sub-17_ses-02_task-highspeed_rec-prenorm_run-01_rois.svg 812 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-79f7c64f-8c73-400c-94b6-a527350d5b95"> <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(#p04175dd2dd)"> <image height="165.6" id="image4f4a22c798" 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(#p6e21282f7a)"> <image height="165.6" id="imagef3374c4780" transform="scale(1 -1)translate(0 -165.6)" width="143.28" x="8" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_1"> <path clip-path="url(#p6e21282f7a)" d="M 102.824186 107.935714 L 103.562442 108.675 L 102.824186 109.414286 L 102.08593 108.675 L 102.824186 107.935714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 99.871163 116.807143 L 100.609419 117.546429 L 99.871163 118.285714 L 99.132907 117.546429 L 99.871163 116.807143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 67.387907 121.242857 L 68.126163 121.982143 L 67.387907 122.721429 L 66.649651 121.982143 L 67.387907 121.242857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 70.34093 121.242857 L 71.079186 121.982143 L 70.34093 122.721429 L 69.602674 121.982143 L 70.34093 121.242857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 85.106047 122.721429 L 85.844302 123.460714 L 85.106047 124.2 L 84.367791 123.460714 L 85.106047 122.721429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 86.582558 124.2 L 88.05907 124.2 L 88.797326 124.939286 L 88.05907 125.678571 L 86.582558 125.678571 L 85.844302 124.939286 L 86.582558 124.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 67.387907 125.678571 L 68.126163 126.417857 L 67.387907 127.157143 L 66.649651 126.417857 L 67.387907 125.678571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_2"> <path clip-path="url(#p6e21282f7a)" d="M 67.387907 99.064286 L 68.126163 99.803571 L 67.387907 100.542857 L 66.649651 99.803571 L 67.387907 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 91.012093 99.064286 L 91.750349 99.803571 L 91.012093 100.542857 L 90.273837 99.803571 L 91.012093 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 93.965116 102.021429 L 94.703372 102.760714 L 93.965116 103.5 L 93.22686 102.760714 L 93.965116 102.021429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 57.052326 103.5 L 58.528837 103.5 L 59.267093 104.239286 L 58.528837 104.978571 L 57.052326 104.978571 L 56.31407 104.239286 L 57.052326 103.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 95.441628 103.5 L 96.179884 104.239286 L 95.441628 104.978571 L 94.703372 104.239286 L 95.441628 103.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 98.394651 103.5 L 99.132907 104.239286 L 98.394651 104.978571 L 97.656395 104.239286 L 98.394651 103.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 77.723488 106.457143 L 79.2 106.457143 L 79.938256 107.196429 L 79.2 107.935714 L 77.723488 107.935714 L 76.985233 107.196429 L 77.723488 106.457143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 93.965116 106.457143 L 94.703372 107.196429 L 93.965116 107.935714 L 93.22686 107.196429 L 93.965116 106.457143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 93.965116 109.414286 L 94.703372 110.153571 L 94.703372 111.632143 L 93.965116 112.371429 L 93.22686 111.632143 L 93.22686 110.153571 L 93.965116 109.414286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 71.817442 110.892857 L 73.293953 110.892857 L 74.032209 111.632143 L 74.032209 113.110714 L 73.293953 113.85 L 71.817442 113.85 L 71.079186 113.110714 L 71.079186 111.632143 L 71.817442 110.892857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 83.629535 112.371429 L 85.106047 112.371429 L 85.844302 113.110714 L 85.844302 114.589286 L 85.106047 115.328571 L 84.367791 116.067857 L 83.629535 116.807143 L 82.891279 116.067857 L 82.891279 114.589286 L 82.891279 113.110714 L 83.629535 112.371429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 95.441628 116.807143 L 96.179884 117.546429 L 96.179884 119.025 L 95.441628 119.764286 L 93.965116 119.764286 L 93.22686 119.025 L 93.965116 118.285714 L 94.703372 117.546429 L 95.441628 116.807143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 76.246977 118.285714 L 77.723488 118.285714 L 78.461744 119.025 L 78.461744 120.503571 L 78.461744 121.982143 L 78.461744 123.460714 L 77.723488 124.2 L 76.985233 123.460714 L 76.985233 121.982143 L 76.985233 120.503571 L 76.246977 119.764286 L 75.508721 119.025 L 76.246977 118.285714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 79.2 124.2 L 79.938256 124.939286 L 79.2 125.678571 L 78.461744 124.939286 L 79.2 124.2 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_3"> <path clip-path="url(#p6e21282f7a)" d="M 71.817442 31.05848 L 74.770465 31.048468 L 82.153023 30.972848 L 83.629535 30.830765 L 84.897366 31.789286 L 85.106047 32.10791 L 86.498806 33.267857 L 86.441582 34.746429 L 86.582558 34.925312 L 88.05907 34.207889 L 90.348653 33.267857 L 91.012093 32.860766 L 92.488605 32.830334 L 93.089118 33.267857 L 96.91814 35.285159 L 99.871163 35.091827 L 101.109029 36.225 L 101.347674 36.751215 L 102.824186 37.140887 L 103.589172 37.703571 L 102.824186 38.687617 L 101.347674 38.446254 L 96.91814 38.304675 L 95.441628 38.16078 L 94.195318 39.182143 L 95.441628 39.787535 L 96.91814 39.638372 L 101.347674 39.573823 L 107.253721 39.348972 L 108.730233 40.933311 L 110.206744 43.02236 L 110.777642 43.617857 L 110.098942 45.096429 L 110.206744 45.228472 L 111.683256 47.631544 L 112.095895 48.053571 L 112.617382 49.532143 L 112.95422 51.010714 L 112.418603 52.489286 L 112.292502 53.967857 L 111.683256 54.840333 L 111.401806 55.446429 L 111.194105 56.925 L 110.780479 58.403571 L 111.821608 59.882143 L 113.212005 61.360714 L 114.994622 62.839286 L 115.608124 64.317857 L 115.755823 65.796429 L 117.163056 67.275 L 118.070498 68.753571 L 118.486682 70.232143 L 119.065814 70.812083 L 120.542326 72.138436 L 122.018837 72.450184 L 123.495349 73.778197 L 125.851735 76.146429 L 125.958562 77.625 L 125.870853 80.582143 L 126.448372 81.604627 L 126.83838 82.060714 L 126.789762 83.539286 L 127.053263 85.017857 L 128.125118 86.496429 L 128.565927 87.975 L 127.924884 88.782587 L 126.733831 89.453571 L 127.405937 90.932143 L 127.286753 92.410714 L 127.325539 98.325 L 128.853111 99.803571 L 128.82656 105.717857 L 127.284434 107.196429 L 126.448372 107.979408 L 125.875039 108.675 L 125.861813 110.153571 L 125.626925 111.632143 L 124.909768 113.110714 L 124.418556 114.589286 L 123.835141 117.546429 L 122.695518 119.025 L 120.542326 120.827274 L 119.32724 121.982143 L 118.515413 123.460714 L 116.670194 124.939286 L 116.112791 125.497467 L 115.374535 126.417857 L 115.423914 127.896429 L 113.919315 129.375 L 113.973603 130.853571 L 112.882223 132.332143 L 112.488287 133.810714 L 111.006447 135.289286 L 110.206744 136.953408 L 108.730233 137.81144 L 108.29585 138.246429 L 107.896973 139.725 L 107.253721 140.500939 L 105.777209 140.946982 L 105.384927 141.203571 L 104.300698 141.602508 L 102.731431 142.682143 L 101.0694 144.160714 L 99.061204 145.639286 L 98.394651 146.215692 L 96.91814 147.14552 L 95.441628 147.206712 L 93.965116 148.436971 L 92.488605 148.378793 L 91.012093 148.834842 L 88.05907 148.715492 L 86.582558 149.50688 L 83.629535 149.419876 L 80.676512 149.396162 L 79.2 149.149478 L 78.622984 148.596429 L 77.723488 148.089642 L 74.770465 148.117884 L 73.293953 148.716835 L 71.325789 148.596429 L 70.34093 148.472622 L 68.076572 148.596429 L 67.278362 148.596429 L 65.911395 147.969468 L 64.434884 146.92625 L 61.48186 146.792034 L 60.005349 145.475228 L 58.528837 145.426381 L 57.052326 144.478714 L 55.575814 143.898 L 54.818125 142.682143 L 51.146279 139.096229 L 49.496023 138.246429 L 48.193256 137.372208 L 45.978488 135.289286 L 45.722656 133.810714 L 44.955582 132.332143 L 43.763721 131.471594 L 42.287209 130.094549 L 40.810698 128.702603 L 39.608438 127.896429 L 39.334186 127.508158 L 38.768718 126.417857 L 38.630265 124.939286 L 38.710328 123.460714 L 37.634969 121.982143 L 36.289775 120.503571 L 34.525424 119.025 L 33.986692 117.546429 L 32.768031 116.067857 L 32.806746 111.632143 L 32.526354 110.153571 L 31.951628 109.646476 L 31.218476 108.675 L 31.290676 107.196429 L 29.801244 105.717857 L 29.601814 104.239286 L 28.496311 101.282143 L 29.700739 99.803571 L 29.88299 96.846429 L 29.781954 95.367857 L 30.475116 94.558557 L 31.2468 93.889286 L 31.444396 92.410714 L 31.375338 90.932143 L 31.436215 86.496429 L 31.259557 85.017857 L 31.951628 83.904067 L 32.31242 83.539286 L 32.967474 82.060714 L 32.829903 79.103571 L 33.190819 77.625 L 33.428139 77.387349 L 34.46234 76.146429 L 34.374536 74.667857 L 34.418536 73.189286 L 36.381163 71.36945 L 38.139525 70.232143 L 38.629958 68.753571 L 40.329925 67.275 L 40.364411 65.796429 L 41.345527 64.317857 L 41.895809 62.839286 L 41.697432 61.360714 L 43.763721 59.059182 L 45.240233 57.595157 L 46.716744 57.442487 L 47.415749 56.925 L 46.716744 55.026622 L 46.283511 53.967857 L 46.316666 52.489286 L 46.127912 51.010714 L 46.808252 48.053571 L 48.193256 46.233058 L 48.544997 45.096429 L 48.09783 43.617857 L 48.193256 43.454875 L 49.669767 42.895844 L 50.641761 42.139286 L 49.669767 40.981705 L 49.166979 40.660714 L 49.669767 40.388455 L 51.146279 40.592041 L 52.622791 38.828944 L 53.464586 39.182143 L 54.099302 40.037002 L 55.575814 40.259264 L 56.078712 40.660714 L 55.575814 41.225129 L 54.094466 42.139286 L 54.099302 42.145051 L 55.575814 42.805393 L 58.528837 42.691554 L 59.612564 43.617857 L 60.005349 44.286035 L 61.48186 44.841829 L 62.958372 43.30817 L 64.434884 42.505885 L 65.911395 42.555394 L 67.387907 42.412576 L 70.34093 42.395016 L 71.817442 42.277112 L 73.293953 42.470021 L 73.652794 42.139286 L 73.293953 41.713328 L 71.817442 41.951081 L 68.864419 41.726457 L 67.387907 41.764869 L 66.261871 40.660714 L 67.387907 40.116845 L 68.531477 39.182143 L 69.475421 37.703571 L 69.225569 36.225 L 70.34093 34.117168 L 70.956122 33.267857 L 70.646792 31.789286 L 71.817442 31.05848 L 71.817442 31.05848 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 76.246977 37.179291 L 75.607385 37.703571 L 76.246977 38.013747 L 77.723488 37.821189 L 79.2 37.828246 L 80.676512 37.77462 L 82.153023 37.729305 L 83.432693 37.703571 L 82.153023 37.664145 L 80.676512 37.592316 L 79.2 37.503078 L 77.723488 37.509606 L 76.246977 37.179291 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 86.582558 37.615602 L 86.028542 37.703571 L 86.582558 37.771987 L 86.666932 37.703571 L 86.582558 37.615602 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 58.528837 46.026601 L 57.284503 46.575 L 58.528837 47.201218 L 60.005349 46.927576 L 61.48186 46.839227 L 62.958372 46.890648 L 64.434884 46.820146 L 65.911395 46.988186 L 66.329025 46.575 L 65.911395 46.245245 L 64.434884 46.366539 L 62.958372 46.249399 L 61.48186 46.006154 L 60.005349 46.114176 L 58.528837 46.026601 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6e21282f7a)" d="M 68.864419 56.338811 L 67.718362 56.925 L 67.387907 57.244112 L 67.039095 58.403571 L 66.924094 59.882143 L 66.841079 61.360714 L 67.16644 62.839286 L 67.387907 63.061061 L 68.436397 64.317857 L 68.56363 65.796429 L 68.864419 66.097637 L 69.98957 67.275 L 70.34093 67.626851 L 71.359192 68.753571 L 71.232718 70.232143 L 71.817442 70.850066 L 73.293953 71.016363 L 74.770465 70.994162 L 76.246977 71.00345 L 77.723488 71.003839 L 79.2 71.003631 L 80.676512 71.004461 L 82.153023 70.989551 L 83.629535 71.014926 L 84.671874 70.232143 L 85.106047 69.78281 L 86.582558 69.492857 L 87.602805 68.753571 L 87.625177 67.275 L 88.05907 66.840502 L 89.067771 65.796429 L 89.043213 64.317857 L 88.594161 62.839286 L 88.05907 61.96876 L 86.582558 62.325319 L 85.106047 61.844273 L 84.444484 61.360714 L 83.629535 60.575356 L 83.255306 59.882143 L 82.153023 58.515047 L 82.033214 58.403571 L 80.676512 57.436435 L 79.214774 56.925 L 79.2 56.912817 L 79.054011 56.925 L 77.723488 57.010189 L 76.627868 56.925 L 76.246977 56.886031 L 74.770465 56.745031 L 73.293953 56.682524 L 71.817442 56.593862 L 70.34093 56.576103 L 68.864419 56.338811 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 21.911349 19.89375 L 28.597599 19.89375 L 28.597599 8.28 L 21.911349 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(21.911349 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 128.150526 19.89375 L 136.488651 19.89375 L 136.488651 8.28 L 128.150526 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(128.150526 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 7.589186 165.6 L 39.212936 165.6 L 39.212936 153.98625 L 7.589186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=14 --> <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 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 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(7.589186 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-34"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p330793b59e)"> <image height="165.6" id="image58378b57dc" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="166" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p330793b59e)" d="M 255.31814 94.628571 L 256.056395 95.367857 L 255.31814 96.107143 L 254.579884 95.367857 L 255.31814 94.628571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 244.982558 97.585714 L 245.720814 98.325 L 245.720814 99.803571 L 244.982558 100.542857 L 244.244302 99.803571 L 244.244302 98.325 L 244.982558 97.585714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 230.217442 99.064286 L 230.955698 99.803571 L 230.217442 100.542857 L 229.479186 99.803571 L 230.217442 99.064286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 234.646977 102.021429 L 236.123488 102.021429 L 237.6 102.021429 L 239.076512 102.021429 L 239.814767 102.760714 L 239.814767 104.239286 L 239.814767 105.717857 L 239.076512 106.457143 L 238.338256 105.717857 L 237.6 104.978571 L 236.123488 104.978571 L 235.385233 105.717857 L 234.646977 106.457143 L 233.908721 105.717857 L 233.908721 104.239286 L 233.908721 102.760714 L 234.646977 102.021429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 244.982558 102.021429 L 245.720814 102.760714 L 244.982558 103.5 L 244.244302 102.760714 L 244.982558 102.021429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 250.888605 102.021429 L 251.62686 102.760714 L 251.62686 104.239286 L 250.888605 104.978571 L 250.150349 104.239286 L 250.150349 102.760714 L 250.888605 102.021429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 264.177209 102.021429 L 264.915465 102.760714 L 264.915465 104.239286 L 264.915465 105.717857 L 264.177209 106.457143 L 263.438954 107.196429 L 263.438954 108.675 L 262.700698 109.414286 L 261.962442 108.675 L 261.962442 107.196429 L 261.962442 105.717857 L 262.700698 104.978571 L 263.438954 104.239286 L 263.438954 102.760714 L 264.177209 102.021429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 219.88186 104.978571 L 220.620116 105.717857 L 219.88186 106.457143 L 219.143605 105.717857 L 219.88186 104.978571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 211.022791 107.935714 L 211.761046 108.675 L 211.761046 110.153571 L 211.761046 111.632143 L 211.022791 112.371429 L 210.284535 111.632143 L 210.284535 110.153571 L 210.284535 108.675 L 211.022791 107.935714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 261.224186 110.892857 L 261.962442 111.632143 L 261.224186 112.371429 L 260.48593 111.632143 L 261.224186 110.892857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 212.499302 113.85 L 213.975814 113.85 L 214.71407 114.589286 L 214.71407 116.067857 L 214.71407 117.546429 L 215.452326 118.285714 L 216.190581 119.025 L 216.190581 120.503571 L 216.190581 121.982143 L 215.452326 122.721429 L 214.71407 121.982143 L 213.975814 121.242857 L 213.237558 120.503571 L 213.237558 119.025 L 212.499302 118.285714 L 211.761046 117.546429 L 211.761046 116.067857 L 211.761046 114.589286 L 212.499302 113.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 259.747674 115.328571 L 260.48593 116.067857 L 259.747674 116.807143 L 259.009419 116.067857 L 259.747674 115.328571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p330793b59e)" d="M 224.311395 94.628571 L 225.049651 95.367857 L 224.311395 96.107143 L 223.57314 95.367857 L 224.311395 94.628571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 228.74093 94.628571 L 229.479186 95.367857 L 229.479186 96.846429 L 228.74093 97.585714 L 228.002674 98.325 L 228.74093 99.064286 L 229.479186 98.325 L 230.217442 97.585714 L 230.955698 98.325 L 231.693953 99.064286 L 233.170465 99.064286 L 234.646977 99.064286 L 236.123488 99.064286 L 236.861744 99.803571 L 237.6 100.542857 L 238.338256 99.803571 L 239.076512 99.064286 L 240.553023 99.064286 L 242.029535 99.064286 L 243.506047 99.064286 L 244.244302 98.325 L 244.982558 97.585714 L 245.720814 96.846429 L 245.720814 95.367857 L 246.45907 94.628571 L 247.935581 94.628571 L 249.412093 94.628571 L 250.150349 95.367857 L 250.888605 96.107143 L 251.62686 96.846429 L 250.888605 97.585714 L 249.412093 97.585714 L 248.673837 98.325 L 248.673837 99.803571 L 247.935581 100.542857 L 247.197326 99.803571 L 246.45907 99.064286 L 245.720814 99.803571 L 246.45907 100.542857 L 247.197326 101.282143 L 247.197326 102.760714 L 247.197326 104.239286 L 247.935581 104.978571 L 248.673837 105.717857 L 249.412093 106.457143 L 250.150349 107.196429 L 249.412093 107.935714 L 247.935581 107.935714 L 247.197326 107.196429 L 246.45907 106.457143 L 245.720814 107.196429 L 246.45907 107.935714 L 247.197326 108.675 L 247.197326 110.153571 L 246.45907 110.892857 L 245.720814 110.153571 L 244.982558 109.414286 L 243.506047 109.414286 L 242.767791 108.675 L 242.767791 107.196429 L 242.029535 106.457143 L 241.291279 105.717857 L 240.553023 104.978571 L 239.076512 104.978571 L 238.338256 105.717857 L 237.6 106.457143 L 236.123488 106.457143 L 235.385233 107.196429 L 234.646977 107.935714 L 233.908721 107.196429 L 233.908721 105.717857 L 233.908721 104.239286 L 233.908721 102.760714 L 233.170465 102.021429 L 232.432209 102.760714 L 232.432209 104.239286 L 232.432209 105.717857 L 232.432209 107.196429 L 233.170465 107.935714 L 233.908721 108.675 L 233.908721 110.153571 L 233.170465 110.892857 L 232.432209 111.632143 L 232.432209 113.110714 L 231.693953 113.85 L 230.955698 113.110714 L 230.955698 111.632143 L 230.955698 110.153571 L 230.955698 108.675 L 230.955698 107.196429 L 230.955698 105.717857 L 230.217442 104.978571 L 229.479186 105.717857 L 229.479186 107.196429 L 229.479186 108.675 L 229.479186 110.153571 L 229.479186 111.632143 L 228.74093 112.371429 L 227.264419 112.371429 L 226.526163 113.110714 L 225.787907 113.85 L 225.049651 113.110714 L 225.049651 111.632143 L 225.787907 110.892857 L 227.264419 110.892857 L 228.002674 110.153571 L 227.264419 109.414286 L 226.526163 108.675 L 227.264419 107.935714 L 228.002674 107.196429 L 227.264419 106.457143 L 226.526163 105.717857 L 226.526163 104.239286 L 226.526163 102.760714 L 225.787907 102.021429 L 224.311395 102.021429 L 222.834884 102.021429 L 222.096628 101.282143 L 222.834884 100.542857 L 223.57314 99.803571 L 224.311395 99.064286 L 225.049651 98.325 L 225.049651 96.846429 L 225.787907 96.107143 L 227.264419 96.107143 L 228.002674 95.367857 L 228.74093 94.628571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 252.365116 97.585714 L 253.103372 98.325 L 253.103372 99.803571 L 252.365116 100.542857 L 251.62686 99.803571 L 251.62686 98.325 L 252.365116 97.585714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 218.405349 99.064286 L 219.88186 99.064286 L 221.358372 99.064286 L 222.096628 99.803571 L 221.358372 100.542857 L 220.620116 101.282143 L 221.358372 102.021429 L 222.096628 102.760714 L 221.358372 103.5 L 219.88186 103.5 L 219.143605 102.760714 L 219.143605 101.282143 L 218.405349 100.542857 L 217.667093 99.803571 L 218.405349 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 243.506047 100.542857 L 242.767791 101.282143 L 243.506047 102.021429 L 244.244302 101.282143 L 243.506047 100.542857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 221.358372 107.935714 L 222.096628 108.675 L 222.096628 110.153571 L 222.096628 111.632143 L 222.834884 112.371429 L 223.57314 113.110714 L 222.834884 113.85 L 221.358372 113.85 L 220.620116 113.110714 L 220.620116 111.632143 L 220.620116 110.153571 L 220.620116 108.675 L 221.358372 107.935714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 236.123488 107.935714 L 236.861744 108.675 L 237.6 109.414286 L 239.076512 109.414286 L 239.814767 110.153571 L 239.814767 111.632143 L 239.076512 112.371429 L 238.338256 113.110714 L 238.338256 114.589286 L 238.338256 116.067857 L 238.338256 117.546429 L 238.338256 119.025 L 238.338256 120.503571 L 238.338256 121.982143 L 237.6 122.721429 L 236.861744 123.460714 L 236.123488 124.2 L 235.385233 123.460714 L 235.385233 121.982143 L 235.385233 120.503571 L 235.385233 119.025 L 235.385233 117.546429 L 235.385233 116.067857 L 235.385233 114.589286 L 235.385233 113.110714 L 235.385233 111.632143 L 235.385233 110.153571 L 235.385233 108.675 L 236.123488 107.935714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 250.888605 107.935714 L 251.62686 108.675 L 250.888605 109.414286 L 250.150349 108.675 L 250.888605 107.935714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 252.365116 109.414286 L 253.103372 110.153571 L 252.365116 110.892857 L 251.62686 110.153571 L 252.365116 109.414286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 244.982558 110.892857 L 245.720814 111.632143 L 244.982558 112.371429 L 244.244302 111.632143 L 244.982558 110.892857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p330793b59e)" d="M 243.506047 112.371429 L 244.244302 113.110714 L 243.506047 113.85 L 242.767791 113.110714 L 243.506047 112.371429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p330793b59e)" d="M 233.170465 25.763207 L 233.312515 25.875 L 234.646977 26.531186 L 239.076512 27.283654 L 240.553023 26.54861 L 241.122284 25.875 L 242.029535 25.220877 L 242.973784 25.875 L 243.506047 26.380543 L 246.782594 28.832143 L 247.935581 29.544237 L 248.50369 30.310714 L 249.412093 31.12721 L 250.888605 31.538991 L 252.365116 31.52581 L 253.841628 30.756445 L 255.31814 30.995138 L 256.794651 32.202043 L 258.271163 31.794317 L 260.133452 33.267857 L 261.224186 33.824355 L 262.700698 33.695782 L 265.653721 32.913924 L 265.971414 33.267857 L 267.581161 34.746429 L 268.522062 36.225 L 268.766465 37.703571 L 270.034846 39.182143 L 269.835885 40.660714 L 270.331246 42.139286 L 271.559767 43.759084 L 272.801458 45.096429 L 272.771949 46.575 L 274.282353 48.053571 L 274.277555 51.010714 L 274.137957 52.489286 L 275.560927 53.967857 L 275.757744 55.446429 L 275.309389 56.925 L 274.512791 57.698147 L 273.076667 58.403571 L 273.806487 59.882143 L 273.958021 61.360714 L 275.605641 64.317857 L 276.217621 65.796429 L 279.032266 68.753571 L 280.056284 70.232143 L 280.239254 71.710714 L 281.601435 73.189286 L 281.496094 74.667857 L 281.895349 76.241688 L 282.847548 77.625 L 282.812515 79.103571 L 283.371861 79.663697 L 284.475564 80.582143 L 285.26295 82.060714 L 285.702333 83.539286 L 285.881353 85.017857 L 286.563542 86.496429 L 286.103476 87.975 L 285.735477 89.453571 L 286.324884 91.307128 L 286.798382 92.410714 L 287.291244 93.889286 L 287.069924 95.367857 L 286.467315 96.846429 L 287.143998 98.325 L 287.292251 99.803571 L 287.28085 102.760714 L 285.742582 104.239286 L 285.813363 107.196429 L 284.336676 108.675 L 284.280383 113.110714 L 284.307306 114.589286 L 283.818408 116.067857 L 283.09296 117.546429 L 281.895349 118.696315 L 280.298162 119.025 L 279.772 120.503571 L 279.917049 121.982143 L 279.34862 123.460714 L 278.942326 123.834586 L 276.602076 126.417857 L 273.036279 130.084162 L 272.365481 130.853571 L 272.411555 132.332143 L 269.345 135.289286 L 269.469588 136.767857 L 267.130233 139.022708 L 265.653721 140.12018 L 264.177209 140.575012 L 262.700698 142.009706 L 261.224186 142.069849 L 260.612745 142.682143 L 260.329868 144.160714 L 259.747674 144.73552 L 258.271163 145.646877 L 256.441849 147.117857 L 255.31814 148.041474 L 253.841628 148.261691 L 250.888605 148.124188 L 249.412093 149.239435 L 247.935581 149.797313 L 246.45907 150.155047 L 244.982558 150.188073 L 243.506047 151.295142 L 242.029535 151.21966 L 240.553023 151.344061 L 239.076512 151.133095 L 237.6 149.793378 L 236.123488 149.903295 L 231.693953 149.690963 L 230.217442 149.797861 L 228.74093 149.678895 L 227.264419 149.733034 L 225.787907 149.650081 L 224.311395 148.023163 L 222.834884 148.119623 L 221.358372 147.541264 L 219.88186 146.609093 L 218.405349 146.602634 L 216.928837 144.960485 L 215.452326 145.053283 L 213.975814 143.540384 L 212.499302 142.458901 L 211.022791 141.791498 L 209.546279 141.699121 L 209.085606 141.203571 L 207.404127 139.725 L 205.116744 137.418024 L 203.640233 136.645972 L 202.163721 135.711758 L 201.741837 135.289286 L 201.534585 133.810714 L 200.37796 132.332143 L 199.01023 130.853571 L 197.490967 129.375 L 197.103691 127.896429 L 196.88756 126.417857 L 196.257674 125.843239 L 194.781163 125.012534 L 193.304651 124.813896 L 192.596984 123.460714 L 191.458758 121.982143 L 191.201197 120.503571 L 191.258517 117.546429 L 191.089855 116.067857 L 189.708216 114.589286 L 189.718272 113.110714 L 188.210831 111.632143 L 188.335829 110.153571 L 188.370193 104.239286 L 187.073919 102.760714 L 186.608306 101.282143 L 186.898783 99.803571 L 186.89737 87.975 L 186.759947 86.496429 L 187.449291 85.017857 L 188.875116 83.078802 L 190.351628 81.54826 L 191.420714 80.582143 L 192.024449 79.103571 L 193.304651 78.287354 L 194.11049 77.625 L 194.359892 76.146429 L 194.785519 74.667857 L 195.927484 73.189286 L 195.782188 71.710714 L 197.250979 70.232143 L 197.349769 68.753571 L 198.476395 67.275 L 198.873923 65.796429 L 199.210698 65.459185 L 200.157685 64.317857 L 201.03999 62.839286 L 202.961306 61.360714 L 202.622956 59.882143 L 201.812837 58.403571 L 201.502968 56.925 L 200.168932 55.446429 L 200.475591 51.010714 L 200.403085 49.532143 L 200.474346 48.053571 L 201.939472 46.575 L 202.634857 45.096429 L 203.432576 43.617857 L 203.387415 42.139286 L 204.72232 40.660714 L 205.116744 40.076471 L 205.856898 39.182143 L 206.337314 37.703571 L 208.069767 35.647354 L 211.022791 33.533534 L 213.975814 33.600664 L 222.834884 33.568579 L 224.311395 33.740551 L 225.787907 32.697389 L 230.795008 27.353571 L 231.693953 26.125283 L 233.170465 25.763207 L 233.170465 25.763207 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 180.311349 19.89375 L 186.997599 19.89375 L 186.997599 8.28 L 180.311349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(180.311349 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 286.550526 19.89375 L 294.888651 19.89375 L 294.888651 8.28 L 286.550526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(286.550526 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 165.989186 165.6 L 197.612936 165.6 L 197.612936 153.98625 L 165.989186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=23 --> <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 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(165.989186 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-33"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p9049a2193a)"> <image height="165.6" id="imageb6c3f0c60b" transform="scale(1 -1)translate(0 -165.6)" width="143.28" x="324" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p9049a2193a)" d="M 378.28186 79.842857 L 379.758372 79.842857 L 380.496628 80.582143 L 381.234884 81.321429 L 381.97314 82.060714 L 382.711395 82.8 L 383.449651 83.539286 L 384.187907 84.278571 L 384.926163 85.017857 L 384.926163 86.496429 L 384.187907 87.235714 L 383.449651 87.975 L 382.711395 88.714286 L 381.97314 89.453571 L 381.234884 90.192857 L 380.496628 90.932143 L 379.758372 91.671429 L 379.020116 92.410714 L 378.28186 93.15 L 377.543605 93.889286 L 378.28186 94.628571 L 379.020116 95.367857 L 378.28186 96.107143 L 377.543605 96.846429 L 377.543605 98.325 L 376.805349 99.064286 L 376.067093 99.803571 L 375.328837 100.542857 L 374.590581 101.282143 L 373.852326 102.021429 L 373.11407 102.760714 L 373.11407 104.239286 L 373.11407 105.717857 L 372.375814 106.457143 L 371.637558 107.196429 L 371.637558 108.675 L 371.637558 110.153571 L 371.637558 111.632143 L 371.637558 113.110714 L 371.637558 114.589286 L 370.899302 115.328571 L 370.161046 114.589286 L 370.161046 113.110714 L 370.161046 111.632143 L 370.161046 110.153571 L 370.161046 108.675 L 370.161046 107.196429 L 369.422791 106.457143 L 368.684535 105.717857 L 369.422791 104.978571 L 370.161046 104.239286 L 370.899302 103.5 L 371.637558 102.760714 L 371.637558 101.282143 L 370.899302 100.542857 L 370.161046 99.803571 L 369.422791 99.064286 L 368.684535 98.325 L 369.422791 97.585714 L 370.899302 97.585714 L 371.637558 96.846429 L 372.375814 96.107143 L 373.11407 95.367857 L 373.852326 94.628571 L 374.590581 93.889286 L 375.328837 93.15 L 376.067093 92.410714 L 376.805349 91.671429 L 377.543605 90.932143 L 377.543605 89.453571 L 377.543605 87.975 L 377.543605 86.496429 L 376.805349 85.757143 L 376.067093 85.017857 L 376.067093 83.539286 L 376.805349 82.8 L 378.28186 82.8 L 379.020116 82.060714 L 378.28186 81.321429 L 377.543605 80.582143 L 378.28186 79.842857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 410.765116 79.842857 L 411.503372 80.582143 L 412.241628 81.321429 L 412.979884 82.060714 L 413.71814 82.8 L 414.456395 82.060714 L 415.194651 81.321429 L 415.932907 80.582143 L 416.671163 79.842857 L 417.409419 80.582143 L 417.409419 82.060714 L 417.409419 83.539286 L 417.409419 85.017857 L 416.671163 85.757143 L 415.194651 85.757143 L 414.456395 86.496429 L 414.456395 87.975 L 414.456395 89.453571 L 414.456395 90.932143 L 415.194651 91.671429 L 415.932907 92.410714 L 416.671163 93.15 L 417.409419 93.889286 L 418.147674 94.628571 L 419.624186 94.628571 L 421.100698 94.628571 L 421.838954 95.367857 L 421.838954 96.846429 L 421.838954 98.325 L 421.838954 99.803571 L 421.100698 100.542857 L 420.362442 101.282143 L 420.362442 102.760714 L 420.362442 104.239286 L 420.362442 105.717857 L 420.362442 107.196429 L 419.624186 107.935714 L 418.88593 107.196429 L 418.88593 105.717857 L 418.88593 104.239286 L 418.147674 103.5 L 417.409419 102.760714 L 417.409419 101.282143 L 416.671163 100.542857 L 415.932907 99.803571 L 415.194651 99.064286 L 414.456395 98.325 L 413.71814 97.585714 L 412.979884 96.846429 L 412.241628 96.107143 L 411.503372 95.367857 L 412.241628 94.628571 L 412.979884 93.889286 L 412.241628 93.15 L 411.503372 92.410714 L 411.503372 90.932143 L 410.765116 90.192857 L 410.02686 89.453571 L 409.288605 88.714286 L 408.550349 87.975 L 408.550349 86.496429 L 408.550349 85.017857 L 407.812093 84.278571 L 407.073837 83.539286 L 407.812093 82.8 L 408.550349 82.060714 L 409.288605 81.321429 L 410.02686 80.582143 L 410.765116 79.842857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 396 97.585714 L 396.738256 98.325 L 396 99.064286 L 395.261744 98.325 L 396 97.585714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 388.617442 100.542857 L 390.093953 100.542857 L 390.832209 101.282143 L 390.093953 102.021429 L 389.355698 102.760714 L 388.617442 103.5 L 387.14093 103.5 L 386.402674 102.760714 L 387.14093 102.021429 L 387.879186 101.282143 L 388.617442 100.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 401.906047 100.542857 L 403.382558 100.542857 L 404.120814 101.282143 L 404.85907 102.021429 L 406.335581 102.021429 L 407.073837 102.760714 L 407.073837 104.239286 L 407.073837 105.717857 L 407.073837 107.196429 L 407.812093 107.935714 L 408.550349 108.675 L 407.812093 109.414286 L 406.335581 109.414286 L 405.597326 108.675 L 405.597326 107.196429 L 405.597326 105.717857 L 405.597326 104.239286 L 404.85907 103.5 L 403.382558 103.5 L 402.644302 102.760714 L 401.906047 102.021429 L 401.167791 101.282143 L 401.906047 100.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 376.805349 103.5 L 377.543605 104.239286 L 378.28186 104.978571 L 379.758372 104.978571 L 380.496628 105.717857 L 380.496628 107.196429 L 380.496628 108.675 L 379.758372 109.414286 L 379.020116 110.153571 L 379.020116 111.632143 L 378.28186 112.371429 L 376.805349 112.371429 L 376.067093 113.110714 L 375.328837 113.85 L 374.590581 113.110714 L 374.590581 111.632143 L 374.590581 110.153571 L 374.590581 108.675 L 375.328837 107.935714 L 376.067093 107.196429 L 376.067093 105.717857 L 376.067093 104.239286 L 376.805349 103.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 385.664419 103.5 L 386.402674 104.239286 L 386.402674 105.717857 L 385.664419 106.457143 L 384.926163 105.717857 L 384.926163 104.239286 L 385.664419 103.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 384.187907 106.457143 L 384.926163 107.196429 L 385.664419 107.935714 L 386.402674 108.675 L 386.402674 110.153571 L 385.664419 110.892857 L 384.926163 111.632143 L 384.187907 112.371429 L 383.449651 113.110714 L 383.449651 114.589286 L 383.449651 116.067857 L 384.187907 116.807143 L 385.664419 116.807143 L 386.402674 117.546429 L 385.664419 118.285714 L 384.187907 118.285714 L 382.711395 118.285714 L 381.97314 119.025 L 381.234884 119.764286 L 380.496628 119.025 L 380.496628 117.546429 L 380.496628 116.067857 L 381.234884 115.328571 L 381.97314 114.589286 L 381.97314 113.110714 L 381.97314 111.632143 L 382.711395 110.892857 L 383.449651 110.153571 L 383.449651 108.675 L 383.449651 107.196429 L 384.187907 106.457143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 409.288605 109.414286 L 410.02686 110.153571 L 410.02686 111.632143 L 409.288605 112.371429 L 407.812093 112.371429 L 407.073837 111.632143 L 407.812093 110.892857 L 408.550349 110.153571 L 409.288605 109.414286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 379.758372 121.242857 L 381.234884 121.242857 L 381.97314 121.982143 L 381.97314 123.460714 L 381.234884 124.2 L 380.496628 124.939286 L 379.758372 125.678571 L 379.020116 124.939286 L 379.020116 123.460714 L 379.020116 121.982143 L 379.758372 121.242857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p9049a2193a)" d="M 391.570465 91.671429 L 393.046977 91.671429 L 394.523488 91.671429 L 395.261744 92.410714 L 395.261744 93.889286 L 395.261744 95.367857 L 394.523488 96.107143 L 393.785233 96.846429 L 393.046977 97.585714 L 392.308721 96.846429 L 392.308721 95.367857 L 391.570465 94.628571 L 390.832209 93.889286 L 390.832209 92.410714 L 391.570465 91.671429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 397.476512 91.671429 L 398.953023 91.671429 L 399.691279 92.410714 L 399.691279 93.889286 L 398.953023 94.628571 L 398.214767 95.367857 L 397.476512 96.107143 L 396.738256 95.367857 L 396.738256 93.889286 L 396.738256 92.410714 L 397.476512 91.671429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 419.624186 91.671429 L 420.362442 92.410714 L 419.624186 93.15 L 418.88593 92.410714 L 419.624186 91.671429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 398.953023 96.107143 L 399.691279 96.846429 L 398.953023 97.585714 L 398.214767 96.846429 L 398.953023 96.107143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 393.046977 99.064286 L 394.523488 99.064286 L 395.261744 99.803571 L 394.523488 100.542857 L 393.046977 100.542857 L 392.308721 99.803571 L 393.046977 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 398.953023 99.064286 L 399.691279 99.803571 L 398.953023 100.542857 L 398.214767 99.803571 L 398.953023 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 391.570465 102.021429 L 392.308721 102.760714 L 391.570465 103.5 L 390.832209 102.760714 L 391.570465 102.021429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 394.523488 102.021429 L 395.261744 102.760714 L 394.523488 103.5 L 393.785233 102.760714 L 394.523488 102.021429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 396 104.978571 L 396.738256 105.717857 L 396 106.457143 L 395.261744 105.717857 L 396 104.978571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 390.093953 109.414286 L 390.832209 110.153571 L 390.093953 110.892857 L 389.355698 110.153571 L 390.093953 109.414286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 396 109.414286 L 396.738256 110.153571 L 396.738256 111.632143 L 396.738256 113.110714 L 396 113.85 L 395.261744 113.110714 L 395.261744 111.632143 L 395.261744 110.153571 L 396 109.414286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 388.617442 110.892857 L 389.355698 111.632143 L 389.355698 113.110714 L 389.355698 114.589286 L 389.355698 116.067857 L 388.617442 116.807143 L 387.879186 116.067857 L 387.879186 114.589286 L 387.879186 113.110714 L 387.879186 111.632143 L 388.617442 110.892857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 397.476512 115.328571 L 398.214767 116.067857 L 397.476512 116.807143 L 396.738256 116.067857 L 397.476512 115.328571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 397.476512 118.285714 L 398.214767 119.025 L 397.476512 119.764286 L 396.738256 119.025 L 397.476512 118.285714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 400.429535 118.285714 L 401.167791 119.025 L 400.429535 119.764286 L 399.691279 119.025 L 400.429535 118.285714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p9049a2193a)" d="M 409.288605 119.764286 L 410.02686 120.503571 L 409.288605 121.242857 L 408.550349 120.503571 L 409.288605 119.764286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p9049a2193a)" d="M 388.617442 26.532892 L 403.382558 26.707638 L 406.335581 27.92949 L 407.812093 27.710484 L 409.288605 27.77251 L 413.71814 27.581018 L 416.671163 28.078389 L 418.147674 28.03727 L 421.100698 29.571429 L 422.577209 30.113202 L 422.759775 30.310714 L 424.053721 31.993232 L 425.530233 33.275293 L 427.006744 34.893644 L 427.408068 36.225 L 428.617585 37.703571 L 428.483256 39.262326 L 429.959767 43.974957 L 430.703013 45.096429 L 431.480419 46.575 L 431.909433 48.053571 L 433.120067 49.532143 L 433.368435 51.010714 L 434.008409 52.489286 L 434.471306 55.446429 L 435.865814 58.659572 L 435.578632 62.839286 L 437.105981 64.317857 L 437.124303 65.796429 L 438.453884 67.275 L 438.698644 68.753571 L 438.441868 70.232143 L 439.725189 71.710714 L 440.133945 73.189286 L 439.854199 76.146429 L 440.580389 77.625 L 441.60694 79.103571 L 441.45531 80.582143 L 441.419558 82.060714 L 441.90264 83.539286 L 443.170432 85.017857 L 442.956022 86.496429 L 442.805718 90.932143 L 444.203983 92.410714 L 444.379694 93.889286 L 444.329667 98.325 L 444.352099 101.282143 L 443.248372 102.944691 L 442.727381 104.239286 L 442.835854 105.717857 L 442.796835 107.196429 L 442.883351 108.675 L 442.530315 110.153571 L 440.816591 111.632143 L 439.747827 113.110714 L 439.817649 117.546429 L 439.457196 119.025 L 438.818837 119.680665 L 437.342326 121.521027 L 436.881852 121.982143 L 436.738772 123.460714 L 435.271541 124.939286 L 433.895059 126.417857 L 433.816596 127.896429 L 432.493031 129.375 L 431.436279 130.929964 L 430.855252 132.332143 L 429.959767 133.917899 L 428.483256 135.325217 L 427.006744 136.522963 L 425.530233 136.805023 L 424.053721 138.401541 L 423.389183 139.725 L 423.094921 141.203571 L 422.577209 141.648839 L 420.94582 142.682143 L 419.624186 143.166442 L 418.147674 144.753358 L 416.671163 144.457798 L 415.194651 144.644213 L 413.71814 146.289237 L 412.241628 147.729775 L 410.765116 147.745277 L 410.085482 148.596429 L 409.288605 149.332327 L 407.812093 149.116034 L 403.382558 149.189967 L 398.953023 149.223436 L 397.476512 148.993834 L 396 147.577164 L 394.523488 147.692838 L 393.046977 149.262316 L 391.570465 149.159656 L 384.187907 149.21902 L 382.711395 148.999648 L 382.308737 148.596429 L 381.234884 147.743308 L 379.758372 147.518972 L 379.298876 147.117857 L 378.28186 146.392901 L 376.805349 146.097473 L 375.328837 145.236746 L 372.375814 143.085511 L 370.80812 142.682143 L 369.422791 141.747005 L 367.946279 141.024435 L 365.416377 138.246429 L 364.993256 137.822717 L 363.018493 136.767857 L 362.040233 136.41257 L 359.739122 133.810714 L 357.610698 131.686197 L 355.616551 129.375 L 354.018598 127.896429 L 353.749292 126.417857 L 353.181163 125.734081 L 352.677121 124.939286 L 352.665797 123.460714 L 351.232757 121.982143 L 351.199089 120.503571 L 349.876259 119.025 L 349.689782 117.546429 L 349.76906 116.067857 L 348.751628 114.193161 L 348.179677 113.110714 L 348.324902 111.632143 L 348.266865 110.153571 L 348.348054 108.675 L 347.832315 107.196429 L 347.275116 106.565115 L 346.711707 105.717857 L 346.880267 104.239286 L 346.839776 102.760714 L 346.944631 101.282143 L 346.854532 99.803571 L 346.876615 96.846429 L 346.88472 95.367857 L 348.384363 93.889286 L 348.926668 92.410714 L 349.527743 90.932143 L 349.885072 89.453571 L 349.792204 87.975 L 351.225835 86.496429 L 351.392495 85.017857 L 351.403712 83.539286 L 351.270733 82.060714 L 352.508775 80.582143 L 352.828025 79.103571 L 353.40478 77.625 L 353.399707 76.146429 L 352.774643 74.667857 L 353.439566 73.189286 L 354.460457 71.710714 L 354.320286 70.232143 L 354.657674 68.698533 L 356.072871 67.275 L 356.134186 65.755951 L 357.283161 64.317857 L 357.610698 61.043866 L 357.352643 59.882143 L 357.316977 56.925 L 358.778953 55.446429 L 359.047122 53.967857 L 358.949042 52.489286 L 359.086033 49.532143 L 358.888728 48.053571 L 359.91427 46.575 L 361.196532 43.617857 L 362.064989 42.139286 L 362.438396 40.660714 L 363.991139 39.182143 L 368.126646 34.746429 L 367.959051 33.267857 L 368.081138 31.789286 L 369.43158 30.310714 L 373.852326 28.03643 L 385.664419 28.076923 L 388.617442 26.532892 L 388.617442 26.532892 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 338.711349 19.89375 L 345.397599 19.89375 L 345.397599 8.28 L 338.711349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(338.711349 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 444.950526 19.89375 L 453.288651 19.89375 L 453.288651 8.28 L 444.950526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(444.950526 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 324.389186 165.6 L 356.012936 165.6 L 356.012936 153.98625 L 324.389186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=33 --> <g style="fill:#ffffff;" transform="translate(324.389186 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-33"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p3f52b3e9bc)"> <image height="165.6" id="imagede8b0d79b4" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="483" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p3f52b3e9bc)" d="M 541.111395 50.271429 L 542.587907 50.271429 L 543.326163 51.010714 L 544.064419 51.75 L 545.54093 51.75 L 547.017442 51.75 L 547.755698 52.489286 L 547.755698 53.967857 L 547.755698 55.446429 L 548.493953 56.185714 L 549.232209 56.925 L 549.970465 57.664286 L 551.446977 57.664286 L 552.185233 58.403571 L 552.923488 59.142857 L 553.661744 58.403571 L 554.4 57.664286 L 555.876512 57.664286 L 557.353023 57.664286 L 558.829535 57.664286 L 560.306047 57.664286 L 561.782558 57.664286 L 562.520814 56.925 L 562.520814 55.446429 L 563.25907 54.707143 L 563.997326 53.967857 L 564.735581 53.228571 L 565.473837 52.489286 L 566.212093 51.75 L 567.688605 51.75 L 568.42686 52.489286 L 568.42686 53.967857 L 567.688605 54.707143 L 566.950349 55.446429 L 566.212093 56.185714 L 565.473837 56.925 L 564.735581 57.664286 L 563.997326 58.403571 L 563.25907 59.142857 L 561.782558 59.142857 L 561.044302 59.882143 L 560.306047 60.621429 L 559.567791 61.360714 L 558.829535 62.1 L 558.091279 61.360714 L 557.353023 60.621429 L 555.876512 60.621429 L 554.4 60.621429 L 553.661744 61.360714 L 552.923488 62.1 L 552.185233 61.360714 L 551.446977 60.621429 L 550.708721 59.882143 L 549.970465 59.142857 L 548.493953 59.142857 L 547.755698 58.403571 L 547.017442 57.664286 L 545.54093 57.664286 L 544.802674 56.925 L 544.064419 56.185714 L 543.326163 55.446429 L 542.587907 54.707143 L 541.111395 54.707143 L 540.37314 53.967857 L 540.37314 52.489286 L 540.37314 51.010714 L 541.111395 50.271429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 539.634884 54.707143 L 540.37314 55.446429 L 540.37314 56.925 L 539.634884 57.664286 L 538.158372 57.664286 L 537.420116 56.925 L 538.158372 56.185714 L 538.896628 55.446429 L 539.634884 54.707143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 569.165116 54.707143 L 569.903372 55.446429 L 570.641628 56.185714 L 571.379884 56.925 L 571.379884 58.403571 L 572.11814 59.142857 L 572.856395 59.882143 L 572.856395 61.360714 L 572.856395 62.839286 L 572.11814 63.578571 L 571.379884 62.839286 L 570.641628 62.1 L 569.903372 61.360714 L 569.903372 59.882143 L 569.165116 59.142857 L 568.42686 58.403571 L 568.42686 56.925 L 568.42686 55.446429 L 569.165116 54.707143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 538.158372 59.142857 L 539.634884 59.142857 L 540.37314 59.882143 L 540.37314 61.360714 L 540.37314 62.839286 L 539.634884 63.578571 L 538.158372 63.578571 L 537.420116 62.839286 L 537.420116 61.360714 L 537.420116 59.882143 L 538.158372 59.142857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 572.11814 66.535714 L 573.594651 66.535714 L 574.332907 67.275 L 573.594651 68.014286 L 572.11814 68.014286 L 571.379884 67.275 L 572.11814 66.535714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 541.111395 70.971429 L 541.849651 71.710714 L 541.111395 72.45 L 540.37314 71.710714 L 541.111395 70.971429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 541.111395 73.928571 L 542.587907 73.928571 L 543.326163 74.667857 L 544.064419 75.407143 L 544.802674 76.146429 L 544.064419 76.885714 L 543.326163 77.625 L 543.326163 79.103571 L 543.326163 80.582143 L 543.326163 82.060714 L 543.326163 83.539286 L 542.587907 84.278571 L 541.849651 85.017857 L 541.849651 86.496429 L 541.111395 87.235714 L 540.37314 87.975 L 540.37314 89.453571 L 539.634884 90.192857 L 538.158372 90.192857 L 536.68186 90.192857 L 535.943605 89.453571 L 535.205349 88.714286 L 534.467093 87.975 L 534.467093 86.496429 L 535.205349 85.757143 L 536.68186 85.757143 L 538.158372 85.757143 L 538.896628 85.017857 L 538.158372 84.278571 L 537.420116 83.539286 L 538.158372 82.8 L 538.896628 82.060714 L 539.634884 81.321429 L 540.37314 80.582143 L 541.111395 79.842857 L 541.849651 79.103571 L 541.111395 78.364286 L 540.37314 77.625 L 540.37314 76.146429 L 540.37314 74.667857 L 541.111395 73.928571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 552.923488 73.928571 L 554.4 73.928571 L 555.138256 74.667857 L 555.138256 76.146429 L 554.4 76.885714 L 553.661744 77.625 L 552.923488 78.364286 L 552.185233 77.625 L 552.185233 76.146429 L 552.185233 74.667857 L 552.923488 73.928571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 566.212093 76.885714 L 567.688605 76.885714 L 568.42686 77.625 L 567.688605 78.364286 L 566.950349 79.103571 L 566.950349 80.582143 L 567.688605 81.321429 L 568.42686 82.060714 L 569.165116 82.8 L 570.641628 82.8 L 571.379884 83.539286 L 572.11814 84.278571 L 572.856395 83.539286 L 572.856395 82.060714 L 573.594651 81.321429 L 574.332907 82.060714 L 574.332907 83.539286 L 574.332907 85.017857 L 574.332907 86.496429 L 574.332907 87.975 L 575.071163 88.714286 L 575.809419 89.453571 L 576.547674 90.192857 L 577.28593 90.932143 L 576.547674 91.671429 L 575.809419 92.410714 L 575.071163 93.15 L 574.332907 93.889286 L 573.594651 94.628571 L 572.856395 95.367857 L 572.856395 96.846429 L 572.11814 97.585714 L 571.379884 96.846429 L 570.641628 96.107143 L 569.903372 95.367857 L 569.903372 93.889286 L 569.903372 92.410714 L 569.165116 91.671429 L 568.42686 90.932143 L 568.42686 89.453571 L 568.42686 87.975 L 567.688605 87.235714 L 566.950349 86.496429 L 566.950349 85.017857 L 566.212093 84.278571 L 565.473837 83.539286 L 565.473837 82.060714 L 564.735581 81.321429 L 563.997326 80.582143 L 564.735581 79.842857 L 565.473837 79.103571 L 565.473837 77.625 L 566.212093 76.885714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 535.205349 81.321429 L 535.943605 82.060714 L 535.205349 82.8 L 534.467093 82.060714 L 535.205349 81.321429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 554.4 88.714286 L 555.138256 89.453571 L 555.876512 90.192857 L 556.614767 90.932143 L 556.614767 92.410714 L 555.876512 93.15 L 554.4 93.15 L 553.661744 92.410714 L 553.661744 90.932143 L 553.661744 89.453571 L 554.4 88.714286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 535.205349 90.192857 L 535.943605 90.932143 L 536.68186 91.671429 L 538.158372 91.671429 L 538.896628 92.410714 L 538.896628 93.889286 L 538.896628 95.367857 L 538.896628 96.846429 L 538.158372 97.585714 L 536.68186 97.585714 L 535.943605 96.846429 L 535.205349 96.107143 L 534.467093 95.367857 L 534.467093 93.889286 L 534.467093 92.410714 L 534.467093 90.932143 L 535.205349 90.192857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 552.923488 96.107143 L 554.4 96.107143 L 555.876512 96.107143 L 557.353023 96.107143 L 558.091279 96.846429 L 558.829535 97.585714 L 559.567791 98.325 L 560.306047 99.064286 L 561.782558 99.064286 L 562.520814 99.803571 L 562.520814 101.282143 L 563.25907 102.021429 L 563.997326 102.760714 L 563.997326 104.239286 L 563.997326 105.717857 L 563.25907 106.457143 L 562.520814 105.717857 L 562.520814 104.239286 L 561.782558 103.5 L 560.306047 103.5 L 559.567791 102.760714 L 558.829535 102.021429 L 557.353023 102.021429 L 556.614767 101.282143 L 556.614767 99.803571 L 555.876512 99.064286 L 554.4 99.064286 L 552.923488 99.064286 L 552.185233 99.803571 L 551.446977 100.542857 L 550.708721 101.282143 L 549.970465 102.021429 L 549.232209 102.760714 L 548.493953 103.5 L 547.755698 104.239286 L 547.017442 104.978571 L 546.279186 105.717857 L 545.54093 106.457143 L 544.802674 107.196429 L 545.54093 107.935714 L 546.279186 108.675 L 546.279186 110.153571 L 545.54093 110.892857 L 544.802674 111.632143 L 544.064419 112.371429 L 542.587907 112.371429 L 541.849651 113.110714 L 541.111395 113.85 L 539.634884 113.85 L 538.158372 113.85 L 537.420116 114.589286 L 536.68186 115.328571 L 535.205349 115.328571 L 534.467093 116.067857 L 534.467093 117.546429 L 534.467093 119.025 L 533.728837 119.764286 L 532.990581 119.025 L 532.252326 118.285714 L 531.51407 117.546429 L 531.51407 116.067857 L 530.775814 115.328571 L 530.037558 114.589286 L 530.037558 113.110714 L 530.037558 111.632143 L 529.299302 110.892857 L 528.561046 110.153571 L 527.822791 109.414286 L 527.084535 108.675 L 527.822791 107.935714 L 528.561046 107.196429 L 529.299302 106.457143 L 530.037558 105.717857 L 530.775814 104.978571 L 532.252326 104.978571 L 532.990581 104.239286 L 532.990581 102.760714 L 533.728837 102.021429 L 534.467093 102.760714 L 534.467093 104.239286 L 534.467093 105.717857 L 534.467093 107.196429 L 533.728837 107.935714 L 532.990581 108.675 L 533.728837 109.414286 L 534.467093 110.153571 L 535.205349 110.892857 L 536.68186 110.892857 L 538.158372 110.892857 L 539.634884 110.892857 L 540.37314 110.153571 L 540.37314 108.675 L 541.111395 107.935714 L 542.587907 107.935714 L 543.326163 107.196429 L 543.326163 105.717857 L 544.064419 104.978571 L 544.802674 104.239286 L 545.54093 103.5 L 546.279186 102.760714 L 546.279186 101.282143 L 547.017442 100.542857 L 547.755698 99.803571 L 548.493953 99.064286 L 549.970465 99.064286 L 550.708721 98.325 L 551.446977 97.585714 L 552.185233 96.846429 L 552.923488 96.107143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 544.064419 99.064286 L 544.802674 99.803571 L 544.064419 100.542857 L 543.326163 99.803571 L 544.064419 99.064286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 573.594651 99.064286 L 574.332907 99.803571 L 575.071163 100.542857 L 575.809419 101.282143 L 576.547674 102.021429 L 577.28593 102.760714 L 577.28593 104.239286 L 578.024186 104.978571 L 578.762442 105.717857 L 578.762442 107.196429 L 578.762442 108.675 L 578.762442 110.153571 L 578.024186 110.892857 L 577.28593 111.632143 L 577.28593 113.110714 L 577.28593 114.589286 L 576.547674 115.328571 L 575.071163 115.328571 L 574.332907 116.067857 L 574.332907 117.546429 L 573.594651 118.285714 L 572.856395 117.546429 L 572.11814 116.807143 L 571.379884 116.067857 L 570.641628 115.328571 L 569.903372 114.589286 L 569.165116 113.85 L 568.42686 113.110714 L 567.688605 112.371429 L 566.950349 113.110714 L 566.212093 113.85 L 565.473837 113.110714 L 564.735581 112.371429 L 563.25907 112.371429 L 561.782558 112.371429 L 561.044302 111.632143 L 561.044302 110.153571 L 561.782558 109.414286 L 562.520814 108.675 L 563.25907 107.935714 L 563.997326 107.196429 L 564.735581 106.457143 L 566.212093 106.457143 L 566.950349 107.196429 L 567.688605 107.935714 L 568.42686 108.675 L 569.165116 109.414286 L 569.903372 110.153571 L 570.641628 110.892857 L 572.11814 110.892857 L 572.856395 110.153571 L 572.856395 108.675 L 573.594651 107.935714 L 574.332907 107.196429 L 574.332907 105.717857 L 574.332907 104.239286 L 574.332907 102.760714 L 573.594651 102.021429 L 572.856395 101.282143 L 572.856395 99.803571 L 573.594651 99.064286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 535.205349 100.542857 L 535.943605 101.282143 L 535.205349 102.021429 L 534.467093 101.282143 L 535.205349 100.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 539.634884 100.542857 L 541.111395 100.542857 L 542.587907 100.542857 L 543.326163 101.282143 L 542.587907 102.021429 L 541.849651 102.760714 L 541.849651 104.239286 L 541.111395 104.978571 L 540.37314 105.717857 L 539.634884 106.457143 L 538.158372 106.457143 L 537.420116 105.717857 L 537.420116 104.239286 L 537.420116 102.760714 L 538.158372 102.021429 L 538.896628 101.282143 L 539.634884 100.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 569.165116 102.021429 L 570.641628 102.021429 L 571.379884 102.760714 L 571.379884 104.239286 L 570.641628 104.978571 L 569.903372 105.717857 L 569.165116 106.457143 L 568.42686 105.717857 L 568.42686 104.239286 L 568.42686 102.760714 L 569.165116 102.021429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 560.306047 115.328571 L 561.044302 116.067857 L 560.306047 116.807143 L 559.567791 116.067857 L 560.306047 115.328571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p3f52b3e9bc)" d="M 552.923488 51.75 L 554.4 51.75 L 555.138256 52.489286 L 555.138256 53.967857 L 555.876512 54.707143 L 556.614767 55.446429 L 557.353023 56.185714 L 558.091279 56.925 L 557.353023 57.664286 L 556.614767 58.403571 L 555.876512 59.142857 L 554.4 59.142857 L 553.661744 58.403571 L 553.661744 56.925 L 552.923488 56.185714 L 552.185233 55.446429 L 552.185233 53.967857 L 552.185233 52.489286 L 552.923488 51.75 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 554.4 60.621429 L 555.876512 60.621429 L 556.614767 61.360714 L 556.614767 62.839286 L 555.876512 63.578571 L 555.138256 62.839286 L 554.4 62.1 L 553.661744 61.360714 L 554.4 60.621429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 552.923488 84.278571 L 554.4 84.278571 L 555.138256 85.017857 L 555.138256 86.496429 L 555.876512 87.235714 L 556.614767 87.975 L 556.614767 89.453571 L 555.876512 90.192857 L 555.138256 90.932143 L 554.4 91.671429 L 553.661744 90.932143 L 552.923488 90.192857 L 552.185233 89.453571 L 551.446977 88.714286 L 550.708721 87.975 L 551.446977 87.235714 L 552.185233 86.496429 L 552.185233 85.017857 L 552.923488 84.278571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 530.775814 96.107143 L 532.252326 96.107143 L 532.990581 96.846429 L 532.252326 97.585714 L 531.51407 98.325 L 530.775814 99.064286 L 530.037558 99.803571 L 529.299302 100.542857 L 528.561046 99.803571 L 528.561046 98.325 L 529.299302 97.585714 L 530.037558 96.846429 L 530.775814 96.107143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 541.111395 99.064286 L 542.587907 99.064286 L 543.326163 99.803571 L 543.326163 101.282143 L 542.587907 102.021429 L 541.849651 101.282143 L 541.111395 100.542857 L 540.37314 99.803571 L 541.111395 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 552.923488 99.064286 L 553.661744 99.803571 L 552.923488 100.542857 L 552.185233 99.803571 L 552.923488 99.064286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 539.634884 100.542857 L 540.37314 101.282143 L 539.634884 102.021429 L 538.896628 101.282143 L 539.634884 100.542857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 536.68186 102.021429 L 538.158372 102.021429 L 538.896628 102.760714 L 538.896628 104.239286 L 538.896628 105.717857 L 538.158372 106.457143 L 537.420116 105.717857 L 536.68186 104.978571 L 535.943605 104.239286 L 535.943605 102.760714 L 536.68186 102.021429 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 554.4 103.5 L 555.138256 104.239286 L 555.138256 105.717857 L 554.4 106.457143 L 553.661744 105.717857 L 553.661744 104.239286 L 554.4 103.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p3f52b3e9bc)" d="M 539.634884 118.285714 L 540.37314 119.025 L 541.111395 119.764286 L 541.849651 120.503571 L 541.111395 121.242857 L 539.634884 121.242857 L 538.896628 120.503571 L 538.896628 119.025 L 539.634884 118.285714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p3f52b3e9bc)" d="M 542.587907 24.301086 L 544.064419 23.822274 L 547.017442 23.873436 L 551.446977 23.76455 L 552.923488 24.533444 L 554.4 26.408245 L 555.876512 26.801024 L 557.353023 25.276337 L 558.829535 25.684859 L 560.306047 25.167496 L 560.965824 24.396429 L 561.782558 23.736407 L 563.25907 24.042054 L 566.212093 23.817894 L 567.688605 23.792629 L 569.165116 24.104756 L 569.497063 24.396429 L 570.824285 25.875 L 572.11814 26.581051 L 574.120163 27.353571 L 575.071163 27.785249 L 576.547674 29.401335 L 578.625884 31.789286 L 580.977209 33.874529 L 582.453721 35.089556 L 583.579057 36.225 L 584.276374 37.703571 L 585.779812 39.182143 L 585.621421 40.660714 L 587.331185 42.139286 L 588.705173 43.617857 L 588.688022 45.096429 L 588.359767 46.583003 L 591.473597 49.532143 L 591.656372 51.010714 L 591.312791 52.58394 L 592.618324 53.967857 L 592.822478 55.446429 L 593.832524 56.925 L 594.503543 58.403571 L 594.129585 59.882143 L 594.265814 60.072542 L 595.045987 61.360714 L 596.489992 62.839286 L 597.494204 64.317857 L 597.185753 65.796429 L 597.10328 67.275 L 597.561263 68.753571 L 598.771571 70.232143 L 598.603826 71.710714 L 598.695349 76.191294 L 600.057983 77.625 L 600.055436 80.582143 L 599.921379 82.060714 L 601.119193 83.539286 L 601.48079 85.017857 L 601.648372 86.512066 L 601.345824 87.975 L 601.453944 89.453571 L 601.412195 90.932143 L 602.313004 92.410714 L 602.646734 93.889286 L 602.495739 95.367857 L 603.020285 96.846429 L 602.757688 98.325 L 601.29176 101.282143 L 601.378075 102.760714 L 601.297778 107.196429 L 600.664107 108.675 L 601.383683 110.153571 L 601.364221 111.632143 L 600.067251 113.110714 L 598.465478 114.589286 L 598.264416 116.067857 L 598.444164 119.025 L 596.720959 121.982143 L 596.981058 123.460714 L 596.419559 124.939286 L 594.265814 126.968292 L 591.312791 128.42746 L 589.836279 130.192799 L 589.309314 130.853571 L 589.273836 132.332143 L 587.740908 133.810714 L 584.839437 136.767857 L 583.930233 137.526069 L 582.453721 138.329314 L 580.977209 139.231083 L 578.908036 141.203571 L 578.024186 141.922241 L 576.547674 141.947654 L 575.071163 142.265191 L 574.654792 142.682143 L 573.594651 143.479902 L 572.11814 143.861252 L 570.367042 145.639286 L 569.165116 146.555961 L 567.688605 146.661359 L 566.212093 148.005992 L 563.25907 148.094675 L 557.353023 148.017794 L 555.876512 146.709902 L 554.4 146.560407 L 549.970465 146.553969 L 547.017442 148.111119 L 545.54093 148.116125 L 544.064419 147.920926 L 543.333812 147.117857 L 542.587907 146.471341 L 541.111395 146.581522 L 538.158372 146.5719 L 536.676834 145.639286 L 535.205349 144.895419 L 533.728837 143.422317 L 532.252326 143.327405 L 530.775814 141.737234 L 530.242895 141.203571 L 529.299302 140.464286 L 527.822791 140.238662 L 525.957563 138.246429 L 524.869767 137.444198 L 523.393256 137.513751 L 521.916744 137.198261 L 520.037322 135.289286 L 514.534186 129.128427 L 513.24299 127.896429 L 513.057674 127.553237 L 512.582313 126.417857 L 512.101433 124.939286 L 510.577979 123.460714 L 509.579032 121.982143 L 509.744212 119.025 L 509.511471 117.546429 L 508.137823 116.067857 L 508.30669 114.589286 L 508.24243 113.110714 L 506.647922 111.632143 L 506.810585 110.153571 L 506.841601 107.196429 L 505.463934 104.239286 L 505.318204 102.760714 L 505.40337 101.282143 L 505.275755 96.846429 L 506.408496 95.367857 L 506.852171 93.889286 L 508.594715 90.932143 L 508.353097 89.453571 L 508.329245 87.975 L 508.96614 86.496429 L 510.2647 85.017857 L 509.888787 83.539286 L 509.973807 79.103571 L 509.83428 76.146429 L 510.104651 71.454274 L 509.725397 70.232143 L 512.645873 67.275 L 513.057674 65.709804 L 514.742046 62.839286 L 514.476266 61.360714 L 514.632132 59.882143 L 514.534186 58.224222 L 515.028662 56.925 L 516.522098 55.446429 L 517.763902 53.967857 L 518.116598 52.489286 L 519.219781 49.532143 L 520.770631 48.053571 L 521.555019 46.575 L 523.568287 40.660714 L 523.673417 39.182143 L 524.918885 37.703571 L 524.973148 36.225 L 525.908935 34.746429 L 530.775814 29.821002 L 532.252326 29.303951 L 533.831476 28.832143 L 537.449323 25.875 L 538.158372 25.214865 L 539.634884 24.4247 L 541.111395 24.71996 L 542.587907 24.301086 L 542.587907 24.301086 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 497.111349 19.89375 L 503.797599 19.89375 L 503.797599 8.28 L 497.111349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(497.111349 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 603.350526 19.89375 L 611.688651 19.89375 L 611.688651 8.28 L 603.350526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(603.350526 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 482.789186 165.6 L 514.412936 165.6 L 514.412936 153.98625 L 482.789186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=42 --> <g style="fill:#ffffff;" transform="translate(482.789186 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-32"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p886dac2e5c)"> <image height="165.6" id="imageeabef0c799" transform="scale(1 -1)translate(0 -165.6)" width="143.28" x="641" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p886dac2e5c)" d="M 700.987907 51.75 L 702.464419 51.75 L 703.202674 52.489286 L 703.202674 53.967857 L 706.155698 56.925 L 706.155698 61.360714 L 705.417442 62.1 L 703.94093 62.1 L 703.202674 61.360714 L 703.202674 59.882143 L 702.464419 59.142857 L 700.987907 60.621429 L 699.511395 60.621429 L 697.296628 62.839286 L 698.77314 64.317857 L 698.77314 68.753571 L 697.296628 70.232143 L 698.77314 71.710714 L 698.77314 74.667857 L 695.820116 77.625 L 695.820116 80.582143 L 698.77314 83.539286 L 698.034884 84.278571 L 696.558372 84.278571 L 695.820116 85.017857 L 695.820116 86.496429 L 697.296628 87.975 L 696.558372 88.714286 L 695.08186 88.714286 L 694.343605 89.453571 L 695.820116 90.932143 L 694.343605 92.410714 L 695.820116 93.889286 L 695.820116 102.760714 L 698.034884 104.978571 L 699.511395 104.978571 L 704.679186 99.803571 L 704.679186 98.325 L 709.846977 93.15 L 711.323488 93.15 L 712.8 91.671429 L 715.753023 91.671429 L 717.967791 93.889286 L 715.753023 96.107143 L 714.276512 94.628571 L 712.8 94.628571 L 711.323488 96.107143 L 709.846977 96.107143 L 706.155698 99.803571 L 706.155698 101.282143 L 704.679186 102.760714 L 706.155698 104.239286 L 706.155698 105.717857 L 705.417442 106.457143 L 703.94093 106.457143 L 701.726163 108.675 L 701.726163 110.153571 L 700.249651 111.632143 L 700.249651 113.110714 L 703.202674 116.067857 L 703.202674 119.025 L 702.464419 119.764286 L 699.511395 116.807143 L 698.77314 117.546429 L 698.77314 119.025 L 696.558372 121.242857 L 695.820116 120.503571 L 695.820116 117.546429 L 695.08186 116.807143 L 690.652326 116.807143 L 686.961046 113.110714 L 686.961046 110.153571 L 688.437558 108.675 L 688.437558 107.196429 L 689.91407 105.717857 L 688.437558 104.239286 L 691.390581 101.282143 L 691.390581 99.803571 L 692.867093 98.325 L 692.867093 96.846429 L 691.390581 95.367857 L 692.867093 93.889286 L 691.390581 92.410714 L 691.390581 89.453571 L 689.91407 87.975 L 691.390581 86.496429 L 691.390581 85.017857 L 689.91407 83.539286 L 690.652326 82.8 L 692.128837 82.8 L 693.605349 84.278571 L 694.343605 83.539286 L 694.343605 82.060714 L 693.605349 81.321429 L 690.652326 81.321429 L 689.91407 80.582143 L 689.91407 77.625 L 690.652326 76.885714 L 692.128837 76.885714 L 692.867093 76.146429 L 692.867093 73.189286 L 694.343605 71.710714 L 692.867093 70.232143 L 692.867093 68.753571 L 694.343605 67.275 L 694.343605 65.796429 L 692.867093 64.317857 L 694.343605 62.839286 L 694.343605 61.360714 L 697.296628 58.403571 L 697.296628 56.925 L 700.249651 53.967857 L 700.249651 52.489286 L 700.987907 51.75 L 700.987907 51.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 726.088605 54.707143 L 729.779884 58.403571 L 729.779884 59.882143 L 731.256395 61.360714 L 731.256395 62.839286 L 732.732907 64.317857 L 732.732907 70.232143 L 735.68593 73.189286 L 735.68593 77.625 L 737.162442 79.103571 L 737.162442 82.060714 L 738.638954 83.539286 L 738.638954 85.017857 L 737.900698 85.757143 L 736.424186 85.757143 L 735.68593 86.496429 L 737.162442 87.975 L 737.162442 93.889286 L 738.638954 95.367857 L 738.638954 101.282143 L 737.162442 102.760714 L 737.162442 104.239286 L 735.68593 105.717857 L 737.162442 107.196429 L 737.162442 108.675 L 735.68593 110.153571 L 735.68593 113.110714 L 734.947674 113.85 L 733.471163 113.85 L 732.732907 113.110714 L 732.732907 111.632143 L 731.994651 110.892857 L 730.51814 110.892857 L 728.303372 113.110714 L 728.303372 114.589286 L 729.041628 115.328571 L 730.51814 115.328571 L 731.994651 113.85 L 732.732907 114.589286 L 732.732907 117.546429 L 731.994651 118.285714 L 730.51814 118.285714 L 727.565116 121.242857 L 726.088605 121.242857 L 724.612093 122.721429 L 723.135581 122.721429 L 720.920814 120.503571 L 720.920814 119.025 L 726.82686 113.110714 L 726.82686 111.632143 L 725.350349 110.153571 L 725.350349 108.675 L 723.135581 106.457143 L 721.65907 106.457143 L 720.920814 105.717857 L 720.920814 104.239286 L 722.397326 102.760714 L 720.920814 101.282143 L 720.920814 99.803571 L 717.967791 96.846429 L 717.967791 95.367857 L 718.706047 94.628571 L 725.350349 101.282143 L 725.350349 102.760714 L 727.565116 104.978571 L 728.303372 104.239286 L 728.303372 101.282143 L 729.779884 99.803571 L 728.303372 98.325 L 728.303372 95.367857 L 729.779884 93.889286 L 729.779884 90.932143 L 731.256395 89.453571 L 731.256395 87.975 L 730.51814 87.235714 L 729.041628 87.235714 L 728.303372 86.496429 L 728.303372 79.103571 L 729.779884 77.625 L 729.779884 67.275 L 728.303372 65.796429 L 728.303372 62.839286 L 727.565116 62.1 L 724.612093 62.1 L 722.397326 59.882143 L 722.397326 58.403571 L 723.135581 57.664286 L 724.612093 57.664286 L 725.350349 56.925 L 725.350349 55.446429 L 726.088605 54.707143 L 726.088605 54.707143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 706.893953 63.578571 L 707.632209 64.317857 L 706.893953 65.057143 L 706.155698 64.317857 L 706.893953 63.578571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 720.182558 63.578571 L 721.65907 63.578571 L 722.397326 64.317857 L 721.65907 65.057143 L 720.182558 65.057143 L 719.444302 64.317857 L 720.182558 63.578571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 712.8 68.014286 L 713.538256 68.753571 L 714.276512 69.492857 L 715.753023 69.492857 L 717.229535 69.492857 L 717.967791 70.232143 L 717.229535 70.971429 L 716.491279 71.710714 L 715.753023 72.45 L 714.276512 72.45 L 713.538256 71.710714 L 712.8 70.971429 L 712.061744 70.232143 L 712.061744 68.753571 L 712.8 68.014286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 708.370465 72.45 L 709.108721 73.189286 L 708.370465 73.928571 L 707.632209 73.189286 L 708.370465 72.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 708.370465 75.407143 L 709.108721 76.146429 L 709.846977 76.885714 L 711.323488 76.885714 L 712.061744 77.625 L 711.323488 78.364286 L 710.585233 79.103571 L 711.323488 79.842857 L 712.061744 80.582143 L 712.061744 82.060714 L 712.061744 83.539286 L 712.061744 85.017857 L 712.061744 86.496429 L 711.323488 87.235714 L 710.585233 87.975 L 710.585233 89.453571 L 709.846977 90.192857 L 708.370465 90.192857 L 707.632209 90.932143 L 706.893953 91.671429 L 706.155698 92.410714 L 705.417442 93.15 L 704.679186 93.889286 L 704.679186 95.367857 L 703.94093 96.107143 L 703.202674 96.846429 L 702.464419 97.585714 L 701.726163 98.325 L 700.987907 99.064286 L 700.249651 98.325 L 700.249651 96.846429 L 700.987907 96.107143 L 701.726163 95.367857 L 701.726163 93.889286 L 702.464419 93.15 L 703.202674 92.410714 L 703.202674 90.932143 L 703.94093 90.192857 L 704.679186 89.453571 L 704.679186 87.975 L 705.417442 87.235714 L 706.155698 86.496429 L 705.417442 85.757143 L 704.679186 85.017857 L 705.417442 84.278571 L 706.155698 83.539286 L 706.155698 82.060714 L 706.893953 81.321429 L 707.632209 80.582143 L 706.893953 79.842857 L 706.155698 79.103571 L 706.893953 78.364286 L 707.632209 77.625 L 707.632209 76.146429 L 708.370465 75.407143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 717.229535 78.364286 L 718.706047 78.364286 L 719.444302 79.103571 L 719.444302 80.582143 L 719.444302 82.060714 L 719.444302 83.539286 L 720.182558 84.278571 L 720.920814 85.017857 L 720.920814 86.496429 L 721.65907 87.235714 L 722.397326 87.975 L 722.397326 89.453571 L 722.397326 90.932143 L 722.397326 92.410714 L 721.65907 93.15 L 720.920814 92.410714 L 720.920814 90.932143 L 720.182558 90.192857 L 719.444302 89.453571 L 719.444302 87.975 L 719.444302 86.496429 L 718.706047 85.757143 L 717.967791 85.017857 L 717.967791 83.539286 L 717.229535 82.8 L 716.491279 82.060714 L 716.491279 80.582143 L 716.491279 79.103571 L 717.229535 78.364286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 723.135581 93.15 L 724.612093 93.15 L 725.350349 93.889286 L 724.612093 94.628571 L 723.135581 94.628571 L 722.397326 93.889286 L 723.135581 93.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 690.652326 109.414286 L 689.91407 110.153571 L 690.652326 110.892857 L 692.128837 110.892857 L 692.867093 110.153571 L 692.128837 109.414286 L 690.652326 109.414286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p886dac2e5c)" d="M 714.276512 54.707143 L 715.014767 55.446429 L 715.014767 56.925 L 715.014767 58.403571 L 715.753023 59.142857 L 716.491279 59.882143 L 716.491279 61.360714 L 716.491279 62.839286 L 716.491279 64.317857 L 716.491279 65.796429 L 715.753023 66.535714 L 714.276512 66.535714 L 713.538256 67.275 L 712.8 68.014286 L 711.323488 68.014286 L 710.585233 67.275 L 711.323488 66.535714 L 712.061744 65.796429 L 712.061744 64.317857 L 712.061744 62.839286 L 712.061744 61.360714 L 712.061744 59.882143 L 712.061744 58.403571 L 712.061744 56.925 L 712.8 56.185714 L 713.538256 55.446429 L 714.276512 54.707143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 711.323488 94.628571 L 712.8 94.628571 L 713.538256 95.367857 L 712.8 96.107143 L 711.323488 96.107143 L 710.585233 95.367857 L 711.323488 94.628571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 723.135581 94.628571 L 723.873837 95.367857 L 723.135581 96.107143 L 722.397326 95.367857 L 723.135581 94.628571 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 700.987907 96.107143 L 702.464419 96.107143 L 703.202674 96.846429 L 702.464419 97.585714 L 701.726163 98.325 L 700.987907 99.064286 L 700.249651 99.803571 L 700.249651 101.282143 L 699.511395 102.021429 L 698.77314 101.282143 L 698.77314 99.803571 L 698.77314 98.325 L 699.511395 97.585714 L 700.249651 96.846429 L 700.987907 96.107143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p886dac2e5c)" d="M 724.612093 96.107143 L 725.350349 96.846429 L 726.088605 97.585714 L 726.82686 98.325 L 726.088605 99.064286 L 724.612093 99.064286 L 723.873837 98.325 L 723.873837 96.846429 L 724.612093 96.107143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p886dac2e5c)" d="M 706.893953 25.135714 L 708.370465 25.662547 L 708.577729 25.875 L 709.846977 26.657143 L 711.323488 26.915729 L 711.785132 27.353571 L 712.8 28.100607 L 714.276512 27.983269 L 718.706047 28.074516 L 720.182558 27.693905 L 720.522418 27.353571 L 721.65907 26.614286 L 723.135581 27.01816 L 723.470526 27.353571 L 724.612093 28.298066 L 726.088605 29.207581 L 727.565116 29.076434 L 731.994651 29.69595 L 736.125 33.267857 L 737.900698 35.202287 L 739.377209 36.840738 L 741.755658 39.182143 L 743.04166 40.660714 L 744.229106 42.139286 L 744.714085 43.617857 L 745.283256 44.326755 L 745.738691 45.096429 L 745.519415 46.575 L 745.862249 48.053571 L 747.707026 49.532143 L 748.556306 52.489286 L 750.01521 53.967857 L 750.84118 55.446429 L 751.386235 56.925 L 752.895116 58.403571 L 752.893055 59.882143 L 754.142326 62.10453 L 754.453758 62.839286 L 755.673855 64.317857 L 755.849913 65.796429 L 755.800162 67.275 L 755.873529 68.753571 L 757.120077 70.232143 L 757.361091 74.667857 L 758.679931 76.146429 L 758.571861 78.244832 L 758.626255 79.103571 L 758.571861 80.670054 L 758.762286 82.060714 L 760.0238 83.539286 L 760.048372 88.10281 L 761.403607 89.453571 L 761.577609 90.932143 L 761.305439 93.889286 L 762.437291 95.367857 L 763.150782 96.846429 L 762.372736 98.325 L 762.035144 99.803571 L 760.739719 101.282143 L 759.72846 102.760714 L 759.937174 104.239286 L 759.830724 105.717857 L 759.917769 107.196429 L 759.597166 108.675 L 758.175833 110.153571 L 758.348919 111.632143 L 758.268102 114.589286 L 756.852002 116.067857 L 756.84051 117.546429 L 755.450775 119.025 L 755.351501 120.503571 L 754.647681 121.982143 L 754.142326 123.492991 L 752.841318 124.939286 L 752.396238 126.417857 L 751.189302 127.698943 L 749.712791 128.223989 L 748.236279 129.877588 L 743.806744 134.521608 L 742.330233 135.758332 L 739.377209 137.523406 L 737.900698 139.10724 L 736.424186 140.393984 L 734.947674 140.239852 L 733.471163 140.607426 L 732.915523 141.203571 L 731.994651 141.897619 L 730.51814 142.103485 L 730.019041 142.682143 L 729.041628 143.414464 L 727.565116 143.570751 L 727.038946 144.160714 L 724.612093 146.110615 L 723.135581 146.385277 L 718.706047 146.373672 L 715.753023 146.384745 L 714.276512 145.999933 L 713.918835 145.639286 L 712.653344 144.160714 L 711.323488 143.430251 L 709.846977 144.9 L 708.370465 145.119504 L 707.902204 145.639286 L 706.893953 146.384921 L 703.94093 146.337389 L 702.464419 146.384684 L 700.987907 146.089854 L 700.541015 145.639286 L 699.511395 144.9 L 698.034884 144.645733 L 697.560284 144.160714 L 696.558372 143.421429 L 695.08186 143.040841 L 694.724681 142.682143 L 693.605349 141.826038 L 692.128837 141.203569 L 690.652326 139.677253 L 689.175814 138.664661 L 687.699302 138.839086 L 686.222791 138.212098 L 684.746279 137.246526 L 683.269767 136.651926 L 681.793256 135.069608 L 679.364284 133.810714 L 677.363721 132.325898 L 675.887209 131.810873 L 673.566976 129.375 L 672.555083 127.896429 L 672.328624 126.417857 L 670.803593 124.939286 L 669.603739 123.460714 L 669.547299 121.982143 L 668.30161 120.503571 L 669.151743 119.025 L 668.12918 117.546429 L 666.69544 116.067857 L 666.756531 114.589286 L 665.278749 111.632143 L 665.321034 108.675 L 665.475664 104.239286 L 664.075116 101.882756 L 663.773824 101.282143 L 663.972483 99.803571 L 663.906982 98.325 L 663.986666 96.846429 L 663.869307 95.367857 L 664.149168 93.889286 L 664.075116 92.102171 L 663.907408 90.932143 L 663.819933 89.453571 L 664.075116 87.863819 L 665.55355 86.496429 L 667.012959 83.539286 L 667.028139 81.965919 L 666.826969 80.582143 L 667.385855 79.103571 L 668.310197 77.625 L 668.802137 76.146429 L 670.057313 74.667857 L 670.126488 70.232143 L 669.981163 68.619647 L 671.637997 65.796429 L 671.65212 64.317857 L 671.5274 62.839286 L 671.823393 61.360714 L 673.390984 59.882143 L 674.685587 58.403571 L 675.1091 56.925 L 676.277875 55.446429 L 676.077069 52.489286 L 677.593374 51.010714 L 677.531062 49.532143 L 678.840233 48.009891 L 680.316744 46.572365 L 681.793256 44.301164 L 682.170614 43.617857 L 683.30277 42.139286 L 683.591653 40.660714 L 683.53317 39.182143 L 685.303243 36.225 L 686.222791 35.371958 L 687.699302 34.385445 L 689.175814 34.241083 L 690.652326 32.898438 L 692.370276 31.789286 L 695.08186 29.688237 L 696.558372 29.640386 L 698.034884 28.493146 L 699.511395 28.676293 L 700.987907 27.815979 L 702.464419 27.934806 L 703.94093 27.295019 L 705.417442 26.400701 L 705.942411 25.875 L 706.893953 25.135714 L 706.893953 25.135714 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 655.511349 19.89375 L 662.197599 19.89375 L 662.197599 8.28 L 655.511349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(655.511349 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 761.750526 19.89375 L 770.088651 19.89375 L 770.088651 8.28 L 761.750526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(761.750526 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 641.189186 165.6 L 672.812936 165.6 L 672.812936 153.98625 L 641.189186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=51 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(641.189186 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-31"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#pe3ee34052c)"> <image height="165.6" id="imaged8a40db8fb" transform="scale(1 -1)translate(0 -165.6)" width="143.28" x="800" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_16"> <path clip-path="url(#pe3ee34052c)" d="M 859.387907 56.185714 L 861.602674 58.403571 L 861.602674 62.839286 L 863.079186 64.317857 L 863.079186 67.275 L 863.817442 68.014286 L 865.293953 68.014286 L 866.032209 68.753571 L 864.555698 70.232143 L 866.032209 71.710714 L 866.032209 77.625 L 864.555698 79.103571 L 866.032209 80.582143 L 866.032209 82.060714 L 865.293953 82.8 L 863.817442 82.8 L 863.079186 82.060714 L 863.079186 80.582143 L 861.602674 79.103571 L 861.602674 77.625 L 860.864419 76.885714 L 858.649651 79.103571 L 858.649651 82.060714 L 857.17314 83.539286 L 858.649651 85.017857 L 858.649651 90.932143 L 859.387907 91.671429 L 860.864419 91.671429 L 861.602674 90.932143 L 861.602674 87.975 L 862.34093 87.235714 L 863.079186 87.975 L 863.079186 89.453571 L 866.032209 92.410714 L 866.032209 93.889286 L 865.293953 94.628571 L 863.817442 93.15 L 862.34093 93.15 L 861.602674 93.889286 L 861.602674 95.367857 L 858.649651 98.325 L 858.649651 101.282143 L 857.911395 102.021429 L 856.434884 102.021429 L 855.696628 102.760714 L 855.696628 105.717857 L 857.17314 107.196429 L 857.17314 108.675 L 856.434884 109.414286 L 849.052326 102.021429 L 847.575814 102.021429 L 846.837558 101.282143 L 846.837558 93.889286 L 848.31407 92.410714 L 848.31407 83.539286 L 849.790581 82.060714 L 849.790581 80.582143 L 852.743605 77.625 L 851.267093 76.146429 L 855.696628 71.710714 L 855.696628 70.232143 L 857.17314 68.753571 L 857.17314 67.275 L 858.649651 65.796429 L 858.649651 64.317857 L 857.17314 62.839286 L 857.17314 59.882143 L 858.649651 58.403571 L 858.649651 56.925 L 859.387907 56.185714 L 859.387907 56.185714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe3ee34052c)" d="M 883.012093 60.621429 L 888.179884 65.796429 L 888.179884 67.275 L 889.656395 68.753571 L 889.656395 71.710714 L 890.394651 72.45 L 891.871163 72.45 L 892.609419 73.189286 L 891.132907 74.667857 L 891.132907 76.146429 L 892.609419 77.625 L 892.609419 80.582143 L 894.08593 82.060714 L 892.609419 83.539286 L 895.562442 86.496429 L 895.562442 92.410714 L 894.08593 93.889286 L 897.038954 96.846429 L 896.300698 97.585714 L 894.824186 97.585714 L 894.08593 98.325 L 894.08593 99.803571 L 893.347674 100.542857 L 890.394651 100.542857 L 888.179884 102.760714 L 889.656395 104.239286 L 889.656395 105.717857 L 888.179884 107.196429 L 888.91814 107.935714 L 891.871163 107.935714 L 892.609419 108.675 L 892.609419 110.153571 L 891.871163 110.892857 L 890.394651 110.892857 L 888.91814 109.414286 L 888.179884 110.153571 L 888.179884 111.632143 L 887.441628 112.371429 L 885.965116 112.371429 L 885.22686 113.110714 L 885.22686 114.589286 L 883.012093 116.807143 L 882.273837 116.067857 L 882.273837 114.589286 L 879.320814 111.632143 L 883.750349 107.196429 L 882.273837 105.717857 L 883.750349 104.239286 L 883.750349 101.282143 L 882.273837 99.803571 L 883.750349 98.325 L 883.012093 97.585714 L 880.05907 97.585714 L 878.582558 99.064286 L 877.106047 99.064286 L 876.367791 98.325 L 876.367791 96.846429 L 877.844302 95.367857 L 876.367791 93.889286 L 877.106047 93.15 L 878.582558 93.15 L 879.320814 92.410714 L 877.844302 90.932143 L 877.844302 89.453571 L 878.582558 88.714286 L 880.05907 88.714286 L 881.535581 87.235714 L 883.012093 87.235714 L 883.750349 87.975 L 880.797326 90.932143 L 880.797326 92.410714 L 881.535581 93.15 L 883.750349 90.932143 L 883.750349 89.453571 L 885.22686 87.975 L 885.22686 85.017857 L 884.488605 84.278571 L 883.012093 85.757143 L 882.273837 85.017857 L 882.273837 83.539286 L 879.320814 80.582143 L 880.797326 79.103571 L 880.797326 77.625 L 879.320814 76.146429 L 879.320814 74.667857 L 880.797326 73.189286 L 879.320814 71.710714 L 879.320814 70.232143 L 880.797326 68.753571 L 880.797326 62.839286 L 883.012093 60.621429 L 883.012093 60.621429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe3ee34052c)" d="M 863.817442 85.757143 L 864.555698 86.496429 L 863.817442 87.235714 L 863.079186 86.496429 L 863.817442 85.757143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe3ee34052c)" d="M 857.911395 109.414286 L 858.649651 110.153571 L 859.387907 110.892857 L 860.126163 111.632143 L 859.387907 112.371429 L 857.911395 112.371429 L 857.17314 111.632143 L 857.17314 110.153571 L 857.911395 109.414286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#pe3ee34052c)" d="M 871.2 65.057143 L 871.938256 65.796429 L 871.938256 67.275 L 871.2 68.014286 L 870.461744 67.275 L 870.461744 65.796429 L 871.2 65.057143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe3ee34052c)" d="M 872.676512 68.014286 L 873.414767 68.753571 L 872.676512 69.492857 L 871.938256 68.753571 L 872.676512 68.014286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe3ee34052c)" d="M 872.676512 75.407143 L 873.414767 76.146429 L 873.414767 77.625 L 873.414767 79.103571 L 872.676512 79.842857 L 871.2 79.842857 L 870.461744 79.103571 L 870.461744 77.625 L 871.2 76.885714 L 871.938256 76.146429 L 872.676512 75.407143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe3ee34052c)" d="M 871.2 85.757143 L 871.938256 86.496429 L 871.938256 87.975 L 871.938256 89.453571 L 871.2 90.192857 L 869.723488 90.192857 L 868.985233 89.453571 L 868.985233 87.975 L 869.723488 87.235714 L 870.461744 86.496429 L 871.2 85.757143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe3ee34052c)" d="M 871.2 93.15 L 871.938256 93.889286 L 871.2 94.628571 L 870.461744 93.889286 L 871.2 93.15 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe3ee34052c)" d="M 875.629535 106.457143 L 877.106047 106.457143 L 877.844302 107.196429 L 877.106047 107.935714 L 875.629535 107.935714 L 874.891279 107.196429 L 875.629535 106.457143 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#pe3ee34052c)" d="M 865.293953 31.728052 L 868.246977 30.658016 L 869.723488 30.683999 L 871.2 30.845868 L 872.839926 31.789286 L 874.153023 31.634791 L 877.106047 31.760078 L 878.641725 31.789286 L 880.05907 31.96724 L 881.535581 32.716076 L 883.012093 32.575244 L 884.488605 32.785605 L 885.965116 32.753598 L 887.441628 33.269964 L 890.394651 35.485714 L 891.871163 35.598203 L 893.347674 36.999762 L 894.221186 37.703571 L 894.824186 38.509697 L 896.300698 39.242786 L 896.755036 40.660714 L 898.339951 42.139286 L 899.709435 43.617857 L 899.584063 45.096429 L 900.753839 46.575 L 901.355257 48.053571 L 905.159767 51.401456 L 905.773999 52.489286 L 905.473458 53.967857 L 905.96872 55.446429 L 906.636279 56.116823 L 907.243172 56.925 L 907.794505 58.403571 L 908.112791 59.966727 L 908.816555 61.360714 L 910.488695 62.839286 L 911.065814 64.389506 L 911.70472 67.275 L 912.973278 68.753571 L 912.827626 70.232143 L 912.983788 71.710714 L 913.464927 73.189286 L 914.090322 74.667857 L 914.324573 76.146429 L 914.707611 77.625 L 915.495349 79.811822 L 915.722825 80.582143 L 916.001431 82.060714 L 917.082388 85.017857 L 917.484799 87.975 L 918.519324 89.453571 L 918.779433 92.410714 L 918.483409 98.325 L 918.655036 102.760714 L 918.384004 104.239286 L 917.232503 105.717857 L 916.790099 107.196429 L 917.204343 108.675 L 915.962805 110.153571 L 915.738807 111.632143 L 914.4283 113.110714 L 913.828097 114.589286 L 913.799328 116.067857 L 914.189946 117.546429 L 913.431317 119.025 L 910.474843 121.982143 L 909.267435 123.460714 L 909.345973 124.939286 L 904.760082 127.896429 L 903.322717 129.375 L 902.787525 130.853571 L 901.854004 132.332143 L 900.730233 133.071429 L 899.112545 133.810714 L 894.824186 138.468309 L 893.347674 139.270403 L 891.871163 139.243657 L 890.394651 138.863398 L 888.91814 138.253968 L 887.441628 139.384946 L 886.670264 139.725 L 885.965116 140.27638 L 884.488605 140.408037 L 882.985913 141.203571 L 881.535581 142.602609 L 880.05907 142.4465 L 878.582558 142.562481 L 877.106047 141.846546 L 876.57822 141.203571 L 875.629535 139.569938 L 871.2 137.989441 L 870.94337 138.246429 L 869.723488 139.21237 L 868.246977 139.072648 L 854.958372 139.225669 L 853.48186 138.903088 L 852.897831 138.246429 L 852.005349 137.537816 L 850.528837 137.726908 L 849.052326 137.349582 L 848.539187 136.767857 L 847.575814 136.033316 L 846.099302 136.190132 L 844.622791 135.672972 L 842.930608 133.810714 L 841.669767 133.071429 L 840.042146 132.332143 L 838.716744 131.592857 L 837.240233 131.042829 L 831.334186 124.670769 L 830.096153 123.460714 L 829.402353 121.982143 L 828.780127 120.503571 L 828.305773 119.025 L 827.663714 117.546429 L 826.094242 116.067857 L 825.121729 114.589286 L 825.395688 113.110714 L 825.235323 111.632143 L 825.540273 110.153571 L 825.160697 108.675 L 823.617397 107.196429 L 824.001641 105.717857 L 823.770751 104.239286 L 823.277239 102.760714 L 822.370248 101.282143 L 822.674708 99.803571 L 824.088538 95.367857 L 824.142815 93.889286 L 823.951628 92.098819 L 824.063442 90.932143 L 824.407393 89.453571 L 825.487714 86.496429 L 825.698699 85.017857 L 825.552243 82.060714 L 825.663651 80.582143 L 826.277272 79.103571 L 827.325291 77.625 L 828.760284 76.146429 L 828.996553 74.667857 L 830.123046 71.710714 L 830.006277 68.753571 L 831.459703 67.275 L 831.741442 65.796429 L 832.232219 64.317857 L 833.03396 62.839286 L 833.116545 61.360714 L 834.612265 59.882143 L 835.282781 58.403571 L 837.410415 55.446429 L 838.00937 53.967857 L 839.179967 52.489286 L 840.193256 50.61708 L 840.572742 49.532143 L 840.821875 48.053571 L 842.260894 46.575 L 842.777361 45.096429 L 843.5184 43.617857 L 844.622791 42.814092 L 846.099302 41.46347 L 849.328198 39.182143 L 849.64652 37.703571 L 852.005349 35.65901 L 854.958372 34.887354 L 855.087008 34.746429 L 856.434884 33.912566 L 857.911395 33.997961 L 860.864419 34.007143 L 862.34093 33.753263 L 863.817442 32.433614 L 865.293953 31.728052 L 865.293953 31.728052 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 813.911349 19.89375 L 820.597599 19.89375 L 820.597599 8.28 L 813.911349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(813.911349 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 920.150526 19.89375 L 928.488651 19.89375 L 928.488651 8.28 L 920.150526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(920.150526 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 799.589186 165.6 L 831.212936 165.6 L 831.212936 153.98625 L 799.589186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=60 --> <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"/> <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(799.589186 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-36"/> <use x="199.902344" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p14e9ff54b6)"> <image height="165.6" id="image2139bcf1a7" transform="scale(1 -1)translate(0 -165.6)" width="143.28" x="958" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_19"> <path clip-path="url(#p14e9ff54b6)" d="M 1017.787907 73.928571 L 1018.526163 74.667857 L 1017.787907 75.407143 L 1017.049651 74.667857 L 1017.787907 73.928571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14e9ff54b6)" d="M 1019.264419 75.407143 L 1020.74093 75.407143 L 1021.479186 76.146429 L 1022.217442 76.885714 L 1022.955698 77.625 L 1022.217442 78.364286 L 1021.479186 79.103571 L 1021.479186 80.582143 L 1020.74093 81.321429 L 1020.002674 82.060714 L 1020.002674 83.539286 L 1019.264419 84.278571 L 1018.526163 85.017857 L 1019.264419 85.757143 L 1020.002674 86.496429 L 1020.002674 87.975 L 1020.002674 89.453571 L 1020.74093 90.192857 L 1021.479186 90.932143 L 1020.74093 91.671429 L 1020.002674 92.410714 L 1019.264419 93.15 L 1018.526163 93.889286 L 1018.526163 95.367857 L 1018.526163 96.846429 L 1017.787907 97.585714 L 1016.311395 97.585714 L 1015.57314 96.846429 L 1016.311395 96.107143 L 1017.049651 95.367857 L 1017.049651 93.889286 L 1017.049651 92.410714 L 1017.049651 90.932143 L 1016.311395 90.192857 L 1014.834884 90.192857 L 1014.096628 89.453571 L 1014.834884 88.714286 L 1015.57314 87.975 L 1016.311395 87.235714 L 1017.049651 86.496429 L 1017.049651 85.017857 L 1016.311395 84.278571 L 1015.57314 83.539286 L 1016.311395 82.8 L 1017.049651 82.060714 L 1016.311395 81.321429 L 1015.57314 80.582143 L 1016.311395 79.842857 L 1017.049651 79.103571 L 1017.787907 78.364286 L 1018.526163 77.625 L 1018.526163 76.146429 L 1019.264419 75.407143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14e9ff54b6)" d="M 1041.412093 75.407143 L 1042.150349 76.146429 L 1042.150349 77.625 L 1042.888605 78.364286 L 1043.62686 79.103571 L 1042.888605 79.842857 L 1041.412093 79.842857 L 1040.673837 79.103571 L 1040.673837 77.625 L 1040.673837 76.146429 L 1041.412093 75.407143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14e9ff54b6)" d="M 1041.412093 88.714286 L 1042.150349 89.453571 L 1041.412093 90.192857 L 1040.673837 89.453571 L 1041.412093 88.714286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14e9ff54b6)" d="M 1019.264419 102.021429 L 1020.002674 102.760714 L 1019.264419 103.5 L 1018.526163 102.760714 L 1019.264419 102.021429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p14e9ff54b6)" d="M 1025.170465 35.500852 L 1029.6 35.553213 L 1031.076512 36.1011 L 1034.029535 36.080051 L 1036.982558 36.783249 L 1038.45907 37.008693 L 1039.935581 38.018096 L 1041.412093 38.184433 L 1042.888605 40.38581 L 1044.365116 40.230275 L 1045.929349 40.660714 L 1047.31814 41.535966 L 1048.794651 41.976275 L 1048.9382 42.139286 L 1050.271163 43.025026 L 1050.839146 43.617857 L 1050.899175 45.096429 L 1051.747674 46.420925 L 1054.700698 47.637231 L 1055.116458 48.053571 L 1056.79932 49.532143 L 1057.000733 51.010714 L 1057.653721 52.870465 L 1058.095781 53.967857 L 1058.276166 55.446429 L 1060.166077 56.925 L 1061.02893 58.403571 L 1063.956112 61.360714 L 1064.652802 62.839286 L 1065.569704 64.317857 L 1065.780204 65.796429 L 1066.146799 67.275 L 1066.825923 68.753571 L 1067.477659 71.710714 L 1068.500938 74.667857 L 1068.8388 76.146429 L 1069.849753 79.103571 L 1069.928021 80.582143 L 1069.840245 83.539286 L 1071.509064 85.017857 L 1071.930607 86.496429 L 1070.991936 87.975 L 1072.418837 93.055759 L 1072.750927 93.889286 L 1072.8387 95.367857 L 1072.633625 98.325 L 1073.320333 101.282143 L 1074.067463 102.760714 L 1073.595561 104.239286 L 1072.929416 105.717857 L 1072.326086 108.675 L 1071.324944 110.153571 L 1071.047808 111.632143 L 1071.193583 116.067857 L 1067.989302 119.395369 L 1066.512791 120.944659 L 1065.036279 122.350024 L 1063.559767 124.151968 L 1061.879145 124.939286 L 1059.638554 126.417857 L 1059.130233 126.862148 L 1057.653721 128.594686 L 1054.700698 130.658086 L 1053.224186 130.424574 L 1051.747674 131.489032 L 1050.271163 133.06081 L 1048.794651 134.333139 L 1047.31814 135.595308 L 1045.841628 135.46725 L 1044.365116 136.145741 L 1042.888605 137.231485 L 1041.412093 137.069468 L 1036.982558 137.098378 L 1035.506047 137.138392 L 1034.029535 137.325894 L 1032.882231 136.767857 L 1031.101543 135.289286 L 1031.050723 135.289286 L 1029.309203 136.767857 L 1028.123488 137.35305 L 1026.646977 137.218462 L 1020.74093 137.355835 L 1019.264419 136.347974 L 1017.787907 134.616715 L 1016.311395 133.626986 L 1014.834884 133.953002 L 1013.358372 133.881167 L 1011.88186 134.110884 L 1010.405349 133.199047 L 1008.928837 132.1871 L 1007.452326 132.082254 L 1005.975814 130.743073 L 1004.499302 130.84749 L 1003.022791 130.058115 L 1001.546279 129.058345 L 1000.069767 128.47651 L 999.617429 127.896429 L 996.659535 124.939286 L 994.129857 121.982143 L 992.22877 120.503571 L 991.132082 119.025 L 989.734186 117.511354 L 988.203446 116.067857 L 988.369711 114.589286 L 988.257674 114.461892 L 987.219988 113.110714 L 987.06453 111.632143 L 986.598415 110.153571 L 987.168323 108.675 L 987.626645 107.196429 L 987.338364 105.717857 L 986.878215 104.239286 L 986.915362 102.760714 L 987.12038 101.282143 L 987.145348 99.803571 L 986.5388 98.325 L 986.196317 96.846429 L 986.347112 95.367857 L 985.596668 93.889286 L 986.781163 90.619413 L 987.198101 89.453571 L 987.988163 86.496429 L 988.609198 85.017857 L 988.934364 83.539286 L 989.416411 82.060714 L 988.672721 80.582143 L 988.733862 79.103571 L 989.865535 76.146429 L 990.156871 74.667857 L 991.324438 73.189286 L 991.683659 71.710714 L 991.628186 68.753571 L 993.054013 67.275 L 993.046755 65.796429 L 993.655379 64.317857 L 994.163721 63.69087 L 994.686206 62.839286 L 994.721015 61.360714 L 996.258461 59.882143 L 997.116744 58.256758 L 998.593256 57.319951 L 998.987656 56.925 L 999.154097 55.446429 L 1001.546279 53.094194 L 1003.022791 52.755196 L 1003.28833 52.489286 L 1004.024492 49.532143 L 1004.590009 48.053571 L 1006.318235 46.575 L 1006.906406 45.096429 L 1007.452326 44.54566 L 1008.928837 44.428478 L 1010.405349 43.124378 L 1011.88186 42.080252 L 1012.880046 40.660714 L 1013.358372 39.689468 L 1014.834884 40.295996 L 1016.311395 39.693733 L 1016.72535 39.182143 L 1017.787907 38.710069 L 1019.264419 38.835918 L 1020.74093 38.640223 L 1022.217442 37.627717 L 1023.693953 37.562144 L 1025.170465 35.500852 L 1025.170465 35.500852 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 972.311349 19.89375 L 978.997599 19.89375 L 978.997599 8.28 L 972.311349 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(972.311349 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 1078.550526 19.89375 L 1086.888651 19.89375 L 1086.888651 8.28 L 1078.550526 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1078.550526 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 957.989186 165.6 L 989.612936 165.6 L 989.612936 153.98625 L 957.989186 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=69 --> <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(957.989186 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-36"/> <use x="199.902344" xlink:href="#DejaVuSans-39"/> </g> </g> </g> </g> <defs> <clipPath id="p04175dd2dd"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p6e21282f7a"> <rect height="165.6" width="143.221628" x="7.589186" y="0"/> </clipPath> <clipPath id="p330793b59e"> <rect height="165.6" width="143.221628" x="165.989186" y="0"/> </clipPath> <clipPath id="p9049a2193a"> <rect height="165.6" width="143.221628" x="324.389186" y="0"/> </clipPath> <clipPath id="p3f52b3e9bc"> <rect height="165.6" width="143.221628" x="482.789186" y="0"/> </clipPath> <clipPath id="p886dac2e5c"> <rect height="165.6" width="143.221628" x="641.189186" y="0"/> </clipPath> <clipPath id="pe3ee34052c"> <rect height="165.6" width="143.221628" x="799.589186" y="0"/> </clipPath> <clipPath id="p14e9ff54b6"> <rect height="165.6" width="143.221628" x="957.989186" 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-01027d19-00c9-44f0-9e33-9ef1f25e8f5b"> <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(#p5192bcc829)"> <image height="165.6" id="imaged7847bb1f9" 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(#p0b96925c6e)"> <image height="153.6" id="image058bcad018" transform="scale(1 -1)translate(0 -153.6)" width="187.44" x="1123" xlink:href="data:image/png;base64,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" y="-6"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p0b96925c6e)" d="M 1192.564286 49.519221 L 1194.235714 49.763918 L 1196.117461 50.270975 L 1197.578571 50.830594 L 1199.25 51.054891 L 1200.921429 50.152739 L 1202.592857 50.465307 L 1207.607143 52.274252 L 1209.278571 51.30742 L 1212.621429 51.356132 L 1214.292857 50.620834 L 1215.964286 51.334006 L 1217.635714 51.470575 L 1218.105189 51.93913 L 1218.463035 53.607285 L 1219.307143 54.15035 L 1223.014165 55.275441 L 1224.321429 55.796381 L 1228.263147 56.943596 L 1229.335714 57.392978 L 1231.007143 57.894599 L 1232.678571 58.257976 L 1234.35 59.039437 L 1236.021429 59.399664 L 1236.969066 60.279906 L 1237.692857 61.501684 L 1239.364286 62.413629 L 1240.096488 63.616216 L 1241.035714 65.563499 L 1242.707143 67.017897 L 1244.378571 67.583372 L 1244.914951 68.620682 L 1246.05 69.735505 L 1247.431287 70.288837 L 1247.721429 70.67545 L 1248.642867 73.625147 L 1249.392857 74.500545 L 1249.735199 75.293302 L 1251.064286 76.546755 L 1251.859007 76.961457 L 1251.504454 78.629612 L 1251.759109 80.297767 L 1252.735714 81.128684 L 1254.407143 81.739767 L 1254.589177 81.965922 L 1254.407143 82.332215 L 1253.03523 83.634078 L 1252.735714 86.897226 L 1251.064286 86.285536 L 1250.837857 86.970388 L 1251.064286 87.395655 L 1251.923302 88.638543 L 1252.735714 89.516021 L 1254.407143 90.072518 L 1254.694855 90.306698 L 1254.124434 93.643008 L 1253.582515 95.311163 L 1252.735714 96.271591 L 1251.064286 96.560687 L 1250.701632 96.979318 L 1250.625688 98.647474 L 1249.392857 100.126674 L 1247.721429 100.069916 L 1246.05 99.33066 L 1244.378571 98.067502 L 1242.707143 98.061457 L 1241.035714 97.93917 L 1239.908848 98.647474 L 1239.255388 100.315629 L 1238.779078 101.983784 L 1237.692857 103.334964 L 1236.880119 103.651939 L 1236.021429 104.381525 L 1235.617337 105.320094 L 1237.130675 106.988249 L 1236.529836 108.656404 L 1237.373949 110.324559 L 1236.957829 111.992715 L 1237.274918 113.66087 L 1238.381208 115.329025 L 1238.855337 116.99718 L 1239.364286 117.568053 L 1240.189634 118.665335 L 1239.681808 120.33349 L 1238.90984 122.001645 L 1237.692857 122.835723 L 1236.021429 123.875831 L 1234.35 123.317306 L 1231.007143 122.542906 L 1229.335714 121.576593 L 1228.871582 122.001645 L 1227.664286 122.819892 L 1225.992857 123.359585 L 1224.321429 124.415394 L 1223.614923 125.337955 L 1222.65 126.404281 L 1220.978571 126.155646 L 1219.307143 125.731689 L 1217.635714 124.713799 L 1216.841391 123.6698 L 1215.964286 122.835723 L 1214.817225 122.001645 L 1213.78088 120.33349 L 1213.357814 118.665335 L 1212.621429 117.930392 L 1210.95 117.682761 L 1207.607143 116.324079 L 1205.935714 116.050449 L 1204.028335 115.329025 L 1202.592857 114.704029 L 1200.921429 114.420732 L 1199.25 113.930964 L 1198.838843 113.66087 L 1197.578571 113.040438 L 1196.202019 113.66087 L 1195.907143 113.982423 L 1195.17945 115.329025 L 1194.235714 116.009486 L 1192.564286 116.471631 L 1191.852485 116.99718 L 1191.86555 118.665335 L 1192.82543 120.33349 L 1193.4 122.001645 L 1192.012435 125.337955 L 1190.486262 127.006111 L 1189.221429 128.934031 L 1187.55 129.487047 L 1185.878571 128.621548 L 1184.207143 127.972093 L 1182.535714 127.748017 L 1180.864286 127.339541 L 1180.502209 127.006111 L 1179.598684 125.337955 L 1179.192857 124.917633 L 1178.377711 123.6698 L 1179.768144 120.33349 L 1180.864286 118.398209 L 1181.099414 118.665335 L 1182.535714 119.206424 L 1184.207143 119.499413 L 1185.147958 118.665335 L 1184.207143 117.793621 L 1182.535714 117.623577 L 1181.847298 116.99718 L 1180.864286 116.510268 L 1177.521429 115.89935 L 1175.85 115.064239 L 1174.178571 114.589741 L 1172.507143 114.264476 L 1170.835714 113.647233 L 1169.905241 111.992715 L 1168.56336 110.324559 L 1169.894985 106.988249 L 1167.492857 103.975848 L 1166.969345 103.651939 L 1164.883897 100.315629 L 1165.178929 98.647474 L 1165.791606 96.979318 L 1164.846294 95.311163 L 1164.911617 93.643008 L 1165.646017 91.974853 L 1164.625173 90.306698 L 1164.899377 88.638543 L 1164.35451 86.970388 L 1164.15 85.210631 L 1165.221132 81.965922 L 1164.985841 80.297767 L 1164.432724 78.629612 L 1166.409762 71.956992 L 1167.492857 68.367212 L 1168.28484 66.952526 L 1169.164286 66.003592 L 1170.067293 65.284371 L 1170.835714 63.048711 L 1171.280378 61.948061 L 1172.507143 60.539086 L 1172.908852 60.279906 L 1173.679951 58.611751 L 1174.178571 57.933246 L 1175.85 56.624024 L 1177.521429 55.584888 L 1177.788827 55.275441 L 1179.192857 54.446843 L 1180.101688 53.607285 L 1180.864286 52.638694 L 1182.535714 52.735809 L 1184.207143 52.49606 L 1185.878571 51.810305 L 1187.55 51.91412 L 1189.221429 51.167205 L 1190.892857 51.225823 L 1192.006407 50.270975 L 1192.564286 49.519221 L 1192.564286 49.519221 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0b96925c6e)" d="M 1251.064286 81.568749 L 1250.957285 81.965922 L 1251.064286 82.160971 L 1251.366421 81.965922 L 1251.064286 81.568749 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 1123.2 159.535135 L 1155.628125 159.535135 L 1155.628125 147.921385 L 1123.2 147.921385 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=49 --> <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 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"/> <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(1123.2 157.03951)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-34"/> <use x="206.591797" xlink:href="#DejaVuSans-39"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p8ab9ee64f0)"> <image height="153.6" id="imageb753965634" transform="scale(1 -1)translate(0 -153.6)" width="187.2" x="936" xlink:href="data:image/png;base64,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" y="-6"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p8ab9ee64f0)" d="M 1013.721429 66.118449 L 1014.557143 66.952526 L 1015.392857 67.786604 L 1016.228571 68.620682 L 1017.064286 69.454759 L 1018.735714 69.454759 L 1020.407143 69.454759 L 1021.242857 68.620682 L 1022.078571 67.786604 L 1022.914286 68.620682 L 1023.75 69.454759 L 1025.421429 69.454759 L 1026.257143 70.288837 L 1025.421429 71.122914 L 1024.585714 71.956992 L 1024.585714 73.625147 L 1023.75 74.459224 L 1022.078571 74.459224 L 1020.407143 74.459224 L 1018.735714 74.459224 L 1017.064286 74.459224 L 1016.228571 75.293302 L 1015.392857 76.12738 L 1013.721429 76.12738 L 1012.885714 76.961457 L 1012.05 77.795535 L 1010.378571 77.795535 L 1008.707143 77.795535 L 1007.871429 76.961457 L 1007.871429 75.293302 L 1007.871429 73.625147 L 1008.707143 72.791069 L 1009.542857 71.956992 L 1010.378571 71.122914 L 1011.214286 70.288837 L 1012.05 69.454759 L 1012.885714 68.620682 L 1012.885714 66.952526 L 1013.721429 66.118449 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8ab9ee64f0)" d="M 1003.692857 71.122914 L 1004.528571 71.956992 L 1003.692857 72.791069 L 1002.857143 71.956992 L 1003.692857 71.122914 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8ab9ee64f0)" d="M 1018.735714 71.122914 L 1017.9 71.956992 L 1018.735714 72.791069 L 1019.571429 71.956992 L 1018.735714 71.122914 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8ab9ee64f0)" d="M 1022.078571 71.122914 L 1021.242857 71.956992 L 1022.078571 72.791069 L 1022.914286 71.956992 L 1022.078571 71.122914 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8ab9ee64f0)" d="M 1027.092857 74.459224 L 1028.764286 74.459224 L 1029.6 75.293302 L 1028.764286 76.12738 L 1027.092857 76.12738 L 1026.257143 75.293302 L 1027.092857 74.459224 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8ab9ee64f0)" d="M 1010.378571 87.804465 L 1011.214286 88.638543 L 1012.05 89.47262 L 1013.721429 89.47262 L 1015.392857 89.47262 L 1016.228571 90.306698 L 1016.228571 91.974853 L 1016.228571 93.643008 L 1015.392857 94.477086 L 1014.557143 95.311163 L 1013.721429 96.145241 L 1012.05 96.145241 L 1010.378571 96.145241 L 1009.542857 96.979318 L 1008.707143 97.813396 L 1007.035714 97.813396 L 1005.364286 97.813396 L 1004.528571 98.647474 L 1003.692857 99.481551 L 1002.857143 100.315629 L 1002.021429 101.149706 L 1000.35 101.149706 L 999.514286 100.315629 L 999.514286 98.647474 L 999.514286 96.979318 L 1000.35 96.145241 L 1001.185714 95.311163 L 1002.021429 94.477086 L 1002.857143 93.643008 L 1002.021429 92.808931 L 1001.185714 91.974853 L 1002.021429 91.140776 L 1003.692857 91.140776 L 1004.528571 91.974853 L 1005.364286 92.808931 L 1006.2 93.643008 L 1007.035714 94.477086 L 1007.871429 93.643008 L 1007.871429 91.974853 L 1008.707143 91.140776 L 1009.542857 90.306698 L 1009.542857 88.638543 L 1010.378571 87.804465 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"/> <g id="LineCollection_6"> <path clip-path="url(#p8ab9ee64f0)" d="M 1020.407143 38.489439 L 1022.078571 38.033177 L 1025.421429 39.198728 L 1027.092857 39.46518 L 1028.764286 39.979865 L 1029.186264 40.262045 L 1030.435714 40.889446 L 1032.107143 41.159433 L 1035.45 40.562266 L 1037.121429 41.096122 L 1038.792857 41.41322 L 1040.464286 41.417833 L 1042.135714 40.995532 L 1045.478571 42.152244 L 1047.15 44.092764 L 1048.821429 44.576725 L 1050.492857 45.550567 L 1052.164286 46.188733 L 1053.835714 48.05524 L 1055.507143 49.076753 L 1060.521429 50.337127 L 1061.597384 51.93913 L 1062.192857 52.533437 L 1063.864286 54.812906 L 1065.535714 55.700943 L 1067.207143 57.286336 L 1068.878571 58.142027 L 1069.349217 58.611751 L 1070.027255 60.279906 L 1070.55 60.756981 L 1072.221429 61.113984 L 1073.892857 61.331356 L 1074.787776 61.948061 L 1075.882858 63.616216 L 1076.444554 65.284371 L 1077.235714 66.400533 L 1078.907143 66.995078 L 1080.578571 70.640896 L 1082.25 73.375219 L 1082.894944 73.625147 L 1083.40611 75.293302 L 1083.64988 76.961457 L 1083.921429 77.280343 L 1085.592857 80.356095 L 1088.91545 86.970388 L 1088.935714 86.996555 L 1089.829847 88.638543 L 1089.771429 90.306698 L 1090.126865 91.974853 L 1088.48294 93.643008 L 1088.156244 95.311163 L 1087.264286 96.815583 L 1085.592857 97.971392 L 1085.109116 98.647474 L 1084.733371 100.315629 L 1084.782629 101.983784 L 1083.921429 103.156007 L 1080.578571 104.693232 L 1078.907143 104.950248 L 1078.536571 105.320094 L 1077.235714 106.230414 L 1075.564286 105.976362 L 1073.892857 106.331786 L 1072.221429 107.351607 L 1070.55 107.898218 L 1068.878571 109.243338 L 1067.207143 108.130272 L 1066.679979 108.656404 L 1065.535714 109.520961 L 1063.864286 109.359842 L 1062.605892 110.324559 L 1061.615735 111.992715 L 1060.999759 115.329025 L 1060.044499 116.99718 L 1059.301933 120.33349 L 1058.512958 122.001645 L 1057.178571 122.835723 L 1056.292754 123.6698 L 1056.09537 125.337955 L 1055.507143 126.222335 L 1054.617651 127.006111 L 1053.835714 127.502048 L 1052.164286 127.95975 L 1050.492857 129.345325 L 1048.821429 129.813313 L 1047.15 130.878457 L 1045.478571 131.194608 L 1043.807143 131.030642 L 1042.135714 131.902029 L 1040.464286 131.293419 L 1038.792857 131.030419 L 1035.45 129.676906 L 1034.032746 128.674266 L 1033.778571 128.334533 L 1032.107143 126.935166 L 1031.191679 125.337955 L 1030.435714 124.583471 L 1028.764286 124.338846 L 1027.092857 123.519073 L 1025.421429 122.989398 L 1023.75 122.303459 L 1023.447594 122.001645 L 1021.881925 120.33349 L 1020.407143 119.801827 L 1017.064286 119.016832 L 1016.545335 118.665335 L 1015.392857 118.044447 L 1014.459135 118.665335 L 1013.524837 120.33349 L 1013.009299 122.001645 L 1012.629019 123.6698 L 1011.723031 125.337955 L 1011.434631 127.006111 L 1012.827738 128.674266 L 1011.396788 132.010576 L 1010.378571 132.844653 L 1007.035714 132.844653 L 1005.364286 131.174726 L 1002.021429 131.17639 L 1000.35 129.508343 L 997.007143 129.508343 L 995.335714 127.840188 L 991.992857 127.840188 L 990.321429 126.172033 L 986.978571 126.171934 L 985.307143 124.503869 L 981.964286 124.503878 L 980.292857 122.83083 L 978.621429 122.821442 L 977.641685 122.001645 L 976.247816 120.33349 L 975.278571 119.421105 L 973.607143 119.190046 L 972.998592 118.665335 L 972.301331 116.99718 L 971.935714 116.632279 L 970.264286 116.056252 L 969.535631 115.329025 L 968.592857 113.753608 L 968.390764 113.66087 L 966.921429 113.160899 L 965.455471 111.992715 L 965.959814 110.324559 L 966.223756 108.656404 L 965.25 107.722954 L 964.130596 106.988249 L 963.1276 105.320094 L 962.59299 103.651939 L 961.250609 101.983784 L 962.095848 100.315629 L 962.667289 98.647474 L 962.804595 96.979318 L 961.738368 95.311163 L 962.733473 91.974853 L 961.991103 90.306698 L 962.742857 86.970388 L 963.046766 85.302233 L 964.069487 83.634078 L 964.380455 80.297767 L 965.25 77.853681 L 965.614346 76.961457 L 966.39133 73.625147 L 967.096456 71.956992 L 967.936678 68.620682 L 968.592857 66.670653 L 969.132404 65.284371 L 970.614682 63.616216 L 971.935714 62.603281 L 975.499555 58.611751 L 976.95 56.574639 L 978.621429 55.096124 L 981.745669 53.607285 L 981.964286 53.432393 L 983.545031 51.93913 L 983.797664 50.270975 L 985.550081 48.60282 L 986.978571 47.752479 L 988.65 47.246401 L 990.321429 47.425628 L 991.992857 46.689333 L 995.335714 45.860816 L 995.83822 45.26651 L 997.007143 44.401287 L 998.678571 44.450339 L 1000.35 43.272756 L 1002.021429 42.720963 L 1003.692857 43.033958 L 1005.364286 42.315097 L 1005.829697 41.9302 L 1007.035714 41.220855 L 1008.707143 40.69148 L 1009.145834 40.262045 L 1010.378571 39.438878 L 1012.05 39.946689 L 1013.721429 40.739888 L 1014.219241 40.262045 L 1015.392857 39.450926 L 1017.064286 38.601866 L 1018.735714 38.705346 L 1020.407143 38.489439 L 1020.407143 38.489439 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_2"> <g id="patch_3"> <path d="M 936 159.535135 L 968.428125 159.535135 L 968.428125 147.921385 L 936 147.921385 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=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"/> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(936 157.03951)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-32"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p53280b0d30)"> <image height="153.6" id="image04bab48a29" transform="scale(1 -1)translate(0 -153.6)" width="187.2" x="749" xlink:href="data:image/png;base64,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" y="-6"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p53280b0d30)" d="M 834.878571 57.777673 L 835.714286 58.611751 L 836.55 59.445828 L 837.385714 60.279906 L 836.55 61.113984 L 834.878571 61.113984 L 834.042857 60.279906 L 834.042857 58.611751 L 834.878571 57.777673 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 846.578571 57.777673 L 849.921429 57.777673 L 850.757143 58.611751 L 850.757143 61.948061 L 851.592857 62.782139 L 859.95 62.782139 L 861.621429 64.450294 L 864.964286 64.450294 L 868.307143 67.786604 L 869.978571 67.786604 L 872.485714 70.288837 L 871.65 71.122914 L 869.978571 71.122914 L 869.142857 71.956992 L 870.814286 73.625147 L 870.814286 75.293302 L 871.65 76.12738 L 873.321429 76.12738 L 877.5 80.297767 L 877.5 81.965922 L 879.171429 83.634078 L 879.171429 85.302233 L 878.335714 86.13631 L 874.992857 86.13631 L 874.157143 85.302233 L 874.157143 83.634078 L 870.814286 80.297767 L 870.814286 78.629612 L 868.307143 76.12738 L 866.635714 76.12738 L 865.8 75.293302 L 865.8 73.625147 L 864.964286 72.791069 L 863.292857 74.459224 L 859.114286 70.288837 L 859.114286 68.620682 L 858.278571 67.786604 L 856.607143 69.454759 L 849.921429 69.454759 L 848.25 67.786604 L 839.892857 67.786604 L 838.221429 66.118449 L 836.55 67.786604 L 834.878571 66.118449 L 833.207143 66.118449 L 829.864286 69.454759 L 828.192857 69.454759 L 821.507143 76.12738 L 819.835714 76.12738 L 817.328571 78.629612 L 817.328571 80.297767 L 815.657143 81.965922 L 815.657143 83.634078 L 817.328571 85.302233 L 815.657143 86.970388 L 815.657143 88.638543 L 813.985714 90.306698 L 814.821429 91.140776 L 816.492857 91.140776 L 817.328571 91.974853 L 816.492857 92.808931 L 813.15 92.808931 L 812.314286 91.974853 L 812.314286 90.306698 L 811.478571 89.47262 L 809.807143 91.140776 L 808.971429 90.306698 L 808.971429 83.634078 L 804.792857 79.46369 L 803.121429 79.46369 L 799.778571 76.12738 L 798.107143 76.12738 L 797.271429 75.293302 L 798.942857 73.625147 L 798.942857 71.956992 L 801.45 69.454759 L 803.957143 71.956992 L 803.957143 73.625147 L 805.628571 75.293302 L 805.628571 76.961457 L 806.464286 77.795535 L 809.807143 77.795535 L 811.478571 76.12738 L 813.15 76.12738 L 813.985714 75.293302 L 813.985714 73.625147 L 809.807143 69.454759 L 808.135714 69.454759 L 806.464286 67.786604 L 804.792857 67.786604 L 803.957143 66.952526 L 803.957143 65.284371 L 804.792857 64.450294 L 808.135714 64.450294 L 809.807143 62.782139 L 811.478571 62.782139 L 813.985714 65.284371 L 813.985714 66.952526 L 814.821429 67.786604 L 816.492857 66.118449 L 818.164286 67.786604 L 821.507143 67.786604 L 823.178571 66.118449 L 824.85 67.786604 L 825.685714 66.952526 L 825.685714 65.284371 L 826.521429 64.450294 L 831.535714 64.450294 L 833.207143 62.782139 L 836.55 62.782139 L 838.221429 61.113984 L 844.907143 61.113984 L 845.742857 60.279906 L 845.742857 58.611751 L 846.578571 57.777673 L 846.578571 57.777673 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 803.121429 67.786604 L 803.957143 68.620682 L 803.121429 69.454759 L 802.285714 68.620682 L 803.121429 67.786604 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 829.864286 72.791069 L 830.7 73.625147 L 830.7 75.293302 L 829.864286 76.12738 L 829.028571 75.293302 L 829.028571 73.625147 L 829.864286 72.791069 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 824.85 76.12738 L 826.521429 76.12738 L 827.357143 76.961457 L 826.521429 77.795535 L 824.85 77.795535 L 824.014286 76.961457 L 824.85 76.12738 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 823.178571 77.795535 L 824.014286 78.629612 L 823.178571 79.46369 L 822.342857 78.629612 L 823.178571 77.795535 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 843.235714 79.46369 L 844.907143 79.46369 L 845.742857 80.297767 L 846.578571 81.131845 L 848.25 81.131845 L 849.085714 81.965922 L 849.085714 83.634078 L 849.085714 85.302233 L 848.25 86.13631 L 846.578571 86.13631 L 845.742857 86.970388 L 844.907143 87.804465 L 843.235714 87.804465 L 842.4 88.638543 L 842.4 90.306698 L 841.564286 91.140776 L 840.728571 90.306698 L 840.728571 88.638543 L 840.728571 86.970388 L 841.564286 86.13631 L 843.235714 86.13631 L 844.071429 85.302233 L 843.235714 84.468155 L 842.4 83.634078 L 841.564286 82.8 L 840.728571 81.965922 L 841.564286 81.131845 L 842.4 80.297767 L 843.235714 79.46369 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 821.507143 82.8 L 822.342857 83.634078 L 821.507143 84.468155 L 820.671429 83.634078 L 821.507143 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 838.221429 91.140776 L 839.892857 91.140776 L 840.728571 91.974853 L 839.892857 92.808931 L 839.057143 93.643008 L 838.221429 94.477086 L 836.55 94.477086 L 835.714286 93.643008 L 836.55 92.808931 L 837.385714 91.974853 L 838.221429 91.140776 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 794.764286 99.481551 L 795.6 100.315629 L 796.435714 101.149706 L 797.271429 101.983784 L 797.271429 103.651939 L 796.435714 104.486016 L 794.764286 104.486016 L 793.928571 103.651939 L 793.928571 101.983784 L 793.928571 100.315629 L 794.764286 99.481551 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 798.107143 99.481551 L 798.942857 100.315629 L 798.107143 101.149706 L 797.271429 100.315629 L 798.107143 99.481551 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p53280b0d30)" d="M 824.85 74.459224 L 826.521429 74.459224 L 827.357143 75.293302 L 826.521429 76.12738 L 825.685714 76.961457 L 824.85 77.795535 L 824.014286 76.961457 L 824.014286 75.293302 L 824.85 74.459224 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 814.821429 97.813396 L 815.657143 98.647474 L 814.821429 99.481551 L 813.985714 98.647474 L 814.821429 97.813396 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p53280b0d30)" d="M 826.521429 97.813396 L 828.192857 97.813396 L 829.028571 98.647474 L 829.028571 100.315629 L 828.192857 101.149706 L 827.357143 101.983784 L 826.521429 102.817861 L 824.85 102.817861 L 824.014286 103.651939 L 824.014286 105.320094 L 823.178571 106.154172 L 822.342857 105.320094 L 822.342857 103.651939 L 822.342857 101.983784 L 823.178571 101.149706 L 824.85 101.149706 L 825.685714 100.315629 L 825.685714 98.647474 L 826.521429 97.813396 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p53280b0d30)" d="M 838.221429 31.616598 L 838.658501 31.921269 L 839.892857 32.566678 L 841.564286 32.770746 L 843.235714 31.466423 L 844.907143 32.528403 L 846.578571 31.216887 L 848.25 31.556014 L 849.921429 32.433679 L 851.592857 32.770687 L 853.264286 33.2328 L 853.62161 33.589424 L 854.402194 35.257579 L 854.935714 35.767246 L 858.278571 36.480287 L 861.621429 37.669409 L 863.292857 37.959623 L 864.964286 38.778863 L 866.635714 39.348775 L 868.307143 39.529732 L 871.65 40.906759 L 873.321429 41.149607 L 874.992857 41.64185 L 876.664286 42.702949 L 877.326605 43.598355 L 879.37454 45.26651 L 880.282831 46.934665 L 880.883064 48.60282 L 881.678571 49.431329 L 883.454112 50.270975 L 884.526227 51.93913 L 885.021429 52.34067 L 886.692857 54.244912 L 888.364286 54.694544 L 889.528816 55.275441 L 890.035714 55.735802 L 890.684232 56.943596 L 891.707143 57.861417 L 892.834989 58.611751 L 893.878783 60.279906 L 894.678929 61.948061 L 895.05 62.375486 L 895.794882 63.616216 L 896.721429 64.450294 L 897.878062 65.284371 L 898.392857 66.208467 L 899.175811 66.952526 L 900.064286 67.434788 L 902.144833 70.288837 L 901.257611 71.956992 L 901.735714 72.551456 L 903.407143 74.194927 L 904.010882 75.293302 L 906.187926 76.961457 L 907.175007 78.629612 L 907.9068 80.297767 L 908.421429 80.918545 L 909.075424 81.965922 L 908.027329 83.634078 L 907.767409 85.302233 L 908.105229 86.970388 L 907.056652 88.638543 L 906.75 88.908599 L 905.078571 89.904021 L 904.675105 90.306698 L 903.944294 91.974853 L 904.116607 93.643008 L 903.407143 96.129843 L 903.074868 96.979318 L 901.735714 97.819624 L 900.812719 98.647474 L 901.068062 100.315629 L 900.27142 103.651939 L 900.064286 103.931608 L 898.853047 105.320094 L 898.392857 105.671449 L 896.721429 106.322468 L 895.05 106.062186 L 893.311139 106.988249 L 891.707143 106.519468 L 888.364286 105.725998 L 886.692857 106.301751 L 885.021429 106.328888 L 881.678571 107.855755 L 880.007143 108.035615 L 878.335714 108.069274 L 876.664286 108.964123 L 874.992857 109.654079 L 873.321429 109.543571 L 871.65 109.214132 L 869.978571 108.260776 L 868.307143 107.828568 L 866.635714 107.62777 L 863.292857 108.119912 L 862.944748 108.656404 L 862.433599 110.324559 L 860.594145 111.992715 L 859.95 113.674437 L 861.621429 114.690806 L 862.38893 115.329025 L 862.457143 116.99718 L 862.703552 118.665335 L 862.837549 120.33349 L 862.439356 122.001645 L 861.621429 122.905541 L 860.337905 123.6698 L 859.519462 125.337955 L 858.278571 126.054476 L 856.607143 126.87181 L 854.935714 126.279969 L 853.264286 125.941061 L 849.921429 124.61268 L 848.25 124.288808 L 844.907143 123.119807 L 843.235714 122.769137 L 841.564286 122.83827 L 839.892857 123.807043 L 838.221429 124.554816 L 837.307405 125.337955 L 836.360524 127.006111 L 834.878571 127.718503 L 833.207143 128.285784 L 832.817899 128.674266 L 831.535714 129.508343 L 829.779937 130.342421 L 828.192857 131.248772 L 827.62408 132.010576 L 826.521429 132.900505 L 823.178571 132.837691 L 821.507143 132.844653 L 819.835714 131.176498 L 816.492857 131.176405 L 814.821429 129.508337 L 809.807143 129.508343 L 808.135714 127.840188 L 804.792857 127.840188 L 803.121429 126.172033 L 799.778571 126.172032 L 798.107143 124.503878 L 794.764286 124.503878 L 793.092857 122.835723 L 789.75 122.835723 L 788.078571 121.164667 L 786.407143 121.167568 L 784.735714 121.016313 L 783.064286 119.386982 L 781.290619 118.665335 L 779.721429 117.958185 L 778.05 117.831257 L 777.027699 116.99718 L 776.378571 115.784552 L 775.873031 115.329025 L 774.707143 114.737032 L 773.871429 113.66087 L 772.886128 111.992715 L 771.364286 110.192895 L 769.692857 109.738489 L 767.458271 106.988249 L 767.751918 105.320094 L 768.021429 105.009052 L 768.783871 103.651939 L 767.556606 101.983784 L 767.545834 100.315629 L 767.135844 96.979318 L 767.519922 95.311163 L 767.40006 93.643008 L 767.058283 91.974853 L 767.434048 90.306698 L 768.522393 86.970388 L 768.574569 85.302233 L 767.506172 83.634078 L 768.688879 81.965922 L 769.692857 81.235176 L 770.597569 80.297767 L 771.882048 76.961457 L 770.831479 75.293302 L 770.69193 73.625147 L 771.723637 71.956992 L 772.161123 70.288837 L 773.267771 68.620682 L 774.707143 67.7266 L 776.408208 66.952526 L 777.214286 65.284371 L 778.05 63.840975 L 779.721429 62.870436 L 780.361777 61.948061 L 780.597539 60.279906 L 781.051905 58.611751 L 781.815619 56.943596 L 784.735714 55.02229 L 786.407143 54.405993 L 788.078571 53.560887 L 788.835766 51.93913 L 788.993641 50.270975 L 789.469885 48.60282 L 789.75 48.200623 L 790.398342 46.934665 L 790.899586 45.26651 L 791.421429 44.74569 L 793.092857 44.383098 L 794.764286 43.272532 L 796.435714 42.764277 L 797.614576 41.9302 L 798.107143 41.438598 L 799.778571 41.184661 L 801.45 40.230928 L 804.951215 38.593889 L 807.717706 36.925734 L 808.135714 36.577269 L 809.807143 36.765851 L 811.478571 36.223023 L 813.15 36.284599 L 814.821429 36.689428 L 816.492857 36.375435 L 818.164286 35.728733 L 819.835714 34.700115 L 821.507143 35.030443 L 823.178571 34.268794 L 824.85 33.15448 L 826.521429 33.189867 L 828.192857 32.847434 L 829.864286 32.773574 L 831.535714 33.477794 L 833.207143 33.052759 L 834.878571 32.755347 L 836.55 32.789645 L 838.221429 31.616598 L 838.221429 31.616598 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_3"> <g id="patch_4"> <path d="M 748.8 159.535135 L 781.228125 159.535135 L 781.228125 147.921385 L 748.8 147.921385 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=15 --> <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 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"/> </defs> <g style="fill:#ffffff;" transform="translate(748.8 157.03951)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-35"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#pee2a2f0be7)"> <image height="153.6" id="imagef0fc8a7505" transform="scale(1 -1)translate(0 -153.6)" width="187.2" x="562" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwwAAAKACAYAAAAxev9sAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3MmTnddBPuDrSeqWWmq15lmyLMl27NhOSEIRCgpSyYIFG4qi2LFlyZId/wEbFik2LGBBwYKCghRUClOBkJAiHmNLlgfJmofW3FJrdvLbwq/0vkkObseSn2ept777Ded85/bxLb+PTCaTn0wAAADu49Ff9AUAAACfXjYMAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQPT4L/oCAAAYt3LlypgtLi5+glfCw8ovDAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBkwwAAAERqVQEAPiGzs7Mxe+yxx2L24x//OGZr164dyl555ZWYwf/kFwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgsmEAAAAitaoAAPexfv36mD3+eP4T6t69ezF75JFHYtaqUx99NP833lu3bg1dC/ys/MIAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABApFYVAHjgLVu2LGZPPPHEUPbRRx8NZe0zWx1rq0dtHnvssZi1qlb4WfmFAQAAiGwYAACAyIYBAACIbBgAAIDIhgEAAIhsGAAAgEitKgDwiZqamorZvXv3YvbII4/E7Cc/+cnQca2OtVWntrrS5cuXx+zu3bsxu3PnTsxaHWv7zHZ/zz//fMzefvvtmPHZ4xcGAAAgsmEAAAAiGwYAACCyYQAAACIbBgAAILJhAAAAIrWqAPAZNzs7G7PHHnssZjdv3oxZqzJtNaCtHvXRR/N/53ziiSdi1mpOWz1qy1asWBGz9syuXbsWs3Z/7R5aTW2rY20Z/E9+YQAAACIbBgAAILJhAAAAIhsGAAAgsmEAAAAiGwYAACDSpwUAD5BWr9kqST/66KOY3blzZ+haWnVqqzm9d+9ezJYtW/axn6/VnC5FHevCwkLM2rNu1zlaRXvy5Mmh4+B/8gsDAAAQ2TAAAACRDQMAABDZMAAAAJENAwAAENkwAAAA0SOTyUSnFgAskVbNmbTKzlYt2mo522e2atGW3b59O2atxrVdy9TUVMxaDWiram3Htef56KP5v6u2rN1f0+7h8cfHmvDbnGifuW7duph98MEHQ9fCg8svDAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBkwwAAAERjHV0A8BBqFaKtRrNVc7Z60VRr2aowl6IitNWALi4uDl1LO197zqN1rE17Lq0adrRudnSM2r037TOb6enpoeP47PELAwAAENkwAAAAkQ0DAAAQ2TAAAACRDQMAABDZMAAAAJFaVQAeSFNTUzG7e/duzFKV6WQyXoc5Kn3msmXL4jGtWrRVmbb60Pa82vnas2zu3LkzdL42Bi1r19nqUZv2PNs4jFbRtntoNbyjdbrt/vjs8QsDAAAQ2TAAAACRDQMAABDZMAAAAJENAwAAENkwAAAA0SOTyST3ewHAx2B6ejpmH3300dBntnrK9pmj9aij1ZXtWlJVZqv6HH1e9+7di9loVevoc25j155zm0etdrTVxraK13bv7TqXooq2PeuWtXtoz3N2djZmrdL47bffjhkPLr8wAAAAkQ0DAAAQ2TAAAACRDQMAABDZMAAAANHY/6oPwEOrNaA0ramltdS0FpfWptNaeEabkNq1NK0VZ+S41tzT2nna82pGG43afY+Oz7Jly2LW5tj169dj1sZ1dMzbcW382r2345rWqtWydi23b9+O2eg848HlFwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgsmEAAAAitaoAn3L79++P2Y0bN2J2+fLlmLWqxVaVee/evZi1ystWBdo+85OuVR09X3tm7TNT1io723WM1oe262/Z44/nPyNa1rT5MFrj2qqCR+uAR+d7M/pejr6zTTvu1q1bQ5/Jg8svDAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBkwwAAAERqVQE+Rn/zN38Ts9/7vd8b+sw///M/j9lf/MVfxOzs2bMxa5WQLRupCP1pWgXl6PlGK0SbVtvZKkTbtaTazqWoTm1ZG/Nm2bJlMRutyx2tAW3P7ObNmzFr82Fk7CaTfn9tvo+Ow/Lly4eu5fbt2zEbrbDl4eQXBgAAILJhAAAAIhsGAAAgsmEAAAAiGwYAACCyYQAAACK1qsBn1je/+c2Yzc3NxWx+fj5mN27ciNnbb78ds3fffTdmx44di9kzzzwTs5MnT8bszJkzMZueno5Zqw9tNYytvrFVSY5WXo5WvI7WfbbnMlKRuhQVtU27xjY+bVyXYgyadu9trrRxfeKJJ4aupWnPc3ROt3to71D7zDYn2nFr166N2aVLl2LGp5tfGAAAgMiGAQAAiGwYAACAyIYBAACIbBgAAIDIhgEAAIjUqgIPhHfeeSdmBw8ejNm5c+di1qoBFxYWho47cuRIzF5++eWYLV++PGYvvfRSzKampmLW6hRb5epbb70Vs/ZcWrVjs2LFipi1+2u1j3fv3h3KRisom3a+9JmtInSkpnUy6XWeLWvX0sa8Hdee5VLUsd65c2foM0fndDN6f21utjnW5stoFW27lpbx4PILAwAAENkwAAAAkQ0DAAAQ2TAAAACRDQMAABDZMAAAAJFaVWBJ/Nmf/VnMdu/efd9/37x5czzm9ddfj9nVq1dj1uoGb926FbMbN27EbGZmJmarV6+O2b59+2LWKgyvXLkSs1Zz+uyzz8bs+PHjMbt8+XLMtmzZErMdO3bE7PHH89dNu7/r16/HrI3RaHVlq6Ac9XF/Zvu80QrNVoV58+bNoc9sRsdn9DNHx6DVzbbPXIpq2KatH6Pna/feztfWXB5cfmEAAAAiGwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgUqsKTP7hH/4hZq1a7+zZszF7//33YzY1NXXff799+3Y85t69ezFr9Yat/q/d28qVK2PWKigXFxdj1uopjxw5ErP169fHbHp6OmYnT56M2RNPPBGzr3zlKzFr2nNpc6VVp965c2coa9fStONaNlrbmY4brU5dvnx5zNp8b/Wa7TPbO9ue12gNaDNaq7oU9ajN6NxsHpQ61jVr1sSs1Svzi+cXBgAAILJhAAAAIhsGAAAgsmEAAAAiGwYAACCyYQAAACK1qvCA+Zd/+ZeY3bp1K2at6m5+fj5ma9eujdmyZcti9vTTT8fs6tWr9/33xx/PS9KNGzdi1u67feZjjz0Ws6adr33m5s2bY9auc8OGDTH78MMPY/a9730vZq3CsFWuprGbTPo9tPrG0frNdp2tcrW9Cy1r9ZujVZnp/to8Gq1wHa0Ybkavs9Vyjs6Vpp1vNGtGq56XosZ1KepmR8fh7t27Q8fxi+cXBgAAILJhAAAAIhsGAAAgsmEAAAAiGwYAACCyYQAAACK1qrCE/vqv/zpmrequVc+1OsxWddcqKEdrBe/duxez1atX/9yfefv27XhMq8ls1Y7tvluV5MLCQszac27Z0aNHY9YcPnw4ZkeOHInZmjVrYtbGZ2ZmJmYXLlyIWZub7Xm2mto2/9r4tXdotDq1Ga3KHKnRbOdq70J7h5ZiDRitVW3j0+69WYp61Gb0OkfrbZvRcfi4q4Ink6W5Pz4ZfmEAAAAiGwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgUqvKZ8qf/MmfxGx2djZmu3fvjtn8/HzMli9fHrPFxcWYtQrKtWvXxqxViN68eTNmTatNXLlyZcxaxeaNGzfu+++tjq9VQj7+eF7KWlVruo7JpNcNtprCVhHaxqDNhy1btsRsx44dMTt27FjMWsXryZMnY9aeZ6thbMe1CtSlqLVsnzlaJTl6XDJa09qMVis37d1rz6Sdb/QzRys723wYnX+j82G0AnX0Wlo2+lxGr3P9+vX3/fdW5cwnxy8MAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARGpV+dT6wz/8w5jNzc3FrNVMptq2yaTXlbaauEuXLsWsVWXOzMzEbGpqKmatXrTVCrba2HZ/165di1mrVW2VstevX7/vv49Wv7aKvzYG7Tm3Z5Ku/6cd1+bYunXrYtaqD1955ZWYHT58OGattnPZsmUxazW7o5Wr7XyPPfZYzFqFbatqbZ85WqPZ3r1WE5rmS7u39nmtOrW9r+240Wtpz6S9J6OVpO0z23wfrbBt17kUtbij2rW0d6Fd5+g71J5ZW1v4xfMLAwAAENkwAAAAkQ0DAAAQ2TAAAACRDQMAABDZMAAAAJFaVT4Wv/EbvxGznTt3xmzVqlUx27NnT8xaTVyr82zVoq3SrdXEtarMVkl65syZmK1YsSJmo3V2o5WD7Xzt/lavXh2zVOHYajlbPWqr0Gz1ta3ir1W8js6x6enpmM3Pz8fs4MGDMWtj196hVmV69erVmI0+s3Zcq+0crTldirrIptWLtjFKz6VVkrasvSftGtt9t6xdSxvzNgbtM5eiIrRlbf6Nrrejn9m0ex+tqW2f2Wp423dpu5YbN278bBfGL4RfGAAAgMiGAQAAiGwYAACAyIYBAACIbBgAAIDIhgEAAIjUqn4GtWq93bt3x6zVh54+fTpmR44cidmv/dqvxaxVO7aayR07dsTsmWeeiVmr5mx1n+15torNO3fuDF1Lq65s2vNs52v317T7S1mrImzXOFrf2J5Jq3Zstarnzp2L2alTp2LWKmpffPHFmK1ZsyZmrbr3+PHjMbty5UrM2rvQahHb82wVjW1sR8e9WYoq0PYOjVznaM3pwsLC0HGtgrddf3uWo9WiLRupr/1pnzlqtFZ1KeqvR2tO2/naPYyeL62r7VxtPeLj5RcGAAAgsmEAAAAiGwYAACCyYQAAACIbBgAAILJhAAAAIrWqD7Dp6emYvfDCCzHbu3dvzI4dOxazt99+O2at6nPXrl0xW1xcjNlrr70Ws1YBeOvWrZj98Ic/jNlLL70Us/asW6Vsq+2cm5uLWauzazVyLWt1du15Xrx4ceh8mzZtilmqEG1VrK3KtFUKNu24qampmLXqw/aZzz//fMw2b94cs1WrVsXswoULMZuZmYlZe9btM9ucbvfeqhFb7WiraGzvSZvTLVuK+s12XHpmo1WS7XmNztvRitrRWs5WofxJV662dacd1+6hGa2pbd97zeicbudrz7pJ9z46//h4+YUBAACIbBgAAIDIhgEAAIhsGAAAgMiGAQAAiGwYAACASK3qx6xV06XqwFYp2D5v5cqVMZudnY3Z+fPnY7Zv376YfeELX4hZqsmcTCaTM2fOxOzkyZMxO3fuXMxabVurcb1x40bMjhw5ErP2XNauXRuzVp3aquJaNWKbE6tXr47Z9evXY/bEE08MXUur5mxju3v37vv+e6uLXLFiRczafGjPub17ba60Ws5WgdqqWls1cXsuCwsLMWu1xcuWLYtZu7/2zNp8aEaPG61qbfNltJa0vUNNOl+r0Byd0yPXMZn059yOa5Wko9WpS6E963Z/S2F0LRv9zGYpanhblubEJz0fuD+/MAAAAJENAwAAENkwAAAAkQ0DAAAQ2TAAAACRDQMAABB9pmtVW1XXSD3qT8vS+VqFYatT3LlzZ8wuXboUs2984xsx+53f+Z2YtWq248ePx+yNN96I2be+9a2YtZrJdi3Hjh2L2XPPPRezVo/abNy4MWatmvPKlSsxa3WsrQKwVRW2esBWfdtqQvfu3Ruzw4cPxyxpVZ+3bt2KWavqW7NmzVA2Wr3Z3ufp6emYtUrczZs3x6xd59WrV2PWKi/feeedmLW63FYt2mqg27i3ytXRyt+mrf1tbNv52hil841Wxrbj2nuyFDWuS1FR266z3Xs7rp1vdB0YrQJtz2X0b5alqIYdvc6R57IU84+fn18YAACAyIYBAACIbBgAAIDIhgEAAIhsGAAAgMiGAQAAiD5Vtarr1q2LWas2a/WUrQavVXWNateZqttG68l27NgRs1YX+YUvfCFm165di1l7lps2bYrZSy+9FLNWRXjo0KGYnT9/Pmbz8/Mxe+2112K2YsWKmLV623bvrcqvPc9Wc9oqc1vFXLu/VsnX6jevX78es/Zc0r23KtZWyzl6b61OsdW4ts9sc7qtVU27vzbm7X1un9nWlsXFxZi1+dDWxvY+t/nXPrNVtbZ3rxkd93Yt6f5aJXNbV5p2XHvO7Xm176j2TNqzHK0kbe/CyHfzZNKfWfvM9p3RtL8HWk1ou4eWtXFoWTNap5ueZ6sLH30X+Pn5hQEAAIhsGAAAgMiGAQAAiGwYAACAyIYBAACIbBgAAIBouFZ127ZtMWuVaK1qbLS6rVWGtTquVhk2PT0ds9GavxH79u2L2ebNm2PWqsv2798fs1OnTsWs1Sm259zqcr/+9a/H7Omnn47Z66+/HrM33ngjZkeOHInZ2rVrY/b5z38+Zq3+sD2XlrU53a6z1QqOvgutGrFVvM7MzMRs/fr19/33tq6M1jC2bLRSsD2TVatWxaytD218Wh1rq1B+4YUXYtbur9UPt8rE9q7Pzs7GrFW8tvFrtbFtDZybm4tZc/PmzZh93BXebXxGa2Hbs2zzr83bVms5WtfcsvY3RFtzRq+z/S2wsLAQs7ZGtHW6zZX2nkxNTcWsjV+7v/Y8W+30hQsXYtbGr60tycf9NxeZJw0AAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBUa1VbfWOrYGv1Za0yrB3Xqrjaca1GrtWQjdZTtvtbtmzZff+9PeetW7fGrNWafelLX4pZq3sbrZ5rdYOtKm316tUx27lzZ8zavbes1ca259Lq89q9b9myJWatgvLkyZMxa5Wr7R5aRV6bt+0davOzzaWUtXeh3Xd7l1v1a7vG9pltzC9evBizVoHaKmXbdZ47dy5mrX7z/PnzMWtVwa2S9I/+6I9i9txzz8Ws1bi2muTDhw/H7NVXX41ZG7+2zo3WJLe5lMZ2tEp8dH1fuXJlzNqa2q6zVX+PVpe3sWvf262StJ2v3V/7zLbetnto86hdZ5u3rXq0PbM27q3SePSZpb8V2jNpf1+MVu5zf35hAAAAIhsGAAAgsmEAAAAiGwYAACCyYQAAACIbBgAAIKq1qq3+qtVttZqrVvPXaq5aLdioVkPW7n20Ki5lrc6uPctW27Z3796YnT17NmatTnH0ebVK3FbN1ipXN2zYELN27+3+Wg3jd7/73Zh95StfiVmrz2vzqD3PVhXX5kt71q2u78KFCzFr872NUar0bFWfbe1oY96qTK9fvz6UNYuLizFra9yVK1di1p5lWxvbc3nqqadi1t6TVvnb5sNXv/rVoezDDz+M2Te/+c2YnTlzJmatXrlVoLa6yFZP2eZuOq6dq9Ugt+to2lrVvmva+7Vnz56YrVq16me7sJ9DW//aM2vvUFs323xvFbajNbWjfwe1Od209ar93dKy9pkja257zny8/MIAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABAVPvXWhVc02qz7ty5E7NWidZqH0frPltt5/bt22M2NzcXs1bdlmo0W51iq7r77d/+7Z/7XJPJZPLuu+/GrNW9tefcxm7t2rUxa+PT6tJald/nPve5mC1btixmrY7w5Zdfjtn3vve9mLW5smnTppitW7cuZk2r5FtYWIhZqwJt49eeZ5sT6TpbZWxbV1r1ZptjrW6wZe09n52djVl7h9r9tfrGdn+tPrTVHX/xi1+M2W/91m/F7POf/3zM2vfJm2++GbNvf/vbMWvPrFXRttrH9h3V1sd2Le1Zp3WujXn7Xmjv0K5du2LWztfu7bnnnotZq+4drVhvx42ucW1c2xrXaqDbPbS1ZfTvmTbu7Xzte3a0srSt/a06Nd37aJ1sW6f5+fmFAQAAiGwYAACAyIYBAACIbBgAAIDIhgEAAIhsGAAAgKjWqp45cyZmrea0VWq1mq5WndXqIlt1Vqsha/fQavfaZ7ZKtHSdx48fj8d8/etfj9mWLVti1mriWv1aq5ptz/ny5csxazWuzz77bMzadba5snXr1qHj5ufnY7Znz56YnT59Ombf+ta3YtbqG3/1V381Zq2288SJEzHbsWNHzFpNY6vka+96qzFM9zAzMxOPaXV8rfqwvZOtorHdd6vgbdloHWY7rlVAnzx5MmZHjhyJ2e7du4eytka0atEbN27ErM2xt99+O2YHDhyIWas0blm7hzZGZ8+ejVl6T1q1cpvvTXuW7d3bv39/zF544YWYte/Rtj60vxPacaN/Q7R3r2VtDW9zpX0/t3toY9TWuXbv7XztOtva2e69reNpfraK2lGjf1N+lvmFAQAAiGwYAACAyIYBAACIbBgAAIDIhgEAAIhsGAAAgKjWqjatnq3VdLW6qtHqr3ZcqyFbtWpVzFptXbv3Vp+XztfurVVoNq3urdU+tqq0Vi+3Zs2amLW6tytXrgwd165ldB61StmdO3fGrFXPtfn+6quvxuz8+fMx+9rXvhazNqfb8xytEW7zrFUjpnnWqm2np6dj1q6xzYdW19fq/9r8axWhbf61muQLFy7ErFUYbtu2LWbtXW/rXxvXVhF99OjRmLWqzFbpeerUqZhdu3YtZm2+rF+/PmZvvvlmzNo60Cq80xrRxqBdfzuurUdPP/10zDZu3Biz9g6187V3aLS2uH3ft/nQ3tn2HTVaodzevdF7b9o72+qj23vZ/ta5dOlSzFoFe3qHRucYHy+/MAAAAJENAwAAENkwAAAAkQ0DAAAQ2TAAAADRcEtSax4ZzVqLS2sXaW0Lo1o7QGuwaQ1K6TpbO8qePXuGztXaa1rjQHuWLWutD83oPbRGkmbt2rUxa20LrRGi3UNrLWqtHa1R5tvf/nbMfv3Xfz1mrQ2jZc1ow9eZM2fu++/nzp2Lx+zbty9mrSmotV+197y1o2zatClm7f1q70lrQmqf2ZqJPve5z8Xsy1/+cszaGteeS2vTeemll2LWWrratbRxP3HiRMwOHToUs9biMvo91NaI1DDX1o72vdCeZWvZ2bVrV8xay1NrbGrna9fZjLb8tTEYbSZqjVTtO6rNo6Z9JzZt/Wh/k7XvqJa1NaK1R6UxGm1C0qD08fILAwAAENkwAAAAkQ0DAAAQ2TAAAACRDQMAABDZMAAAANFwrWqrKGv1qK2irFVg3bhxI2YzMzNDn9nuodXItQrKVpGaqtR++MMfxmNa1WKrCG31cq3SrVWetXEdrZJs19LG4Mc//vFQdvXq1Zi1GtBf+qVfilmrYWzzttUmLiwsxKxVvP7zP/9zzFoV4/bt22PWqvxalWSrHk1Vfm3+vfrqqzH7whe+ELP2LJu2rrQxbzWFbe1oFaGtvvHSpUsxO3z4cMy+9KUvxWxubi5m7Xnu378/ZqNa3eev/MqvxOzYsWMxa/W9bc1t49feoa1bt8YsvV9tHdu2bVvM2jW2799Wjzo9PR2zVlvc1v62vrfvk1bH2qpMU33tZNLfvfa9197L9pltnWvfie15tmfWztfWstOnT8esfZe274z2N1laO0eO+b9Qx3p/fmEAAAAiGwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgGq5VbVo9ZavAapVorQJ1tPZxx44dMVu3bl3MWrXZ9evXY5Zq8tavXx+PaVp9XqtRa3V2rSaufWbL2hi087XsypUrMWtzpVUVthrNr3zlKzFrY95q6dr4tYq80XrAVvF68ODBofPNz8/HrNUfPvXUU/f998XFxXhMG9dWk7lz586YtfnQqvXaGtDehabN91ZduXHjxqHztbnZ1qTR8y2FNI8mk/7OtjXw1KlTMTt58mTM2vdQm2d79+6977+3dbOdq833tq60WtXRmvHRSu2WtWfZ7q+tje3vkvb3TLuWo0ePxqzZvHlzzFqldqvMbfd+7dq1oazNwTYnRr+fk9EK1DbmLRu5xoeFXxgAAIDIhgEAAIhsGAAAgMiGAQAAiGwYAACAyIYBAACIlqRWdbSuqlWptcrBVj/XahpbJWSrDGvXsmrVqpilur5W57lp06aYtRq8Vv3VqtLa82r1Za3Orl3LhQsXYjY3NxezNo+axx57LGatPrTNsVZn17JWc9q059mqMlu1XqsOXFhYiFl7Zm3upkrjz33uc/GYt99+O2bHjh2LWXtP2nve5nvLWqXgli1bhj6zaTWnrQ7zzJkzMWvvc5vT7TPbvY9q68Du3btj1tadVtHbqrjb/Dx8+HDMtm7det9/b98LbT1qWXsX2nrb5nRbV9qcbutKW6enp6djtnbt2pi1vy+uXr0as1b33u6vPeu2Tl+6dClm7d7btbS1uL1DbWzbOtDeoZEq63ZvbVybdlx7h0Zrsx8GfmEAAAAiGwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgWpJa1YsXL8as1Tfeu3dv6HytpqtVV7Za1VYxt2HDhpi1CrakVaW1WsTRSsjRStL2nFtFWbu/9rxa9WGrPWu1t60Krj3rdu/tebZrafW2bd62z3z22Wdj1saovbOt/rA9zx/96Ecxe/LJJ+/77+3eWrXj8ePHY/av//qvMUuVlpPJZPLMM8/E7PLlyzFrz7nVxrYq0zY+reav1VO2eduupc3b9s5++OGHMdu5c2fMtm/fHrNm//79Q1mbE6228y//8i9j1uq2d+3add9/b9+Ve/fujVlbb69fvx6zNuZNWzebVjva1oGPPvooZm2+t+Pa2tK+S69cuRKzl156KWat8vfs2bMxa3WsbRzac1m5cmXMWo1wWwPb3ybtuzRp19/GZ3T9G/0b6WHnFwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgsmEAAACiJalVbVoFVqsjHK21HK3fbHVcrb6s1R8m7d5a7Wi7t1Zr1rQxaNfSxrVlreru6tWrMWvjs27duqHj2jO7fft2zNr9terAVpvY5nS7zna+M2fOxKxVSbaK4cOHD8esjcO7775733//27/923jMiRMnYjYzMxOz9evXx6zNsVbV2p7JmjWbQeTiAAAgAElEQVRrYtaqnNvYtTWnrWPtM9uYt/eyafWorZ631QhfunQpZm29auPQ/MZv/MbQcX/8x38cs+9+97s/d9bW91Zp2ca8rVWtMvb555+PWdPG/Ny5czE7depUzEYrvEfry9sz27RpU8zad83GjRtj1uZtqwNuz7r9XZLW4slkMjl48GDMWk1y+44aqSwdrYkf/buxna/NlfZ3wsPALwwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABEn3itaquyevzxfDmtHqvVlzV3796NWatbbMe1SruzZ8/+3Oe6cuVKzFqFV3uWK1euHDru3r17MWvPpI1de15TU1Mxa1WSzfXr14eupWXtWlqVX6tNXFxcjFmrFRwd91aD18ahPZdW/fjmm2/e999bPerv//7vx6w9k1bZmd7JyWQy+c53vhOz7du3x+zrX/96zFoda6u1bHWsN2/ejFkbu9WrV8es1aq287V59OSTT8asuXDhQsyuXbsWs1Z/2N7LUa2+t9WSpjrMd955Jx7TKn/bnD558mTMnnvuuZi1+deqdNucbrXLrXL6/PnzMWvV3+3vhPb91d6h9pltTWrrZnsv22e276FWf/3DH/4wZu+9917M2rraakmbkcrV9j3a/mYZOddnnV8YAACAyIYBAACIbBgAAIDIhgEAAIhsGAAAgMiGAQAAiD7xWtVWIdrqxFpNV6v5azVkre6z1ZmeOXMmZq3Wst170uoNW63qaNVYqylM9X8/7XyrVq2KWbu/VpHX6jdbtWOrnms1a+18bcxH76/NzabVA65ZsyZmp06ditm5c+di1t7LVjmY3qGtW7fGY1pFYxvXVjO5adOmmB07dixmBw4ciNm2bdtitmfPnpg1bR1rWiVpWwfaWtyeWTuuXcvFixdj1sZ9165dMfuktXehVbymCtFf/uVfjse0NfXEiRMxa2N++vTpoazVNbe50qpt23W2rH1HtUrtVhHa1qT2vdc+s82Hp556KmbNkSNHYtYqot96662Yte/Edg/tb7L2mSMV+e27sr2Tbexa1v6+eNj5hQEAAIhsGAAAgMiGAQAAiGwYAACAyIYBAACIbBgAAIDoE69VbVp1YMtadWWr1Wr1WK3ystW6tWtJWhXm+fPnY7Zjx46YtcqzVgPaalVb1qr12rNcXFyMWatYa2PQKtFWrFgRs9HqylYh1yrfWjYyjyaT/lxarW+rVW31h20utTrTdNz8/Hw8ptWcPvnkkzFr86jVU37jG9+I2cGDB2PWagpbZeLXvva1mLXa2FYX2WpOm1YJOTc3N3Qtly9fjlm7zg0bNsRsVFvL2pxoWl1kG7+TJ0/e99/bd1d7Xu2dbGtjqw9t63TT7mE0a+tt+65pc7rVZrf5MFpf3r6H2v21NfDtt9+OWfsbY926dUPX0p5n096T9Mza+9PmSjuuvSdN+94erfF/UPiFAQAAiGwYAACAyIYBAACIbBgAAIDIhgEAAIhsGAAAgOhTVava6rFafVmrDGvVqe18rTKsVY21Wq10La3ea/T6W23gwsJCzFrlWauem5qailkzWgHYrrNdS3su7bh2vjb/RrUq0Dbubf618fvqV78aszYOrY611WGuXbv2vv9++PDheEyr7Lx48WLM2ti1qrsvf/nLMfvN3/zNmP3d3/1dzL773e/GrI35rl27YjY7OxuzVs87ug58//vfj9krr7wSszTmk8lk8swzz8Ss3Xu7v7ZO79+/P2a7d++O2YULF2LW6jfbcSNarWq771aP2r7z2tq4Zs2amLXvrzb/2nFtHWhVpps2bYpZq99sc6yt/e1a2lxp31FtfX/++edj1tbwN998M2bvvfdezM6dOxezNs/ampueWXuWo/Woo98L7fv3YecXBgAAILJhAAAAIhsGAAAgsmEAAAAiGwYAACCyYQAAAKJPVa3q1atXYzY3Nzf0ma0Cq1V1tcq3+fn5mK1cuTJmt2/fvu+/t6q0do2tBq/VqLXjWv1fq/JrNWqtzrNl7d5H61+vXLkSsyaN3U/T6vra/bUqv1Yj1467detWzNr4jVbftnFIVYytirW9J+19bRWGbVzbu/Dcc8/F7A/+4A9i9k//9E8xe+2112J2/PjxmE1PT8es1QO2MW/1tgcOHIhZW6dblekHH3wQs0uXLg19ZquZbBWbrZZ0dP1o13n69On7/nubD63OuFWgtvWhzaN169bFrL2zbY1r1altbrYK5aY9l7aOtb9LRv++OHv27NC1tO+TnTt3xqx9d+/ZsydmR44cidl3vvOdmL3++usxa+PeqqVHjhn5vMmk/33Rvofa+/Uw8AsDAAAQ2TAAAACRDQMAABDZMAAAAJENAwAAENkwAAAA0aeqVrW5fv16zFodXKs9a1nTasHWrl0bs1THdffu3XhMq2ZrNZnLly+PWXuW7TNbvWarIVuxYkXMWoXctWvXYtbuoT2zzZs3D11Lq/lrx7Vay1bP1p51my/tWlrlb7u/VpvYrrNVB6bjWgVqe8/bfbfnlepdJ5O+Przzzjsxa1V+W7dujVmrPnzvvfdi9u6778ZsdnY2Zu2ZPfXUUzH73d/93Zht27YtZu19bvOoVXq2GtdWQXn58uWYjdYdj0pj1N67NqdHK6fbOt2eZfvOaN+V69evj1l719v9nTlzZui4Vq/cjmvvepvTrZ63rTuj36XtebbvxJMnT8as1U6P1pCnex+tMm3HjX5mmw8texj4hQEAAIhsGAAAgMiGAQAAiGwYAACAyIYBAACIbBgAAIDogalVbTVyrWqsZa3yrVWbtUq0Vl+Wznfz5s14zOnTp2O2b9++mI3WU7Zqx+PHj8ds+/btMWvVoq2+rNUbthrQVmc3WlPbKuuaVrvXKthabeyNGzdi1momW03jpUuXYtbm52gFZZqfo+9kq31sx41WLbb50D6zVdu297LVJLd1oJ2vVcq2+tf2rrd7b/O2rRFNe9db1s7X6l/bGtHe2YsXL8Zsfn7+vv/exrzVd7e52d6v9kza+tCupWXtfO0e2nNp6237G6K9e20etbnSakfbtYzWX7fv7i1btsSsPbPz58/H7MSJEzEbfZ/T+tEqUNv6Plq5Ovq9NlrV/6DwCwMAABDZMAAAAJENAwAAENkwAAAAkQ0DAAAQ2TAAAADRA1Or2rQKr1bB1mq1RuvnWuVWqmdr5zp27FjMWu1jq35t9YatQq5Vta5bty5m7Xm1KsKrV6/GrFWEbty4MWZtfFplYquea1Vq7d5H51irTm3zfbSauGnPs43Dtm3b7vvvR48ejcecPXs2Zq1WdXZ2NmZtDNo71CoF9+zZE7NWgdrevdFa36mpqZi1udLehTaP2nvS7q+9Q22dHq0tbjWa7Vm39/L999+PWVur07Xs3LkzHtOeSVvf29g1rR611fO262zPpK0rbczb98KoNo9aNlIrPZlMJuvXrx86X3tnW3by5MmYvfbaazFrc2n0OzEd1+ZRW1faXBmtRx29t4eBXxgAAIDIhgEAAIhsGAAAgMiGAQAAiGwYAACAyIYBAACIHopa1Zs3b8asVeQtRVVXq9xKFYet4q9V9b3zzjsxa/Vyo9V6mzZtilmrtRytVW3PpdVFtlrBplXW3bt3L2atcrDVdi4uLsasVV62uTla69bm7bVr14auZaR+bvv27fGYNgbnzp2L2erVq2M2MzMTszZ2ly9fjtmhQ4di9tRTT8Vs9P1q69hozW4b83ZcO1+rkmzzqNVvtnFo79fFixeHsnbv7Xuo1RansW3PpN3bmTNnYtaqiVs96gsvvBCzNv/aPGrr7ahWldnmZvvOaGPX/r5o73M7X1vLmvad2L5n//3f/z1m7777bsxGq55bxWv6zmjfJW0ejVbnj9aqPuz8wgAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAED0UNSqtvq50VrBZuXKlTFrtW6pjnVubm7oOn7wgx/E7MUXX4xZq8hrdW+tsrNVH87Pz8esVaw9+eSTMWvPuV1nq8RtWmXihQsXYtYq+VrdZ6t8a8+6vQutmrO9C+15toq5NkapCq9Vb65fvz5mly5dilmr3myVuC1r86HN6VaFfP78+Zi1ysstW7bErNXGtsrLtsa1edTm7dGjR2M2Oqdb1W5by9p8aVl7T9atWxezNpdSReroutmqJHft2hWzjRs3Dp2vjUEb16bdw+hadfXq1aHj2nsyWrHe/i5pdaVtbrY51r5r2v21cW9r4Oj3bBr39nltfWhzpc3b0erUVvH6MNSx+oUBAACIbBgAAIDIhgEAAIhsGAAAgMiGAQAAiGwYAACA6KGoVR2t/mo1V61mrZ2v1Ze1msmRYz788MOYtWu8cuVKzFo12+zsbMxaRVm7lqeeeipmZ8+ejVmrUtuxY0fMWj1lqwBs99DmSnsurSputJZuamoqZq3Kr70LrUaz3XvLUnVgu442/774xS/G7NChQzG7fv16zNp9t3Wl1SK2zzxz5kzMDh48GLOtW7fGrN1fqwFtWat2bO9Je7/a3Gxzuhldk9oYbd68OWatyjpVp04mk8m77757339v990qhtva2Obm6DrWqivb+zxal9uqe5t2760Os63FbR6N/n3Rak5Ha7NbZfPod9Ro3XaTxmF0fEZrTtsca/fdztc8KJWrfmEAAAAiGwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgeihqVZtW+dZqyFo9VqtSa7VnqSavVWq1yrB23OHDh2PWrn/nzp0xa5WrrQKwVV6+9NJLMXv00byfvXr1asymp6dj1qr1Wr3czMxMzEbr2UZqdieTfg9tvrTzjdYfts9szzPVaLb3dbTCddeuXTFr49PekzYf2rxtWTtfu4dW2dnWsXYtR44cGTquna+tt6PvZRu/0Tm9YsWKmG3atGnoM1utZZrzrcJ11apVMWvPZHQ9Gq15budrlb/NaAV0e7/avL1x40bMWsXw3NxczFqFcqsYbnPswoULMTt9+nTMLl++HLM2J9oza+9sM1Iv2taOtlaN1vOOelCqUxu/MAAAAJENAwAAENkwAAAAkQ0DAAAQ2TAAAACRDQMAABA99LWqrVarVYaNVl62OrFUq9Wq4FqlW6uSbPWUrRLyySefjFmr8lu5cmXM2j0cPXo0Zvv3749Zq3htdX1XrlyJWausG630HK11G6nnnUx6ddvt27eHjmvXcu3atZi1KsabN2/+3NfRavxGq2bb+dq4tvNt3LgxZm3MW51nq05tWZsr7b1sFZSrV6+OWZsrTVtvR+swZ2dnh7K2Hrf3+dChQzE7fvx4zFKNZvsuaVWYS7FWtePataT3fDLp716rFm3fbe2ZtWtp2ru+fv36mLV1p31ftjW1fQe39+S1116L2ZtvvhmztkaM/K0zmYzVTo/+rdPW29Hvw7bmNKPv16eJXxgAAIDIhgEAAIhsGAAAgMiGAQAAiGwYAACAyIYBAACIHvpa1VZR1upFRyuwRmoTW/1as27dupi1esNWO3rp0qWY7d27N2YbNmyIWaspbLWPrS6y3V87ro1rq7pr1zlaCdnmSruWZmFhIWZtnrV7aLWCreZvZF63yrrROrt2Ha0itK0do1V+bW62yt+rV6/GrFVQtmy0vrFlbYzatbQ1oj3rthZPT0/HrM3ptka0tfPixYsxaxWUae1sz7JVQo5WgrdncuzYsZi1utJWX9vW8KW4h1aV2c43Ws05+r0+Ujs6mfTq3ldffTVmbd1ZirrP9plpjNq70NaHNh/aZ7Yxb1mbR23+PSj8wgAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAED00NeqNq0Ca7RWdeR8rd6rVRi2Srd2XLu3VgW3Zs2amDXz8/Mxa3Wlo7W3rb6x1Ru2ysR2vhs3bsSsGa2SbFVxGzdujFmreG0Vm61GbrQyN91fu8Y2rm3etufVrr99ZqsiPH/+/NC1tIrXdp2tPrR9Zru/Nt9bPWCbK027v7ZOt0rP0frDdi1tjWjna+Oe5nwbg1TRPZn0Ct62rrR5245ra077rmzPsn0nts88e/bs0HHtHpr2fdKeWRvbVjfbznfgwIGYXb58OWbNSAXq/0V6Lu2ZtPe1zaP2XdPG7mGoRx3lFwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgsmEAAACiz3StaqsMa7V7rVarVXyl40YrXGdnZ2PWqhZbDWiri2zZc889F7OmVRG261y5cmXMWp3n4uJizNoza2M0WgXa5tilS5di1qok2/21e2haJV+rvm33nq5ltCJvtEKzGa2MvXjxYsxazenOnTt/tgv7/7Q6zDY3W9VnW3daNlpjOHq+Vn/Y5t/I3JxM+prbrqXVFqf5Mlrf3bQq3TbfW51nW3PaHGtj0J5lu84NGzbErNW4tjV1dN1sx7Wsrak/+tGPYvbf//3fMWsV7KPVqUvxXNL8bGPerr99L7Q5PboePeyVq35hAAAAIhsGAAAgsmEAAAAiGwYAACCyYQAAACIbBgAAIFKrGrTqr1YV9/jj+ZGmWsFW+9iqPlu1Y8vaZ7b6v//4j/+IWavr27dvX8zaGLRa1dFaxFb72O6h1bPNzc3FrGmfuWLFipi1OdY+sz2XVuPaquJaBWCrMUzzs913qz5stYFtXEfvra0Ba9asiVm7zg8//DBmu3fvjtm2bdti1sa1zZW2RrRn1ip4W41he54ta/XKbdxHqxgXFhZi1uZ7e2Zpzrf3vFWZtkrS0e+19l62e2vPsmXtM9tzace1tb99B7c64Pas29zcuHFjzNo7+/LLL8fs7NmzMWvPbLS+d7RytV1L+l5of8+0vxPaetvG/LNcndr4hQEAAIhsGAAAgMiGAQAAiGwYAACAyIYBAACIPtMtSa3hoLVCNO3/2E8tDa1NobUBtf9bvzVetPaXdr7WOPDGG2/ErF3nCy+8ELO33norZq1p4emnn47ZaBPSsmXLYta0JoZ2LaPXOdoo08a2jV9rr2jtIukezp8/H49pDTWzs7MxW7t2bczaM2n33e6ttSS1zzx58mTMDhw4ELPWoLR58+aYtUa0CxcuxKw1iLT3srWJjbaltTnR3pPWmNPanNq4jzbDpOPa9bd1pd1be87t+7BlbW1s19K+a9oYtPkw2rw0+qxbm1jL2lz5z//8z5i9//77MWvj0MZvtFlqtHGrXWc6rs2HNj6jGffnFwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgsmEAAACiRyaTSe7U+gxrtZajVWOpWq9VuLY6vlYluWHDhpi1a2y1e5s2bYrZnj17YrZ69eqYtWrHVgXX7m/r1q0xa+PannWrom3PbLT+sI3RaDZaI9cqB0crNlOlYrvGVv3a6l3b2LVrbPOvPedWG9iOa+drNadXrlyJ2fr162PW6ljbuLb5sGrVqpidOXMmZq2utD2XVrfYnnWrkmxrRDvu0qVLMWt1wan6tlX+tmcyWv3a3r1236NVrW3s2rs+eg/tOlvWtO+29pknTpyI2V/91V/FrK0DbYzas27fQ81ohXdbc9PaMro+jI4r9+cXBgAAILJhAAAAIhsGAAAgsmEAAAAiGwYAACCyYQAAAKLcb/UZ16r1RmstU+1ZqylslWeteu7y5csxa3VorZ7y1KlTMdu4cWPMnnnmmaFrmZubi1mrUms1k+18bczbGI1W1rXztXFotXSjbty4EbNWVdgqRFN1avvMdq5WI9yuoz3L9g61cW1j16qC29i162zvV/vMhYWFmL3xxhsxa9XErar1wIEDMWvv0Jo1a2LW5kRbb9u71yoo5+fnh7J2vladna6ljV2b763qs31mq6Bs78nNmzdj1uo129i192spqjLb2I3WxrZn9v3vfz9mrX64rantfKPacxld+0cqgdva0d5lPl5+YQAAACIbBgAAILJhAAAAIhsGAAAgsmEAAAAiGwYAACBSqxq0Gq9WzTlSAdjO1erJWi3d4uJizFpNXKv/a595/fr1mK1atSpmL774YsxaPWWrvGx1rO0z29i1qsJ2XHvWrZau3V+qnvtp19I+s2nzrGk1f+k627s1Ov9atWOrDWzX0s63adOmmLUxaFmrIpyZmYlZe58vXboUsw8++CBmR44ciVl7v1oda1sD23vSjmtaFW2bL63+tdX+tvONVAyPru+j60P7HhqttWzPpI1rq1xtY9eeS3ue58+fj1m7zjfffDNm77//fsyaT7o6tY379PR0zNpcamtnWudUp346+IUBAACIbBgAAIDIhgEAAIhsGAAAgMiGAQAAiGwYAACASK3qgFZNN6LVxLUatVaH1q6xna9VGLZq0YWFhZj94Ac/GLqW/fv3Dx138eLFmLWayVbzd+PGjaFraePQai1blWkbh3YPrVaw3V97ZqM1oamy9ObNm/GYlk1NTcWs1fq2WsQrV67ErNUNtneh1XK297mNT7uW0QrK9pntOlt16kid4mTSx69V37b5197LVlPbnsvou5DW+FYl2Spc23HtOtq4trWjjUH7zHYt7R7aOtDevc2bN8ds7969MWvfJ0ePHo3ZP/7jP8ZsdBya9szaZ7a1s1Wntu+otl61e2/zjF88vzAAAACRDQMAABDZMAAAAJENAwAAENkwAAAAkQ0DAAAQqVX9mLX6slR52aowR6vuWv1fq05tVWntWlq13vz8fMwOHDgQs1an2Grw2nW2msmm1du26rmmjV+rumv1eU37zMXFxZi1e29aPWUahzZvW9bmWLuOtWvXDp2v1Qa2itBz587FrFV9njx5MmatHnXPnj0xa+tAe4dazW57Zq2eslWujtYPtzWpjdGtW7diNlqp3d71dA9tDFp9aLv+Nt/bM2n1w6PVqW3+teOa9i60+fCtb30rZh9++GHM3nnnnZiN1EpPJn0cRitX298Y7XthtPK9zcHR7y9+8fzCAAAARDYMAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQKRWdcBoHWaqfGsVa+1creKvZa3urZ2vHdfq3lpN3JEjR2I2NzcXs/bM2r2vXr06ZpcvX47Zhg0bYtaqHVt1YKtjbffQKj2bdu87duyIWassHb2WdO+jdZ7bt2+PWav4a9ffKhpv3rwZs1ZR296vLVu2DB137dq1oWy0DrO9z+0627vQxradr11ny9o72969tr6340afWdKuv83pdo1tTW21qqP33T6zjV2r+mzPpVWgHjp0KGavvPJKzNraMvqd2I4brVVt717L2v21da6Nn1rVB5dfGAAAgMiGAQAAiGwYAACAyIYBAACIbBgAAIDIhgEAAIjUqn7MWuVbqs9r1WWtxu/xx/PwteqyVs3Wjms1aq3OrlXInT9/PmYzMzMx27lzZ8zaPbSqzPZcWo1mG/OmPbN2D+18rarw3LlzMWs1eK02sdXNtprGdA/tXO09ac+k1Uy2uTlar9k+s415q/VtFbyj86+NeVtb2ri296Rpn9muc7ReuV3naO1jWz9GalzbMW0dG32H2trRnsloBe9otWg77sqVKzE7ePBgzE6cOBGz9lxGvu9/mvasW9beheXLlw9dy2h1u+rUh5NfGAAAgMiGAQAAiGwYAACAyIYBAACIbBgAAIDIhgEAAIjUqn7MWuVb0urXWnVZq1psWauEbBV5o1m7v1adeunSpZi99dZbMdu3b1/MRu+h1RG2isZWf9jGYbQmtNXZjdb8tbrPZcuWxWzjxo0xS5WRbd7evn07Zm0MWqVgeybtXW4Vhq0SstWVjtajjt5f096FhYWFmLVxaM9zzZo1MWvPrFVejo5De2atWrpp63h61m1c232396Qd17Tn1daAdlyrjW31qKdPn47ZqVOnYnbgwIGhz2zauDbt3kcrjUfHob2z7btmdG3hweUXBgAAILJhAAAAIhsGAAAgsmEAAAAiGwYAACCyYQAAACK1qh+zVluXKi9bxVqrImyVbq1es51vtJKvHdcqGtv9tWq9M2fOxOz999+P2TPPPBOzVnPa6lFXrVoVs3Z/7bjVq1fHrNXntYq8VtvZ6kxbpey1a9di1ipzU9bmymi1YxuDNqfbmLes1Y6296SNQbvO69evx2zDhg0xa1WmrU7x6tWrMWva2LbPbGM7us61rH1mW3NbjWu793S+9t6N1ie362+Vne18o+9QeyaHDh2K2cGDB2P24Ycfxmy0ErdpY97W2zb/2nwfrU6dn5+PGfys/MIAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABApFb1E9Qq7ZJWvzZa6da0Kr9Wg9eq/Jr2TNo9tOt87733YnbixImYbdy4MWat5nTXrl0xe+qpp2I2WtXaqjLb/bVKz1ab2Or62vhdvHgxZhcuXLjvv7eqz/ZM2vW3rFWutprdVjva3ssVK1YMna9VV7Z3Lz3nyWQyWb58eczaPYxWQrZ51O6hrTuj2toy+i60uTRidG1sYzdanTo6Bq1i+J133onZD37wg5idPn06Zu0623Np9z5aj9q097ll8IvkFwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgsmEAAACiRyaTSe4T4xPRqghbFVyr+GuViTMzM0Of2apMW81kq55r1YGjVX6jlZCtcrBl7Xlu27YtZs8++2zMnnzyyZi1Mbp69WrMtm7dGrN2f9euXYtZm7utNjYdN1pNOVol2eo8RytjW+3t5s2bY3b58uWYtftbu3ZtzNrzvH79eszaHGvVsDdv3ozZaF1kWwda5WU7brSmtj3P0c9Mdcft3Wrr+2g1dpt/bV1p8+jw4cMxe/3112PW1pyl0ObRSB06PIz8wgAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAECkVvVToFUYtjrFVgXXKvlaDeO6deti1url5ufnY7a4uBizVtHYqghHqxbbs261iEtRx9rufcuWLTHbuHFjzHbv3h2zubm5mKVqx8lkMvnJT/IS0eZZO9/s7Ox9/2So5wYAAAk5SURBVH20trKNa8vaXBnV6mTbcx6thh2tZR59h9o4tGz0vWzrQHsv27w9f/58zNo9TE9PDx3XaqfTOLR1sz2T9izbdZw+fTpm77//fsza2n/hwoWYXblyJWZNm9NtzIH/G78wAAAAkQ0DAAAQ2TAAAACRDQMAABDZMAAAAJENAwAAEOX+NT4xrSKvVRG241p2/fr1n+3C/j+j1YdTU1Mxa7WIo8+lZa2eslWZtiq/9jzb/bVayzNnzsSs3V+rXF2/fn3Mtm/fHrNWp3vx4sWYtUrFdA+tarZdx+jcbBYWFmK2adOmofO1Ksk2/9q8Ha3EbVl7nsuXL49Z096htka087XrbO9Qm5uj49euZWQdOHv2bDymzc32nrT7PnnyZMxOnToVs2vXrsVsKahOhV8MvzAAAACRDQMAABDZMAAAAJENAwAAENkwAAAAkQ0DAAAQPTKZTHSUfYq1qr5WL9dq/FotZzvfzMzM0HGLi4sxa9c5PT0ds2XLlsWsGa1qbdWV7d7bdd66dStm7Vk/+eSTMduwYUPMWnVlq1zdu3dvzNoYHTx4MGbpmbVa2PacW+3ozZs3Y9ZqXEez+fn5mK1atSpmO3fujFmrFm31vK3ytx139+7dmN24cSNm7Trbu9eupb0Lbf79/d//fcz+7d/+LWZtjFpl6dq1a2O2bt26mKX1sdWqtgrUVnXc1uI7d+7EDMAvDAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBkwwAAAES5p5BPhVZF+Mgjj8Ss1f+NHteqD1slaasUbDWMrXa0Vcq2qsVWsdlqBVs9ajtfqzJt1ZztuVy5ciVmV69ejVmrHm3P88UXX4zZ7OxszPbs2ROz11577b7/fujQoXjM9u3bY7Z69eqYtXeojXmrcW21o9euXYtZq05t86HV3jb79u2LWauwbWtEq1X94IMPYrawsBCz9n6187388ssxa9WprW62zZf2DrXq5WPHjsXsnXfeue+/t3nU1rE2NwFG+YUBAACIbBgAAIDIhgEAAIhsGAAAgMiGAQAAiGwYAACA6JHJZJL7FPlUa7WPrSazVSa2rFV9zs3NDWWtxrXVMLaK11ax2epfR2tHWw1ju852XNOqQNv52nxZu3ZtzB59NP93hS1btsSsjcPhw4fv++/tGtv8a3Wyly5dilmrMm11wO2ZtGtpVabt3tt7+cwzz8Ss1bju2LFjKGuVpK0Cta0DmzZtitl//dd/xexP//RPY3bmzJmY7d+/P2YrV66MWVuT2jy7fPlyzE6dOhUzgE8LvzAAAACRDQMAABDZMAAAAJENAwAAENkwAAAAkQ0DAAAQqVV9gLWK0KWoVR2tvJyenh46X7uHqampmLU6z5mZmaFruXnzZsxalWSrTr1161bMWj1qq1Vtz6yNX6uUbdW37Trb/aXxm52djce0sWu1le0a2/laJenzzz8fs/ZeHjt2LGZHjx6NWZvvbd6eO3cuZq0etc2VVatWxaxVp+7evTtmbYwOHTo0dFx7T9o728YB4LPKLwwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABEalUfYI8+OrbfW4rK1Za1mslWx9rqG9evXx+zlStXxqzVKbas1Te2cbh27VrM7t69G7NWDXv79u2ha2nVqU0bo/aZ7f7SfGnVqStWrIhZq35tlbhtXLds2TKUtUrShYWFmLW5cv78+ZidPHkyZm0MWt1xWyNa1uZtqxhu99DmdKuGBeDj4xcGAAAgsmEAAAAiGwYAACCyYQAAACIbBgAAILJhAAAAIrWqD6lWc9pqEVuF4VLUuLbK1VajOTU1FbPRGtBWh9m041ptZ3Pr1q2YtVrVVl15586dmLWKzWXLlsVs9JmlsZ2bm4vHtHnU7q2NwWjFcKtqXVxcjFnTKlDb+do9tLnSsqbNh/bMWm0xAJ9ufmEAAAAiGwYAACCyYQAAACIbBgAAILJhAAAAIhsGAAAgUqv6kBqtVV2KOtZWvdlqVdtntmrHVatWxWxmZiZmrZK01Vq24z766KOh49q9jx7XKmVbpWf7zDYnWp1pmhPtebVs9L7bcW3Mr1+/HrN2nU0bg/aeNKPX0sYVgM8evzAAAACRDQMAABDZMAAAAJENAwAAENkwAAAAkQ0DAAAQqVV9SLV61E/6fC0brVVtRitep6enY9ZqXO/cuROzVs3ZqitH61hbhWi793YPo9WcU1NTP/cxbeyWL18es1bh2q6/HddqTpvRGto2rs2tW7eGjgOAn5VfGAAAgMiGAQAAiGwYAACAyIYBAACIbBgAAIDIhgEAAIjUqvK/jNajtrrIUa2esmVLUePastE61lb3OVpz2mpC272vXLkyZteuXYtZe9Yj9aKjdcCtkrRl7XythrZVrrYxUIEKwIPILwwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABApCWJ/2Wk2eanZaONRu0zl6KxqbUItWy0lam18Iy2ObUWnvaZo41N7VqaNEatfahd42hbUxuD27dvxwwAPkv8wgAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAECkVpX/ZSnqSke1a2mWouJ1NGt+/OMfDx03Wm87+plLUbULADw4/MIAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABApFaVT63RutJP2qepblaVKQDwcfMLAwAAENkwAAAAkQ0DAAAQ2TAAAACRDQMAABDZMAAAAJFaVX6hlqI6VbUoAMDHxy8MAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARGpVAQCAyC8MAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARDYMAABAZMMAAABENgwAAEBkwwAAAEQ2DAAAQGTDAAAARP8PDJmUzcjP4tQAAAAASUVORK5CYII=" y="-6"/> </g> <g id="LineCollection_10"> <path clip-path="url(#pee2a2f0be7)" d="M 662.721429 69.454759 L 663.557143 70.288837 L 663.557143 71.956992 L 662.721429 72.791069 L 661.885714 71.956992 L 661.885714 70.288837 L 662.721429 69.454759 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 666.064286 71.122914 L 666.9 71.956992 L 666.064286 72.791069 L 665.228571 71.956992 L 666.064286 71.122914 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 640.992857 74.459224 L 642.664286 74.459224 L 643.5 75.293302 L 642.664286 76.12738 L 641.828571 76.961457 L 641.828571 78.629612 L 640.992857 79.46369 L 640.157143 80.297767 L 640.157143 81.965922 L 639.321429 82.8 L 638.485714 83.634078 L 639.321429 84.468155 L 640.157143 85.302233 L 639.321429 86.13631 L 637.65 86.13631 L 636.814286 86.970388 L 636.814286 88.638543 L 635.978571 89.47262 L 635.142857 88.638543 L 634.307143 87.804465 L 633.471429 86.970388 L 634.307143 86.13631 L 635.142857 85.302233 L 635.978571 84.468155 L 636.814286 83.634078 L 636.814286 81.965922 L 636.814286 80.297767 L 636.814286 78.629612 L 637.65 77.795535 L 638.485714 76.961457 L 639.321429 76.12738 L 640.157143 75.293302 L 640.992857 74.459224 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 651.021429 74.459224 L 652.692857 74.459224 L 654.364286 74.459224 L 656.035714 74.459224 L 657.707143 74.459224 L 658.542857 75.293302 L 659.378571 76.12738 L 660.214286 75.293302 L 661.05 74.459224 L 661.885714 75.293302 L 662.721429 76.12738 L 664.392857 76.12738 L 666.064286 76.12738 L 666.9 76.961457 L 667.735714 77.795535 L 668.571429 78.629612 L 668.571429 80.297767 L 667.735714 81.131845 L 666.064286 81.131845 L 665.228571 81.965922 L 664.392857 82.8 L 662.721429 82.8 L 661.05 82.8 L 660.214286 81.965922 L 660.214286 80.297767 L 659.378571 79.46369 L 658.542857 78.629612 L 657.707143 77.795535 L 656.035714 77.795535 L 654.364286 77.795535 L 652.692857 77.795535 L 651.021429 77.795535 L 650.185714 76.961457 L 650.185714 75.293302 L 651.021429 74.459224 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 647.678571 76.12738 L 648.514286 76.961457 L 647.678571 77.795535 L 646.842857 76.961457 L 647.678571 76.12738 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 677.764286 77.795535 L 678.6 78.629612 L 679.435714 79.46369 L 681.107143 79.46369 L 682.778571 79.46369 L 683.614286 80.297767 L 682.778571 81.131845 L 681.942857 81.965922 L 681.107143 82.8 L 679.435714 82.8 L 678.6 81.965922 L 677.764286 81.131845 L 676.928571 80.297767 L 676.928571 78.629612 L 677.764286 77.795535 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 634.307143 92.808931 L 635.142857 93.643008 L 635.142857 95.311163 L 635.142857 96.979318 L 634.307143 97.813396 L 633.471429 98.647474 L 633.471429 100.315629 L 632.635714 101.149706 L 630.964286 101.149706 L 630.128571 100.315629 L 630.128571 98.647474 L 629.292857 97.813396 L 627.621429 97.813396 L 626.785714 96.979318 L 627.621429 96.145241 L 629.292857 96.145241 L 630.964286 96.145241 L 631.8 95.311163 L 632.635714 94.477086 L 633.471429 93.643008 L 634.307143 92.808931 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#pee2a2f0be7)" d="M 639.321429 62.782139 L 640.992857 62.782139 L 641.828571 63.616216 L 642.664286 64.450294 L 644.335714 64.450294 L 646.007143 64.450294 L 646.842857 65.284371 L 646.007143 66.118449 L 644.335714 66.118449 L 642.664286 66.118449 L 640.992857 66.118449 L 639.321429 66.118449 L 638.485714 65.284371 L 638.485714 63.616216 L 639.321429 62.782139 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 647.678571 66.118449 L 649.35 66.118449 L 650.185714 66.952526 L 650.185714 68.620682 L 649.35 69.454759 L 648.514286 68.620682 L 647.678571 67.786604 L 646.842857 66.952526 L 647.678571 66.118449 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 642.664286 72.791069 L 644.335714 72.791069 L 645.171429 73.625147 L 644.335714 74.459224 L 642.664286 74.459224 L 641.828571 73.625147 L 642.664286 72.791069 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 640.992857 74.459224 L 641.828571 75.293302 L 640.992857 76.12738 L 640.157143 75.293302 L 640.992857 74.459224 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 672.75 74.459224 L 673.585714 75.293302 L 672.75 76.12738 L 671.914286 75.293302 L 672.75 74.459224 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 667.735714 76.12738 L 668.571429 76.961457 L 668.571429 78.629612 L 668.571429 80.297767 L 667.735714 81.131845 L 666.064286 81.131845 L 664.392857 81.131845 L 662.721429 81.131845 L 661.885714 80.297767 L 662.721429 79.46369 L 664.392857 79.46369 L 665.228571 78.629612 L 666.064286 77.795535 L 666.9 76.961457 L 667.735714 76.12738 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 674.421429 76.12738 L 676.092857 76.12738 L 677.764286 76.12738 L 678.6 76.961457 L 679.435714 77.795535 L 681.107143 77.795535 L 681.942857 78.629612 L 682.778571 79.46369 L 683.614286 78.629612 L 683.614286 76.961457 L 684.45 76.12738 L 685.285714 76.961457 L 685.285714 78.629612 L 686.121429 79.46369 L 686.957143 80.297767 L 687.792857 81.131845 L 689.464286 81.131845 L 690.3 81.965922 L 689.464286 82.8 L 687.792857 82.8 L 686.121429 82.8 L 685.285714 81.965922 L 684.45 81.131845 L 682.778571 81.131845 L 681.107143 81.131845 L 679.435714 81.131845 L 678.6 80.297767 L 677.764286 79.46369 L 676.928571 78.629612 L 676.092857 77.795535 L 674.421429 77.795535 L 673.585714 76.961457 L 674.421429 76.12738 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 647.678571 77.795535 L 648.514286 78.629612 L 649.35 79.46369 L 651.021429 79.46369 L 651.857143 80.297767 L 652.692857 81.131845 L 653.528571 81.965922 L 652.692857 82.8 L 651.857143 83.634078 L 651.021429 84.468155 L 649.35 84.468155 L 648.514286 85.302233 L 647.678571 86.13631 L 646.842857 85.302233 L 646.007143 84.468155 L 645.171429 85.302233 L 645.171429 86.970388 L 644.335714 87.804465 L 643.5 88.638543 L 644.335714 89.47262 L 645.171429 90.306698 L 645.171429 91.974853 L 644.335714 92.808931 L 642.664286 92.808931 L 641.828571 93.643008 L 640.992857 94.477086 L 640.157143 95.311163 L 640.157143 96.979318 L 639.321429 97.813396 L 637.65 97.813396 L 636.814286 98.647474 L 635.978571 99.481551 L 635.142857 100.315629 L 634.307143 101.149706 L 633.471429 101.983784 L 632.635714 102.817861 L 631.8 103.651939 L 630.964286 104.486016 L 629.292857 104.486016 L 628.457143 103.651939 L 628.457143 101.983784 L 628.457143 100.315629 L 628.457143 98.647474 L 628.457143 96.979318 L 629.292857 96.145241 L 630.128571 95.311163 L 630.964286 94.477086 L 632.635714 94.477086 L 633.471429 95.311163 L 632.635714 96.145241 L 631.8 96.979318 L 632.635714 97.813396 L 634.307143 97.813396 L 635.142857 96.979318 L 635.142857 95.311163 L 635.142857 93.643008 L 635.142857 91.974853 L 635.142857 90.306698 L 635.978571 89.47262 L 636.814286 90.306698 L 637.65 91.140776 L 638.485714 91.974853 L 639.321429 92.808931 L 640.157143 91.974853 L 640.157143 90.306698 L 640.992857 89.47262 L 641.828571 88.638543 L 640.992857 87.804465 L 640.157143 86.970388 L 640.992857 86.13631 L 641.828571 85.302233 L 642.664286 84.468155 L 643.5 83.634078 L 644.335714 82.8 L 646.007143 82.8 L 646.842857 81.965922 L 646.842857 80.297767 L 646.842857 78.629612 L 647.678571 77.795535 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 630.964286 79.46369 L 631.8 80.297767 L 630.964286 81.131845 L 630.128571 80.297767 L 630.964286 79.46369 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 635.978571 81.131845 L 636.814286 81.965922 L 635.978571 82.8 L 635.142857 81.965922 L 635.978571 81.131845 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 630.964286 84.468155 L 631.8 85.302233 L 631.8 86.970388 L 631.8 88.638543 L 630.964286 89.47262 L 629.292857 89.47262 L 628.457143 88.638543 L 627.621429 87.804465 L 625.95 87.804465 L 624.278571 87.804465 L 622.607143 87.804465 L 621.771429 86.970388 L 622.607143 86.13631 L 624.278571 86.13631 L 625.95 86.13631 L 627.621429 86.13631 L 629.292857 86.13631 L 630.128571 85.302233 L 630.964286 84.468155 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 646.007143 87.804465 L 646.842857 88.638543 L 646.007143 89.47262 L 645.171429 88.638543 L 646.007143 87.804465 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 632.635714 89.47262 L 633.471429 90.306698 L 633.471429 91.974853 L 632.635714 92.808931 L 631.8 91.974853 L 631.8 90.306698 L 632.635714 89.47262 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 620.935714 92.808931 L 622.607143 92.808931 L 624.278571 92.808931 L 625.114286 93.643008 L 625.95 94.477086 L 627.621429 94.477086 L 628.457143 95.311163 L 627.621429 96.145241 L 626.785714 96.979318 L 626.785714 98.647474 L 625.95 99.481551 L 624.278571 99.481551 L 622.607143 99.481551 L 620.935714 99.481551 L 620.1 100.315629 L 619.264286 101.149706 L 618.428571 101.983784 L 618.428571 103.651939 L 617.592857 104.486016 L 615.921429 104.486016 L 615.085714 105.320094 L 615.085714 106.988249 L 614.25 107.822327 L 613.414286 106.988249 L 612.578571 106.154172 L 610.907143 106.154172 L 610.071429 106.988249 L 609.235714 107.822327 L 608.4 106.988249 L 608.4 105.320094 L 607.564286 104.486016 L 606.728571 103.651939 L 606.728571 101.983784 L 607.564286 101.149706 L 608.4 100.315629 L 608.4 98.647474 L 609.235714 97.813396 L 610.907143 97.813396 L 612.578571 97.813396 L 614.25 97.813396 L 615.921429 97.813396 L 616.757143 96.979318 L 617.592857 96.145241 L 619.264286 96.145241 L 620.935714 96.145241 L 622.607143 96.145241 L 623.442857 95.311163 L 622.607143 94.477086 L 620.935714 94.477086 L 620.1 93.643008 L 620.935714 92.808931 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 610.907143 102.817861 L 610.071429 103.651939 L 610.907143 104.486016 L 612.578571 104.486016 L 613.414286 103.651939 L 612.578571 102.817861 L 610.907143 102.817861 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee2a2f0be7)" d="M 627.621429 104.486016 L 628.457143 105.320094 L 628.457143 106.988249 L 629.292857 107.822327 L 630.128571 108.656404 L 630.128571 110.324559 L 630.128571 111.992715 L 629.292857 112.826792 L 627.621429 112.826792 L 626.785714 111.992715 L 626.785714 110.324559 L 625.95 109.490482 L 625.114286 108.656404 L 625.114286 106.988249 L 625.95 106.154172 L 626.785714 105.320094 L 627.621429 104.486016 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#pee2a2f0be7)" d="M 649.35 31.076592 L 651.021429 31.464969 L 652.692857 32.351226 L 654.364286 32.737484 L 655.530648 31.921269 L 656.035714 31.431003 L 657.707143 32.346915 L 658.173448 31.921269 L 659.378571 31.107017 L 661.05 31.33489 L 662.721429 32.150538 L 664.392857 32.714742 L 666.064286 32.845998 L 669.407143 34.269053 L 671.078571 34.476156 L 673.07706 35.257579 L 674.421429 35.890517 L 676.092857 36.116764 L 677.764286 36.645278 L 678.203209 36.925734 L 679.435714 37.529681 L 681.107143 37.761409 L 682.778571 38.154365 L 684.45 39.109677 L 686.121429 39.407535 L 687.150827 40.262045 L 687.792857 41.201703 L 689.464286 42.291976 L 692.807143 43.019326 L 693.830861 43.598355 L 694.478571 44.224354 L 695.078565 45.26651 L 696.15 46.105071 L 697.821429 46.182359 L 698.741464 46.934665 L 699.492857 48.714183 L 701.164286 49.494181 L 701.930406 50.270975 L 702.835714 51.370907 L 703.717867 51.93913 L 704.507143 52.918419 L 704.917244 53.607285 L 705.432287 55.275441 L 706.178571 56.053292 L 707.85 56.656443 L 708.137716 56.943596 L 708.688693 58.611751 L 710.357143 61.948061 L 711.192857 63.206399 L 711.603479 63.616216 L 714.11374 66.952526 L 714.535714 67.373674 L 715.371429 68.620682 L 717.057524 71.956992 L 717.273094 73.625147 L 718.373524 75.293302 L 718.083703 76.961457 L 720.05881 78.629612 L 720.853444 80.297767 L 721.066542 81.965922 L 720.476904 83.634078 L 718.939185 85.302233 L 718.397064 86.970388 L 717.325084 88.638543 L 718.701566 90.306698 L 718.280781 95.311163 L 718.519999 98.647474 L 717.042857 101.983784 L 716.207143 102.86212 L 714.767055 103.651939 L 713.742089 105.320094 L 712.864286 105.959671 L 711.192857 106.568009 L 707.85 105.927331 L 706.178571 105.187395 L 706.045612 105.320094 L 702.835714 107.098663 L 699.181499 108.656404 L 697.821429 109.157134 L 696.15 108.672744 L 694.478571 109.650405 L 692.807143 109.245678 L 691.135714 109.376108 L 689.464286 108.181453 L 687.792857 108.00157 L 686.121429 105.957431 L 684.353699 105.320094 L 682.778571 104.613016 L 681.107143 104.462638 L 680.127527 103.651939 L 679.275031 101.983784 L 677.764286 101.250347 L 676.092857 101.015947 L 674.282648 100.315629 L 672.75 99.670685 L 671.078571 99.409556 L 670.158216 100.315629 L 669.706275 101.983784 L 669.407143 102.47605 L 668.834838 103.651939 L 668.534791 105.320094 L 668.073111 106.988249 L 667.311461 108.656404 L 665.45665 110.324559 L 664.392857 111.101938 L 662.721429 111.65135 L 661.05 112.650501 L 660.291655 113.66087 L 660.12176 115.329025 L 659.378571 117.332228 L 658.78041 118.665335 L 658.483479 120.33349 L 658.033872 122.001645 L 657.183058 123.6698 L 656.446343 127.006111 L 655.594632 128.674266 L 656.035714 129.117038 L 656.898776 130.342421 L 656.689605 132.010576 L 656.035714 132.663186 L 654.364286 133.230436 L 653.927939 133.678731 L 652.994909 135.346886 L 652.692857 135.615432 L 651.021429 137.482547 L 649.35 137.849119 L 647.678571 136.175572 L 644.335714 136.180277 L 642.664286 134.512756 L 639.321429 134.512809 L 637.65 132.844653 L 634.307143 132.844653 L 632.635714 131.176498 L 629.292857 131.176498 L 627.621429 129.508343 L 624.278571 129.508343 L 622.607143 127.840188 L 619.264286 127.840188 L 617.592857 126.172033 L 614.25 126.172033 L 612.578571 124.503878 L 607.564286 124.503878 L 605.892857 122.835723 L 602.55 122.835723 L 601.714286 122.001645 L 600.878571 120.829972 L 600.381116 120.33349 L 599.895154 118.665335 L 599.207143 118.157727 L 595.864286 117.531891 L 594.192857 116.683965 L 592.521429 116.225321 L 590.85 115.977421 L 590.200331 115.329025 L 589.635427 113.66087 L 589.178571 113.204909 L 587.507143 112.90505 L 586.074744 111.992715 L 585.835714 111.703154 L 585.082896 110.324559 L 584.554783 108.656404 L 584.164286 108.266671 L 582.492857 107.65191 L 581.837127 106.988249 L 581.394318 105.320094 L 580.254304 103.651939 L 579.766401 101.983784 L 578.565858 100.315629 L 579.344102 98.647474 L 579.15 98.453752 L 578.256193 96.979318 L 578.550997 95.311163 L 580.007576 91.974853 L 581.842879 90.306698 L 582.235623 88.638543 L 582.492857 88.164045 L 582.998062 86.970388 L 583.505209 85.302233 L 583.105199 81.965922 L 583.342495 80.297767 L 584.164286 79.080449 L 584.95717 78.629612 L 585.835714 77.760814 L 586.279667 76.961457 L 586.661455 75.293302 L 586.001349 73.625147 L 586.223433 71.956992 L 588.357509 70.288837 L 589.178571 69.456397 L 590.259989 68.620682 L 590.85 67.903872 L 591.429495 66.952526 L 591.685714 65.284371 L 592.521429 63.957567 L 593.054956 63.616216 L 594.33047 61.948061 L 594.192857 61.74691 L 593.531768 60.279906 L 593.531335 58.611751 L 594.192857 57.919842 L 595.864286 57.493121 L 596.414889 56.943596 L 596.7 55.275441 L 597.535714 53.591661 L 599.207143 52.738777 L 599.821207 51.93913 L 601.669085 50.270975 L 602.55 48.43657 L 604.221429 47.799332 L 605.043065 46.934665 L 605.057143 45.26651 L 605.892857 44.055486 L 607.564286 44.115984 L 609.235714 43.218893 L 610.101254 41.9302 L 610.907143 41.209102 L 612.873339 40.262045 L 614.362596 38.593889 L 615.921429 37.759812 L 617.215347 36.925734 L 617.592857 36.548964 L 619.264286 36.124628 L 620.935714 36.091657 L 622.607143 35.461294 L 624.278571 35.515681 L 625.95 35.054244 L 627.621429 34.398129 L 629.292857 33.265985 L 630.964286 34.132682 L 631.527855 33.589424 L 632.635714 32.769263 L 634.307143 33.106406 L 635.978571 34.03435 L 637.65 34.423502 L 638.943063 33.589424 L 639.321429 33.2118 L 640.992857 33.852558 L 641.376196 33.589424 L 642.664286 32.899152 L 646.007143 32.78451 L 647.771421 31.921269 L 649.35 31.076592 L 649.35 31.076592 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 561.6 159.535135 L 590.7225 159.535135 L 590.7225 147.921385 L 561.6 147.921385 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-1 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(561.6 157.03951)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"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p05d6d8cb9e)"> <image height="153.6" id="image96b6fd4526" transform="scale(1 -1)translate(0 -153.6)" width="187.2" x="374" xlink:href="data:image/png;base64,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" y="-6"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p05d6d8cb9e)" d="M 452.121429 57.777673 L 453.792857 59.445828 L 458.807143 59.445828 L 460.478571 57.777673 L 462.15 57.777673 L 463.821429 59.445828 L 465.492857 59.445828 L 467.164286 57.777673 L 468.835714 59.445828 L 470.507143 57.777673 L 473.85 61.113984 L 475.521429 61.113984 L 477.192857 59.445828 L 478.864286 61.113984 L 482.207143 61.113984 L 483.878571 62.782139 L 487.221429 62.782139 L 488.057143 63.616216 L 488.057143 65.284371 L 486.385714 66.952526 L 487.221429 67.786604 L 488.892857 67.786604 L 489.728571 66.952526 L 489.728571 65.284371 L 490.564286 64.450294 L 492.235714 64.450294 L 495.578571 67.786604 L 497.25 67.786604 L 498.085714 68.620682 L 498.085714 70.288837 L 498.921429 71.122914 L 500.592857 71.122914 L 501.428571 71.956992 L 501.428571 73.625147 L 499.757143 75.293302 L 501.428571 76.961457 L 501.428571 80.297767 L 502.264286 81.131845 L 503.935714 81.131845 L 506.442857 83.634078 L 505.607143 84.468155 L 500.592857 84.468155 L 499.757143 83.634078 L 499.757143 81.965922 L 497.25 79.46369 L 495.578571 79.46369 L 494.742857 78.629612 L 494.742857 76.961457 L 490.564286 72.791069 L 488.892857 72.791069 L 487.221429 71.122914 L 485.55 71.122914 L 483.878571 69.454759 L 482.207143 69.454759 L 481.371429 70.288837 L 483.042857 71.956992 L 482.207143 72.791069 L 477.192857 72.791069 L 476.357143 71.956992 L 477.192857 71.122914 L 478.864286 71.122914 L 479.7 70.288837 L 478.864286 69.454759 L 475.521429 69.454759 L 473.85 71.122914 L 473.014286 70.288837 L 473.014286 68.620682 L 472.178571 67.786604 L 468.835714 67.786604 L 467.164286 66.118449 L 465.492857 67.786604 L 458.807143 67.786604 L 457.135714 69.454759 L 455.464286 67.786604 L 453.792857 67.786604 L 452.957143 68.620682 L 452.957143 70.288837 L 452.121429 71.122914 L 448.778571 71.122914 L 445.435714 74.459224 L 443.764286 74.459224 L 442.928571 75.293302 L 442.928571 76.961457 L 442.092857 77.795535 L 440.421429 77.795535 L 439.585714 78.629612 L 439.585714 81.965922 L 437.914286 83.634078 L 437.914286 86.970388 L 436.242857 88.638543 L 436.242857 91.974853 L 435.407143 92.808931 L 433.735714 91.140776 L 432.064286 92.808931 L 428.721429 92.808931 L 427.885714 91.974853 L 427.885714 90.306698 L 428.721429 89.47262 L 430.392857 89.47262 L 434.571429 85.302233 L 434.571429 83.634078 L 431.228571 80.297767 L 431.228571 76.961457 L 428.721429 74.459224 L 427.05 74.459224 L 426.214286 73.625147 L 427.05 72.791069 L 428.721429 72.791069 L 430.392857 71.122914 L 433.735714 74.459224 L 434.571429 73.625147 L 434.571429 65.284371 L 432.9 63.616216 L 435.407143 61.113984 L 442.092857 61.113984 L 442.928571 61.948061 L 441.257143 63.616216 L 441.257143 65.284371 L 440.421429 66.118449 L 438.75 66.118449 L 437.078571 64.450294 L 436.242857 65.284371 L 438.75 67.786604 L 440.421429 67.786604 L 442.092857 69.454759 L 445.435714 69.454759 L 446.271429 68.620682 L 446.271429 65.284371 L 444.6 63.616216 L 444.6 61.948061 L 445.435714 61.113984 L 448.778571 61.113984 L 452.121429 57.777673 L 452.121429 57.777673 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 430.392857 67.786604 L 432.064286 67.786604 L 432.9 68.620682 L 432.064286 69.454759 L 430.392857 69.454759 L 429.557143 68.620682 L 430.392857 67.786604 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 447.107143 76.12738 L 448.778571 76.12738 L 450.45 76.12738 L 451.285714 76.961457 L 451.285714 78.629612 L 450.45 79.46369 L 449.614286 80.297767 L 448.778571 81.131845 L 447.942857 81.965922 L 447.107143 82.8 L 446.271429 83.634078 L 445.435714 84.468155 L 444.6 83.634078 L 443.764286 82.8 L 442.928571 81.965922 L 442.928571 80.297767 L 443.764286 79.46369 L 444.6 78.629612 L 445.435714 77.795535 L 446.271429 76.961457 L 447.107143 76.12738 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 467.164286 76.12738 L 468 76.961457 L 468.835714 77.795535 L 470.507143 77.795535 L 472.178571 77.795535 L 473.014286 78.629612 L 473.85 79.46369 L 475.521429 79.46369 L 476.357143 80.297767 L 477.192857 81.131845 L 478.028571 81.965922 L 477.192857 82.8 L 475.521429 82.8 L 474.685714 83.634078 L 474.685714 85.302233 L 473.85 86.13631 L 473.014286 86.970388 L 472.178571 87.804465 L 471.342857 88.638543 L 470.507143 89.47262 L 468.835714 89.47262 L 468 90.306698 L 467.164286 91.140776 L 466.328571 91.974853 L 465.492857 92.808931 L 464.657143 93.643008 L 463.821429 94.477086 L 462.15 94.477086 L 461.314286 93.643008 L 461.314286 91.974853 L 461.314286 90.306698 L 461.314286 88.638543 L 462.15 87.804465 L 462.985714 86.970388 L 462.985714 85.302233 L 462.985714 83.634078 L 462.985714 81.965922 L 462.985714 80.297767 L 463.821429 79.46369 L 465.492857 79.46369 L 466.328571 78.629612 L 466.328571 76.961457 L 467.164286 76.12738 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 460.478571 77.795535 L 461.314286 78.629612 L 460.478571 79.46369 L 459.642857 78.629612 L 460.478571 77.795535 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 472.178571 81.131845 L 471.342857 81.965922 L 471.342857 83.634078 L 472.178571 84.468155 L 473.014286 83.634078 L 473.014286 81.965922 L 472.178571 81.131845 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 480.535714 81.131845 L 481.371429 81.965922 L 480.535714 82.8 L 479.7 81.965922 L 480.535714 81.131845 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 438.75 92.808931 L 439.585714 93.643008 L 438.75 94.477086 L 437.914286 93.643008 L 438.75 92.808931 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 457.135714 96.145241 L 458.807143 96.145241 L 459.642857 96.979318 L 458.807143 97.813396 L 457.135714 97.813396 L 456.3 96.979318 L 457.135714 96.145241 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 420.364286 99.481551 L 421.2 100.315629 L 420.364286 101.149706 L 419.528571 100.315629 L 420.364286 99.481551 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 423.707143 99.481551 L 425.378571 99.481551 L 427.05 99.481551 L 427.885714 100.315629 L 427.885714 101.983784 L 427.05 102.817861 L 425.378571 102.817861 L 423.707143 102.817861 L 422.035714 102.817861 L 421.2 101.983784 L 422.035714 101.149706 L 422.871429 100.315629 L 423.707143 99.481551 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p05d6d8cb9e)" d="M 450.45 72.791069 L 452.121429 72.791069 L 452.957143 73.625147 L 452.121429 74.459224 L 451.285714 75.293302 L 451.285714 76.961457 L 451.285714 78.629612 L 450.45 79.46369 L 449.614286 80.297767 L 449.614286 81.965922 L 448.778571 82.8 L 447.942857 81.965922 L 447.107143 81.131845 L 446.271429 80.297767 L 446.271429 78.629612 L 446.271429 76.961457 L 446.271429 75.293302 L 447.107143 74.459224 L 448.778571 74.459224 L 449.614286 73.625147 L 450.45 72.791069 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 423.707143 77.795535 L 424.542857 78.629612 L 425.378571 79.46369 L 426.214286 80.297767 L 426.214286 81.965922 L 425.378571 82.8 L 424.542857 81.965922 L 423.707143 81.131845 L 422.871429 80.297767 L 422.871429 78.629612 L 423.707143 77.795535 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 445.435714 94.477086 L 447.107143 94.477086 L 447.942857 95.311163 L 447.107143 96.145241 L 446.271429 96.979318 L 445.435714 97.813396 L 443.764286 97.813396 L 442.928571 96.979318 L 443.764286 96.145241 L 444.6 95.311163 L 445.435714 94.477086 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 433.735714 96.145241 L 435.407143 96.145241 L 437.078571 96.145241 L 437.914286 96.979318 L 437.078571 97.813396 L 435.407143 97.813396 L 433.735714 97.813396 L 432.9 96.979318 L 433.735714 96.145241 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 447.107143 97.813396 L 448.778571 97.813396 L 449.614286 98.647474 L 448.778571 99.481551 L 447.107143 99.481551 L 446.271429 98.647474 L 447.107143 97.813396 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 453.792857 97.813396 L 454.628571 98.647474 L 454.628571 100.315629 L 453.792857 101.149706 L 452.957143 101.983784 L 452.121429 102.817861 L 451.285714 101.983784 L 450.45 101.149706 L 449.614286 100.315629 L 450.45 99.481551 L 452.121429 99.481551 L 452.957143 98.647474 L 453.792857 97.813396 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p05d6d8cb9e)" d="M 448.778571 102.817861 L 450.45 102.817861 L 451.285714 103.651939 L 450.45 104.486016 L 448.778571 104.486016 L 447.942857 103.651939 L 448.778571 102.817861 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p05d6d8cb9e)" d="M 465.492857 31.826351 L 465.713553 31.921269 L 467.164286 32.414474 L 467.646798 31.921269 L 468.835714 31.096803 L 471.202403 31.921269 L 472.178571 32.327535 L 473.85 32.676469 L 475.521429 33.181102 L 477.192857 33.954024 L 480.535714 34.772673 L 482.207143 35.536717 L 487.221429 36.962813 L 488.892857 38.813183 L 490.564286 39.722694 L 493.907143 40.923829 L 495.578571 41.223932 L 497.375989 41.9302 L 498.921429 42.832653 L 500.592857 44.636639 L 502.506467 45.26651 L 503.935714 45.929759 L 505.045918 46.934665 L 505.607143 47.707071 L 507.278571 48.914335 L 508.95 49.437202 L 509.700122 50.270975 L 510.268586 51.93913 L 510.621429 52.48414 L 511.75297 53.607285 L 512.292857 53.954767 L 513.128571 55.275441 L 515.635714 58.181279 L 517.307143 58.869472 L 518.302266 60.279906 L 518.978571 61.01126 L 520.65 61.682274 L 520.916309 61.948061 L 521.510956 63.616216 L 522.50408 65.284371 L 523.167522 66.952526 L 524.608652 68.620682 L 524.99873 70.288837 L 525.664286 71.242392 L 526.319137 71.956992 L 527.335714 72.672231 L 528.171429 73.625147 L 529.18332 75.293302 L 530.678571 77.026071 L 531.706732 78.629612 L 533.091332 80.297767 L 533.655697 81.965922 L 533.550843 83.634078 L 534.128554 85.302233 L 534.857143 86.970388 L 534.021429 88.08674 L 532.35 89.014088 L 530.678571 89.542025 L 529.912398 90.306698 L 529.270204 91.974853 L 529.007143 92.237399 L 527.335714 92.889037 L 526.705178 93.643008 L 526.5 95.311163 L 525.664286 96.211809 L 524.472617 96.979318 L 523.458507 98.647474 L 523.157143 100.315629 L 522.716623 101.983784 L 522.321429 102.378204 L 518.978571 104.900167 L 517.307143 104.47738 L 515.635714 105.058397 L 513.964286 104.91526 L 513.493902 105.320094 L 512.292857 106.105446 L 510.621429 106.053462 L 508.95 105.013486 L 508.48292 105.320094 L 507.278571 105.967053 L 505.607143 106.154172 L 503.935714 106.130281 L 502.264286 106.633284 L 500.532148 106.988249 L 497.701006 108.656404 L 497.25 109.088003 L 495.578571 108.357694 L 493.907143 108.082779 L 492.235714 107.508055 L 491.232008 108.656404 L 489.964417 111.992715 L 489.695732 113.66087 L 488.718182 115.329025 L 488.892857 115.51664 L 490.564286 116.559815 L 490.995517 116.99718 L 491.496425 118.665335 L 491.300183 120.33349 L 491.819072 122.001645 L 491.132022 123.6698 L 489.198953 125.337955 L 488.892857 125.812914 L 487.221429 126.663635 L 486.878281 127.006111 L 486.231279 128.674266 L 485.55 129.359668 L 483.878571 129.155847 L 482.207143 129.587932 L 480.535714 129.540902 L 478.864286 129.167594 L 475.521429 127.98574 L 473.85 127.630774 L 472.178571 126.998843 L 471.303872 125.337955 L 468.835714 122.189634 L 467.164286 122.496921 L 465.492857 123.071547 L 463.821429 124.351999 L 462.15 124.856379 L 461.602436 125.337955 L 460.478571 126.096044 L 458.807143 126.560927 L 458.300763 127.006111 L 457.135714 127.766431 L 455.464286 128.346654 L 455.093367 128.674266 L 453.792857 130.826659 L 453.364948 132.010576 L 452.121429 132.844653 L 447.107143 132.844653 L 445.435714 131.17613 L 442.092857 131.176382 L 440.421429 129.508343 L 437.078571 129.508343 L 435.407143 127.840188 L 432.064286 127.840188 L 430.392857 126.172033 L 427.05 126.172033 L 425.378571 124.503878 L 422.035714 124.503875 L 420.364286 122.835717 L 417.021429 122.835478 L 415.35 121.167568 L 412.007143 121.167568 L 410.335714 119.480481 L 406.992857 118.083383 L 405.321429 117.831257 L 403.65 117.338689 L 401.978571 116.499499 L 400.307143 114.645157 L 398.635714 114.033265 L 398.262589 113.66087 L 397.73002 111.992715 L 396.788952 110.324559 L 396.128571 108.656404 L 395.292857 107.506924 L 394.773165 106.988249 L 394.330166 105.320094 L 393.296315 103.651939 L 392.821248 101.983784 L 393.621429 100.014928 L 394.269468 98.647474 L 394.231336 96.979318 L 392.951836 95.311163 L 393.800814 93.643008 L 393.621429 93.45456 L 392.738425 91.974853 L 393.621429 88.542221 L 394.296521 86.970388 L 394.596483 85.302233 L 395.292857 83.350214 L 395.899149 81.965922 L 396.197286 80.297767 L 396.629185 78.629612 L 396.964286 78.187554 L 397.649921 76.961457 L 397.8 75.293302 L 398.426881 73.625147 L 398.635714 73.40039 L 400.307143 72.621836 L 401.978571 71.446061 L 402.923192 70.288837 L 403.37805 68.620682 L 403.65 68.192271 L 404.2516 66.952526 L 404.828173 65.284371 L 405.321429 64.764739 L 406.674576 63.616216 L 406.992857 63.128275 L 407.569315 61.948061 L 407.828571 60.279906 L 408.664286 59.445828 L 410.335714 58.820578 L 410.543407 58.611751 L 411.011662 56.943596 L 411.218242 55.275441 L 412.146993 53.607285 L 413.678571 52.528557 L 414.191494 51.93913 L 414.514286 50.270975 L 415.35 49.152835 L 416.242517 48.60282 L 417.021429 47.927968 L 417.900839 46.934665 L 418.692857 46.329658 L 420.364286 45.545018 L 420.695727 45.26651 L 421.376229 43.598355 L 422.035714 42.974546 L 423.707143 42.420779 L 424.198685 41.9302 L 425.378571 40.281812 L 427.05 40.456378 L 428.721429 40.967083 L 429.81461 40.262045 L 430.392857 39.416987 L 430.792978 38.593889 L 432.231248 36.925734 L 433.735714 36.049343 L 435.407143 36.032899 L 437.078571 36.644713 L 440.421429 35.562424 L 440.813349 35.257579 L 442.092857 34.55367 L 443.764286 34.735408 L 445.435714 34.350225 L 447.107143 34.600311 L 448.778571 35.566952 L 450.45 35.911836 L 451.098523 35.257579 L 452.121429 34.423502 L 453.792857 33.652663 L 455.464286 34.068929 L 457.135714 32.999062 L 458.807143 32.905553 L 460.478571 33.847841 L 462.15 33.16733 L 463.821429 32.626593 L 465.492857 31.826351 L 465.492857 31.826351 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_5"> <g id="patch_6"> <path d="M 374.4 159.535135 L 411.1575 159.535135 L 411.1575 147.921385 L 374.4 147.921385 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-19 --> <g style="fill:#ffffff;" transform="translate(374.4 157.03951)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-39"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#pd1e2a78458)"> <image height="153.6" id="image609a2a3941" transform="scale(1 -1)translate(0 -153.6)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-6"/> </g> <g id="LineCollection_16"> <path clip-path="url(#pd1e2a78458)" d="M 259.907143 67.786604 L 260.742857 68.620682 L 261.578571 69.454759 L 263.25 69.454759 L 264.085714 68.620682 L 264.921429 67.786604 L 265.757143 68.620682 L 265.757143 70.288837 L 265.757143 71.956992 L 264.921429 72.791069 L 264.085714 71.956992 L 263.25 71.122914 L 261.578571 71.122914 L 260.742857 71.956992 L 259.907143 72.791069 L 259.071429 71.956992 L 259.071429 70.288837 L 259.071429 68.620682 L 259.907143 67.786604 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd1e2a78458)" d="M 251.55 81.131845 L 252.385714 81.965922 L 252.385714 83.634078 L 253.221429 84.468155 L 254.057143 85.302233 L 254.057143 86.970388 L 253.221429 87.804465 L 252.385714 88.638543 L 251.55 89.47262 L 249.878571 89.47262 L 248.207143 89.47262 L 247.371429 88.638543 L 248.207143 87.804465 L 249.042857 86.970388 L 249.878571 86.13631 L 250.714286 85.302233 L 250.714286 83.634078 L 250.714286 81.965922 L 251.55 81.131845 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd1e2a78458)" d="M 254.892857 87.804465 L 255.728571 88.638543 L 255.728571 90.306698 L 256.564286 91.140776 L 257.4 91.974853 L 258.235714 92.808931 L 259.071429 91.974853 L 259.907143 91.140776 L 261.578571 91.140776 L 262.414286 90.306698 L 263.25 89.47262 L 264.085714 90.306698 L 264.921429 91.140776 L 265.757143 91.974853 L 265.757143 93.643008 L 264.921429 94.477086 L 264.085714 95.311163 L 263.25 96.145241 L 261.578571 96.145241 L 260.742857 96.979318 L 259.907143 97.813396 L 259.071429 96.979318 L 258.235714 96.145241 L 256.564286 96.145241 L 255.728571 95.311163 L 254.892857 94.477086 L 254.057143 95.311163 L 253.221429 96.145241 L 252.385714 95.311163 L 251.55 94.477086 L 250.714286 95.311163 L 249.878571 96.145241 L 249.042857 95.311163 L 249.042857 93.643008 L 249.042857 91.974853 L 249.878571 91.140776 L 251.55 91.140776 L 253.221429 91.140776 L 254.057143 90.306698 L 254.057143 88.638543 L 254.892857 87.804465 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd1e2a78458)" d="M 248.207143 97.813396 L 249.878571 97.813396 L 251.55 97.813396 L 252.385714 98.647474 L 252.385714 100.315629 L 251.55 101.149706 L 249.878571 101.149706 L 249.042857 100.315629 L 248.207143 99.481551 L 247.371429 98.647474 L 248.207143 97.813396 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#pd1e2a78458)" d="M 254.892857 39.687797 L 256.654778 40.262045 L 258.235714 39.382638 L 259.907143 39.775884 L 261.578571 40.593831 L 263.25 41.030221 L 264.921429 39.491311 L 266.703807 40.262045 L 268.264286 40.995345 L 271.607143 41.523839 L 273.278571 42.201778 L 273.550683 41.9302 L 274.13524 40.262045 L 274.95 39.494469 L 276.621429 39.483586 L 279.964286 40.826203 L 281.635714 41.154383 L 283.54186 41.9302 L 284.978571 42.582976 L 286.65 41.460382 L 288.321429 41.732947 L 288.579319 41.9302 L 289.992857 42.636905 L 291.664286 42.798041 L 293.335714 43.360023 L 293.687185 43.598355 L 295.007143 44.240582 L 296.678571 44.432432 L 298.35 44.889207 L 298.728044 45.26651 L 299.51684 46.934665 L 300.021429 47.438265 L 301.692857 47.644317 L 303.364286 48.026685 L 304.027854 48.60282 L 305.317349 50.270975 L 306.707143 51.117428 L 308.378571 51.36046 L 310.05 52.097926 L 311.003864 53.607285 L 311.721429 54.323445 L 313.447812 55.275441 L 314.763692 58.611751 L 315.064286 58.911756 L 316.735714 59.318115 L 318.407143 59.889062 L 318.97809 60.279906 L 319.585451 61.948061 L 320.078571 62.402864 L 321.75 62.724981 L 322.788985 63.616216 L 324.023106 65.284371 L 325.092857 66.036804 L 326.001461 66.952526 L 326.998295 68.620682 L 328.092104 70.288837 L 328.435714 71.29893 L 329.043902 71.956992 L 330.107143 72.336728 L 331.778571 72.661864 L 333.45 73.34936 L 333.696355 73.625147 L 334.414308 75.293302 L 335.361596 76.961457 L 334.713156 78.629612 L 335.121429 79.037085 L 336.792857 79.664832 L 337.312172 80.297767 L 337.459425 81.965922 L 336.737483 83.634078 L 336.323342 85.302233 L 336.792857 86.179244 L 338.464286 86.551697 L 339.116665 88.638543 L 340.125764 90.306698 L 339.540297 91.974853 L 339.19252 93.643008 L 338.464286 94.268643 L 337.692949 95.311163 L 337.422449 96.979318 L 336.492527 98.647474 L 334.634287 100.315629 L 333.978364 101.983784 L 333.45 102.618845 L 331.778571 103.373125 L 331.49921 103.651939 L 330.506411 105.320094 L 330.107143 105.732011 L 328.435714 105.590406 L 326.764286 106.401493 L 325.092857 106.154172 L 323.421429 106.557728 L 322.843049 106.988249 L 321.75 107.649914 L 320.078571 107.968451 L 318.407143 107.685982 L 316.735714 109.035114 L 316.191749 108.656404 L 315.064286 108.025179 L 314.418747 108.656404 L 313.774119 110.324559 L 312.86846 111.992715 L 312.557143 113.66087 L 312.053841 115.329025 L 311.721429 115.662252 L 310.05 116.500121 L 309.58262 116.99718 L 308.712182 120.33349 L 307.89176 122.001645 L 307.533813 123.6698 L 307.395894 125.337955 L 306.707143 126.037808 L 305.035714 126.464765 L 303.364286 127.714535 L 301.692857 128.269097 L 300.021429 127.857151 L 298.789793 128.674266 L 298.35 129.100167 L 296.678571 129.635518 L 295.007143 129.62755 L 293.335714 129.863729 L 292.742932 130.342421 L 291.664286 131.032665 L 289.992857 131.558408 L 288.321429 131.192238 L 286.65 130.561278 L 286.430713 130.342421 L 285.685711 128.674266 L 284.978571 128.095884 L 281.635714 127.620158 L 280.971026 127.006111 L 280.386709 125.337955 L 279.964286 124.835969 L 279.228868 123.6698 L 278.292857 122.794235 L 277.096277 122.001645 L 275.98723 120.33349 L 274.95 119.626617 L 273.278571 119.354822 L 271.28716 118.665335 L 269.935714 118.098095 L 268.264286 117.720487 L 266.997118 118.665335 L 266.235476 120.33349 L 265.755689 122.001645 L 265.603408 123.6698 L 264.921429 124.636835 L 263.25 125.52676 L 262.420794 127.006111 L 262.224298 128.674266 L 261.322743 130.342421 L 261.578571 130.597748 L 262.4962 132.010576 L 261.578571 132.844653 L 259.907143 131.176498 L 256.564286 131.175658 L 254.892857 129.507129 L 251.55 129.508343 L 249.878571 127.840188 L 244.864286 127.840188 L 243.192857 126.172032 L 239.85 126.172033 L 238.178571 124.503878 L 234.835714 124.503259 L 233.164286 122.835181 L 229.821429 122.779875 L 229.041672 122.001645 L 228.15 120.233905 L 226.869238 118.665335 L 226.478571 118.380046 L 225.47607 116.99718 L 224.807143 116.329563 L 223.135714 115.946898 L 221.960246 115.329025 L 221.464286 114.900415 L 220.765839 113.66087 L 220.185121 111.992715 L 219.792857 111.588786 L 218.121429 109.006811 L 217.529601 108.656404 L 216.45 107.718311 L 215.991946 106.988249 L 215.470519 105.320094 L 214.120609 103.651939 L 214.398943 101.983784 L 215.364306 100.315629 L 214.113959 98.647474 L 213.803318 96.979318 L 213.107143 95.199069 L 213.832351 93.643008 L 214.164255 90.306698 L 213.665714 88.638543 L 219.878537 70.288837 L 220.523794 68.620682 L 221.030554 66.952526 L 221.464286 66.56177 L 222.466664 65.284371 L 223.341043 63.616216 L 223.921596 61.948061 L 224.925025 60.279906 L 228.15 58.020981 L 228.967131 56.943596 L 229.821429 56.001469 L 236.507143 52.453223 L 236.918439 51.93913 L 238.178571 50.903376 L 239.85 49.897415 L 241.521429 49.424647 L 242.344868 48.60282 L 243.417012 46.934665 L 244.864286 46.09772 L 245.945886 45.26651 L 246.742347 43.598355 L 249.878571 41.799507 L 251.55 41.157433 L 253.221429 40.703084 L 254.892857 39.687797 L 254.892857 39.687797 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_6"> <g id="patch_7"> <path d="M 187.2 159.535135 L 223.9575 159.535135 L 223.9575 147.921385 L 187.2 147.921385 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-36 --> <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(187.2 157.03951)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-36"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p4cde642c77)"> <image height="153.6" id="image949ddbe4a1" transform="scale(1 -1)translate(0 -153.6)" width="187.2" x="0" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwwAAAKACAYAAAAxev9sAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3OuPXfddNvyd+DCe8fgw9kx8zKlt0pBWLaIpVSVAQqoQSLwp4r+Et0hIoCKVoiIotAU1iRonDvXZc/J4Th47Tu8Xt/Toue/H19X293hPxvbn89KX1t5r/dZvrcm3W71emkwmv54AAAA8wctf9AkAAAAHl4EBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAd/qJPAACAyeTll/P/jvvSSy/F7Ne//vXQcY8fP/7tTowXnl8YAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABApFYVAOB3dOjQoS/6FP4frTq1VbWqVeW35RcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQqVUFAJ5rhw/n/9z59a9//dS/bxqf2apTm88///wpnwkvIr8wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACA6KXJZPL0u78AAAacPn06Zru7uzFrtaMt++yzz367E/u/PH78eOi4UaPXN2p0XXg++YUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEh7/oEwAAnk2vvfZazH7969zaPjMzM/R9rVa11ZxubGwMHXfo0KGYvfzy2P/m+vnnn8es1aO29Rw1jc/k+eQXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEKlVBYDnxJ//+Z/HbG9vL2abm5tD3/fZZ5/FbGtrK2atkrRl8/PzMbt//37MWpXp0aNHY9ZqVR89ehSzpl1fO8+DVMfKi8cvDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIHppMpno2wKAL8D3v//9J/57q8Js2fb29tBxrVr04cOHMdvY2IjZgwcPYtYqSVvWzrNpFa+tUrZdw+PHj2PWqlNHK1Db941+ZsvaZ7Zz4fnkFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCpVQWA38L3vve9mF24cCFmhw4d+p2/q1VaNq0G9PDhw0PZZ599FrNWgbq+vh6zjz/+OGY7OzsxO3nyZMzatd+7d2/o+1o96mjF6+7ubsxG61HbPWrX0LTv+/zzz4c+k2eXXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAECUe9QA4Bn1/e9/P2atRnN5eTlm8/PzQ1mrHt3e3o5ZcuTIkZi1etRWk9mOO3XqVMxalem1a9didvfu3ZjNzMzEbGNjI2ZbW1sxazWgbT1Hs1aP2o5r92hvby9mzWg96mi1L88nvzAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIBIrSoAX6hvfvObMVtbW4vZ8ePHY/af//mfMRuti5ybm4vZhQsXYvbyy/l/m3v48OET//3o0aPxmHbdrZK01bu2es3V1dWYXb16NWY3btyIWatxbVWtn332WcxafWi7B20/tDVr19Du3+zs7ND3tWtv1zB67Y8fP47ZoUOHho7j2eUXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACItSQD81i5evBiz1rjSGmVWVlZi1tpYNjc3h7LWdrS3txez8+fPx6w10Zw6dep3zlrLzrFjx2LWGobu3bsXs3YP7ty5M/R9i4uLMWv3oJ1Luz+t6ak1DKWmqsmk77/t7e2YtWfhyJEjMWv7qN331q7UstFmqbbWPJ/8wgAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACK1qgDPqVbD2Ooid3Z2Yra+vh6zVhfZvq9VXrZ60cePH8es1X22Gs1WG3vhwoWYtRrNdp7puFaF2epR7969G7PRutJ2be3+tNrRjY2NoXMZrQhte6xp19dqR9uz0PZmu762b9v1tWevrdkolavPJ78wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACA6KXJZPL0O7UA+P84fDg3WbeKxlZrOVoX2bSqxVbR2CohW81ky0ZrH9t5njhxImavv/56zL761a/GbH5+PmZbW1sxu3Xr1hP/vdWjtmrbVml59uzZmM3MzMRsc3Nz6Fx2d3dj1qpFWw3t6N5sWTON2tGTJ0/GrFX3rq6uxqxV5rZ3S3t/tL3U7pFa1eeTXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAECUO/4AXmCjNaftuFGtwrBplZDtGlrWPrPVxrbj9vb2hs6lVUK2CtGFhYWYHT9+PGYPHz6M2Z07d2LWKlJTHWarMm0Vmq2itl336J5udaWtXnP0ORmtTm3P0Oj+a1W0x44di9mlS5di1tal3du5ubmYtXrb9n3t/o2+B6ZRA83+8AsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIXppMJrkbC+AZ0OoNW51iqwYcrWhsRr+vGT2XaRi9hlbD2OpRWx3mhQsXYnb69OmYnTx5Mmbb29sxazWoI3Wz7b62KsxW5zk7OxuzVhm7sbERs1bxurOzE7NW2TlandoqO9u6jFYot+t78OBBzNr7qu2V0QrU9py049oebNnouXCw+YUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEub8LYEpSPWCrMGxZqysdPa5VA45+X6tFbJ/ZjNa/tvNs195qH1td5NGjR2P2jW98I2atHrVVgbbvO378eMxGKlAnk76erXI1rXU7j3Z/WtaqPm/duhWzX/3qVzFrVbNtb7aK11Zt26pT2/PVPrMd1/Z0W89WH9qOa3u6Hde0+9D2WTON8+Rg8wsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACI1KoC1bFjx2LW6gibVI04Whc5WhHazn8aFaij59K0ax897siRIzFr5/no0aOYtTX79NNPY9bO84033ohZq5RdWVmJ2fLycsy2trZitr6+HrP2DKX619EK11Z3uba2NnRcqxY9e/ZszNp+aFWfraq1OXfuXMxale5onfNopXHbR6Nr1p7Ldi7t+9qeaMc1o2vGF88vDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIFKrCs+RVn94+HB+3FvlYHP//v2YtYq8VKvaznG0NrDVIo5+5jS072vr0uo3R6thR+tR5+bmho67c+dOzJpW6Xn+/PmYteu7fft2zFod62jN5EhFb3p+JpNc0zqZTCZvvvlmzF599dWYbW5uxqzVybas1Ws+ePAgZq06dWlpKWbtHddqb9u53Lt3L2atGnZ2djZm7Vkfeaf+puNa1fPou0U96vPJLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACBSqwpfkPn5+ZhdunRp6DNbzd/e3l7Mzpw5E7NW19cq+Y4cORKzra2tJ/57q/Fr2cOHD2PW6htHKi0nk17V2j6zHdeyts6jRu/d4uJizFqlZ6tObXuzVZl+8sknMWvX0Go0v/a1r8Xsl7/8ZcyWl5dj1p6hlLVjWi1nqxZt1amtzrPVo7ba0abt9/b++/KXvxyz9k5t2v5r2pq1rD0nu7u7MWvVvW09R7V3WdufPJ/8wgAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAAKKXJpPJWK8gvEBaDd7MzEzM3nvvvZi98847MWv1qGtrazHb2NgY+szjx4/HrNUmturAEydOxCzVNLbzT1Wsk0mvRWyVq02rFHz55fy/tYxWp06jwrDdn7ZvWz3l3NxczFZXV2M2Whvb7l87l3Z9Z8+ejdm5c+di1vbZzs5OzO7fvx+zVKPZ9tjjx49jNnrv7t69G7P2Dmjr3LL2znnzzTdjdv78+Zi1Kt2mPXvtvt68eXMoaxW87ftG3x/t+Wp7afQzR+ux0/VNo1aa351fGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQJQ79+AAO3ToUMxGq+daDWirVf3a174Ws29961sx29zcjFmrQG01k7OzszFrdYuPHj2KWaszbce99tprMUt1n21Ntre3YzZa49eqK5vRusG2b9tntv3XqlPbfmi1lu08W0XosWPHYvaVr3wlZteuXYvZnTt3YtbqPl955ZWYvfXWWzFrWr1tuw9tT6Tq0XZtqYp1MunPUKu9bfWarY617bHR91GrR217rJ1ne2+2tW5VuqP3ob3LmvaOaO/itv/a38tmGlWn7fr44vmFAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARGpVmbpWddeq2UazptW2tWq906dPx6zVsX700Ucxu337dsxaHeHS0lLMdnZ2YtaqWltt58LCQsxa5Wpb61Tb2c6/1Qa2GsZWEdq0ytVp7Nu2x9oz1Na5fWY7l1ZB2eowW43wpUuXYtZqJtu5nDp1Kmbf/e53Y9a0qsy2J1pNbauuTFWno7Wqrfq1OXv27FDWnr32brx8+XLM2lq272vPQrsHo5Wko/u2vW9Hq1Pb9Y3WR4/+nR2tak3UrR4MfmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRWlX+D63O89ixYzEbrU5t9YB7e3sxG60ObHVvrbptc3MzZu+///7QZ7ZKvlYruLa2FrNW5dccPpxfBa26slU//vSnP41Zun/tnrc1efz4ccxapWCrKWz3rq1Xy9oz1Na51VM27bhWYdtqH1sd5p/92Z/FrF17W+s7d+7ErNW4nj9/Pmb/9E//FLPXXnstZu2Zbc9lW+tUE7q4uBiPac9d+66WNe292fbY66+/HrMLFy7ErD1D7dpHtfdHq6Nu74/2vmrXN/o3sV1Dy0Y97erUySS/B0b/bvN0+YUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalWfYYcOHYpZquqbTHplYqtHbTVxzWgtXatLa9fejmsVm+24VnXXKl5bnV2rB2xZu7etinF+fn4oW11djVmrymyfme5fu+7l5eWYra+vx6ztsdG6vnZce75a1We7d+2et3vQ9mZ7nttzcunSpZi1/d4qPVuV6ZkzZ2K2tLQUs1deeSVm3/nOd2LW9u3MzEzM2nNy9erVmF27du2J/95qWjc2NmI2+u4/e/ZszNpeace1+zNad9yqo9tntv3X3u+j749WgdreV+24VlE++nevGa0sbefZpPVUnXow+IUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalX30Ui1WattaxV/hw/nW9uq9VrWKhNbLV2rwWuf2bTra+vcvq9Vt7V6wFbx2rRraFWS77zzTszefvvtmLWayVbFePLkyZi187xy5UrMfvCDHzzx33/4wx/GY1otYnsW2v5rlaRtH43WqrZ73q6h1RS272t7s2Xtvrb9cPv27ZiN1kW2mtP2PP/0pz+NWbt/rQa61U63rD2XqbL0xo0b8ZibN2/GrFXptvd0e75aHXCrxG1Vwdvb2zFr9crt+tp9XVlZidndu3djduvWrZi1Kt3Nzc2YtWtoRmvBm2lUlrb7wLPLLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACBSqxpMoxYs1Ze17xqtCG01haM1au08W3Vlq5BrWbv20Xq5U6dOxezVV18dypaXl2M2Ozsbs1ZPeenSpZi9+eabQ5/Z9ktbz1Y92j6z1X2ura098d9bLWerfh2tCG3X1ipQW9b2WDuuncv6+nrM2rqM1oC2fXTixImYtfvQ3kntPTBa9ZzqSieTyeTTTz+N2c9+9rOYtfrNN954Yyh76623nvjv7brbXmnv6a2trZg1bS3bfl9YWIhZe+e0ytVmY2MjZq0etdXUtprdVkXb9vuo9rdt9L9ZRj+zHfe0q1pHz4Onyy8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgUqu6j1L9V6sFazWFTausa1Wf8/PzMWvVZru7u0PHjWo1jDMzMzFr9aitLjLVgE4mvVbwlVdeidn58+dj9vrrr8esVa6ePXs2Zq1+89GjRzFre7DVWq6srMTsxo0bT/z3Vt/Yqj7b+bf90PZ7W8vNzc2YjVbptu9r69KytqdbNWc7rmXtPrRK2fa+avdotBb39OnTMWvP5QcffDB0XHsHpr3Uam9bVXCrJB2tVW3nMlofOlob26pM79+/H7P2PmrVqa2qtV1729Oj9rPKdFqfybPLLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACBSqxq0OrGnXRPa6tda1uouW9ViqylsVYQPHz6MWavXbLWWo1Wfi4uLMfvKV74Ss7YubT1bZeLFixdjduHChaHPbGvWKg5b5WU7rl17qz+8fv360GemWsjV1dV4TKskbTW0bW+2a1taWorZnTt3YtYqO1sFb3uvtPva9vTo+2P0uWw1wq2aeHRvtqxVc/7BH/xBzM6dOxezf/zHf4zZp59+GrO2d9NaX758OR7TKnjbfm+VpK1adG9vL2btHoxWi7a/Q60attUdt89sz95o5XTL2n9fjNbU7rfR/0YaqWpV73ow+IUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalUHjNaJpVq3Vj3Xvmsataqt0m20nrLVsd6/f3/ouFatd/fu3ZiN1rF+85vfjNkf//Efx6xVNLaKwwcPHsSsVV62vdTWutV2tv3Sjmtr/d577z3x3xcWFuIxV69ejVmrTPzyl78cs7ZerbqynWe7P007brQS8rPPPotZq+5tn7m9vR2z9v5o19DeZe242dnZmK2vr8es1b9++9vfjtkf/dEfxezv/u7vYtbenek9194d7fxbdW/b07du3YpZu+ctazXJ7f609197H7X62vZ3of2dbX/bRv92t+erZaM1te25HK0sHb2GkXXZzwpXMr8wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACASK1qMI2qrnRcqzxrNWqtFvHYsWMxG60+bDWZGxsbMdvd3Y1ZW+d2fa068N13343Z22+/HbOlpaWYtVrVdlxb69F6yrm5uaGsVVC2+z5aY7iyshKzX/ziF0/897W1tXhMq9JttZUXLlyIWasdbbWW7bkcrUVsWbt3e3t7MWvr0u5dy9r3tXs0Wu3Yrr1VXrb78MEHH8TsypUrMbt27VrM2jVcv349Zuka2vn/3u/9XszeeOONmLUa5NH3dHtmR/+2tXvezqXVibf3dNu3rd67PV+j9dftM0ezR48exazt29Gs3fdGDerB5hcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQqVUNplHvlT7z0KFD8ZhWj9oq5FpNZquQa3VvrWqxfeb9+/dj1irrzp49G7O//uu/jtlf/dVfxazVsbaKxlZL17JWD9hqY1slaasVbN/XahPbfjl9+nTMWk3jV7/61ZilOtNW3fvgwYOYjd7Xtjc3NzdjNo362qbd86bVxrbra/uvva/aO6nto/aeG62gvHv3bsw+/vjjmP3rv/5rzFId8GQyXsWdzrOtSas6bu/Nth8uX74cs1abvbq6GrN2De0ZarWcrda3/T1p3/f666/HrN27di5t37bPbPeo/a3Z2dmJWXtm21q356sZfV+N/HeXKtb94xcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQqVUNplELlmrWWv3akSNHhrKm1ai1arZWIdcqGpuFhYWYvfXWW0NZq55r1aKtdm+0xrB95u3bt2PWzrNV2LYavFat187zypUrMWsVoktLSzH7yle+8sR/bzWt7Zlse/OXv/xlzNpeaRWNrS6y3Z9WpdvWst279v5oa9b2dLsPo++dVik7+p5r96jVU7b3XKsXbet5/fr1mN27dy9mqS64Vf4uLy/HrFXivvLKKzFrtbftHdDWcnt7O2bt71DbK60m+fz58zFr79Q7d+7ErD0n7b0zeu3tHdH23+h7oL0D22e2a2jafyON/nfX0z4PnswvDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIFKr+pSNVJu1eq9WDdgq3dp5NK3WLNX/TSa9mq3V4LVK0m9961tDn/nRRx/FrFV9ttq948ePx6ytS6unbLV0rcqvVXq2+95qO9s1rK2txaxVKv785z+PWdpni4uL8Zh2D1ZXV2PWqjdbZWdbr3bv2vPc6lHb89y0Z7ZdQ6vYbM9Xe05aHebocS1r751z587FrD1f165di1nbZ60Os9VHp2eoPVs3btyIWXuntv3e7nmrXG37ve3p9gy19+bJkydj1vZKqzteX1+PWXu+2jW0a29/19s9arXZo9r9G81Gv2+kVvWg1LS+CPzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQKQl6QBo/y//1sLQ2l9aW05raGgtDK21o51naypozRyvv/56zFrb0cbGRsza9bVWi3v37sWsNae0xpL79+/HrK11a0lqWfvM1jbT1qwdN9IW1JpM2jpvb2/HrDXitMaV1rJz9erVmLX93lpc2v1pa9naedp7oN271hrTmp7aWrdWpnZcW5fWnNX2bVuX9k5qLV7tHdie9XQf2j1v76NPP/00Zu19dPHixZi1lqS2p9s7tV1f+8y2zu090PZ0+5vR/s62Pdb2UXtHTCNrLXhtPUdNo0HpIHzei84vDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIHrua1Vb1dh+V3+NHNfq/1q9YatMHK3CbMcdOXIkZq0irx3XqghbNWyr8mvn0ir5WrXe7OxszG7duhWzdg3tPJeXl4c+s9X8tfvQslbJ184lZW2d25pcvnw5Zq1qtp3/+fPnY9aurdU3thrXVh/a9marVR2txG17uq3ZL3/5y5i1NVtbW4vZX/7lX8asVbW287x9+3bM7t69G7N2nq32t9Vapnduu+ej++jmzZsxaxW1bY+153JlZSVm7X3Ualzb9bV70K693dd2H9q5tGevvVPbf7O0/x5o37ff9aLT+O8uvnh+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAANFzUat6kKpTm1SD2irWWiVkO26kxm8y6bWW7fta3dv8/HzM3n333Zi1ysRW19fW7OzZszFrVYutxrDVCrZ1aes5Wo86NzcXsxMnTsSsVVC2vbS7uxuzdt/TurSqz1a12Coh2z3Y3NyM2dWrV2PWtHNpVcij19DqFFvW9m07z6WlpZi1a2jPZTuXU6dOxay9r9q+bevZajQ//vjjmLVKz1ZTm5719ndttDb7zp07MWvX3e5re+e0itq2JouLizFr74F79+7FbGtrK2atVrW9I5q2p5tWC97+LrRnYRr/PaM69cXjFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABA9F7Wq09Aqw0aPS1V+rSazZa0+r9VdtgrNVunWjFa8/vu//3vMWk3c17/+9Zh95zvfiVmrVW3X0NazVfK1GrxWR9jOpVUctgrKtl9a/WY7z3Zcq65M69KqFkf3WKs3bDWMLRuttt3Z2YnZaB1ru69tP7S9OerChQsxa+/GVkm6vLwcs7bW7R61qsx2Lm2/j0oVlKO1y+0d3t5j7TPb87W+vh6ztl6tqrrt91bPu7CwELNW090qtVvdbHu3tPNs2jui3Yf9rjlt3zf630+JWtiDwS8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgei5qVadRgdU+c6Q6tR3XKuTaebT6vFad2urz2ve1irx2De24Vl1548aNmP3+7/9+zObn52PWKutaPWC7vsXFxZi1a2+1sa1SsdX1tdrEttatuvL8+fMxa8/CSE3tmTNn4jGtPrR9V3tOWr1my1o9b3sHtKrPptWHnjhxImZtv7f1HH2eP/3005iN1na269va2orZhx9+GLMf/ehHMWv75dKlSzGbmZmJWVuzVNvZzqPdn6atc3uGmvYea1XB7b3Z6kpbzenonm4VrxsbGzFr197OZaRy+jdpn9n+rrf/VtjvetH9/D7Vqb87vzAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDouahVHdUqIUdrVVt1W6pUbHV2rWKtVfWNVqW1arZW59lqH2dnZ2N24cKFmH3ve9+L2Xe/+92YtfNs1aKtcvDy5csxa1Wg9+/fj1nbK61W8JNPPolZu/ZWT9m0/d72YKsQPX369BP/va1Jq5lsz0mr3mwVjU2rU1xbW4tZq5lsz8noc9nqX9vevHv3bsxaXWQ7ly996Usxa+t5/fr1mF25ciVm7Tlp79xz587FbGFhIWZtrdueWFlZ+Z3+fTLpdbmt3rW9V9oz1O5rW8u2Ji1r2nt6dXV1KGsVyu3vZVvP9py0a2h/u0erU0f/e6Y5KLWko+c/6qBc9xfBLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACA6ULWq+12P1bRzGa1jTbV1rWKt1Uy272qVbq0Ks2mVbhsbGzFrNXFNq2pt9ZStzvOHP/xhzHZ3d2PW6hTbebb6w7Yura6v1aO2isNWS9r2Wat3bGvdahpTdWXbm21Pt2tr9aGtLrJV6Ta3b9+OWXtORiqZJ5P+/mj3oO3Npu3NVpP8/vvvx+wHP/hBzNq9bdWcFy9eHMrae67Vo7bK5pMnT8YsaTWg7b6257Vpz0Jbk1SRPJlMJktLS0Pf1/7Gtmtv74j2fm/1ym3/tXVpRmtO23GjVeqj/911UOpYR6/toJz/s8QvDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDpQtaqjdVXTqMca/cxW+ZYqI1ttW6tTnJmZidloHetobVv7vnaezYcffhiz8+fPx+y73/1uzP7kT/4kZqP1rw8fPozZ/Px8zEb2ymTSq/w2NzdjtrW1NfR9bU+0SsVW75j2/OzsbDym1aOOVov9tGjuAAAcK0lEQVS2Ws5WodkqSVu1bfu+du1Ne1e1qs+2Lq06tT3PbY+1Wsuvf/3rMWvvlsXFxZi1Pd2e2Vb32fZ02y9XrlyJWbpHr776ajymPQvtHNtxp06dGjqu/Y1q779WR920utkbN27ErK1Lq1Vtz0kz+vekmUaF6H7XhB6U+vxp3J/nnV8YAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAdKBqVUeNVoaN1nu1ur6m1WGOfFc7/1aLOFqh2b6vVRG2Ksl2njdv3oxZqzBcX1+P2cmTJ2PWah9H16V9ZtO+r11Duw8bGxtD59L2bas4bPss1W+2/dCqMNs5XrhwIWYLCwsxG61qbVolaav5a/WoTVvPVonb9l9b61ZP+c4778Ss7ZV2De1c2jtitGKz7ZdWL9r2bqosbfW8rYq7Ze191I5rNcKtSrd9ZtOOa+/39py0rN3zdl+b0b/dozWn+12Pup/fN43K2INUNfus8AsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDlSt6mjN1WgF1mitavO067haDWOr3RutKWzHtQrDkcrYyWQyuXTpUszee++9mJ05cyZm169fj1lbz3YNi4uLQ8e1OsVW2zlaJdlqEw8dOhSz2dnZoaztl1ZVuLm5+cR/P3XqVDxmdN+2e96e1/Z9qQpzMplM5ufnY9bqPFvtbavLbXuzXXvbD6P3tV3DrVu3Ytb22Og7sNVhtns0+iw0c3NzT/WY8+fPx6zduw8//DBm7d61Z6GdZ6sKbtq7sdW4pvfKb/rM0b9fo/XK0/jvmWk4SOeS7HcN7Ytcx+oXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEB2oWtVWSdVqz/a7yqrVarUsXUO7tlZn1yr+WmVi8+jRo6d+3N27d2P29ttvx+zb3/52zN55552YffTRRzFbX1+P2c7OTszu3LkTsxMnTsSs1Qq2rO2jdm/bcXt7ezFre6l95smTJ2PWqkBT/Wv7rrbO7R3Q6iLbdbfjWi3n5cuXY9b2X/vMs2fPxqzVCDdf+tKXYtaqK9s+On36dMxaHWurAl1eXo5Zq/RstartuPbObfeoVby2a09r1ipC234/d+5czNp9be/pVh/a/n61Stx2Lq1++N69ezFre7O9N9teaXuzGa2Bbp6V/9ZpRiplD1Jd6UE6l/3mFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAdqFrVUa3mqlV/jR43Kn1f+65Wvdmq2dpxrSJvtAa0ZQ8fPozZBx98ELMf//jHMTtz5kzMLl26NHQura6v1e61ffTgwYOYtfs3Wg/YqmHbPWrX17T1bNeX6kxbdWqrb2zftbS0NPSZbT+89dZbMWtVs6lOdjLp197uz9raWsxOnToVs3bvWtbWrF17056h1dXVmLU93a69vQNbFWh79tpx7X2VKqJHK6Bv3rwZs1b92iqGR6tT22e26tT/+Z//iVmr2W313qN/v9reHD1uNGtGj5tGPeqodC4vcpXpQeIXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAED0Xtar7WYH6/0eqpmuVkK2Ws1X8Ne3a2rk07R4cP348Zu0aWrXerVu3Yvbuu+/GbG5ubuhctra2Ynb4cH6M2nq2NWs1hq0SsmXtM5tjx47FrNUKtu9LdYutIrTVjrZqx3YeGxsbMWtVpq0S8tq1azHb3Nwc+r4//MM/jNk3vvGNmN2/fz9mrZqz7el2nm3/Na3GtVVztvvenq9Wv9nWpe2l9n3z8/MxO3/+/BP/fWFhIR7T7mv7m9HOv+3NVsfa9kqrJr5z587Qca2aeHt7O2btno/Wr0+jAnUaVfCj1zD6mfvpINXCPu/8wgAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAAKJnplZ1tL5x1DQqt9I1tFqwdt2jdWij1anTWOdWYThaeTm6Lq1WtVXytUrIVknaPrNdQ6uSPHfuXMxa5WWrYmzX0PZEW890Lm0t25rs7e3FrFVCtqrWxcXFmLXzbGvSjmvX0CooW+1oe05adWXbm60muT1fbd+2dTl9+nTM2v1rNaGjz167t63Ss1WPps8cfVeNavfg7NmzMWvX1uqHW1V1q05tWXvHtfNsf2en8Te4OUg1p89C9eizcI7PC78wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACA6JmpVW1Ga8haXdqokSq1dv7tHFuFXKvda9lobVuram31eS27dOlSzFrlaqs3bNfXKhpbdvLkyZi1WstWo9mur5mbm4vZ/Px8zNqatfvePnN9fT1mqaq1rWU7j1ahOVqZ2LJ2nhcvXozZ+fPnY9aqbVsN6GilbPvM9m5pWfu+Vs97//79mLVnb7Tysh3X3mXt+tqz0PZnqpZu+6G9H1oF7/LycszaerX3SqvGbtfQan3bcW3/tWsYrWyext/LaVSuqhdl2vzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAoue+VnXUaF3ayLmMVqyN1v+1esNW0diyVlM4MzMTs6bVcv73f/93zF555ZWYLS0txayt2erqasxaXV+r5GvVgW0ftSra9pntPFv9a1uX9n0jlZej19a+q31muz9t37ZK0lah2dayVVe2CspWo9kqKFuVbluXVnPa9lhbz/YObPfv8OH8J2y0/rU9C+2d266vrctrr732xH9fWVmJx/z0pz+N2Y9+9KOYtffYqVOnYtbWpFW8tutua9mMVoY3o/W8o9r3tWdhGnWs8NvyCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIiei1rVptWJjdaXjVaUpeOmUaM2+pkte/nlPF+OVs22isZW43r9+vWY7e7uxuz06dMxa3WzraKx1Qq2is1WrdcqDlsdZquibTWG8/PzMWvX3vbEyHGzs7PxmHaOy8vLMWv7odVytmtr69yqJFt1aruvo9WVbY+1Csq2Lu05aZ85Wj/czqXVhLb1fP3112PWKlfbnh6tVU3X3u7dlStXYtbWpGn3oFW8jtacjlagNu2ZHa1xbaZRV/q0a9snk+n89wwvHr8wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACA6LmvVd3v6tQRozVqreKvVZK22sBp1Lg2rfKy1QP+4he/iNk///M/x6zVdi4sLMTswYMHMWv1jW1dWk1ou39tXdp6Li0txaztiXYurUqyrdm5c+ee+O/t/ty7dy9m7RxHn/NWhdmOa+fS6l9bfejoNbQa17b/2rmMrku7tzs7OzFrFcNf+tKXYtaufbQmudVAt+u7du1azFJF9K1bt4Y+b1S7r/fv34/Z0aNHh7K2V9o7dbQquN3z/a4WHf172UyjjhX+3/zCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAoue+VnW0Tuyg1JC1Crl2ju24l1/Oc2Kr1xytknz06NHQZ7Zr+OSTT2J2+/btmG1tbcXs8ePHMWuVg61atK318ePHY3bjxo2YtXrRtp6tLrJdX9sTZ86cidnJkydjlmoF23lsbm7GrK1lq5Nte3N0P7TKxFZX2mo5Wz1l2w/tXNpnNisrKzE7e/ZszNo7omkVm21vtuPaWi8uLsbs8uXLMWu1nR9++GHM/u3f/u2J//7RRx/FY9r7oWm1o+1927R91N5/o585+rdm9PoOyn8LTCYH61x48fiFAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARM99reqoVke4n0Zr1Fp9Y6vWazV47bhWgzdaq9qOe/DgQczW19djdufOnZi1ysRz587F7Fe/+lXMWpVf22Ot2rF9ZluXCxcuxGx3dzdmn376aczW1tZiduLEiZi1ezuiVbi26s1Widv2ZqtcbRWv7fman5+P2c7OTszafm/7oVUMt+f5tddei1mrK211rMeOHRs6l/aea9q7rGWtsnl5eTlm7R1x/fr1J/77lStX4jGtwrVp75z2nIyuc3uG2jun7fd27U/7vTKZ9DVr13dQ/hsCnha/MAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgEit6jOs1ba16s29vb2YtXrD0Wq9ptVMtvq87e3tmP3sZz+LWVuzv/iLv4jZqVOnYnbmzJmYtXrAhw8fxqyt9WhlblvPtidarWWrM20Vm6lCtJ1j2yutTrHd83YP7t27F7NWUdvWpF1Dq2rd3NyMWXvWW8XrxYsXY7awsBCztsdabXGroBytVW3n0oy+Oz/55JOY/fCHP4xZq0j9+OOPn/jv7R3XtGtr747Riut2XHueW63vQapHHa02Hz0ODiq/MAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgOiFrlVttWetgu1pf980vqtVNLZqx6YdN1pT2LLRytWbN2/GrDlx4kTMWgXle++9F7O1tbWYLS8vx6zVnLYqyXbc6upqzNp9OHv2bMzm5uZi1vZgqsps97xVb7b62vaZrRJ3cXExZqM1jG1NWs1ku+etArXt6bae7fuOHDkSs7Yf2nFt/zWtFrdVc46+y65evRqzn/zkJzG7du1azNJ9bxWo7f3XjL77RytJ2/totDq1XcM06lGB/80vDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIHqha1WbaVSwTaM+9WlrdX2t5q9pdYpNq91r59Lu3crKSsz+/u//PmbHjx+PWasd/fKXvxyzVqN5/fr1mLUK0Xb/WlXmzMxMzFpVZlvrVn+4u7v7O3/e7OxszNp+aNWbLXvllVditrm5GbPbt2/HrJlGXWmrXG3r2fZ70+7D9vZ2zFLN7mTS71Fb6ytXrsTs1q1bMWt78P33349Ze2ZbpfGDBw+e+O9tLdt6jVZqt3fA6LPX1rK9q0ZrY0eN/m1W1cqLxC8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARFqSBhyUtqPW0PD5558PfWZrXGktO619o61XasuZTHpLUrv29n3tPFvzzd/+7d/G7MMPP4zZn/7pn8bs3XffjVlrhmnXd+zYsZi1+9eyvb29oe9reyldX2t4adqajLZ7Na3Fpe3bts7tPNu+bes8eu3r6+sxa405ba807frau+xXv/pVzH784x/H7JNPPonZxsZGzFq7Umsva9eXnqG2p9uatD3W2rZOnjw59Jmp5Wky6e+x0Wd9tJmorae2I/jN/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAitarBaHXqQalnazV+rWqxVSa2Cs22Xq1usNVTtiq/Vl3ZbG9vx6zV/LXj2j0/fvx4zFod5qVLl2J24sSJmLX7vrKyErNWJdn2RDuXdly6f62ise2Vpu330SrTU6dOxaztzXZ97biWtWridg1ra2sxe/XVV2PW7nnb0+24Vmn8H//xHzH7h3/4h5i1uuN79+7FrK3L1tZWzJpWgzryN6O9i2dmZoaOa89Xe4e3e9f2e3vfqkCFg8cvDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIFKrGrTqttHK1f36vMmk1ym2rFXrtWrHVk/ZKvla7V47z7ZmrY61feb8/HzMTp8+HbPFxcWYtRrGGzduxKzVqp47dy5mTauZvHXrVswuXrwYszfeeCNmrVY1VYG2ezd6z1vW6i5b1WyrVW33Z3V1dej79vb2YjZandqey4cPH8bsgw8+iFnTqolv374ds5/85Ccx+5d/+Zehz5yGtt/bPUrv1VaBOlqt3KpMWz1qq+5te3O0AnW/q1PVuMJv5hcGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQqVUd8CzUrLX6vKZd22itaquuHK3KbNpxR44cGTquVQfevXs3Zu0+tBrGVnnZzmVpaSlmKysrMWt1n2+//XbMWoVoq6lN2pq0vTK6/1qd7EcffRSzVpd74cKFmL311lsxa2v5/vvvx+znP//5ULawsBCzVkn68ccfx6zVsbZnb2ZmJmaterndh/Z97bls+2X0ndSkitT2/LTzb+/ptl6t9na0ZnwadaWjNeTt+0av71n4bwF4WvzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAopcmk4lesKdopIJttCZu1Msv5zlxtJK01WG2z2z1oZ999lnMWnVgq7pr9ZttXdr3jdZ9Hjt2LGZtrd98882YvfbaazG7f/9+zE6fPh2z73znOzG7dOlSzNq1r6+vP/HfW/Xr3NxczL72ta/F7OrVqzH7r//6r5gtLy8PfebRo0dj9s4778Tsvffei9kHH3wQs7/5m7+JWVvPtsc2Nzdj1p7n0Xrblo1WXjatlrS9B9r1jV57ug+j76P2Xe24tibTqDJ9VqhVhf/NLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACBSq/qUPeu1qq0asNUwtorQ9n2tArDVqu7t7cXs4cOHMWtr3c5ztFpvGjWMo2vd1vP48eMxa9fXqk7buaS6z9XV1XjMwsJCzNp+2N7ejtnS0lLMWlVwqysd3Q/tHrSa093d3Zg1bY+182y1qqPft9/1lG1vtuer7fem3b+Rvwsta89CeweM1teqFoUXg18YAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABApFZ1H6VqutE6u2lko9WiLWt1rK26crQi9NGjRzF7/Pjx0Ge245p2De2+j1ZXju6lVqP54MGDmLW1HtHOo92fptWVtqrPVk/Zjmv7vR03+ly2vdLuT9sro1XIzWid8+i7pa1Lq049ceLEUNbqnG/evBmz9G7Z2dkZ+q5Ro/WoKlfhxeAXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEOUuO55prc5uNButfZxG1Wczei6tOrXVU7a6z1Z/2Oop22e2NWvX0I5rFZTtPGdmZoa+L1WWjl53O//d3d2YtWtr+6jVebZ70D6zaZ85+n1tPdt+b5/Z9sPRo0eHPrMd1+pR2z1q2rq0/dlqUFtFb3pHtHswjSrT0c9UnQovBr8wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACASK3qPmq1dSNG60pHtc8creRr1YGtKnO0znNUq3jd2tqK2ebmZsxa3WfTqkDbeY6uS/vMVjM5+plJq8lsazJax9qubfS6Ryso23mO1qO2NZubm4vZ8ePHY9YqXpvRvdn2RFuzBw8exKw9s+2+t89s9crpM0ff79OoVQXwCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIjUqu6jVHf3PNTZtSq/VrXYqghbheGxY8di1ioh23GthvHEiRMx29vbe+qf2dalVUm2rFU7tqxVczYjVaBtH02jOrXtzZZN4zxb1ezCwkLMWsVw25s7Ozsxa3uz7bHt7e2YtfVsn9nWpV1fe4ZapXHb7+05edp1pi+/nP/3vNHvaqbxmcDzwy8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgUqu6j0ZqVVvV3X7Xsba6yHaerR6wXcPo941WZR49ejRmrWby3LlzMTtz5kzMVlZWYtbOsxmteJ2dnR06l3aPmrYnknbPW93l6Dm29Wrn344b1a6h7dvRd0Q7rtWVNq0etV1fq0AdrQNulc1tv7d1edrv8XbMNCpQR88feDH4hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAERqVV9Ao1WLo9V6rTKx1VO241plYsta7WirTl1eXo7ZsWPHYnbkyJGhrH3mzs5OzFp1Zfu+VgXaKijbnmjfNzMz88R/H63ZbVWYo9e2tbUVs7aP5ubmYtb2e6srbfWhLRutXG3n0rLRutLRmuT2fc1oPWozjffjflKdCjR+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAANFLk8lEl9oXbBoVf6Natd5+1w1O49pb7WjL2rm02s5Wo9m+L9WOTibj96gd1+op22e22s62Lk/baDVlq+zc3t6OWatVbXWyo9p+aPegnWe7vlZN3PZRy9o9Gt23Tdt/o9egehR4UfmFAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARGpVD7jRasDRmsKDVBs4jYrX0QrbaVTDtqrMxcXFmM3NzcWsVVeO1oSO7pdW1ZpqO1vNafuuVl/btO8brWptx7XnudXsjn7fNK5hGu+IaVRLPyvvshHTeFcBNH5hAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkVrVA67VRU6j6rMZrdfc77rSaWj3YfT6Wo3maDZac9qyVrE5WoM6Yhr7dr/reUf3ymg96uj7o33fNK5PFSjAweYXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEKlVPeCmUR86Wn3YjhutfWz2u4519NoP0j2axn0Y9bTXbL+rN/f7nk+j5nQa57Lf3zdqGu8PgBeVXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAECkVvUZ9vLLY/PeaKXgi1xFOI061ue9SvJpn8uzUh86jcrfUS/yMwvA0+MXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEB3+ok+A6Xjeq1OnUXM6jUrS/a7YPEg1oU/b6HlMo354GhWozUHa0wC8ePzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAopcmk4luPabqea92nMb1vcif+bRNowL1oFzbZLL/9+BZuOcAPF1+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJFaVb5QKhr3j7UGAEb4hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAERqVZ9TKjQBAHga/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAitao8FWpcAQCeT35hAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkVpVAAAg8gsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACA6H8BD5AHZGpG6K4AAAAASUVORK5CYII=" y="-6"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p4cde642c77)" d="M 64.35 52.627093 L 66.021429 52.572885 L 67.692857 53.391664 L 69.364286 52.836257 L 71.035714 52.839278 L 72.707143 53.534161 L 74.378571 52.872057 L 76.05 52.773208 L 77.721429 52.859821 L 81.064286 54.200169 L 82.735714 54.057305 L 84.407143 53.183468 L 86.078571 54.041827 L 87.75 54.392229 L 89.421429 54.896761 L 91.092857 55.633594 L 92.764286 55.99105 L 94.435714 56.595506 L 96.107143 56.299864 L 97.778571 56.128045 L 99.45 56.674266 L 101.121429 56.951821 L 102.792857 57.565163 L 104.33553 58.611751 L 104.464286 58.860528 L 105.698139 60.279906 L 106.135714 60.520917 L 109.478571 61.119614 L 111.169897 61.948061 L 112.821429 62.624454 L 113.748094 63.616216 L 114.492857 65.539129 L 115.746001 66.952526 L 116.164286 67.204767 L 117.36792 68.620682 L 117.835714 69.395435 L 120.217786 71.956992 L 121.227716 73.625147 L 120.867394 75.293302 L 121.178571 75.60387 L 122.85 76.491798 L 123.179618 76.961457 L 124.799447 78.629612 L 122.85 85.946576 L 122.143287 86.970388 L 122.85 87.533397 L 123.430916 88.638543 L 123.182496 90.306698 L 122.85 91.108948 L 118.193891 90.306698 L 118.286496 88.638543 L 117.621238 88.638543 L 117.241265 90.306698 L 116.164286 90.91008 L 115.426939 91.974853 L 114.492857 92.454635 L 113.649376 93.643008 L 112.377865 96.979318 L 113.202661 98.647474 L 113.793264 100.315629 L 114.492857 101.216431 L 114.836232 101.983784 L 113.633914 103.651939 L 113.66182 105.320094 L 114.492857 106.126291 L 115.017901 106.988249 L 114.492857 108.081606 L 113.992081 108.656404 L 113.577971 110.324559 L 113.33538 111.992715 L 112.066512 115.329025 L 112.171592 116.99718 L 113.221048 118.665335 L 112.404647 120.33349 L 110.795534 122.001645 L 109.478571 122.861579 L 107.807143 122.773689 L 106.135714 123.159612 L 104.464286 123.120222 L 102.792857 122.6909 L 101.121429 122.111607 L 99.45 122.674282 L 97.778571 122.850188 L 96.107143 122.409961 L 94.435714 121.570497 L 92.764286 121.240343 L 91.849843 120.33349 L 91.092857 119.163521 L 90.137562 118.665335 L 89.421429 118.159722 L 88.789725 116.99718 L 87.75 116.163102 L 86.078571 116.036029 L 85.20635 115.329025 L 84.407143 113.643022 L 82.735714 112.834145 L 81.064286 112.57447 L 79.392857 111.754503 L 77.721429 111.248102 L 76.05 110.965044 L 74.378571 110.154337 L 72.707143 109.583491 L 71.848834 110.324559 L 71.391672 111.992715 L 70.559755 113.66087 L 70.15034 115.329025 L 69.930425 116.99718 L 69.364286 117.956826 L 67.692857 118.642065 L 66.021429 117.854282 L 64.35 117.985094 L 62.678571 119.160533 L 61.007143 119.747243 L 59.335714 119.271549 L 58.740958 118.665335 L 57.468925 116.99718 L 55.992857 116.445998 L 52.65 115.670215 L 50.978571 114.820974 L 47.635714 114.049981 L 45.964286 113.328454 L 44.292857 110.801642 L 43.822209 110.324559 L 44.718463 108.656404 L 44.292857 108.079917 L 42.621429 107.250487 L 42.356429 106.988249 L 41.710101 105.320094 L 40.95 104.574507 L 39.09358 103.651939 L 38.410067 101.983784 L 38.483903 100.315629 L 39.05164 98.647474 L 38.5564 96.979318 L 38.401866 95.311163 L 38.891475 93.643008 L 38.920356 91.974853 L 38.337343 90.306698 L 38.815782 88.638543 L 39.131981 86.970388 L 38.158545 85.302233 L 40.089293 80.297767 L 40.158977 78.629612 L 39.059405 76.961457 L 39.278571 76.61795 L 39.982169 75.293302 L 40.95 71.639894 L 42.621429 70.902221 L 43.12994 70.288837 L 44.540676 66.952526 L 45.023392 65.284371 L 47.311515 63.616216 L 47.635714 63.014331 L 48.688304 61.948061 L 49.307143 61.520996 L 52.550302 58.611751 L 52.65 58.428997 L 53.174334 56.943596 L 53.998384 55.275441 L 54.321429 54.996648 L 55.992857 54.275579 L 57.664286 54.361682 L 59.335714 54.068864 L 61.007143 54.551124 L 62.678571 54.780218 L 63.133182 53.607285 L 64.35 52.627093 L 64.35 52.627093 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4cde642c77)" d="M 121.178571 88.199313 L 120.524034 88.638543 L 121.178571 89.038421 L 121.511307 88.638543 L 121.178571 88.199313 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 0 159.535135 L 36.7575 159.535135 L 36.7575 147.921385 L 0 147.921385 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-53 --> <g style="fill:#ffffff;" transform="translate(0 157.03951)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="p5192bcc829"> <rect height="165.6" width="1310.4" x="0" y="0"/> </clipPath> <clipPath id="p0b96925c6e"> <rect height="153.470271" width="187.2" x="1123.2" y="6.064865"/> </clipPath> <clipPath id="p8ab9ee64f0"> <rect height="153.470271" width="187.2" x="936" y="6.064865"/> </clipPath> <clipPath id="p53280b0d30"> <rect height="153.470271" width="187.2" x="748.8" y="6.064865"/> </clipPath> <clipPath id="pee2a2f0be7"> <rect height="153.470271" width="187.2" x="561.6" y="6.064865"/> </clipPath> <clipPath id="p05d6d8cb9e"> <rect height="153.470271" width="187.2" x="374.4" y="6.064865"/> </clipPath> <clipPath id="pd1e2a78458"> <rect height="153.470271" width="187.2" x="187.2" y="6.064865"/> </clipPath> <clipPath id="p4cde642c77"> <rect height="153.470271" width="187.2" x="0" y="6.064865"/> </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-a39a913a-e111-487a-8882-05272f354f65"> <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(#p90352b5405)"> <image height="165.6" id="image2302669582" 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(#p4e16b40e0f)"> <image height="150.24" id="image486fd0dcd1" transform="scale(1 -1)translate(0 -150.24)" width="158.64" x="0" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAJyCAYAAACVEDudAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3FuTXddVNuDlk9QnnWX5oPhIHBwnDmUcIClzEZKqFNxwA5f8IH4LFBeEKigKKikIBYECUklIjI+KD5IsWeqW1N1qHWznu/3g2+PVpzn2bnXLz3O5Rs21515rrtWjd9V8H5im6VcTAAA0PHivJwAAwP6nqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKDt4Xs9AWD3LC8vl7UHH5z9P+bJkyfLMQ888EBZu3nzZlnb2Ngoazdu3ChrlYceeqisffbZZ0PjDh48OPP4yy+/XI45ffp0Wbty5UpZu3z5cllbWVmZeXz02n/44Ydl7fbt22Wt+ry1tbVyTLqX6b7cunWrrF2/fn3m8bS2t7a2ytpjjz1W1j799NO7nseJEyfKMQcOHChr1fM3TdN09OjRu57He++9V45JqvNNU75nqVb51a9+VdbS9UjjRqTzpeds3vMYtZfm6JdKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQNsD0zTtjT3x/A8pIiCp4gNGz5fGPfxwnUi1tLR0V8enKceIjMYiHDp0aObxFNGRIleS7e3tspaia6prnGJhnnrqqbKWIoDSPasidI4fP16OOXz4cFlLcSwpLuTatWszj//bv/1bOebjjz8ua1/5ylfK2le/+tWydvXq1ZnHd3Z2yjHHjh0ra6urq2UtRd5Ua+cXv/hFOSZFA6XvnO7nf/7nf848nt4RaR7V9Z2mHL9USe+IFOXzu7/7u2UtRSK98847M4+ntZ3ef2l9fPDBB2WtWh8pGiit4U8++aSspWd6N6Nr9vtnjfw93i+xR36pBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALSJFNqjRiOA5i3FY6R4mpEon3PnzpW1FAmS5lhFYKT4ohQjku5LFckzTXmOVRTR7/3e75Vjvvvd75a15eXlsvbII4/c9Tw2NzfLMSkqKUWkHDlypKxVsTaXL18ux6T4lH/+538uaykG6oknnph5vIo8mqYcufJbv/VbZe3VV18ta1VE1F/91V+VYx5//PGy9txzz5W1F198saz9zd/8zczjKe4mrYEqomiapukf/uEfylr1bknPZlrDn332WVlL97paw6PvzBTdNfLcpnfm+++/X9ZSlFm6ViPRNYuIuxmJ3hmdx16K8tkr/FIJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNsXkUK27f9PI3FDi4goSpEVVQRGisZIkTwpMibF2mxtbc08nqI90vmqOJNpylEip06dKmvPPPPMzOPf/va3yzEpMmZ9fb2spflX1z/F5GxsbJS1FB+VVM/0888/X45J6+r8+fNl7Yc//GFZqyKM0n1+5ZVXyloa9+ijj5a1J598cubxam1P0zStrKyUtaWlpbK2trZW1t566627nkeKyUnP9JkzZ8ran/7pn848/vTTT5djUhTOL3/5y7J2+/btsrazszPzeLr2KWIp1aqYrWnK17GSIpY++uijspbeBfOOGxo1Eim0iPPtld5kt+fol0oAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAW52rsofsla35+0F1rUZjBdK4FCGxvLw883iKDbpx48bQPFKkRhWBkaIxUtxQFTMzTfV3nqZp+vrXv17W/vAP/3Dm8SpqaJqmaXt7u6yleJqrV6+WtSoa5tixY+WYFBmTYlDS/azuTYp+SXFD6XqkCKC/+7u/m3n82WefLcekWJsUT5Mikap7duvWrXJMioxJn/XOO++UtdOnT888/uKLL5ZjkvQMvvTSS2Xtn/7pn2Yef++998oxr776allLz/u7775b1qr3VYpYSjFb6d2Yntsqiihd37QG0vVIsViffPLJUG3eRv7WjUbu7Ye4od3un/xSCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC07Yvd359H896tPboDbHSX4Nra2szjaffghQsXylqaf6qNzCPtJr958+ZQ7V//9V/LWrV787XXXivHPP7442Xt0KFDZS3tPq12J6fd3+fPny9rKR0gravqfh44cKAck9bOiRMnytqXvvSlslbds4ceeqgck3ZkV/f5TuOq9fjkk0+WY9JO87TL+Ld/+7fL2vvvvz/z+Llz58oxP/vZz8rar//6r5e1r33ta2Xt93//92ce//M///NyzG/+5m+WtfRMpN3w1TVOO53Pnj1b1r74xS+WtfT3oEqkSO+Ba9eulbX0nKV3YzLvv0vJXkmL2Svz2G1+qQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0iRTao3YzjiDF66T4lBTFUUX5XLlypRzz6aeflrU0xxTVUsVj3LhxoxyT4m6ee+65snb8+PGy9sorr5S1l156aebxF154oRyTImhSZMzJkyfLWrXmUnTUpUuXytrOzk5ZS9e4kiJ0qliVaZqmixcvlrWRaKY0j3Tt0/pOkTHVvU73JX2vFAuTnqUq5qeKGpqmafrOd75T1l5//fWy9vTTT5e16l2wsbFRjvnLv/zLspbGpXVVvf/Suk+1Dz74oKyluKGtra2Zx9Pct7e3y1p6147+XarOmWLHknn/fRw932j03/3ML5UAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANpFCnxMp+iDFu6SIlGPHjpW1KipidB5VNNA05eiGah7pe7344otl7Q/+4A/K2srKSllLUUTPPPPMzOPPP/98OebcuXNlbXNzs6ylSJMqWiXFfqRooxR5k+J1bt68OfN4umcpBiXN/6OPPipr1fpOcTcprietjzRuaWlp5vGrV6+WY44cOVLW0jOYYm2Wl5dnHk/r7d133y1rKV6sismZpml67bXXZh5P8Wcp+uq9994raymW59q1azOPf/LJJ+WYVEvfOV2ral1V85um/M68fft2WUvPWXqmq8/7vMbu3M/8UgkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBoEyn0v6S4jb0Sf5DmWElRECnKp4ozmaZpOnz4cFmrIm9SXEX6XimuItWOHz8+8/jRo0fLMYcOHSprKU7m1KlTZS3Frvz4xz+eeTxFjKTvnKJV0rgqPuXGjRvlmBQblNbOyD1LY1IkT5pjFaM0TfUaSc9Lig1KqrieJMU5Xbx4sayla5XWTmX03ZKewTNnzpS16hp/4xvfKMek73X+/PmyltbcX/zFX8w8nqKe1tbWylpap+n9UT0v6flLc0wRXPOW1k76e5tq++Fv+P3ML5UAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANpFCC7aIeIM0ropoSJEa6XwpEiTFbVSxFCkG5ZNPPilraf5pXFVLcSbps6qopGnK1yqpInvefvvtofOlqKcUD5TuTeXAgQNlbXV1taylWJuqNnp9k3TOah2sr6+XY9I1TNdj5DlL75Zr166VtfS8pziZ6llK3ytFLKVrleJwqmuV7kuS3mMvvfRSWfvJT34y8/j29nY5Jn3ndF/SuIMHD971+dJ6S9FGI+sjjdvN+KJpGovjG402+rzySyUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0Gb39/8y791c+2F3WJpj2kU6sht3ZKf2NOUd2WmHabUzdXl5uRzz6KOPlrW0azntZEw7TKudrul8aRd3+qyk2vVZJQpM0zStra2VtbSDN+2QHdn9nXZ1pnmk61iNG10fN2/eLGsbGxtlrdrdm3bejyQz3OmcIztnb9++XdY++OCDuz7fNNXP++nTp+96zDRN06FDh8raG2+8UdaqNZy+c3qW0lo8fvx4WaveZemz0vXY3Nwsa8le2SW9m5818kxM0/7oC0b5pRIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQJlJoH0oxBlVUwWjcw9bWVllLkRVVHEsaU0XaTFP+zinGpYopOnHiRDnmhRdeKGtJihJJtSNHjsw8nq7H+vp6WUvXOKniZEbjaUaja6polatXr5Zj0hpO49J9qdZVFfEzTTk2KMUo7ezslLUq8ibFYqXrkaKZUqxXtR7T+vjv//7vspak+VfX+NatW+WYY8eOlbU0/0uXLt31PEau4TTl2LT0/qtq6T0w+q5Kz/S8Y3JG/s51xu3W+fbKZy2KXyoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbSKF9qGR2IHRmJkUW5KiVapYihSbkc6XYj+OHz9e1i5evDjzeIr2+J3f+Z2yluJpzp8/X9ZShNHa2trM41W0zjTl+5lqq6urZa2KSEkxIqMxOeleV9/76NGj5Zg0x3TPUrRRFb2TYoNS7Ee6n1UE1zTVc0zzSO+I9Aym+W9sbMw8np7NkydPlrWVlZW7/qxpqu/LtWvXyjFpDVTviGnK8UBV9Njly5fLMamWpNi06p4tIpInSc9g9U4ajbobjdcZ/W67Zb/EBiV+qQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0iRTah1LsQBUXkiJcUszC4cOHy1qK26jmOBoTkSJXqoiRaaq/27Fjx8oxjz76aFlLEUspBiVFCm1tbc08vr6+Xo5J9yVF+aT5V/FAaX2kGJHqe91pHlXcU7rPt27dKmtp7adIoeqcaZ2m65Gir44cOVLWRj4rXY8UbZTWThVhlL5XWqcp2iituWrtpGigFCH2zW9+s6ydPXu2rP3iF7+YeTx95xQDla59ulbpOauk65EiyUbXflXb7dijkc8aNfrd9ju/VAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaRArtQyORQineIEWCpMiVjz76qKyluKFKitu4fv16WUtxPV/5yldmHv/qV79ajknRGIcOHSprKYpobW2trFWRIOnap4ilJEWTVEbjR1IEUBVflD7v448/Lsek+5IihW7fvl3WPv3005nHRyO40rVK17i6Z2mdVnOfpvwsJVWUT7q+6T2Q7lny2GOPzTx+5cqVcswzzzxT1r785S+XtTfeeKOsVZFCly9fLsek5zatgZF7naKG0rpP6zTdz/RuqeafvleS/gaORCKlZ/rzGg00yi+VAAC0aSoBAGjTVAIA0KapBACgTVMJAECb3d97VNpxllQ78EZ3Em9ubpa1nZ2dslbNP+06TNJO4mo3aJrHqVOnyjFpN3y6Vukap93O1a7adK0uXbpU1lZWVsraxYsXy1q1izTt7k27H9O4tPP32rVrM4+na5h2nqbPSrtZq+u4uro6dL6UbjCyiz6tt7T7+9atW2Xt6NGjZa36vLTeqrU9TXnnb/pu1e71J598shzzwgsvlLW0htNzVq3H9Nymnfdp93e6HtX802eNvofT36WRxI8k3Zfd3JGdzjc6x6p2P+wm90slAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE2k0B6VogVSfEpVS7EfSYoNSrEl1TxSdEqKpEgRQL/85S/L2ttvvz3z+MbGRjnmu9/9bln74z/+47J28uTJsra+vl7WqmucImhSJEj6bmldVdE1Kfol3c8UKZSiZqp1deTIkXJMFUM0TXkNp/lXazjFzKR7lr5zWvtV/MjoM53uS3q3VLE2o/E0SYrXqe714cOHyzEpkuzDDz8saz/4wQ/K2scffzzz+I0bN8ox6VlK9yWp1lyKIUqxUmmOo1F3eyVCZzc/736IBxrhl0oAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm0iheyjFM6Q4glSr4lhS7EeKl0hzTPEj1ectLS2VY1ZXV8taioXZ2toqa5UUC5Mied58882ylqI4rly5UtaqWJt0X1KcU4rJSapYm3TtU/RLinFJ56zWXPqsJI1LMT9VNEyK/0nrO62P9HxW93M0cmr0vlTfO31Wism5evVqWUvxQFVUztGjR8sx6R3x/e9/v6ydOXOmrK2trc08nqJ8Njc3y9qo6r6kaz8ae5T+9oz+PRs537w/a3Qeo5+1VyKWFsEvlQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2kUL7UIo4qGJoLly4UI5JUT4pnibNoxqX4lhSNEmKhXn22WfLWhVN8thjj5VjTpw4UdYOHTpU1ra3t8taigeqYm3StU/XMcXkpHGVFF2TzpciTdLaqeJO0jyS0etYxTalKK20Tkeir6apnmO6hiPnu9M5R65HqqX7srKyUtZOnTo183habx999FFZO3v2bFlL0UbHjh0ra5X0jktxQ+kdffz48ZnHUzxUiiRLkULpnqVzzjsqZzejd+YdG5TOuZtRSYvil0oAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm0ih+0wVSZDiCB555JGyliJSquiXNI8kRVIcOXKkrK2trZW1Kh4jRQOlGJEnnniirKXYoHTOjY2NmccXEdeT4kLSOUc+K0UApXlUMTQpIiVd+wMHDpS1dF+q9Z1iVa5fv17WUpxMegareaRnOj0TKeZnJGomxXOlKJw0j5Eon9EonFdffbWspbih6n6mdZ+iktLaSd+tktb9SHTUNOW/ByORN4uI0Jn3OXdzjvslNijxSyUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0Gb39z2UdnqN7jirdlSmMWm3X9o1mXYXVtIuxjTHtDPy3XffLWvVztn19fVyzOnTp8vaK6+8UtbSjvK0G/fKlSszj6c1kHZhpl3caZdxtYM6nS+tj3Sv027to0ePzjw+utM8rdOrV6+Wte3t7ZnHq93H0zRN165dK2tpjml9VN87PbfpWqX5p2tV7b5Pn5V2eKckhTTHyoULF4bOd/z48bKW7mf13kkpBemeLS0tlbX0nFUpEem+pPOl93CqpfdEtfYX8Tdw5JzzPl9n3H7nl0oAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm0ihfWgkxiCNSdEvVVzFNOW4kCqapIr4maYcd3P79u2yNhKxlKJT/vZv/7asvfnmm2XtO9/5TllLUUTVXFJEx+rqallL8TTpOo5IMTkpNijNo4pYWllZKcccPny4rKWop42NjbJW3ZcUx5KintL6TrX0eSPzSPclPZ/VNd7a2irHpPv89NNPl7WkiuVJz3SKFKqio+6k+t7p+qZ7meKGkuoaj0aLjay3aRqLMBqNmFtE3NDIZ40amcd+4ZdKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJtIoXtoNKpgJDIhRTekeYxGk1RRRGnuo1EWR48evesxKTolRXG88847Ze21114ra+k6VnNJ80jxI9evXy9ry8vLZa26Z+lapWijFEeVVN8txf+kSKF0rVIczqlTp2YeTzFKKb5oNNamej7TfUlzTLW0di5evDjzeFoD6dmszncn1fzTff77v//7sva9732vrJ05c6asVfczXd/19fWyNu+4tfT+OHHiRFlLUXHXrl0rayPP+yL+Bi7i83bLaFTSXuKXSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbSKE9KkULjMQOjEYVpCiLFClUnTNF66TYozQuRRE99dRTM4/v7OyUYy5fvlzWfu3Xfq2sVdEe0zRNly5dKmtLS0szj6c4lnTt073e3Nwsa1XcSfqsFMmTIk3S/ayu40isyjTlGKVUq+J1VlZWyjEpXufAgQNlLcXhVN87zSNJkTfpvlSee+65ofOl6JpUS/OvfPjhh2XtrbfeKmsjETrpXo5Gqo3EyaT36ei1T2suvVOrezYSj7cI92tE0b3gl0oAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm0ihPSpFHKQYgyqWYjTKJ8VjpHlU4xYxj+3t7bL25ptvzjye4i/StX/88cfL2scff1zW0uc98cQTM4+n65GufYoESfFA1RxTNFAVqzJN+Z4lVYROilhK3zmNq2KDpqmOKUprIH3njY2NspbudXX902eleJoUA5V84QtfmHk8rYHTp0+XtTT/119/vaxVsTbp3XL48OGy9sILL5S19ExX3ztFHqX7ktbwSCRcur5pjimeayTOKdnN2KBFGP07XY3b79djmvxSCQDAHGgqAQBo01QCANCmqQQAoE1TCQBAm93f99DozrG0U3TE6GdVu3Snqd7JmHaKpnkkabditTP8wIED5Zjl5eWy9sEHH5S1tEv66tWrZe3kyZMzj3/rW98qx6QdzWmHZrVzNp1zdXW1HHPjxo2ytr6+XtbSztTHHnts5vG0PtKu9itXrpS18+fPl7VqXX3zm98sx6Tr8eGHH5a1paWlslbtGk/P5traWllL0nNRPe9p7ulZunDhQlk7d+5cWat27P/whz8sx/zZn/3ZXZ9vmvJO+WqdpjSKtD7Sc5budfVOTe/akXf36DzSuJEd0sxPdf07194vlQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2kUJ7VNrSPxL5kCJcHn64XgZpXIrQqWJGNjc3yzEpXiLNI0VZVPNI0SkPPlj/r7Wzs1PWfvazn5W1jz/+uKw9//zzM48fO3asHPPKK6+UtXQ/U+3w4cMzj6frm6JrUvzItWvXylr1eemzjh8/XtaSRx99tKxVz2CKyUnrO80xnbOKNkrviEOHDpW1JMUvVc/FiRMnhs73zjvvlLUf/ehHZe2tt96aefznP/95OSbFBiUp5qdaw+l5Se/u0bi1kSi2FDuW5pjio9La3+tG4+zSM7gfIpEWMUe/VAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaRArtUfOOkEjxLqOxCCkCo4ofeeSRR8oxVXTKNOXvnCKAqtpopMapU6fKWoopShEvJ0+enHk8XY/XX3+9rD311FNlLUXoVPN//PHHyzEpYuTs2bNlLd3P6vqPxlttbGyUtX/8x38sa1XMT4pzSrFBae1fvXq1rFVrOMVbpSifdK1SrZpHui+XLl0qa+fPny9raV1VUVvp2UwRVunap3dc9Q5JsV3JrVu3ylpaO9X1H3kvTlP+WzH6Hq7s90ge/l9+qQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0iRTao1KcQop8qOIsRqOBUrzOSCxPit0Z/c5JNY/Dhw/f9ZhpyjE/KQYlxfJUkULpWqXYkg8//LCspfiU06dPzzye7svW1lZZS/E6Kbqmuv5pnabIpnfeeaes/eQnPylrX/jCF2YeT9cwzWNzc7OspbVz8eLFmcdTrFSax8svv1zWkmqO6ZlIsUePPfZYWUvro3outre3yzHpXZWke11djxSxlGrpmU7vpEr6zun9l6Q1nL7bSAxekt5J6bPmHVO0m5+1X/ilEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANAmUmgfSvE6VYxBij5IUS2jERiVBx+s/49JsRkj3zlJn5Vqo5FIKebn7NmzZa3yxBNPlLUTJ06UtRRds7GxMfP45cuX//8n9n955plnylqKO6mijdLaSev0xz/+cVlbW1sray+88MLM49///vfLMd/61rfK2h/90R+VtSo2aJqm6ac//enM40eOHCnHvPbaa2UtrYGkioj64IMPyjHnzp0raykCaHl5uaxVcTjpHZfeH+l5H3nHpfdAqqU1nGKbqvio0Ri55NatW2UtXeORSLjRGKKRvwe7+Vn3O79UAgDQpqkEAKBNUwkAQJumEgCANk0lAABtD0zTZPvSfaTaxZZ2Maadb2nX4SOPPFLWql21aRdg2lk4unu9+t6ju79XVlbu+rOmaZquX79e1ra2tmYeTzuT0+7vU6dOlbW0g7ra3fv000+XY9K1Sru/047yaqf8k08+WY55//33y9rrr79+1581TdP05S9/eebxo0ePlmPSDt5vfOMbZe1P/uRPytrq6urM4+vr6+WY9NxWu/ynaSzd4F8xlFtvAAASaElEQVT+5V/KMX/9139d1t5+++2y9tRTT5W1Y8eOzTz+7rvvlmPS+tjZ2Slr6XmprnFKNkjrI0m7jKvrUa2bacrvo7QrP71rd3P39+gO+xGj8/i88kslAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoK3OQOG+kqIsUixCitRIMRFVrMbo+VJ80dLSUlmrIjBSNEa6HleuXClrKVIozfHIkSMzj6frkWIuDh48WNZSHE4VlzQaXZOucRpXRby89dZb5ZgUbZTWXKodOnRo5vEqemmapunf//3fy1qKL0rnfPXVV2cer6Kopmmabty4UdbSuBTzc/78+ZnHz5w5U45544037vp805TnX92X9GyOxvyMROik90dap+kdMfL+Hn1/jMbkpHNWtUVEA4kAurf8UgkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBoEyl0n6kiE0ajFEbHVXEWBw4cKMekuI0UKZQiJKoojvS9UnxHiiZZXl4ua7du3brrz0vf68KFC2UtjUvzqL5bimpJkSspJieNe/nll2cev3TpUjmmikOapvyd19bWytqJEydmHv/2t79djnnppZfKWoob+sEPflDWfvSjH808/vWvf70c8+yzz5a1jY2Nsvbzn/+8rJ09e3bm8RT/k9bO5uZmWUv3rIruSmPSeyc9t+l5r95x6fkbjRQaecela58ivVIUUZLG7ZUon3QdK3tl7vuFXyoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbSKF9qEUizASf/Dgg3vjf4vR75XGVXEhKSok1dK1SrU0/+rz0vlSJM/169fL2pkzZ8paFQmSPivFyaSIlBTjUs3j2LFj5ZiLFy+Wtbfeequsfe1rXytrP/3pT2ce/+IXv1iOSffs6NGjZW11dbWs/cd//MfM4x999FE55rnnnitr165dK2vpWfrSl7408/jbb79djklRPulapWewWnNpTaXP2t7eLmtJ9d1S/NnBgwfL2mikUHU/07OZLCJCp5r/vP+W3WmceKDF2xvdBAAA+5qmEgCANk0lAABtmkoAANo0lQAAtGkqAQBoEym0D6UYhqpWxbR0Piu5ffv2zOMpUuOhhx4qa6Pzr86Z5pFiUD799NOhWrqODz88+zFMsSrVmGnKkSbpOt66deuuP+vw4cNlLV2P6rOmaZrW19dnHn/mmWfKMRcuXChrKWIpxfy8/vrrM49/73vfK8ek6/Hee++Vtd/4jd8oa9X9TFFJKeZnNF4n3c/Kzs5OWUvPWVofI/E0I8/fNOU5VuPSM5aio9K4dB2r+5K+c/qsVJt3/Fw6X1pvo9FA1ectIoZoEXFJ+4FfKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANru/96F571RLY9JOwLRbu9oZObobNO2kSztFq92Wacfn6O7Hasf7nc5Zfbe0iztJu8bTdaw+L12rdD1Gd+x/8sknM4+nHd6bm5tlLe0ivXz5clmr1up//dd/lWOeeOKJspZ2ZCfVc3Hp0qVyTFoDN27cGJpH9Z5I74FUm3daQpI+Kz1nI+/a9B5LtWrdT1N+b6Z7XRndfTzvneFpHqO71+e9Q300AeV+3uGd+KUSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0PbANE2fz33v96kq/mA0uiFJ0R4jcTijUUkHDx4sa1WkSTrfaJRPiv1Iquu4iNiPFPEy7yiOFHWS7lm1HtN6W1tbK2speufZZ58ta1VE1Llz58oxKTImxR6dOHGirFX3LEUDpXiaFH2V1n51/VOkV1rD6XlJ76Rq7aQxqZbWfboe1b1O1z5J47a3t+96XLrP846lu5PqGi/i79JoVNWIz2tsUOKXSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAEBbndHBvlRFHKQohdFYhxTdMHK+0XiG69evl7XDhw/PPL6yslKOSVEtKdZmeXm5rKV4j0qKp1laWipr6b6keVTXMUXGjMZKjcSdpKik0Zic9fX1slbFoKQImnTtU+3KlStlbXV1debxdF/StUrzH3kXpHWapLWT5lFFLI2eL80/RV9VUT7pPqd3S3qPpXNW93oRcT27GaGziM8a+fs4ahF/6/YDv1QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2kQKLdhuRzdUn7fbEQZVzEUVBzJNi4lg2NnZuevzpTmmOJYUXZNiS6o4nPRZKTJmNLakikipjk9TvlZVFM405XtdfV51L6dpmq5evVrWUixMulYj0UYjMVt3GlfNMd2X0QidpPq80WczRQCl73bz5s2Zx9NaTLUkfbcq0imt0xQDlT5rtDbv843+PRsZl56zeUcA7WZ8UXI/xBD5pRIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQJlJowRYRA5BiB0aiFkYjJEY+K0WnpAideUcApWiPFA2U5jEa8VKpolOmaTx6Il3/atxobFCKrknfrYrQGb1n6bOOHj1a1qpIk8uXL5dj0rUavS/V9VhaWirHjMb1JNV3qyKxpinHwoxej+qZHp1HepbSmquig9J6S99r5Nmcpnr+6Xul67EI1efN++/Lncbt9VieeUcJds45yi+VAAC0aSoBAGjTVAIA0KapBACgTVMJAECb3d8LNroraxG74kbON7pzrNqhOfq9RmvVPEZ3x6bdoGkeaWdqJc2x2hE8TXlnZ9olXc0/zSPVRtfOyLjRNTyyE3rez9+dVLuuR9dwWh9pN//I+dJ6S1ISxPLy8szj6dlMz1/asZ+es2r3d7oe6XuNvCPudM4Ru7mTOJ0vfa80x7SLfmSnfJrjXtlNvlfmMU1+qQQAYA40lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm0ihBRuNDRqV4izmPY/03ap5pM9K0R6j8Sk3b96ceXxk7tOUYy5G41OqCIz0nQ8dOlTWUgzKwYMHy9rS0tLM46NxTtvb22VtJJrpwIED5ZjR2I80/yq6Jq2P0bWT1n41x+p+pTHTNE3Xr18vayOxNun5S98rXY90r6vvlq59eibS/NP1qMaNxuQk6ZzV+2Pkb8GdzPtvxSL+Bs47EmkRfx+rc+6laKBRfqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtIkUuod2Mz5gNBYmxVKMRC2Mxj1UsRl3GlfFfqTzjcbCpGiSFOVTxaeka5Xii1LUzEisTRWtM005nibFBq2urpa16jqOxO5M0zRtbW0NzWNlZWXm8fS90tpJ80/zqNZqWm+jEUvpflZrbuT5S+ebprFIpBT/k+5Lup8j13H0eozGDVXfLZ1v9G/PaDxXVVvE36WR77aI67GIcfuBXyoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbSKF9qEUtVDFSMw7CqJzzpHzjcb8VPNInzUaXZOiSarYoGmaprW1tbs+X4pESp+Vvnd1HW/evFmOSTEu1feaphytMrJ20vkefrh+zY3GHo2cL9nZ2Slr1dpPY1I00Mj7Y5rqdTByv6YpP9M3bty463mkuc87rmea5h8LM/r+G3nHjRp516a5jP59Gf3bk67j59Ei1o5fKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtIoXuodEojr1i3rFBux17NO/PSlE+KQJoc3Nz5vGReJdpmqbt7e2yNhKRkiJ5UvxSirxJUUQj6yrF/ywtLd31+aapvh4p7mZjY6Ospe+VIpGqdZXuZTpfku51tR7T2k610ee9WnOLiDYanf+85zESk7OI9+lopFC1HkcjfuYdZ/d5tZDYqbmfEQCAzx1NJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQJlLoHlpELEJ1ztHogNF57GasQ4r9qOYxEtFxJ+kap4iXKnonxXck6bNG7ku6vimCJl2PdI2rCJ30WSmiKNUeeeSRsnb9+vWZx2/dulWOSfcs1dK1Sp9XWUQEV3Ud0/UdvR4jRuKy7lRLquu423E3I/NYhNFIpMrodZz3PEbt9vXfK/xSCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC02f19F0Z3Tc7bvHcXpvON7litaqM7Pud9fRdxv0Z2oafa6C7u0XVajUu7KdN3fuihh8paWgfVPNJnpR3S6XocPXq0rFW7zdNnpZ3Q6XqMrMfRNTzvndCjO7xHd+JW62D0euyV3cKjz211jRfxjhvdYV99t7Q+0vOe7OY9S/ZKv5AsIjnAL5UAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANpFCd2GvxAbN+3wp+iBFSCTzjiqY9/x3O3ZiJAJoN2ODpqmOvBm9VmkeaV3duHFj5vEUyTMa17O1tVXWqjmOPhMpIioZieFaRExOdR1H1+LodZy3RTxL8z7faBTbyGclo3FUi4iuGZnHiEVcq/uZXyoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbSKF7jO7GWMwErWQYkRSLEyK1Bj5zrsd9zDviJfRaJJ537NFqL7b6D379NNPy1qKFLp9+/Zdn28RkVnV5y0i6mSvrI+RmJ/RaKDdNDqPRcS+Vea9PqZpd+e4m/bKPEYtYv5+qQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0iRRiITEX8zYaqVGNS995tyM1qnMu4vqm7zYS+zE6x5HYo9Eon9E4p5s3b851HqORN1Wc1rzPd6dx844fGV071fxHY2tGI7iqz0vXN9WSeUcsjT4Tuxmhs4jPmvffA/5ffqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtD0wTZP98pRG4yXmHYfz0EMPlbUU8TIa4VHZD1Ece2Ue8772yej3GpnjIqJrRsbtdmxQVVtEPNfIGh5db6NzrNbB6H1O77i05kbW/iIidEa+t7ie+49fKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCAtofv9QT4fJn3rvBpGtv1udu7DtMcq52du7m7Pn3e6GeN7pSvLOJ6pHOO7vIe+ayR+c97R3BnXGV0h/fIORexo3k3pRSL/TD/3X5fjXzWfriO+51fKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtD0zTZI89u2Y0YmTekTF7KVJor8xxxG7H/Mz7s3bTSPRVMhqhM7quqmu8iPs88i6Yd4TVbpt3dNfo9Z33+hg9p2ig/ckvlQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2kULsC6NxQ1X0xG7G3XQ+b97zGLFXoj12O0Zk3vdst9fcyDz2Q1TLbsYDzftaLSLm5/P4LmDv8kslAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoO3hez0B2E8WEftRnXO34ztGolp2MyZnt6/HXpnjyDWe91pM4xZx7R98sP69o5rjZ599NnS+ZN7fbRGRQrtpv8+fxfNLJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNpBD7wiIiUuY55k7zGJHmkSJSUrRKOmdV2ytxIKP3ZdTI994r12o357GI+zLvaKPRWjLv752e2/1gr6x97i2/VAIA0KapBACgTVMJAECbphIAgDZNJQAAbQ9M02TLFrtmP+ys3itG5zi6i3Te12Sv3LPdnMdoEsHoOectfVZKHJi3dD3mvUt69LOq67GIneawX/ilEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANAmUghgF4xGClVG44v2StTTvKOBgHvPL5UAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCAtofv9QQAPg92MwIojZl3pNDoPID7j18qAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG0PTNMk8wEAgBa/VAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCAtv8D7x6fWcdaiWwAAAAASUVORK5CYII=" y="-7.36"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p4e16b40e0f)" d="M 69.402062 63.327286 L 71.035052 63.550487 L 72.668041 63.471392 L 74.301031 63.558754 L 75.934021 63.26993 L 76.82794 64.031251 L 77.56701 64.365217 L 78.631566 65.663316 L 78.916173 67.295381 L 79.2 67.738416 L 79.904211 67.295381 L 80.83299 66.40579 L 81.140042 65.663316 L 80.659044 64.031251 L 80.83299 63.772168 L 82.465979 63.48243 L 84.098969 63.462566 L 85.731959 63.587343 L 87.364948 63.372871 L 88.997938 63.27631 L 93.896907 63.358563 L 95.529897 63.595204 L 97.162887 63.441181 L 98.001991 64.031251 L 98.330582 65.663316 L 98.795876 67.275919 L 102.061856 66.383712 L 103.694845 66.425831 L 105.327835 67.074647 L 105.548694 67.295381 L 106.388622 70.559511 L 106.960825 72.560307 L 107.435343 73.823642 L 107.882063 75.455707 L 108.171972 77.087772 L 108.593814 78.413693 L 108.846717 78.719837 L 110.226804 79.421967 L 110.940781 80.351902 L 110.226804 82.270512 L 109.870725 83.616033 L 110.226804 84.264615 L 111.088246 85.248098 L 111.064246 88.512228 L 110.369733 90.144293 L 111.038188 91.776358 L 111.268146 93.408423 L 112.540895 96.672554 L 112.749256 98.304619 L 111.476543 99.936684 L 112.35184 101.568749 L 112.701905 103.200814 L 111.379377 104.832879 L 110.593773 106.464945 L 110.226804 106.868615 L 109.35481 108.09701 L 109.416303 109.729075 L 106.960825 112.504051 L 105.327835 114.033923 L 103.694845 114.092483 L 102.061856 115.821872 L 95.529897 115.663917 L 93.896907 117.245066 L 87.364948 117.162969 L 84.098969 117.147122 L 82.465979 115.532484 L 75.934021 115.511098 L 74.301031 115.897278 L 73.940769 116.257336 L 72.668041 117.095433 L 57.971134 117.073368 L 56.338144 115.356338 L 54.705155 115.340523 L 53.989497 114.62527 L 50.891156 109.729075 L 49.806186 108.439836 L 48.173196 108.019092 L 47.407408 106.464945 L 45.418413 103.200814 L 44.582851 101.568749 L 45.02819 99.936684 L 44.907216 99.805322 L 44.127397 98.304619 L 44.512905 96.672554 L 43.820233 95.040489 L 44.595178 91.776358 L 45.375179 90.144293 L 46.126406 86.880163 L 46.905748 85.248098 L 47.743284 81.983967 L 47.39744 80.351902 L 48.173196 79.779646 L 48.821195 78.719837 L 49.855341 75.455707 L 51.439175 73.968557 L 53.072165 74.563331 L 53.563822 73.823642 L 54.204046 72.191577 L 54.705155 70.451297 L 56.338144 68.571675 L 57.971134 69.132305 L 58.13615 68.927446 L 58.9582 67.295381 L 60.323835 65.663316 L 61.237113 64.796596 L 62.870103 65.275239 L 64.503093 65.154926 L 66.136082 64.524614 L 68.200001 64.031251 L 69.402062 63.327286 L 69.402062 63.327286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 26.846253 L 22.52625 26.846253 L 22.52625 15.232503 L 15.84 15.232503 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 24.350628)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 26.846253 L 142.56 26.846253 L 142.56 15.232503 L 134.221875 15.232503 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 24.350628)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 157.874997 L 36.7575 157.874997 L 36.7575 146.261247 L 0 146.261247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-55 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(0 155.379372)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-35"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pc1e48c7af8)"> <image height="150.24" id="image33ab8f0417" transform="scale(1 -1)translate(0 -150.24)" width="158.4" x="158" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAJyCAYAAAB60lCjAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3UuMZtdZLuCVtPta9+rqq2O7bccJVogCSZwQBSIuSYQYRRkgZQBiwgCImCBlgJgxZoCEkFCQEDBFgFAkUEAQSIIibMeO73Jst2N3u+/VdeuuvtjmTM7gcPR/b6fXqqp0k+cZ7k/r/9e/9tq7P5e0Xr+ntfbfDQAAOr33Rz0BAADubhpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABhyz496AgB3on/913+deH337t3lmM3NzbI2NzdX1s6fP1/WXn311YnXr1+/Xo55++23y9rFixfL2l//9V/f9rj3vrf+u8R73vOesnb8+PGy9su//MtlbdeuXbd1vbXWZmdny9oHP/jBsvbggw+WtXfeeWfi9ZMnT5ZjXnnllbL20ksvlbVqL7bW2urq6sTr99xT//Oe9vDCwkJZO3DgQFnbt29fWavmeOHChXJMtb6t5X2V9n6P//7v/97ycWn+Wz2PneQvlAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAw5D2ttR07i56Oyt8pR+xTBMa7775b1nrmmL4rRWAcPHjwtselz1teXi5rV69eLWtpPaanpyde//znP1+Oefrpp8var/3ar5W1T3ziE2WtiqWYmpoqx9y4caOsVb+rtRxXcfPmzbJWxXuke7Znz56yluI2ZmZmytr6+vrE6ymeJtXS/Pfu3VvWqjmeO3euHJPuS5pj2vvVOqaYmTTHFJGSYlyq5yxF4ezfv7+spT2Q3i1pHStpn6Y5pucl1SpLS0tlrdr3rbW2sbFR1g4dOjTx+uXLl8sxhw8fLmunT58ua1/+8pfLWhXnlOaRpHir9EwfOXKkrFXr+MYbb/zwE/t/pH/fe2KDev9tT/O4U3qa3vn38BdKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABgyOa/k/9rq4+a9x+h7xvUcy7/Vd6WYn57PS1KMyIEDB8ratWvXJl5PUTIpGqg3+uXjH//4xOv3339/OSZFdKQoiBQBtLi4OPF6upcp3iVFnayurpa1FJ9SxXukmJbqd7XW2vz8fFl79dVXy1q1d/bt21eOSbW0P9Keq56ZtIerubeW51hFNrVWx9M8//zz5ZgUuZL2fhX90lq9d9Je3NzcLGu961g9n+n561nf1vL+qGK9Ll26VI750Ic+VNZSjNLCwkJZu3LlysTrDz/8cDkm+aM/+qOy9ulPf7qsnT17duL1J554ohyTIoXSHkj/rqZ3avWZaUyKb+v9dzXFA/XY6migu52/UAIAMERDCQDAEA0lAABDNJQAAAzRUAIAMERDCQDAkBgb1Hs0v8dWRwptdeTRdnxm729OtSpqIUUwpM9LESMpnqaK4nj66afLMcvLy2Xt61//ell76qmnytof/MEfTLye5p5ig1KUT4oNShEvVURUilxJ0VEpiiONq74v7dO0Huvr62UtRcZUUrxLipVKETopfqm6LysrK+WYdJ/TWqVxVeRKindJeyfdzxTdVUWIpXuZ1j7NMT2fVQzUsWPHyjFp76R5pPfmBz7wgYnX03vsT//0T8taejZPnz5d1qq4pN7YnRQVl+KcUjxX9Syl35yel62O69nq2MJb6elbtiOGqPrM3h7JXygBABiioQQAYIiGEgCAIRpKAACGaCgBABgST3nfKXbytHnvaa+tPm1enYprLZ9KrE74plOw6fPSCc40/xdeeGHi9epEYmutHT58uKyl0+bpZOorr7wy8fp3vvOdcsyePXvK2n333VfW0onWo0ePlrXqBGq6L+m70j2bm5sra2mNK+nU55UrV8pazzN99uzZsnbvvfeWtXTCN6nWMZ3ITidr01pNT0+XtWqtlpaWyjHpeU/7I+39vXv3Trye9k06MZxOBac5Vr8treG777572593K9U75Hvf+1455u///u/LWnpeDh48WNbOnDkz8XpKe0j3Jb130p7b6tPQ23G6uhq31ae1e+fR606Zh79QAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMCQuyI2qCd6Zyf/h+47LcVcVNET165dK8ekCIkUt7G+vl7WqviUFGXxUz/1U2Xtox/9aFlLUThVlMj58+fLMQcOHChrr776aln76le/WtZ+/dd/vax9+tOfnnj98uXL5Zi0h3sjY6rPTPdsfn6+rKWok+vXr5e1au+k5y/9rlRbW1sra7OzsxOvp/ifqampstYbX7S4uDjxerrPKXYsrWOK3qneIcvLy+WY9CyltT9+/HhZq+KjUtxNeo+l2KNvf/vbZe0DH/jAxOvpvfjFL36xrL3++utl7R//8R/LWhWb1vuOSNI6pki46t+lFB1VxVS1luef7udWx/vtpO2Yx1Z/pr9QAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMCQHY0NulOO5vdGCvXMP41JcSwpyifFyaRYh0pajxTrkKJJqsiYj33sY+WYz33uc2UtRUikmIgqXuInfuInyjEp0uaZZ54paymKaGVlpaxV9zr95hRds2fPnrKW7lm1V9MeTrEwKa4n7f0qrid9XhU11FqO8klRM1UtPRPp+Uu/OanidVIMUYoJS3NMe2d1dXXi9RdeeKEc89JLL5W1z3/+82XtyJEjZW3//v0Tr6f4sPRMp/vyK7/yK2Wt2leHDx8ux7z55ptlrdr3rbX21FNPlbUf/OAHE6+n92KKh0rPUvrM9J6o9lV6ltKzmebYEx+1Hb1Jz7jeSMOt1vub/YUSAIAhGkoAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIZseWxQ7/H7rT4u3xvXk+aYxvXMP31eioxJkQnV/HvnvrS0VNY++tGPlrVLly5NvP6zP/uz5ZgUFXLy5MmyluZfRauk2J20Bx566KGy9ju/8ztl7YEHHihr586dm3g9RXv0Rtek2I9qTaqYltZyVEv6ruXl5bJ2/Pjxidc3NjbKMWmOSYp4Sd9XSXunJ96qtXrPffvb3y7HzM/Pl7WHH364rKV3y+bm5sTrKYKrirRprbXvfve7Ze1973tfWatitlLkUdpvx44dK2vr6+tlrfLoo4+WtU9+8pNlrYplai3fzz/7sz+beD3NPT0v6V2b4uzSHq7eSenfuUOHDpW1t956q6yl56z6dzCN2Q53SjxQNQ+xQQAA/EhoKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGNIdG9Rz3Lz3qHxvBFBlO+ZYxSKkz0tRELt37y5r169fL2s3b94sa5U0xxRlsba2VtaqOJkTJ07c9pjWcrxLigup7nVv7E6a/8c+9rGytrKyUtauXLky8forr7xSjkl7J0VxLCwslLUqFiZFalRjWssxIimSp4quSb9ramqqrKV9mn5bVbt27Vo5Jt2XtOfOnz9f1qp9kN5jX/va18raF77whbJ2zz31Pwnp+ax88Ytf7Pq8NI/qHdf7rr1w4UJZS3uuekend1WK8rn//vvL2m/8xm+UtSoS6cUXXyzHPPPMM2Ut/duTnpcUOVXds6NHj5Zj0nPWG41WPTN3SoxPeqZ7o3x2kr9QAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwpPuUd8+Jo97T1elEV4/0Xb1zrE6bp7mn08lJOjG8a9eu255HOsmYfnM6Rfhbv/VbE6/fd9995Zh0ujCdXq9+c2utnT59euL1dIo0JQek/XHp0qWylk5DV/czzSOd9N+/f39ZS/OvTiGnfZp+V5rHwYMHy1q1HumEbNo7aVz6bTMzMxOvz87O3vaY1lr7h3/4h7KWTrtWp2fTd33wgx8sa2kPvPzyy2Wt+t2PPPJIOSY9t1W6QWv5pG51Yju9F5P0bkz3pRqX5n716tWy9v3vf7+spT33e7/3exOv//Ef/3HXd6X9kX5bUv0bMz09XY5Jp7y3IzGmZ0xvb9LTP/X2LVs9j8RfKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGKKhBABgSHds0Fa7G/7H52mOVXxA7//EPkWupFoV05GidVKES4rN+MQnPlHWfu7nfm7i9QMHDpRjqniU1lo7duxYWUsROqurqxOvr62tlWNSjFJaxxQJ8vbbb5e1Kg4i3ecUGZMiRlKETrW/UyRP+l1pf6cIjCrSKcUopbibixcvlrW0VtV6LC4ulmOWl5fLWtr7hw8fLmvVeqS1v//++8taGpfu9eXLlyden5qa6vq8tAfSPk3viUqKoEnvuLTn5ubmJl4/e/ZsOWZjY6OspSiz9Jv/7d/+beL1N954oxzzyiuvlLX0m9O9Tu+/6l3WG3GW3tHp39yemJ/eKMGdjFbcjkihHv5CCQDAEA0lAABDNJQAAAzRUAIAMERDCQDAEA0lAABD7pjYoF7VcfneY/Q7GRGQ4m5SPE3P/FMkRYoN+tSnPlXWfv7nf76sHTp0aOL1J598shyToj0eeeSRspYiV6qYixQblO5L795J61+Nm5+fL8fs27evrG1ubpa1PXv23PZnVnExreUYkXQ/0xyruKH77ruvHPPmm2+Wta997WtlrdqnrdUxKB/96EfLMSka6CMf+UhZu3DhQlmr4mlSJE+KY0mRPGmNq32aPi/t0xQFluKcLl26NPF6iqnqef5ay5FTVQRQWo/0rkpRYCk2qIr5Sc/f5z//+bL29a9/vayl39bj9OnTZS3dzxR91ftveM/n8T/5CyUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNnR2KCtjt1J3n333S39vNbyHKvohmRlZaXru1JcSBW1kOaXIkZSbMbLL79c1qr4kRQHsri4WNbOnTtX1qoYkdbqyJUjR46UY6o4kNZau3LlSllLMRdpP1bRO2k9UuxOWuP026oojvS7UpxJT9RJa/VapeclRa6kaKBvf/vbZa16X/3iL/5iOWZpaamspb2TnvcqUihFQPXst1up4sVSPE26L2k90hyrGKsUtZaelxQhluZYvUPSfUlRSSn66vjx42WtigBK0UDf/OY3y9rjjz9e1tJzm94t1Xv47Nmz5Zi0VqmXSHu/GtcbB5fWo6en6Yk16v2u7eAvlAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwZEdjg3byaHtvRFHvsf2e7zp8+HBZS1EtN2/eLGtVjMH8/Hw55sMf/nBZe/XVV8taivZ4+OGHJ15PkUdXr1697c9rrbWXXnqprFURIynaI0VB7N27t6yl+JS0r6rPXF5eLsckac+lKJ/r169PvJ6iU3pjM9I6Vns/PRNpfR944IGy9o1vfKOsVfEjaT0OHDhQ1tLeT1FPq6urE69X96u1fJ9ThE6K3kn3rJL2R3oG0/2s4q327dvXNY/q81rL96V6/917773lmLQ/UuTUVsfgnThxoqw99NBDZe3ZZ58ta2kdq1raA9vRL/T8+57m0XtfdjJSaCf5CyUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEN29JR378nrpBqXvmsnT0vdc0+9xOmU9MWLF8taOolZnUD92Mc+Vo75pV/6pbL25S9/uaylU7enT5+eeL06dd1a/6nVhYWFsnbp0qWJ19OJxLT26bRo70nS6nenU58bGxtlbX19vaylU4lra2u3/XnpN6dkgXRiuHpm0phq7q3lk7qLi4tlbWZmZuL1dEI23Zd0ojUlHFTrmPZUOk184cKFrnlU+zS9T994442yNjc3V9ZSYkJ1Sj395v3795e1dPo+fWb1u9N3JWkeaV9V7+E0j1OnTpW1Y8eOlbX/+q//Kmvp3/DqfqZ/A9Ozefbs2bLWc/I6zf1OSae5G/gLJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM2dHYoJ08fr8d35UiUqrvS7ETaY4p8mFlZaWsHTx4cOL1L3zhC+WY48ePl7Uqhqi11t56662yVq1VihpK8S5p7VOkRhUhkdY+RVmktd+3b19ZS7+7ijZKvyvFu6SoqhTNVMVRpbVP+yPF2qT1qKIzUgzRmTNnytpnPvOZsvaXf/mXZa1axxTnlCKWkhSJVNVu3rxZjknrmyJ50jyqZynFtKR5rK6ulrW056r9keaRflcVD3WreVRxZSmWKX1XilRL/45Uz2B61tM77ujRo2UtRT2ld1Jax0p6n6Zaem/uZCzPVvcgvZ+3HXGNFX+hBABgiIYSAIAhGkoAAIZoKAEAGKKhBABgiIYSAIAhOxobtB3ulBiAqrZnz55yTIo+SBEMKY7lxIkTE68/9thj5ZgUg7K8vFzWNjc3y9r09PTE6yk+4saNG2Ut3ecUTVKtcfq8FMeS7meK4kjxOtXvTuuR9mLaHylS6MiRIxOvp/VI8VZpXIo0qcalSJ60HumeffzjHy9r1d5J31VFL91qXNo71TOT9kdaq927d5e1pFrHFGmT7nOKoEnRRimWp5Letb33s3rvpHdcemdu9fNy7733lmNSjFK6n9V7vbX8bqnWKv3mnYz/6Y3WSbWeOd4N0UCJv1ACADBEQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwJC7PjaoR+8R+55xvREdKV4ixVJU8RLp81KsSlqPFPlQRUikGI61tbWu2rvvvlvWeqJf0j1L8S5pf6Qon2oui4uL5Zi0jikiJUV7VJEgKZYpxQal6Je0h6v1T5ElKysrZe3ixYtl7dOf/nRZq6QIqBS5ku5LWo9qHdOY+fn5sjY7O1vWLl++XNaqfZD2dnqW7rvvvrL21ltvlbVLly5NvJ7eA2mfJul5r+5L2qfpvZOes/Tbqs9Mz196t6Rx6X6m31b9u5Q+Lz3Tac+l93C1jr0xRDsZX3Q38BdKAACGaCgBABiioQQAYIiGEgCAIRpKAACGaCgBABjyYxkblPTGBlVSjEiKH0nzSN54442J17/zne+UY06cOFHW0vw3NjbKWhVrs3fv3nJMqp0+ffq2v6u1OiYn/a4U0XH16tWytr6+XtbS91WxNmkeKZokrVWKk6miVVLcTZIiQVKMVRWfku7z4cOHy1qKt0rrUc0j3Ze0h1Mcy40bN8paFeuV5p7mmNYxRQpV+yPFuywtLd3257XW90ynNUzSuCruprV6f6eIs/Sb095Jz0u1Vmm/pf2R3uvpWUr3rIr56Yn4aS2vY/p3tbrXvXE9vf9O946r3ClxQ/5CCQDAEA0lAABDNJQAAAzRUAIAMERDCQDAEKe8t1k6zZVOF6Zx6YRbdRqwOv3dWj4Vl04up3lUpzvTCcLqVG1rrS0uLpa19JnVCeX3vrf+b6nqVG1r+RRs+szV1dWyVp0WXVhYKMekU31p/keOHClr1Vql76pO3LaWT4SmOVb7IJ24TfclnT5Nc3z99dcnXk+pCEk6qZtO0lfPWTpFn35zes7SZ1ankNPzl+7zzMxMWUvzr2rpfVolKbSWExPS/qje0T33srW8VhcuXChr1X1J76OHHnqorD322GNl7Zvf/GZZS6ey076qpLVKv61n76S5b/WJ7NbunFPZ1Tx6f7O/UAIAMERDCQDAEA0lAABDNJQAAAzRUAIAMERDCQDAkLs+Nqg63p6O5fceie856n/gwIGyluJ6UrRHikWo4hRefvnlcsypU6fKWorNmJ+fL2tVbFCKe0jSb06xJZW33367rKV4l96olrSOVTzG2tpaOaaKCmmttaNHj5a1FD9SRWeke5b2d4oUSnunql26dKkcs7y8XNZSVNK5c+fKWvW8p7lfu3atrKUYlPROqvZOGpOia9J9Sc9F9dvS/kixY2nte57p9LtWVlbKWlqrFEVUPS8pgia9W9K/L+nfgypO6/Dhw+WYdF+effbZrnFpH1S1nlim1nKEWFqrnZTmf6fEBm01f6EEAGCIhhIAgCEaSgAAhmgoAQAYoqEEAGCIhhIAgCF3fWxQj52MDUpSvESqpaiFalyK6HjttdfK2qc+9amylmKPqoiRFDOTfnOKY0njqgiJFHGRYid655jiR6qolkOHDpVjXnnllbKW4ot61n96erock6JwUrRHigBK0SSVFKOULCwslLUqiihF2ly9erWspT2X1rG6Z+k9kPZwipNJv636vj179pRjUvRVeg+n+Vfv4TSP2dnZspZig5LqM1O0WHoPpH0/NzdX1qr7kiKgXnjhhbL20ksvlbUUe5Rim6q9n/ZAWsc0Lr2je/RGEKbnvbcH2erP2+p5+AslAABDNJQAAAzRUAIAMERDCQDAEA0lAABDNJQAAAz5sYwN6o0BSHEEVWRCiuHoPbKf4iCq+JQUj5KiTtJ3pdiSSooRSfNI9yzFhVQxFym+I8WIpHmkmJykWsfLly+XY6ampspaii9Kc5yZmZl4fWlpqRyT1iPtnRSTU+2Ran6t5TikJI2rns/FxcVyzLFjx8paioVJcSzVPUtrmN4t6RlM77gqjqqKV2otvyPS/HukmK3eCJf5+fmyVr1r0/soRXql907aH9VvS7FuKTrqS1/6Uln7/ve/X9bOnz9f1qp17ImHupU0rvq+rY7P2Y7P3I45bjV/oQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAITsaG9Qb17OT80hS9EQVIZFiOFItzTFFcVQxKCm+KMW7rKyslLWeKJ+0hik2I0lRHLt37554PcXFpPVNUT5pHat5tFbvgxT/k9aq2out1fFWrdVxOCneJX1XkvZBtR5pTLpnKT4ljXvggQcmXu+NZUrPS9qPVdRJiiFK35X2TopxqfZO2vdpPdLeSdFG1T5Na/jiiy+Wtccee6yspfff6urqxOsp0iutb+96nDhxYuL1tO8ffPDBspZMT0+XtfQermLa0t5Jn5ekZ7p6h9wNkTxJb0+z1b/bXygBABiioQQAYIiGEgCAIRpKAACGaCgBABiyo6e874aTVL2npaqTsL2ntZN0OnxmZmbi9VOnTpVjZmdny9q9995b1k6fPl3WqvVIJyDTqdW0d3pOF6bT2ulEZTrh25MC0Fp9Ij6dCE17IN3PnpPS6TdXc2+t3out1feltdauXr068Xo6YZpO0afnLM2jWuP0eWmt0hzTe6La370nudNvTvesWv+lpaVyTHqm0zqm0+EHDx6ceP3ixYvlmIWFhbKW1iPt7+p+pvdH7zsurVW1T3v/vU3v9XQqOyVIVHNJn5fef0l6N/bYjr6l+sz0TG9HSk71mb2f5y+UAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBkR2ODku04Er+T86jiWFKEQc//xL61HEFTxTCkOJNHH320rD3wwANlLcVLbGxsTLzeG6NUfV5rOV6iivBI8R1pfVMt3bMUGVNFk6TolFRLqjin1lqbm5ubeD1Fe6TfnNb4wIEDZW1+fn7i9bR30v7ujV+qoqXS3Dc3N8tamuOhQ4fKWopj6RmT7lmKFzty5MjE6w899FA55ty5c2VtdXW1rKXYo2rvp3uZPu/SpUtlrYqwSrU0j7SHqzik1nJk1uLiYlmrpH26srJS1lIk0pUrV8paFUfV+z7tVa1/umfp3/2d7Fu2Yx5bPUd/oQQAYIiGEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIXdMbNDdoCc2KI1J0R4pxiCpojjS56U4kxSbUUVBtFZHe6RIihQb1DuuirxJMQtJiqDpjW6oxqXYjPR5aT1mZ2fLWrUPUsRIikNK819eXi5r1d5JESMpziTFqqRnsFrHtAfSM5Fici5evFjWqpii9F1pjlVMVWutPfLII2XtmWeemXj9xIkT5Zi09ilWKsVbVe+ytL5pf6R9tWvXrrJW7f3Dhw+XY9LvWlpaKmvpGaxiti5cuNA1j09+8pNlbWFhoawl1Rqnf5d6477SPeuJ9+v9t6J33E7OQ2wQAAB3FA0lAABDNJQAAAzRUAIAMERDCQDAEA0lAABD7pjYoN7j6z1H6XsjAtIcq6iTKrbmVvPoiZlJtaNHj5ZjUjRQitvY2Ngoa9XvrtaptRwjkqI9pqamyloVPZHW98aNG7f9ea3le11Fv7RWx7ikeaRInjSPtP7V9/VGR6W1Snunii9KkSVpD/TGL83NzU28fvr06XLMlStXytqRI0cf7IUvAAAfeElEQVTK2r59+8paFf+Svuv48eNlLa1HumfVuLSnUoRV0vNu7ImAai3v7xSzVcX1pGciRdqk93pa42r+6T2Q9L4/UhxVz3f1xPTdSk+/sNX/Fvd+193AXygBABiioQQAYIiGEgCAIRpKAACGaCgBABiioQQAYMgdExvUa6uP2aej/imqoIrwmJ6eLsekWJgUwZAidFKUSM93pRiR5eXlslbFoKR4lDSPtI49cU4p/iLNMUWMpM9McSHV/UwxKKurq2UtzfHs2bNl7fDhwxOvHzp0qByTnom0P9IcFxcXJ16vYnxa64/2qCKKWmvt3LlzE6+nCKj3ve99ZS3FyaTIrGr+6XedOXOmax4pfunee++deD29I9J97o1+qe51igbavXt3WUvPWRpXRRul90CKQ0rviOqZaK2O00r/viQvvvhiWUvPdPp3qdIbw5b+rUjr2NMv9MT/bMd3pc/b6mij3r7KXygBABiioQQAYIiGEgCAIRpKAACGaCgBABhy15/y3mrpFF6PdOKs98Rzz4mudDrv8ccfL2sPPPBAWatOF7ZWnyRNpz7T2qdaOtleneJ9/vnnyzHHjh3rqqVTiekEajXHdMJ0fn6+rCVra2tl7cKFCxOvp1Pe6cTz/v37y9rm5mZZq9YjrW/aH0tLS2UtrXH1fB4/frwck05Upj2QxlW/La1hOrl86dKlspb2R3Wv05je1Ix0r6t36uzsbDkmrUfaO2ke1SnqdF/Sfktrlea/sbEx8Xra98m//Mu/lLXqHdFafhf06D3lndaqume9J7l7Vf+G9/YfvafDt5q/UAIAMERDCQDAEA0lAABDNJQAAAzRUAIAMERDCQDAkLsiNmgnj8SnKIv0XXv37p14/Z133un6rp7og9bq2IEqWqK11p544omy9gu/8AtlrYoGaq2eYxUJ01qOiUgRNOm+VGuc7kuqpb2YIqJSZEx1b6ampsoxKSIlrVVa/yp+KUVZpLVP49L+rtY4xbEk169fL2sXL14sa9X8029eX18va717v6qlNUy1tL/T/FdWVm77u6anp8ta+s3pM6u9n56X9Pyl92lP7FuK2Uq/K0XhnDt3rqxVsU2HDx8ux7z22mtl7T/+4z/KWk9kXWv13k/vqiS9C9K+2up+oXc9ttpORgMl/kIJAMAQDSUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEO2PDZoOyJ+dvJofvquFCFRRZNU0RKttbZ79+4ffmI/5DyqmJwUV/Hcc8+Vteeff76sffazny1rZ8+enXg9rUeKmUlRECluo1rjz3zmM+WYFDNz+fLlspbiWNK+qubYG/2S1qonxmp1dbUck35Xui8pMqvaI1U0163mkdYj7bnqXqdYmIWFhbKWok5SpFAVa5PWMP2u3uirnvdVui9pf8/Pz5e1Kmom7bf0TKf7kn5zT6xU2ju9MUrVPlhaWirHpPv8/ve/v6ylfytSNFNVO3DgQDkmxTmlGLz0jttqvf1OVdvJqKGkt1fzF0oAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGLLlsUG9x82TnqP02xE1lMZVkQ8pJifFVaQIhhSPUUVZpEiKD33oQ2XtgQceKGspUuPKlSu3db21HO2RYlDSOqZxlZ6IjtbynktRFtUeSXunJzqqtfzbKuk+p7ibVJuZmSlr1XOW9nDv2k9NTZW12dnZidfT2vdGNvXcl/R56f3RGw1UfWb6rvS7pqenu2rVHNPapwia9N65evVqWav2R3rHffOb3yxrx48fL2spbqha4/T+SPFWaT3W19fLWhXnlKR/U9P+TnPs+bd/O/qWHnfKPHr5CyUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNny2KDtsNVH6XsjhVIETRXdkOIqUqxDbwTG3r17J15P8R0p9uPo0aNlLa1jNY80Jv3mNP+euIoUaZPmkWppf6QonyoeI31ein5Ja1Xdl9bqOKo0Ju3FVEuRINW96bnPt5pHih85cuTIxOvpXm5sbJS1tI5pHtU7Kd3ntL5pPZJq/av4nFt9V3oG096vop5SXE9vtFGK16nmn2Ld0vvv5MmTZa0n6i7tqRdffLGsvfTSS2Ut3ZdU69nDKVqsN+qp0hslmO7n3R4B1MNfKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGHJXnPK+U6RTW9Wpyt27d5dj0gm3dFo0fWZ1kjSdqFxdXS1r6cTc/Px8WatO/KWTrunz0tpXpz7TuPX19XJMWqvl5eWylu5nOhlcjUsnU1Mt7Z1Uq06nphOQ6X72JiZUz1I62ZlOvaf9keZR7YP0Xekkek9KRJLWIz0vaR4peaKSTpSn9UinslOt2nMpgWFubq7ruw4ePFjWNjc3J15P9zKdiD937lxZSyfHq/fmCy+8UI558skny1pax17VHkl7J70/0vu0J8Xlx/FE9nbwF0oAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGCI2aItUcQQ3btwox/RGCqWohapWRVy01tqzzz5b1r761a+Wtd/93d8ta4uLixOvnz9/vhyT4nrSOqZIjSpiJEXJpO9K9yXFbaQ4liqGZm1trRyT9kCKwEjzr/ZIiuhIsUEpniZ9Zs+zlL4rSc9FFc00PT1djkmRQul5T+tRzbEn8qi1HOWToruq9U+/OT2b6X6mWhXzk/Z97zORIoUWFhYmXk/rm94D6VlKteq988QTT5Rj/v3f/72spb2TpDWu9nda+zSP9Nz27oOtlmKPeuax1Z+XPrP38/yFEgCAIRpKAACGaCgBABiioQQAYIiGEgCAIRpKAACGiA36//RGDlSxCNevXy/H9ERB3KpWRZOkaI9Ue/zxx8vac889V9Z+9Vd/deL1tB6XL18ua2ntNzY2yloV05EiGHoibW41roqgaa2+nykWJsWqpPuZVBEevZ/XO66612kPpGcirX1PVFXaw1v9/kjzSJE2ae+kyKx0z6r3VYrJSWs/MzNT1lLEUuXAgQNlLa1vijK7evVqWZudnZ14/ezZs+WYFBuUInSWl5fLWrX+6bteffXVsnbq1Kmylv7NSqrflmKlUjRa7/uvJw4njUn/HiQ9cT3bEXm01Z/pL5QAAAzRUAIAMERDCQDAEA0lAABDNJQAAAzRUAIAMOSujw3qOX7f83m3UsV0pNiMFI0xPT1d1lJMThXPsLm5WY5J8RJvvPFGWfuLv/iLsvbYY49NvP6BD3ygHJPiOy5evFjWUlxIFXORYmZS5Epaq944mWqPpHlUkSWt5diMFINSrVVPhEtreY1TJEi1Hr2xO6m2sLBQ1qr7meaR9kCaR4reSZ9Z6Y3QSdbW1iZeT+uR3mNJ2sPVeqT9lqToqLRPL126dNtj0hzTs5k+s3onpci3119/vayltU9rlSKAKunf294osPSZWx2Tsx2RQnczf6EEAGCIhhIAgCEaSgAAhmgoAQAYoqEEAGCIhhIAgCF3fWzQVscA9KoiAlLcQ4pjmZqaKmtXrlwpa1XUQoqCSPEMMzMzZe273/1uWfv93//9idf/8A//sBzz6KOPlrW33nqrrFVRSa3VcUnpvvRGrvTGhVS1FA2UYmaSFEV048aNiddTHEh6/npjg6q9muae9nfvO6L6vvT89X5XigKrYnLSs5nietLzkqJOqnuWYo3m5+fLWtofKysrZa16b6a5p0ie3nHVPI4fP16OOXfuXFm7fPlyWUv37Jlnnrmt663l/ZYieXr3TvW+Sns4RRT1xrf1RPn0xv/0vAt28rvS9/V+nr9QAgAwREMJAMAQDSUAAEM0lAAADNFQAgAw5K4/5b3Vuk83Fad/02nW6gRya/2nsqv57927t2se6cTc0aNHy9qzzz478fpXvvKVcsxv/uZvlrX77ruvrKUT8dWpxB/84AflmOq0c2v5fqYTkOmEcnWqPP2udDqy93R1dXo5fV7PCfvW8inN6rel9UiJCemZTnOsTkCmFIDV1dWylk6Hp3Ws9mO6L0nai+kzq3dBOpma3h/pNHF6/1V7JyUw9KYRpH1afWa6z2k90n1J4y5dunRb11vLa9/7jkvrWO2RdIo+nURP9zrpOdV8pyTJbIet/m3+QgkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQ8QGbZHq+H2KN1heXu76rhRlUUU37NmzpxyTIil6YkRaa+1973vfxOtpPR5//PGylqIsPvWpT5W1xcXFiddTpEaKDUrrmKR1rOJCUtTT/v37y1qKLUkxEdVvS7Ew6bvSb07RO9XvTvstSfO/du3abddSRFHP72otx7Gsra1NvJ4iV9L+SOuRns/p6emJ11dWVsoxly9fLms9MTOt1Xs4rf3CwkJZS890itepntve2J20v0+ePFnWvvWtb028/vrrr5djkrS/Uy39tmqNU2xX2t9pjdM7rhqX9luSvqv3M3u+607hL5QAAAzRUAIAMERDCQDAEA0lAABDNJQAAAzRUAIAMERs0DaroiVuVUuRGj0RQCkeJcUQpXEpLqSa49LSUtd3pfiR5557rqxVcSFVnFBr/ZErKW7o1KlTZa2612keSYo6Sar5p32aoixSBE2KC6msr6+XtUOHDpW1dK/T/ayipdJvruKyWmttY2OjrKXIleqZOX/+fDkmRZIdO3asrKW9U8UGpbibCxculLV0X9I8qvdO2m9pD6e1n5+fL2tVBE36vLQHnn766bL2T//0T2XtzTffnHg9/eb0b0ia/8GDB7s+s3q3976resf1RO9sR1xP9ZlbHTXU+5m9v9lfKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGKKhBABgiNigH6EqdqK11lZXV8va7OxsWauiZq5cuVKOSfESaY7J2bNnJ15PcUgpSiZFFP3d3/1dWaviD377t3+7HLN3796y9v3vf7+sffazny1rDz74YFmrYj/S2qf1SDEuMzMzZa2K/UgREr3xEml/V5EgKcIlfV6KQUnzP3369MTru3btKsc8/PDDZS2NS3OsnosU09IbO5biWKp59EajXbx4saylZ7CKB0rPxNzcXFlL8Vxpra5evTrx+lNPPVWO+da3vlXWXnjhhbKWIqKq5z2tYbrPadzU1FRZS/E01T1Lz23aw73vne2I5anc6RFF28FfKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGKKhBABgyI9lbFCKDtjJI/YpFibNI8XrHDhw4LbnkeIZUoREmkcVkZKiQlKExDPPPNM1j0qKzUgRPyl2J0XG3HfffWXtsccem3g9xcw8/fTTZa03bqO612lMFQfSWn7O0m+r9kFv9NXGxkZZ2717d1l79NFHJ14/cuRIOebUqVNlLa3j4uJiWavWMd3n9LuquJvWWrt06VJZq56zFLuztLRU1lK8VYrrqWLT0uelyKmTJ0+Wta9//etl7fXXX594/eWXXy7HpHdVqqV7Vj1LaX+ktUqxdOm9md4FVSzW8vJyOaY3sm6r3Sn9wt3AXygBABiioQQAYIiGEgCAIRpKAACGaCgBABjyY3nK+075H8unz0unVntOR05PT5djbty4UdZ6T/VVa9x7Yi7Ncd++fWWt+t0rKyvlmFRL3/Xaa6+VtXQStjrV/JGPfKQcc+jQobL23HPPlbV0uro63ZlO3KZa+q50ArXaI2kvpu9K0rNUzSOdPk0n0dPJ6zSPqpbmkd4f6+vrZS3dz+okekqWSO+dlJiQ5lhJp+/Pnj1b1r73ve+VtX/+538ua9Up795/X9L+SO/Nah+k93N6Xnqf92vXrpW16p2anpc0/53kJPcP7864YwAA3LU0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADPmxjA3q1RMfsB3/Y/kUuVLF68zNzZVjUsRIbwxKJUWdpPXojViqoifS57311ltl7dSpU2XtzJkzZS1FCt1zz+THsIrxaa21Rx55pKyliJS0d6r7meI70uelWorJqSJNpqamyjFp76T9keZYfebm5mY5Ju2rVEufefXq1YnXU/RLb+RKFQ3UWh0Zk9ZwYWGhrKX7efHixbJ27ty5iderdWotP9OPP/54WUsRYtV6pHdcT/zPrcZV+zt9XopzOnjwYFlLEVEp6qlax57ouVvVeuL9RANtDX+hBABgiIYSAIAhGkoAAIZoKAEAGKKhBABgiIYSAIAhYoO22U7HEVSxQSmWpIq/aC3HDSVVBE2K4bh27VpZq6J1WssxEVX8yNraWjlm3759ZS3dzxQb9Prrr5e1+++/f+L1p59+uhyT5pjihlKEzs2bN2/rems5/ieNS/ux2jsppir9rkuXLpW1tA+qWJsUd5Nq6Ten56KK3kn3OT0Ty8vLZW1mZqasVXEyKaYqxcykOaZn6cKFCxOv/+d//mc55sknnyxraX+kKJxK2os9EWet9UUKpff6oUOHylqKFFpdXe2qVZFOaT16I7h6IoW2I95vOz7zTucvlAAADNFQAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwRGzQ/zJVVEsV29BajjdIERIpxqWKk0lxNylCIsVmpFr1mWnMlStXylqKe0i1FAtTfd/f/M3flGNSnMnnPve5spYiUqqIpXTPUtRJ2lcp0qSKrknru7Gx0VWrImhaa+3EiRMTr1cxPq21dv78+bKWnqX0mT3rsXfv3rKW9n6KCfvJn/zJidfT8/Inf/InZe2JJ54oa+l5qZ7p3kib3uia6h2XxqTnJdXSHKv38Pz8fDkm7Y/0vFy+fLmspTiqaq/uZDTQrcb12Oo53u1xQv5CCQDAEA0lAABDNJQAAAzRUAIAMERDCQDAEA0lAABDxAbdoVIcQVLFDlQRF7dyzz31FkmxFFUtxcWkaIw0/7RWVYxSsh1RFm+//XZZO3PmzMTrKTolRfnMzs6Wtf3795e1ao5TU1PlmM3NzbKW1irtnYMHD068nuJuUiRPivJ57bXXytri4uLE65/4xCfKMel5ef/733/b39Vavfd7Ylpay/clrdXJkycnXn/qqafKMV/72tfKWrXvW8vrWO259JvT56W4nhs3btz2Z+7atasc0/tuSe/Nau+nPZUi39IzneKXemOPeuxkNNB2uBvm2MNfKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGKKhBABgiNigO1RvrEBP3FCKiUhxG+vr62WtiqeZm5srx6RYmCtXrnSN29jYmHg9xVik+It0X3qjWqpx6XelqJYf/OAHZe3BBx8sax//+MfLWuXy5ctlrYr/6f3MFMfy5JNPlrW/+qu/Kmtpjau9+tM//dPlmLR3Lly4UNbSfan2TvrNKXIqrePp06fL2t/+7d9OvP69732vHJOijdJapee9eif1vjPTHkifWa1jivTqfUcsLS2VtSo26OrVq+WY9JsvXrxY1lL8WU80UPrN6fN617FnTO87/8eRv1ACADBEQwkAwBANJQAAQzSUAAAM0VACADDEKe8foe34H9z3jEvzuHnzZllLJzirE3oLCwvlmHQqOJ02T/M4cODAbX/e9evXu2pbfTr8xo0b5Zhz586VtXRK8+zZs2XtzJkzE6/fe++95Zh0EnPPnj1lbW1t7bbnkU5C7969u6ylZIF0qrlKMZiZmemaRzrl/ZWvfKWsVWv12muvlWPSKem0B6p0htbq0/dpTO+p4LR3qnHbcRp37969t13rPZ3c+/5LJ/or6flL6R29qt+90yeoe06A88PzF0oAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGPKe1pr/u/ldZiejD9J3pZicKjpj165d5Zj5+fmyliI1Njc3y1oVn5LmnuaY4lhSpNA777xT1qo13o7oqBSDMjs7e9tjNjY2ylqKT0lxVNVapT3wpS99qawdOXKkrP35n/95Wau+7/777y/HTE9Pl7Xjx4+XtZdffrmsfeMb35h4PUXrpDiktD9S7FF1P1OkTdoDSYobqp6XNI/0HkvPe4pEqn5berekeaT7mZ7BKgIovavS85f2R3qPbXVk3U5G57E1/IUSAIAhGkoAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIaIDfoR6o3/SbEIKbKi5/N6Y4N67Nu3r6ylSKEq7qa1OtZmfX39h5/Y/yPFZiQppqNa4xQjku5LivLpiU/pjViampoqa2kdqxio9F0/8zM/U9ZSnNPJkyfL2tLS0sTrTzzxRDlmZmamrH3oQx8qax/+8IfL2osvvjjx+ptvvlmOOXPmTFlL+6onFiZFA6X4nxTzk95JVS3t0/SOSONSXE9VS/st1ZL03Fafmd4DvdFAaa16/h1Je2cn4/FEDW0Nf6EEAGCIhhIAgCEaSgAAhmgoAQAYoqEEAGCIhhIAgCFig+5CPXEK2xGLkObRExORYkRSXMWBAwfKWhX9kqytrd32mFvN49q1a2WtihTqjXdJEUU3btwoa9W9SVEnu3fvLmsp5ieNq/ZOWsPFxcWylvZVivnZv3//xOtVjE9reX+n6Ku5ubmyVt2zCxcu3PaY1vJzm6K7qvXvjTFLtZ7IrLTvq3vZWt6n6Zmu9nDap1euXOmqpfilav17IqBG9MbP9YzpiZVi+/kLJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAMqfM0+F+lJ7ahtf4Ihio+Jc0jxVykOJYUt1HNf2pqqhyTolNSrTcGZWNjY+L1lZWVckyKOpmeni5rKT6lijvp3Tubm5tlLcXaVHNMa58iY9K+mp2dLWt79+6deD1FUb311ltl7fLly2Xt6tWrZa36bWkNU1RS2h/pXlfPYHpHpH2anpc0xyquJ70HUpRPdZ9by+tRrX/1PLeW92l6x6Vx1fr3PrfJTkbyiP+5+/gLJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQ5zyvgv1nH5LJ/56T9Nt9Sm83s97++23y9r6+vrE6+mEbDp9mtYxnUKem5srazMzMxOvp9+V5pHGpdOi1UnYNPd0gjqt4/Xr18taNcd0Qj39rvRdCwsLZa06pZ7WvueU9K3GVetY7ZvW8snldPK65zRx+q70TKdxae9U+zTd5/RMpD2cxlXvkLSGvfPYSemebXVayHb8u8SPjr9QAgAwREMJAMAQDSUAAEM0lAAADNFQAgAwREMJAMCQ97TWnM1ny1VxEL2RFFsdx5KiU1LtnnvqpK3du3d3jZuenp54PcX1rK6ulrW0xim2pJIiXFJEytWrV2/7u1qr55/WMEUKVdFRrbV25MiRslbdl42Nja7v6o2qqvZ3ig1Kn7dnz56ylqJrqvuZ9lR6ltI+7Ym36tnbt9LzLPW+q5I7JV5nJ+dxp3xXItrof/IXSgAAhmgoAQAYoqEEAGCIhhIAgCEaSgAAhmgoAQAYUudwwICeOIWdjGBI35WiU9K43tqVK1cmXk+xOym6Zmpqqqyl6J0qOiPF3aTflWKUUkxH9bs3NzfLMVWUTGv5N+/bt6+szc/PT7yeol9SdE1aj7TnKr17ON3Pnu9L9yVJc0zr2BPxkmKIUsRSzzupJ8bsVu6UeJre2Ldq3J0Sh3SnrO/dzl8oAQAYoqEEAGCIhhIAgCEaSgAAhmgoAQAYoqEEAGDIe1przsvfZe6UqAX+p127dpW1FF3T83nXr18va2l/pHlUUS0phmjv3r1lLUX5HDhwoKxV8Topnib95j179pS1FBlTjbt48WI5JsU5JSlSqLpn6Xel2J1U64m+SmPSdyVbHb2TPi/p+a4f13ewf5fwF0oAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIZoKAEAGCI2CLZIT8RIkiJtUqTQO++801Wr5p9+V29EURo3PT098XqKKEqxO0mKIqqsra2VtRRPk+aY7nX1mem7UlxP2gMp3mWr93dPRNGtahWRNrD9/IUSAIAhGkoAAIZoKAEAGKKhBABgiIYSAIAhTnnDXaj3xG3PuN4Tt+m70in16sRzGpNOlKdTzdWJ8tZam5+fn3h9ZWWlHJNOa+/Zs6esXb58uaxVJ7Zv3rxZjknSevTYyZPht/q+nVT9tjtlfrDT/IUSAIAhGkoAAIZoKAEAGKKhBABgiIYSAIAhGkoAAIaIDYIfI9sR47LVquid3viiFDe0e/fusrZ3796J11M0UIrkuXHjRlm7fv16WXv33XfLGsCdwl8oAQAYoqEEAGCIhhIAgCEaSgAAhmgoAQAYoqEEAGCI2CCgW4rQSXE3PfFFKRoofV6qpUihnjmm39wb/1P97rQeSfpdvZ8J4C+UAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEbBBw19vJKJzeiKI0j52co2ggYDv4CyUAAEM0lAAADNFQAgAwREMJAMAQDSUAAEM0lAAADLnnRz0BgP8t3n333R/1FFprooGAnecvlAAADNFQAgAwREMJAMAQDSUAAEM0lAAADHlPa81xQAAAuvkLJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADBEQwkAwBANJQAAQzSUAAAM0VACADDk/wDT8u5qd6c0LQAAAABJRU5ErkJggg==" y="-7.36"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pc1e48c7af8)" d="M 226.169072 71.375544 L 226.985567 72.191577 L 226.169072 73.007609 L 225.352577 72.191577 L 226.169072 71.375544 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 249.030928 71.375544 L 250.663918 71.375544 L 252.296907 71.375544 L 253.113402 72.191577 L 253.929897 73.007609 L 254.746392 73.823642 L 254.746392 75.455707 L 253.929897 76.271739 L 252.296907 76.271739 L 250.663918 76.271739 L 249.847423 77.087772 L 249.030928 77.903805 L 247.397938 77.903805 L 246.581443 77.087772 L 246.581443 75.455707 L 245.764948 74.639674 L 244.948454 73.823642 L 245.764948 73.007609 L 247.397938 73.007609 L 248.214433 72.191577 L 249.030928 71.375544 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 219.637113 74.639674 L 220.453608 75.455707 L 220.453608 77.087772 L 219.637113 77.903805 L 218.820619 77.087772 L 218.820619 75.455707 L 219.637113 74.639674 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 214.738144 82.8 L 216.371134 82.8 L 217.187629 83.616033 L 217.187629 85.248098 L 218.004124 86.06413 L 219.637113 86.06413 L 220.453608 86.880163 L 220.453608 88.512228 L 219.637113 89.328261 L 218.004124 89.328261 L 217.187629 88.512228 L 216.371134 87.696195 L 214.738144 87.696195 L 213.921649 86.880163 L 213.921649 85.248098 L 213.921649 83.616033 L 214.738144 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 257.195876 84.432065 L 258.828866 84.432065 L 259.645361 85.248098 L 259.645361 86.880163 L 259.645361 88.512228 L 258.828866 89.328261 L 257.195876 89.328261 L 256.379381 88.512228 L 256.379381 86.880163 L 256.379381 85.248098 L 257.195876 84.432065 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 211.472165 95.856521 L 212.28866 96.672554 L 213.105155 97.488586 L 213.921649 98.304619 L 213.105155 99.120651 L 212.28866 99.936684 L 211.472165 100.752717 L 210.65567 99.936684 L 210.65567 98.304619 L 210.65567 96.672554 L 211.472165 95.856521 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 219.637113 99.120651 L 221.270103 99.120651 L 222.903093 99.120651 L 224.536082 99.120651 L 225.352577 99.936684 L 224.536082 100.752717 L 223.719588 101.568749 L 222.903093 102.384782 L 221.270103 102.384782 L 220.453608 101.568749 L 219.637113 100.752717 L 218.820619 99.936684 L 219.637113 99.120651 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 252.296907 99.120651 L 253.929897 99.120651 L 254.746392 99.936684 L 254.746392 101.568749 L 253.929897 102.384782 L 253.113402 101.568749 L 252.296907 100.752717 L 251.480412 99.936684 L 252.296907 99.120651 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pc1e48c7af8)" d="M 222.903093 79.53587 L 223.719588 80.351902 L 223.719588 81.983967 L 222.903093 82.8 L 221.270103 82.8 L 220.453608 81.983967 L 221.270103 81.167935 L 222.086598 80.351902 L 222.903093 79.53587 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 252.296907 79.53587 L 253.929897 79.53587 L 254.746392 80.351902 L 253.929897 81.167935 L 252.296907 81.167935 L 251.480412 80.351902 L 252.296907 79.53587 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 252.296907 82.8 L 253.113402 83.616033 L 253.113402 85.248098 L 252.296907 86.06413 L 251.480412 85.248098 L 251.480412 83.616033 L 252.296907 82.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 252.296907 89.328261 L 253.113402 90.144293 L 252.296907 90.960326 L 251.480412 90.144293 L 252.296907 89.328261 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 237.6 90.960326 L 238.416495 91.776358 L 239.23299 92.592391 L 240.049485 93.408423 L 239.23299 94.224456 L 237.6 94.224456 L 236.783505 93.408423 L 236.783505 91.776358 L 237.6 90.960326 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 218.004124 94.224456 L 218.820619 95.040489 L 218.004124 95.856521 L 217.187629 95.040489 L 218.004124 94.224456 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 231.068041 94.224456 L 231.884536 95.040489 L 231.068041 95.856521 L 230.251546 95.040489 L 231.068041 94.224456 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 235.96701 97.488586 L 237.6 97.488586 L 238.416495 98.304619 L 238.416495 99.936684 L 238.416495 101.568749 L 238.416495 103.200814 L 237.6 104.016847 L 236.783505 103.200814 L 235.96701 102.384782 L 235.150515 103.200814 L 234.334021 104.016847 L 233.517526 103.200814 L 233.517526 101.568749 L 234.334021 100.752717 L 235.150515 99.936684 L 235.150515 98.304619 L 235.96701 97.488586 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 235.96701 104.016847 L 236.783505 104.832879 L 235.96701 105.648912 L 235.150515 104.832879 L 235.96701 104.016847 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc1e48c7af8)" d="M 253.929897 105.648912 L 254.746392 106.464945 L 253.929897 107.280977 L 253.113402 106.464945 L 253.929897 105.648912 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pc1e48c7af8)" d="M 237.6 40.197438 L 239.23299 40.318248 L 244.131959 40.261578 L 245.764948 40.706543 L 246.277643 41.182339 L 247.397938 41.918571 L 249.030928 41.820494 L 250.663918 42.084995 L 252.296907 43.463473 L 253.929897 43.309581 L 255.562887 43.696051 L 256.238334 44.446469 L 257.195876 45.262502 L 258.828866 46.243793 L 260.461856 46.894567 L 262.094845 47.285739 L 262.468649 47.710599 L 263.727835 48.538915 L 265.360825 48.51072 L 266.993814 48.773084 L 267.599274 49.342664 L 268.626804 52.667042 L 270.259794 53.522948 L 271.892784 53.458909 L 275.158763 55.265498 L 275.910652 55.870925 L 278.424742 58.47123 L 278.911896 59.135055 L 278.968675 60.767121 L 280.368525 62.399186 L 281.9151 64.031251 L 282.192099 65.663316 L 284.587266 73.823642 L 284.661033 75.455707 L 284.458395 77.087772 L 284.442967 78.719837 L 284.626087 80.351902 L 285.338969 81.983967 L 284.560219 83.616033 L 284.393169 85.248098 L 284.956701 86.967648 L 284.286492 90.144293 L 284.47577 93.408423 L 284.190815 99.936684 L 284.320033 101.568749 L 284.590791 103.200814 L 283.681221 104.832879 L 283.323711 105.214542 L 281.690722 107.467727 L 281.123532 108.09701 L 280.969215 109.729075 L 280.945503 111.36114 L 277.701043 114.62527 L 277.631505 116.257336 L 276.164054 117.889401 L 276.481041 119.521466 L 276.053102 121.153531 L 275.98422 124.417661 L 275.158763 125.233694 L 237.6 125.233694 L 235.96701 123.601629 L 200.041237 123.598793 L 199.22758 122.785596 L 198.914964 121.153531 L 197.805429 119.521466 L 197.591753 117.889401 L 197.14561 116.257336 L 196.775258 115.900387 L 194.325773 112.993205 L 194.218563 111.36114 L 193.509278 110.716684 L 191.876289 108.913042 L 189.533618 106.464945 L 190.142226 104.832879 L 189.340665 103.200814 L 186.394559 99.936684 L 186.283935 98.304619 L 186.495703 95.040489 L 187.496472 93.408423 L 187.935876 91.776358 L 188.051169 90.144293 L 188.000575 88.512228 L 188.174528 83.616033 L 188.183074 78.719837 L 188.052072 77.087772 L 188.38575 75.455707 L 190.031494 73.823642 L 190.110375 72.191577 L 189.7885 70.559511 L 190.243299 68.474848 L 191.227487 65.663316 L 191.65286 64.031251 L 191.876289 63.807949 L 193.726544 62.399186 L 196.775258 58.38585 L 197.297715 57.50299 L 197.796048 55.870925 L 198.408247 55.410631 L 200.041237 54.934299 L 203.307216 53.586374 L 206.329561 52.606795 L 211.472165 49.967634 L 214.738144 47.207439 L 216.371134 45.734283 L 218.004124 44.061394 L 219.637113 43.611206 L 221.270103 42.164919 L 222.903093 41.201679 L 224.536082 41.601242 L 226.169072 41.560197 L 227.802062 41.639009 L 229.435052 41.549503 L 232.701031 42.59506 L 234.334021 41.60259 L 235.96701 41.400219 L 236.185843 41.182339 L 237.6 40.197438 L 237.6 40.197438 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 26.846253 L 180.92625 26.846253 L 180.92625 15.232503 L 174.24 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 24.350628)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 26.846253 L 300.96 26.846253 L 300.96 15.232503 L 292.621875 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 24.350628)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 157.874997 L 195.1575 157.874997 L 195.1575 146.261247 L 158.4 146.261247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-30 --> <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"/> <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(158.4 155.379372)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-30"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p18944d44bb)"> <image height="150.24" id="imagee6687330ee" transform="scale(1 -1)translate(0 -150.24)" width="158.64" x="317" xlink:href="data:image/png;base64,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" y="-7.36"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p18944d44bb)" d="M 384.569072 58.319023 L 385.385567 59.135055 L 385.385567 60.767121 L 384.569072 61.583153 L 383.752577 62.399186 L 382.936082 63.215218 L 382.119588 64.031251 L 381.303093 64.847283 L 380.486598 65.663316 L 379.670103 66.479349 L 378.853608 67.295381 L 379.670103 68.111414 L 380.486598 68.927446 L 381.303093 69.743479 L 382.119588 70.559511 L 382.936082 71.375544 L 384.569072 71.375544 L 386.202062 71.375544 L 387.835052 71.375544 L 388.651546 72.191577 L 388.651546 73.823642 L 387.835052 74.639674 L 387.018557 75.455707 L 387.018557 77.087772 L 386.202062 77.903805 L 385.385567 77.087772 L 384.569072 76.271739 L 383.752577 75.455707 L 382.936082 74.639674 L 381.303093 74.639674 L 379.670103 74.639674 L 378.037113 74.639674 L 377.220619 75.455707 L 376.404124 76.271739 L 375.587629 77.087772 L 375.587629 78.719837 L 374.771134 79.53587 L 373.954639 78.719837 L 373.138144 77.903805 L 372.321649 77.087772 L 371.505155 76.271739 L 370.68866 75.455707 L 369.872165 74.639674 L 369.05567 73.823642 L 369.05567 72.191577 L 368.239175 71.375544 L 367.42268 70.559511 L 368.239175 69.743479 L 369.872165 69.743479 L 371.505155 69.743479 L 372.321649 68.927446 L 372.321649 67.295381 L 373.138144 66.479349 L 373.954639 65.663316 L 373.954639 64.031251 L 374.771134 63.215218 L 376.404124 63.215218 L 378.037113 63.215218 L 379.670103 63.215218 L 380.486598 62.399186 L 381.303093 61.583153 L 382.119588 60.767121 L 382.936082 59.951088 L 383.752577 59.135055 L 384.569072 58.319023 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 410.696907 61.583153 L 412.329897 61.583153 L 413.146392 62.399186 L 413.962887 63.215218 L 414.779381 64.031251 L 414.779381 65.663316 L 414.779381 67.295381 L 415.595876 68.111414 L 417.228866 68.111414 L 418.045361 68.927446 L 418.861856 69.743479 L 419.678351 70.559511 L 420.494845 71.375544 L 422.127835 71.375544 L 422.94433 72.191577 L 422.94433 73.823642 L 422.94433 75.455707 L 422.94433 77.087772 L 422.94433 78.719837 L 422.94433 80.351902 L 422.127835 81.167935 L 421.31134 81.983967 L 422.127835 82.8 L 422.94433 83.616033 L 422.94433 85.248098 L 422.94433 86.880163 L 422.94433 88.512228 L 422.94433 90.144293 L 422.94433 91.776358 L 422.94433 93.408423 L 423.760825 94.224456 L 424.57732 95.040489 L 424.57732 96.672554 L 423.760825 97.488586 L 422.94433 96.672554 L 422.127835 95.856521 L 421.31134 95.040489 L 421.31134 93.408423 L 421.31134 91.776358 L 420.494845 90.960326 L 419.678351 90.144293 L 418.861856 89.328261 L 418.045361 88.512228 L 418.045361 86.880163 L 418.861856 86.06413 L 419.678351 85.248098 L 418.861856 84.432065 L 418.045361 83.616033 L 418.045361 81.983967 L 418.045361 80.351902 L 417.228866 79.53587 L 416.412371 78.719837 L 415.595876 77.903805 L 414.779381 77.087772 L 413.962887 76.271739 L 413.146392 75.455707 L 412.329897 74.639674 L 410.696907 74.639674 L 409.880412 75.455707 L 409.063918 76.271739 L 408.247423 77.087772 L 408.247423 78.719837 L 407.430928 79.53587 L 406.614433 80.351902 L 406.614433 81.983967 L 406.614433 83.616033 L 406.614433 85.248098 L 406.614433 86.880163 L 407.430928 87.696195 L 408.247423 88.512228 L 408.247423 90.144293 L 407.430928 90.960326 L 405.797938 90.960326 L 404.164948 90.960326 L 403.348454 90.144293 L 402.531959 89.328261 L 401.715464 88.512228 L 401.715464 86.880163 L 401.715464 85.248098 L 401.715464 83.616033 L 401.715464 81.983967 L 402.531959 81.167935 L 403.348454 80.351902 L 404.164948 79.53587 L 404.981443 78.719837 L 405.797938 77.903805 L 406.614433 77.087772 L 406.614433 75.455707 L 405.797938 74.639674 L 404.981443 73.823642 L 404.981443 72.191577 L 405.797938 71.375544 L 406.614433 70.559511 L 405.797938 69.743479 L 404.981443 68.927446 L 405.797938 68.111414 L 407.430928 68.111414 L 409.063918 68.111414 L 409.880412 67.295381 L 410.696907 66.479349 L 411.513402 65.663316 L 411.513402 64.031251 L 410.696907 63.215218 L 409.880412 62.399186 L 410.696907 61.583153 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 381.303093 77.903805 L 382.936082 77.903805 L 383.752577 78.719837 L 382.936082 79.53587 L 382.119588 80.351902 L 382.119588 81.983967 L 382.119588 83.616033 L 381.303093 84.432065 L 380.486598 85.248098 L 379.670103 86.06413 L 378.037113 86.06413 L 377.220619 85.248098 L 377.220619 83.616033 L 377.220619 81.983967 L 377.220619 80.351902 L 378.037113 79.53587 L 379.670103 79.53587 L 380.486598 78.719837 L 381.303093 77.903805 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 373.138144 79.53587 L 373.954639 80.351902 L 373.954639 81.983967 L 373.138144 82.8 L 372.321649 81.983967 L 372.321649 80.351902 L 373.138144 79.53587 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 387.835052 79.53587 L 389.468041 79.53587 L 390.284536 80.351902 L 390.284536 81.983967 L 390.284536 83.616033 L 391.101031 84.432065 L 391.917526 85.248098 L 391.917526 86.880163 L 391.101031 87.696195 L 390.284536 88.512228 L 389.468041 89.328261 L 388.651546 90.144293 L 387.835052 90.960326 L 386.202062 90.960326 L 385.385567 90.144293 L 384.569072 89.328261 L 383.752577 88.512228 L 384.569072 87.696195 L 385.385567 86.880163 L 386.202062 86.06413 L 387.018557 85.248098 L 387.018557 83.616033 L 387.018557 81.983967 L 387.018557 80.351902 L 387.835052 79.53587 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 412.329897 79.53587 L 413.146392 80.351902 L 413.962887 81.167935 L 414.779381 81.983967 L 413.962887 82.8 L 413.146392 83.616033 L 412.329897 84.432065 L 410.696907 84.432065 L 409.880412 83.616033 L 410.696907 82.8 L 411.513402 81.983967 L 411.513402 80.351902 L 412.329897 79.53587 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 371.505155 86.06413 L 372.321649 86.880163 L 372.321649 88.512228 L 371.505155 89.328261 L 370.68866 88.512228 L 370.68866 86.880163 L 371.505155 86.06413 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 369.872165 89.328261 L 370.68866 90.144293 L 370.68866 91.776358 L 369.872165 92.592391 L 369.05567 93.408423 L 368.239175 94.224456 L 367.42268 95.040489 L 366.606186 95.856521 L 365.789691 95.040489 L 365.789691 93.408423 L 366.606186 92.592391 L 367.42268 91.776358 L 368.239175 90.960326 L 369.05567 90.144293 L 369.872165 89.328261 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 397.63299 92.592391 L 398.449485 93.408423 L 398.449485 95.040489 L 398.449485 96.672554 L 398.449485 98.304619 L 399.265979 99.120651 L 400.082474 99.936684 L 399.265979 100.752717 L 397.63299 100.752717 L 396.816495 101.568749 L 396 102.384782 L 395.183505 101.568749 L 394.36701 100.752717 L 392.734021 100.752717 L 391.917526 99.936684 L 391.917526 98.304619 L 391.917526 96.672554 L 392.734021 95.856521 L 393.550515 95.040489 L 394.36701 94.224456 L 396 94.224456 L 396.816495 93.408423 L 397.63299 92.592391 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 364.973196 95.856521 L 365.789691 96.672554 L 364.973196 97.488586 L 364.156701 96.672554 L 364.973196 95.856521 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 404.164948 97.488586 L 404.981443 98.304619 L 404.164948 99.120651 L 403.348454 98.304619 L 404.164948 97.488586 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 410.696907 97.488586 L 411.513402 98.304619 L 410.696907 99.120651 L 409.880412 98.304619 L 410.696907 97.488586 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 425.393814 97.488586 L 426.210309 98.304619 L 425.393814 99.120651 L 424.57732 98.304619 L 425.393814 97.488586 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 412.329897 99.120651 L 413.962887 99.120651 L 414.779381 99.936684 L 413.962887 100.752717 L 412.329897 100.752717 L 411.513402 99.936684 L 412.329897 99.120651 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p18944d44bb)" d="M 379.670103 76.271739 L 380.486598 77.087772 L 380.486598 78.719837 L 380.486598 80.351902 L 379.670103 81.167935 L 378.853608 81.983967 L 378.853608 83.616033 L 378.853608 85.248098 L 378.037113 86.06413 L 376.404124 86.06413 L 375.587629 85.248098 L 375.587629 83.616033 L 375.587629 81.983967 L 376.404124 81.167935 L 377.220619 80.351902 L 378.037113 79.53587 L 378.853608 78.719837 L 378.853608 77.087772 L 379.670103 76.271739 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 391.101031 89.328261 L 391.917526 90.144293 L 392.734021 90.960326 L 393.550515 90.144293 L 394.36701 89.328261 L 395.183505 90.144293 L 396 90.960326 L 396.816495 91.776358 L 396 92.592391 L 394.36701 92.592391 L 393.550515 93.408423 L 392.734021 94.224456 L 391.917526 95.040489 L 391.101031 95.856521 L 389.468041 95.856521 L 388.651546 95.040489 L 389.468041 94.224456 L 390.284536 93.408423 L 390.284536 91.776358 L 390.284536 90.144293 L 391.101031 89.328261 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 400.898969 90.960326 L 401.715464 91.776358 L 400.898969 92.592391 L 400.082474 91.776358 L 400.898969 90.960326 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 381.303093 94.224456 L 382.936082 94.224456 L 383.752577 95.040489 L 384.569072 95.856521 L 386.202062 95.856521 L 387.835052 95.856521 L 388.651546 96.672554 L 389.468041 97.488586 L 390.284536 98.304619 L 389.468041 99.120651 L 388.651546 99.936684 L 388.651546 101.568749 L 387.835052 102.384782 L 386.202062 102.384782 L 385.385567 101.568749 L 386.202062 100.752717 L 387.018557 99.936684 L 386.202062 99.120651 L 385.385567 99.936684 L 384.569072 100.752717 L 383.752577 99.936684 L 383.752577 98.304619 L 382.936082 97.488586 L 381.303093 97.488586 L 379.670103 97.488586 L 378.853608 98.304619 L 378.037113 99.120651 L 376.404124 99.120651 L 375.587629 98.304619 L 376.404124 97.488586 L 377.220619 96.672554 L 378.037113 95.856521 L 379.670103 95.856521 L 380.486598 95.040489 L 381.303093 94.224456 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 394.36701 94.224456 L 395.183505 95.040489 L 394.36701 95.856521 L 393.550515 95.040489 L 394.36701 94.224456 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 400.898969 94.224456 L 401.715464 95.040489 L 400.898969 95.856521 L 400.082474 95.040489 L 400.898969 94.224456 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 392.734021 95.856521 L 393.550515 96.672554 L 394.36701 97.488586 L 395.183505 96.672554 L 396 95.856521 L 396.816495 96.672554 L 397.63299 97.488586 L 399.265979 97.488586 L 400.898969 97.488586 L 401.715464 96.672554 L 402.531959 95.856521 L 404.164948 95.856521 L 405.797938 95.856521 L 406.614433 96.672554 L 406.614433 98.304619 L 406.614433 99.936684 L 405.797938 100.752717 L 404.164948 100.752717 L 403.348454 101.568749 L 402.531959 102.384782 L 400.898969 102.384782 L 399.265979 102.384782 L 397.63299 102.384782 L 396 102.384782 L 394.36701 102.384782 L 392.734021 102.384782 L 391.917526 101.568749 L 391.917526 99.936684 L 391.917526 98.304619 L 391.917526 96.672554 L 392.734021 95.856521 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p18944d44bb)" d="M 412.329897 104.016847 L 413.146392 104.832879 L 412.329897 105.648912 L 411.513402 104.832879 L 412.329897 104.016847 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p18944d44bb)" d="M 386.202062 33.790193 L 399.265979 33.828362 L 400.898969 34.100743 L 401.443514 34.654078 L 402.531959 35.553427 L 405.797938 35.477575 L 407.430928 35.470111 L 409.063918 35.740739 L 409.664336 36.286143 L 410.696907 37.042241 L 412.329897 37.074813 L 413.962887 38.547262 L 417.228866 40.796382 L 418.861856 41.383418 L 420.494845 42.22166 L 425.393814 42.138807 L 427.026804 42.186621 L 428.255 42.814404 L 428.709721 44.446469 L 429.654131 46.078534 L 430.292784 46.609471 L 431.925773 46.515806 L 433.558763 46.758635 L 435.191753 48.708851 L 437.310985 50.97473 L 437.576976 52.606795 L 438.747011 54.23886 L 440.090722 55.054893 L 441.723711 55.673112 L 443.356701 57.506741 L 445.180045 59.135055 L 445.116393 60.767121 L 446.544999 62.399186 L 446.695933 64.031251 L 447.382383 65.663316 L 448.484236 67.295381 L 448.113523 68.927446 L 448.25567 71.051413 L 447.901855 75.455707 L 447.94525 77.087772 L 448.25567 78.74598 L 447.943859 80.351902 L 447.891866 83.616033 L 447.713742 86.880163 L 447.838279 88.512228 L 448.382275 90.144293 L 449.134147 91.776358 L 447.859776 93.408423 L 448.25567 93.843589 L 449.190229 95.040489 L 450.243567 96.672554 L 450.945938 98.304619 L 451.091911 99.936684 L 451.502461 101.568749 L 450.797448 103.200814 L 450.910525 104.832879 L 450.897067 106.464945 L 450.615475 108.09701 L 448.880544 109.729075 L 448.25567 110.353595 L 446.62268 111.590361 L 444.989691 111.371853 L 441.723711 111.415256 L 440.090722 111.782318 L 438.457732 111.887884 L 437.698529 112.993205 L 437.59495 114.62527 L 436.824742 115.29101 L 435.191753 115.163359 L 434.478781 116.257336 L 435.549432 117.889401 L 434.776988 119.521466 L 435.191753 119.935486 L 436.008247 121.153531 L 436.008247 124.417661 L 434.40398 126.049726 L 434.075743 127.681792 L 433.558763 128.72989 L 431.925773 129.070292 L 431.682071 129.313857 L 431.140222 130.945922 L 430.292784 131.761954 L 415.595876 131.76133 L 413.962887 130.128156 L 360.074227 130.129889 L 358.9048 129.313857 L 357.618779 127.681792 L 356.808247 127.02558 L 355.991753 126.049726 L 356.196723 124.417661 L 356.634351 122.785596 L 356.329784 121.153531 L 356.808247 120.585414 L 358.441237 120.632446 L 359.227846 119.521466 L 358.441237 117.799503 L 356.808247 118.020751 L 355.175258 117.655609 L 354.612065 116.257336 L 354.374117 114.62527 L 354.007281 112.993205 L 353.194496 111.36114 L 352.838557 109.729075 L 351.909278 108.794506 L 348.643299 108.817036 L 347.010309 108.535593 L 345.37732 107.347323 L 343.74433 107.364607 L 342.11134 106.756212 L 341.819908 106.464945 L 340.478351 104.757757 L 339.699325 103.200814 L 339.7921 101.568749 L 339.770404 99.936684 L 340.119255 98.304619 L 340.325868 96.672554 L 339.76072 95.040489 L 339.975953 93.408423 L 341.629864 90.144293 L 341.716603 81.983967 L 341.715227 78.719837 L 342.11134 76.863041 L 342.638178 75.455707 L 343.376959 73.823642 L 342.563771 72.191577 L 342.039903 70.559511 L 341.740472 68.927446 L 345.055132 64.031251 L 345.37732 63.442575 L 346.301152 62.399186 L 347.010309 61.990173 L 348.643299 61.36857 L 349.04862 60.767121 L 348.791721 59.135055 L 349.170258 57.50299 L 350.964152 55.870925 L 352.598948 54.23886 L 353.542268 53.487468 L 355.175258 53.352653 L 355.704343 52.606795 L 355.663399 50.97473 L 359.053238 47.710599 L 360.490268 46.078534 L 360.667592 44.446469 L 361.707216 43.544334 L 366.606186 40.321958 L 371.505155 40.366306 L 373.138144 40.183235 L 374.771134 38.673991 L 376.404124 38.811959 L 378.037113 38.585615 L 378.704898 37.918208 L 380.157657 36.286143 L 381.303093 35.39842 L 382.936082 35.517462 L 384.569072 35.246635 L 385.156415 34.654078 L 386.202062 33.790193 L 386.202062 33.790193 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 26.846253 L 339.32625 26.846253 L 339.32625 15.232503 L 332.64 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 24.350628)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 26.846253 L 459.36 26.846253 L 459.36 15.232503 L 451.021875 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 24.350628)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 157.874997 L 345.9225 157.874997 L 345.9225 146.261247 L 316.8 146.261247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-6 --> <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(316.8 155.379372)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-36"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p12c3d97206)"> <image height="150.24" id="image6751412aac" transform="scale(1 -1)translate(0 -150.24)" width="158.16" x="475" xlink:href="data:image/png;base64,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" y="-7.36"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p12c3d97206)" d="M 539.703093 58.319023 L 541.336082 58.319023 L 542.969072 58.319023 L 543.785567 59.135055 L 543.785567 60.767121 L 544.602062 61.583153 L 545.418557 62.399186 L 546.235052 63.215218 L 547.051546 64.031251 L 547.868041 64.847283 L 548.684536 65.663316 L 547.868041 66.479349 L 546.235052 66.479349 L 544.602062 66.479349 L 542.969072 66.479349 L 541.336082 66.479349 L 539.703093 66.479349 L 538.886598 67.295381 L 538.070103 68.111414 L 537.253608 68.927446 L 538.070103 69.743479 L 538.886598 70.559511 L 538.886598 72.191577 L 538.070103 73.007609 L 537.253608 73.823642 L 538.070103 74.639674 L 538.886598 75.455707 L 539.703093 76.271739 L 540.519588 77.087772 L 540.519588 78.719837 L 540.519588 80.351902 L 541.336082 81.167935 L 542.152577 81.983967 L 542.152577 83.616033 L 542.152577 85.248098 L 542.152577 86.880163 L 542.152577 88.512228 L 541.336082 89.328261 L 540.519588 90.144293 L 539.703093 90.960326 L 538.886598 91.776358 L 538.070103 92.592391 L 537.253608 93.408423 L 536.437113 94.224456 L 535.620619 95.040489 L 534.804124 95.856521 L 533.987629 95.040489 L 533.171134 94.224456 L 532.354639 93.408423 L 532.354639 91.776358 L 532.354639 90.144293 L 533.171134 89.328261 L 534.804124 89.328261 L 535.620619 88.512228 L 536.437113 87.696195 L 537.253608 86.880163 L 537.253608 85.248098 L 537.253608 83.616033 L 536.437113 82.8 L 535.620619 81.983967 L 535.620619 80.351902 L 534.804124 79.53587 L 533.171134 79.53587 L 532.354639 78.719837 L 532.354639 77.087772 L 533.171134 76.271739 L 533.987629 75.455707 L 533.171134 74.639674 L 532.354639 75.455707 L 531.538144 76.271739 L 529.905155 76.271739 L 529.08866 75.455707 L 529.08866 73.823642 L 529.08866 72.191577 L 529.08866 70.559511 L 529.08866 68.927446 L 529.08866 67.295381 L 529.905155 66.479349 L 530.721649 65.663316 L 530.721649 64.031251 L 531.538144 63.215218 L 533.171134 63.215218 L 534.804124 63.215218 L 535.620619 62.399186 L 536.437113 61.583153 L 537.253608 60.767121 L 538.070103 59.951088 L 538.886598 59.135055 L 539.703093 58.319023 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p12c3d97206)" d="M 564.197938 61.583153 L 565.830928 61.583153 L 567.463918 61.583153 L 569.096907 61.583153 L 570.729897 61.583153 L 572.362887 61.583153 L 573.179381 62.399186 L 573.995876 63.215218 L 574.812371 64.031251 L 575.628866 64.847283 L 576.445361 65.663316 L 577.261856 66.479349 L 578.078351 67.295381 L 578.894845 68.111414 L 579.71134 68.927446 L 580.527835 69.743479 L 581.34433 70.559511 L 581.34433 72.191577 L 581.34433 73.823642 L 582.160825 74.639674 L 582.97732 75.455707 L 582.160825 76.271739 L 581.34433 77.087772 L 580.527835 77.903805 L 579.71134 78.719837 L 578.894845 79.53587 L 578.078351 80.351902 L 577.261856 81.167935 L 576.445361 81.983967 L 577.261856 82.8 L 578.078351 83.616033 L 578.078351 85.248098 L 578.078351 86.880163 L 578.078351 88.512228 L 578.078351 90.144293 L 577.261856 90.960326 L 576.445361 91.776358 L 576.445361 93.408423 L 575.628866 94.224456 L 573.995876 94.224456 L 572.362887 94.224456 L 571.546392 93.408423 L 570.729897 92.592391 L 569.913402 91.776358 L 569.096907 90.960326 L 567.463918 90.960326 L 566.647423 90.144293 L 566.647423 88.512228 L 566.647423 86.880163 L 567.463918 86.06413 L 568.280412 85.248098 L 568.280412 83.616033 L 567.463918 82.8 L 566.647423 81.983967 L 567.463918 81.167935 L 568.280412 80.351902 L 569.096907 79.53587 L 569.913402 78.719837 L 569.913402 77.087772 L 570.729897 76.271739 L 571.546392 75.455707 L 571.546392 73.823642 L 570.729897 73.007609 L 569.913402 72.191577 L 570.729897 71.375544 L 571.546392 70.559511 L 570.729897 69.743479 L 569.913402 68.927446 L 569.096907 68.111414 L 567.463918 68.111414 L 566.647423 67.295381 L 565.830928 66.479349 L 564.197938 66.479349 L 562.564948 66.479349 L 561.748454 65.663316 L 561.748454 64.031251 L 562.564948 63.215218 L 563.381443 62.399186 L 564.197938 61.583153 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p12c3d97206)" d="M 546.235052 71.375544 L 547.051546 72.191577 L 546.235052 73.007609 L 545.418557 72.191577 L 546.235052 71.375544 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p12c3d97206)" d="M 547.868041 73.007609 L 549.501031 73.007609 L 550.317526 73.823642 L 551.134021 74.639674 L 552.76701 74.639674 L 553.583505 75.455707 L 554.4 76.271739 L 555.216495 77.087772 L 554.4 77.903805 L 552.76701 77.903805 L 551.950515 77.087772 L 551.134021 76.271739 L 550.317526 77.087772 L 549.501031 77.903805 L 548.684536 77.087772 L 547.868041 76.271739 L 547.051546 75.455707 L 547.051546 73.823642 L 547.868041 73.007609 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p12c3d97206)" d="M 560.931959 74.639674 L 561.748454 75.455707 L 560.931959 76.271739 L 560.115464 75.455707 L 560.931959 74.639674 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p12c3d97206)" d="M 573.995876 81.167935 L 573.179381 81.983967 L 573.179381 83.616033 L 573.179381 85.248098 L 572.362887 86.06413 L 571.546392 86.880163 L 571.546392 88.512228 L 572.362887 89.328261 L 573.995876 89.328261 L 574.812371 88.512228 L 574.812371 86.880163 L 574.812371 85.248098 L 574.812371 83.616033 L 574.812371 81.983967 L 573.995876 81.167935 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p12c3d97206)" d="M 531.538144 82.8 L 533.171134 82.8 L 533.987629 83.616033 L 533.171134 84.432065 L 532.354639 85.248098 L 532.354639 86.880163 L 532.354639 88.512228 L 531.538144 89.328261 L 530.721649 88.512228 L 530.721649 86.880163 L 530.721649 85.248098 L 530.721649 83.616033 L 531.538144 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p12c3d97206)" d="M 544.602062 76.271739 L 546.235052 76.271739 L 547.051546 77.087772 L 546.235052 77.903805 L 544.602062 77.903805 L 543.785567 77.087772 L 544.602062 76.271739 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p12c3d97206)" d="M 544.602062 30.54828 L 546.235052 30.756724 L 546.850625 31.389948 L 547.868041 32.20598 L 551.134021 32.157217 L 552.76701 33.82057 L 556.03299 33.817163 L 557.665979 33.85213 L 559.298969 33.699987 L 560.931959 32.226196 L 562.564948 33.863552 L 565.830928 33.85152 L 569.096907 33.864514 L 570.729897 34.011567 L 572.362887 35.316075 L 573.995876 35.810423 L 574.471867 36.286143 L 575.878804 37.918208 L 577.261856 38.957445 L 578.894845 39.137871 L 579.307481 39.550274 L 580.527835 40.549105 L 583.793814 41.315237 L 585.426804 43.241428 L 587.059794 44.787351 L 588.803635 46.078534 L 589.444578 47.710599 L 591.958763 50.014534 L 593.591753 50.031161 L 595.817111 52.606795 L 597.353412 54.23886 L 597.319895 55.870925 L 598.983849 57.50299 L 598.904834 59.135055 L 600.123711 60.821643 L 603.249343 64.031251 L 603.648649 65.663316 L 605.382392 68.927446 L 605.02268 70.658518 L 605.896223 72.191577 L 607.065156 73.823642 L 606.65567 75.698593 L 606.799785 77.087772 L 606.65567 80.484293 L 606.07041 81.983967 L 604.629315 83.616033 L 604.782909 85.248098 L 604.559661 88.512228 L 605.16732 90.144293 L 604.621938 91.776358 L 604.629655 93.408423 L 604.400134 95.040489 L 607.600132 98.304619 L 607.817478 101.568749 L 607.691794 103.200814 L 607.03324 104.832879 L 606.65567 105.232441 L 605.915777 106.464945 L 606.107421 108.09701 L 605.663327 109.729075 L 605.02268 110.295757 L 600.940206 114.62527 L 599.834019 116.257336 L 599.327965 117.889401 L 598.490722 118.649327 L 596.857732 120.337498 L 595.224742 121.969564 L 593.591753 123.403948 L 591.958763 123.289858 L 585.426804 123.239328 L 583.793814 123.428136 L 578.894845 123.482483 L 577.261856 123.237039 L 575.185862 121.153531 L 573.995876 120.515441 L 570.729897 120.554514 L 569.096907 121.54965 L 567.463918 121.972055 L 565.830928 123.466392 L 565.014433 124.417661 L 564.197938 126.050652 L 562.564948 126.494871 L 560.931959 126.644215 L 560.514562 127.681792 L 560.143976 129.313857 L 559.644475 130.945922 L 559.298969 131.291232 L 557.665979 131.987333 L 556.03299 131.972393 L 554.4 132.152746 L 551.134021 132.14113 L 549.501031 131.761978 L 548.992705 130.945922 L 548.395004 127.681792 L 547.868041 126.346197 L 546.228818 126.049726 L 544.602062 124.211674 L 542.95297 122.785596 L 541.336082 121.692005 L 539.703093 121.638091 L 539.209012 121.153531 L 538.070103 120.328736 L 536.437113 120.671552 L 534.804124 120.658122 L 534.121279 121.153531 L 533.171134 121.998395 L 531.538144 122.396052 L 531.14838 122.785596 L 529.891281 124.417661 L 528.23179 126.049726 L 526.639175 125.832882 L 525.006186 123.926535 L 523.373196 121.546829 L 521.740206 121.672752 L 516.841237 121.572094 L 515.208247 121.579534 L 513.575258 121.388347 L 513.357137 121.153531 L 511.942268 120.408699 L 506.469099 114.62527 L 504.887769 112.993205 L 504.504549 111.36114 L 503.771795 109.729075 L 503.18068 108.09701 L 503.108018 106.464945 L 502.543358 104.832879 L 501.142444 103.200814 L 500.51134 102.597335 L 499.817154 101.568749 L 500.033497 98.304619 L 500.51134 96.596134 L 502.14433 96.231314 L 504.039265 95.040489 L 505.073795 93.408423 L 504.992968 91.776358 L 505.084961 88.512228 L 505.226146 80.351902 L 503.731352 78.719837 L 503.974794 70.559511 L 503.82145 68.927446 L 503.944819 67.295381 L 504.617474 65.663316 L 505.751822 64.031251 L 505.976025 62.399186 L 507.773242 60.767121 L 514.269544 54.23886 L 515.80089 52.606795 L 516.841237 50.718862 L 517.374278 49.342664 L 520.107216 46.871168 L 521.32106 46.078534 L 521.740206 45.583969 L 522.377897 44.446469 L 525.006186 41.734292 L 528.789429 37.918208 L 529.905155 37.020676 L 533.171134 37.043291 L 534.804124 36.8363 L 538.070103 33.684418 L 539.703093 33.504548 L 540.166818 33.022013 L 541.336082 32.089449 L 542.969072 31.926514 L 543.512817 31.389948 L 544.602062 30.54828 L 544.602062 30.54828 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 26.846253 L 497.72625 26.846253 L 497.72625 15.232503 L 491.04 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 24.350628)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 26.846253 L 617.76 26.846253 L 617.76 15.232503 L 609.421875 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 24.350628)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 157.874997 L 507.628125 157.874997 L 507.628125 146.261247 L 475.2 146.261247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=18 --> <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 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(475.2 155.379372)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-38"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p799b115fef)"> <image height="150.24" id="image306ba414d8" transform="scale(1 -1)translate(0 -150.24)" width="158.4" x="634" xlink:href="data:image/png;base64,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" y="-7.36"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p799b115fef)" d="M 699.736082 61.583153 L 700.552577 62.399186 L 701.369072 63.215218 L 702.185567 64.031251 L 703.002062 64.847283 L 703.818557 65.663316 L 703.818557 67.295381 L 703.818557 68.927446 L 704.635052 69.743479 L 705.451546 70.559511 L 705.451546 72.191577 L 705.451546 73.823642 L 704.635052 74.639674 L 703.818557 73.823642 L 703.002062 73.007609 L 702.185567 72.191577 L 701.369072 71.375544 L 699.736082 71.375544 L 698.103093 71.375544 L 697.286598 72.191577 L 697.286598 73.823642 L 697.286598 75.455707 L 696.470103 76.271739 L 695.653608 77.087772 L 696.470103 77.903805 L 697.286598 78.719837 L 696.470103 79.53587 L 694.837113 79.53587 L 694.020619 78.719837 L 693.204124 77.903805 L 692.387629 77.087772 L 692.387629 75.455707 L 693.204124 74.639674 L 694.020619 73.823642 L 694.020619 72.191577 L 694.837113 71.375544 L 695.653608 70.559511 L 696.470103 69.743479 L 697.286598 68.927446 L 698.103093 68.111414 L 698.919588 67.295381 L 698.103093 66.479349 L 697.286598 65.663316 L 697.286598 64.031251 L 698.103093 63.215218 L 698.919588 62.399186 L 699.736082 61.583153 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p799b115fef)" d="M 725.863918 64.847283 L 727.496907 64.847283 L 729.129897 64.847283 L 729.946392 65.663316 L 730.762887 66.479349 L 731.579381 67.295381 L 731.579381 68.927446 L 731.579381 70.559511 L 731.579381 72.191577 L 732.395876 73.007609 L 733.212371 73.823642 L 734.028866 74.639674 L 734.845361 75.455707 L 734.028866 76.271739 L 733.212371 77.087772 L 733.212371 78.719837 L 734.028866 79.53587 L 734.845361 80.351902 L 734.028866 81.167935 L 732.395876 81.167935 L 731.579381 80.351902 L 731.579381 78.719837 L 731.579381 77.087772 L 730.762887 76.271739 L 729.946392 75.455707 L 729.129897 74.639674 L 727.496907 74.639674 L 726.680412 73.823642 L 725.863918 73.007609 L 725.047423 73.823642 L 724.230928 74.639674 L 723.414433 73.823642 L 723.414433 72.191577 L 722.597938 71.375544 L 721.781443 70.559511 L 721.781443 68.927446 L 722.597938 68.111414 L 723.414433 67.295381 L 724.230928 66.479349 L 725.047423 65.663316 L 725.863918 64.847283 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p799b115fef)" d="M 717.698969 76.271739 L 719.331959 76.271739 L 720.148454 77.087772 L 719.331959 77.903805 L 717.698969 77.903805 L 716.882474 77.087772 L 717.698969 76.271739 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p799b115fef)" d="M 712.8 66.479349 L 713.616495 67.295381 L 714.43299 68.111414 L 715.249485 68.927446 L 715.249485 70.559511 L 715.249485 72.191577 L 715.249485 73.823642 L 716.065979 74.639674 L 716.882474 75.455707 L 716.882474 77.087772 L 716.882474 78.719837 L 716.065979 79.53587 L 714.43299 79.53587 L 713.616495 78.719837 L 714.43299 77.903805 L 715.249485 77.087772 L 714.43299 76.271739 L 712.8 76.271739 L 711.983505 75.455707 L 711.983505 73.823642 L 711.983505 72.191577 L 711.983505 70.559511 L 711.983505 68.927446 L 711.983505 67.295381 L 712.8 66.479349 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p799b115fef)" d="M 711.16701 76.271739 L 711.983505 77.087772 L 711.16701 77.903805 L 710.350515 77.087772 L 711.16701 76.271739 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p799b115fef)" d="M 716.065979 35.470111 L 720.964948 35.511223 L 722.597938 37.078445 L 724.230928 38.114011 L 725.863918 38.645794 L 729.129897 38.671011 L 731.46284 41.182339 L 732.395876 42.030894 L 735.661856 42.003154 L 737.334626 42.814404 L 738.927835 43.81377 L 740.560825 45.403673 L 742.193814 45.637264 L 742.635334 46.078534 L 745.459794 49.465845 L 749.574167 54.23886 L 749.883603 55.870925 L 750.358763 56.303029 L 751.256822 57.50299 L 755.807524 62.399186 L 755.670083 64.031251 L 757.456117 65.663316 L 757.247622 67.295381 L 758.523711 68.979351 L 758.808741 70.559511 L 758.707682 72.191577 L 760.156701 73.92096 L 760.412266 75.455707 L 760.219497 77.087772 L 760.260735 80.351902 L 760.12011 81.983967 L 760.156701 85.328637 L 759.781631 86.880163 L 758.359685 88.512228 L 758.282584 90.144293 L 758.06226 91.776358 L 756.797542 93.408423 L 756.55297 95.040489 L 754.865145 99.936684 L 754.712844 101.568749 L 753.229944 104.832879 L 754.62773 106.464945 L 754.090515 108.09701 L 754.931832 109.729075 L 754.49384 111.36114 L 755.257732 112.51556 L 755.787273 112.993205 L 755.257732 113.556319 L 754.590811 114.62527 L 755.257732 115.541425 L 755.9174 116.257336 L 756.049946 117.889401 L 753.624742 122.987169 L 752.585422 124.417661 L 750.358763 126.663242 L 748.725773 126.521753 L 747.092784 128.013432 L 745.459794 128.089204 L 743.826804 128.978855 L 742.193814 128.794853 L 737.294845 128.718552 L 734.028866 125.870247 L 732.395876 124.778029 L 730.762887 125.05473 L 729.129897 124.877367 L 728.66993 124.417661 L 726.714606 122.785596 L 725.863918 122.037872 L 725.064801 121.153531 L 724.744291 119.521466 L 724.025951 117.889401 L 723.704422 116.257336 L 726.848142 112.993205 L 726.911033 111.36114 L 725.159697 109.729075 L 724.712878 108.09701 L 724.012346 106.464945 L 723.71354 104.832879 L 722.597938 103.8043 L 720.964948 103.80915 L 719.331959 103.098898 L 717.698969 101.176259 L 716.065979 100.003998 L 714.43299 100.159779 L 711.16701 100.024804 L 708.968882 99.936684 L 707.901031 99.794084 L 706.268041 100.450685 L 704.635052 101.726075 L 703.002062 101.727032 L 701.621022 103.200814 L 701.036406 104.832879 L 700.760276 106.464945 L 700.778425 111.36114 L 700.436649 112.993205 L 699.543676 114.62527 L 699.186461 116.257336 L 702.375324 119.521466 L 702.345358 121.153531 L 700.657801 122.785596 L 697.767837 126.049726 L 695.871921 127.681792 L 694.837113 128.612897 L 689.938144 128.554574 L 688.305155 128.574669 L 686.672165 128.450223 L 685.9926 127.681792 L 685.039175 126.865759 L 678.507216 126.857674 L 676.874227 125.224363 L 675.606155 124.417661 L 674.828802 122.785596 L 671.975258 120.1729 L 670.886641 119.521466 L 669.860107 117.889401 L 670.342268 117.349773 L 671.075554 116.257336 L 671.12354 114.62527 L 670.342268 112.594364 L 669.840136 111.36114 L 669.687484 109.729075 L 669.848685 104.832879 L 669.770143 103.200814 L 669.884221 101.568749 L 669.85795 99.936684 L 669.969803 98.304619 L 670.793132 96.672554 L 670.106595 95.040489 L 669.278673 91.776358 L 668.664573 90.144293 L 668.398297 88.512228 L 667.076289 84.151772 L 666.952774 83.616033 L 667.076289 81.388121 L 667.187111 80.351902 L 667.161264 78.719837 L 667.356798 77.087772 L 667.267297 73.823642 L 667.556437 68.927446 L 669.159695 67.295381 L 669.00987 65.663316 L 669.469943 64.031251 L 672.549726 60.767121 L 672.372907 59.135055 L 674.13857 57.50299 L 674.066085 55.870925 L 675.572471 54.23886 L 680.41404 49.342664 L 681.773196 48.34186 L 683.406186 48.203304 L 683.89917 47.710599 L 685.281195 46.078534 L 686.877035 44.446469 L 688.305155 43.235722 L 689.938144 43.290469 L 691.571134 42.461257 L 693.367841 41.182339 L 694.837113 39.851484 L 696.470103 39.858073 L 696.778077 39.550274 L 698.157471 37.918208 L 699.736082 36.913491 L 701.369072 36.957449 L 703.002062 36.784457 L 712.8 36.942443 L 714.43299 36.729056 L 714.876153 36.286143 L 716.065979 35.470111 L 716.065979 35.470111 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 26.846253 L 656.12625 26.846253 L 656.12625 15.232503 L 649.44 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 24.350628)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 26.846253 L 776.16 26.846253 L 776.16 15.232503 L 767.821875 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 24.350628)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 157.874997 L 666.028125 157.874997 L 666.028125 146.261247 L 633.6 146.261247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=42 --> <defs> <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"/> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(633.6 155.379372)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-34"/> <use x="206.591797" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#pbe7aa24606)"> <image height="150.24" id="imagea42e469ab8" transform="scale(1 -1)translate(0 -150.24)" width="158.4" x="792" xlink:href="data:image/png;base64,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" y="-7.36"/> </g> <g id="LineCollection_16"/> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#pbe7aa24606)" d="M 867.934021 44.574123 L 869.56701 45.058925 L 870.410568 46.078534 L 871.2 46.639732 L 874.465979 46.652595 L 880.997938 46.683796 L 882.630928 48.146526 L 883.450895 49.342664 L 885.896907 51.790762 L 890.795876 51.845796 L 893.026853 54.23886 L 894.061856 55.095818 L 895.694845 55.635507 L 895.930397 55.870925 L 896.670939 57.50299 L 897.327835 58.22227 L 898.960825 58.675494 L 900.593814 60.233055 L 902.331141 60.767121 L 903.859794 62.412656 L 904.495171 64.031251 L 904.250965 65.663316 L 904.551057 67.295381 L 905.085253 68.927446 L 905.492784 69.394942 L 907.125773 71.525887 L 907.66571 72.191577 L 907.518583 73.823642 L 907.766127 75.455707 L 910.884858 78.719837 L 910.764108 80.351902 L 910.447194 81.983967 L 910.482801 83.616033 L 910.337593 85.248098 L 910.391753 87.402259 L 910.282436 88.512228 L 910.915051 90.144293 L 910.254845 91.776358 L 911.238165 93.408423 L 911.801279 95.040489 L 912.00747 96.672554 L 911.769883 98.304619 L 910.391753 100.39753 L 909.782302 101.568749 L 908.316313 103.200814 L 907.582143 104.832879 L 905.423549 106.464945 L 904.826885 108.09701 L 903.859794 108.779037 L 900.593814 108.630077 L 898.960825 108.671245 L 897.327835 107.98422 L 895.694845 107.016944 L 894.061856 107.147621 L 885.896907 107.010602 L 884.263918 107.313683 L 882.630928 108.366405 L 880.997938 108.270873 L 879.364948 107.577596 L 877.731959 106.116264 L 876.098969 106.903927 L 874.465979 107.189743 L 872.83299 108.604027 L 871.2 109.55891 L 869.56701 109.069506 L 867.934021 107.451819 L 866.301031 106.2966 L 864.668041 106.075486 L 859.769072 106.024172 L 858.136082 105.867644 L 856.503093 105.465841 L 853.237113 105.502324 L 846.705155 105.5708 L 845.072165 105.795282 L 843.439175 107.013266 L 841.806186 107.42394 L 838.540206 107.383883 L 836.907216 107.077106 L 836.346047 106.464945 L 835.274227 104.731731 L 833.329554 103.200814 L 831.960162 101.568749 L 830.139835 98.304619 L 830.008753 96.672554 L 830.088575 88.512228 L 832.053652 85.248098 L 832.674653 83.616033 L 834.00665 81.983967 L 833.824661 80.351902 L 834.037163 77.087772 L 833.641237 75.350006 L 834.13988 73.823642 L 835.821332 72.191577 L 837.364054 70.559511 L 837.224598 68.927446 L 837.602456 67.295381 L 838.889076 65.663316 L 840.481642 64.031251 L 842.251401 62.399186 L 842.408412 60.767121 L 843.539495 59.135055 L 845.072165 58.088425 L 846.705155 57.938897 L 848.338144 56.415181 L 849.971134 56.308919 L 850.409376 55.870925 L 850.598888 54.23886 L 851.604124 52.600476 L 854.870103 49.476714 L 856.503093 49.64744 L 858.136082 49.69349 L 859.816872 49.342664 L 861.402062 47.80023 L 861.682209 47.710599 L 863.035052 47.076569 L 864.668041 47.103243 L 866.460393 46.078534 L 867.934021 44.574123 L 867.934021 44.574123 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 26.846253 L 814.52625 26.846253 L 814.52625 15.232503 L 807.84 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 24.350628)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 26.846253 L 934.56 26.846253 L 934.56 15.232503 L 926.221875 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 24.350628)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 157.874997 L 824.428125 157.874997 L 824.428125 146.261247 L 792 146.261247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=67 --> <defs> <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(792 155.379372)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-37"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#pfd2584e744)"> <image height="150.24" id="imaged3ffc03ead" transform="scale(1 -1)translate(0 -150.24)" width="158.4" x="950" xlink:href="data:image/png;base64,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" y="-7.36"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#pfd2584e744)" d="M 1024.701031 67.95972 L 1026.334021 67.696352 L 1027.96701 67.707417 L 1029.6 68.179638 L 1030.129409 68.927446 L 1031.23299 70.233175 L 1032.865979 70.136225 L 1034.498969 70.198699 L 1036.131959 70.212223 L 1037.764948 70.243407 L 1039.397938 70.243363 L 1041.030928 70.261246 L 1042.663918 70.160027 L 1043.700721 70.559511 L 1042.663918 71.289358 L 1041.030928 70.996014 L 1040.242543 72.191577 L 1041.030928 72.963846 L 1042.663918 72.77318 L 1044.296907 72.915297 L 1045.929897 72.876491 L 1047.562887 73.636271 L 1047.714905 73.823642 L 1049.195876 74.934827 L 1050.828866 74.921278 L 1051.646799 75.455707 L 1052.461856 76.180231 L 1053.732801 77.087772 L 1054.094845 77.330295 L 1055.328207 78.719837 L 1055.727835 79.70559 L 1056.01205 80.351902 L 1055.727835 80.750121 L 1054.949832 81.983967 L 1055.069047 83.616033 L 1055.727835 84.418487 L 1056.301202 85.248098 L 1057.330122 86.880163 L 1057.360825 86.905764 L 1058.539755 88.512228 L 1058.993814 89.618205 L 1059.195729 90.144293 L 1058.993814 90.613554 L 1058.544144 91.776358 L 1057.360825 92.93894 L 1055.727835 92.953017 L 1054.094845 92.952956 L 1052.461856 92.995018 L 1050.828866 92.809576 L 1049.917288 93.408423 L 1049.195876 93.914527 L 1047.562887 93.948275 L 1046.943424 93.408423 L 1045.929897 92.677328 L 1044.930692 93.408423 L 1044.544344 95.040489 L 1044.296907 95.458625 L 1043.673442 96.672554 L 1042.663918 97.494679 L 1041.659243 98.304619 L 1041.030928 98.888476 L 1039.397938 99.905162 L 1039.366398 99.936684 L 1037.764948 101.103045 L 1037.29898 101.568749 L 1036.131959 102.501212 L 1035.277129 103.200814 L 1034.498969 104.153228 L 1032.865979 104.244497 L 1031.23299 104.111886 L 1029.6 103.238512 L 1027.96701 103.534451 L 1026.334021 103.454377 L 1024.701031 103.496805 L 1023.068041 103.373986 L 1021.435052 103.747315 L 1020.802298 103.200814 L 1019.932339 101.568749 L 1019.802062 101.26255 L 1019.35636 99.936684 L 1019.007268 98.304619 L 1018.169072 97.202939 L 1017.514127 96.672554 L 1016.536082 95.533831 L 1016.204587 95.040489 L 1015.9472 93.408423 L 1014.903093 92.670764 L 1013.270103 92.846039 L 1011.637113 92.792492 L 1010.004124 92.790456 L 1008.371134 92.829655 L 1006.738144 92.658713 L 1005.328978 93.408423 L 1005.105155 93.539306 L 1003.472165 93.657429 L 1002.582476 93.408423 L 1001.839175 92.997442 L 1001.049852 91.776358 L 1000.215907 90.144293 L 1000.587741 88.512228 L 1001.127122 86.880163 L 1001.839175 85.804102 L 1002.202441 85.248098 L 1002.167699 83.616033 L 1002.931314 81.983967 L 1003.472165 81.486619 L 1005.105155 80.954871 L 1005.716945 80.351902 L 1006.738144 78.913841 L 1006.928488 78.719837 L 1007.857251 77.087772 L 1008.371134 76.391632 L 1009.104623 75.455707 L 1010.004124 74.678881 L 1011.637113 74.776386 L 1013.270103 74.16257 L 1013.609224 73.823642 L 1014.903093 72.891342 L 1016.536082 72.411879 L 1018.169072 72.673036 L 1019.335506 72.191577 L 1019.802062 71.862159 L 1020.686804 70.559511 L 1021.435052 69.932731 L 1023.068041 69.58191 L 1023.530871 68.927446 L 1024.701031 67.95972 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 26.846253 L 972.92625 26.846253 L 972.92625 15.232503 L 966.24 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 24.350628)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 26.846253 L 1092.96 26.846253 L 1092.96 15.232503 L 1084.621875 15.232503 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 24.350628)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 157.874997 L 982.828125 157.874997 L 982.828125 146.261247 L 950.4 146.261247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=91 --> <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(950.4 155.379372)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-39"/> <use x="206.591797" xlink:href="#DejaVuSans-31"/> </g> </g> </g> </g> <defs> <clipPath id="p90352b5405"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p4e16b40e0f"> <rect height="150.149994" width="158.4" x="0" y="7.725003"/> </clipPath> <clipPath id="pc1e48c7af8"> <rect height="150.149994" width="158.4" x="158.4" y="7.725003"/> </clipPath> <clipPath id="p18944d44bb"> <rect height="150.149994" width="158.4" x="316.8" y="7.725003"/> </clipPath> <clipPath id="p12c3d97206"> <rect height="150.149994" width="158.4" x="475.2" y="7.725003"/> </clipPath> <clipPath id="p799b115fef"> <rect height="150.149994" width="158.4" x="633.6" y="7.725003"/> </clipPath> <clipPath id="pbe7aa24606"> <rect height="150.149994" width="158.4" x="792" y="7.725003"/> </clipPath> <clipPath id="pfd2584e744"> <rect height="150.149994" width="158.4" x="950.4" y="7.725003"/> </clipPath> </defs></g>
  6. </g>
  7. </svg>