296482 L 530.963265 39.579171 L 534.195918 36.089309 L 535.812245 35.551853 L 536.259687 35.139285 L 537.428571 34.385654 L 539.044898 34.438581 L 540.661224 32.781132 L 542.277551 32.835032 L 543.893878 31.549213 L 543.893878 31.549213 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 26.073131 L 497.72625 26.073131 L 497.72625 14.459381 L 491.04 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 23.577506)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 26.073131 L 617.76 26.073131 L 617.76 14.459381 L 609.421875 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 23.577506)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 158.734021 L 507.628125 158.734021 L 507.628125 147.120271 L 475.2 147.120271 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=13 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> </defs> <g style="fill:#ffffff;" transform="translate(475.2 156.238396)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-31"/> <use x="206.591797" xlink:href="#DejaVuSans-33"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#pa774442760)"> <image height="151.92" id="imagef6bb0e6993" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="634" xlink:href="data:image/png;base64,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" y="-6.68"/> </g> <g id="LineCollection_13"> <path clip-path="url(#pa774442760)" d="M 697.444898 63.41259 L 699.061224 63.41259 L 700.677551 63.41259 L 701.485714 64.220399 L 700.677551 65.028208 L 699.869388 65.836017 L 699.869388 67.451634 L 699.869388 69.067252 L 700.677551 69.87506 L 701.485714 70.682869 L 702.293878 71.490678 L 703.102041 72.298486 L 702.293878 73.106295 L 700.677551 73.106295 L 699.061224 73.106295 L 698.253061 72.298486 L 697.444898 71.490678 L 696.636735 72.298486 L 695.828571 73.106295 L 695.020408 73.914104 L 695.020408 75.529721 L 694.212245 76.33753 L 693.404082 77.145339 L 692.595918 77.953148 L 691.787755 78.760956 L 690.979592 79.568765 L 689.363265 79.568765 L 688.555102 78.760956 L 688.555102 77.145339 L 688.555102 75.529721 L 688.555102 73.914104 L 688.555102 72.298486 L 688.555102 70.682869 L 689.363265 69.87506 L 690.171429 69.067252 L 690.979592 68.259443 L 691.787755 67.451634 L 692.595918 66.643825 L 693.404082 65.836017 L 694.212245 65.028208 L 695.828571 65.028208 L 696.636735 64.220399 L 697.444898 63.41259 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa774442760)" d="M 724.922449 65.028208 L 726.538776 65.028208 L 728.155102 65.028208 L 728.963265 65.836017 L 729.771429 66.643825 L 730.579592 67.451634 L 731.387755 68.259443 L 732.195918 69.067252 L 732.195918 70.682869 L 732.195918 72.298486 L 732.195918 73.914104 L 733.004082 74.721913 L 733.812245 75.529721 L 734.620408 76.33753 L 735.428571 77.145339 L 736.236735 77.953148 L 737.044898 78.760956 L 736.236735 79.568765 L 735.428571 80.376574 L 734.620408 81.184383 L 733.004082 81.184383 L 732.195918 80.376574 L 731.387755 79.568765 L 729.771429 79.568765 L 728.963265 78.760956 L 728.155102 77.953148 L 727.346939 77.145339 L 727.346939 75.529721 L 726.538776 74.721913 L 725.730612 73.914104 L 724.922449 73.106295 L 723.306122 73.106295 L 721.689796 73.106295 L 720.073469 73.106295 L 719.265306 72.298486 L 719.265306 70.682869 L 720.073469 69.87506 L 721.689796 69.87506 L 722.497959 69.067252 L 723.306122 68.259443 L 724.114286 67.451634 L 724.114286 65.836017 L 724.922449 65.028208 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa774442760)" d="M 703.910204 73.106295 L 704.718367 73.914104 L 703.910204 74.721913 L 703.102041 73.914104 L 703.910204 73.106295 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa774442760)" d="M 708.759184 76.33753 L 710.37551 76.33753 L 711.991837 76.33753 L 712.8 77.145339 L 711.991837 77.953148 L 710.37551 77.953148 L 708.759184 77.953148 L 707.95102 77.145339 L 708.759184 76.33753 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#pa774442760)" d="M 711.991837 69.87506 L 712.8 70.682869 L 711.991837 71.490678 L 711.183673 70.682869 L 711.991837 69.87506 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa774442760)" d="M 711.991837 73.106295 L 712.8 73.914104 L 711.991837 74.721913 L 711.183673 73.914104 L 711.991837 73.106295 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pa774442760)" d="M 715.22449 76.33753 L 716.032653 77.145339 L 715.22449 77.953148 L 714.416327 77.145339 L 715.22449 76.33753 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#pa774442760)" d="M 702.293878 36.440322 L 703.910204 36.656098 L 707.142857 36.56973 L 718.457143 36.58038 L 720.073469 37.212557 L 721.689796 38.364803 L 723.306122 38.183714 L 724.922449 38.12273 L 726.538776 38.673684 L 728.155102 40.073442 L 729.771429 40.36673 L 731.387755 42.249173 L 733.004082 43.666072 L 734.620408 43.823587 L 736.236735 45.410009 L 737.853061 45.544531 L 738.667096 46.448607 L 739.469388 47.117211 L 741.085714 47.248366 L 742.702041 49.083376 L 743.293775 49.679842 L 744.318367 50.49118 L 745.934694 51.451139 L 747.55102 52.481049 L 747.981237 52.911077 L 748.023568 54.526694 L 750.934556 57.757929 L 755.489813 62.604782 L 755.936619 64.220399 L 757.752897 67.451634 L 758.108081 69.067252 L 758.865306 69.878333 L 759.451063 70.682869 L 759.149719 72.298486 L 759.163441 77.145339 L 759.090268 78.760956 L 759.566318 80.376574 L 760.712304 81.992191 L 760.244204 83.607809 L 759.469517 85.223426 L 759.097691 86.839044 L 759.026013 91.685896 L 758.416123 93.301514 L 757.568453 94.917131 L 757.84463 96.532748 L 758.459696 98.148366 L 757.608857 99.763983 L 757.307877 101.379601 L 757.24898 104.068704 L 757.2607 104.610836 L 758.761186 106.226453 L 758.219481 107.842071 L 757.24898 109.761786 L 756.937999 111.073306 L 754.657383 117.535776 L 754.016327 118.569983 L 750.783673 119.826076 L 749.167347 121.643656 L 748.610334 122.382628 L 745.934694 124.80621 L 744.318367 125.830391 L 742.702041 126.198997 L 739.469388 127.977585 L 737.853061 127.809171 L 736.236735 128.205478 L 735.607686 128.845098 L 734.620408 129.597799 L 733.004082 128.477489 L 731.387755 127.89553 L 728.155102 127.821665 L 726.538776 127.928099 L 724.922449 127.083099 L 722.849032 125.613863 L 721.534831 123.998245 L 720.626895 122.382628 L 720.073469 121.736218 L 719.452619 120.76701 L 718.565095 119.151393 L 718.385188 117.535776 L 718.342669 115.920158 L 718.457143 114.067142 L 718.203133 112.688923 L 718.457143 110.672741 L 718.696434 109.457688 L 718.316511 107.842071 L 718.296152 106.226453 L 718.56047 104.610836 L 718.281259 102.995218 L 717.609562 101.379601 L 717.294509 99.763983 L 716.840816 99.297916 L 715.22449 97.830703 L 713.608163 96.316826 L 711.991837 96.529584 L 710.37551 96.366361 L 705.526531 96.216627 L 703.910204 96.011562 L 700.677551 97.694614 L 700.189241 98.148366 L 698.788262 99.763983 L 699.111376 102.995218 L 699.244047 106.226453 L 699.014753 107.842071 L 698.474911 109.457688 L 697.80829 111.073306 L 697.305472 112.688923 L 697.17789 114.304541 L 697.4448 119.151393 L 696.832742 120.76701 L 695.500937 122.382628 L 694.212245 124.209551 L 692.595918 125.173315 L 692.074322 125.613863 L 690.979592 126.325319 L 689.363265 126.163758 L 687.746939 126.66657 L 686.130612 126.675196 L 684.514286 126.267435 L 682.897959 127.753167 L 681.281633 126.558838 L 679.665306 126.075456 L 678.04898 126.146837 L 676.432653 126.082373 L 674.816327 126.200941 L 673.2 125.200958 L 671.583673 123.37558 L 668.35102 120.072908 L 667.287788 119.151393 L 666.236452 117.535776 L 664.893401 115.920158 L 664.873199 114.304541 L 663.948798 112.688923 L 663.502041 110.824748 L 662.445938 107.842071 L 663.502041 106.132772 L 663.39283 104.610836 L 663.967069 102.995218 L 663.502041 101.025869 L 663.382602 99.763983 L 663.502041 96.386084 L 664.10576 94.917131 L 664.049076 93.301514 L 663.632588 91.685896 L 663.536713 90.070279 L 663.718955 85.223426 L 663.696468 83.607809 L 663.915239 78.760956 L 663.628147 77.145339 L 663.859512 75.529721 L 663.872787 72.298486 L 663.638105 70.682869 L 665.567769 67.451634 L 665.986219 65.836017 L 667.651064 64.220399 L 668.858968 62.604782 L 668.981645 60.989164 L 670.4825 59.373547 L 670.4671 57.757929 L 673.2 55.045696 L 676.80956 51.295459 L 681.281633 46.435648 L 682.897959 45.285984 L 684.514286 45.400076 L 686.133122 44.83299 L 687.746939 43.593649 L 689.363265 43.113568 L 690.979592 41.78888 L 692.595918 41.356544 L 694.212245 39.809924 L 695.828571 40.153015 L 697.444898 39.585042 L 699.061224 38.116448 L 700.677551 37.913844 L 702.293878 36.440322 L 702.293878 36.440322 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 26.073131 L 656.12625 26.073131 L 656.12625 14.459381 L 649.44 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 23.577506)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 26.073131 L 776.16 26.073131 L 776.16 14.459381 L 767.821875 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 23.577506)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 158.734021 L 666.028125 158.734021 L 666.028125 147.120271 L 633.6 147.120271 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=37 --> <g style="fill:#ffffff;" transform="translate(633.6 156.238396)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-33"/> <use x="206.591797" xlink:href="#DejaVuSans-37"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#pa1628094cb)"> <image height="151.92" id="image0ca0459bf8" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="792" xlink:href="data:image/png;base64,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" y="-6.68"/> </g> <g id="LineCollection_16"> <path clip-path="url(#pa1628094cb)" d="M 881.706122 77.953148 L 883.322449 77.953148 L 884.130612 78.760956 L 883.322449 79.568765 L 882.514286 80.376574 L 881.706122 81.184383 L 880.897959 80.376574 L 880.897959 78.760956 L 881.706122 77.953148 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa1628094cb)" d="M 857.461224 79.568765 L 858.269388 80.376574 L 857.461224 81.184383 L 856.653061 80.376574 L 857.461224 79.568765 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#pa1628094cb)" d="M 867.159184 45.501764 L 868.77551 45.48234 L 870.551426 46.448607 L 872.008163 47.235831 L 875.240816 47.142307 L 876.857143 47.216808 L 878.473469 46.390498 L 880.089796 45.387238 L 881.706122 46.187616 L 881.93756 46.448607 L 883.773166 49.679842 L 884.938776 51.41199 L 886.555102 52.103268 L 888.171429 53.084477 L 889.864324 54.526694 L 891.404082 55.586739 L 893.020408 55.410829 L 894.636735 56.519205 L 896.253061 58.259446 L 897.869388 59.616218 L 898.807795 60.989164 L 900.304527 62.604782 L 901.369918 64.220399 L 901.670379 65.836017 L 903.271979 67.451634 L 904.334694 68.298357 L 907.903525 70.682869 L 908.731434 72.298486 L 908.081336 73.914104 L 909.183673 75.578604 L 910.47955 77.145339 L 911.144927 78.760956 L 912.074132 80.376574 L 911.747539 81.992191 L 912.181038 85.223426 L 911.752827 86.839044 L 910.430291 90.070279 L 910.289826 91.685896 L 910.306041 93.301514 L 910.487101 94.917131 L 909.183673 97.148857 L 908.755836 98.148366 L 908.602607 99.763983 L 907.145743 101.379601 L 905.466661 102.995218 L 904.334694 103.803027 L 902.718367 103.975797 L 902.089028 104.610836 L 901.102041 105.385874 L 899.485714 105.271999 L 897.869388 106.172289 L 896.253061 106.119 L 894.636735 105.403976 L 893.020408 105.736771 L 892.530511 106.226453 L 891.404082 107.171644 L 889.787755 107.130541 L 888.171429 106.892021 L 887.572869 106.226453 L 887.745121 102.995218 L 884.938776 100.699788 L 883.322449 100.828901 L 880.089796 100.73457 L 873.62449 100.590868 L 872.008163 100.998113 L 871.635604 101.379601 L 870.391837 102.18741 L 868.77551 101.599323 L 868.555692 101.379601 L 867.159184 100.374953 L 865.542857 100.552989 L 863.926531 100.051251 L 863.639137 99.763983 L 862.310204 98.683035 L 860.693878 98.441427 L 857.461224 98.41554 L 855.844898 98.333678 L 854.228571 98.504244 L 852.612245 99.147683 L 849.379592 98.857688 L 847.763265 99.028787 L 846.146939 99.036779 L 844.530612 99.543737 L 844.328094 99.763983 L 842.914286 100.753136 L 841.297959 102.232463 L 839.681633 103.555099 L 838.065306 103.83272 L 834.832653 103.757768 L 833.216327 102.392346 L 831.6 101.649475 L 828.061454 98.148366 L 827.924916 96.532748 L 826.75102 94.781178 L 826.12315 93.301514 L 826.466986 91.685896 L 826.319095 90.070279 L 826.296286 88.454661 L 826.514345 86.839044 L 826.258459 85.223426 L 826.565849 81.992191 L 826.47885 80.376574 L 828.134749 77.145339 L 827.814248 75.529721 L 827.831611 73.914104 L 829.983673 71.669261 L 830.706606 70.682869 L 831.6 68.857514 L 833.885072 67.451634 L 835.29592 65.836017 L 835.908755 64.220399 L 838.065306 61.464327 L 841.297959 58.989114 L 842.914286 58.257703 L 843.467987 57.757929 L 844.530612 57.10305 L 846.146939 57.207745 L 847.763265 55.678334 L 849.379592 54.860149 L 849.713193 54.526694 L 850.672688 52.911077 L 850.995918 52.587989 L 852.612245 51.927236 L 854.228571 50.546059 L 857.461224 48.819145 L 859.077551 48.785511 L 860.693878 48.872033 L 863.926531 47.23219 L 865.542857 46.676169 L 865.782205 46.448607 L 867.159184 45.501764 L 867.159184 45.501764 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 26.073131 L 814.52625 26.073131 L 814.52625 14.459381 L 807.84 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 23.577506)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 26.073131 L 934.56 26.073131 L 934.56 14.459381 L 926.221875 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 23.577506)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 158.734021 L 824.428125 158.734021 L 824.428125 147.120271 L 792 147.120271 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=61 --> <defs> <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/> </defs> <g style="fill:#ffffff;" transform="translate(792 156.238396)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-36"/> <use x="206.591797" xlink:href="#DejaVuSans-31"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p00a4789066)"> <image height="151.92" id="imagec88a4147ef" transform="scale(1 -1)translate(0 -151.92)" width="158.64" x="950" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAJ5CAYAAAD/18teAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3duPX+dVB/wnsedsjx3HTuI4h6ZK07QS0BMigHoBvawQElzCHZfwH/CXcMklN4gbipAaBAFaESCF1iRpm0SNE8fn08x4xjPjhPfifaXySnstd9b6zXScfD6Xe+nZ+9nHWf5Jz9ePjDH+dwAAQMOjv+wJAADw8NNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBA29Ff9gQAgJ87cuTI5PZHH41/B/rf//3fsPbII4+UxlX298knn+y5Vt1fNm7WKte3cm0f5CCPVeGXSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAEDbI2OMw7EOHeAhNOuYl1nHv1RV5xHVjh6NE+wq+8tkcz/IeJ2PP/64NK4SlTPrSKHq/ioRQPvxXEf73I8YosMS53MY+KUSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0CZSCP6PKB4mi0PZ3d0tHesgY0MqY6oxL1nETmV/FdX5HYZokOocKte9Oo+DjMOZ9XkdOXIkrGXvciUOJ5t7FjcUjcviejKzjhSqvkOH4f2qepjnfpD8UgkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBoi3NSHgIHGWtRnUflWNn+skiJKOaheqwseiOq3b9/PxxTvb7RuJWVlXDM5uZmaR4HGeUR1fYjriPaZyXWpDqPynuSzaPyLoxxsLFM2Rwr16laq9z/WX9fq9fpIKOyKsfKvpPZc1h5NqrxSpXvV/UaVva5HzFE1e8NPX6pBACgTVMJAECbphIAgDZNJQAAbZpKAADaSqu/q6uqZr3q7iCPtR/nXFFZ/Vdd4Z2JVo0uLi7uecwYs78nR4/Gj3Y2j2hctqq9suo2G1dddVt51vZjpXG00rQ69+h+VVfCHuS3Jnu/omdqP+7/Qa40r6w0zt7XrLazszO5Pbvu2ftfGbewsBCOyb4bs342svs/69SQbO6VVe1VB/ku84vxSyUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACg7ZExxkzX0D/M/4l7Na6hcs5ZHEoWyVCJ+ajOPavNzc1Nbj9+/Hg4JovyqERvbG9vl45ViY3I9pepRAplx6rsb4zZx9dUntHqeUX2I6IsOq8sQqUS5TPG7GO0KlE+1TisilnHIY1Rm2PlOmXzqEabZfPIvoeHXfX6VhyWmEJ+zi+VAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgLY47+BTrBINUXXYYw2qMR9RxMrW1lZpHpVIkWos00FGXlSOVY1yqcT8VKNcMpX3q3Ks/YihiWqzvhaZ6v2vxKtkY6rRZpFq/Mv8/HxY29nZmdy+vLwcjrl3715Yy0SRWNVvfOXaZxFFWWRXFokVHav6zB/2v3nsL79UAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANpKkUL7Eb1zUDEklTk8aB4V1biOWUfvVO3u7k5ur57X4uJiWKtEeWTzqEQRHWSkzEEeaz/2V4mvqexv1u9JpvptqHw3qu9Q5XpUY7kq35RsfnNzc2Eti8OpXN9s7tl3aH19fc/7u3///i8+sV9gn9X7X4k2O8hIof2INqsQX9Tnl0oAANo0lQAAtGkqAQBo01QCANCmqQQAoK20+ns/VoXtx4ryWR6ruvqzsupu1tcpWj09Rn31Z2R+fj6sRSvGxxhjYWEhrK2trU1uX1paCsdkqy6zc5716r/K9c3uV3b/s1Wys34OK+MOcmVlde6VFIqqWd+T7Fmr3JPq6vrKyvDs25C9D9H3ZmtrKxyTfWsq396DTGuofsur4yKzTmWZ9fs66zH84vxSCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGhLI4UOMuYncpD/qX1VFg0SzaMaQzTrOKTM0aPx4xHtM4vyyc4rq0XRQdl5ZbEh9+7dC2tZ9EYkuydZxNL29vaej5XFBmXXI6pV4kQe5KBieR6GaLNKZE81rmXW36FZR+Vk+6s+19n3JlI95+ibUn2esve/cl6V9z+rVc+r8sxX516xH888P+eXSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAEBbGilUiRqoxAlkDjLyohoncpDxRZXrUY2NycbN+pzX1tbC2urq6uT2ra2tcEw1eiWKUcoiPrJrkUUURXPMopwy2XlVnoFZx2tUvw2VOJzsumfXYtbvUPU5rOyv8m3IxlTPObr22f6yWiVeJ4vyyvZXibbJ4suq5xU9G9VYtiyyKRpXeU8edKy9zmE/iA3aX36pBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALSVsktmHRtUdZDRRvsxj8r+MlGUQzVqphJRUd3f3NxcWNvY2Jjcnl2n7e3tsFaJw6je493d3bAWyY5VvZdRrRJ5NMbs42sqtSx6KZt7Ni6Keanek4OMWMtE978arzLrKKLKe5IdKzuvLMonq0UxRVl8UfYdykTXdz/uV6TynlSPVf27Meu/r+KG+vxSCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0lVZ/HxazXv0969Wu2bjqKs7sWLNedVuxs7MT1hYXF8PayspKWNvc3Jzcnq0YraxAzfY565XLY8RzrK6szVZJRrXsecqONetnPpt7tAo1m1+2cjUz61XyledwP5IrKt+87JwzUYJC9TpV5pF9GyrpD2OMsby8PLk9e9bW1tbCWvVdrqisas5WeGf3pPKeH2SSy378nefn/FIJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaEtzN2a9XL9yrFnvr7rPWccaZJERs44bmnUMSXas+fn5cMzCwkKpFrl7925Yq0ZyVK5hNXplr3Po1CLVZyOLXqnEhmSxLFG0yerqajgmi5SJIqrGqMU8ZWZ9T7JnrRJRk70n1cib6Jxn/Z5kx6pGFFXG3bp1KxyTyY4V1fYjhqgSo5XNI/s2RO/yfsT1iAD65fBLJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKAtjRSK7EfMz6zNOk6gGlEUxSscZNxBFv9QPa8oAiaLk8hsbW2FtSiGIouNyeIw5ubm9nysaqRUVpt1zMusY6+qomNl57W0tLTn42T7y6Kttre3w1r0/GbHmvX9qt7Hg4yUqjzzlXfhQeMi+/E3Koowy45V/fZG39dZxyGNUYtRy+5XFg8262e08q7MOpaN/z+/VAIA0KapBACgTVMJAECbphIAgDZNJQAAbenq78OwUitzWFa7ZqJ5ZKukoxXIDxJdj2ylXjaPbAVttMIvW/mX7e/GjRthLVq5WL3H1ZW8kWzVZSa6X9X9zVr2fmXPaPRMZeeV1VZWVia33759Oxzz3HPPhbVs7pubm5PbK0kIDxLNI3sns+ezsgq5uuq6Mo/9SKGIVFdJZ4kS0bjseap+oyopGtncK9e3mjSRpSsclr/L7J/D8dcLAICHmqYSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGirZWEUzTo2ohpPcBjii7LIi6poHln8RxaHkp1zVMtiLTY2NkrHiuZfvf+VuJFq9Erlma+8C2PkESCVqKRZn1c25t69e2HtxRdfDGuR7B6fOnVqz+Oy2Jjsmc9itKJ7Uv02VCKAsuiaaixP5f5nz2d2DXd2dia3V79rlTi3/YgAq3zbqtFWs/6+ViKxqt88Dh+/VAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaHhljHOq1/NVYgyyiIIqA2I8ol0q8RqYyx2xMFtexsLAQ1qK4kSwapnrO0fXNIk/m5ubCWhYBE8VhVCKPxqjF/Mw6ems/ZHNcXFzc85goGmaMMR5//PHJ7UtLS+GY69evh7XsuX7mmWcmt1++fDkcc/v27bCWRdREz++s48uyfVajd7LnOqpl793y8nJYy+7z9vb25Pa7d++GY6rv0Kyj6CrXN/vmZc91du0rMT/Ztaj8PdyP71olRo0+v1QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2uI8iUQ18mTWUSkHeaxMFl1QjQCp7C86rygmZ4w8UiSLQ4kiKqr3JLuG0Ryrx4oib8aIr1W2vyyuI4vXiOKXqjEkB/l+ZZFNUexJJWpkjDFu3bo1uf3atWvhmOy53traCmurq6uT2zc2NsIxUazNg+YRPfPVmJ8sbiZ6NrJIsew9yeJroncou/8nTpwIaysrK2EtiqK6ePFiOCaLm8q+ldl7XpEdK3o2sjGzjsSrRqVlz2HkYYhR4xfjl0oAANo0lQAAtGkqAQBo01QCANCmqQQAoK20+rtq1itQZz2uulI7O1a0ujJbWZ2prMjLVpNmstWO0Qq/bFVwNvdsFWq0z2wFYrY69dy5c2Etui/RSu0x8tWO2TlHKzmz1cnV56bybGfXNxM9N9kcsme0spo0u07ZPYlWDWf3JLtO2TlnK3kjs048eOKJJ8Ix0Ur4B82jkqCwtLQU1k6dOhXWomctWhU+Rr6Sv7KqOXuesuuUPaOV9zV7Typ/D6spBNm9jM65eg0PsqfgF+OXSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAEDbzCOFHob/GD6aYzWuoyKLE6lep8ocs9igyrGy86pG70TRFlFMyhhjnDlzJqw9/fTTYS26Huvr6+GYLG4oE8Ue3b17NxyT1bKolOh+7cf7WonRqkYARarvchRFkz1r2dwrcUiVGKox8jivs2fPTm4/ffp06VizjkrKbG5uhrXKu7eyshLWsiiiSPVZq8TDVf8OVcZl86vMfYz4fajGBh2WnoKf80slAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoK0UKbQf0TuVcdU4gWhcNofqeWVxI5Hq9a3E/GTxD9vb23s+ViUaaIw8yiPa59LSUjhmdXU1rGUxSsvLy5Pbs0iZLNYkO+e1tbXJ7ceOHQvHZM9TFil07dq1ye3Zdc+etSwqJ3p+Zx2VVYkaqqpGL1XOOXsns3kcP348rEXRQdlznc09e66jWhQ1NUYeG1SNIotUzzn6jla+8WPUvuXZs1F9Hyp/DyuxQdmxRAN9evilEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANBWihTKPMzRAPsx91nHoVTiS7LIiyxuKIuUiMZl5zU3NxfWsoiKhYWFye1ZREm2v0pkSzSHB9WyWKYoviiLSsrii06ePBnWomfg+vXr4ZhqtFUU2ZTtL7sns34vK/PIYqiyZ74SG1OJtRljjCeffDKsPfbYY5Pbs29D5f0fI34vq9+G7NpX9pfJ3r3onK9cuRKOqT4bWSxP5VgH+Xf5IN9XDh+/VAIA0KapBACgTVMJAECbphIAgDZNJQAAbTNf/Z3JVrsdpGge1flVxlWPVVkJV11lWFn9ma1Orq7IjlZJHz0aP747OzthbWVlJaxF1zdbTZqtoM3OK5p/tr/snBcXF8PamTNnJrffuXMnHJPdy2z1b2XlaiXVoLqavDqPSGWFd3asLNUgu8enTp3ac21zczMcs7W1Fday+x9d++y5yJ7rbPV3dH2r70n23VhdXZ3cfvPmzXBMNvfK85tdw+oq6Vmvrq78basmTVgZfvj4pRIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQNvNIoYOMyqnOIzrWfsz9k08+mdyeRV5UY36iY2X7i8Y86FhRVEYWNZJF5Zw4cSKsRZFClRiiMfJrH9UWFhZK+8vGRZEtWaxJFm2UXcPoWt26dSscc+3atbCWzTE6VuU9yVQjqqoRUJGDjCLLImouXboU1p544onJ7dnzmd2v7D2PatXYmOyeRO9Ddo+zeWQRW9G1zyKgsm9vJR7oIGODRPlQ4ZdKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQNvMI4UOMhpo1vPIxlTjMCJZTEYlXmWMeI7V2KAsKifaZ3asrJbF4SwuLk5uz67hyZMnw9rq6mpYi65HFlGUxetEc89q2bO2trYW1h577LGwVolDWVpaCmvZvYziXKrvcmUO2bGyc45kUT7ZsSq1LGome54qEVBPPvlkOGZzczOsVaLNsviiLAKoElOWjcner+vXr4e1KG4o21812uogY+8qY7LzmnUPIL7o4eKXSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAEDbzCOFqqKohGqUT1arxDVU9pfJYkOqsRHRuGx/WfRG5VjZtciOlcXyRMfKomGyiKKVlZU9HyubexavkY2LInvm5uZKxzp+/HhY++CDDya3Z7E82T3JVN6vynOTXYssDimLlLpx48bk9llHio1Riw7LYnnu3bsX1qJ7mc09u4ZZHE4kO1Z2Xtk7FJ1z9v5n0UvZMxVdw+3t7XBM9Ts/6wigTOVbXnUYopLYX36pBACgTVMJAECbphIAgDZNJQAAbZpKAADaZr76u7qi7SBXcc16pXllXLYqMFuBWFkll60yrV73aNzRo/Ejlc3j7t27YW1jY2Ny+8mTJ8Mxp0+fDmvZKunovmQrsrPVn9mK3GgVera/U6dOhbXsmVpbW5vcnt2TbH+V53fW34ZsVXBWqzyj+5EMEdWy9z97NrJ36Gc/+9nk9sXFxXBM9qxlyQvR/KsJCplo/tk93t3dDWvZ+xo989lK+Oz+Z3PM3q/Ksaqrq2d9rGjcQc6d/eWXSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAEDbzCOFDjIa6GH4z+SjOR5k9NKsY4PGqMUyVeNrrl+/Prk9iuQZI4/5WF5eDmtR3MjCwkI4JotKyY4VxRStr6+HY7Jr+NFHH4W127dvT26/efNmOCa7hpnK85Zdw0rMTxRDNcYYOzs7Mz1WJf5ljPycI1nkTSZ6pqJ3a4w8siuLIspqkexaZM9hNMe33norHLO1tRXWsvehInsXqu9XJItlyr4bkVnH6GW1wxI3SJ9fKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtM48UepjtR4TCYZhHtr8shiKLSonmkY3J5rG5uRnWojneuHEjHPPee++FtSzyZHV1dU9zGCOPG6rEa2TzW1tbC2tZHEp0rbLrXn0OK2Mq16nyfD6oFu0zi7zJno1Zx7xkcUjZsaIoomqkUFaLrlXluo+RPxs//elPJ7dnkVJRvNYYY8zPz4e1aJ/V72t2/6Nx1ed61u9yZtbxQLP+eyiiaH/5pRIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQJlLo/zjIqIEsJiGL18hksSeR7JxnHYcy61iLapTTnTt3wtpzzz03uT27tlkEUHYvd3d3J7dvbW2FY7LYoEuXLoW17e3tye2zvsdjxPeyev+jWnXuc3NzYS3a5/Lycjgmu1/ZPKLrkY3JnsPsGq6vr09ur8QQjTHG3bt3w9rTTz89uT2L3squYfZ+RfPI5pfVondyjPhdzq5hVeUdqjxrY8x+/rOO2MvmN+v4Ivr8UgkAQJumEgCANk0lAABtmkoAANo0lQAAtFn9fQjNevVcdYV3VovmmK12rq7Uu3///uT227dvh2OuX78e1lZXV8Pae++9N7n96NH4Vfnc5z4X1rKVxtE5Z3M/f/58WLt48eKej7UfK42jFbTVVZyVVIOq06dPT27P5petks5E+8yOlT1P2TyilddZEkK2EvpHP/pRWHvnnXcmtx87diwcc/LkybC2tLQU1p5//vnJ7T/96U/DMdkq9Mr7UF1lXFl1nR2r+nejkq5wkKuuZ51Cwf7ySyUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACg7ZExhnX3/58skqFai2INZh0bVD1WNRpi1jEvWWxENP8s5ufJJ58Ma7/2a78W1qJYlvn5+XDM4uJiWLt7925Ye/vtt8NaZH19Paxtb2+Hteh+ZbExWTxUdr+i5yZ7ZrL9Rfc5i9fZ3NwMa9mzcfbs2cntW1tb4ZgLFy6EtZ2dnbAWqbwLY+T3MorRyu5JFr2VxRdF88/O6+WXXw5rGxsbYS2KFcu+Ddn+bty4EdaiiJ3sHle/vdGxsmuYRQBV3tfq3DPRPsX/fHr4pRIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQJlLol2Q/IoWieJAsGiaLochiHqKIiizKI5PNMbpW2TXM4lCeeOKJsBbFA2UxNGtra2Ht4sWLYS2KgMkiShYWFsJadj2iKKL79++HY7Ja9txEKhEqY4yxsrIyuT17ZrK5/+mf/mlYi+b42muvhWOiWJsxxrhy5UpYi2KKsviqSpTPGPG3IYtlyt7l48ePh7Von1m8VnasW7duhbXomc9ivrJYrkwlKilTidGpfq+rtVkTKfTp55dKAADaNJUAALRpKgEAaNNUAgDQpqkEAKCttlT3U2o/VmRXjpXVspWG0bjKSt0x6qt1Z62yMvDOnTthLVtBG61CffPNN8MxZ8+eDWuPP/54WNvY2Jjcnq2S3dzcDGvZitft7e3J7dnzlK3IjVYTjxHfr2gOY+SrkKP9Ze9JdG3HGOO5557bcy17BrOkgb/9278Naz/4wQ8mt2fvVnas7HpkK6gj2bORrXiPnsPsvctSDTLROWfJALNeaZxdp+xeVv7eVP9uZNfjIFnl/ennl0oAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm0ih/6Mad1CJV8niH7IYiiy+IoqNqMb/VCIvsmuY1bJjReOy88qOdf/+/bC2s7Oz52NdvXo1rF26dCmsnTp1anJ7ZX5jjLG7uxvWosieLOaler+WlpYmt2eRQtmxbt68Obk9uyfHjh0La9H8xhjjN3/zNye3P/300+GY73znO2Etu77RPXnppZfCMefOnQtrWaTU66+/Prk9i6jKYrmyiJoobih7ZrJnt/JNyd6hzPz8fFiL5pg9h1ktu4bRtaqe16zj8irfaz4b/FIJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaBMp9H9UYxcqEQrZmCxqorLPLIYok0UlRdEWs44NGiOO5aiMeVAt2ufRo/GrksV8ZHOMIluyGJrHHnssrGWRPWfOnJncvr6+Ho7JahsbG2Eten7Pnj0bjslEc3/88cfDMd/61rfC2ve+972w9lu/9VuT25999tlwTHadVlZWwtozzzwzuT0632zMGGP8yZ/8SVj7x3/8x8ntly9f3vOYMcZ48803w9rJkycnt9+6dSsck12n7B3a2tqa3J69k1lsUCWypxoBV/l+Vf9GiQDioPilEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANB2oJFCn9ZYg+y8KnE+1aicWUcbzVr1WNG4bH9ZBFAW2RTdr+w+Zvdkd3c3rC0vL09uf+KJJ8Ixa2trYW1xcTGsffvb357cnp3X97///bB248aNsHbt2rXJ7ceOHQvHZJE9v/EbvzG5PTqnMcaYm5sLa3/1V38V1m7fvj25PYrJGWOMr3/962Htxz/+cViL4muy5zOL+cru1wsvvDC5/Y/+6I/CMdF1H2OMv//7vw9rUVRW9r6+/fbbYe369ethLXp+s/duZ2cnrFVUv2tZtFHlm5c5yO98NfYo8jD3Bp9FfqkEAKBNUwkAQJumEgCANk0lAABtmkoAANoOdPX3YVmBNut5ZPuLarNeIZepHitbhVrZZ7ZKOjtWdA2zFd7Z/LJVl9nq2sqxvvCFL4S1aPXvM888E47JrtNLL70U1v7sz/5scvsPf/jDcEy2gvbdd98Na9H1yPa3tLQU1r70pS9Nbn/llVfCMW+99VZY+/Vf//Ww9tRTT01uz1bWX716Naxtbm6GtWilebZy/aOPPgpr0arrMcb42te+Nrn9d37nd8IxJ06cCGtPP/10WIvmn13DDz/8MKy9//77YS16H7Jj3bt3L6wtLCyEtcqq8ewblX1roncl+1tT/c5H4yp/18AvlQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIC2A40UOkgHGRuUqcQ1ZNEQs45Kyvb3ySef7Hl/WWxQdqwsRiWaRxbJkR0rGxfVTp06FY554oknwtqf//mfh7Vbt25Nbs+iS7785S+Hta2trbB2/vz5ye3/8R//EY75yU9+EtauXLkS1qI4lOw6Zcd6++23J7dfv359z3MYI4+NiZ7D73//++GYH//4x2Ht0qVLe57H+vp6OObmzZthLXuHoviqf/iHfwjHZPcki2yK4nyyOKQslmltbS2sRZFC2T3OYn6i6zRG/E3JvnnVY1W+5dW/KdH39SBj+fj08EslAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoO1TGylUUY1JqEY5zHoekSwaqBoBVBmTRZ5k84jmn51Xdg2zWhTz8cUvfjEc84d/+Idh7Zvf/GZYO3HixOT2O3fu7HnMg3zve9+b3J5F1Ny+fTusZZE9UYxKFg2TRe/83d/93Z6OM8YY8/PzYS2LAIpib1577bVwzN27d0vziJ7fY8eOhWOy+58dK7pWN27cCMd861vfCmvZ+/Dqq69Obs8ihc6dOxfWlpeXw1ok+zZcuHAhrGXPaBSJlUWA3bt3L6xl37woKqlq1hFFEPFLJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNpNA+q8QyZLE8WVRGNC4bU51HdF6V+Y2Rx2ssLCxMbs8iio4cORLWspiPKCrn/fffD8dkcThvvfVWWHvllVcmt2exMVmUz89+9rOw9sYbb0xuzyJUFhcXw9rVq1fDWvRsbG9vh2OyZyOKeXr99dfDMdmzsbq6Gtbefffdye3Z85Tdk+y5fvrppye3Z/c/i9fJ7lcUD5Xdxz/+4z8Oa1/72tfCWvR+ZbFBp0+fDmvZc3Pr1q3J7W+//XY45uLFi2Eti3OKatevXw/HZM9NJRKt8k2Gg+SXSgAA2jSSwwVUAAATJklEQVSVAAC0aSoBAGjTVAIA0KapBACgzervh0y2wi9bGTjr/UW1bH87OzthLVvVGh0rW8Wbrbr9+OOPw1q0gvbGjRvhmH/7t38La1/60pfCWsXNmzfD2t/8zd+Etb/+67+e3P7SSy+FYz7/+c+HtWzFe3S/sucpu5dHj05/prJVwV/5ylfCWrbSOJrHyy+/HI6JVoyPMcaFCxfC2nPPPTe5PVsxnD278/PzYS1aDf+FL3whHPOTn/wkrGWrpH/3d393cvvly5fDMdEq7jHyZ35ra2ty+5UrV0r7e/7558NatFo7W/2f3a9sXHSs7Ltm9TeHgV8qAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG0ihQ6hasxPFENRle2vEl+UxWtkcUOViJqFhYWwFkXUjDHGxsbG5PYseieKNRkjj975r//6r8ntJ06cCMe8/vrrYS2L2HnllVf2PObkyZNh7fd///fDWnQ9Njc3S8eK4muOHz8ejsmicrL369SpU5Pbs2fm3LlzYS2KqMpkEUVRNNAY+Tv01FNPTW6PzneM/P2/c+dOWFtbW5vcfu/evXDM+vp6WMvivN57773J7W+88UY4JruG2X2Orm/2HcrOufINrX6TxQ1xUPxSCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGgTKXQIVaIm9sOsYyiOHDkS1rK4oWgeWRzO448/Htay+JL79+9Pbs/icLJjffDBB2Ht/Pnzk9tv3rwZjsmiUr761a+GtS9/+cuT27O4lvn5+bD25JNPhrUolimLQ8muYRTzkkU5Pfpo/O/lz3/+82EtioDJnpksyid7rq9evTq5/fTp0+GYLEbpv//7v8Na9EydOXMmHJPFcmXnHMUUZdfi8uXLYS17h1599dXJ7VnkURajlJ1X9Azs7u6GY7LnED6NPPEAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCAtkfGGLPNjeHQOciIoixCI5tHFjcTRcpk0StZHE4WlXLhwoXJ7Vm8UhbzkkW2/MEf/MHk9t/+7d8Ox2RxOFksTxQ3s7S0FI7JYpQqETvLy8vhmCjKZ4w4OujZZ58Nxzz33HNh7T//8z/DWnQ9Tp48GY7JImWyGK2LFy9Obs+isk6cOBHWsmsYyd6FKBrqQaLrkcX8vP3222HtrbfeCms/+tGPJrdnz1pWy+a4trY2uT2LIcpkz0b0vcm+Q7OOgMtk3/KDnAeHj18qAQBo01QCANCmqQQAoE1TCQBAm6YSAIC26WW1PJQOcpV3JFvFna0Mz0SrCW/evBmOyVa1Zqukz507N7n98uXL4Zjr16+HtWyF8rvvvju5/Stf+Uo4Jpt7ds7ReV29ejUcE626f1Atmkc298zHH388uf3GjRvhmGx1erTqeox47tmq6+yZr6wMjs53jHxFdmXVeLZyfXV1NaxlLl26NLk9e1+jdIIxxvif//mfsLa4uDi5PXsXshXe2Qr66D5n37Xs2chqh30F9WGfH788fqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtIkU+gzI4h+yGKJZx0ZkUSnZPLJxFXfv3g1rZ86cmdy+srISjsliYy5cuBDWopiiLNYki3l56aWXwloUvRJtHyO/J9n1iOafRS9V4ouWl5fDMbdu3Qpr3/jGN8JaFEWT7W9rayusZbExx48fn9w+NzdX2l92T6J3Obv/WUTR/Px8WIuux1/8xV+EY7Jn4+TJk2Etmv+VK1fCMdncK7Fn+/F9jcaJ8uGw80slAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE2k0KdIJW7iYYioiOaYRQ3t7u6GtSg2JrO0tBTW1tfXS7X79+9Pbv/ud78bjnn88cfD2u/93u+FtSiWJYtXyeKLbt68GdY2NjYmt6+trYVjjh07Ftai+5Xdx/fffz+sXbx4May9+OKLk9uzuJ4jR46UalH0UhYplUUAZdc3GleN+cpiud54443J7dmzduLEibCWRUdF16oay5TVorih7BpWv68Pw3cZpvilEgCANk0lAABtmkoAANo0lQAAtGkqAQBos/qbkmhl6H6sdoxWXWZjqqs/o9Wk2SrebGV4tiI32me2v3fffTesXbt2LaydOnVqcnt2DaPV6WOMcfz48bAWrfLN5pddp+j+b29vh2Oy1ckfffRRWIvm/rnPfS4cs7OzE9ayFIKsFslWf585cyasRc9adh8vX74c1v7pn/4prEUr76vvUPa+Rt+hbKV59DyNMcadO3fCWvQ+ZKvkreLms8YvlQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2kUKUHIaojCyiJIubycatr69Pbs+iXI4dOxbWsjiUqJZF+Wxuboa18+fPh7XHHntsT9vHGOPZZ58Na8vLy2Htww8/nNz+3HPPhWOuXr0a1qLrlN3jZ555JqxlMTpRFNXRo/GnMrtfW1tbYS2Kr1lZWQnHZPFFWYxOdD2yeKV//ud/DmuvvvpqWHvvvfcmt2fvXfY9qXxrstigjz/+uHSs6DnMIoXgs8YvlQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2kUIcelHMRxb/kcW83Lt3b8/HyiJKsiiXLLLn7t27e97fjRs3wtq//Mu/hLUofufs2bPhmCzm51d+5VfC2tLS0uT2LJYpi3mJalEkzxhjvPDCC2Etm0cUAZTF/Fy+fDmsZdFLq6urk9t3d3fDMWtra2HtxRdf3PM8Ll68GI558803w9o777wT1qL7lT3XUZTTGHmMUlTLruHGxkZYy74booPgwfxSCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGh7ZIwR57LAAcniOioxP1nt6NE4SevIkSOT27P5ZXEo2bhoHtn+MllUUhTncuLEiXDM17/+9bD28ssvh7UvfvGLk9vPnTsXjvnkk0/CWhTnk8UQnTp1Kqx98MEHYa3yrEXRUGPkz1oUD3X+/PlwTBRDNEZ83ceIn42//Mu/DMe88cYbYS2Lc4qe3yyWKYsAyiKFovPK3rvsucliyirRZvBZ45dKAADaNJUAALRpKgEAaNNUAgDQpqkEAKDN6m8OhWy1ZmVMtlo3E43L9pet/szmGK28zlZCV1bJjxGvyN3a2grHZCvDn3rqqbD21a9+dXL7iy++GI7Z3NwMa9/85jcnt2dz/9Vf/dWw9p3vfCesra2tTW7/xje+EY6JVnGPkd/LH/7wh5PbX3vttXDMCy+8ENYWFxfD2rvvvju5/d///d/DMdmq62xVe5Q0kO1ve3s7rGWrtbPrG6m+r9GxrP6Gn/NLJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKAtzoWAQy6L8shiSGYdX1SN+bl3797k9mzu9+/fD2uPPfZYWDty5Mjk9t3d3XDMhx9+GNYuXLgQ1q5evTq5/Qc/+EE4JhPFDWXnG81hjDyyJ7pfUazRGGPcvXs3rJ0/fz6s/eu//uvk9ij+Z4wx3nnnnbCW3cvoWcuinLKIoiiiaoz4Gc2e3ew9mXVs0H7UgP+XXyoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbY+MMeQkMKkalXNQ88jmUI0AimqVGKIxxlhYWAhrUXRQFP8zxuzPOYt5yWpZ7FE0/2zuWXzN888/P7n97Nmz4ZijR+O0tCtXroS1KKbo29/+djjm+vXrYe273/1uWIvihnZ2dsIx2bORRe88+uj07wfVKJ+lpaWwFj0b0RyyMWPkUUnR/LNjZeclNgh6/FIJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaBMpxKfSrCOFqlE+WbRNVMvGzM3NhbVKBFAW5ZJFr2SieWTzy0TX9/Tp0+GYlZWVsJad1/Ly8uT2Z599Nhxz7dq1sHbp0qWwFkURVWN+slim6D5n92R+fn6mx8qigbJ5VJ7DahyaSCHo8UslAABtmkoAANo0lQAAtGkqAQBo01QCANAWLzOFh9isV3hWV5Nnq1offXT633TZ6u9s1W22SvbevXt7msOD9re1tRXWotW/2WribB5HjhyZ3L6+vh6Oya57dv9v3rw5uf3u3bvhmLW1tdI8ovPKVuRn1zAT3cvs2c3uSSZ6fnd2dsIx2Tlnc4xUkwuAHr9UAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANpECsEvIIuhyeJLsjiUKEalEnk0xhhLS0thLdrn9vZ2OCaLlFleXg5r0T6zY2WiGJ3sum9sbIS1bFx0TyrXdow8UiiK3qnG4WSxPNEcK3E92f7GiKOS5ubmwjHZ3LPrUX1XgP3hl0oAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm0ghaMpiTSpxM3fu3CntL4pyGSOOc8niWrI4nCyKJtpnFlGUHSuLm9nrHMaIo3wy165d2/OYMcZYWFgIazs7O5Pbs2uR3ePsnKNrn0VDZcfKrmF0vyr3cQyxQfAw8UslAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoO2RMYa8BnhIZDEvWTzM8ePHJ7dnMS+bm5uleSwtLU1uz6Jytre3w9ru7u6ex2Tzq8Q8RZFMY+RRPtn1jWKZ9iNCZ2VlZXL74uJiOCaLjcrOa319fXJ7dv+rsjlGRBTB/vFLJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQZvU3fAZEq3yPHj0ajslWNUcrvMcYY35+fnJ7dfVvtPo72j5GvjI8m0e0mriyyvhB46Lrm43Jrns2bmFhYc9jsmt47969sFa5z9mK7GyOVnLD4eKXSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbSCH4lJh19MqRI0fCWhZtMzc3t+f9ZfOrRNRkx3r00fjf0js7O3vaPkYevZTVovuVxTwdP348rC0vL4e1jY2Nye3ZeW1tbYW17J5E1/fjjz8OxwCfDn6pBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALTF2RXAQyWL5Ynia7IYoiwOJ4qoySwsLIS13d3dsBZFFGXn+9RTT4W1+fn5sHb16tU9HyvbXxa9s729vef9ZVFJ9+7dC2tra2uT2yvRQA8iOgg+u/xSCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0PTLGiJc1Ap8K2SrvyphsZXC2Urri6NHpkIpoVfgY+cr1zc3NsBbtMztWdr6rq6t7nsfW1lY4JptHNi5aUZ7d42xFfnZ9gc8uv1QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2kQKAQDQ5pdKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoO3/AUL6Posr+pqEAAAAAElFTkSuQmCC" y="-6.68"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p00a4789066)" d="M 1030.408163 62.438128 L 1032.02449 62.317265 L 1033.685126 62.604782 L 1034.523085 64.220399 L 1034.780382 65.836017 L 1035.257143 66.162603 L 1036.873469 67.638451 L 1038.489796 68.128043 L 1041.722449 68.030816 L 1043.338776 69.444261 L 1044.955102 71.160306 L 1046.610919 72.298486 L 1047.55506 73.914104 L 1048.187755 74.546521 L 1049.804082 74.979591 L 1050.355025 75.529721 L 1051.088355 77.145339 L 1051.420408 77.508707 L 1053.381468 80.376574 L 1054.120839 81.992191 L 1056.351228 85.223426 L 1056.144976 86.839044 L 1054.653061 88.690836 L 1053.036735 89.710386 L 1052.06337 90.070279 L 1051.420408 90.536439 L 1050.906011 91.685896 L 1050.986283 93.301514 L 1050.049032 94.917131 L 1048.187755 94.854277 L 1046.571429 94.599033 L 1044.955102 94.748075 L 1044.78627 94.917131 L 1043.338776 95.826531 L 1041.722449 97.312838 L 1038.489796 97.110401 L 1037.91189 96.532748 L 1037.540646 94.917131 L 1036.873469 94.206073 L 1035.186122 94.917131 L 1034.606381 96.532748 L 1034.177641 98.148366 L 1033.640816 99.017709 L 1032.02449 98.625321 L 1028.791837 98.5307 L 1025.559184 98.431068 L 1024.948691 98.148366 L 1023.942857 97.832547 L 1022.326531 97.095147 L 1020.710204 96.862064 L 1020.380744 96.532748 L 1018.492334 94.917131 L 1017.477551 93.019854 L 1016.806487 93.301514 L 1015.861224 93.822008 L 1015.268411 94.917131 L 1014.244898 95.657475 L 1009.395918 95.416629 L 1008.896201 94.917131 L 1007.779592 94.045896 L 1006.163265 93.98581 L 1004.546939 92.69418 L 1002.930612 92.677048 L 1001.314286 92.381837 L 1000.482773 91.685896 L 999.697959 91.208806 L 998.889796 90.070279 L 999.406392 88.454661 L 999.697959 88.103044 L 1000.385477 86.839044 L 1000.62163 85.223426 L 1000.569347 83.607809 L 1001.314286 82.461932 L 1001.822656 81.992191 L 1002.51827 80.376574 L 1003.655238 78.760956 L 1004.546939 77.024382 L 1006.592593 73.914104 L 1008.888599 72.298486 L 1009.395918 71.541806 L 1011.012245 71.228133 L 1011.590536 70.682869 L 1012.628571 69.911172 L 1014.050939 69.067252 L 1014.244898 68.789574 L 1015.861224 68.12319 L 1016.649915 67.451634 L 1017.477551 66.40253 L 1019.093878 66.346527 L 1020.710204 65.690063 L 1022.326531 65.602788 L 1023.942857 64.732341 L 1025.559184 64.616838 L 1027.17551 64.771059 L 1027.908653 64.220399 L 1028.791837 63.222364 L 1030.408163 62.438128 L 1030.408163 62.438128 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 26.073131 L 972.92625 26.073131 L 972.92625 14.459381 L 966.24 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 23.577506)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 26.073131 L 1092.96 26.073131 L 1092.96 14.459381 L 1084.621875 14.459381 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 23.577506)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 158.734021 L 982.828125 158.734021 L 982.828125 147.120271 L 950.4 147.120271 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=85 --> <defs> <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/> </defs> <g style="fill:#ffffff;" transform="translate(950.4 156.238396)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-38"/> <use x="206.591797" xlink:href="#DejaVuSans-35"/> </g> </g> </g> </g> <defs> <clipPath id="p9db8c8138d"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p8587c4d91d"> <rect height="151.868042" width="158.4" x="0" y="6.865979"/> </clipPath> <clipPath id="p608ac3c5a5"> <rect height="151.868042" width="158.4" x="158.4" y="6.865979"/> </clipPath> <clipPath id="p6d5502c70b"> <rect height="151.868042" width="158.4" x="316.8" y="6.865979"/> </clipPath> <clipPath id="p8297e3aa18"> <rect height="151.868042" width="158.4" x="475.2" y="6.865979"/> </clipPath> <clipPath id="pa774442760"> <rect height="151.868042" width="158.4" x="633.6" y="6.865979"/> </clipPath> <clipPath id="pa1628094cb"> <rect height="151.868042" width="158.4" x="792" y="6.865979"/> </clipPath> <clipPath id="p00a4789066"> <rect height="151.868042" width="158.4" x="950.4" y="6.865979"/> </clipPath> </defs></g>
  6. </g>
  7. </svg>