| 1234567 |
- <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">
- <g>
- <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-635512d7-d274-4f2e-8522-b36a779ebcdc"> <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(#pbd1ed556e0)"> <image height="165.6" id="image2407afab1d" 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(#p3a3e7fcd52)"> <image height="165.6" id="image4f33fc9268" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="8" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_1"> <path clip-path="url(#p3a3e7fcd52)" d="M 73.985796 111.891892 L 75.475568 111.891892 L 76.220455 112.637838 L 76.220455 114.12973 L 76.220455 115.621622 L 75.475568 116.367568 L 74.730682 115.621622 L 74.730682 114.12973 L 73.985796 113.383784 L 73.240909 112.637838 L 73.985796 111.891892 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3a3e7fcd52)" d="M 84.414204 111.891892 L 85.159091 112.637838 L 84.414204 113.383784 L 83.669318 112.637838 L 84.414204 111.891892 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p3a3e7fcd52)" d="M 103.78125 52.855479 L 105.271022 52.791178 L 105.459463 52.962162 L 106.760795 53.821854 L 108.250568 54.506693 L 110.726316 57.437838 L 111.574441 58.92973 L 112.179067 60.421622 L 115.699431 64.0541 L 116.444318 64.897297 L 116.460509 66.389189 L 119.383571 69.372973 L 119.423863 70.864865 L 120.523157 72.356757 L 120.913636 73.848649 L 120.913636 75.340541 L 121.885322 76.832432 L 122.28867 78.324324 L 123.148295 79.554072 L 124.638068 79.46776 L 126.367287 81.308108 L 126.872727 82.8 L 126.872727 85.783784 L 126.12784 87.348506 L 125.382954 88.767568 L 125.387932 90.259459 L 125.145305 91.751351 L 124.401278 93.243243 L 123.960052 94.735135 L 123.683755 96.227027 L 123.148295 96.763249 L 121.658522 97.701019 L 114.581994 97.718919 L 115.075518 99.210811 L 115.699431 99.863889 L 117.189204 99.932125 L 117.82735 100.702703 L 117.934091 103.686486 L 119.295218 105.178378 L 119.423863 106.67027 L 120.16875 107.716967 L 120.644207 108.162162 L 120.913636 109.654054 L 121.858004 111.145946 L 122.404693 112.637838 L 121.506828 114.12973 L 120.16875 115.626549 L 119.397345 117.113514 L 119.460929 118.605405 L 119.011157 120.097297 L 118.678977 120.42995 L 117.934091 121.589189 L 117.768771 123.081081 L 117.189204 123.661472 L 116.444318 124.572973 L 116.36426 126.064865 L 113.464772 129.048649 L 113.464772 130.540541 L 109.740341 134.356473 L 108.250568 135.787762 L 106.760795 135.990034 L 103.78125 135.948821 L 102.291477 137.475223 L 100.801704 137.435464 L 99.311932 139.020286 L 94.842613 138.944058 L 93.352841 140.404818 L 82.924432 140.403403 L 81.434659 140.732595 L 79.589759 142.475676 L 78.455114 142.768697 L 76.965341 142.768697 L 75.475568 142.242635 L 73.985796 142.242636 L 72.496023 141.558499 L 66.536932 141.604021 L 65.047159 140.735502 L 63.557387 140.378892 L 62.067614 139.054025 L 59.088068 138.998986 L 57.598296 137.471281 L 56.108523 137.470578 L 54.61875 135.916768 L 53.128978 135.91668 L 47.169887 129.797638 L 45.680114 129.798791 L 44.945166 129.048649 L 44.118603 127.556757 L 43.499694 126.064865 L 43.445455 124.572973 L 42.142646 123.081081 L 41.955682 121.589189 L 41.210796 120.551932 L 40.744429 120.097297 L 41.291538 117.113514 L 41.210796 116.996416 L 40.614077 115.621622 L 40.465909 114.12973 L 41.004696 112.637838 L 41.210796 112.431445 L 42.166169 111.145946 L 42.26389 109.654054 L 44.190341 107.811899 L 44.935228 106.67027 L 43.512189 105.178378 L 44.935228 103.686486 L 45.011238 100.702703 L 44.798799 99.210811 L 44.190341 97.717883 L 38.23125 97.717357 L 37.639365 96.227027 L 37.479481 94.735135 L 36.741478 94.001669 L 35.604532 93.243243 L 34.72269 91.751351 L 33.125249 90.259459 L 33.48619 88.767568 L 33.49719 87.275676 L 33.017046 85.783784 L 33.383232 84.291892 L 34.327374 82.8 L 34.506819 81.308108 L 34.527658 78.324324 L 34.998075 76.832432 L 35.251705 76.578442 L 35.996591 75.340541 L 36.142196 73.848649 L 36.741478 73.267196 L 37.486364 72.356757 L 37.532054 70.864865 L 38.976137 69.372973 L 38.976137 67.881081 L 41.902481 64.897297 L 41.955682 63.405405 L 43.297325 61.913514 L 48.954994 55.945946 L 50.149432 54.967 L 53.128978 54.964348 L 54.61875 54.429347 L 57.863646 54.454054 L 59.088068 54.581985 L 60.577841 54.625077 L 63.557387 57.817618 L 65.047159 59.368457 L 65.792046 60.421622 L 65.928271 61.913514 L 66.536932 62.505348 L 67.281818 63.405405 L 67.304511 64.897297 L 68.771591 66.389189 L 68.773451 67.881081 L 70.240036 69.372973 L 70.255799 72.356757 L 73.985796 76.325858 L 85.903977 76.37639 L 86.658978 75.340541 L 86.701493 72.356757 L 88.142088 70.864865 L 88.138636 67.881081 L 90.941267 64.897297 L 91.118182 63.405405 L 92.547125 61.913514 L 92.486172 60.421622 L 93.275547 58.92973 L 92.690708 57.437838 L 93.352841 56.252136 L 96.332386 56.337425 L 96.723309 55.945946 L 97.822159 55.019054 L 99.311932 54.748387 L 99.696502 54.454054 L 100.801704 53.781257 L 102.291477 53.781672 L 103.78125 52.855479 L 103.78125 52.855479 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 21.992728 19.89375 L 28.678978 19.89375 L 28.678978 8.28 L 21.992728 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(21.992728 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 128.069147 19.89375 L 136.407272 19.89375 L 136.407272 8.28 L 128.069147 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(128.069147 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 7.69091 165.6 L 31.67966 165.6 L 31.67966 153.98625 L 7.69091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=4 --> <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 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(7.69091 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"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p2d9ffbcf1d)"> <image height="165.6" id="image4e1e4d1a5e" 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(#p2d9ffbcf1d)" d="M 232.385796 101.448649 L 233.130682 102.194595 L 232.385796 102.940541 L 231.640909 102.194595 L 232.385796 101.448649 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2d9ffbcf1d)" d="M 244.303977 101.448649 L 245.79375 101.448649 L 246.538636 102.194595 L 245.79375 102.940541 L 245.048864 103.686486 L 244.303977 104.432432 L 242.814204 104.432432 L 241.324432 104.432432 L 240.579545 103.686486 L 241.324432 102.940541 L 242.814204 102.940541 L 243.559091 102.194595 L 244.303977 101.448649 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2d9ffbcf1d)" d="M 235.365341 102.940541 L 236.110227 103.686486 L 235.365341 104.432432 L 234.620455 103.686486 L 235.365341 102.940541 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2d9ffbcf1d)" d="M 215.998296 108.908108 L 216.743182 109.654054 L 215.998296 110.4 L 215.253409 109.654054 L 215.998296 108.908108 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p2d9ffbcf1d)" d="M 229.40625 101.448649 L 230.896023 101.448649 L 231.640909 102.194595 L 231.640909 103.686486 L 232.385796 104.432432 L 233.130682 105.178378 L 232.385796 105.924324 L 231.640909 106.67027 L 231.640909 108.162162 L 230.896023 108.908108 L 230.151136 109.654054 L 229.40625 110.4 L 228.661364 109.654054 L 228.661364 108.162162 L 228.661364 106.67027 L 227.916477 105.924324 L 227.171591 105.178378 L 227.916477 104.432432 L 228.661364 103.686486 L 228.661364 102.194595 L 229.40625 101.448649 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2d9ffbcf1d)" d="M 235.365341 104.432432 L 236.110227 105.178378 L 236.110227 106.67027 L 236.855114 107.416216 L 237.6 108.162162 L 236.855114 108.908108 L 235.365341 108.908108 L 234.620455 108.162162 L 233.875568 107.416216 L 233.130682 106.67027 L 233.875568 105.924324 L 234.620455 105.178378 L 235.365341 104.432432 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2d9ffbcf1d)" d="M 242.814204 104.432432 L 243.559091 105.178378 L 242.814204 105.924324 L 242.069318 105.178378 L 242.814204 104.432432 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2d9ffbcf1d)" d="M 224.936932 105.924324 L 225.681818 106.67027 L 224.936932 107.416216 L 224.192046 106.67027 L 224.936932 105.924324 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2d9ffbcf1d)" d="M 226.426705 107.416216 L 227.171591 108.162162 L 227.171591 109.654054 L 226.426705 110.4 L 225.681818 109.654054 L 225.681818 108.162162 L 226.426705 107.416216 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2d9ffbcf1d)" d="M 220.467614 113.383784 L 221.2125 114.12973 L 221.2125 115.621622 L 220.467614 116.367568 L 219.722727 115.621622 L 219.722727 114.12973 L 220.467614 113.383784 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p2d9ffbcf1d)" d="M 236.855114 30.433594 L 239.834659 30.433951 L 239.967855 30.583784 L 241.324432 32.748533 L 242.814204 33.318623 L 247.283523 33.318233 L 247.434401 33.567568 L 247.283523 34.114704 L 242.814204 34.111826 L 242.620642 35.059459 L 242.814204 35.253298 L 247.283523 35.252974 L 249.280987 38.043243 L 249.810072 39.535135 L 249.200985 42.518919 L 248.430709 44.010811 L 248.773295 44.353885 L 250.263068 46.507291 L 250.73709 46.994595 L 250.047217 48.486486 L 250.263068 48.776176 L 253.242613 48.942099 L 263.671022 48.896142 L 265.160795 48.757494 L 265.397205 48.486486 L 264.683076 46.994595 L 265.160795 46.502678 L 266.650568 44.355267 L 268.140341 44.348142 L 269.630113 46.511199 L 270.100385 46.994595 L 268.972829 49.978378 L 268.734401 51.47027 L 268.345709 52.962162 L 268.140341 53.202353 L 263.671022 52.925084 L 263.671022 53.019067 L 265.160795 53.000999 L 265.763677 54.454054 L 266.938417 55.945946 L 269.630113 58.088427 L 271.311095 58.92973 L 272.609659 60.491898 L 273.354545 61.913514 L 273.802709 63.405405 L 274.099431 63.68815 L 275.589204 65.306264 L 277.078977 67.451243 L 277.505873 67.881081 L 277.949242 69.372973 L 279.313636 70.864865 L 279.357295 72.356757 L 280.803409 73.848649 L 280.803409 75.340541 L 282.282565 76.832432 L 282.293181 78.324324 L 283.682214 79.816216 L 283.798984 81.308108 L 283.781994 85.783784 L 284.087119 87.275676 L 283.782954 88.767568 L 284.675666 90.259459 L 285.272727 91.751351 L 285.270715 99.210811 L 284.977029 100.702703 L 284.204154 102.194595 L 283.823858 103.686486 L 283.597989 105.178378 L 282.393502 108.162162 L 282.188875 109.654054 L 281.548295 111.332371 L 280.982606 112.637838 L 280.803409 114.12973 L 280.803409 117.113514 L 278.946859 120.097297 L 278.56875 121.121979 L 278.191598 121.589189 L 277.078977 122.05749 L 275.589204 123.361756 L 274.099431 124.790592 L 273.354545 126.064865 L 273.313511 129.048649 L 272.442436 130.540541 L 271.119886 131.396758 L 270.485115 132.032432 L 270.329856 133.524324 L 269.968805 135.016216 L 269.174642 136.508108 L 268.140341 137.276111 L 266.650568 137.276046 L 265.925155 138 L 265.68304 139.491892 L 265.160795 140.014879 L 263.671022 140.489042 L 262.18125 140.820245 L 262.017943 140.983784 L 260.691477 141.921049 L 259.201704 143.283631 L 257.711932 143.29594 L 256.222159 144.647698 L 254.596098 145.459459 L 253.242613 145.853981 L 248.773295 145.856021 L 247.193513 145.459459 L 246.699862 143.967568 L 245.79375 143.280566 L 238.344886 143.270456 L 236.855114 141.913066 L 229.40625 141.912565 L 228.84394 142.475676 L 227.916477 145.552135 L 225.436595 145.459459 L 224.936932 145.388861 L 222.805647 145.459459 L 221.886942 145.459459 L 220.467614 144.660166 L 219.81108 143.967568 L 219.528888 142.475676 L 218.977841 141.923845 L 217.488068 141.921188 L 216.302913 140.983784 L 215.998296 140.445779 L 214.508523 140.511641 L 213.01875 140.012501 L 212.49888 139.491892 L 211.528978 138.745946 L 210.780647 138 L 210.489491 136.508108 L 210.039205 135.560994 L 208.549432 135.29254 L 208.273501 135.016216 L 207.83202 133.524324 L 206.183626 132.032432 L 205.346356 130.540541 L 199.610796 125.506031 L 198.865909 124.572973 L 197.839845 123.081081 L 196.099184 121.589189 L 195.658164 120.097297 L 195.141478 119.579876 L 194.396591 118.605405 L 194.555463 117.113514 L 195.350659 115.621622 L 195.886364 114.12973 L 195.812705 108.162162 L 195.141478 106.561577 L 194.396591 105.178378 L 192.877182 103.686486 L 192.463923 102.194595 L 191.751404 100.702703 L 190.091655 99.210811 L 189.927273 97.718919 L 189.993211 87.275676 L 191.417046 84.291892 L 191.516043 79.816216 L 192.906819 78.324324 L 192.919172 75.340541 L 194.382991 73.848649 L 195.886364 70.864865 L 197.299955 69.372973 L 197.428332 67.881081 L 197.359383 66.389189 L 198.564026 64.897297 L 199.983833 63.405405 L 200.355682 61.913514 L 201.158519 60.421622 L 204.080114 57.017863 L 205.569887 56.977508 L 206.314773 55.945946 L 206.536462 54.454054 L 207.059659 53.550332 L 207.740469 52.962162 L 208.549432 52.521934 L 210.039205 52.385547 L 211.528978 52.385504 L 213.01875 52.533253 L 215.998296 52.533247 L 217.488068 51.09952 L 220.467614 51.107442 L 221.957387 48.89429 L 223.447159 48.757522 L 230.896023 48.788495 L 231.164423 48.486486 L 230.896023 48.073639 L 223.447159 48.053618 L 222.971695 46.994595 L 223.447159 46.50581 L 224.936932 46.501092 L 226.426705 44.348347 L 229.40625 44.355008 L 229.749958 44.010811 L 228.941537 42.518919 L 229.40625 42.004195 L 230.101096 41.027027 L 229.924665 39.535135 L 229.40625 38.458622 L 227.916477 38.672109 L 224.936932 38.679696 L 224.541733 38.043243 L 224.936932 37.52996 L 227.916477 37.529918 L 229.40625 35.270735 L 229.617225 35.059459 L 229.24241 33.567568 L 229.40625 33.300358 L 229.868871 32.075676 L 230.896023 30.703368 L 235.365341 30.706479 L 236.855114 30.433594 L 236.855114 30.433594 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2d9ffbcf1d)" d="M 265.160795 41.99537 L 266.650568 42.002731 L 267.117295 42.518919 L 266.650568 43.418724 L 265.160795 43.410454 L 264.686997 42.518919 L 265.160795 41.99537 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2d9ffbcf1d)" d="M 224.936932 57.873051 L 224.363293 58.92973 L 224.849657 60.421622 L 224.936932 60.504438 L 225.681818 61.913514 L 226.004783 63.405405 L 226.426705 63.808692 L 227.171591 64.897297 L 227.434071 66.389189 L 227.916477 66.85608 L 228.697231 67.881081 L 228.644441 69.372973 L 228.771029 70.864865 L 229.40625 71.500989 L 230.896023 71.502227 L 232.385796 71.502312 L 233.875568 71.502312 L 235.365341 71.502312 L 236.855114 71.502312 L 238.344886 71.502312 L 239.834659 71.502312 L 241.324432 71.502312 L 241.960974 70.864865 L 242.814204 69.980886 L 243.421254 69.372973 L 244.303977 68.503698 L 245.79375 68.525332 L 246.439034 67.881081 L 246.538636 66.389189 L 246.50712 64.897297 L 246.143806 63.405405 L 245.79375 62.772686 L 245.355281 61.913514 L 245.05486 60.421622 L 244.783812 58.92973 L 244.303977 57.938029 L 242.814204 57.938447 L 241.324432 57.938443 L 239.834659 57.937567 L 238.344886 57.937685 L 236.855114 57.937688 L 235.365341 57.937568 L 233.875568 57.937572 L 232.385796 57.934295 L 230.896023 57.934134 L 229.40625 57.934133 L 227.916477 57.933774 L 226.426705 57.928822 L 224.936932 57.873051 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 180.392728 19.89375 L 187.078978 19.89375 L 187.078978 8.28 L 180.392728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(180.392728 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 286.469147 19.89375 L 294.807272 19.89375 L 294.807272 8.28 L 286.469147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(286.469147 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 166.09091 165.6 L 197.71466 165.6 L 197.71466 153.98625 L 166.09091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=13 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> <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(166.09091 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-33"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p63f28a8672)"> <image height="165.6" id="imagea5c90461e3" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="324" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p63f28a8672)" d="M 381.847159 83.545946 L 382.592046 84.291892 L 382.592046 85.783784 L 381.847159 86.52973 L 380.357387 86.52973 L 379.6125 85.783784 L 380.357387 85.037838 L 381.102273 84.291892 L 381.847159 83.545946 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 413.132386 93.989189 L 413.877273 94.735135 L 413.132386 95.481081 L 412.3875 94.735135 L 413.132386 93.989189 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 416.111932 93.989189 L 416.856818 94.735135 L 416.111932 95.481081 L 415.367045 94.735135 L 416.111932 93.989189 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 402.703977 98.464865 L 403.448864 99.210811 L 403.448864 100.702703 L 402.703977 101.448649 L 401.959091 100.702703 L 401.959091 99.210811 L 402.703977 98.464865 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 422.071022 98.464865 L 422.815909 99.210811 L 422.815909 100.702703 L 422.815909 102.194595 L 423.560795 102.940541 L 424.305682 103.686486 L 424.305682 105.178378 L 424.305682 106.67027 L 424.305682 108.162162 L 424.305682 109.654054 L 423.560795 110.4 L 422.815909 111.145946 L 422.815909 112.637838 L 422.071022 113.383784 L 421.326136 114.12973 L 420.58125 114.875676 L 419.836363 114.12973 L 419.091477 113.383784 L 418.346591 112.637838 L 419.091477 111.891892 L 419.836363 111.145946 L 420.58125 110.4 L 421.326136 109.654054 L 420.58125 108.908108 L 419.836363 108.162162 L 420.58125 107.416216 L 421.326136 106.67027 L 421.326136 105.178378 L 420.58125 104.432432 L 419.836363 103.686486 L 420.58125 102.940541 L 421.326136 102.194595 L 421.326136 100.702703 L 421.326136 99.210811 L 422.071022 98.464865 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 390.785796 99.956757 L 392.275568 99.956757 L 393.765341 99.956757 L 394.510227 100.702703 L 394.510227 102.194595 L 395.255114 102.940541 L 396 103.686486 L 396 105.178378 L 396 106.67027 L 396 108.162162 L 395.255114 108.908108 L 394.510227 108.162162 L 393.765341 107.416216 L 393.020455 106.67027 L 392.275568 105.924324 L 391.530682 105.178378 L 391.530682 103.686486 L 390.785796 102.940541 L 390.040909 102.194595 L 390.040909 100.702703 L 390.785796 99.956757 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 398.234659 99.956757 L 399.724432 99.956757 L 400.469318 100.702703 L 399.724432 101.448649 L 398.234659 101.448649 L 397.489773 100.702703 L 398.234659 99.956757 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 369.928978 102.940541 L 370.673864 103.686486 L 370.673864 105.178378 L 370.673864 106.67027 L 371.41875 107.416216 L 372.163637 108.162162 L 372.163637 109.654054 L 372.163637 111.145946 L 372.908523 111.891892 L 373.653409 112.637838 L 373.653409 114.12973 L 372.908523 114.875676 L 372.163637 114.12973 L 371.41875 113.383784 L 370.673864 112.637838 L 370.673864 111.145946 L 369.928978 110.4 L 369.184091 109.654054 L 369.184091 108.162162 L 369.184091 106.67027 L 369.184091 105.178378 L 369.184091 103.686486 L 369.928978 102.940541 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 410.152841 102.940541 L 411.642613 102.940541 L 412.3875 103.686486 L 412.3875 105.178378 L 411.642613 105.924324 L 410.897727 105.178378 L 410.152841 104.432432 L 409.407954 103.686486 L 410.152841 102.940541 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 410.152841 114.875676 L 410.897727 115.621622 L 410.897727 117.113514 L 410.152841 117.859459 L 409.407954 117.113514 L 409.407954 115.621622 L 410.152841 114.875676 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 417.601704 114.875676 L 419.091477 114.875676 L 419.836363 115.621622 L 419.836363 117.113514 L 419.836363 118.605405 L 419.091477 119.351351 L 417.601704 119.351351 L 416.856818 120.097297 L 416.111932 120.843243 L 415.367045 121.589189 L 415.367045 123.081081 L 414.622159 123.827027 L 413.132386 123.827027 L 412.3875 123.081081 L 413.132386 122.335135 L 413.877273 121.589189 L 413.877273 120.097297 L 414.622159 119.351351 L 415.367045 118.605405 L 415.367045 117.113514 L 416.111932 116.367568 L 416.856818 115.621622 L 417.601704 114.875676 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 374.398296 116.367568 L 375.143182 117.113514 L 375.143182 118.605405 L 375.888068 119.351351 L 376.632955 120.097297 L 375.888068 120.843243 L 374.398296 120.843243 L 373.653409 120.097297 L 373.653409 118.605405 L 373.653409 117.113514 L 374.398296 116.367568 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 383.336932 116.367568 L 384.081818 117.113514 L 384.081818 118.605405 L 384.081818 120.097297 L 384.826705 120.843243 L 385.571591 121.589189 L 386.316477 122.335135 L 387.061364 123.081081 L 387.80625 123.827027 L 388.551136 124.572973 L 387.80625 125.318919 L 386.316477 125.318919 L 384.826705 125.318919 L 384.081818 124.572973 L 383.336932 123.827027 L 382.592046 124.572973 L 381.847159 125.318919 L 381.102273 124.572973 L 380.357387 123.827027 L 379.6125 123.081081 L 380.357387 122.335135 L 381.102273 121.589189 L 381.102273 120.097297 L 381.847159 119.351351 L 382.592046 118.605405 L 382.592046 117.113514 L 383.336932 116.367568 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 408.663068 119.351351 L 410.152841 119.351351 L 410.897727 120.097297 L 410.152841 120.843243 L 408.663068 120.843243 L 407.918182 120.097297 L 408.663068 119.351351 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 408.663068 122.335135 L 409.407954 123.081081 L 408.663068 123.827027 L 407.918182 123.081081 L 408.663068 122.335135 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 383.336932 125.318919 L 384.081818 126.064865 L 384.081818 127.556757 L 383.336932 128.302703 L 382.592046 127.556757 L 382.592046 126.064865 L 383.336932 125.318919 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p63f28a8672)" d="M 390.785796 95.481081 L 391.530682 96.227027 L 392.275568 96.972973 L 393.765341 96.972973 L 395.255114 96.972973 L 396 97.718919 L 396.744886 98.464865 L 397.489773 99.210811 L 398.234659 99.956757 L 398.979545 99.210811 L 398.979545 97.718919 L 399.724432 96.972973 L 401.214204 96.972973 L 402.703977 96.972973 L 404.19375 96.972973 L 404.938636 97.718919 L 405.683523 98.464865 L 406.428409 99.210811 L 407.173295 99.956757 L 408.663068 99.956757 L 409.407954 100.702703 L 408.663068 101.448649 L 407.918182 102.194595 L 407.173295 102.940541 L 406.428409 103.686486 L 407.173295 104.432432 L 407.918182 105.178378 L 407.918182 106.67027 L 407.173295 107.416216 L 406.428409 106.67027 L 405.683523 105.924324 L 404.938636 105.178378 L 404.938636 103.686486 L 404.19375 102.940541 L 402.703977 102.940541 L 401.959091 102.194595 L 401.214204 101.448649 L 400.469318 102.194595 L 399.724432 102.940541 L 398.979545 103.686486 L 398.234659 104.432432 L 397.489773 105.178378 L 396.744886 105.924324 L 396 106.67027 L 395.255114 107.416216 L 394.510227 108.162162 L 394.510227 109.654054 L 394.510227 111.145946 L 394.510227 112.637838 L 394.510227 114.12973 L 393.765341 114.875676 L 393.020455 114.12973 L 393.020455 112.637838 L 393.020455 111.145946 L 393.020455 109.654054 L 393.020455 108.162162 L 393.020455 106.67027 L 393.020455 105.178378 L 392.275568 104.432432 L 391.530682 103.686486 L 390.785796 102.940541 L 389.296023 102.940541 L 388.551136 102.194595 L 387.80625 101.448649 L 386.316477 101.448649 L 384.826705 101.448649 L 384.081818 100.702703 L 384.826705 99.956757 L 386.316477 99.956757 L 387.061364 99.210811 L 387.061364 97.718919 L 387.80625 96.972973 L 389.296023 96.972973 L 390.040909 96.227027 L 390.785796 95.481081 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 407.173295 95.481081 L 407.918182 96.227027 L 407.173295 96.972973 L 406.428409 96.227027 L 407.173295 95.481081 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 395.255114 101.448649 L 394.510227 102.194595 L 395.255114 102.940541 L 396 102.194595 L 395.255114 101.448649 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 410.152841 102.940541 L 410.897727 103.686486 L 410.152841 104.432432 L 409.407954 103.686486 L 410.152841 102.940541 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 387.80625 104.432432 L 388.551136 105.178378 L 388.551136 106.67027 L 388.551136 108.162162 L 387.80625 108.908108 L 386.316477 108.908108 L 385.571591 108.162162 L 385.571591 106.67027 L 386.316477 105.924324 L 387.061364 105.178378 L 387.80625 104.432432 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 398.234659 107.416216 L 398.979545 108.162162 L 398.234659 108.908108 L 397.489773 108.162162 L 398.234659 107.416216 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 408.663068 107.416216 L 409.407954 108.162162 L 410.152841 108.908108 L 410.897727 109.654054 L 410.152841 110.4 L 408.663068 110.4 L 407.918182 109.654054 L 407.918182 108.162162 L 408.663068 107.416216 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 396.744886 108.908108 L 397.489773 109.654054 L 397.489773 111.145946 L 396.744886 111.891892 L 396 111.145946 L 396 109.654054 L 396.744886 108.908108 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 399.724432 110.4 L 401.214204 110.4 L 401.959091 111.145946 L 401.959091 112.637838 L 401.959091 114.12973 L 401.214204 114.875676 L 399.724432 114.875676 L 398.979545 114.12973 L 398.979545 112.637838 L 398.979545 111.145946 L 399.724432 110.4 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p63f28a8672)" d="M 396.744886 120.843243 L 397.489773 121.589189 L 397.489773 123.081081 L 396.744886 123.827027 L 396 123.081081 L 396 121.589189 L 396.744886 120.843243 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p63f28a8672)" d="M 389.296023 25.253616 L 404.19375 25.254163 L 405.683523 26.609771 L 408.663068 26.854054 L 410.152841 25.237092 L 414.622159 25.307899 L 416.111932 26.768074 L 419.091477 28.293153 L 420.58125 29.821965 L 422.071022 29.895348 L 427.173169 35.059459 L 427.270812 36.551351 L 428.573759 38.043243 L 429.986544 39.535135 L 430.264772 41.027027 L 431.264378 42.518919 L 432.266134 45.502703 L 432.499431 45.874628 L 433.00808 46.994595 L 433.251234 48.486486 L 433.145471 49.978378 L 432.818757 51.47027 L 432.499431 51.962122 L 431.990829 52.962162 L 431.754545 54.454054 L 431.781419 60.421622 L 434.74305 63.405405 L 434.734091 64.897297 L 436.96875 67.343701 L 437.525152 67.881081 L 437.713636 69.372973 L 438.458522 71.242309 L 438.982225 72.356757 L 439.225975 73.848649 L 439.204445 75.340541 L 440.559602 76.832432 L 440.676857 78.324324 L 441.115618 79.816216 L 441.438068 80.139124 L 442.182954 81.308108 L 442.182954 84.291892 L 442.314816 85.783784 L 443.677104 87.275676 L 443.719655 90.259459 L 445.162499 91.751351 L 445.162499 108.162162 L 444.751172 109.654054 L 444.417613 109.988087 L 443.672727 111.145946 L 443.384589 112.637838 L 442.92784 113.077092 L 442.182954 114.12973 L 442.002062 115.621622 L 441.438068 116.166969 L 440.693181 117.113514 L 440.670721 118.605405 L 439.199613 120.097297 L 439.207491 121.589189 L 436.96875 123.738846 L 435.478977 124.780325 L 434.739429 126.064865 L 434.741201 127.556757 L 433.335081 129.048649 L 432.464766 130.540541 L 431.754545 132.032432 L 431.009659 133.187074 L 430.653741 133.524324 L 430.264772 135.016216 L 429.423195 136.508108 L 425.050568 141.356275 L 423.560795 141.368373 L 422.071022 142.908941 L 420.58125 143.604674 L 420.144683 143.967568 L 419.091477 144.676345 L 417.601704 145.945605 L 416.111932 147.476472 L 413.132386 147.546307 L 411.642613 148.486762 L 410.152841 148.527671 L 408.663068 149.139917 L 407.173295 149.139917 L 405.683523 148.52876 L 404.153869 148.443243 L 402.703977 147.479536 L 401.214204 146.132284 L 399.724432 144.699267 L 398.234659 146.080556 L 392.275568 146.066966 L 390.785796 147.464187 L 389.296023 148.499573 L 387.80625 149.139879 L 386.316477 149.376038 L 383.336932 149.376038 L 381.847159 149.14088 L 380.357387 149.154168 L 378.796593 148.443243 L 377.377841 147.557311 L 375.888068 146.027983 L 374.398296 145.940672 L 372.258637 143.967568 L 370.949181 142.475676 L 370.673864 140.983784 L 369.928978 140.068765 L 366.949432 137.603841 L 365.459659 136.50492 L 363.287481 133.524324 L 362.480114 132.886432 L 361.735228 132.032432 L 360.990341 130.456642 L 359.500569 129.555886 L 359.019313 129.048649 L 358.709532 127.556757 L 357.106867 126.064865 L 356.358537 124.572973 L 355.03125 123.760593 L 354.387313 123.081081 L 354.220312 121.589189 L 352.796591 120.097297 L 352.781301 117.113514 L 352.573776 115.621622 L 352.051705 115.068463 L 350.555277 114.12973 L 349.817046 112.637838 L 348.642856 111.145946 L 348.327157 109.654054 L 348.327273 102.194595 L 348.097434 99.210811 L 348.327273 97.718919 L 348.327273 88.767568 L 349.809972 87.275676 L 349.816149 82.8 L 351.260325 81.308108 L 351.306819 79.816216 L 352.342253 78.324324 L 352.807803 76.832432 L 352.794946 73.848649 L 353.086838 72.356757 L 353.541478 71.90214 L 355.03125 71.257198 L 355.281235 70.864865 L 355.776137 69.372973 L 355.933568 67.881081 L 356.521023 67.312732 L 357.277449 66.389189 L 357.25492 64.897297 L 357.43466 63.405405 L 358.010796 62.82845 L 359.500569 62.3633 L 359.912842 61.913514 L 358.955149 60.421622 L 358.730714 58.92973 L 358.357865 57.437838 L 357.595935 55.945946 L 357.267496 54.454054 L 357.265909 49.978378 L 358.010796 48.302974 L 358.711613 46.994595 L 358.741409 44.010811 L 359.108181 42.518919 L 359.500569 42.129218 L 360.245455 41.027027 L 360.512285 39.535135 L 362.480114 37.506203 L 364.822002 35.059459 L 366.034319 33.567568 L 366.949432 32.821622 L 368.439205 31.944918 L 369.928978 31.32973 L 371.41875 29.912642 L 372.908523 28.293869 L 375.888068 26.767846 L 387.80625 26.772612 L 389.296023 25.253616 L 389.296023 25.253616 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 338.792728 19.89375 L 345.478978 19.89375 L 345.478978 8.28 L 338.792728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(338.792728 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 444.869147 19.89375 L 453.207272 19.89375 L 453.207272 8.28 L 444.869147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(444.869147 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 324.49091 165.6 L 356.11466 165.6 L 356.11466 153.98625 L 324.49091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=22 --> <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"/> </defs> <g style="fill:#ffffff;" transform="translate(324.49091 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-32"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p570b4ba385)"> <image height="165.6" id="image6c50e17f20" 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(#p570b4ba385)" d="M 541.736932 76.086486 L 542.481818 76.832432 L 543.226705 77.578378 L 543.971591 78.324324 L 543.971591 79.816216 L 544.716477 80.562162 L 545.461364 81.308108 L 545.461364 82.8 L 544.716477 83.545946 L 543.971591 84.291892 L 543.971591 85.783784 L 543.226705 86.52973 L 542.481818 87.275676 L 542.481818 88.767568 L 542.481818 90.259459 L 541.736932 91.005405 L 540.992046 91.751351 L 540.247159 92.497297 L 539.502273 93.243243 L 539.502273 94.735135 L 539.502273 96.227027 L 539.502273 97.718919 L 538.757387 98.464865 L 538.0125 99.210811 L 537.267614 99.956757 L 535.777841 99.956757 L 534.288068 99.956757 L 533.543182 100.702703 L 533.543182 102.194595 L 534.288068 102.940541 L 535.032955 103.686486 L 534.288068 104.432432 L 532.798296 104.432432 L 532.053409 105.178378 L 532.053409 106.67027 L 532.053409 108.162162 L 531.308523 108.908108 L 530.563637 109.654054 L 530.563637 111.145946 L 530.563637 112.637838 L 530.563637 114.12973 L 529.81875 114.875676 L 529.073864 114.12973 L 529.073864 112.637838 L 529.073864 111.145946 L 529.073864 109.654054 L 529.073864 108.162162 L 529.073864 106.67027 L 528.328978 105.924324 L 527.584091 105.178378 L 528.328978 104.432432 L 529.073864 103.686486 L 529.073864 102.194595 L 529.073864 100.702703 L 529.81875 99.956757 L 531.308523 99.956757 L 532.053409 99.210811 L 532.053409 97.718919 L 532.798296 96.972973 L 533.543182 96.227027 L 533.543182 94.735135 L 534.288068 93.989189 L 535.777841 93.989189 L 536.522727 93.243243 L 537.267614 92.497297 L 538.0125 91.751351 L 538.0125 90.259459 L 538.0125 88.767568 L 538.0125 87.275676 L 538.0125 85.783784 L 537.267614 85.037838 L 535.777841 85.037838 L 535.032955 84.291892 L 534.288068 83.545946 L 533.543182 82.8 L 534.288068 82.054054 L 535.777841 82.054054 L 537.267614 82.054054 L 538.757387 82.054054 L 539.502273 81.308108 L 540.247159 80.562162 L 540.992046 79.816216 L 540.992046 78.324324 L 540.992046 76.832432 L 541.736932 76.086486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 568.552841 76.086486 L 569.297727 76.832432 L 569.297727 78.324324 L 569.297727 79.816216 L 570.042613 80.562162 L 570.7875 81.308108 L 571.532386 82.054054 L 572.277273 81.308108 L 572.277273 79.816216 L 573.022159 79.07027 L 573.767045 79.816216 L 574.511932 80.562162 L 575.256818 81.308108 L 575.256818 82.8 L 574.511932 83.545946 L 573.767045 84.291892 L 573.767045 85.783784 L 573.022159 86.52973 L 572.277273 87.275676 L 571.532386 88.021622 L 570.7875 87.275676 L 570.7875 85.783784 L 570.042613 85.037838 L 568.552841 85.037838 L 567.063068 85.037838 L 566.318182 84.291892 L 565.573295 83.545946 L 564.828409 82.8 L 564.828409 81.308108 L 565.573295 80.562162 L 566.318182 79.816216 L 567.063068 79.07027 L 567.807954 78.324324 L 567.807954 76.832432 L 568.552841 76.086486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 555.144886 92.497297 L 555.889773 93.243243 L 555.889773 94.735135 L 555.144886 95.481081 L 554.4 96.227027 L 555.144886 96.972973 L 555.889773 97.718919 L 556.634659 98.464865 L 557.379545 99.210811 L 556.634659 99.956757 L 555.144886 99.956757 L 553.655114 99.956757 L 552.165341 99.956757 L 551.420455 99.210811 L 552.165341 98.464865 L 552.910227 97.718919 L 552.910227 96.227027 L 552.910227 94.735135 L 553.655114 93.989189 L 554.4 93.243243 L 555.144886 92.497297 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 571.532386 92.497297 L 572.277273 93.243243 L 571.532386 93.989189 L 570.7875 93.243243 L 571.532386 92.497297 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 573.022159 93.989189 L 574.511932 93.989189 L 576.001704 93.989189 L 576.746591 94.735135 L 576.746591 96.227027 L 577.491477 96.972973 L 578.236363 96.227027 L 578.98125 95.481081 L 579.726136 94.735135 L 580.471022 93.989189 L 581.960795 93.989189 L 582.705682 94.735135 L 581.960795 95.481081 L 581.215909 96.227027 L 581.960795 96.972973 L 582.705682 97.718919 L 582.705682 99.210811 L 582.705682 100.702703 L 582.705682 102.194595 L 582.705682 103.686486 L 581.960795 104.432432 L 581.215909 105.178378 L 580.471022 105.924324 L 579.726136 106.67027 L 579.726136 108.162162 L 579.726136 109.654054 L 579.726136 111.145946 L 579.726136 112.637838 L 579.726136 114.12973 L 578.98125 114.875676 L 578.236363 114.12973 L 578.236363 112.637838 L 578.236363 111.145946 L 577.491477 110.4 L 576.746591 109.654054 L 577.491477 108.908108 L 578.236363 108.162162 L 578.236363 106.67027 L 578.236363 105.178378 L 577.491477 104.432432 L 576.746591 103.686486 L 576.746591 102.194595 L 576.746591 100.702703 L 576.001704 99.956757 L 574.511932 99.956757 L 573.767045 99.210811 L 573.022159 98.464865 L 572.277273 97.718919 L 572.277273 96.227027 L 572.277273 94.735135 L 573.022159 93.989189 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 578.98125 99.956757 L 578.236363 100.702703 L 578.236363 102.194595 L 578.98125 102.940541 L 579.726136 102.194595 L 579.726136 100.702703 L 578.98125 99.956757 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 550.675568 101.448649 L 551.420455 102.194595 L 551.420455 103.686486 L 550.675568 104.432432 L 549.185796 104.432432 L 547.696023 104.432432 L 546.20625 104.432432 L 545.461364 103.686486 L 546.20625 102.940541 L 547.696023 102.940541 L 549.185796 102.940541 L 549.930682 102.194595 L 550.675568 101.448649 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 564.083523 101.448649 L 564.828409 102.194595 L 564.828409 103.686486 L 564.083523 104.432432 L 562.59375 104.432432 L 561.103977 104.432432 L 559.614204 104.432432 L 558.124432 104.432432 L 556.634659 104.432432 L 555.889773 103.686486 L 556.634659 102.940541 L 558.124432 102.940541 L 559.614204 102.940541 L 561.103977 102.940541 L 562.59375 102.940541 L 563.338636 102.194595 L 564.083523 101.448649 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 537.267614 104.432432 L 538.0125 105.178378 L 538.757387 105.924324 L 539.502273 106.67027 L 538.757387 107.416216 L 538.0125 108.162162 L 537.267614 108.908108 L 536.522727 108.162162 L 536.522727 106.67027 L 536.522727 105.178378 L 537.267614 104.432432 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 565.573295 104.432432 L 566.318182 105.178378 L 565.573295 105.924324 L 564.828409 105.178378 L 565.573295 104.432432 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 573.022159 104.432432 L 573.767045 105.178378 L 573.022159 105.924324 L 572.277273 105.178378 L 573.022159 104.432432 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 567.063068 105.924324 L 567.807954 106.67027 L 568.552841 107.416216 L 569.297727 108.162162 L 568.552841 108.908108 L 567.063068 108.908108 L 565.573295 108.908108 L 564.828409 108.162162 L 565.573295 107.416216 L 566.318182 106.67027 L 567.063068 105.924324 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 546.20625 107.416216 L 546.951136 108.162162 L 546.20625 108.908108 L 545.461364 108.162162 L 546.20625 107.416216 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 573.022159 107.416216 L 573.767045 108.162162 L 573.022159 108.908108 L 572.277273 108.162162 L 573.022159 107.416216 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 574.511932 108.908108 L 575.256818 109.654054 L 574.511932 110.4 L 573.767045 109.654054 L 574.511932 108.908108 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 535.777841 110.4 L 536.522727 111.145946 L 535.777841 111.891892 L 535.032955 111.145946 L 535.777841 110.4 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 577.491477 114.875676 L 578.236363 115.621622 L 577.491477 116.367568 L 576.746591 115.621622 L 577.491477 114.875676 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p570b4ba385)" d="M 576.001704 89.513514 L 577.491477 89.513514 L 578.98125 89.513514 L 579.726136 90.259459 L 578.98125 91.005405 L 578.236363 91.751351 L 577.491477 92.497297 L 576.001704 92.497297 L 575.256818 91.751351 L 575.256818 90.259459 L 576.001704 89.513514 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 555.144886 91.005405 L 555.889773 91.751351 L 556.634659 92.497297 L 557.379545 93.243243 L 556.634659 93.989189 L 555.889773 94.735135 L 556.634659 95.481081 L 557.379545 96.227027 L 558.124432 96.972973 L 558.869318 97.718919 L 558.124432 98.464865 L 556.634659 98.464865 L 555.889773 97.718919 L 555.144886 96.972973 L 554.4 96.227027 L 554.4 94.735135 L 553.655114 93.989189 L 552.910227 94.735135 L 552.165341 95.481081 L 551.420455 94.735135 L 551.420455 93.243243 L 552.165341 92.497297 L 553.655114 92.497297 L 554.4 91.751351 L 555.144886 91.005405 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 550.675568 95.481081 L 551.420455 96.227027 L 552.165341 96.972973 L 552.910227 97.718919 L 553.655114 98.464865 L 554.4 99.210811 L 553.655114 99.956757 L 552.165341 99.956757 L 551.420455 100.702703 L 550.675568 101.448649 L 549.930682 100.702703 L 549.185796 99.956757 L 548.440909 99.210811 L 549.185796 98.464865 L 549.930682 97.718919 L 549.930682 96.227027 L 550.675568 95.481081 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 556.634659 101.448649 L 557.379545 102.194595 L 556.634659 102.940541 L 555.889773 102.194595 L 556.634659 101.448649 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 556.634659 104.432432 L 557.379545 105.178378 L 556.634659 105.924324 L 555.889773 105.178378 L 556.634659 104.432432 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 553.655114 108.908108 L 555.144886 108.908108 L 555.889773 109.654054 L 556.634659 110.4 L 557.379545 111.145946 L 556.634659 111.891892 L 555.144886 111.891892 L 554.4 112.637838 L 553.655114 113.383784 L 552.910227 112.637838 L 552.910227 111.145946 L 552.910227 109.654054 L 553.655114 108.908108 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 555.144886 113.383784 L 555.889773 114.12973 L 555.144886 114.875676 L 554.4 114.12973 L 555.144886 113.383784 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 546.20625 114.875676 L 547.696023 114.875676 L 548.440909 115.621622 L 548.440909 117.113514 L 547.696023 117.859459 L 546.951136 117.113514 L 546.20625 116.367568 L 545.461364 115.621622 L 546.20625 114.875676 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 561.103977 114.875676 L 561.848864 115.621622 L 561.848864 117.113514 L 561.103977 117.859459 L 560.359091 117.113514 L 560.359091 115.621622 L 561.103977 114.875676 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 565.573295 114.875676 L 566.318182 115.621622 L 565.573295 116.367568 L 564.828409 115.621622 L 565.573295 114.875676 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 544.716477 116.367568 L 545.461364 117.113514 L 545.461364 118.605405 L 545.461364 120.097297 L 544.716477 120.843243 L 543.226705 120.843243 L 542.481818 120.097297 L 542.481818 118.605405 L 543.226705 117.859459 L 543.971591 117.113514 L 544.716477 116.367568 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p570b4ba385)" d="M 555.144886 117.859459 L 556.634659 117.859459 L 557.379545 118.605405 L 556.634659 119.351351 L 555.889773 120.097297 L 555.889773 121.589189 L 555.144886 122.335135 L 554.4 121.589189 L 554.4 120.097297 L 554.4 118.605405 L 555.144886 117.859459 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p570b4ba385)" d="M 559.614204 23.141819 L 561.103977 23.141302 L 562.59375 24.94141 L 565.573295 24.868832 L 567.063068 24.788407 L 567.235014 24.616216 L 568.552841 23.48827 L 570.042613 23.198905 L 571.532386 24.803044 L 573.022159 24.840594 L 574.511932 25.860534 L 576.001704 26.361934 L 577.491477 28.139283 L 578.98125 29.621815 L 580.471022 29.623069 L 581.483324 30.583784 L 582.32174 32.075676 L 583.450568 32.821622 L 584.195454 33.567568 L 584.421788 35.059459 L 584.940341 35.591073 L 585.667789 36.551351 L 588.675381 39.535135 L 588.664772 41.027027 L 590.899431 43.400154 L 591.528281 44.010811 L 591.644318 45.502703 L 592.873516 46.994595 L 593.134091 48.486486 L 593.122589 52.962162 L 593.134091 57.437838 L 593.04673 58.92973 L 592.738454 60.421622 L 593.134091 61.913514 L 593.18503 63.405405 L 597.603509 67.881081 L 597.603409 70.864865 L 599.043424 72.356757 L 599.093181 75.340541 L 599.083358 76.832432 L 600.035185 78.324324 L 600.552539 79.816216 L 600.56569 82.8 L 601.064769 84.291892 L 601.32784 84.554024 L 602.083226 85.783784 L 602.050469 87.275676 L 602.443442 88.767568 L 602.817613 89.142271 L 603.562499 90.259459 L 603.562499 97.718919 L 603.562499 106.67027 L 602.817613 107.747829 L 602.386429 108.162162 L 602.072727 109.654054 L 601.032202 111.145946 L 600.582954 112.637838 L 599.093181 115.621622 L 598.566096 117.113514 L 598.348295 117.32079 L 597.603409 118.605405 L 597.33756 120.097297 L 595.36875 122.106034 L 594.623863 123.081081 L 594.555731 124.572973 L 593.134091 126.064865 L 593.145906 127.556757 L 590.165188 130.540541 L 590.154545 132.032432 L 587.919886 134.392782 L 584.42967 138 L 578.98125 144.02028 L 577.491477 143.852778 L 577.376851 143.967568 L 576.001704 145.510206 L 574.511932 145.507943 L 573.022159 147.262624 L 570.042613 147.141429 L 568.552841 147.702909 L 567.68871 148.443243 L 567.063068 148.762006 L 564.083523 148.711005 L 562.59375 148.883899 L 562.153721 148.443243 L 561.103977 146.982813 L 559.614204 146.750424 L 558.124432 146.704801 L 555.144886 144.331695 L 553.655114 145.540064 L 552.165341 145.543845 L 549.185796 148.879901 L 547.696023 148.711058 L 544.716477 148.748582 L 541.736932 148.748624 L 541.431985 148.443243 L 540.247159 146.931265 L 538.757387 147.135057 L 537.267614 147.141605 L 535.777841 145.510256 L 534.240458 145.459459 L 532.798296 143.79502 L 531.308523 143.852925 L 528.328978 142.321903 L 525.802274 139.491892 L 523.859659 137.523979 L 523.114773 136.508108 L 522.838097 135.016216 L 522.369887 134.560751 L 520.696251 133.524324 L 520.135228 132.032432 L 517.188329 129.048649 L 515.968568 127.556757 L 515.665909 126.064865 L 514.300844 124.572973 L 512.849822 123.081081 L 512.686364 121.589189 L 511.486982 120.097297 L 509.87927 118.605405 L 509.706819 117.113514 L 509.725469 114.12973 L 508.961932 112.477114 L 508.217046 111.145946 L 508.217046 108.162162 L 507.98824 106.67027 L 507.47216 106.154729 L 506.727273 105.178378 L 506.777465 93.243243 L 507.944953 91.751351 L 508.236109 90.259459 L 508.206525 84.291892 L 508.961932 82.659609 L 509.721821 81.308108 L 509.661474 79.816216 L 509.746377 78.324324 L 509.706418 76.832432 L 509.838735 75.340541 L 511.204615 73.848649 L 511.250134 70.864865 L 512.686364 69.372973 L 512.686765 67.881081 L 514.153403 66.389189 L 514.470376 64.897297 L 514.921023 64.391326 L 515.603355 63.405405 L 515.511961 61.913514 L 514.737401 60.421622 L 514.269323 58.92973 L 514.17573 55.945946 L 514.221711 52.962162 L 514.549702 51.47027 L 514.921023 50.987358 L 515.531139 49.978378 L 515.681732 48.486486 L 515.698607 46.994595 L 517.012629 45.502703 L 517.149653 44.010811 L 517.527431 42.518919 L 517.900569 42.140478 L 518.69251 41.027027 L 520.099668 39.535135 L 520.114682 38.043243 L 520.880114 36.415153 L 521.625 35.059459 L 523.049779 33.567568 L 524.604546 32.075676 L 525.474215 30.583784 L 526.839205 29.623158 L 528.328978 28.268283 L 529.81875 26.886015 L 531.308523 26.912276 L 532.798296 26.474144 L 534.288068 24.845654 L 541.736932 25.027447 L 542.522013 26.108108 L 543.226705 26.681498 L 544.716477 26.679469 L 546.20625 26.025315 L 547.696023 25.791581 L 549.185796 24.835514 L 552.165341 24.835477 L 553.655114 25.995895 L 555.144886 24.88901 L 558.124432 24.957724 L 558.465455 24.616216 L 559.614204 23.141819 L 559.614204 23.141819 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 497.192728 19.89375 L 503.878978 19.89375 L 503.878978 8.28 L 497.192728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(497.192728 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 603.269147 19.89375 L 611.607272 19.89375 L 611.607272 8.28 L 603.269147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(603.269147 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 482.89091 165.6 L 514.51466 165.6 L 514.51466 153.98625 L 482.89091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=31 --> <g style="fill:#ffffff;" transform="translate(482.89091 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-31"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p8a64356bb4)"> <image height="165.6" id="image9d8f482702" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="641" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p8a64356bb4)" d="M 720.99375 44.756757 L 721.738636 45.502703 L 720.99375 46.248649 L 720.248864 45.502703 L 720.99375 44.756757 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 698.647159 46.248649 L 700.136932 46.248649 L 701.626705 46.248649 L 702.371591 46.994595 L 703.116477 47.740541 L 703.861364 48.486486 L 704.60625 49.232432 L 705.351136 49.978378 L 705.351136 51.47027 L 705.351136 52.962162 L 704.60625 53.708108 L 703.861364 54.454054 L 703.116477 55.2 L 701.626705 55.2 L 700.881818 54.454054 L 700.136932 53.708108 L 699.392046 54.454054 L 698.647159 55.2 L 697.902273 55.945946 L 697.902273 57.437838 L 697.157387 58.183784 L 696.4125 57.437838 L 695.667614 56.691892 L 694.922727 55.945946 L 695.667614 55.2 L 696.4125 54.454054 L 696.4125 52.962162 L 695.667614 52.216216 L 694.922727 51.47027 L 695.667614 50.724324 L 696.4125 49.978378 L 696.4125 48.486486 L 697.157387 47.740541 L 697.902273 46.994595 L 698.647159 46.248649 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 722.483523 46.248649 L 723.973295 46.248649 L 724.718182 46.994595 L 725.463068 47.740541 L 726.952841 47.740541 L 727.697727 48.486486 L 728.442613 49.232432 L 729.1875 49.978378 L 729.1875 51.47027 L 729.1875 52.962162 L 729.1875 54.454054 L 729.1875 55.945946 L 728.442613 56.691892 L 727.697727 55.945946 L 726.952841 55.2 L 725.463068 55.2 L 723.973295 55.2 L 722.483523 55.2 L 720.99375 55.2 L 720.248864 55.945946 L 719.503977 56.691892 L 718.759091 57.437838 L 718.014204 58.183784 L 717.269318 58.92973 L 716.524432 59.675676 L 715.779545 60.421622 L 715.034659 61.167568 L 713.544886 61.167568 L 712.055114 61.167568 L 711.310227 60.421622 L 711.310227 58.92973 L 711.310227 57.437838 L 712.055114 56.691892 L 713.544886 56.691892 L 715.034659 56.691892 L 715.779545 55.945946 L 716.524432 55.2 L 718.014204 55.2 L 718.759091 54.454054 L 718.759091 52.962162 L 719.503977 52.216216 L 720.248864 51.47027 L 720.248864 49.978378 L 720.99375 49.232432 L 721.738636 48.486486 L 721.738636 46.994595 L 722.483523 46.248649 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 704.60625 55.2 L 706.096023 55.2 L 707.585796 55.2 L 708.330682 55.945946 L 707.585796 56.691892 L 706.840909 57.437838 L 706.096023 58.183784 L 704.60625 58.183784 L 703.861364 57.437838 L 703.861364 55.945946 L 704.60625 55.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 707.585796 58.183784 L 709.075568 58.183784 L 709.820455 58.92973 L 709.075568 59.675676 L 707.585796 59.675676 L 706.840909 58.92973 L 707.585796 58.183784 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 728.442613 58.183784 L 729.1875 58.92973 L 728.442613 59.675676 L 727.697727 58.92973 L 728.442613 58.183784 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 726.952841 59.675676 L 727.697727 60.421622 L 728.442613 61.167568 L 729.1875 61.913514 L 729.1875 63.405405 L 729.1875 64.897297 L 728.442613 65.643243 L 727.697727 64.897297 L 727.697727 63.405405 L 726.952841 62.659459 L 726.207954 61.913514 L 726.207954 60.421622 L 726.952841 59.675676 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 697.157387 61.167568 L 697.902273 61.913514 L 697.902273 63.405405 L 697.902273 64.897297 L 697.157387 65.643243 L 696.4125 64.897297 L 696.4125 63.405405 L 696.4125 61.913514 L 697.157387 61.167568 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 729.932386 65.643243 L 730.677273 66.389189 L 731.422159 67.135135 L 732.167045 67.881081 L 731.422159 68.627027 L 729.932386 68.627027 L 729.1875 67.881081 L 729.1875 66.389189 L 729.932386 65.643243 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 695.667614 68.627027 L 696.4125 69.372973 L 695.667614 70.118919 L 694.922727 69.372973 L 695.667614 68.627027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 709.075568 68.627027 L 710.565341 68.627027 L 712.055114 68.627027 L 712.8 69.372973 L 712.055114 70.118919 L 711.310227 70.864865 L 711.310227 72.356757 L 711.310227 73.848649 L 711.310227 75.340541 L 711.310227 76.832432 L 711.310227 78.324324 L 710.565341 79.07027 L 709.075568 79.07027 L 707.585796 79.07027 L 706.840909 78.324324 L 707.585796 77.578378 L 708.330682 76.832432 L 708.330682 75.340541 L 708.330682 73.848649 L 708.330682 72.356757 L 708.330682 70.864865 L 708.330682 69.372973 L 709.075568 68.627027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 715.034659 68.627027 L 715.779545 69.372973 L 715.779545 70.864865 L 715.779545 72.356757 L 715.034659 73.102703 L 714.289773 72.356757 L 714.289773 70.864865 L 714.289773 69.372973 L 715.034659 68.627027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 698.647159 73.102703 L 699.392046 73.848649 L 700.136932 74.594595 L 700.881818 75.340541 L 700.881818 76.832432 L 700.881818 78.324324 L 701.626705 79.07027 L 702.371591 79.816216 L 702.371591 81.308108 L 702.371591 82.8 L 701.626705 83.545946 L 700.881818 84.291892 L 700.881818 85.783784 L 700.136932 86.52973 L 699.392046 87.275676 L 699.392046 88.767568 L 698.647159 89.513514 L 697.157387 89.513514 L 695.667614 89.513514 L 694.922727 90.259459 L 694.177841 91.005405 L 693.432955 90.259459 L 693.432955 88.767568 L 693.432955 87.275676 L 694.177841 86.52973 L 694.922727 85.783784 L 695.667614 85.037838 L 696.4125 85.783784 L 697.157387 86.52973 L 697.902273 85.783784 L 698.647159 85.037838 L 699.392046 84.291892 L 699.392046 82.8 L 699.392046 81.308108 L 699.392046 79.816216 L 699.392046 78.324324 L 698.647159 77.578378 L 697.902273 76.832432 L 697.902273 75.340541 L 697.902273 73.848649 L 698.647159 73.102703 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 716.524432 73.102703 L 717.269318 73.848649 L 717.269318 75.340541 L 717.269318 76.832432 L 716.524432 77.578378 L 715.779545 76.832432 L 715.779545 75.340541 L 715.779545 73.848649 L 716.524432 73.102703 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 725.463068 73.102703 L 726.207954 73.848649 L 726.207954 75.340541 L 726.207954 76.832432 L 725.463068 77.578378 L 724.718182 76.832432 L 723.973295 76.086486 L 723.228409 75.340541 L 723.973295 74.594595 L 724.718182 73.848649 L 725.463068 73.102703 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 732.911932 76.086486 L 733.656818 76.832432 L 733.656818 78.324324 L 732.911932 79.07027 L 732.167045 78.324324 L 732.167045 76.832432 L 732.911932 76.086486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 723.973295 77.578378 L 724.718182 78.324324 L 723.973295 79.07027 L 723.228409 78.324324 L 723.973295 77.578378 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 725.463068 79.07027 L 726.207954 79.816216 L 726.952841 80.562162 L 727.697727 81.308108 L 727.697727 82.8 L 727.697727 84.291892 L 728.442613 85.037838 L 729.932386 85.037838 L 730.677273 84.291892 L 730.677273 82.8 L 730.677273 81.308108 L 731.422159 80.562162 L 732.167045 81.308108 L 732.911932 82.054054 L 733.656818 82.8 L 732.911932 83.545946 L 732.167045 84.291892 L 732.167045 85.783784 L 732.911932 86.52973 L 733.656818 87.275676 L 733.656818 88.767568 L 732.911932 89.513514 L 732.167045 90.259459 L 731.422159 91.005405 L 730.677273 90.259459 L 730.677273 88.767568 L 730.677273 87.275676 L 729.932386 86.52973 L 728.442613 86.52973 L 726.952841 86.52973 L 726.207954 85.783784 L 725.463068 85.037838 L 724.718182 84.291892 L 724.718182 82.8 L 723.973295 82.054054 L 723.228409 81.308108 L 723.973295 80.562162 L 724.718182 79.816216 L 725.463068 79.07027 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 694.177841 80.562162 L 694.922727 81.308108 L 695.667614 82.054054 L 696.4125 82.8 L 695.667614 83.545946 L 694.177841 83.545946 L 693.432955 82.8 L 693.432955 81.308108 L 694.177841 80.562162 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 697.157387 80.562162 L 697.902273 81.308108 L 697.157387 82.054054 L 696.4125 81.308108 L 697.157387 80.562162 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 707.585796 91.005405 L 708.330682 91.751351 L 707.585796 92.497297 L 706.840909 91.751351 L 707.585796 91.005405 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 695.667614 92.497297 L 696.4125 93.243243 L 695.667614 93.989189 L 694.922727 93.243243 L 695.667614 92.497297 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 706.096023 93.989189 L 707.585796 93.989189 L 708.330682 94.735135 L 707.585796 95.481081 L 706.840909 96.227027 L 706.840909 97.718919 L 706.096023 98.464865 L 705.351136 99.210811 L 705.351136 100.702703 L 704.60625 101.448649 L 703.861364 102.194595 L 703.116477 102.940541 L 702.371591 103.686486 L 701.626705 104.432432 L 700.881818 105.178378 L 700.136932 105.924324 L 699.392046 105.178378 L 699.392046 103.686486 L 699.392046 102.194595 L 699.392046 100.702703 L 699.392046 99.210811 L 700.136932 98.464865 L 700.881818 97.718919 L 700.881818 96.227027 L 701.626705 95.481081 L 703.116477 95.481081 L 704.60625 95.481081 L 705.351136 94.735135 L 706.096023 93.989189 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 720.99375 95.481081 L 721.738636 96.227027 L 720.99375 96.972973 L 720.248864 96.227027 L 720.99375 95.481081 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 729.932386 95.481081 L 730.677273 96.227027 L 729.932386 96.972973 L 729.1875 96.227027 L 729.932386 95.481081 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 713.544886 96.972973 L 715.034659 96.972973 L 716.524432 96.972973 L 717.269318 97.718919 L 717.269318 99.210811 L 717.269318 100.702703 L 718.014204 101.448649 L 719.503977 101.448649 L 720.248864 102.194595 L 720.99375 102.940541 L 721.738636 103.686486 L 722.483523 104.432432 L 723.228409 105.178378 L 723.973295 105.924324 L 724.718182 106.67027 L 725.463068 107.416216 L 726.952841 107.416216 L 727.697727 108.162162 L 727.697727 109.654054 L 728.442613 110.4 L 729.1875 109.654054 L 729.1875 108.162162 L 729.932386 107.416216 L 730.677273 108.162162 L 730.677273 109.654054 L 730.677273 111.145946 L 731.422159 111.891892 L 732.911932 111.891892 L 733.656818 111.145946 L 734.401704 110.4 L 735.146591 111.145946 L 735.146591 112.637838 L 735.146591 114.12973 L 735.146591 115.621622 L 735.146591 117.113514 L 734.401704 117.859459 L 732.911932 117.859459 L 732.167045 117.113514 L 732.167045 115.621622 L 731.422159 114.875676 L 730.677273 114.12973 L 729.932386 113.383784 L 728.442613 113.383784 L 727.697727 112.637838 L 726.952841 111.891892 L 725.463068 111.891892 L 723.973295 111.891892 L 723.228409 112.637838 L 722.483523 113.383784 L 720.99375 113.383784 L 720.248864 112.637838 L 720.99375 111.891892 L 721.738636 111.145946 L 721.738636 109.654054 L 721.738636 108.162162 L 720.99375 107.416216 L 719.503977 107.416216 L 718.759091 106.67027 L 718.014204 105.924324 L 716.524432 105.924324 L 715.034659 105.924324 L 714.289773 105.178378 L 714.289773 103.686486 L 713.544886 102.940541 L 712.8 103.686486 L 712.055114 104.432432 L 711.310227 105.178378 L 710.565341 105.924324 L 709.075568 105.924324 L 708.330682 106.67027 L 707.585796 107.416216 L 706.096023 107.416216 L 705.351136 108.162162 L 705.351136 109.654054 L 705.351136 111.145946 L 706.096023 111.891892 L 706.840909 112.637838 L 706.096023 113.383784 L 705.351136 114.12973 L 705.351136 115.621622 L 704.60625 116.367568 L 703.861364 115.621622 L 703.116477 114.875676 L 701.626705 114.875676 L 700.136932 114.875676 L 699.392046 114.12973 L 698.647159 113.383784 L 697.902273 114.12973 L 697.157387 114.875676 L 696.4125 114.12973 L 695.667614 113.383784 L 694.922727 112.637838 L 694.922727 111.145946 L 695.667614 110.4 L 697.157387 110.4 L 698.647159 110.4 L 699.392046 109.654054 L 700.136932 108.908108 L 700.881818 108.162162 L 701.626705 107.416216 L 702.371591 106.67027 L 703.116477 105.924324 L 704.60625 105.924324 L 705.351136 105.178378 L 705.351136 103.686486 L 706.096023 102.940541 L 706.840909 102.194595 L 707.585796 101.448649 L 709.075568 101.448649 L 709.820455 100.702703 L 709.820455 99.210811 L 710.565341 98.464865 L 712.055114 98.464865 L 712.8 97.718919 L 713.544886 96.972973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 723.973295 96.972973 L 725.463068 96.972973 L 726.207954 97.718919 L 726.207954 99.210811 L 726.952841 99.956757 L 727.697727 100.702703 L 727.697727 102.194595 L 726.952841 102.940541 L 725.463068 102.940541 L 724.718182 102.194595 L 723.973295 101.448649 L 723.228409 100.702703 L 723.228409 99.210811 L 723.228409 97.718919 L 723.973295 96.972973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 731.422159 96.972973 L 732.167045 97.718919 L 732.911932 98.464865 L 733.656818 99.210811 L 733.656818 100.702703 L 734.401704 101.448649 L 735.891477 101.448649 L 737.38125 101.448649 L 738.126136 102.194595 L 738.126136 103.686486 L 738.126136 105.178378 L 738.126136 106.67027 L 738.126136 108.162162 L 737.38125 108.908108 L 736.636363 109.654054 L 735.891477 110.4 L 735.146591 109.654054 L 734.401704 108.908108 L 733.656818 108.162162 L 733.656818 106.67027 L 734.401704 105.924324 L 735.146591 105.178378 L 734.401704 104.432432 L 733.656818 103.686486 L 732.911932 102.940541 L 732.167045 102.194595 L 731.422159 101.448649 L 730.677273 100.702703 L 730.677273 99.210811 L 730.677273 97.718919 L 731.422159 96.972973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 695.667614 98.464865 L 696.4125 99.210811 L 696.4125 100.702703 L 695.667614 101.448649 L 694.922727 102.194595 L 694.922727 103.686486 L 694.177841 104.432432 L 693.432955 105.178378 L 692.688068 105.924324 L 691.943182 106.67027 L 692.688068 107.416216 L 693.432955 108.162162 L 692.688068 108.908108 L 691.943182 109.654054 L 691.943182 111.145946 L 691.198296 111.891892 L 690.453409 112.637838 L 691.198296 113.383784 L 691.943182 114.12973 L 691.943182 115.621622 L 691.198296 116.367568 L 690.453409 115.621622 L 689.708523 114.875676 L 688.963637 114.12973 L 688.963637 112.637838 L 688.963637 111.145946 L 688.21875 110.4 L 687.473864 109.654054 L 687.473864 108.162162 L 687.473864 106.67027 L 688.21875 105.924324 L 688.963637 105.178378 L 689.708523 104.432432 L 690.453409 103.686486 L 691.198296 102.940541 L 692.688068 102.940541 L 693.432955 102.194595 L 693.432955 100.702703 L 694.177841 99.956757 L 694.922727 99.210811 L 695.667614 98.464865 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 692.688068 117.859459 L 693.432955 118.605405 L 692.688068 119.351351 L 691.943182 118.605405 L 692.688068 117.859459 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 694.177841 119.351351 L 694.922727 120.097297 L 694.922727 121.589189 L 694.177841 122.335135 L 693.432955 121.589189 L 693.432955 120.097297 L 694.177841 119.351351 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p8a64356bb4)" d="M 710.565341 50.724324 L 711.310227 51.47027 L 712.055114 52.216216 L 712.8 52.962162 L 713.544886 53.708108 L 714.289773 54.454054 L 714.289773 55.945946 L 713.544886 56.691892 L 712.055114 56.691892 L 711.310227 55.945946 L 710.565341 55.2 L 709.820455 54.454054 L 709.820455 52.962162 L 709.820455 51.47027 L 710.565341 50.724324 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 712.055114 59.675676 L 712.8 60.421622 L 712.8 61.913514 L 712.055114 62.659459 L 711.310227 61.913514 L 711.310227 60.421622 L 712.055114 59.675676 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 715.034659 71.610811 L 715.779545 72.356757 L 715.034659 73.102703 L 714.289773 72.356757 L 715.034659 71.610811 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 713.544886 83.545946 L 714.289773 84.291892 L 714.289773 85.783784 L 713.544886 86.52973 L 712.8 85.783784 L 712.8 84.291892 L 713.544886 83.545946 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 713.544886 88.021622 L 714.289773 88.767568 L 713.544886 89.513514 L 712.8 88.767568 L 713.544886 88.021622 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 709.075568 91.005405 L 709.820455 91.751351 L 709.820455 93.243243 L 709.820455 94.735135 L 709.075568 95.481081 L 708.330682 94.735135 L 707.585796 93.989189 L 706.840909 93.243243 L 707.585796 92.497297 L 708.330682 91.751351 L 709.075568 91.005405 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 701.626705 93.989189 L 702.371591 94.735135 L 701.626705 95.481081 L 700.881818 94.735135 L 701.626705 93.989189 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p8a64356bb4)" d="M 725.463068 95.481081 L 726.207954 96.227027 L 726.207954 97.718919 L 725.463068 98.464865 L 724.718182 97.718919 L 724.718182 96.227027 L 725.463068 95.481081 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p8a64356bb4)" d="M 713.544886 21.12096 L 715.034659 20.827155 L 718.014204 20.827046 L 719.503977 21.120093 L 722.483523 21.117346 L 722.990504 21.632432 L 723.973295 22.379026 L 725.463068 22.345352 L 726.952841 23.87027 L 727.944089 24.616216 L 728.442613 25.138795 L 729.932386 25.368226 L 731.422159 26.949745 L 732.911932 27.004599 L 735.136831 29.091892 L 735.891477 29.77575 L 739.221429 32.075676 L 739.615909 33.567568 L 740.360795 34.471793 L 741.850568 35.592176 L 742.595454 36.551351 L 743.526773 38.043243 L 745.305298 39.535135 L 745.740392 41.027027 L 746.319886 41.607345 L 747.064772 42.518919 L 747.976383 44.010811 L 748.574476 45.502703 L 750.044318 46.994595 L 750.391237 48.486486 L 750.789204 48.853228 L 751.534091 49.978378 L 751.532668 54.454054 L 753.002632 55.945946 L 753.023863 60.421622 L 754.285677 61.913514 L 754.538663 63.405405 L 754.487025 64.897297 L 755.532843 66.389189 L 756.004623 67.881081 L 756.199953 69.372973 L 756.748295 69.905338 L 757.494841 70.864865 L 757.491634 75.340541 L 757.746097 76.832432 L 758.238068 77.325103 L 759.72784 79.285699 L 760.257604 79.816216 L 760.458613 81.308108 L 760.472561 93.243243 L 760.507176 96.227027 L 760.978873 97.718919 L 760.472727 100.702703 L 760.474923 106.67027 L 760.261491 108.162162 L 759.72784 108.696571 L 758.975841 109.654054 L 758.982954 112.637838 L 757.493181 114.12973 L 757.493181 115.621622 L 756.050619 117.113514 L 756.003409 118.605405 L 754.600895 120.097297 L 754.379112 121.589189 L 753.062999 123.081081 L 751.769959 124.572973 L 751.534091 126.064865 L 750.59713 127.556757 L 749.05148 129.048649 L 738.871022 140.072924 L 737.38125 140.073725 L 735.891477 141.701024 L 734.401704 142.569229 L 732.911932 143.216729 L 731.422159 143.153033 L 729.932386 144.669832 L 726.952841 144.674 L 725.463068 146.20571 L 718.014204 146.220114 L 716.524432 144.67391 L 715.034659 144.674191 L 713.544886 143.148228 L 712.055114 143.138652 L 710.565341 144.674209 L 707.585796 144.674722 L 706.096023 146.207436 L 697.157387 146.219533 L 695.667614 144.689134 L 694.177841 144.614454 L 691.198296 141.603649 L 689.708523 141.614285 L 688.21875 140.072977 L 686.728978 140.072931 L 683.285004 136.508108 L 682.259659 135.356944 L 680.769887 135.325116 L 678.893634 133.524324 L 678.265573 132.032432 L 677.790341 131.556525 L 677.045455 130.540541 L 676.486644 129.048649 L 676.300569 128.875007 L 674.810796 127.240638 L 674.065909 126.064865 L 673.811379 124.572973 L 673.321023 124.100957 L 672.576137 123.081081 L 672.44314 121.589189 L 671.83125 120.99355 L 671.086364 120.097297 L 671.03388 118.605405 L 669.596591 117.113514 L 669.59312 115.621622 L 668.128035 114.12973 L 668.112277 111.145946 L 666.733025 109.654054 L 666.617046 108.162162 L 666.567934 102.194595 L 665.186911 99.210811 L 665.155797 96.227027 L 665.127273 91.751351 L 665.237699 90.259459 L 665.87216 88.608862 L 666.446278 87.275676 L 666.61708 85.783784 L 666.617046 81.308108 L 668.094987 79.816216 L 668.106819 72.356757 L 669.136585 70.864865 L 670.394252 69.372973 L 671.086364 67.881081 L 671.067183 66.389189 L 671.16966 64.897297 L 672.139391 63.405405 L 671.83125 63.096827 L 671.086261 61.913514 L 671.109694 58.92973 L 672.576137 57.437838 L 672.576137 54.454054 L 673.961758 52.962162 L 674.061773 49.978378 L 674.810796 48.849944 L 675.206352 48.486486 L 675.555682 46.994595 L 677.012032 45.502703 L 677.045455 44.010811 L 677.790341 42.878572 L 678.166327 42.518919 L 678.574461 41.027027 L 679.991181 39.535135 L 680.769887 37.868607 L 681.514773 36.551351 L 682.259659 35.586199 L 683.749432 34.373062 L 686.728978 31.8155 L 688.21875 30.934673 L 688.569141 30.583784 L 689.048161 29.091892 L 691.198296 26.997836 L 692.688068 25.852126 L 694.177841 25.372976 L 695.667614 23.87027 L 700.136932 23.912321 L 701.626705 22.365859 L 707.585796 22.360309 L 712.055114 22.383161 L 713.544886 21.12096 L 713.544886 21.12096 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 655.592728 19.89375 L 662.278978 19.89375 L 662.278978 8.28 L 655.592728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(655.592728 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 761.669147 19.89375 L 770.007272 19.89375 L 770.007272 8.28 L 761.669147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(761.669147 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 641.29091 165.6 L 672.91466 165.6 L 672.91466 153.98625 L 641.29091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=40 --> <defs> <path d="M 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/> </defs> <g style="fill:#ffffff;" transform="translate(641.29091 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-34"/> <use x="199.902344" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p0d85bf6574)"> <image height="165.6" id="image6f16744422" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="800" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p0d85bf6574)" d="M 858.536932 53.708108 L 860.026705 53.708108 L 860.771591 54.454054 L 860.771591 57.437838 L 861.516477 58.183784 L 864.496023 58.183784 L 865.240909 58.92973 L 865.240909 64.897297 L 863.00625 67.135135 L 862.261364 66.389189 L 862.261364 64.897297 L 860.026705 62.659459 L 857.792046 64.897297 L 858.536932 65.643243 L 860.026705 65.643243 L 860.771591 66.389189 L 860.771591 67.881081 L 860.026705 68.627027 L 858.536932 68.627027 L 857.792046 69.372973 L 857.792046 90.259459 L 857.047159 91.005405 L 856.302273 90.259459 L 856.302273 88.767568 L 854.067614 86.52973 L 851.832955 88.767568 L 851.832955 90.259459 L 850.343182 91.751351 L 850.343182 93.243243 L 851.088068 93.989189 L 852.577841 92.497297 L 853.322727 93.243243 L 853.322727 94.735135 L 857.047159 98.464865 L 860.026705 98.464865 L 863.00625 95.481081 L 863.751136 96.227027 L 863.751136 100.702703 L 862.261364 102.194595 L 863.751136 103.686486 L 863.751136 105.178378 L 863.00625 105.924324 L 861.516477 105.924324 L 860.771591 106.67027 L 860.771591 109.654054 L 860.026705 110.4 L 858.536932 110.4 L 857.792046 111.145946 L 858.536932 111.891892 L 860.026705 111.891892 L 860.771591 112.637838 L 860.771591 118.605405 L 862.261364 120.097297 L 860.026705 122.335135 L 856.302273 118.605405 L 856.302273 114.12973 L 855.557387 113.383784 L 854.067614 113.383784 L 853.322727 112.637838 L 853.322727 111.145946 L 854.067614 110.4 L 855.557387 110.4 L 856.302273 109.654054 L 856.302273 106.67027 L 855.557387 105.924324 L 851.832955 109.654054 L 851.832955 112.637838 L 853.322727 114.12973 L 853.322727 117.113514 L 852.577841 117.859459 L 848.853409 114.12973 L 848.853409 111.145946 L 847.363637 109.654054 L 847.363637 106.67027 L 845.873864 105.178378 L 847.363637 103.686486 L 845.873864 102.194595 L 845.873864 93.243243 L 848.853409 90.259459 L 847.363637 88.767568 L 847.363637 82.8 L 848.853409 81.308108 L 848.853409 78.324324 L 850.343182 76.832432 L 848.853409 75.340541 L 851.832955 72.356757 L 851.832955 70.864865 L 854.8125 67.881081 L 853.322727 66.389189 L 853.322727 63.405405 L 854.8125 61.913514 L 854.8125 58.92973 L 856.302273 57.437838 L 856.302273 55.945946 L 858.536932 53.708108 L 858.536932 53.708108 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 882.373295 53.708108 L 883.863068 53.708108 L 884.607954 54.454054 L 884.607954 55.945946 L 886.842613 58.183784 L 888.332386 58.183784 L 889.077273 58.92973 L 889.077273 64.897297 L 892.056818 67.881081 L 892.056818 69.372973 L 893.546591 70.864865 L 893.546591 73.848649 L 895.036363 75.340541 L 895.036363 81.308108 L 896.526136 82.8 L 896.526136 85.783784 L 898.015909 87.275676 L 896.526136 88.767568 L 896.526136 96.227027 L 895.036363 97.718919 L 895.78125 98.464865 L 897.271022 98.464865 L 898.015909 99.210811 L 898.015909 105.178378 L 896.526136 106.67027 L 896.526136 109.654054 L 892.056818 114.12973 L 892.056818 117.113514 L 891.311932 117.859459 L 889.822159 117.859459 L 888.332386 119.351351 L 886.842613 119.351351 L 885.352841 120.843243 L 884.607954 120.097297 L 884.607954 118.605405 L 883.118182 117.113514 L 883.118182 112.637838 L 881.628409 111.145946 L 881.628409 109.654054 L 882.373295 108.908108 L 883.863068 110.4 L 884.607954 109.654054 L 884.607954 108.162162 L 880.883523 104.432432 L 879.39375 105.924324 L 878.648864 105.178378 L 878.648864 103.686486 L 880.138636 102.194595 L 880.138636 100.702703 L 881.628409 99.210811 L 881.628409 96.227027 L 882.373295 95.481081 L 883.863068 95.481081 L 884.607954 96.227027 L 883.118182 97.718919 L 883.863068 98.464865 L 886.842613 98.464865 L 887.5875 97.718919 L 886.097727 96.227027 L 887.5875 94.735135 L 887.5875 93.243243 L 892.056818 88.767568 L 891.311932 88.021622 L 886.842613 88.021622 L 886.097727 87.275676 L 886.097727 64.897297 L 883.863068 62.659459 L 879.39375 67.135135 L 878.648864 66.389189 L 878.648864 63.405405 L 880.138636 61.913514 L 878.648864 60.421622 L 878.648864 58.92973 L 881.628409 55.945946 L 881.628409 54.454054 L 882.373295 53.708108 L 882.373295 53.708108 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 864.496023 71.610811 L 865.240909 72.356757 L 864.496023 73.102703 L 863.751136 72.356757 L 864.496023 71.610811 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 865.985796 74.594595 L 866.730682 75.340541 L 865.985796 76.086486 L 865.240909 75.340541 L 865.985796 74.594595 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 877.903977 74.594595 L 878.648864 75.340541 L 878.648864 76.832432 L 877.903977 77.578378 L 877.159091 76.832432 L 877.159091 75.340541 L 877.903977 74.594595 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 865.985796 85.037838 L 866.730682 85.783784 L 865.985796 86.52973 L 865.240909 85.783784 L 865.985796 85.037838 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 864.496023 91.005405 L 865.240909 91.751351 L 864.496023 92.497297 L 863.751136 91.751351 L 864.496023 91.005405 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 864.496023 93.989189 L 865.240909 94.735135 L 864.496023 95.481081 L 863.751136 94.735135 L 864.496023 93.989189 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 880.883523 93.989189 L 881.628409 94.735135 L 880.883523 95.481081 L 880.138636 94.735135 L 880.883523 93.989189 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 857.047159 95.481081 L 857.792046 96.227027 L 857.047159 96.972973 L 856.302273 96.227027 L 857.047159 95.481081 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p0d85bf6574)" d="M 870.455114 58.183784 L 871.2 58.92973 L 871.2 60.421622 L 871.944886 61.167568 L 872.689773 61.913514 L 872.689773 63.405405 L 872.689773 64.897297 L 872.689773 66.389189 L 872.689773 67.881081 L 872.689773 69.372973 L 872.689773 70.864865 L 872.689773 72.356757 L 871.944886 73.102703 L 870.455114 73.102703 L 869.710227 72.356757 L 869.710227 70.864865 L 870.455114 70.118919 L 871.2 69.372973 L 870.455114 68.627027 L 869.710227 67.881081 L 869.710227 66.389189 L 869.710227 64.897297 L 869.710227 63.405405 L 869.710227 61.913514 L 869.710227 60.421622 L 869.710227 58.92973 L 870.455114 58.183784 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 871.944886 82.054054 L 872.689773 82.8 L 871.944886 83.545946 L 871.2 82.8 L 871.944886 82.054054 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 871.944886 85.037838 L 872.689773 85.783784 L 873.434659 86.52973 L 874.179545 87.275676 L 873.434659 88.021622 L 871.944886 88.021622 L 871.2 87.275676 L 871.2 85.783784 L 871.944886 85.037838 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0d85bf6574)" d="M 871.944886 89.513514 L 872.689773 90.259459 L 872.689773 91.751351 L 872.689773 93.243243 L 872.689773 94.735135 L 872.689773 96.227027 L 872.689773 97.718919 L 872.689773 99.210811 L 871.944886 99.956757 L 871.2 99.210811 L 871.2 97.718919 L 871.2 96.227027 L 871.2 94.735135 L 871.2 93.243243 L 871.2 91.751351 L 871.2 90.259459 L 871.944886 89.513514 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p0d85bf6574)" d="M 860.026705 24.302009 L 865.985796 24.276782 L 870.455114 24.287093 L 871.944886 23.458489 L 879.39375 23.47008 L 880.883523 24.276695 L 882.373295 24.278519 L 882.710513 24.616216 L 883.863068 25.42373 L 885.352841 26.840668 L 886.842613 26.854054 L 888.332386 28.212349 L 891.81477 30.583784 L 892.801704 31.345364 L 894.291477 32.821622 L 895.78125 34.07773 L 897.397937 35.059459 L 898.015909 36.551351 L 899.418746 38.043243 L 899.906606 39.535135 L 900.250568 39.879586 L 901.740341 42.047587 L 902.211003 42.518919 L 904.719886 44.583137 L 905.403302 45.502703 L 905.473657 46.994595 L 906.567577 48.486486 L 907.111672 49.978378 L 908.458414 51.47027 L 908.796172 52.962162 L 909.656315 54.454054 L 909.937985 55.945946 L 909.913816 57.437838 L 910.945398 58.92973 L 911.352802 60.421622 L 911.40092 63.405405 L 912.646638 64.897297 L 912.913636 66.389189 L 914.409851 67.881081 L 914.403409 69.372973 L 915.593314 70.864865 L 915.893181 72.356757 L 915.893181 75.340541 L 916.140804 76.832432 L 916.847347 78.324324 L 917.307418 79.816216 L 917.35311 82.8 L 917.375444 84.291892 L 917.532538 85.783784 L 918.872727 87.275676 L 918.872727 100.702703 L 918.63615 102.194595 L 917.599594 103.686486 L 917.382954 105.178378 L 917.394256 108.162162 L 916.908642 109.654054 L 916.638068 109.996259 L 915.984869 111.145946 L 915.893181 112.637838 L 915.668556 114.12973 L 915.148295 114.706649 L 914.482764 115.621622 L 914.282726 117.113514 L 912.913636 118.605405 L 912.878135 120.097297 L 911.423863 121.589189 L 911.423863 123.081081 L 908.505126 126.064865 L 908.444318 127.556757 L 907.118099 129.048649 L 904.719886 131.583759 L 903.230113 131.580583 L 901.374381 133.524324 L 897.271022 138.019668 L 894.291477 138.022751 L 892.801704 139.662418 L 889.822159 139.61518 L 888.332386 141.307032 L 886.842613 142.849038 L 883.863068 142.807742 L 882.373295 144.421589 L 879.39375 144.421588 L 877.903977 142.864542 L 873.434659 142.849242 L 871.944886 141.284099 L 870.455114 142.876675 L 865.985796 142.864621 L 864.496023 144.49452 L 863.00625 144.49452 L 862.480046 143.967568 L 861.516477 142.803195 L 858.536932 142.860354 L 855.557387 142.86558 L 854.067614 141.267562 L 852.577841 141.27642 L 851.088068 139.658337 L 848.108523 139.627163 L 846.61875 138.019678 L 845.105063 138 L 843.639205 136.369571 L 842.149432 136.30426 L 836.190341 130.007121 L 835.445455 129.048649 L 835.351354 127.556757 L 833.210796 125.392988 L 832.465909 124.572973 L 832.457614 123.081081 L 830.985857 121.589189 L 830.976137 120.097297 L 829.55112 118.605405 L 829.486364 117.113514 L 828.144451 115.621622 L 827.996591 114.12973 L 827.547919 112.637838 L 826.759823 111.145946 L 826.506819 109.654054 L 826.506819 106.67027 L 825.971735 105.178378 L 825.761932 104.968277 L 825.017046 103.686486 L 825.039077 87.275676 L 825.017046 84.291892 L 825.32511 82.8 L 825.761932 82.362557 L 826.506819 81.308108 L 826.506819 76.832432 L 826.506819 75.340541 L 827.251705 74.200229 L 827.622168 73.848649 L 828.275865 70.864865 L 828.741478 70.399333 L 829.486364 69.372973 L 829.554148 66.389189 L 830.984758 64.897297 L 831.046341 60.421622 L 831.721023 58.558767 L 832.25528 57.437838 L 832.732701 54.454054 L 833.210796 53.966079 L 835.134006 51.47027 L 835.592784 49.978378 L 836.423574 48.486486 L 836.895429 46.994595 L 837.961306 45.502703 L 838.596171 44.010811 L 839.848819 42.518919 L 839.927734 41.027027 L 840.932724 39.535135 L 842.149432 38.682543 L 842.736314 38.043243 L 843.07587 36.551351 L 843.639205 35.993615 L 844.741641 35.059459 L 845.532945 33.567568 L 846.61875 32.821622 L 848.108523 31.336277 L 849.598296 30.056833 L 851.254466 29.091892 L 852.577841 28.215542 L 854.067614 28.234072 L 855.557387 26.854054 L 857.047159 26.854054 L 858.536932 25.418711 L 860.026705 24.302009 L 860.026705 24.302009 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 813.992728 19.89375 L 820.678978 19.89375 L 820.678978 8.28 L 813.992728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(813.992728 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 920.069147 19.89375 L 928.407272 19.89375 L 928.407272 8.28 L 920.069147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(920.069147 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 799.69091 165.6 L 831.31466 165.6 L 831.31466 153.98625 L 799.69091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=49 --> <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(799.69091 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-39"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p897602e77b)"> <image height="165.6" id="imagee487e3c695" transform="scale(1 -1)translate(0 -165.6)" width="143.04" x="958" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_19"> <path clip-path="url(#p897602e77b)" d="M 1016.936932 71.610811 L 1018.426705 71.610811 L 1019.171591 72.356757 L 1019.171591 73.848649 L 1019.171591 75.340541 L 1019.916477 76.086486 L 1020.661364 76.832432 L 1021.40625 77.578378 L 1022.151136 78.324324 L 1021.40625 79.07027 L 1020.661364 79.816216 L 1019.916477 80.562162 L 1019.171591 81.308108 L 1019.171591 82.8 L 1019.171591 84.291892 L 1019.171591 85.783784 L 1019.171591 87.275676 L 1019.171591 88.767568 L 1019.171591 90.259459 L 1019.171591 91.751351 L 1019.171591 93.243243 L 1018.426705 93.989189 L 1017.681818 94.735135 L 1017.681818 96.227027 L 1017.681818 97.718919 L 1016.936932 98.464865 L 1016.192046 99.210811 L 1015.447159 99.956757 L 1014.702273 100.702703 L 1015.447159 101.448649 L 1016.192046 102.194595 L 1016.192046 103.686486 L 1015.447159 104.432432 L 1014.702273 105.178378 L 1013.957387 105.924324 L 1013.2125 105.178378 L 1012.467614 104.432432 L 1011.722727 103.686486 L 1010.977841 102.940541 L 1010.232955 102.194595 L 1009.488068 101.448649 L 1008.743182 100.702703 L 1007.998296 99.956757 L 1007.253409 99.210811 L 1007.998296 98.464865 L 1008.743182 97.718919 L 1009.488068 96.972973 L 1010.977841 96.972973 L 1011.722727 96.227027 L 1010.977841 95.481081 L 1010.232955 94.735135 L 1010.232955 93.243243 L 1009.488068 92.497297 L 1008.743182 91.751351 L 1009.488068 91.005405 L 1010.232955 90.259459 L 1010.977841 89.513514 L 1012.467614 89.513514 L 1013.2125 88.767568 L 1012.467614 88.021622 L 1011.722727 87.275676 L 1011.722727 85.783784 L 1011.722727 84.291892 L 1011.722727 82.8 L 1011.722727 81.308108 L 1011.722727 79.816216 L 1011.722727 78.324324 L 1012.467614 77.578378 L 1013.2125 76.832432 L 1013.957387 76.086486 L 1015.447159 76.086486 L 1016.192046 75.340541 L 1016.192046 73.848649 L 1016.192046 72.356757 L 1016.936932 71.610811 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p897602e77b)" d="M 1037.79375 71.610811 L 1039.283523 71.610811 L 1040.773295 71.610811 L 1042.263068 71.610811 L 1043.752841 71.610811 L 1045.242613 71.610811 L 1045.9875 72.356757 L 1045.9875 73.848649 L 1045.242613 74.594595 L 1044.497727 75.340541 L 1043.752841 76.086486 L 1043.007954 76.832432 L 1043.007954 78.324324 L 1042.263068 79.07027 L 1040.773295 79.07027 L 1040.028409 79.816216 L 1040.773295 80.562162 L 1041.518182 81.308108 L 1040.773295 82.054054 L 1039.283523 82.054054 L 1038.538636 81.308108 L 1038.538636 79.816216 L 1038.538636 78.324324 L 1037.79375 77.578378 L 1037.048864 76.832432 L 1037.048864 75.340541 L 1037.048864 73.848649 L 1037.048864 72.356757 L 1037.79375 71.610811 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p897602e77b)" d="M 1045.242613 76.086486 L 1045.9875 76.832432 L 1045.242613 77.578378 L 1044.497727 76.832432 L 1045.242613 76.086486 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p897602e77b)" d="M 1015.447159 77.578378 L 1014.702273 78.324324 L 1015.447159 79.07027 L 1016.192046 78.324324 L 1015.447159 77.578378 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p897602e77b)" d="M 1042.263068 83.545946 L 1043.007954 84.291892 L 1043.007954 85.783784 L 1042.263068 86.52973 L 1041.518182 85.783784 L 1041.518182 84.291892 L 1042.263068 83.545946 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p897602e77b)" d="M 1043.752841 86.52973 L 1045.242613 86.52973 L 1046.732386 86.52973 L 1048.222159 86.52973 L 1049.711932 86.52973 L 1050.456818 87.275676 L 1049.711932 88.021622 L 1048.967045 88.767568 L 1048.967045 90.259459 L 1049.711932 91.005405 L 1051.201704 91.005405 L 1051.946591 91.751351 L 1051.946591 93.243243 L 1051.946591 94.735135 L 1051.201704 95.481081 L 1050.456818 96.227027 L 1050.456818 97.718919 L 1049.711932 98.464865 L 1048.967045 99.210811 L 1048.222159 99.956757 L 1047.477273 100.702703 L 1048.222159 101.448649 L 1049.711932 101.448649 L 1050.456818 102.194595 L 1049.711932 102.940541 L 1048.222159 102.940541 L 1047.477273 103.686486 L 1046.732386 104.432432 L 1045.9875 103.686486 L 1045.9875 102.194595 L 1045.9875 100.702703 L 1045.242613 99.956757 L 1044.497727 99.210811 L 1044.497727 97.718919 L 1044.497727 96.227027 L 1043.752841 95.481081 L 1043.007954 94.735135 L 1043.007954 93.243243 L 1043.007954 91.751351 L 1043.007954 90.259459 L 1043.007954 88.767568 L 1043.007954 87.275676 L 1043.752841 86.52973 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p897602e77b)" d="M 1007.998296 92.497297 L 1008.743182 93.243243 L 1007.998296 93.989189 L 1007.253409 93.243243 L 1007.998296 92.497297 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p897602e77b)" d="M 1015.447159 105.924324 L 1016.936932 105.924324 L 1017.681818 106.67027 L 1018.426705 107.416216 L 1019.171591 108.162162 L 1019.171591 109.654054 L 1019.171591 111.145946 L 1019.916477 111.891892 L 1020.661364 112.637838 L 1020.661364 114.12973 L 1019.916477 114.875676 L 1019.171591 114.12973 L 1018.426705 113.383784 L 1017.681818 112.637838 L 1016.936932 111.891892 L 1015.447159 111.891892 L 1014.702273 111.145946 L 1014.702273 109.654054 L 1014.702273 108.162162 L 1014.702273 106.67027 L 1015.447159 105.924324 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p897602e77b)" d="M 1043.752841 105.924324 L 1045.242613 105.924324 L 1046.732386 105.924324 L 1047.477273 106.67027 L 1047.477273 108.162162 L 1047.477273 109.654054 L 1047.477273 111.145946 L 1046.732386 111.891892 L 1045.9875 112.637838 L 1045.242613 113.383784 L 1043.752841 113.383784 L 1043.007954 114.12973 L 1042.263068 114.875676 L 1041.518182 114.12973 L 1041.518182 112.637838 L 1042.263068 111.891892 L 1043.007954 111.145946 L 1042.263068 110.4 L 1041.518182 109.654054 L 1041.518182 108.162162 L 1042.263068 107.416216 L 1043.007954 106.67027 L 1043.752841 105.924324 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p897602e77b)" d="M 1019.916477 116.367568 L 1021.40625 116.367568 L 1022.151136 117.113514 L 1021.40625 117.859459 L 1019.916477 117.859459 L 1019.171591 117.113514 L 1019.916477 116.367568 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p897602e77b)" d="M 1021.40625 28.434933 L 1022.896023 28.274796 L 1033.324432 28.274304 L 1034.814204 28.123263 L 1037.79375 28.124152 L 1039.283523 28.43135 L 1040.773295 29.483506 L 1042.263068 29.44813 L 1043.752841 31.739521 L 1045.242613 32.838978 L 1046.732386 33.16265 L 1047.227212 33.567568 L 1048.222159 34.12836 L 1051.201704 36.719261 L 1052.817724 38.043243 L 1053.409457 39.535135 L 1055.671022 41.543931 L 1057.160795 43.435653 L 1057.735136 44.010811 L 1059.395454 45.502703 L 1059.765273 46.994595 L 1060.578202 48.486486 L 1061.046299 51.47027 L 1061.630113 52.048569 L 1063.119886 52.987186 L 1063.840782 54.454054 L 1065.201804 55.945946 L 1065.692995 57.437838 L 1066.099431 57.888162 L 1066.818901 58.92973 L 1066.877511 60.421622 L 1068.103454 63.405405 L 1068.334091 64.897297 L 1068.392921 66.389189 L 1069.572838 67.881081 L 1070.047786 70.864865 L 1070.78996 72.356757 L 1071.256003 73.848649 L 1071.445283 75.340541 L 1072.684165 78.324324 L 1072.795136 79.816216 L 1072.815788 84.291892 L 1073.1851 85.783784 L 1073.881042 87.275676 L 1074.293616 88.767568 L 1074.393172 90.259459 L 1075.658343 91.751351 L 1075.783024 93.243243 L 1075.694218 97.718919 L 1075.612218 99.210811 L 1074.553933 100.702703 L 1074.247844 102.194595 L 1074.293181 105.178378 L 1072.803409 106.67027 L 1072.803409 111.145946 L 1071.33884 112.637838 L 1071.313636 114.12973 L 1070.89455 115.621622 L 1069.078977 118.320236 L 1068.780656 118.605405 L 1068.433134 120.097297 L 1067.22531 121.589189 L 1066.844318 123.081081 L 1066.042526 124.572973 L 1061.630113 129.4944 L 1058.650568 132.628037 L 1057.160795 132.636705 L 1054.18125 135.762162 L 1052.691477 135.68812 L 1051.201704 137.242192 L 1046.732386 137.21123 L 1045.242613 138.721772 L 1040.773295 138.73297 L 1033.324432 138.750963 L 1030.344886 135.645151 L 1029.6 136.508108 L 1029.606621 138 L 1027.365341 140.276933 L 1013.957387 140.276927 L 1010.977841 137.24402 L 1009.488068 137.242149 L 1007.998296 135.676918 L 1006.508523 135.657224 L 1005.01875 134.138486 L 1003.528978 134.127416 L 1002.039205 132.610238 L 1000.549432 132.628336 L 997.127489 129.048649 L 994.36017 126.064865 L 993.845455 124.572973 L 993.100569 123.021715 L 991.610796 121.455505 L 990.779843 120.097297 L 990.437989 118.605405 L 990.121023 118.306967 L 989.376137 117.113514 L 989.276361 115.621622 L 988.63125 115.002286 L 987.886364 114.12973 L 987.864869 112.637838 L 986.765837 111.145946 L 986.387843 109.654054 L 986.408797 106.67027 L 986.148743 105.178378 L 985.651705 104.617655 L 984.975207 103.686486 L 984.885878 100.702703 L 984.906819 99.210811 L 985.092986 96.227027 L 984.906819 94.735135 L 984.923733 88.767568 L 985.24901 87.275676 L 986.052759 85.783784 L 986.379365 84.291892 L 986.396591 79.816216 L 987.886364 78.324324 L 989.258693 75.340541 L 989.411715 72.356757 L 989.376137 70.864865 L 990.674729 69.372973 L 990.865909 67.881081 L 990.865909 64.897297 L 992.053531 63.405405 L 992.355682 61.913514 L 992.355682 60.421622 L 993.9347 57.437838 L 995.264251 55.945946 L 995.350073 54.454054 L 996.13888 52.962162 L 997.569887 52.049568 L 998.148362 51.47027 L 998.314773 49.978378 L 998.703186 48.486486 L 999.059659 48.129506 L 1000.549432 47.375544 L 1000.92984 46.994595 L 1001.270833 45.502703 L 1001.458271 44.010811 L 1002.039205 43.429051 L 1004.040065 41.027027 L 1004.325293 39.535135 L 1005.01875 38.792949 L 1006.599325 38.043243 L 1008.16587 36.551351 L 1010.002929 35.059459 L 1010.547738 33.567568 L 1010.977841 33.089435 L 1013.957387 32.838978 L 1018.426705 29.39432 L 1019.916477 29.487276 L 1020.563535 29.091892 L 1021.40625 28.434933 L 1021.40625 28.434933 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 972.392728 19.89375 L 979.078978 19.89375 L 979.078978 8.28 L 972.392728 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(972.392728 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 1078.469147 19.89375 L 1086.807272 19.89375 L 1086.807272 8.28 L 1078.469147 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1078.469147 17.398125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 958.09091 165.6 L 989.71466 165.6 L 989.71466 153.98625 L 958.09091 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=58 --> <defs> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> <path d="M 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(958.09091 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-38"/> </g> </g> </g> </g> <defs> <clipPath id="pbd1ed556e0"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p3a3e7fcd52"> <rect height="165.6" width="143.01818" x="7.69091" y="0"/> </clipPath> <clipPath id="p2d9ffbcf1d"> <rect height="165.6" width="143.01818" x="166.09091" y="0"/> </clipPath> <clipPath id="p63f28a8672"> <rect height="165.6" width="143.01818" x="324.49091" y="0"/> </clipPath> <clipPath id="p570b4ba385"> <rect height="165.6" width="143.01818" x="482.89091" y="0"/> </clipPath> <clipPath id="p8a64356bb4"> <rect height="165.6" width="143.01818" x="641.29091" y="0"/> </clipPath> <clipPath id="p0d85bf6574"> <rect height="165.6" width="143.01818" x="799.69091" y="0"/> </clipPath> <clipPath id="p897602e77b"> <rect height="165.6" width="143.01818" x="958.09091" y="0"/> </clipPath> </defs></g>
- <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-c8ae5b40-1b89-4eeb-862f-bae984a9e336"> <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(#p9e25a45beb)"> <image height="165.6" id="image45b402a388" 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(#p30a2800fdc)"> <image height="153.36" id="image88fe1c8b10" transform="scale(1 -1)translate(0 -153.36)" width="187.44" x="1123" xlink:href="data:image/png;base64,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" y="-6.24"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p30a2800fdc)" d="M 1196.562162 43.352753 L 1198.248649 43.927573 L 1199.935135 43.12187 L 1201.621622 43.239835 L 1203.308108 43.788815 L 1204.994595 43.207225 L 1206.681081 43.200681 L 1208.367568 43.567778 L 1210.054054 44.397508 L 1211.740541 44.867534 L 1213.427027 45.177469 L 1215.113514 46.005942 L 1216.8 46.525521 L 1218.486486 46.819118 L 1221.859459 48.180683 L 1223.545946 48.464832 L 1226.918919 49.832561 L 1228.605405 50.115772 L 1230.416983 50.820779 L 1231.978378 51.483987 L 1233.664865 51.679326 L 1234.84728 52.503896 L 1235.779175 54.187013 L 1237.037838 54.919517 L 1238.724324 56.917777 L 1242.097297 58.264068 L 1243.783784 58.454396 L 1244.961208 59.236364 L 1245.883039 60.919481 L 1247.156757 61.706802 L 1248.004898 62.602597 L 1248.843243 63.653066 L 1250.085575 64.285714 L 1250.52973 64.750392 L 1251.133791 65.968831 L 1253.237333 67.651948 L 1254.455929 69.335065 L 1255.00069 71.018182 L 1255.589189 71.589126 L 1257.31077 72.701299 L 1258.962162 75.913103 L 1259.10954 76.067532 L 1259.804528 77.750649 L 1260.335124 79.433766 L 1259.934707 81.116883 L 1261.338956 82.8 L 1259.930358 86.166234 L 1259.695869 87.849351 L 1258.962162 89.224929 L 1258.541725 89.532468 L 1257.275676 90.135468 L 1255.589189 92.346636 L 1253.902703 90.260925 L 1252.216216 89.874399 L 1250.52973 88.957859 L 1248.843243 88.64478 L 1247.156757 88.209405 L 1245.47027 87.366382 L 1243.783784 86.97851 L 1242.097297 87.143545 L 1241.493325 87.849351 L 1241.267146 89.532468 L 1240.864245 91.215584 L 1239.980513 92.898701 L 1239.233697 96.264935 L 1238.4047 97.948052 L 1237.881081 99.631169 L 1238.413411 101.314286 L 1238.724324 103.034553 L 1237.991018 104.680519 L 1237.716597 106.363636 L 1236.341814 109.72987 L 1236.038989 111.412987 L 1235.552045 113.096104 L 1235.351351 113.308979 L 1233.664865 113.937662 L 1231.978378 113.188868 L 1230.291892 113.251072 L 1228.605405 113.954426 L 1227.778959 114.779221 L 1226.918919 116.541197 L 1225.232432 117.251833 L 1223.545946 117.478347 L 1221.859459 117.143851 L 1220.019819 116.462338 L 1218.486486 115.808106 L 1215.113514 115.134426 L 1214.723311 114.779221 L 1214.010812 113.096104 L 1213.427027 112.513485 L 1211.740541 112.000041 L 1211.152311 111.412987 L 1210.318735 109.72987 L 1210.054054 109.490125 L 1204.721805 108.046753 L 1203.858368 106.363636 L 1203.308108 105.814476 L 1201.621622 105.364663 L 1198.248649 103.979776 L 1197.510386 104.680519 L 1196.962401 106.363636 L 1196.099566 108.046753 L 1196.562162 108.512162 L 1197.400715 109.72987 L 1198.065367 111.412987 L 1198.412343 113.096104 L 1198.248649 113.270789 L 1196.562162 114.143524 L 1195.925193 114.779221 L 1195.400101 116.462338 L 1194.875676 116.985715 L 1193.189189 117.646055 L 1191.220403 119.828571 L 1188.12973 121.58796 L 1186.443243 121.758661 L 1186.097101 121.511688 L 1184.756757 120.838903 L 1183.07027 120.572567 L 1181.383784 119.89005 L 1179.697297 120.931106 L 1179.332832 121.511688 L 1178.010811 122.372736 L 1176.324324 121.968238 L 1174.637838 121.126011 L 1172.951351 120.691125 L 1171.264865 120.481465 L 1170.392983 119.828571 L 1169.511229 118.145455 L 1167.891892 117.303896 L 1166.984565 116.462338 L 1167.321916 114.779221 L 1166.784448 113.096104 L 1166.880355 111.412987 L 1167.246555 109.72987 L 1166.883554 108.046753 L 1166.798513 106.363636 L 1167.152399 104.680519 L 1167.631504 102.997403 L 1167.891892 102.576759 L 1168.488915 101.314286 L 1168.78967 99.631169 L 1169.332374 97.948052 L 1168.412771 96.264935 L 1167.891892 95.892333 L 1166.205405 95.515285 L 1164.518919 95.257354 L 1163.762145 94.581818 L 1163.67969 91.215584 L 1161.988912 87.849351 L 1162.443201 86.166234 L 1163.290644 84.483117 L 1164.019087 81.116883 L 1165.014588 79.433766 L 1165.043575 77.750649 L 1163.801158 76.067532 L 1164.79961 74.384416 L 1165.15685 72.701299 L 1163.766211 71.018182 L 1165.177012 67.651948 L 1165.462985 65.968831 L 1166.205405 64.010743 L 1166.813747 62.602597 L 1167.891892 60.777314 L 1169.642798 59.236364 L 1170.160334 57.553247 L 1172.198332 55.87013 L 1173.105535 54.187013 L 1174.637838 53.506232 L 1176.324324 51.435975 L 1178.010811 50.160071 L 1181.383784 49.157822 L 1183.07027 49.430209 L 1183.358281 49.137662 L 1186.443243 47.322195 L 1189.7241 45.771429 L 1189.816216 45.688025 L 1193.189189 44.123214 L 1194.875676 44.770665 L 1196.562162 43.352753 L 1196.562162 43.352753 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 1123.2 159.381818 L 1155.628125 159.381818 L 1155.628125 147.768068 L 1123.2 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=47 --> <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 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(1123.2 156.886193)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-37"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pbd5eeab66a)"> <image height="153.36" id="imagec13f283caa" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="936" xlink:href="data:image/png;base64,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" y="-6.24"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pbd5eeab66a)" d="M 1017.794595 60.077922 L 1018.637838 60.919481 L 1018.637838 62.602597 L 1019.481081 63.444156 L 1024.540541 63.444156 L 1026.227027 65.127273 L 1029.6 65.127273 L 1030.443243 65.968831 L 1030.443243 69.335065 L 1029.6 70.176623 L 1027.913514 70.176623 L 1026.227027 68.493506 L 1021.167568 68.493506 L 1019.481081 70.176623 L 1017.794595 68.493506 L 1014.421622 68.493506 L 1012.735135 66.81039 L 1008.518919 71.018182 L 1008.518919 74.384416 L 1011.891892 77.750649 L 1011.891892 79.433766 L 1015.264865 82.8 L 1015.264865 84.483117 L 1016.951351 86.166234 L 1016.108108 87.007792 L 1014.421622 87.007792 L 1012.735135 88.690909 L 1007.675676 88.690909 L 1005.989189 87.007792 L 1004.302703 88.690909 L 1002.616216 87.007792 L 999.243243 87.007792 L 997.556757 85.324675 L 996.713514 86.166234 L 996.713514 87.849351 L 999.243243 90.374026 L 1000.92973 88.690909 L 1003.459459 91.215584 L 1001.772973 92.898701 L 1001.772973 96.264935 L 1000.92973 97.106494 L 1000.086486 96.264935 L 1000.086486 94.581818 L 997.556757 92.057143 L 994.183784 92.057143 L 993.340541 91.215584 L 993.340541 89.532468 L 991.654054 87.849351 L 993.340541 86.166234 L 993.340541 82.8 L 994.183784 81.958442 L 997.556757 81.958442 L 999.243243 80.275325 L 1000.92973 81.958442 L 1002.616216 81.958442 L 1003.459459 81.116883 L 1003.459459 79.433766 L 1005.145946 77.750649 L 1004.302703 76.909091 L 1000.92973 76.909091 L 1000.086486 76.067532 L 1000.086486 74.384416 L 998.4 72.701299 L 1000.086486 71.018182 L 998.4 69.335065 L 998.4 65.968831 L 1000.92973 63.444156 L 1001.772973 64.285714 L 1001.772973 65.968831 L 1002.616216 66.81039 L 1004.302703 66.81039 L 1009.362162 61.761039 L 1012.735135 61.761039 L 1014.421622 63.444156 L 1016.108108 63.444156 L 1016.951351 62.602597 L 1016.951351 60.919481 L 1017.794595 60.077922 L 1017.794595 60.077922 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbd5eeab66a)" d="M 1032.972973 68.493506 L 1034.659459 68.493506 L 1035.502703 69.335065 L 1035.502703 71.018182 L 1034.659459 71.85974 L 1033.816216 71.018182 L 1032.972973 70.176623 L 1032.12973 69.335065 L 1032.972973 68.493506 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbd5eeab66a)" d="M 1007.675676 80.275325 L 1006.832432 81.116883 L 1006.832432 82.8 L 1007.675676 83.641558 L 1009.362162 83.641558 L 1010.205405 82.8 L 1009.362162 81.958442 L 1008.518919 81.116883 L 1007.675676 80.275325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pbd5eeab66a)" d="M 1005.989189 88.690909 L 1006.832432 89.532468 L 1005.989189 90.374026 L 1005.145946 89.532468 L 1005.989189 88.690909 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pbd5eeab66a)" d="M 1014.421622 76.909091 L 1016.108108 76.909091 L 1016.951351 77.750649 L 1017.794595 78.592208 L 1019.481081 78.592208 L 1020.324324 79.433766 L 1019.481081 80.275325 L 1017.794595 80.275325 L 1016.108108 80.275325 L 1015.264865 79.433766 L 1014.421622 78.592208 L 1013.578378 77.750649 L 1014.421622 76.909091 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pbd5eeab66a)" d="M 1021.167568 81.958442 L 1022.010811 82.8 L 1022.854054 83.641558 L 1024.540541 83.641558 L 1025.383784 84.483117 L 1024.540541 85.324675 L 1022.854054 85.324675 L 1021.167568 85.324675 L 1020.324324 84.483117 L 1020.324324 82.8 L 1021.167568 81.958442 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pbd5eeab66a)" d="M 1005.989189 33.253066 L 1007.675676 34.156484 L 1009.362162 34.747598 L 1011.048649 34.912255 L 1012.735135 33.798991 L 1013.02586 33.98961 L 1014.421622 34.629369 L 1016.108108 34.886981 L 1017.794595 33.734172 L 1018.213906 33.98961 L 1019.481081 34.580291 L 1021.167568 33.292671 L 1022.854054 33.408051 L 1024.540541 34.362474 L 1027.913514 35.105397 L 1029.6 35.955299 L 1031.286486 36.44001 L 1032.972973 36.742169 L 1034.659459 37.564157 L 1036.345946 38.105342 L 1038.032432 36.693614 L 1039.901607 37.355844 L 1041.405405 38.015796 L 1043.091892 38.30031 L 1045.063578 39.038961 L 1046.464865 39.657131 L 1048.151351 40.256309 L 1048.618053 40.722078 L 1049.837838 42.45729 L 1051.524324 43.016031 L 1053.210811 43.342559 L 1054.897297 43.858415 L 1055.261061 44.088312 L 1056.583784 44.702948 L 1058.27027 44.948129 L 1059.095218 45.771429 L 1060.027087 47.454545 L 1061.643243 48.06838 L 1063.32973 48.308889 L 1064.698059 49.137662 L 1065.631496 50.820779 L 1066.702703 51.566458 L 1068.389189 51.783354 L 1070.075676 52.173427 L 1070.411119 52.503896 L 1071.053678 54.187013 L 1071.762162 54.894082 L 1073.448649 55.080147 L 1074.81353 55.87013 L 1075.724953 57.553247 L 1076.821622 58.331061 L 1077.761994 59.236364 L 1078.508108 60.17631 L 1080.194595 61.108454 L 1080.914069 62.602597 L 1081.881081 63.444156 L 1083.062675 64.285714 L 1084.244005 65.968831 L 1084.677349 67.651948 L 1085.89948 69.335065 L 1086.374751 71.018182 L 1086.940541 71.638985 L 1087.722214 72.701299 L 1088.230479 74.384416 L 1088.627027 74.913729 L 1089.303707 76.067532 L 1089.771864 77.750649 L 1090.313514 78.326218 L 1091.117216 79.433766 L 1090.313514 81.46708 L 1089.714471 82.8 L 1090.313514 83.455704 L 1091.095595 84.483117 L 1090.77098 86.166234 L 1089.852683 87.849351 L 1089.05386 91.215584 L 1088.627027 91.641564 L 1086.940541 92.141078 L 1085.254054 93.149073 L 1083.567568 93.76996 L 1081.881081 95.117075 L 1080.194595 95.683362 L 1078.508108 95.573479 L 1076.821622 95.889436 L 1075.135135 96.737611 L 1073.448649 96.311385 L 1071.762162 97.147788 L 1070.075676 96.868396 L 1068.389189 97.553361 L 1067.883181 97.948052 L 1066.702703 99.741568 L 1065.016216 100.472727 L 1063.32973 99.816308 L 1061.643243 99.672515 L 1060.8 101.314286 L 1061.643243 102.538146 L 1062.45419 102.997403 L 1063.450328 104.680519 L 1063.32973 104.829817 L 1062.584767 106.363636 L 1062.507927 108.046753 L 1063.714115 109.72987 L 1063.32973 110.292508 L 1062.365526 111.412987 L 1061.643243 111.927587 L 1060.653272 113.096104 L 1060.338895 114.779221 L 1059.956757 115.190649 L 1058.27027 115.931064 L 1057.699095 116.462338 L 1056.583784 117.259902 L 1054.897297 117.878787 L 1054.59573 118.145455 L 1053.210811 118.925896 L 1051.524324 119.476189 L 1050.995725 119.828571 L 1049.837838 120.446456 L 1048.151351 119.992647 L 1046.464865 120.718958 L 1044.778378 122.088452 L 1043.091892 122.54979 L 1041.405405 123.62074 L 1039.718919 124.036364 L 1038.032432 123.559523 L 1036.345946 122.730942 L 1034.659459 122.326226 L 1032.972973 122.115695 L 1032.242365 121.511688 L 1031.553076 119.828571 L 1031.286486 119.562514 L 1029.6 118.91975 L 1028.824154 118.145455 L 1028.308478 116.462338 L 1027.913514 115.926155 L 1027.246571 114.779221 L 1026.807271 113.096104 L 1026.227027 112.51702 L 1024.540541 111.997411 L 1023.954947 111.412987 L 1022.854054 109.528866 L 1021.167568 108.980486 L 1019.481081 109.075999 L 1017.794595 110.056373 L 1016.108108 109.350648 L 1015.728126 109.72987 L 1014.421622 113.38586 L 1013.801282 114.779221 L 1013.541201 116.462338 L 1012.735135 118.201775 L 1011.048649 119.461223 L 1010.794724 119.828571 L 1011.048649 120.081989 L 1011.891892 121.511688 L 1011.048649 123.724199 L 1010.527156 124.877922 L 1010.145342 126.561039 L 1009.909392 128.244156 L 1009.362162 128.93164 L 1007.675676 129.978852 L 1005.989189 130.768831 L 1000.92973 130.768831 L 999.243243 129.085539 L 995.87027 129.085604 L 994.183784 127.402597 L 990.810811 127.402597 L 989.124324 125.719481 L 985.751351 125.719481 L 984.064865 124.036364 L 980.691892 124.036259 L 979.005405 122.353246 L 975.632432 122.353247 L 973.945946 120.667539 L 972.259459 120.64047 L 971.371576 119.828571 L 970.060323 118.145455 L 970.899255 116.462338 L 970.572973 116.136707 L 969.677468 114.779221 L 970.019549 113.096104 L 969.34032 111.412987 L 969.715221 109.72987 L 968.849239 108.046753 L 968.638156 106.363636 L 968.886486 105.987358 L 969.518725 104.680519 L 969.835517 102.997403 L 969.399879 101.314286 L 968.886486 100.887227 L 965.513514 100.348783 L 964.66061 99.631169 L 963.827027 97.763551 L 962.140541 97.064048 L 961.364034 96.264935 L 960.714756 94.581818 L 960.876357 92.898701 L 961.331988 91.215584 L 960.864282 89.532468 L 960.650143 87.849351 L 961.297297 86.166234 L 961.048425 84.483117 L 960.454054 82.722343 L 961.180787 81.116883 L 961.485022 79.433766 L 962.140541 77.566644 L 963.827027 76.539923 L 964.300363 76.067532 L 964.855789 74.384416 L 966.226278 71.018182 L 966.507873 69.335065 L 967.878498 65.968831 L 968.164058 64.285714 L 968.886486 62.390074 L 969.532453 60.919481 L 969.72973 59.236364 L 970.572973 58.085508 L 972.259459 57.107364 L 972.996437 55.87013 L 973.195992 54.187013 L 973.945946 53.438557 L 975.833554 52.503896 L 976.286224 50.820779 L 977.498938 49.137662 L 979.014887 47.454545 L 980.691892 46.498127 L 982.378378 45.125445 L 983.417966 44.088312 L 984.064865 43.264872 L 987.437838 41.563636 L 988.281081 40.722078 L 989.124324 38.997499 L 989.230382 39.038961 L 990.810811 39.499201 L 992.497297 38.71502 L 994.183784 38.147995 L 995.87027 36.997658 L 997.556757 36.426994 L 999.243243 35.101972 L 1000.92973 35.24543 L 1002.616216 34.972643 L 1004.302703 34.438402 L 1004.839787 33.98961 L 1005.989189 33.253066 L 1005.989189 33.253066 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_2"> <g id="patch_3"> <path d="M 936 159.381818 L 968.428125 159.381818 L 968.428125 147.768068 L 936 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=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(936 156.886193)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-30"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p95151d136d)"> <image height="153.36" id="image31a48faba3" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="749" xlink:href="data:image/png;base64,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" y="-6.24"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p95151d136d)" d="M 812.043243 56.711688 L 812.886486 57.553247 L 812.043243 58.394805 L 811.2 57.553247 L 812.043243 56.711688 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 847.459459 56.711688 L 849.145946 56.711688 L 850.832432 56.711688 L 852.518919 56.711688 L 854.205405 56.711688 L 855.048649 57.553247 L 855.048649 59.236364 L 855.891892 60.077922 L 857.578378 60.077922 L 859.264865 60.077922 L 860.108108 60.919481 L 860.951351 61.761039 L 862.637838 61.761039 L 863.481081 62.602597 L 864.324324 63.444156 L 866.010811 63.444156 L 866.854054 64.285714 L 867.697297 65.127273 L 869.383784 65.127273 L 871.07027 65.127273 L 871.913514 65.968831 L 872.756757 66.81039 L 874.443243 66.81039 L 875.286486 67.651948 L 875.286486 69.335065 L 876.12973 70.176623 L 877.816216 70.176623 L 879.502703 70.176623 L 881.189189 70.176623 L 882.032432 71.018182 L 882.875676 71.85974 L 883.718919 72.701299 L 883.718919 74.384416 L 884.562162 75.225974 L 885.405405 76.067532 L 884.562162 76.909091 L 883.718919 77.750649 L 882.875676 78.592208 L 881.189189 78.592208 L 880.345946 79.433766 L 879.502703 80.275325 L 878.659459 79.433766 L 877.816216 78.592208 L 876.972973 77.750649 L 876.972973 76.067532 L 876.12973 75.225974 L 874.443243 75.225974 L 873.6 74.384416 L 873.6 72.701299 L 872.756757 71.85974 L 871.913514 71.018182 L 871.07027 70.176623 L 870.227027 69.335065 L 869.383784 68.493506 L 867.697297 68.493506 L 866.010811 68.493506 L 864.324324 68.493506 L 863.481081 67.651948 L 862.637838 66.81039 L 860.951351 66.81039 L 859.264865 66.81039 L 858.421622 65.968831 L 857.578378 65.127273 L 856.735135 65.968831 L 855.891892 66.81039 L 855.048649 65.968831 L 854.205405 65.127273 L 852.518919 65.127273 L 850.832432 65.127273 L 849.145946 65.127273 L 848.302703 64.285714 L 847.459459 63.444156 L 846.616216 64.285714 L 845.772973 65.127273 L 844.92973 64.285714 L 844.92973 62.602597 L 844.086486 61.761039 L 842.4 61.761039 L 840.713514 61.761039 L 839.87027 60.919481 L 840.713514 60.077922 L 842.4 60.077922 L 843.243243 59.236364 L 844.086486 58.394805 L 844.92973 59.236364 L 845.772973 60.077922 L 846.616216 59.236364 L 846.616216 57.553247 L 847.459459 56.711688 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 832.281081 61.761039 L 833.124324 62.602597 L 833.967568 63.444156 L 834.810811 64.285714 L 833.967568 65.127273 L 833.124324 65.968831 L 832.281081 66.81039 L 830.594595 66.81039 L 828.908108 66.81039 L 828.064865 65.968831 L 828.908108 65.127273 L 830.594595 65.127273 L 831.437838 64.285714 L 831.437838 62.602597 L 832.281081 61.761039 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 837.340541 63.444156 L 838.183784 64.285714 L 837.340541 65.127273 L 836.497297 64.285714 L 837.340541 63.444156 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 803.610811 65.127273 L 805.297297 65.127273 L 806.140541 65.968831 L 805.297297 66.81039 L 803.610811 66.81039 L 802.767568 65.968831 L 803.610811 65.127273 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 820.475676 65.127273 L 822.162162 65.127273 L 823.005405 65.968831 L 823.848649 66.81039 L 824.691892 65.968831 L 825.535135 65.127273 L 826.378378 65.968831 L 827.221622 66.81039 L 828.064865 67.651948 L 827.221622 68.493506 L 825.535135 68.493506 L 824.691892 69.335065 L 823.848649 70.176623 L 822.162162 70.176623 L 821.318919 71.018182 L 820.475676 71.85974 L 819.632432 72.701299 L 818.789189 73.542857 L 817.102703 73.542857 L 816.259459 74.384416 L 815.416216 75.225974 L 814.572973 76.067532 L 815.416216 76.909091 L 816.259459 77.750649 L 816.259459 79.433766 L 816.259459 81.116883 L 815.416216 81.958442 L 814.572973 82.8 L 813.72973 83.641558 L 812.886486 82.8 L 812.886486 81.116883 L 812.043243 80.275325 L 810.356757 80.275325 L 808.67027 80.275325 L 807.827027 79.433766 L 807.827027 77.750649 L 808.67027 76.909091 L 809.513514 76.067532 L 809.513514 74.384416 L 808.67027 73.542857 L 807.827027 72.701299 L 806.983784 71.85974 L 805.297297 71.85974 L 804.454054 71.018182 L 805.297297 70.176623 L 806.983784 70.176623 L 808.67027 70.176623 L 809.513514 69.335065 L 809.513514 67.651948 L 810.356757 66.81039 L 812.043243 66.81039 L 812.886486 67.651948 L 813.72973 68.493506 L 815.416216 68.493506 L 816.259459 67.651948 L 817.102703 66.81039 L 818.789189 66.81039 L 819.632432 65.968831 L 820.475676 65.127273 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 828.908108 70.176623 L 830.594595 70.176623 L 831.437838 71.018182 L 830.594595 71.85974 L 829.751351 72.701299 L 828.908108 73.542857 L 827.221622 73.542857 L 826.378378 72.701299 L 827.221622 71.85974 L 828.064865 71.018182 L 828.908108 70.176623 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 822.162162 73.542857 L 823.848649 73.542857 L 825.535135 73.542857 L 826.378378 74.384416 L 825.535135 75.225974 L 823.848649 75.225974 L 823.005405 76.067532 L 823.005405 77.750649 L 822.162162 78.592208 L 820.475676 78.592208 L 819.632432 77.750649 L 819.632432 76.067532 L 820.475676 75.225974 L 821.318919 74.384416 L 822.162162 73.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 844.086486 73.542857 L 844.92973 74.384416 L 844.086486 75.225974 L 843.243243 74.384416 L 844.086486 73.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 847.459459 73.542857 L 848.302703 74.384416 L 849.145946 75.225974 L 849.989189 74.384416 L 850.832432 73.542857 L 851.675676 74.384416 L 851.675676 76.067532 L 852.518919 76.909091 L 853.362162 77.750649 L 852.518919 78.592208 L 851.675676 79.433766 L 850.832432 80.275325 L 849.145946 80.275325 L 847.459459 80.275325 L 845.772973 80.275325 L 844.92973 81.116883 L 844.92973 82.8 L 844.086486 83.641558 L 842.4 83.641558 L 841.556757 82.8 L 842.4 81.958442 L 843.243243 81.116883 L 843.243243 79.433766 L 843.243243 77.750649 L 844.086486 76.909091 L 844.92973 76.067532 L 845.772973 75.225974 L 846.616216 74.384416 L 847.459459 73.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 817.102703 81.958442 L 817.945946 82.8 L 817.945946 84.483117 L 817.102703 85.324675 L 815.416216 85.324675 L 814.572973 84.483117 L 815.416216 83.641558 L 816.259459 82.8 L 817.102703 81.958442 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 795.178378 85.324675 L 796.021622 86.166234 L 796.021622 87.849351 L 795.178378 88.690909 L 793.491892 88.690909 L 792.648649 87.849351 L 793.491892 87.007792 L 794.335135 86.166234 L 795.178378 85.324675 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 839.027027 85.324675 L 840.713514 85.324675 L 841.556757 86.166234 L 840.713514 87.007792 L 839.027027 87.007792 L 838.183784 86.166234 L 839.027027 85.324675 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 803.610811 108.888312 L 804.454054 109.72987 L 804.454054 111.412987 L 803.610811 112.254545 L 802.767568 111.412987 L 802.767568 109.72987 L 803.610811 108.888312 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 808.67027 108.888312 L 810.356757 108.888312 L 812.043243 108.888312 L 812.886486 109.72987 L 812.043243 110.571429 L 810.356757 110.571429 L 808.67027 110.571429 L 807.827027 109.72987 L 808.67027 108.888312 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p95151d136d)" d="M 830.594595 68.493506 L 832.281081 68.493506 L 833.967568 68.493506 L 834.810811 69.335065 L 833.967568 70.176623 L 832.281081 70.176623 L 830.594595 70.176623 L 829.751351 69.335065 L 830.594595 68.493506 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 828.908108 70.176623 L 829.751351 71.018182 L 828.908108 71.85974 L 828.064865 71.018182 L 828.908108 70.176623 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 805.297297 81.958442 L 806.140541 82.8 L 806.983784 83.641558 L 807.827027 84.483117 L 808.67027 85.324675 L 809.513514 86.166234 L 808.67027 87.007792 L 807.827027 87.849351 L 806.983784 88.690909 L 806.140541 87.849351 L 806.140541 86.166234 L 805.297297 85.324675 L 804.454054 84.483117 L 804.454054 82.8 L 805.297297 81.958442 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 812.043243 87.007792 L 812.886486 87.849351 L 812.043243 88.690909 L 811.2 87.849351 L 812.043243 87.007792 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 815.416216 88.690909 L 817.102703 88.690909 L 817.945946 89.532468 L 817.102703 90.374026 L 815.416216 90.374026 L 814.572973 89.532468 L 815.416216 88.690909 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 820.475676 88.690909 L 822.162162 88.690909 L 823.005405 89.532468 L 823.848649 90.374026 L 825.535135 90.374026 L 826.378378 89.532468 L 827.221622 88.690909 L 828.064865 89.532468 L 828.908108 90.374026 L 830.594595 90.374026 L 831.437838 91.215584 L 830.594595 92.057143 L 829.751351 92.898701 L 828.908108 93.74026 L 827.221622 93.74026 L 825.535135 93.74026 L 823.848649 93.74026 L 823.005405 92.898701 L 822.162162 92.057143 L 821.318919 91.215584 L 820.475676 90.374026 L 819.632432 89.532468 L 820.475676 88.690909 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p95151d136d)" d="M 825.535135 28.37415 L 827.221622 29.239379 L 827.52134 28.94026 L 828.908108 28.051256 L 830.594595 28.312946 L 832.281081 29.179225 L 832.524016 28.94026 L 833.967568 28.045227 L 835.654054 28.188637 L 837.461203 28.94026 L 839.027027 28.148898 L 840.713514 28.110042 L 844.086486 29.620566 L 845.772973 29.824126 L 847.459459 30.478809 L 849.145946 29.942039 L 850.832432 29.781818 L 852.518919 31.464935 L 853.678444 32.306494 L 854.205405 32.832402 L 855.891892 33.148052 L 857.578378 33.592257 L 859.264865 34.52302 L 860.951351 35.169766 L 862.637838 36.931916 L 864.324324 37.723865 L 867.697297 38.504959 L 869.383784 39.333856 L 871.07027 39.880519 L 872.756757 39.212684 L 874.443243 39.169578 L 875.516235 40.722078 L 876.12973 41.334347 L 877.816216 41.773286 L 879.502703 42.576723 L 881.189189 43.138897 L 882.875676 43.364851 L 884.163461 44.088312 L 884.562162 44.609757 L 885.140282 45.771429 L 886.248649 46.611672 L 887.935135 46.835259 L 889.69 47.454545 L 890.594953 49.137662 L 891.308108 49.849393 L 892.994595 50.147524 L 894.237665 50.820779 L 894.681081 51.322716 L 895.286229 52.503896 L 897.396611 54.187013 L 898.054054 55.166123 L 899.740541 56.266336 L 901.427027 56.772163 L 902.150682 57.553247 L 902.67082 59.236364 L 903.113514 59.976115 L 903.951805 60.919481 L 904.8 61.449187 L 906.970809 64.285714 L 907.473473 65.968831 L 908.554718 67.651948 L 909.076546 69.335065 L 910.263253 71.018182 L 909.375463 72.701299 L 909.859459 73.184926 L 910.701971 74.384416 L 911.491244 76.067532 L 911.373116 77.750649 L 910.794285 79.433766 L 909.859459 80.313365 L 908.732202 81.116883 L 907.887408 82.8 L 907.39522 84.483117 L 907.08919 86.166234 L 906.265367 87.849351 L 905.735262 89.532468 L 905.450987 91.215584 L 904.636673 92.898701 L 904.091187 94.581818 L 903.113514 95.705902 L 901.427027 96.990455 L 899.740541 96.95667 L 896.367568 97.240942 L 894.681081 97.224047 L 892.994595 98.519122 L 891.308108 99.092365 L 887.935135 98.431247 L 886.248649 97.561004 L 885.860826 97.948052 L 884.562162 98.859789 L 882.875676 98.564369 L 881.189189 98.971148 L 879.502703 100.008637 L 877.816216 100.472727 L 876.12973 100.21421 L 874.443243 100.82388 L 869.277627 99.631169 L 867.697297 100.472727 L 866.737983 101.314286 L 866.010811 102.733061 L 865.728859 102.997403 L 864.324324 103.692506 L 862.637838 104.052262 L 862.008322 104.680519 L 862.637838 106.371128 L 863.504317 108.046753 L 863.746175 109.72987 L 863.349894 111.412987 L 863.338153 113.096104 L 864.010908 114.779221 L 864.324324 115.092011 L 865.18924 116.462338 L 864.797567 118.145455 L 864.324324 118.633521 L 862.637838 118.595516 L 860.951351 118.881636 L 860.353016 119.828571 L 859.264865 120.753246 L 857.578378 120.428762 L 855.891892 119.985465 L 854.205405 120.820813 L 852.518919 118.765336 L 850.638754 118.145455 L 849.015237 116.462338 L 847.459459 115.397073 L 845.772973 115.771868 L 844.086486 116.669053 L 842.4 117.303896 L 840.713514 117.013373 L 839.027027 117.651523 L 838.506274 118.145455 L 837.340541 118.956395 L 835.654054 119.527833 L 835.254779 119.828571 L 833.967568 120.522409 L 832.281081 120.836785 L 830.594595 120.613123 L 829.78274 121.511688 L 829.617944 123.194805 L 828.908108 124.254181 L 827.221622 125.267675 L 826.378378 126.561039 L 826.216788 128.244156 L 825.535135 128.927322 L 823.848649 129.402506 L 823.040035 129.927273 L 822.162162 130.883369 L 821.699567 131.61039 L 820.475676 132.447496 L 818.789189 132.451948 L 817.102703 130.768831 L 813.72973 130.768831 L 812.043243 129.085611 L 808.67027 129.085713 L 806.983784 127.402597 L 803.610811 127.402597 L 801.924324 125.71948 L 798.551351 125.719481 L 796.864865 124.036364 L 793.491892 124.036356 L 791.805405 122.353247 L 788.432432 122.353247 L 786.745946 120.669893 L 783.372973 120.67013 L 781.686486 118.987013 L 780.455634 118.145455 L 780 117.554979 L 779.3144 116.462338 L 779.007109 114.779221 L 779.376055 113.096104 L 779.478581 111.412987 L 778.94203 109.72987 L 779.234221 108.046753 L 778.036713 106.363636 L 777.28151 104.680519 L 777.47027 102.997403 L 776.828829 101.314286 L 776.627027 101.133414 L 774.940541 100.634902 L 773.254054 100.427494 L 772.153177 99.631169 L 771.119281 97.948052 L 770.63164 96.264935 L 769.258305 94.581818 L 768.785003 92.898701 L 767.559228 91.215584 L 767.407051 89.532468 L 767.464447 87.849351 L 767.04396 86.166234 L 767.834258 82.8 L 768.721959 81.116883 L 769.464419 77.750649 L 770.35249 76.067532 L 771.089277 72.701299 L 771.979179 71.018182 L 772.740813 67.651948 L 773.521903 65.968831 L 774.940541 65.127273 L 775.812274 64.285714 L 776.014572 62.602597 L 776.627027 61.756544 L 778.313514 60.696563 L 779.171425 59.236364 L 779.561438 57.553247 L 780.361589 55.87013 L 781.686486 55.028571 L 782.583063 54.187013 L 782.841472 52.503896 L 783.372973 51.749591 L 785.059459 50.541148 L 785.902703 49.137662 L 786.745946 48.265817 L 788.23317 47.454545 L 788.432432 47.126462 L 789.685882 44.088312 L 790.118919 43.65614 L 791.805405 42.091105 L 793.491892 41.171883 L 793.951275 40.722078 L 795.178378 39.891508 L 796.130206 39.038961 L 796.864865 37.900302 L 798.551351 36.856043 L 800.237838 36.380907 L 801.924324 34.985018 L 803.684343 35.672727 L 808.67027 33.17111 L 812.043243 31.464935 L 813.345312 30.623377 L 813.72973 30.237956 L 815.416216 30.786065 L 815.673854 30.623377 L 817.102703 29.949963 L 818.789189 29.820613 L 820.475676 29.845191 L 822.162162 29.49323 L 823.848649 29.685712 L 825.535135 28.37415 L 825.535135 28.37415 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p95151d136d)" d="M 823.848649 132.643298 L 824.481614 133.293506 L 823.848649 133.925207 L 823.215683 133.293506 L 823.848649 132.643298 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_3"> <g id="patch_4"> <path d="M 748.8 159.381818 L 781.228125 159.381818 L 781.228125 147.768068 L 748.8 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=14 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> </defs> <g style="fill:#ffffff;" transform="translate(748.8 156.886193)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-34"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p56c2942d1d)"> <image height="153.36" id="imagef9d3f6e789" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="562" xlink:href="data:image/png;base64,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" y="-6.24"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p56c2942d1d)" d="M 678.810811 63.444156 L 679.654054 64.285714 L 678.810811 65.127273 L 677.967568 64.285714 L 678.810811 63.444156 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 672.064865 70.176623 L 672.908108 71.018182 L 672.064865 71.85974 L 671.221622 71.018182 L 672.064865 70.176623 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 675.437838 70.176623 L 676.281081 71.018182 L 675.437838 71.85974 L 674.594595 71.018182 L 675.437838 70.176623 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 687.243243 70.176623 L 688.086486 71.018182 L 688.086486 72.701299 L 687.243243 73.542857 L 686.4 72.701299 L 686.4 71.018182 L 687.243243 70.176623 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 636.648649 71.85974 L 638.335135 71.85974 L 640.021622 71.85974 L 640.864865 72.701299 L 640.021622 73.542857 L 638.335135 73.542857 L 637.491892 74.384416 L 636.648649 75.225974 L 635.805405 76.067532 L 634.962162 76.909091 L 634.118919 77.750649 L 634.118919 79.433766 L 634.118919 81.116883 L 633.275676 81.958442 L 631.589189 81.958442 L 629.902703 81.958442 L 629.059459 81.116883 L 628.216216 80.275325 L 627.372973 79.433766 L 628.216216 78.592208 L 629.059459 77.750649 L 629.059459 76.067532 L 629.902703 75.225974 L 630.745946 74.384416 L 631.589189 73.542857 L 633.275676 73.542857 L 634.962162 73.542857 L 635.805405 72.701299 L 636.648649 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 680.497297 71.85974 L 681.340541 72.701299 L 682.183784 73.542857 L 683.87027 73.542857 L 684.713514 74.384416 L 685.556757 75.225974 L 686.4 76.067532 L 687.243243 76.909091 L 688.086486 77.750649 L 688.086486 79.433766 L 687.243243 80.275325 L 685.556757 80.275325 L 684.713514 79.433766 L 683.87027 78.592208 L 683.027027 77.750649 L 682.183784 76.909091 L 681.340541 76.067532 L 680.497297 75.225974 L 679.654054 74.384416 L 679.654054 72.701299 L 680.497297 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 670.378378 73.542857 L 671.221622 74.384416 L 672.064865 75.225974 L 673.751351 75.225974 L 675.437838 75.225974 L 676.281081 76.067532 L 677.124324 76.909091 L 678.810811 76.909091 L 679.654054 77.750649 L 678.810811 78.592208 L 677.967568 79.433766 L 677.124324 80.275325 L 675.437838 80.275325 L 674.594595 79.433766 L 674.594595 77.750649 L 673.751351 76.909091 L 672.064865 76.909091 L 670.378378 76.909091 L 669.535135 76.067532 L 669.535135 74.384416 L 670.378378 73.542857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 667.005405 75.225974 L 667.848649 76.067532 L 667.005405 76.909091 L 666.162162 76.067532 L 667.005405 75.225974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 640.021622 76.909091 L 641.708108 76.909091 L 643.394595 76.909091 L 645.081081 76.909091 L 645.924324 77.750649 L 645.081081 78.592208 L 644.237838 79.433766 L 644.237838 81.116883 L 643.394595 81.958442 L 642.551351 82.8 L 642.551351 84.483117 L 641.708108 85.324675 L 640.864865 86.166234 L 640.021622 87.007792 L 638.335135 87.007792 L 637.491892 86.166234 L 637.491892 84.483117 L 636.648649 83.641558 L 635.805405 82.8 L 635.805405 81.116883 L 636.648649 80.275325 L 637.491892 79.433766 L 638.335135 78.592208 L 639.178378 77.750649 L 640.021622 76.909091 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 629.902703 87.007792 L 630.745946 87.849351 L 631.589189 88.690909 L 632.432432 89.532468 L 632.432432 91.215584 L 632.432432 92.898701 L 632.432432 94.581818 L 631.589189 95.423377 L 630.745946 96.264935 L 629.902703 97.106494 L 629.059459 96.264935 L 629.059459 94.581818 L 628.216216 93.74026 L 627.372973 92.898701 L 626.52973 92.057143 L 624.843243 92.057143 L 624 91.215584 L 624.843243 90.374026 L 625.686486 89.532468 L 626.52973 88.690909 L 628.216216 88.690909 L 629.059459 87.849351 L 629.902703 87.007792 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 609.664865 92.057143 L 610.508108 92.898701 L 609.664865 93.74026 L 608.821622 92.898701 L 609.664865 92.057143 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 623.156757 107.205195 L 624 108.046753 L 623.156757 108.888312 L 622.313514 108.046753 L 623.156757 107.205195 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 629.902703 107.205195 L 630.745946 108.046753 L 629.902703 108.888312 L 629.059459 108.046753 L 629.902703 107.205195 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p56c2942d1d)" d="M 660.259459 61.761039 L 661.102703 62.602597 L 660.259459 63.444156 L 659.416216 62.602597 L 660.259459 61.761039 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 651.827027 63.444156 L 652.67027 64.285714 L 651.827027 65.127273 L 650.983784 64.285714 L 651.827027 63.444156 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 661.945946 63.444156 L 663.632432 63.444156 L 665.318919 63.444156 L 666.162162 64.285714 L 667.005405 65.127273 L 668.691892 65.127273 L 670.378378 65.127273 L 672.064865 65.127273 L 673.751351 65.127273 L 675.437838 65.127273 L 677.124324 65.127273 L 677.967568 65.968831 L 678.810811 66.81039 L 679.654054 65.968831 L 680.497297 65.127273 L 681.340541 65.968831 L 682.183784 66.81039 L 683.027027 67.651948 L 683.87027 68.493506 L 684.713514 69.335065 L 685.556757 70.176623 L 686.4 71.018182 L 687.243243 71.85974 L 688.086486 72.701299 L 688.92973 73.542857 L 689.772973 74.384416 L 690.616216 75.225974 L 692.302703 75.225974 L 693.145946 76.067532 L 692.302703 76.909091 L 690.616216 76.909091 L 688.92973 76.909091 L 688.086486 77.750649 L 687.243243 78.592208 L 686.4 77.750649 L 686.4 76.067532 L 685.556757 75.225974 L 684.713514 74.384416 L 683.87027 73.542857 L 682.183784 73.542857 L 681.340541 72.701299 L 680.497297 71.85974 L 679.654054 72.701299 L 680.497297 73.542857 L 681.340541 74.384416 L 682.183784 75.225974 L 683.87027 75.225974 L 684.713514 76.067532 L 683.87027 76.909091 L 682.183784 76.909091 L 680.497297 76.909091 L 678.810811 76.909091 L 677.967568 76.067532 L 677.967568 74.384416 L 677.124324 73.542857 L 676.281081 72.701299 L 677.124324 71.85974 L 677.967568 71.018182 L 677.967568 69.335065 L 677.124324 68.493506 L 675.437838 68.493506 L 673.751351 68.493506 L 672.064865 68.493506 L 671.221622 67.651948 L 670.378378 66.81039 L 669.535135 67.651948 L 668.691892 68.493506 L 667.005405 68.493506 L 666.162162 67.651948 L 665.318919 66.81039 L 663.632432 66.81039 L 661.945946 66.81039 L 661.102703 65.968831 L 661.102703 64.285714 L 661.945946 63.444156 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 641.708108 76.909091 L 642.551351 77.750649 L 641.708108 78.592208 L 640.864865 77.750649 L 641.708108 76.909091 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 648.454054 76.909091 L 650.140541 76.909091 L 651.827027 76.909091 L 653.513514 76.909091 L 654.356757 77.750649 L 653.513514 78.592208 L 651.827027 78.592208 L 650.140541 78.592208 L 648.454054 78.592208 L 647.610811 77.750649 L 648.454054 76.909091 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 646.767568 78.592208 L 647.610811 79.433766 L 647.610811 81.116883 L 646.767568 81.958442 L 645.081081 81.958442 L 644.237838 82.8 L 644.237838 84.483117 L 644.237838 86.166234 L 643.394595 87.007792 L 641.708108 87.007792 L 640.864865 87.849351 L 640.021622 88.690909 L 639.178378 89.532468 L 638.335135 90.374026 L 636.648649 90.374026 L 634.962162 90.374026 L 634.118919 89.532468 L 634.118919 87.849351 L 633.275676 87.007792 L 632.432432 87.849351 L 632.432432 89.532468 L 633.275676 90.374026 L 634.118919 91.215584 L 634.118919 92.898701 L 633.275676 93.74026 L 632.432432 94.581818 L 631.589189 95.423377 L 630.745946 96.264935 L 629.902703 97.106494 L 628.216216 97.106494 L 627.372973 97.948052 L 626.52973 98.78961 L 625.686486 97.948052 L 624.843243 97.106494 L 624 96.264935 L 624 94.581818 L 624.843243 93.74026 L 625.686486 92.898701 L 626.52973 92.057143 L 628.216216 92.057143 L 629.059459 92.898701 L 629.902703 93.74026 L 630.745946 92.898701 L 630.745946 91.215584 L 629.902703 90.374026 L 628.216216 90.374026 L 627.372973 89.532468 L 626.52973 88.690909 L 624.843243 88.690909 L 624 87.849351 L 623.156757 87.007792 L 622.313514 86.166234 L 623.156757 85.324675 L 624 84.483117 L 623.156757 83.641558 L 621.47027 83.641558 L 620.627027 82.8 L 621.47027 81.958442 L 622.313514 81.116883 L 623.156757 80.275325 L 624.843243 80.275325 L 625.686486 81.116883 L 625.686486 82.8 L 625.686486 84.483117 L 626.52973 85.324675 L 628.216216 85.324675 L 629.059459 84.483117 L 629.902703 83.641558 L 631.589189 83.641558 L 632.432432 84.483117 L 633.275676 85.324675 L 634.118919 84.483117 L 634.962162 83.641558 L 635.805405 82.8 L 636.648649 81.958442 L 637.491892 82.8 L 637.491892 84.483117 L 636.648649 85.324675 L 635.805405 86.166234 L 635.805405 87.849351 L 636.648649 88.690909 L 637.491892 87.849351 L 637.491892 86.166234 L 638.335135 85.324675 L 639.178378 84.483117 L 640.021622 83.641558 L 641.708108 83.641558 L 642.551351 82.8 L 642.551351 81.116883 L 643.394595 80.275325 L 645.081081 80.275325 L 645.924324 79.433766 L 646.767568 78.592208 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 611.351351 83.641558 L 613.037838 83.641558 L 613.881081 84.483117 L 614.724324 85.324675 L 615.567568 86.166234 L 614.724324 87.007792 L 613.881081 87.849351 L 613.037838 88.690909 L 611.351351 88.690909 L 609.664865 88.690909 L 608.821622 87.849351 L 609.664865 87.007792 L 611.351351 87.007792 L 612.194595 86.166234 L 611.351351 85.324675 L 610.508108 84.483117 L 611.351351 83.641558 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p56c2942d1d)" d="M 623.156757 90.374026 L 624 91.215584 L 624 92.898701 L 623.156757 93.74026 L 622.313514 92.898701 L 622.313514 91.215584 L 623.156757 90.374026 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p56c2942d1d)" d="M 631.589189 30.444748 L 633.275676 30.410912 L 634.962162 30.170147 L 636.648649 29.781818 L 638.335135 29.973512 L 640.021622 29.285723 L 641.708108 29.754018 L 645.081081 30.509061 L 646.767568 29.686734 L 648.454054 29.981056 L 651.827027 31.290231 L 653.513514 29.878438 L 655.2 30.407333 L 655.502716 30.623377 L 656.886486 31.300543 L 658.572973 29.939507 L 660.259459 30.320293 L 660.703933 30.623377 L 661.945946 31.263475 L 663.632432 31.482539 L 665.318919 31.975862 L 665.842624 32.306494 L 667.005405 32.898645 L 668.691892 33.143085 L 670.378378 33.578774 L 672.064865 34.531953 L 675.437838 35.191684 L 677.124324 36.158091 L 680.497297 36.813048 L 682.183784 37.775949 L 685.556757 38.441705 L 687.243243 39.384113 L 688.92973 39.828761 L 690.616216 40.076709 L 692.302703 40.980811 L 693.989189 41.492116 L 695.675676 41.717339 L 697.362162 42.563328 L 699.048649 43.152093 L 700.735135 43.368452 L 702.421622 44.110666 L 704.108108 44.965383 L 704.795348 45.771429 L 705.794595 46.769214 L 707.481081 47.096251 L 707.88336 47.454545 L 708.761239 49.137662 L 709.167568 49.543179 L 710.010811 50.820779 L 710.854054 51.78936 L 712.009723 52.503896 L 712.540541 53.226973 L 713.063844 54.187013 L 713.536377 55.87013 L 714.227027 56.5594 L 715.913514 57.123362 L 716.344259 57.553247 L 716.839145 59.236364 L 718.475354 62.602597 L 718.157041 64.285714 L 720.347583 65.968831 L 721.345026 67.651948 L 721.873656 69.335065 L 723.144572 71.018182 L 723.782586 72.701299 L 723.497296 74.384416 L 724.233372 76.067532 L 724.345946 77.774276 L 722.659459 78.737765 L 721.962065 79.433766 L 721.372382 81.116883 L 720.972973 81.515494 L 719.413336 82.8 L 720.213599 84.483117 L 721.620436 86.166234 L 720.211097 89.532468 L 721.533906 91.215584 L 721.393817 92.898701 L 720.972973 93.323349 L 719.286486 93.892092 L 718.59538 94.581818 L 717.935661 96.264935 L 717.6 96.599925 L 715.913514 97.186438 L 711.120577 99.631169 L 710.854054 99.897159 L 710.426567 99.631169 L 709.167568 99.031983 L 708.50711 99.631169 L 707.481081 100.408783 L 705.794595 100.943698 L 704.108108 101.989943 L 703.39795 102.997403 L 702.421622 103.959954 L 700.735135 103.672445 L 699.048649 103.165652 L 697.362162 103.996516 L 695.675676 103.770698 L 693.989189 103.340522 L 693.645383 102.997403 L 693.046721 101.314286 L 692.302703 100.588311 L 690.616216 100.391666 L 688.537125 99.631169 L 687.243243 99.045277 L 685.556757 98.729837 L 683.87027 98.272662 L 682.183784 97.406626 L 678.810811 96.65974 L 677.124324 95.779252 L 673.751351 95.050139 L 672.064865 94.053178 L 670.378378 95.295386 L 668.691892 95.931179 L 668.359203 96.264935 L 667.971299 97.948052 L 667.756716 99.631169 L 667.005405 100.688432 L 665.318919 101.73818 L 663.632432 102.241664 L 662.875181 102.997403 L 662.569576 104.680519 L 661.945946 105.749016 L 661.274999 106.363636 L 660.259459 106.932734 L 659.416216 108.046753 L 659.053472 109.72987 L 659.524428 113.096104 L 659.188681 114.779221 L 657.853927 118.145455 L 657.538019 119.828571 L 657.072405 121.511688 L 656.886486 121.710439 L 655.2 122.541654 L 654.545541 123.194805 L 654.169299 124.877922 L 653.466861 126.561039 L 652.489014 128.244156 L 651.827027 128.788053 L 650.140541 129.282906 L 648.454054 130.557004 L 646.767568 131.106207 L 646.267758 131.61039 L 645.081081 133.462345 L 643.394595 135.391413 L 642.978974 134.976623 L 641.708108 134.135065 L 636.648649 134.134255 L 634.962162 132.451929 L 631.589189 132.451948 L 629.902703 130.768831 L 626.52973 130.768831 L 624.843243 129.085714 L 621.47027 129.085714 L 619.783784 127.402597 L 616.410811 127.402597 L 614.724324 125.719481 L 611.351351 125.71948 L 609.664865 124.036364 L 606.291892 124.036364 L 604.605405 122.353246 L 601.232432 122.352466 L 599.545946 120.668642 L 596.172973 120.635677 L 594.486486 118.948054 L 593.161461 118.145455 L 592.8 117.696201 L 592.115628 116.462338 L 591.631457 114.779221 L 591.113514 114.2205 L 590.318407 113.096104 L 590.880427 111.412987 L 590.185243 109.72987 L 588.958474 108.046753 L 588.473949 106.363636 L 587.409299 104.680519 L 586.790563 102.997403 L 587.089639 101.314286 L 588.376535 97.948052 L 587.740541 97.313329 L 586.054054 96.770365 L 585.547612 96.264935 L 585.045933 94.581818 L 584.802702 92.898701 L 584.910973 91.215584 L 584.367568 90.561754 L 583.665361 89.532468 L 584.598916 87.849351 L 585.143375 86.166234 L 585.310043 84.483117 L 584.276449 82.8 L 584.367568 82.665115 L 585.035378 81.116883 L 585.314692 79.433766 L 586.054054 77.508564 L 586.67498 76.067532 L 586.991089 74.384416 L 587.173113 72.701299 L 586.561122 71.018182 L 587.287237 67.651948 L 588.198043 65.968831 L 588.561968 64.285714 L 589.427027 62.829375 L 591.113514 61.752061 L 591.716076 60.919481 L 591.924695 59.236364 L 592.8 58.394805 L 594.218254 57.553247 L 596.172973 53.837396 L 597.859459 52.053216 L 599.545946 51.324778 L 600.050954 50.820779 L 600.442385 49.137662 L 601.232432 47.320949 L 602.918919 46.641021 L 605.22073 44.088312 L 606.291892 42.297675 L 607.978378 41.505938 L 608.763808 40.722078 L 609.687324 39.038961 L 611.351351 38.224305 L 613.037838 37.601659 L 613.298203 37.355844 L 614.724324 36.541759 L 616.502095 35.672727 L 621.47027 33.162218 L 623.156757 32.729184 L 624.843243 33.048534 L 626.52973 31.669887 L 628.216216 32.511894 L 628.422028 32.306494 L 631.589189 30.444748 L 631.589189 30.444748 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 561.6 159.381818 L 590.7225 159.381818 L 590.7225 147.768068 L 561.6 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-2 --> <defs> <path d="M 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/> <path d="M 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(561.6 156.886193)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-32"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p0c848cc1c2)"> <image height="153.36" id="image47fc5f8fc0" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="374" xlink:href="data:image/png;base64,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" y="-6.24"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p0c848cc1c2)" d="M 456.194595 53.345455 L 457.881081 53.345455 L 458.724324 54.187013 L 458.724324 55.87013 L 459.567568 56.711688 L 461.254054 56.711688 L 462.940541 58.394805 L 466.313514 58.394805 L 467.156757 57.553247 L 467.156757 55.87013 L 468 55.028571 L 469.686486 55.028571 L 471.372973 56.711688 L 474.745946 56.711688 L 476.432432 58.394805 L 479.805405 58.394805 L 481.491892 60.077922 L 484.864865 60.077922 L 486.551351 61.761039 L 488.237838 61.761039 L 491.610811 65.127273 L 494.983784 65.127273 L 496.67027 66.81039 L 500.043243 66.81039 L 501.72973 68.493506 L 505.102703 68.493506 L 505.945946 69.335065 L 505.945946 71.018182 L 506.789189 71.85974 L 508.475676 71.85974 L 509.318919 72.701299 L 509.318919 76.067532 L 508.475676 76.909091 L 506.789189 76.909091 L 505.102703 78.592208 L 500.886486 74.384416 L 500.886486 72.701299 L 500.043243 71.85974 L 496.67027 71.85974 L 495.827027 71.018182 L 495.827027 69.335065 L 494.983784 68.493506 L 493.297297 70.176623 L 491.610811 68.493506 L 489.924324 68.493506 L 488.237838 66.81039 L 486.551351 68.493506 L 484.864865 68.493506 L 484.021622 67.651948 L 484.021622 65.968831 L 483.178378 65.127273 L 481.491892 66.81039 L 474.745946 66.81039 L 473.059459 65.127273 L 464.627027 65.127273 L 462.940541 66.81039 L 461.254054 65.127273 L 459.567568 65.127273 L 457.881081 66.81039 L 457.037838 65.968831 L 457.037838 64.285714 L 456.194595 63.444156 L 452.821622 66.81039 L 451.135135 66.81039 L 449.448649 68.493506 L 444.389189 68.493506 L 443.545946 69.335065 L 443.545946 71.018182 L 442.702703 71.85974 L 441.016216 71.85974 L 436.8 76.067532 L 436.8 79.433766 L 438.486486 81.116883 L 437.643243 81.958442 L 434.27027 81.958442 L 433.427027 81.116883 L 433.427027 79.433766 L 431.740541 77.750649 L 433.427027 76.067532 L 431.740541 74.384416 L 431.740541 71.018182 L 429.210811 68.493506 L 425.837838 68.493506 L 424.994595 67.651948 L 425.837838 66.81039 L 427.524324 66.81039 L 430.054054 64.285714 L 428.367568 62.602597 L 430.897297 60.077922 L 434.27027 60.077922 L 435.113514 59.236364 L 435.113514 57.553247 L 435.956757 56.711688 L 437.643243 58.394805 L 441.016216 58.394805 L 441.859459 59.236364 L 441.859459 60.919481 L 442.702703 61.761039 L 449.448649 61.761039 L 450.291892 60.919481 L 450.291892 59.236364 L 451.978378 57.553247 L 451.978378 55.87013 L 452.821622 55.028571 L 454.508108 55.028571 L 456.194595 53.345455 L 456.194595 53.345455 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0c848cc1c2)" d="M 435.956757 63.444156 L 435.113514 64.285714 L 435.113514 65.968831 L 435.113514 67.651948 L 435.956757 68.493506 L 436.8 67.651948 L 436.8 65.968831 L 436.8 64.285714 L 435.956757 63.444156 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0c848cc1c2)" d="M 446.075676 71.85974 L 447.762162 71.85974 L 449.448649 71.85974 L 450.291892 72.701299 L 450.291892 74.384416 L 449.448649 75.225974 L 448.605405 76.067532 L 448.605405 77.750649 L 447.762162 78.592208 L 446.075676 78.592208 L 445.232432 79.433766 L 444.389189 80.275325 L 442.702703 80.275325 L 441.859459 79.433766 L 442.702703 78.592208 L 443.545946 77.750649 L 442.702703 76.909091 L 441.859459 76.067532 L 441.859459 74.384416 L 442.702703 73.542857 L 444.389189 73.542857 L 445.232432 72.701299 L 446.075676 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0c848cc1c2)" d="M 469.686486 71.85974 L 470.52973 72.701299 L 471.372973 73.542857 L 473.059459 73.542857 L 474.745946 73.542857 L 476.432432 73.542857 L 477.275676 74.384416 L 477.275676 76.067532 L 476.432432 76.909091 L 475.589189 77.750649 L 474.745946 78.592208 L 473.059459 78.592208 L 472.216216 79.433766 L 473.059459 80.275325 L 473.902703 81.116883 L 474.745946 81.958442 L 475.589189 82.8 L 474.745946 83.641558 L 473.059459 83.641558 L 472.216216 84.483117 L 471.372973 85.324675 L 469.686486 85.324675 L 468.843243 86.166234 L 468.843243 87.849351 L 468 88.690909 L 466.313514 88.690909 L 464.627027 88.690909 L 463.783784 87.849351 L 463.783784 86.166234 L 462.940541 85.324675 L 461.254054 85.324675 L 460.410811 84.483117 L 459.567568 83.641558 L 458.724324 82.8 L 459.567568 81.958442 L 460.410811 81.116883 L 460.410811 79.433766 L 460.410811 77.750649 L 460.410811 76.067532 L 461.254054 75.225974 L 462.097297 76.067532 L 462.940541 76.909091 L 463.783784 76.067532 L 463.783784 74.384416 L 464.627027 73.542857 L 466.313514 73.542857 L 468 73.542857 L 468.843243 72.701299 L 469.686486 71.85974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0c848cc1c2)" d="M 473.059459 75.225974 L 472.216216 76.067532 L 473.059459 76.909091 L 473.902703 76.067532 L 473.059459 75.225974 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0c848cc1c2)" d="M 441.016216 85.324675 L 441.859459 86.166234 L 441.016216 87.007792 L 440.172973 86.166234 L 441.016216 85.324675 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0c848cc1c2)" d="M 419.091892 87.007792 L 419.935135 87.849351 L 419.935135 89.532468 L 419.091892 90.374026 L 417.405405 90.374026 L 416.562162 89.532468 L 417.405405 88.690909 L 418.248649 87.849351 L 419.091892 87.007792 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0c848cc1c2)" d="M 422.464865 88.690909 L 424.151351 88.690909 L 425.837838 88.690909 L 427.524324 88.690909 L 429.210811 88.690909 L 430.054054 89.532468 L 429.210811 90.374026 L 427.524324 90.374026 L 425.837838 90.374026 L 424.151351 90.374026 L 422.464865 90.374026 L 421.621622 89.532468 L 422.464865 88.690909 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0c848cc1c2)" d="M 429.210811 110.571429 L 430.054054 111.412987 L 429.210811 112.254545 L 428.367568 111.412987 L 429.210811 110.571429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p0c848cc1c2)" d="M 425.837838 83.641558 L 426.681081 84.483117 L 425.837838 85.324675 L 424.994595 84.483117 L 425.837838 83.641558 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0c848cc1c2)" d="M 434.27027 87.007792 L 435.956757 87.007792 L 436.8 87.849351 L 435.956757 88.690909 L 434.27027 88.690909 L 433.427027 87.849351 L 434.27027 87.007792 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p0c848cc1c2)" d="M 441.016216 95.423377 L 441.859459 96.264935 L 441.859459 97.948052 L 441.016216 98.78961 L 440.172973 97.948052 L 440.172973 96.264935 L 441.016216 95.423377 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p0c848cc1c2)" d="M 456.194595 29.858217 L 457.881081 29.177544 L 459.567568 29.67601 L 461.254054 29.963677 L 462.940541 30.550184 L 464.627027 29.662825 L 466.313514 29.879665 L 468 30.478282 L 469.686486 29.701203 L 471.372973 29.798698 L 473.39646 30.623377 L 474.745946 31.258055 L 476.432432 31.482359 L 478.118919 31.976196 L 478.643281 32.306494 L 479.805405 32.897466 L 481.491892 33.143193 L 483.178378 33.743274 L 483.425208 33.98961 L 484.17986 35.672727 L 484.864865 36.279947 L 486.551351 36.478259 L 488.237838 36.876928 L 489.924324 37.759967 L 493.297297 38.502033 L 494.983784 39.376335 L 496.67027 39.822987 L 498.356757 40.137005 L 500.043243 40.980863 L 501.72973 41.482355 L 503.416216 41.775619 L 505.102703 42.57735 L 508.475676 43.739642 L 508.825043 44.088312 L 509.735191 45.771429 L 510.162162 46.129039 L 511.848649 46.492536 L 513.535135 46.703408 L 514.353081 47.454545 L 514.982636 49.137662 L 515.221622 49.37617 L 518.594595 50.424869 L 518.991297 50.820779 L 519.721536 52.503896 L 520.281081 52.991114 L 521.967568 53.24581 L 522.972987 54.187013 L 524.208932 55.87013 L 524.758417 57.553247 L 525.340541 58.115823 L 528.713514 60.440307 L 529.218186 60.919481 L 529.813085 62.602597 L 531.113046 64.285714 L 531.629101 65.968831 L 532.086486 66.477555 L 532.865804 67.651948 L 533.378398 69.335065 L 533.772973 69.846837 L 534.46685 71.018182 L 534.93005 72.701299 L 534.568681 74.384416 L 535.925681 76.067532 L 535.096981 77.750649 L 534.659847 79.433766 L 534.355602 81.116883 L 533.772973 82.237898 L 533.308103 82.8 L 532.086486 83.49041 L 531.243243 84.483117 L 531.338913 86.166234 L 531.968958 87.849351 L 531.33797 89.532468 L 530.4 90.961196 L 530.098692 91.215584 L 528.713514 91.973172 L 527.027027 92.48684 L 526.521045 92.898701 L 525.340541 93.623256 L 524.497297 94.581818 L 523.654054 95.714457 L 521.967568 96.817689 L 520.281081 97.263821 L 518.594595 98.392929 L 516.908108 97.399952 L 515.221622 97.068052 L 513.535135 96.887346 L 511.848649 97.553275 L 510.162162 97.105697 L 508.475676 98.489178 L 506.789189 97.674861 L 506.480055 97.948052 L 505.102703 98.727875 L 502.674012 99.631169 L 501.72973 100.044464 L 500.043243 99.031818 L 498.356757 98.734939 L 496.67027 98.293124 L 496.17829 97.948052 L 494.983784 97.299965 L 493.203678 97.948052 L 492.582064 99.631169 L 492.304709 101.314286 L 490.941781 104.680519 L 490.386859 108.046753 L 491.610811 108.923356 L 493.297297 109.102768 L 493.974444 109.72987 L 494.584989 111.412987 L 494.983784 111.905911 L 495.705341 113.096104 L 494.84812 114.779221 L 492.305534 118.145455 L 491.610811 118.883485 L 489.924324 119.476367 L 489.526433 119.828571 L 488.237838 120.605341 L 486.551351 121.252931 L 486.292076 121.511688 L 484.864865 122.353247 L 483.145395 123.194805 L 481.491892 123.595674 L 480.995007 123.194805 L 479.805405 122.474309 L 478.118919 122.884479 L 476.432432 123.750754 L 474.745946 122.70272 L 471.372973 121.943167 L 469.686486 121.185915 L 468 119.191317 L 466.313514 118.584393 L 464.627027 117.704081 L 462.940541 117.298599 L 461.654738 118.145455 L 461.254054 118.545338 L 459.567568 119.093321 L 457.881081 120.090628 L 456.194595 120.690622 L 454.508108 121.912635 L 453.28183 123.194805 L 452.673735 124.877922 L 451.135135 125.842301 L 448.231783 128.244156 L 447.762162 128.8725 L 446.075676 129.971703 L 444.389189 130.768831 L 439.32973 130.768831 L 437.643243 129.085538 L 434.27027 129.085604 L 432.583784 127.402597 L 429.210811 127.402597 L 427.524324 125.719481 L 424.151351 125.719481 L 422.464865 124.036363 L 419.091892 124.036355 L 417.405405 122.353247 L 414.032432 122.353247 L 412.345946 120.67013 L 408.972973 120.67013 L 408.12973 119.828571 L 407.286486 118.603799 L 406.827225 118.145455 L 406.348887 116.462338 L 405.380215 114.779221 L 404.738667 113.096104 L 403.689515 111.412987 L 403.913514 111.047211 L 404.513076 109.72987 L 403.913514 109.083705 L 403.12161 108.046753 L 402.573048 106.363636 L 402.227027 105.896874 L 401.52589 104.680519 L 401.344497 102.997403 L 401.453892 101.314286 L 400.540541 100.546131 L 399.038222 99.631169 L 398.854054 99.369367 L 397.167568 97.894192 L 396.232 96.264935 L 394.858759 94.581818 L 394.391337 92.898701 L 393.173347 91.215584 L 392.740131 89.532468 L 391.682748 87.849351 L 392.69438 86.166234 L 392.996892 84.483117 L 393.449381 82.8 L 394.320597 81.116883 L 395.067216 77.750649 L 395.947599 76.067532 L 396.344182 74.384416 L 396.566719 72.701299 L 397.167568 72.071271 L 398.854054 71.52474 L 399.361626 71.018182 L 400.105687 67.651948 L 400.988591 65.968831 L 401.731213 62.602597 L 402.608771 60.919481 L 403.045485 59.236364 L 403.244486 57.553247 L 403.913514 56.725678 L 405.744247 55.87013 L 406.476119 54.187013 L 407.286486 53.378265 L 408.533435 52.503896 L 408.972973 51.818708 L 410.659459 50.549929 L 411.502703 49.137662 L 412.345946 48.26217 L 413.790635 47.454545 L 414.840858 45.771429 L 415.718919 45.152921 L 417.405405 43.067114 L 419.091892 42.095882 L 420.778378 41.524729 L 422.464865 40.334659 L 424.151351 38.260104 L 425.837838 37.605556 L 426.102886 37.355844 L 427.524324 36.542883 L 429.302008 35.672727 L 432.583784 33.854023 L 434.27027 33.594487 L 435.956757 33.546275 L 437.643243 33.019612 L 439.32973 31.666865 L 441.016216 32.515193 L 441.225333 32.306494 L 442.702703 31.357167 L 444.389189 31.609871 L 446.075676 31.105619 L 447.762162 31.21086 L 449.448649 31.547106 L 451.135135 32.148774 L 454.508108 31.052939 L 454.999443 30.623377 L 456.194595 29.858217 L 456.194595 29.858217 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_5"> <g id="patch_6"> <path d="M 374.4 159.381818 L 411.1575 159.381818 L 411.1575 147.768068 L 374.4 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-18 --> <defs> <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/> </defs> <g style="fill:#ffffff;" transform="translate(374.4 156.886193)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-31"/> <use x="242.675781" xlink:href="#DejaVuSans-38"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p4e13d7adbd)"> <image height="153.36" id="image8563132e95" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-6.24"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p4e13d7adbd)" d="M 255.502703 76.909091 L 256.345946 77.750649 L 256.345946 79.433766 L 255.502703 80.275325 L 253.816216 80.275325 L 252.972973 79.433766 L 253.816216 78.592208 L 254.659459 77.750649 L 255.502703 76.909091 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4e13d7adbd)" d="M 255.502703 81.958442 L 256.345946 82.8 L 257.189189 83.641558 L 258.875676 83.641558 L 259.718919 84.483117 L 259.718919 86.166234 L 258.875676 87.007792 L 258.032432 87.849351 L 258.032432 89.532468 L 257.189189 90.374026 L 255.502703 90.374026 L 253.816216 90.374026 L 252.12973 90.374026 L 250.443243 90.374026 L 249.6 89.532468 L 249.6 87.849351 L 248.756757 87.007792 L 247.913514 86.166234 L 247.913514 84.483117 L 248.756757 83.641558 L 250.443243 83.641558 L 252.12973 83.641558 L 253.816216 83.641558 L 254.659459 82.8 L 255.502703 81.958442 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#p4e13d7adbd)" d="M 260.562162 35.640484 L 262.248649 34.914409 L 263.935135 35.235084 L 265.621622 34.627895 L 267.308108 34.946067 L 270.681081 36.081819 L 271.090992 35.672727 L 272.367568 34.831169 L 274.054054 35.26458 L 275.740541 36.13587 L 279.113514 36.871354 L 280.8 37.761636 L 284.172973 38.548385 L 285.859459 38.726075 L 287.545946 38.099323 L 289.232432 38.35683 L 290.477657 39.038961 L 290.918919 39.574631 L 291.493885 40.722078 L 292.605405 41.563636 L 294.291892 41.772676 L 295.978378 42.577516 L 297.664865 43.1359 L 299.351351 43.423116 L 302.724324 44.790075 L 304.410811 45.071331 L 309.47027 46.936503 L 309.98935 47.454545 L 311.156757 49.332183 L 312.843243 49.800923 L 314.52973 50.009782 L 315.459158 50.820779 L 316.224125 52.503896 L 317.902703 53.238557 L 319.589189 53.506364 L 321.360393 54.187013 L 322.962162 55.146924 L 323.53744 55.87013 L 324.648649 56.942477 L 326.335135 57.369066 L 326.53515 57.553247 L 327.443049 59.236364 L 328.021622 59.813781 L 329.708108 60.253204 L 331.394595 61.103715 L 332.170263 62.602597 L 333.081081 64.481924 L 333.924324 65.968831 L 334.767568 67.214342 L 335.586683 67.651948 L 336.454054 68.706906 L 336.759904 69.335065 L 336.238341 71.018182 L 336.454054 71.230792 L 338.140541 74.090892 L 338.434652 74.384416 L 339.060082 76.067532 L 341.513514 80.802215 L 341.828812 81.116883 L 342.44455 82.8 L 343.559377 84.483117 L 343.943137 86.166234 L 343.2 86.998435 L 341.513514 87.639589 L 341.303332 87.849351 L 339.827027 88.690909 L 338.983784 89.532468 L 338.140541 91.057757 L 336.454054 90.655758 L 334.767568 91.406912 L 334.019324 92.898701 L 333.081081 93.637505 L 331.394595 94.35769 L 329.708108 93.812463 L 328.021622 95.000951 L 326.335135 95.52099 L 322.962162 97.140789 L 321.275676 96.744236 L 319.532184 96.264935 L 317.902703 97.206164 L 316.216216 96.917422 L 315.181604 97.948052 L 314.52973 98.82319 L 312.843243 99.671353 L 312.000661 101.314286 L 311.677805 102.997403 L 312.266389 104.680519 L 312.020571 106.363636 L 312.473615 108.046753 L 313.227249 109.72987 L 312.843243 110.173958 L 311.156757 111.046919 L 310.789956 111.412987 L 310.180195 113.096104 L 309.47027 113.80461 L 307.783784 114.512503 L 307.52779 114.779221 L 306.097297 116.694557 L 305.10456 118.145455 L 304.410811 118.886198 L 302.724324 119.4761 L 302.196711 119.828571 L 301.037838 120.447644 L 299.351351 119.960773 L 297.664865 120.765367 L 295.978378 120.494503 L 294.291892 121.214773 L 293.957497 121.511688 L 292.605405 122.37882 L 290.918919 122.328514 L 287.545946 122.697379 L 285.859459 122.617852 L 285.189724 123.194805 L 284.172973 123.913711 L 283.056754 123.194805 L 282.018386 121.511688 L 280.8 120.67013 L 279.840105 119.828571 L 279.113514 118.674347 L 277.427027 117.638635 L 276.660073 116.462338 L 275.99401 114.779221 L 275.740541 114.526258 L 274.897297 113.096104 L 274.003229 111.412987 L 272.367568 110.780994 L 270.681081 110.478831 L 268.627726 109.72987 L 267.308108 109.144004 L 265.621622 108.81267 L 263.935135 108.695303 L 262.248649 109.352579 L 261.870603 109.72987 L 259.695627 114.779221 L 257.842099 116.462338 L 258.690398 118.145455 L 258.123719 119.828571 L 257.845535 121.511688 L 257.036994 123.194805 L 256.471175 124.877922 L 255.36906 126.561039 L 253.816216 127.368047 L 252.12973 127.94081 L 251.825777 128.244156 L 250.443243 129.085714 L 247.07027 129.085714 L 245.383784 127.400807 L 242.010811 127.402471 L 240.324324 125.719481 L 236.951351 125.719481 L 235.264865 124.036364 L 231.891892 124.034912 L 230.205405 122.353239 L 226.832432 122.353247 L 225.989189 121.511688 L 225.145946 120.370074 L 224.603359 119.828571 L 224.122077 118.145455 L 223.021763 116.462338 L 222.536224 114.779221 L 221.191089 113.096104 L 222.087438 111.412987 L 221.772973 111.099151 L 220.92973 109.72987 L 220.084353 108.046753 L 219.817461 106.363636 L 220.086486 105.986308 L 220.755057 104.680519 L 221.022146 102.997403 L 221.707034 101.314286 L 220.846905 99.631169 L 220.086486 99.119319 L 218.4 98.844264 L 217.556757 97.948052 L 215.913289 94.581818 L 215.640579 92.898701 L 216.021669 91.215584 L 216.061396 89.532468 L 215.434868 87.849351 L 215.027027 87.442325 L 214.183784 86.166234 L 213.299106 84.483117 L 213.51437 82.8 L 214.110983 81.116883 L 214.407091 79.433766 L 215.216247 77.750649 L 215.768317 76.067532 L 216.056687 74.384416 L 217.425166 71.018182 L 217.708588 69.335065 L 219.07957 65.968831 L 219.290822 64.285714 L 220.086486 62.978596 L 221.772973 62.046032 L 222.563015 60.919481 L 222.777704 59.236364 L 223.236543 57.553247 L 223.459459 57.326084 L 225.145946 56.603709 L 225.880993 55.87013 L 226.161231 54.187013 L 226.832432 52.407651 L 228.518919 50.555375 L 229.459194 49.137662 L 230.205405 48.331293 L 231.891892 47.700881 L 232.13872 47.454545 L 232.852397 45.771429 L 233.578378 45.127 L 235.264865 44.646182 L 236.951351 43.440363 L 238.637838 43.004338 L 240.324324 41.99275 L 242.010811 42.66533 L 242.271467 42.405195 L 243.697297 41.563636 L 244.649455 40.722078 L 245.383784 39.388381 L 245.802593 39.038961 L 247.07027 38.400222 L 248.756757 37.914803 L 249.352565 37.355844 L 250.443243 36.549966 L 252.12973 37.056392 L 253.816216 36.294535 L 255.502703 36.514286 L 257.189189 35.978901 L 258.875676 36.018946 L 260.562162 35.640484 L 260.562162 35.640484 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_6"> <g id="patch_7"> <path d="M 187.2 159.381818 L 223.9575 159.381818 L 223.9575 147.768068 L 187.2 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-35 --> <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(187.2 156.886193)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-33"/> <use x="242.675781" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p951387a090)"> <image height="153.36" id="image02747c9f2c" transform="scale(1 -1)translate(0 -153.36)" width="187.2" x="0" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwwAAAJ/CAYAAADVvlSgAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3dtzVfd9Pv7tggUCCZBAnLHxibqpM02TtGnjadrptL3vTP+R/mO9zkU602k8aTutkzTxATc+YHMUIBBCEgdD+rv/Nc+jrz94ywJer9tn1trr8Flr682eeXhhMpn87wQAAOB3+L1v+gAAAICdy8AAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAtPubPgAAAH63mZmZmO3atStmjx49itmXX375RMfE88cvDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIHphMpn87zd9EAAAT7tWczrqhRdeGNruf/937M+7x48fD23Hs80vDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAINr9TR8AAMB2+73fy/9mOlpl2vbZak5HK1Cbdg7T+DyebX5hAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkVpVAGBH27VrV8xGK1AfP34cs9F61N/+9rdDxzJaczp6nKPXjOeXXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAED0wmQyGevyAgCeSy+++OLQdq3qczRr1aKjNaetdnQ0m0Yd6zSOZauK19Fj5enmFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABDt/qYPAACYnpmZmZi1isxWV9qqNx8/fjy0z9F61HYsrVp0165dMWvn0IzWv45Wrrbza6axT55tfmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAADRC5PJJHd5AQDb5sCBAzG7d+9ezFoVZstafWir+myVpKMVoU3bZ9POfRoVqKMVry0brZRt5zB6XSaT8cpZnm5+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAANHub/oAAOBp9Oabb8ZsfX09ZjMzMzFrVZitXrPVZN6/fz9m7TgfPHgQs2YatZvt/EYrUJvR7Zp2/0YrUFs2eizwu/iFAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARGpVAXjm/c3f/E3Mrl69GrMXX3wxZtevX49Zq7tstap79+4d2q7VZLZa1VaB2mpVRyteW33oaKVsq0DdSfWh7fyaaZzDk1S1tnwadbTsDH5hAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAA0QuTyUQHFgA7xltvvRWzL7/8MmZ79uyJWau0XFhYiFmrFt3c3IzZ+vp6zNbW1mLW7Nq1K2btONuxPHr0KGatUvbAgQMxa9pxtnv78OHDmLXr0u57O/dWD7pV7eiI9nnTqCqdVv2pWtVnl18YAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABApFYVgGFvv/12zC5cuBCz3bt3x6zVee7fvz9ms7OzMdu7d+/QPlst529/+9uYbWxsxKzVqraq1jt37sSsVafOz8/HrN2HVpHZqkwfP348lLWa01a52qpa2+e1+zdaczpaK9qqWkcrXtv5jR7LVkY/k53PLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACBSqwrwHDh16lTMlpaW6rYnTpyI2f3792PWKi337NkzlLWK0Fbp2I6l1bG2SstW9dnqWEdrR9u1XllZiVmrcW37bNe6Za0edXV1NWatUrbV1N67dy9mo2tiGvWoo2ti9FjaPtuxbFWrOlrz2o6Hnc8vDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIFKrCrDDnDlzJmYPHz6MWavIbFWIr776aj2evXv3xqxVi547dy5mMzMzMWvHOnosu3fvjlmrgmx1nq2ys51fO4d2nK2u9MGDBzFbXl6O2Y0bN2J29+7doWPZtWtXzFqdZ7uebd3fuXMnZqMVtqN1um270XrUUe16blWd2uykc2T7+IUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEub8NgC394z/+Y8xu3boVs0uXLsXso48+ilmrQ2zVk63Ocn19PWaTyWSyZ8+emB06dChmp06dilk71osXL8as1YC++OKLMVtcXIxZq0CdnZ2N2Wg1ZatVbfep1ZW2Y2nn3qpF27po1/rAgQMxW1tbG/q8Vp3a6kP37dsXs3bfW3Vq02pFRyteRz1Jdeqo0dpcdj6/MAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgEitKvBMOXfuXMxaxeJrr70WsyNHjsTs5s2bMbt27VrMPvzww5jdvXs3Zs2jR49iNlqNOplMJktLSzGbn5+PWauKbBWLx48fj1mr3mz7nJubi1mrwty9O39Ntmy0lrNtN3o9W9b22dZMW2utTnhzczNmGxsbMWs1vO04W/1ru39NO/fR6tRWgdruX1u7Tas/3WqfLW/7bec4eh5sH78wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACASK0q8I05c+ZMzPbv3x+zAwcOxOzll1+OWavrbHWP169fj1mrQL106VLM7t+/H7NWozha19lqKWdmZuq2CwsLMWu1squrqzF76aWXYtbu4dWrV2PWtOrYdi9aFeSuXbti1uolWy1n22605rSdQ9vu3r17MWvPRLvv7fzaOmzn0J6JtbW1mDVtn+35bOfXfBP1qKNGK2B5uvmFAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARGpVgf8nrfLwxRdfjNnc3FzMZmdnY7a4uBizV199NWatqrVVJd64cSNmy8vLMVtZWYlZq1x9/PhxzEarPEfrM1sN5mQymbz//vsxa9Wxrf72zTffjNnt27djduHChZidPXs2Zu3aNG3NbGxsxKzVXbZnYt++fUPH0qph27G02tG2RpsjR47EbPfu/GdHO4d2rR88eDCUtTXRKklH63RHa07bcbbPaxWn7d5udZyjz1I71tG1xvbxCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIjUqsIzaLR6s2V79uyJWatcbdV+LWv1i61i8Ysvvhj6vPX19Zi1usfRbLRGsFUetvvQtvv888+HjmUy6dWpJ0+ejFmrcv3ggw9i1u79iRMnYra5uRmzVlc6Wjt68ODBmLVnqWXtOFsV7cWLF2N2/vz5mLXK3NOnT8fsjTfeiFlbhzdv3oxZqwXeu3dvzNp7pNVBt3dhq2ptz3w79/Zuaqaxz3bNttKeiXY8o/WwbB+/MAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgOiFyWSSO7mAqRutURytTm01fK0Sr1XttUq82dnZmO3fvz9mo9WT7dybe/fuxezu3bsxaxWL7f61qsDRc2j3tmXtHk0mk8nCwkLMWn1oO49Wk9kqUI8fPx6zM2fOxKxVb7Z139ZFO7+2tlsVbbsuV69ejdmVK1di1upK2xptz9lrr70Ws5dffjlmrXb08uXLQ9mtW7di1tZ9e4eOPvNNe082o9WprTa2bbdV5fM03l2jn8f28QsDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIck8i8H+0KsHV1dWYtYq+Vms4jXrUts+WtWq7Vk84Wp/ZzqFdz1bb+PDhw6HPa+fesnaPWsViu55tn636ttV8ttrUyaTXM7Z7sbGxEbPR9dS2a2utXe+2LlrWnpd2zVrN6bVr12J28eLFmN25cydmozWYrVZ1bm4uZq3Ctn3e4cOHY9bek+2Zb++Ytl7ace7bt29on+0dM1q52q5LW7vtPbJVNWo71tHvl0at6s7gFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCpVeWZtbi4GLNWCdiq6C5duhSzBw8exKzVRI5mrU5vtM5zGjWuLWvnsL6+/rUfy2iV4GgF6mgdYDuHpp1D22erBJ5M+vm3Gsl79+7FrD2DR44ciVmr3jxw4EDMWtVnW4ft/FqV6fLycszau6Ldi7W1tZi1CttW8druw6lTp2J25syZmLX70I5ztHazXc92H9r1bGu+vUdGq1rbGmzP7uj3x+g7ZjLp5z9a4Tv6/lW5un38wgAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACK1quwIJ06ciFmrf2t1a6PVqbdv3x7abhrVb227Vpm3Z8+emI3W941WAk6jLm+0fnG01q/VCG630UrH3bvz635zc7N+ZqtHbebn52PWqjf37dsXs7buZ2ZmYtbeB6OVs227Vgvc3jGtdrS9f9p1aefeamrbe7lt1ypsW8Vru+/t3jYHDx6MWatcvXXrVsza/WvvkfZOG605bfscrZHe6v06eo6j79Gd9P59nvmFAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAg8v8w8JUtLS3FbLTH/8GDBzFr/6dA6x5v3fGtY3v0/30YPffZ2dmv/fNaH387ltaRPtoT3u5R69du5z76fyY8Sff4yOeN/v8bTbueo/9XxlYOHToUs7Nnz8as9erv378/Zu3/DTh9+nTMFhcXY9asra3FrP2fAgsLCzFr/59Ce85a1u790aNHY9bOobl7927Mbty4EbPR/6Oh3fe2ltq6b9esPZ/t/rX/06S9D9r/ozGN98/T8n/LTCbPznk8y/zCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIrWqz7BWSzkzMzO8batAbZV5rd6u1YC2ert2LK1GstXpteNs16VV7R08eDBmrbLyxIkTMWvX5fbt2zFr12xzczNmTTuW0WrRadTltWMZ/by2JkarYUe1c2jPQ6sunkx61ecrr7wSs5MnT8bs/v37MWsVmu35bPWoTXt2W3Vqu96tfrppz1JbM227Vud54MCBmLU1094VbZ+jVdEta+/Q9l3X1mC7t6NVym2djX4/ts9r1/pJKp+nUQE7jfrtadRaP8/8wgAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACK1qjvEaE1ZqxQbrYWbTMbr31oNX6vzbLV/bZ9Nu6atRrLV8M3Pz8es1Rq27RYXF2N2/PjxmLUK2+vXr8fs8uXLMWv3oVXUtRrFVr947969mDXt3o7Wo47us12Xaeyzac9mq6U8cuRI3W+rVf3iiy9iduvWrZi1utL2LLVzbMfZnuutamWT9v7dv39/zO7evRuz9iytr68PZe1dMTs7G7O2ZtraHv1eat8RTfu80e3au7dpa759l7Vr3Yx+z0+r8nkaNdrTqNjmq/MLAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiNSqbqNWVfYkNWbJk9Q2tqq9+/fvx6zV4rXauHaso/V97fNaxWLbZ7tuozWKrSayfd7hw4dj1rR72+oXW9Vlq2NtRmtAt9vosztaB9jqQdv9O3jwYMxOnDgRsx/+8If1eFr9batkbfXMH374YczaO6Z9Xrtuo5Wro8/gnTt3YjZaMd2uy6NHj4ay1dXVmLXns9WOjlYNj34Pjm7XnqWjR4/GbHl5OWbt/k2j8nn0/TP6nbuV0e/r0TrWafztxO/mFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABA9E7WqrS6vVW612sbRWrjRGrNRbZ9PUmHW6vRGqwRbLWe7pu1Y2zm2a9NqBlsV5NzcXMxa3eO1a9eGPq8d59WrV2PWjnPfvn0xm5+fj1m7f612c3Tdj243uiamcZxtXbcK27aW2j06depUzF5//fWY/d3f/V3MJpPJ5MKFCzE7c+ZMzFp96ObmZszaebR139bh2bNnY9beMSsrKzFr977d36Y9Z2tra0PH0p759v5p9280a9/X7Xun+fLLL2PWzu/YsWMxu3HjRszavW3nMFq5OvpdPo2/ObYy+l0+ev7T+huI/8svDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAINpRtaqtAqsZrTVs2TSOZXS7adREbnV+d+/ejVm7bjMzMzFr1Xetiq6dR6tGa8fSKnVb3ePq6mrM2jm0ar9W39eOc3FxMWZNuy7tOPfv3x+zdh9a1mow27k306gZHK17bNezZbOzszE7dOhQzE6ePBmz06dPx+zzzz+P2WQymayvr8es1YC+9tprMWvrt9WHtsrgixcvxmy0ZrnVgLb36MGDB2O2Z8+emDWtlrNds7ae2tpuz2DL2vUcfT5HP69lo/XhrfZ39H3eqmjbu2L0/k2rAn60kr7Z7rp6fje/MAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgKjWqk6jAmsa27XatKZV4o1WmT4ttWGt+mwymUzu378fs3Zt9u7dG7NWB9mqGUcrO9t1a/WE7R6267K8vByzVrHYqu9u3boVs1Zz2u5Dq8hs16Xd93YO7Zq1qt1WZ9nuUTuW0fWyb9++mLXza9qaOHLkSMzOnDkztM/2nmzP32QymczPz8esVbK2euY33ngjZktLSzFr6+LOnTsxa8fZ6ljff//9mP3oRz+KWTu/o0ePxmy0QrPVea6srMSs3aN2rdu6b9XU7d00WjfbqqLbs9vehe3cW7VvO7+tnrNkGrXro5Wrk8l4Jf00/nba7r9Tn2d+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAFGtVZ2GVoG13TVXo3WdzWjFVzNaRfYk17NVMN67dy9mrd6u1QW2KrpW0Tdandoq5WZnZ2PW6hBfffXVmJ08eTJma2trMWu1f61W9cGDBzFrVa2ffPJJzEYrSVsVZLsPLWv7bLV+bbt2PQ8cOBCzVgXZ6kgXFxdjduzYsZi19dmqIEef6cmkP9ctu3nzZt1v8tJLLw19XqucbRW+n376acxaVet7770Xs/ZMnD17NmatUrade1uHrQK11aq2NdO2a/d99BxaPeo06jrbM9HOvX1eO792rdv7vH1eex807d07mYzXwI9+T0zjb6Cd9Lfo08IvDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIKq1qtOolnoW6qqmUcfV9tmyVnU5us/JpFdTtmq4Vo02WsvZKgFHa9paNWWrdPz7v//7mL399tsxazV177//fsx++tOfxqzVxs7NzcWs1dS2dbGxsRGztl7aPZrGdu0cDh8+HLN2zQ4dOhSzhYWFoe1a5eHBgwdj1tbuNOpmJ5NeMdmOp12b9lxfunQpZq1es13vVrna1lqr0Pziiy9i1t53rUa6rcNW/duudasFbu+mdu6tprbVgLa11LZr66zdv3ac7V3R6nRbFXarR23PfKsdb+fQzr0dy7SM/g00je1GM343vzAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAICo1qryu213dep273My6VV7rZZztDauVSy2Srmm1b+283vttddi9tZbb8VsZmYmZq2esF2zI0eOxOyTTz6JWasEvHbtWsxaXWCrcW1rrVV2tjXR7l/LWv1iq9acn5+PWavBbMfSKjJH61Fb1tbgaBXtZNLXaKs5Ha2gbutitLbyjTfeiNlf/MVfxOwXv/hFzFZWVmI2WkPcrufp06dj1t4V7f3TrvVo1Wdbo2279j3Q6ljb57Uq2qZ9R7TjbOuzVe22rJ1f+7x2Ds1W74OnpXJfderXyy8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgmkqt6miV3rNuJ9WGbVWb1ur0WnVj265VCbbauFY/2ao+23EePHhwaLtf/vKXMVtdXY1ZqzJtdYHt3M+dOxez5eXlmH344Ycxa5WOx44di1mrLmz3qNWVtkrS9nltLbXq1Ja1us6mVa62Z7A9K219tvs3Wts4mfT71M5jfX09Zu0cm3bv2zPYrtv3v//9mL399tsx+/GPfxyzdr3b++Cjjz6K2eHDh2PW1u/CwkLMWkVoW083btyIWTv3pn1/jNbwtu0ePHgQs1Yf3mpq25pv13q0In1a1erNNGrg232axueNrtHnmV8YAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABANJVa1WehOnW0xmsa5z5av9iyVvc4mfQ6z1ZP2I61VTOeOHFiaJ+XLl2K2a1bt2J28+bNmL3//vsxW1tbi1mraWvbtUrAdp82NjZi1ioPv/Od78Ts0KFDMWtaLWerwWx1pY8fP45Zuy7tPrRj+fLLL2PWjnO0Lrh9XntW2vm142zvpq1qVds5Pnr0KGaj96Jl7XlptZXtWFqF72uvvRazdl1avWa7v59++mnM3njjjZi1ytWlpaWYjR5n+45o76bm9u3bMWv3vdW/tmNZWVmJWaumbt8to2uwraX27O60v7dGq1O3+zzU/391fmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAADRVGpVn3XbXZ3a6uRajWKrmmu1hZNJP8fNzc2YtarIVoXZzqPVNrbjbJ+3VY1kcvTo0ZidO3cuZq228cGDBzG7c+dOzM6fPx+zVk947dq1mLXjfOWVV2J25syZmJ06dSpmrZ5wtAbz3r17MWvrvtW4tvXSnofRmtN2nKP1qK0Oeat3Wqt8bOff3msta/eivQ9WV1dj1q7p4uJizL73ve/F7K/+6q9i9s4778Ts7t27MWvX+r333ovZkSNHYnbs2LGYtYrphw8fxqxVMI9W7bb12/Y5WlvdamObdl1GtTXfTKMCfqt97qTaeRWo28cvDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIHqua1VHK/9aNlrx1fbZ6hBbHWCrnmzVdpNJr+Vs1amzs7N1v8nFixdjtr6+HrP79+/HbH5+PmYvv/xyzL773e/G7Dvf+U7MWuVqq3htdYitYvHf/u3fYtZ88sknMWvr4t13343ZyZMnY9buX6v+bfev1S+2Z6KdX6tmbPehVTO2Ssd2fm2f7flr59cqettxTiZ9/bZjbfe33cO2Ztr9Hd3n+++/H7NWofmtb30rZpcvX47Zr3/965i1mtqPP/44Zu0+/Omf/mnMDh8+HLNW/9rWWnsXtjrWdv9Ga0BbHWvTns9Wl9yuSzuHts62+r5OpvV3zDT+ztnuz1PH+tX5hQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAETPda3qaE3b6D5bdWGrIz127FjMWkVdqxxttamTSa+3a8fz4MGDmK2srAxt146l1T22e3jmzJmY/ehHP4rZm2++GbPl5eWYteu9tLQUsxMnTsTshz/8YcxaRWirX2z36O23345Zq5dstcD79++PWbvvo3WPrZL08ePHMWuVh606tJ1fy0ZrFNs1a++Ydu5bbdsqJlvWns9WY3vz5s2Yra6uxqxpx/nFF1/ErK3Drapqk3v37sXs2rVrMWvP9fHjx2P22muvxezAgQMxa991o7XH7T3Z6lEXFhaGtrt161bM2jPf3mltTbTnrF2z0eeoGX3HPMl+WzZ6Hs00qlOf56pWvzAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDoqalV3e4qq9HKsVYH2LJWm9Zq4VoN3ebm5tCxTCaTyenTp2PW6gIvXLgQs1bz2u5vq7BrNXWnTp2K2Z/92Z/FrNWcfvbZZzFrVabt/l68eDFm7f4ePnw4Zn/7t38bsz/8wz8cOpa2DlulY3uWNjY2Yta06sl2rdvabefQzM/PD+2z1Si2Nd/OoVW8Hj16NGatTncy6e+L0XdlO8d2Hu2ZaDXL7V1x/fr1mF25ciVmn376acza8zI3Nxez9t5u17rVebb722pO2/Vs67cdZ6sybefeqrfbub/00ksxa98RrcL2888/j1n7nmvvg/Yd2N6TozWmW1Upjxr9e+xpqSR9Wo5zGvzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAoqemVnW0yqpVlY1+3mh1attnq+Abrdlrn3fo0KGYTSa9Mq/VVh47dixm7dqsr6/HrNVItnrN5p133onZj3/845i1WrxWV/rd7343ZqPVhe16tmq/48ePx+y1116LWVtrV69ejVmrJ3z48GHM2vm1Wsq2ttvnterCL7/8MmatAnT//v1D+2zvg9E6y08++SRm7RmbTHr9ZLtu7T417bk+c+ZMzFp17KVLl2J2586dmLW1/d5778Ws1b+257Pdi7ae2pr5+OOPY9beve3+tfdIe3YvX74cs/Z93b53mlYbu7CwELO33norZq0atp17+/5o969VyrZ61NE65K2qktvfFqN/c03D81yBOg1+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAANFTU6s6ahq1Wq02rGWt4qxV6bU6uVaxOFrNOJn0+slWA7q0tBSzVr/Yqv1a/WS7NhcvXoxZq2189dVXY/bmm2/GrFXKHjx4MGYnTpwY2m51dTVm7Vq3Z6JV9LVKwFb32KoZ19bWhvbZrllbE+3zWnVhe64PHDgQs1a5evfu3Zg1bZ9tTXzxxRcxO3v2bP3MlZWVmLX3WqsWbWvt8OHDMWtVmG1tt3fa+fPnY9beTe090t7prf519J3ejuXTTz+N2fvvvx+z2dnZmJ07dy5mN2/ejFlb9+0devLkyZjNzMzErNXitue6vbfa91z73mn3r72zm7Ze2vMwut1ksnXt6nZSnbp9/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAACiZ6JWtVWjTWOfrUawbddqzFolXqsfbLWbrWquVQxOJr0OsZ1/02or2/G0Os92bX7wgx/E7K//+q9j1iom2+eN1ku2+sWWLS4uxqzV/l2+fDlmly5dillbo61qt2mVpC0brTZux9myVtXaak5b/WCrC25Vnu1Y2j7bmmjrejKZTDY3N2PWns+mfWa7F+2d1yo7f/7zn8fsn/7pn2L2ve99L2YvvfRSzNq6aK5fvz6UtTXT3k2tlrLd27YmDh06FLP2Trtx40bM2ndEq0DkRtdlAAAfXElEQVRtNbztvdy0ddbek+0c2v1r75HRKuH2/E2rqvRZqEAd/XvzWTh3vzAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDomahVbVoFVqsqa0a3a7VabZ+tRnG04qtV200mvbqw1Xm26thW8dZq/9r5t/M4depUzN54442YtVrV+/fvx+zjjz+O2aNHj2LW6vQ+/fTTmJ08eTJmrdawVW+2dXj8+PGYzc7OxmxtbS1mbb20+97uw+gabNu1CsLV1dWYjVYJt89r969VOrZnZauq5LZtuxej9dTtXrTq34sXL8ZsY2MjZv/wD/8Qs3YOn3/+ecxafXG7Zi1r66kdZ3s+23vkj//4j2N25syZmLU12ipJ2729cOFCzO7cuROzds3a++7KlSsx+9WvfhWza9euxWz0+7o9K+27pd2H9vfIVsfZ8tH9TuNvtdHjHLXdn7fd/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAACiHVWrOlo51rQ6rtHPG634alWJrUawVRq2yrhW49Xq1iaTXs944MCBmO3duzdmMzMzQ1mrrWzVmzdv3oxZqy5s+1xeXh7aZ6skbdesVa62z7tx40bMrl69GrPRtb25uRmz0bq8tn5bdv369Zi1KtO25ttz1moN2zPf6onn5uZi1q7ZaD3xnj17YjaZTCa3b9+O2fnz52PWqkW///3vx6w9L+0+tfv7B3/wBzFr5/9f//VfMWtru71jR+tm27uiPRNtrb355psxaxXTrVa1vbdaxWurqW3rt12XlrX10tZ8q4Zt97Z9zzft3rZ3zJNUp44aXdvbbbTidfSajtZ27yQ75+4BAAA7joEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAaEfVqra6qu3+vGlUbjWtKnFtbS1mrQ6wVTNuVavajqdVaI7WT44eS6tpa9uN7nNpaSlmrTat7bPd33atWxVtu9ajFb6tKvHUqVNDx9LqXw8ePBiz0VrckydPxqxVJbZzb1mrAG3Xunn99ddjduHChZi1Z77Vn04m/V1y7ty5mLXqzZdffjlm7T3S7u/p06dj1p7Bdv5/8id/ErO2Zpr2DLY66FZp3apojx07FrO2nlod62gFc3t227uwvUfas9RquduxtHrmffv2DR1LW9cta9f6m6jkHK28Hq1y3e4K1FGjz8TTwi8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAg2lG1qjvJNGrDRmu8Wp3caN1aqxicTHp9X9tvq4ZrFZNtu3bdWrVoq5FslXnLy8sxa9etXZfRa9ZsbGzErJ37/Px8zFplZbsPo/e2VZK2Ksj2ea1GsW3XqkPbuT98+PBr/7y23T//8z/H7I033ohZq8+8c+dOzCaTXoG6d+/emF25ciVm7Vlq67dVYba11t7b7fk8ceLEUDa6Zr797W/H7K233orZ2bNnY9ZqXNu1bveovSdXVlZi1tZEe3bbPWrfg60y99atWzFrldbt/rX12Y6zrc/RSvLRvzmmVXE/jZrTaRzraCX7s84vDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIHpqalVb5da0KsC+bqO1YU2r+GpVbLOzs3W/7VjX1taGtmv1fa32r+2znWOrWGx1ge2atsq8u3fvDu2zHWer72u1nK1udrSesN33dm9b7Wbb7rPPPovZ7du3h/bZqmjbGjx8+HDM2vnt379/6PNavWQ7v1aL29Z8q1ydTPq6uHbtWsza+m3PdTvWVoXZrnfTjrN93unTp2PWns/2ee0cTp48GbOlpaWYtWvd3j8ta7Wq58+fj1l7jzSt5rTZqkI8aWt+9O+R0Rr00VrVZhoVp0/ymdPY5+g5jh7naK3+6DlsN78wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACA6KmpVd3uaqntrkAdreNqlXFtu1a/OJn0ysd9+/bFrFXfjVYs7tmzJ2at9u/OnTtD27WazJaNnnu7hysrKzFrFaEnTpyIWTuHVsfa6h5bJWA7h7YO2/Ny4MCBmI3W6b755psxa65fvx6zdt/bM/bGG2/EbLSe+OOPP47ZVu+7du/bmmlaDXGrkWz3vr2b2vPS1lp7jywsLMSsVVffu3cvZu0c2r2/dOlSzObn54c+r33vtmNpz+DNmzdj1mqr25po92hxcTFmhw4dGjqW0Trzds3aO3TUTqtHHT2edm2mUWXa7N499mfzaMXrNNbFKL8wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACA6KmpVW1Gq7pazdV217g20zjO9fX1mrc6yGls1+rmWo1ZO/9Wc9pq+EYr+l5++eWYXbx4MWa3bt2K2cGDB2O2trYWs1b12WpVW2Vlu7fLy8sxa2utVTq2WspW5bm6uhqzubm5mLXjbNV27Vq3CsnXX389Zu0etYrTVqvazu/atWsxm0z6vWjVokeOHIlZu/dXrlyJWavibfepHWc7lnbdWr1mqzJt67B9n7X7O/o92N697R06Wg3btGe3nV+7R+15aWupXeumrcGWjdZujlaHjn7eVtuObje6fkdr56fxN17bZ3tX7KS/Nxu/MAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgOiZqFXdbqM1ZtMwWhvWKr4mk8nkwYMHX/t+Wz3qo0ePYtaq6FotXjuW+/fvx6zVBbZ7f/v27Zi167m0tBSzu3fvxqzVnLZazlb12Spl2zm0asbResK2JlrtZqtRbPe91WC2Ot1WPdlqao8ePRqzdt9b1qpD29ptz9Fk0td2ez7b+6lVb7Z3Rdtn265Vw06jDrp9XjvO0Xrf48ePx6y9s1s9c6t8bu/J0fdrO79W0duuZ9PeTaOVpG19tmy0cvWbqIefxt9A06hcnca1affpWecXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAED0Ttaqj9VijVV2jtvvzmq1qFFt1WKt1bPV2o1mrLmzVm60i9Pr16zFr9aGjlYd79uyJWausbBWhp06dilk796at0VYJePDgwaHPG63kPHfu3NB2q6urMWtVtO16tvrMdl1apePMzEzM2j1qx9kqMreqpRyttGx1pe25btoz3+pv21pr66JV47b36Gj99NzcXMzau7cdS7tmTatg/s1vfhOzDz74YGifrWr32LFjMWv3qK3PVinb6pLbum73djTb7rr2rf5WaflWle3baSdd02eBXxgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAED0TNSqNq1isZlG5dY06l9bbVjbbquavdFtW1Xk6LG2StJWgdpqG0cr844ePRqz5pNPPonZxYsXY7a0tBSzVrnazr3dh3Y92729f//+0Oe1rJ1DO5ZWsTj6eRsbG0P7vHfvXsxaHetWtcdJW9ft/Npamkx6rWp7r7Xr1ipCW61sq8m8ceNGzNo5tvXU3gft3TRaL9mOpa2Z9l3XsnaPWj3qf//3f8esVfi2d0V737V3b6uibZW57TjbdWkVve2+t+2a0b8dRv/+eZJq1HasO6lanq/OLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACB65mtVR+vIplGr2ozWjbXtWrbV+bVqv2l85miNW6ufvHPnTsx+9rOfxazVL7a6x29961sxW1hYiNnp06dj1iok23G27VqdZbtm7d4ePHhw6Fja9WwVob/85S9j9sMf/jBmzUcffRSzdg6tWrNtt7i4GLNWv9jW/NraWszatZ6fn4/ZZNKrapt2D1u9ZqsP3bt3b8xarWq7T+3827uw1Va2d9rhw4dj1qp4WzVuu57tOC9fvhyzn//851/75x06dChmJ0+ejNlorXOrVW3vu3YfRmtVp/E9P/q9+iR/H0zD0/K32vPMLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACB6rmtVRyvOtts0asNa7d1WWoVdq/1rtYYta/ts16ZlrTKvVTO22sq2XVtrx48fH9quXZdWZ9nufausbLWGrQaz3dt2fhsbGzF75ZVXYtbqZlul7KNHj2LWzv3hw4dD+/z8889j1mob5+bmYtYqV5v2eZNJf+ZbTWa7v+26tTXatmv1qK3idt++fTEbrXFt6/DatWtDn9eqcduxtPfBr3/965hdvHgxZq2ys92jl156KWbtuW737/z58zG7evVqzNr3QFu77Xlp2ej31TT+BpjW30bbfR5sH78wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACA6JmvVW1GK75a5dhoVdk0Kl7bsWxVo9gq81rFZMtaDWirzGtVgq22slUzrq+vD2UnTpyIWatmvHPnTszaObTr0rR6zVYl2K5Zy9q5HzlyJGat7rFVoLa1dP369Zi1dX/gwIGYNe0etee6rbNWRdueh1Zn2c69XeuttGe+nX+r4m33t2WjlboLCwsxa/eivQ9aXfKvfvWrmF25ciVmzaVLl2L20Ucfxew///M/Y9a+Qx48eBCz9iy1a9bWdqv2bWu7bde+50bXYNvnNP7mGP17RP0pX5VfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQPRc16put9Eas1ZnOfp5W2nVcE2r2mvn0aoZ9+7dG7PRc2y1oxcuXIjZO++8E7OzZ8/G7OTJkzFrtaMbGxsxa3WPhw4dilm71qurqzFra+LmzZsxW15ejlmrY11aWorZ7du3h7K2Ptt1acfSKjnbPlv1ZFvXFy9ejFmre2xaneVk0tdhWzPt/rYK1Fb9O/quHK0IbdemVfiura3FrD27rSL0/PnzMXv//fdj9sEHH8RsZWUlZqN1nmfOnInZ0aNHY9YqUFvWqo1bfXF7Xtp9GP1+VIHK08wvDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIHqua1WnUXG2kz6v2Wqfo8fatpudnR3a7tGjRzFr2natTm9zczNm7777bszm5uZi9kd/9Ecxa1WQrbKyVQm2qs9WKduqLtt2Dx8+jFlbL3fv3o3ZjRs3ho5l9DibViva1nVbE22djdbbtmNpa76tpa0+s13vtrZbtWi7T61es1Uwt7XdqlOPHTsWs1b/2mpOWx3rZ599NrTPTz75JGZ37tyJWVsz7R3aqqJPnDgRs/Y+aPXM7bq0quFWmdu076S2rtuzogKVp5lfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQPRc16o2rVJtu02jiu1Jzq8dT6tDfPz4ccxaNWMzWm/XaiRb/eRvfvObmH3/+9+P2a5du2I2WhPZ6gJbJWk7963qNZNWzTg/Px+zw4cPx6xVLLbr0qpM23Gur6/HbPT+tTXfqi5bXWerszx9+nTM2jm0ms/JpF+b9uy2OtrRet92bdr6PXTo0NCxXL16NWYff/xxzD766KOYvffee0PbtWeiXZf2nmzr99y5czF78803Y9auZzuHa9euDW3XvpNafW/7jhjNRivJp2EnHQtPP78wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACA6LmuVW21Yq2GbnSfLdvu+rOtalVHj7VVN87MzAxlraKv1dvdvXs3Zu04W11pq1xt27XaylYD2io0v/jii5htbm7GbLRS9siRIzFr969dl7aW2ue1+t62dlvNaatfXFpailm7f219tmrYCxcuxGx1dTVm7ZodOHAgZq1udjLp62L0XrRjbfepVbW2Otam1SW3Z/cXv/hFzN59992YjT677XupnXt7zlq18euvvx6z9g5dXl6O2a1bt2LWKl7be2u0Nna0Xnz0+3r080b/BlCdytfJLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACB6rmtVm51UY7bdVWxbfeZorWqrR221jm27Vpk3WsfaKiSbjz/+OGbtmv35n/95zF599dWYXbt2LWatsvPRo0cxa3WWrc5zYWEhZm0dtvVy+/btmI3W8LYK1LbP+fn5mLVr3Y6lZSdOnIhZq89sVcJXrlwZ2m4rrY72+PHjMRutzW31sO25buf/r//6rzFr9ahtnysrKzFrNaDtmWjbtfV76NChmL388ssxa++tVpfcnpd2b9s7ptXpjlantmvd3lttnaky5VnlFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABCpVQ1aNVqraWu1d22fo5/XjG73JFrd3Gj1Xavha9dttI61nUOr/fvJT34Ss5/97GcxO3jwYMxeeeWVmO3bty9mraa2nfvu3fmVsLy8PLTPw4cPx+zWrVsx29zcjFmrgmz3vVXKtnO/cePG0OcdO3YsZq0Wt13PVmc5uq5bDeZk0q9Nq1VttcCt0vLmzZsxa9W/7f6eP38+Zu+9997Qdq3qsz3X7dzb+25xcTFmS0tLMWsVtq1quGn3oT3X7Xq2KtqmXc9mu+tRv4mKdPi6+IUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalUHjNajTuPzRmvaWp3cVvttx9P2O3qsrSK0VVq2Y2mVgKPnMFr3+M4778SsVWj+4Ac/iNn+/ftjdvz48Zi1c2jH0tbEzMzMUNbue6vybMfS6hdbdejevXtj9vrrr8es1Zyur6/HrFVdtnM4depUzFrF6VbvrQ8++CBmrSaz1RC3e/juu+/G7IsvvohZez4vXboUs8uXL8esPbutRrs9L83Ro0djduLEiZi1Z76ttevXr8esvQtb/WurxV1bW4tZu57t3o6+l0e/W0e/59Wj8jTzCwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIjUqu4QoxVu30RNW/vMVovXtPNv9Zqt9q8dS6umbPtsNZmjVZ8///nPY3b79u2YbW5uxuytt96K2be//e2YtUrHVh/atPvQrnWrpdzY2IhZq9pdWlqK2a1bt2LW7t++ffti1hw7dixm7ZqdOXMmZmfPnh06lv/4j/+o+b/8y7/E7N///d9jtry8HLPFxcWYterNq1evxqw9E61es23X3k2tFni0RrrVlV65ciVm7Xlp+xytgx7NRr/PRt8jzWhVq3pUnkd+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAANELk8lEPxj/x2ilXKu+a3WXCwsLMZubm4tZqzJtNYPXr1+P2b1792LWrkur9tu9e6zBeO/evTE7dOhQzH7/938/Zt/61rdi1u5Dq1z9y7/8y5i98sorMbt48WLMbt68GbO2lg4cOBCzds3a57U61iNHjsSsuXDhQszee++9mLVK4JWVlZi9++67Mfvoo49iNpn0+3Tnzp2YtRri0erN9iy1mtP19fWYtWrR9nkta/epnd80KklHq6LbsTSj78m23TRqVZvR6lR1rDyr/MIAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAACisa5HdoxW4dY8Sb1bq7drWatAbRWErQ5xY2MjZrOzszFrFaGrq6sxW1tbi1mr9mu1ja0KslXDXr58OWatGvazzz6L2ebmZszOnj0bs3acb7/99tB2rR51tMr0ww8/jNno2m21om29tPvwk5/8JGY//elPY/bJJ5/ErFVkbvUeaddmGhXMbbuHDx/GrD2Di4uLMdu3b1/MmnZN23GOas91e5ZadeqXX34Zs3aP2ju7mUY17E6qK91JxwJfJ78wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACA6IXJZKIDbAcYrUcd3eeTVL+1/bZstJqxVVrOz8/HbGFhIWbNyspKzFp1Yaskbdd79+7cbtyqC1sdYqsgbNe6Vbzu3bs3Zq3C9tVXXx06lpMnTw5lN2/ejFmrl2znd+vWrZi19dIqgVsl540bN2LWzq/V9zajFZlbfWbbb6vNPXz4cMxG65nbcbbnuq2L9uyO1kG3d0XbZzuH0SrT0VrVtrZbBuxcfmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRWtWnwGjl6rSqU0dr+Np27fNaZefc3FzM9u/fH7NWrzlaT9iOpV2XVss5eh9aPWqrfz148ODQsbRrtrq6GrN2XZrRasZW5dkqK1tN7Ysvvjh0LKNVl9OoLn6Sd0V7zlrt8b59+2LWns9Rd+/ejVmrCG3H2a737du3Y9ZqVVtdcjP6LI1qa6Y9L8201ijw5PzCAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIrWqO0Srk3uaalVHz2O0KrLVh7as7bPVKLbsyJEjMbt+/XrMWu1oq3vcs2dPzHbv3h2z0crKVjvaalVbtWarJG3H+fjx45i1Sse2XbtmTdtnq39t27Vs7969MWvrpZ3fVu+YVp169OjRmC0uLsbsxo0bMbt06VLM2rP78OHDmI2+Y9o6bBWo7VhG70Vb2y1TSQo8Kb8wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEY8XjDGld36Na93az1bGM9naP/h8No/tsPffN6P9h0K73//zP/8SsHWf7vx1G10zrh2//Z0K7R22fox3w7f9haNesZW2f7f8FaL35KysrMWv/90H7/wtGO/Xb+mz/f8Po/2eyVd7WxdWrV2PWrmn7vyZG/6+Ftg7v3bs39Hnterd10eyk/2th9HoCzx6/MAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgOiFyWSiG+0Z9SQ1rtOoax2tVW1adWGrn2w1kbOzszFrdazt3FvWKkLbfdjc3IxZqzwcPZbRytxWSzl6LM3out/Y2BjabmFhIWatMne0PrPV4o5e61b/OplMJnNzczFr67Bd03Z/27PbKlBH12/T1vZott31qABPyi8MAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgUqv6FBitiWzbbVWb2vLRKsHRWs5Wndqy0eNslY7turTtWh3raK3q48ePh7IXX3wxZl9++eXXfizt3FuF7d69e2PW6kNbledoleno89Cu55EjR2I2Pz8fs3Y9231YXl6OWVu7W2k1p60CdhrVoqNVps00jmWUylXgm+IXBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEI136bFtRmtVWwXfVvV8o/Woo9Wp06hDbNu1OtZWTTlagTp67s3odWlG71+rQB291nfv3h3arj0vMzMzMWvH2bZr5962a7Wq7fxaVen9+/dj1qpTNzc3YzaZ9HXfjnW0OrXdi6Z93pPUTI94WipQR9/1wPPFLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACB6YTKZ6E3b4Vod4GhV4DRqBLfSqhJbNnoeo1WmrSZyGqZRRTuNOsRp1OK27VoN6GjVcPu80VrVubm5mO3bt+//7cD+f27fvh2zVp167969mLVq1G+iZnkaRiuK1YcCdH5hAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkVrVp9y0qjVbxWSrtBytWNzu+tC23TdROTtitMp09P6NHstoBWrTqm+ncQ7T2O5ZqCOdlp1Uc7rd9cUAO5FfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQKRW9Rn2JHWW06hZbFWf06i0nEZ16jQqFqdxradxLNtdvTmNezR6/7a7PrM9u6N1uqO1xlsZ3a9KUoCnh18YAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABApFb1KddqC5+kVnUalaR8ddOoMt3uqsvtrnjd7vObRl1wM41zmFatKgDPBr8wAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACASK3qM2xa9ZLTqLRs2dNSLfq01Es+D1WfydNyj6Zhu+tmAXh2+IUBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEalX5ykbrLndS9aYaSb4K6wyA55lfGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQKRWFZ5SrepTnefXy7UG4HnmFwYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABDt/qYPAJ4Ho7WcbTu2j+pUAJ5nfmEAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAADRC5PJRF8g37jR2lEAAKbLLwwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACBSqwoAAER+YQAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIDIwAAAAkYEBAACIDAwAAEBkYAAAACIDAwAAEBkYAACAyMAAAABEBgYAACAyMAAAAJGBAQAAiAwMAABAZGAAAAAiAwMAABAZGAAAgMjAAAAARAYGAAAgMjAAAACRgQEAAIgMDAAAQGRgAAAAIgMDAAAQGRgAAIDIwAAAAEQGBgAAIPr/AKjo6WdNGYtPAAAAAElFTkSuQmCC" y="-6.24"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p951387a090)" d="M 68.302703 47.357153 L 69.989189 47.715564 L 71.675676 48.296104 L 73.362162 47.545728 L 75.048649 47.661987 L 78.421622 46.636865 L 80.253612 47.454545 L 81.794595 48.178084 L 83.481081 48.045259 L 85.167568 46.963577 L 86.854054 47.99036 L 90.227027 48.721465 L 91.913514 49.60492 L 95.286486 50.34127 L 96.972973 51.226715 L 100.345946 51.970871 L 102.032432 52.839861 L 103.718919 53.289592 L 105.405405 53.601747 L 107.091892 54.465848 L 108.778378 54.991422 L 109.569135 55.87013 L 110.464865 57.048626 L 112.151351 57.836701 L 113.837838 58.331956 L 115.023129 59.236364 L 115.524324 59.991138 L 116.564407 60.919481 L 117.210811 61.33062 L 120.583784 62.049341 L 121.138148 62.602597 L 121.732492 64.285714 L 122.27027 64.781199 L 123.956757 66.092893 L 125.643243 67.111806 L 126.194867 67.651948 L 126.738544 69.335065 L 127.980461 71.018182 L 129.016216 71.969249 L 130.702703 72.22803 L 131.230282 72.701299 L 131.978324 74.384416 L 132.389189 74.797486 L 133.228329 76.067532 L 134.075676 77.823949 L 134.99957 79.433766 L 134.918919 81.116883 L 135.075075 82.8 L 136.166946 84.483117 L 136.72578 86.166234 L 136.113752 87.849351 L 135.762162 88.200238 L 134.075676 88.789796 L 129.424925 91.215584 L 129.016216 91.623476 L 127.32973 90.745519 L 123.956757 89.984792 L 122.27027 89.140356 L 118.897297 86.970005 L 117.210811 87.480729 L 115.524324 87.196041 L 114.88634 87.849351 L 116.176534 89.532468 L 115.971208 91.215584 L 114.876263 92.898701 L 116.101325 94.581818 L 116.125159 96.264935 L 115.139155 97.948052 L 114.40106 101.314286 L 113.546234 102.997403 L 113.067353 104.680519 L 112.760352 106.363636 L 111.343062 109.72987 L 112.80976 111.412987 L 112.151351 112.090488 L 110.260382 113.096104 L 109.416999 114.779221 L 108.778378 115.299099 L 107.091892 115.808329 L 105.405405 117.098518 L 102.032432 117.21857 L 100.345946 117.417625 L 98.659459 117.342061 L 96.972973 118.509965 L 95.286486 117.548389 L 93.6 117.303896 L 92.180308 116.462338 L 91.236696 114.779221 L 90.227027 114.100215 L 88.540541 112.171557 L 86.583325 111.412987 L 85.167568 110.497528 L 84.580298 109.72987 L 83.481081 108.739509 L 80.108108 107.40096 L 78.421622 105.446355 L 75.048649 103.992994 L 73.362162 103.710607 L 71.527088 102.997403 L 69.989189 102.345763 L 68.302703 102.055848 L 66.616216 101.531653 L 66.312495 101.314286 L 64.92973 100.635919 L 63.243243 100.666959 L 62.624916 101.314286 L 61.952513 102.997403 L 61.556757 103.392368 L 59.87027 104.971458 L 58.183784 105.648227 L 56.497297 105.347716 L 54.810811 104.591357 L 51.437838 105.200506 L 50.923903 104.680519 L 50.506973 102.997403 L 49.588838 101.314286 L 48.064865 100.568749 L 46.378378 100.248783 L 45.759528 99.631169 L 45.323617 97.948052 L 44.248367 96.264935 L 43.788158 94.581818 L 44.184821 92.898701 L 44.44773 91.215584 L 43.780782 89.532468 L 42.392617 87.849351 L 42.735783 86.166234 L 43.005405 85.830054 L 43.734985 84.483117 L 42.511016 82.8 L 42.500448 81.116883 L 43.645723 79.433766 L 42.734392 77.750649 L 42.351502 76.067532 L 43.362758 74.384416 L 44.106063 71.018182 L 44.944431 69.335065 L 45.451405 67.651948 L 45.772146 65.968831 L 46.398307 64.285714 L 48.064865 63.409654 L 48.873537 62.602597 L 49.160618 60.919481 L 49.902472 59.236364 L 51.437838 57.501991 L 52.603732 55.87013 L 53.233931 54.187013 L 54.810811 53.307528 L 56.497297 51.969335 L 58.183784 51.479911 L 59.87027 50.301952 L 61.556757 50.051407 L 63.243243 50.174816 L 64.92973 49.524803 L 65.317646 49.137662 L 66.616216 48.296104 L 68.302703 47.357153 L 68.302703 47.357153 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p951387a090)" d="M 51.437838 107.196875 L 53.124324 107.426873 L 54.190862 108.046753 L 54.810811 108.791107 L 55.315788 109.72987 L 56.497297 110.57478 L 58.183784 110.868673 L 59.22333 111.412987 L 59.87027 111.798859 L 61.556757 112.195852 L 62.4 113.096104 L 63.243243 114.372989 L 63.650288 114.779221 L 63.243243 115.308294 L 61.556757 116.462311 L 61.556724 116.462338 L 59.87027 117.216712 L 58.413779 116.462338 L 58.183784 116.270997 L 56.497297 115.733236 L 54.810811 115.459778 L 53.272515 114.779221 L 53.124324 114.675912 L 51.437838 114.097319 L 50.465486 113.096104 L 49.751351 112.158071 L 49.128398 111.412987 L 49.256871 109.72987 L 49.751351 108.720046 L 50.116746 108.046753 L 51.437838 107.196875 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 0 159.381818 L 36.7575 159.381818 L 36.7575 147.768068 L 0 147.768068 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-51 --> <g style="fill:#ffffff;" transform="translate(0 156.886193)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-31"/> </g> </g> </g> </g> <defs> <clipPath id="p9e25a45beb"> <rect height="165.6" width="1310.4" x="0" y="0"/> </clipPath> <clipPath id="p30a2800fdc"> <rect height="153.163636" width="187.2" x="1123.2" y="6.218182"/> </clipPath> <clipPath id="pbd5eeab66a"> <rect height="153.163636" width="187.2" x="936" y="6.218182"/> </clipPath> <clipPath id="p95151d136d"> <rect height="153.163636" width="187.2" x="748.8" y="6.218182"/> </clipPath> <clipPath id="p56c2942d1d"> <rect height="153.163636" width="187.2" x="561.6" y="6.218182"/> </clipPath> <clipPath id="p0c848cc1c2"> <rect height="153.163636" width="187.2" x="374.4" y="6.218182"/> </clipPath> <clipPath id="p4e13d7adbd"> <rect height="153.163636" width="187.2" x="187.2" y="6.218182"/> </clipPath> <clipPath id="p951387a090"> <rect height="153.163636" width="187.2" x="0" y="6.218182"/> </clipPath> </defs></g>
- <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-396c3b01-c65b-424c-b769-89346e6e9f3a"> <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(#p4963fb35cb)"> <image height="165.6" id="image348bb2cb2a" 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(#pe2209fc42d)"> <image height="150.24" id="image8d0e53db7c" transform="scale(1 -1)translate(0 -150.24)" width="158.64" x="0" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAJyCAYAAACVEDudAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3VuPXudZN/CV2uOxPR6P95vEibNpNqQtgaoIygmoqlQOOEZClfgEnPBx4LRClRAHnICoAEELraqoUQNqqUkaN3bsxHZsj7fjfXgPXr0IvZ3r7+a+5nkytn+/w+fS/ax73eteay4/0vr7qWma/nsCAICGz33WEwAA4NGnqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCAtq2f9QSeBE899dSmOd5///d/l7UtW7aUtcXFxU89jwcPHgx9X6rdv3+/rC0sLAzN5d69e2VtaWmprO3cuXPdz/fs2VOOOXDgQFk7evRoWRtZ/2nK5/bee++VtWvXrg3VKrdv3y5rn/tc/W/bNG7btm1l7c6dO2Ut7ZPq3vnkk0/KMbdu3SprKysrZS2d2927d8taOu9du3aVtWPHjpW1ap7pmZCOlcalWtpbu3fvLmunT58ua9V9Ok31PXDq1KlyTHoGpWOlZ+/evXvL2traWlm7evVqWUt7qJLmmGrpb066dx4F6bz5ZX6pBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALQ9NU3TY/u+/Gi0ziyONzJmFnNM8S0paiXVqu9MkSnp+7ZurZOuUrROOrebN2+WtUOHDpW1FBGyffv2dT/ft29fOSad25EjR8paikT68MMPy9rZs2fLWoobSteuOoc0xyRF5KRrmtZ5JDZomupIm0uXLpVj0hqneaT7O8X1pMiqFLuTatV9leafYptSjEw6txTXk65b+s4U11Pt8xs3bpRjLl++XNbOnz9f1tIeSvs8RVala5Du72rvpT05Gg00+nfscY4pepz5pRIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQVuebPAbmHRtUHW8zRRulSJskxVNUMSAjEUsPO9ZojMmzzz5b1r70pS+VtbW1tbJWRX2keZw5c6asXblypazdvXu3rKWIk48//rispWiatE+qKKUdO3Z86jHTNBZXNU05UigdL8UlHT9+fN3Pf/7zn5djTp06VdZSXNILL7xQ1tK1uXr1allL553ieqp7bsuWLeWYdH+neaT7I13TdLy0XimSZ2lpad3Pn3nmmaF5fPe73y1r586dK2vXr18va6N/I9I6j/ytmrd03iPznMXf2lHz7glGjM7RL5UAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCAtsc6UmgWNsvr/qNSzESSzrv6zhRJkKJ6UoxJiq25ceNGWUuRI88//3xZO3nyZFlbWVlZ9/MU+bK4uFjWrl27VtZWV1fLWopgSlFEVZzKNOVol+q8d+/eXY4ZiSiapryH0l5eXl4uazdv3ixr1f567rnnyjE/+tGPylqKREqxNXv37i1raQ+lNUn78tKlS+t+nq5pWuN0vdP80z5PRmOpqr1Q7fFpyhFSKa4qSXNMMWppndN3Vs+MNGYWRiOMRv4Oj0bkzGKOj0IfMTpHv1QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2kQKrWM0emBkzCxiDkbif6Ypx0mk41W1kTHTlOef5rht27aydvr06bL205/+tKxduHChrFUxMymOJK3/xx9/XNYePHhQ1lIUUZLiW3bt2lXW9u/fv+7nKZopxQal653iVG7dulXW7t+/X9aOHDlS1nbu3Lnu5ykq5uDBg2UtXZvr16+XtbTv3njjjaHvTPdOFWGU4n9ShFe1jg/7zrQnU5xYWq90z1X768MPPyzHpPNOcVUp0ildm1QbfVZWsW3pOZOMPuvnGSk0ahZxQ48zv1QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2kQKrWOecQWjUlxEitBI55ZiWEYigNKYhYWFT/190zRN9+7dK2spqiTFvpw5c6aspRiQKlrk0KFD5Zjl5eWytm/fvrKWrk2K60l7oYoGmqYcu1PNM0Upvfzyy2VtbW2trKW4p3RNUzRK2ifVeqWInGPHjpW1c+fOlbUUc5WOd/fu3bJWxVxN0zQdP368rF26dGndz1N8ztat9Z+P9Hw6e/ZsWUv3Ttrn6bmQYpaqtUxRVrt37x6qnTx58lPPY5rGI21GYopG4+hG/2bOM25vFn/XH4VeYd78UgkAQJumEgCANk0lAABtmkoAANo0lQAAtHn7exNLb7+lN/FmYeQtt9G3uNNbpamW3pg9cOBAWfvFL35R1tI8qzfD09vM6U3hdG7JF77whbJ2+/btsrZnz56yltZraWlp3c/T9X7//ffLWhq3bdu2sla9sTxN+c3XpHrLPr3V+8Ybb5S19MZyeqM/7YX0XLh161ZZS28YV7XRN7xv3rxZ1tL8r1y5MjQupUmke7h6jqb7Jl23lODw6quvlrV33323rKU30UeN3B8pUSF9X7q/H+c3skffXn/U+aUSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0PbUNE2P77vtj7F5xxWMHC/FTKTv27JlS1lLES0pVmT//v1lbXV1tawl1fFSDM7TTz9d1kbjW1ZWVspamstLL700NK6SIkfSNU3xWIuLi2WtijZ62PFGoq7Svrt+/XpZu3DhQllL8TkpRibNP91XaQ+le2fkWCneK0XynDlzpqydP3++rKXYoBQPVO2TNMd0bdI6Hj9+vKydOnWqrKXIsx07dpS1NM/q2qU9kiKpNlNEzshcntT4n1nwSyUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgrc4w4bE0Gp2w0ZELKbpiNNYixXmkcSlyJEV2HDhwYN3Pn3nmmXLMrl27ylqK1knzT9EhKdolrddrr71W1qr4llnEsKQ1SbW0X9Pxquig3bt3f+oxD6v90z/9U1lL8Tn79u0ra9WenKZ8DtVappiokRiiacqxQTdu3Chr6Xpfu3atrKX7++rVq+t+nvbP2tpaWUv3wG/91m+VtRRrluK90vHS9Un3YyU9l9M80lqmWjL6t2qentSYIr9UAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANqe2EihJ/V1/2R0TVLUxMiYFIOTxq2srJS1FKGR4npSVMbTTz+97udbt47dVunctmzZUtaWlpaGjvf++++XtRSb8sUvfnHdz48ePVqOWVxcLGtpb6X1T9ft+vXrZS3t8yqa5tChQ+WYVEtr8nd/93dlLcXgHDx4sKyldU73wNmzZ9f9PO2DtP5pL6f748UXXyxrzz33XFlLMUXpvNP5jXxf2q9vvvlmWUt7Mu2vS5culbUq+mua6nimFEM0+jcgjRv9WzsSKTTvv+uzON6j0Lf4pRIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQ9tQ0TZvjPfQn1GhEwCyiBdJ3plolRQPt2rXrU3/fNOXIlBS7s7q6WtauXr1a1lJcz759+9b9/NixY+WY3bt3l7W0XinGZBZxHjdv3ixr1TXYsWNHOebw4cNlbc+ePUPjnn322bKW4lQuX75c1qpIobQPvvKVr5S1FPnyr//6r2XtwoULZW3//v1lLcX8pH1eRTClazMaCzYaU5TG3bhxo6ylvVx957Zt28oxV65cKWsppivFDaW1TBFS6ZmX9lB176fnfJp/FVH0sO9M40ZtlmidJ5VfKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtWz/rCfw/s4jIeRTM+9zSOqdYi1RbXl5e9/MUn5Ns3Vpvy/SdKc6jiorpzOX27dvrfv7ee+8Nfd8zzzxT1lKsSIpaSTEgKdbpyJEjZa2Kn0lRKx999FFZS0bjhpIUtVKtV3XO05TjZ9L9/aUvfamsJSkeK8XnvPLKK5/6WCmaaWFhoayl875161ZZS9FZab+mqLEzZ86UtWrPpmijFBOVIn5OnTpV1tKapHVO92nal1WUT9pb6VlSPQvTsWZlJP7uce4x5s0vlQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIC2TRMp9Di/0j+LuKQU8TOLtaxig6apjrtJ533u3Lmy9tu//dtlLUWmpFiOBw8elLUUA5LOYceOHet+vn///nJMishJa5zihnbu3FnWkhRvlCJVqoiQtCdT9Em6bmmOaZ+/8847Ze3s2bNl7fLly+t+/sYbbwzNI+2fl19+eeg70zqfOHGirCXVOqf7bfv27WUtRWCl2KDnnnuurKXIqtdee62spWidKubnj//4j8sxr776almrngnTNE3Hjh0rayn2KNm7d29ZSzFY1XUdvd9WVlbKWoopSnt5NIqomue8/2aOetTjFf1SCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjbNJFCyWZ6xX5kLrOYY4pbGI04WVxcLGsp9qWKw9i9e3c5JkXMpDibFEWUpCifNJdXXnmlrB0/fnzdz/ft21eO2bVrV1lL0ScpsuP+/ftDtRR/kvZXdX1SHMmNGzfKWopFSTFLKbrp6aefLmvJ6dOn1/08xZGka/r666+XtRdeeKGspYiZtJZpLktLS2Xt3r17636e7psU05Wu6ejzcGFhoaxdu3atrB04cKCsffnLX17387/9278tx/zZn/1ZWXv33XfLWrq/05rcvn17qJae9dVzIT3n0zMhjUvPmdH5j/yNS/Pf6GN1xiWbqReq+KUSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGh7JN7+3ixvNU3T2FxG3/SaxXmnN7zTm8I7d+4sa0ePHl338+vXr5djDh8+XNZOnjxZ1m7evFnW0tvA6c3L9Gbv17/+9U99vPR96Q3p9AZlekP90qVLZS3Zvn17WaveBp6msX2Z3txNKQHpjc1US28t/97v/V5Zq95o/t73vleOeemll8paOu8LFy6UtY8//rispT2U3nRO93f1jEpJDOm5lt5QT9LeSvdHur9HpGv6zW9+s6ylt5lPnDhR1rZs2VLW0h4aTSWo5pm+Lz0T0vzTvkvHS+kCI39T094a/Vs773GPAr9UAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANoeiUihR90s/mP5JH3naERIirW4evXqup+nGKIUi3L58uWytrS0VNZSjEk671deeaWs/cVf/EVZ+53f+Z11P3/hhRfKMX/4h39Y1lLkSIpTSeucYndGIzuq2JoUYZKuTYo2ShEt6dx27NgxdLy1tbV1P3/ttdfKMSlOpfq+aZqm5eXlsnblypWyluJzVlZWytrI9R6NPkkxMulZko6XYshWV1fLWrofK9UzbZrGn2t37twpa+n5lGLU0jzTPq+uT9pbaf7peZH2wujfxlRL+3xEOtajHg00i3PzSyUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTaTQOkZfs9/oWI7Pfa7u+VOcShqXpGiUFAtx/fr1dT9PkSnp+9K4e/fulbUUeZGuwblz58paFZ8zTdP0jW98Y93PL126VI5ZXFwsa+m8U6xIqj399NNlLcWRpP1VxZ+kOJUUBTUaY5LihtJapnOr1itF1ly8eLGs7dmzp6y99957Q+PS/T0a31IZjf9J1zvFPY3GgqW5pIiyffv2rft5ivDavXt3WTt27FhZe+utt8paeq4l77zzTllL0UfVHqrWY5ryfXPt2rWylq5N+k5+2UZHAM0iEskvlQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2kULrmMVr9ht9rI2OPXrYuBTnUUVXpDEpsiPFTKT4nBSJlOJujhw5UtaeeeaZsvbmm2+u+/lrr71Wjrlw4UJZS3Eq58+fL2vPPfdcWVtZWSlrv/jFL8pailK6cuXKpx6TjN4DDx48KGtra2tlLcWmjMSCpYicNMdUS3NM906659J9VUURpfiiFK2TpHEpwijF1qR7+OzZs2WtWuddu3aVY7Zv317W0v2Wnk9JiolKEWUpSqm6Vw8dOlSOqaLjpmk84m7079FGR/vN++/pqHn2JqP8UgkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBoEym0gTZLFFGKORiVInmquaQxKYLi6tWrv/rE/pd79+6VtbQmX/nKV8ran/7pn5a1t99+e93Pn3322XLM0tJSWUvRNCnaaHTfpXEp/qRayzt37pRjUixKqqUYk7S/UvTU4cOHy9rq6uq6n6e9lWJd0j5P8T8pEilFtKRYqjSXKiYnrfHt27fLWooGSvFYKa5nz549Ze3EiRNl7atf/WpZqywvL5e1FPd08uTJspb2ULo26T598cUXh45X7a8qLmya8t5K1zvNY6Njg0bN4hn6pPJLJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNpNBjaDRuIcUjpFiIKibn8uXL5ZidO3cOzSNF3STpO1Nsza5du8ral7/85XU/v3Tp0tCxUqxIiilK3n///bK2bdu2srZ79+6yVp1DioJKezLNI41LUT4p7ubjjz8ua1WEzoEDB8oxKUop3TcrKytlLe2TtF7JgwcPytpILFi6F1PsUZpHugfSvXjr1q2huVQROmn//+xnPxuqpbie0Wdeis5K+6Ra5zNnzpRj0r04+jcnXZu0F5JqLWfxd5Ff5pdKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJtIoSfMaDxCirWo4jxSXMTdu3fL2t69e8taiq0Zde3atbL25ptvlrWXXnpp3c/PnTtXjknRJyki56c//WlZS3FD6XpXUVDTlOOgqkiYFJmyY8eOspbmmPZCiutJx0vrXNVSRNFIVM805b2Q4lRSZNWotbW1dT9Pa5xiwdJ6LS8vl7UUkZMiYap4r2mapg8++KCsVdc7PWfOnz9f1j7/+c+XtRRldf/+/bKWIqtGVXv2yJEj5ZiLFy+WtWr/TFO+bmmfp3Ejf8fSmFnEJT2pUUR+qQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0iRTaxEYjCUbHpXiHFJuysLCw7ucpJiNFjozWqnlM03hEy+hcKkePHi1rKWImreV7771X1lIcxtat9e0/EqORIqS2bdtW1tK12b59e1lLMVenTp0qa4cOHSpr1R5Ke2R0HdM1vX79+tC4dLwUAVRdgxT9la53mmP6zl27dpW13bt3l7UUu3P69Omydvz48XU/T3srRQp9+OGHZS09L9JapgimtE9eeOGFslZFhqXvS38DUm00Gmg0ymfE6N/Mec7xUeGXSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgzdvfj6FZvJF27969srZjx451P09v1KXvS29ypnNLb3+ncel46a3fvXv3fqrPpymfd5rj4uJiWVtdXS1r6S3W9MZpOofquqa3i9P3VW+iTlN+i3hlZaWspTfp01u4R44cWffza9eulWM+//nPl7W1tbWylq53ujZJugeSffv2rft5eqs3vcWdpCSAtIeuXLlS1tJbyylBoHrb/MSJE+WYH/zgB2Xt3XffLWtpvdKapOdTdd2maSw5Ib0pn55Bab+mdIfRN8OT6jtHvy+ZxXc+6vxSCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGgTKcSvJEVepFolxVOkWopoSXE9aY4pquQf//Efy9rNmzfX/fyb3/xmOebs2bNlLc0xRdp8/PHHZS2t5Wj8zPLy8qf+vhTjU33fNOXYoBRVsnVr/WhL8UbVuFOnTpVj/uAP/qCsnT9/vqyl/ZrWMl3T9J0jx0vrf/Xq1bKWolZSTNSNGzfKWrreadzBgwfL2oULF9b9/Nvf/nY55vvf/35ZS5FIaf5pTVJcT7qmP/nJT8paFUVUxcNNU4422kxGIvVEA20cv1QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2kQKPYZSPEKKW0jjUqxFFedx9+7dcsxoRNGWLVvK2mhESxUNNE05SqZak5deeqkc8/Wvf72sHTlypKyleJAzZ86UtZH4nGnK+6SKHUmxRym26emnny5rDx48KGvpeqeIlhST8x//8R/rfv7uu++WY5aWlsraaAxLip9J98fomnz00Ufrfv7yyy+XY1IUVIo9Ss+StF4pTixF4aT99dZbb637+Q9/+MNyzGhcUtonq6urZS3dixcvXixraQ/dunVr3c/TuY3G7oz+PRr9W5XOe55G5/+o80slAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE2k0CY2i0iC0digFPVRxWik+J8UD5JicFJ0yCyiJG7fvl3Wqsikv/zLvyzHnD9/vqz9yZ/8SVk7dOhQWdu1a1dZSzEmKX5mz549Za2KkErfl6KBrl69WtauX79e1tL+SsdLe7m6Ph988EE5JsW6pPmnaKBqjacp3wNJivmpYrVS3FaaR7o2+/fvL2uXL18ua+l5mKJ8vve975W1H/zgB+t+nu77AwcOlLUUq5Wer2kt03mnWLCk2pdpHectPc/TmszTkxoblPilEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANAmUugJMxpzkCJaFhYW1v18NFJo586dZS1FaFQRP9OUox9SxEyKYamifJ599tlyTIoc+da3vlXWfv3Xf72spdigtF5pTVI8UBWhkyJA0v5JsTVpn1T7bppyXE+6pqurq2Wtkq5pimhJ92K6Ntu3by9rKQoqxeRU87x161Y5Jt1vaU+m9X/ppZfKWrqm6d758z//87JWRTela5P2azq3tJajUT5pLmm9qns1nfdohNcs4n9G752R75vFPB7nuCG/VAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaRAptYrOIOfjc5+p/R6RxKZqm+s7RmIwUVZK+M0WtpIicFH9y8ODBslbFaOzfv78cU8UQTVOOyLl69WpZSzEm6brt2LGjrF26dKmsVWuZrluaYzrvFMuRzm004qSKfUnfl2op1iXdbwcOHChr+/btG/rOdH9U87xy5Uo5ZjQuKd2LaZ/827/9W1k7efJkWUv3XLVnU/xPmn+6B9I+T9KapOOlqLQUD1RJ981oLcWQjUYRzTOu50mNDUr8UgkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBoEyn0hEkRDimiZSQOI0WOpGPdvHmzrKW4nhSXlCJ5UtTK3r17y1oVN5TmkeJNUozJRx99NPSdKysrZe3ChQtDc6nObzT+J8XupFqKRUkxPykSptrnaf+k/ZrW//r162Xt+eefL2vpXkwxMnv27ClrFy9eLGuVtH++8IUvlLX333+/rKUoq3/5l38paydOnChrKZ6pin1JUUppL6f1T8+Z5eXlspb2azre7du3y1p1r47G4Mw7Wmejv3M0vohf5pdKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJtIIf5HisJJUURVbTRmIsVk7Ny5s6ylaJcUMZOO98EHH5S16hxu3LhRjnnllVfK2uHDh8vaqHPnzpW1FJOTYlOqiJbV1dVyTIpTSfsu7ZMUe5Rid1LUVbWHUjzLf/3Xf5W1FK2T4pLSeqX5j97DVfRR2suHDh0qa+nafPjhh2XtvffeK2tvv/12WXvnnXfKWlLFOqW4pxThNRpzle6dtE/SNU2quYxGzqVx6R6eRZTPSNzQLKKURs9tdL1mEd00wi+VAAC0aSoBAGjTVAIA0KapBACgTVMJAECbt78fQ6NviKXavXv3PvW40WOlN1jv3r1b1hYXF8tacvHixaFa9Wb4/v37yzHpzdevfe1rZS1d0z179pS1jz76qKyNvOE9TdN05cqVdT/fsWNHOSbNMb1Nm94iTm+vpzf601pWb8unPfmTn/ykrH31q18ta7t37y5r6W3gY8eOlbX0hnFS3d9pjumN+Pfff7+spTerk3379pW1V199taxdu3atrFV7Nt0ba2trZS3tkzSEJtIBAAATaElEQVRueXm5rKXnWnoup7lU+2TebxfP4jurc5j329GPynptNL9UAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANpECj1hUmREiiNJ8RQbHXOwffv2spZiOdK5pYiZFB+SVHEkKfbo5MmTZe3gwYNl7dd+7dfKWopoOX36dFl7/fXXy9rly5fLWrUX0nXbsmVLWVtYWChrKW4oxR6dOnWqrC0tLZW16h64efNmOaaKIZqmfL2PHz9e1p599tmydvTo0bI26vz58+t+nvZBmsfbb79d1tK9eOPGjbKW7u/0XEh77/79++t+/sknn5RjRqPSUm3btm1lbe/evWUt3fvVuU1T/cxLY0bPbbPEFKV5bPSxPgubJUrJL5UAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANpFCj6FZRAikiI2qliIcUi0d6/bt22UtqeJ/pilHAKU4kip+5t69e7/6xP6XFD/zG7/xG2Xtxz/+cVm7ePFiWXvxxRd/tYn9f5aXl9f9PMXuJCky5Ytf/GJZ+853vlPW3n333bKWIqSqa5Bij9L6/9Ef/VFZ+/d///eyltby+eefL2spEubKlStl7dq1a+t+vmfPnnLMxx9/XNb+5m/+pqyle7GaxzRN03/+538OfecHH3xQ1qooopEYoofNY3FxsaylyLZbt26VtfQ8HIn5Sc/e0ef56N+j0ZiizX6sh5l3BNNG80slAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE2k0GNoNJJgNK5gJHIhxXKk70vxP/v27StrVXTIw74zxYBU41I8SDrvS5culbW///u/L2spwuh3f/d3y1qKP0mq65Ou28rKSll7/fXXh+bxwgsvlLUPP/ywrP3sZz8ra9VapoiZdN1StNHXv/71svb973+/rH3jG98oa5cvXy5raV9W0VP/8A//UI7553/+57KWniUpBift5RTrdP78+bKWInmqezgdK0VSbdu2bWhcqqXopirWbLQ2i/if0XEbHa0z73Mb9SjEBiV+qQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0iRR6DG2WSIKNjoSYpvGoj1FpntXxUmTKaFxSmsdzzz1X1lIUztWrV8va7t27y1oVTZPil1J80cmTJ4fGHTx4sKz9/u//fln77ne/W9Zu3Lix7ucpNijFyKRInq997Wtl7cyZM2XtW9/6VllL5/3DH/6wrFWRVW+99VY5Jp33qVOnytrNmzfLWrq/0/E++eSTspZU92OK41laWipr6RmU7uHV1dWylp4L6f5O8WUpXmrEaDTQqJG/LbP4e5SMnvc8Y5ZmwS+VAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDaRQvyP0biCkeiEFIWRainqJkVopKiS7du3l7UUEZKOV0lRJaORKWfPni1rP/7xj8taWst0vas4kuvXr5djUiRPWsejR4+WtbTvfv7zn5e1CxculLVqL6QYmZWVlbKWooH++q//uqylWKq/+qu/Kmvf/va3y1raQ3fu3Fn38xT/k/ZyuodTnE0al6S5rK2tlbVqD6VnQpr/vXv3hsaleyddt3QPjDyXZxH/M4u4oZH4nHlH7myW8543v1QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2kQK8T9GI4WqWvq+FAGyc+fOsnbr1q2hcSnOI8UNpdidKuqjimeZpryOd+/eLWuj0S4p4mTXrl1l7fnnny9rhw4dWvfzFA2UammOp0+fLmvXrl0raydOnChrV69eLWvVXkhrlfb5lStXytp3vvOdsvabv/mbZS3FXKUIqeq6JWm/pnVMkUhpvdL9naJ1kjSuuq6Li4vlmHR/p2uT1iSZRYxMtSZprdIzdDTaaPTcNvo75x3x8yhEA42usV8qAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG1PTdO0+d9tf0LNIoph9HjJyFxSPEWK5Rg97+3btw8dL0XJVHMZjVNJkUJbtmwpaylSKNVWVlbK2iuvvFLW9uzZs+7naR2vX79e1i5evFjW0vVOcT3pO9fW1spaFbuztLRUjknXLc0jXZvDhw+XtbSX0947cOBAWTtz5sy6n6fYprQn03VLsUHpuZBiqVIEULp21XemNU7nluaR9l3aCzdu3ChrKQIoPWuqcbP4mzM6Lu2Fjf77N++/p49CpNAov1QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2uoMED5z844dmOfx0rFSvEaK+kiRHSnSJsUGpRiTKvLi3r175Zh0bulY6TtTdEWK5Uhr8qMf/aisbdu2bd3PFxYWyjFpjikyJcXWpPiWdLyRSJ40Js1jx44dn/pY05T38oULF8razp07y9qIdE1ThNTofk3XOx0v7fNqv05Tfc+lezFd0zT/O3fulLU0x3TeKc5q5HmexqTrNhJf9LDjjdaquYxG/IyOe5xjgxK/VAIA0KapBACgTVMJAECbphIAgDZNJQAAbd7+5leS3oCrjL79lt52TG8SpnEj85+mabp582ZZ27t377qfp/NOc0xvjqa3UdO40fNOb6lXb/amt5nTHNMbrOmt2LTO6XipVp1bGrO8vFzW0hv2Sdp36c3q0Tfpq7en07kl6docPny4rKXzTm+ipzey016u1iS90Z+uaTrvdN3S/Z2eeck835BOc5zFW+NJNc/RZ+GT+hb3KL9UAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANpECrHppHiNkZiMacpxJHfu3Clru3btKmu3bt1a9/PR2KAUoZHGJaNRJSOxSCm6ZbSW5j86rorPSVJcUopEWl1dLWvpmqb1T/E5Ke6m2q/TVK9JitYZjfhJ9+n27dvLWoqXSns51arvTPsnRQOl2mhEzixUe2/0mTCLuJ6R+zR957znn4weL9ks0Ud+qQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0iRR6RKVIgtGYho2OvBiNTUhRMaNSzE+S1qta5xQVk+KL0rFG42dG5j9NORqliqYZnWOKpkl7MsW+JOkaVOdw7dq1ckyKz0lxQykiJ0lrkiJ50l6oaqORVGlcuhfTHG/evDk0l7TOI+edpGfe6P2RaqMRZVUtjZlF7M5miuTZLGYRfTRPfqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtIkUekSNRjHMIsKh+s7RY41KcSRJmmeKN6qicNKYFPmS4kFS7E467xSfkywtLZW1kUihtCYpkidJsS/pvNNeriJVUsRS+r4Un5O+M63/6HemaJ2qlmJ8Um3UaOxOGjdyvdOx0vqP3gNpL6f5j0bLjTyzR+PJZhFxt9GxO7P4WzV6bZJ5/00d4ZdKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJtIocfQvKMMqtpItENHOl6K7EhRK+k77969+6mPlSJH0jyWl5fL2urqallLkR3p3NI8q1ikFLWS4kFSpFCKyBmNKkkWFxfX/TzFwaT4onRuaZ/s2rWrrKVzu337dlmrzm2a6vOr9vg0jT9nRselazAa1zNiNAZndB5pvdJ5j0j3fTIaezSLmKKNHPNZmMXf73nySyUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACg7alpmjb/O+r8khT9kGItktG4gioCYd7RCKOxFlVEzjSNR/JUUuxOihRK65WiStL801xSVEn1nSn+J8XZpHVM35nGpZiftM7peCPHWlhYKGvpmqb1Skau2zTV0UG3bt0amsdG3zfTtPHRQNM0Hj1VSc/eWcQsjc5l5LxH/66MRgpt9FpudETRrIgUAgDgiaepBACgTVMJAECbphIAgDZNJQAAbZpKAADa6kwRHkujsRbznMdoHMlo5EUVp/Kw41WxTqMRGikyJUW7pNia0XEj0RXpvNMaj8ZjpSioHTt2lLUUpVTFA6UYoiRd71QbiTaaprzOaS2ra5fWKu3X0fmnvbDR8T/TNPbM2Oionod95+izcqPnkcwiLmm0NhIptJlifB6F2KDEL5UAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCAtqemaXq031/nl6R4hNHYoJF4hxR3MRqbkL5zFrEcI5FCo+ed4lRSLcXIPHjwoKylSJikOr8U45POezTGJElzGb3elRSfk9Y/RSKN3h9VJNLDatXx0r5L+2cWsSijUV1JNc/ROJuRY03T+DNj9HleHS9d0xQvlfb56HqNxseNRAqN2kxRRJuFXyoBAGjTVAIA0KapBACgTVMJAECbphIAgLb6dS4eWfN++3vkbbt5v8U9+p0jb/ClNyFnsf7pDd20Jhv9Zu/t27eH5pHWJK1lehs1Xe903tW49Ib36NvfI2+wTlNey9E3sqtamn8yi32ezPP+Htk/0zS+JgsLC2Ut7b2R443ei6P7dRZv2c/TozDHefNLJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNpNAczDteI41LkRcp+iGpzi8da97SNRiJS3rYuBEpDmb02oxKsSnVeY/Gg4yuY7o2o9E61Tqn6JZt27aVtTQuzSPFt8xivarvnMX+H42ySkbv4Y0+VjIaqzV6bimK6M6dO2Vt5Fib5Rmajvekxv/Me/39UgkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBoe2qapifzPftHXIoJmEWEQIrDqKKD0rG2bq3TrEZjj9K4tCbzjD4anUcaN7omycj+2ujolmnK8TOjRmJYRu+3FJGTrs3du3eHjrfR0Tqj3zd6D6copWT0+ozEz4zu87QmKZYqxf+k2KCRyKr0XE57eRaxeZslAmizzONR4ZdKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQFudH8BnbhbRQLOIw6jmMhodMouInNGIk7TO1XfOIlpn3pFII2syGg8yi3MbPV41bp73zcOMxueMGL1PR+6bh5lnbM1oTFRak/SdaZ1H/w6keVbRQaPPydFzm2dcj2ig+fBLJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKDtqWmavGfPNE3jkR3VuNGomC1btpS1eUcRpe/cDMeapvGojI2OD9lMkR1pDyUj98BGxxd1jjeq2gvzji4bXcvR+LKR70vS/BcXF8va3bt3h8atra2VtYWFhbJWzTPFECWzuN6jkVUbOYZPzy+VAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgLatn/UEnnSjUQyjRiM7RuJnUpRHinyZRdzQaLTLSG10HZPRccno3qvmMnpNZxErMhqXtNHROsloBNYsooiqucw79mh0T6YonJHv3Ohn4TSNx6Gltdy6tf4TPvLMS/fwRsc2PUxa53n/3eRX55dKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQNtT0zRtfFYGj53RSJ7KLCI0RmMtZhEBNHKsZDQKatRGX9NZRAqNRo6M7r2RYyWziEQavU+r46XvGz3WvPfrRkcKpWPNOyptNOZn5Lk2i30+aqP/HrFx/FIJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaBMpxKYzGmMyajSapjIabzKLiJbRcSORIxsd1fMwo1FEI+c9Gm2UPKmxKCk+ZxYxSyP3wGj8z7zv0/v372/48eb1fTye/FIJAECbphIAgDZNJQAAbZpKAADaNJUAALR5+/sx9Di/pTf69vcs3t6t1nLebwons3gTfeRYszB6vPT2bnV9ZrH+o2+vj37nZkkyGL0/RtMKFhYWytqDBw829FjzfvaO7oURj/PfFTaOXyoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbVs/6wmw8R7neIfRiJM0LkXMbHRkR4pTSTZTXM9INM1oJM9ofMvod46YxZ6cdxTRiFmc9+j9sdExXqPzn8V5b5bn+WaZB5ubXyoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbSKFeCKkWJGNjjgZjQcZjbpJMSajESfJyLjRaKDR2KBR1fFmsVazOLfRKKJqLvO+NrO4T9M8q+PN+7qN3vsbPc/NFBs0i2cXs+eXSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAEDbU9M0eTcfCiORKqMxH7OIFJqn0fOe97hkJKpknsd63I2u5Wj00Uik0Og8EnuBx4VfKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtIoXgCTUa1/M4G4mJAuD/8kslAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE2kEAAAbX6pBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGjTVAIA0KapBACgTVMJAECbphIAgDZNJQAAbZpKAADaNJUAALRpKgEAaNNUAgDQpqkEAKBNUwkAQJumEgCANk0lAABtmkoAANo0lQAAtGkqAQBo01QCANCmqQQAoE1TCQBAm6YSAIA2TSUAAG2aSgAA2jSVAAC0aSoBAGj7P40IcN3syDDbAAAAAElFTkSuQmCC" y="-7.36"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#pe2209fc42d)" d="M 66.825 55.308283 L 71.775 55.315647 L 73.425 56.522453 L 75.075 57.19065 L 76.725 57.128392 L 77.229417 58.064314 L 78.375 58.888837 L 79.207333 59.71336 L 79.467141 61.362406 L 80.025 62.543534 L 81.675 61.865684 L 82.17857 61.362406 L 82.5 59.71336 L 83.325 58.888837 L 84.545519 58.064314 L 84.975 57.137822 L 88.275 57.209233 L 94.875 57.136731 L 96.525 57.517781 L 97.07185 58.064314 L 97.602222 61.362406 L 98.175 62.552236 L 103.125 62.552093 L 103.396898 63.011451 L 103.877131 64.660497 L 104.110922 66.309543 L 104.775 67.921527 L 108.096753 67.958589 L 108.752438 69.607634 L 108.982757 71.25668 L 109.485425 72.905726 L 109.725 73.301582 L 110.301996 74.554771 L 110.947352 77.852863 L 111.817781 79.501909 L 112.459406 82.8 L 113.282745 84.449046 L 113.778537 86.098091 L 114.002388 87.747137 L 114.774034 89.396183 L 115.172598 91.045229 L 114.675 91.535986 L 113.87012 92.694274 L 114.364179 94.34332 L 113.544871 95.992366 L 113.025 96.533214 L 111.375 96.841197 L 108.075 100.215064 L 106.425 100.205854 L 104.775 101.853442 L 103.125 101.851398 L 102.350538 102.588549 L 102.500636 104.237594 L 103.558645 105.88664 L 103.125 106.458741 L 102.503172 107.535686 L 101.303838 109.184731 L 101.475 110.920796 L 99.825 111.796086 L 99.283827 112.482823 L 98.328388 114.131868 L 98.175 114.668921 L 96.525 114.668916 L 96.134735 115.780914 L 94.875 116.851437 L 86.625 116.847379 L 85.419371 115.780914 L 84.975 114.676893 L 81.675 114.165179 L 80.025 114.389676 L 78.375 116.989801 L 76.725 116.861906 L 68.475 116.847169 L 67.233571 115.780914 L 66.825 114.71619 L 65.175 114.392373 L 61.875 114.363923 L 61.680331 114.131868 L 60.717149 112.482823 L 60.225 110.890595 L 58.575 110.951641 L 58.508554 110.833777 L 58.575 110.495486 L 60.225 110.639004 L 60.369237 109.184731 L 60.225 109.040578 L 58.575 109.012165 L 56.925 106.641926 L 55.275 106.446266 L 53.625 106.444661 L 53.226004 105.88664 L 53.625 105.281411 L 55.275 105.291373 L 55.859752 104.237594 L 56.443457 100.939503 L 56.1 99.290457 L 55.275 98.465934 L 50.325 98.519481 L 47.844022 95.992366 L 47.340702 94.34332 L 47.750116 92.694274 L 48.020664 91.045229 L 47.468807 89.396183 L 46.196003 87.747137 L 46.2 86.098091 L 45.76973 84.449046 L 45.901469 82.8 L 46.585538 79.501909 L 47.449782 77.852863 L 48.097969 74.554771 L 48.914553 72.905726 L 49.417252 71.25668 L 49.648546 69.607634 L 50.325 67.919667 L 51.975 67.926459 L 52.638541 66.309543 L 54.524415 64.660497 L 55.006161 63.011451 L 55.275 62.543713 L 56.925 62.552098 L 57.483009 61.362406 L 59.3589 59.71336 L 59.803191 58.064314 L 60.225 57.131799 L 61.875 57.124455 L 63.525 56.422365 L 65.175 56.556314 L 65.316127 56.415269 L 66.825 55.308283 L 66.825 55.308283 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 26.885328 L 22.52625 26.885328 L 22.52625 15.271578 L 15.84 15.271578 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 24.389703)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 26.885328 L 142.56 26.885328 L 142.56 15.271578 L 134.221875 15.271578 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 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 157.83158 L 36.7575 157.83158 L 36.7575 146.21783 L 0 146.21783 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(0 155.335955)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(#p535ab74c0c)"> <image height="150.24" id="imaged05f3eb421" transform="scale(1 -1)translate(0 -150.24)" width="158.4" x="158" xlink:href="data:image/png;base64,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" y="-7.36"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p535ab74c0c)" d="M 225.225 65.48502 L 226.875 65.48502 L 227.7 66.309543 L 227.7 67.958589 L 226.875 68.783111 L 225.225 68.783111 L 223.575 68.783111 L 222.75 67.958589 L 223.575 67.134066 L 224.4 66.309543 L 225.225 65.48502 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 253.275 65.48502 L 254.1 66.309543 L 254.1 67.958589 L 253.275 68.783111 L 252.45 67.958589 L 252.45 66.309543 L 253.275 65.48502 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 254.925 68.783111 L 255.75 69.607634 L 254.925 70.432157 L 254.1 69.607634 L 254.925 68.783111 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 218.625 70.432157 L 219.45 71.25668 L 218.625 72.081203 L 217.8 71.25668 L 218.625 70.432157 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 230.175 70.432157 L 231 71.25668 L 230.175 72.081203 L 229.35 71.25668 L 230.175 70.432157 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 215.325 72.081203 L 216.975 72.081203 L 217.8 72.905726 L 217.8 74.554771 L 216.975 75.379294 L 216.15 74.554771 L 215.325 73.730249 L 214.5 72.905726 L 215.325 72.081203 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 216.975 78.677386 L 217.8 79.501909 L 216.975 80.326431 L 216.15 79.501909 L 216.975 78.677386 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 259.875 80.326431 L 260.7 81.150954 L 259.875 81.975477 L 259.05 81.150954 L 259.875 80.326431 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 213.675 85.273569 L 214.5 86.098091 L 215.325 86.922614 L 216.15 87.747137 L 216.15 89.396183 L 215.325 90.220706 L 213.675 90.220706 L 212.85 89.396183 L 212.85 87.747137 L 212.85 86.098091 L 213.675 85.273569 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 246.675 85.273569 L 247.5 86.098091 L 246.675 86.922614 L 245.85 86.098091 L 246.675 85.273569 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 251.625 86.922614 L 252.45 87.747137 L 253.275 88.57166 L 254.1 89.396183 L 254.1 91.045229 L 253.275 91.869751 L 252.45 91.045229 L 251.625 90.220706 L 250.8 89.396183 L 250.8 87.747137 L 251.625 86.922614 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 259.875 86.922614 L 261.525 86.922614 L 262.35 87.747137 L 261.525 88.57166 L 260.7 89.396183 L 260.7 91.045229 L 259.875 91.869751 L 259.05 91.045229 L 258.225 90.220706 L 257.4 89.396183 L 258.225 88.57166 L 259.05 87.747137 L 259.875 86.922614 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 221.925 88.57166 L 223.575 88.57166 L 224.4 89.396183 L 223.575 90.220706 L 222.75 91.045229 L 221.925 91.869751 L 221.1 91.045229 L 221.1 89.396183 L 221.925 88.57166 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 226.875 108.360208 L 228.525 108.360208 L 229.35 109.184731 L 228.525 110.009254 L 226.875 110.009254 L 226.05 109.184731 L 226.875 108.360208 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p535ab74c0c)" d="M 238.425 77.02834 L 240.075 77.02834 L 240.9 77.852863 L 240.075 78.677386 L 239.25 79.501909 L 239.25 81.150954 L 239.25 82.8 L 239.25 84.449046 L 239.25 86.098091 L 238.425 86.922614 L 237.6 87.747137 L 236.775 88.57166 L 235.95 87.747137 L 235.95 86.098091 L 235.95 84.449046 L 236.775 83.624523 L 237.6 82.8 L 237.6 81.150954 L 237.6 79.501909 L 237.6 77.852863 L 238.425 77.02834 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 225.225 78.677386 L 226.05 79.501909 L 226.05 81.150954 L 226.875 81.975477 L 227.7 82.8 L 226.875 83.624523 L 225.225 83.624523 L 224.4 82.8 L 224.4 81.150954 L 224.4 79.501909 L 225.225 78.677386 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 223.575 83.624523 L 224.4 84.449046 L 223.575 85.273569 L 222.75 84.449046 L 223.575 83.624523 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 253.275 83.624523 L 254.925 83.624523 L 256.575 83.624523 L 257.4 84.449046 L 257.4 86.098091 L 256.575 86.922614 L 254.925 86.922614 L 253.275 86.922614 L 252.45 86.098091 L 252.45 84.449046 L 253.275 83.624523 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p535ab74c0c)" d="M 216.975 90.220706 L 217.8 91.045229 L 216.975 91.869751 L 216.15 91.045229 L 216.975 90.220706 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p535ab74c0c)" d="M 243.375 37.320593 L 251.625 37.320562 L 253.275 38.516335 L 254.925 38.51661 L 256.575 39.100289 L 258.225 39.402223 L 259.875 39.402285 L 260.397829 39.924812 L 261.525 40.77238 L 263.175 40.772394 L 264.825 42.39838 L 266.475 42.39838 L 267.606385 43.222903 L 268.125 44.265288 L 269.846552 44.871949 L 271.425 45.91933 L 272.027013 46.520994 L 273.843753 48.17004 L 276.564302 51.468132 L 277.232483 53.117177 L 278.661323 54.766223 L 279.351896 56.415269 L 279.675 56.738185 L 280.5 58.064314 L 280.609695 59.71336 L 281.928714 61.362406 L 282.430572 64.660497 L 283.359418 66.309543 L 283.760681 67.958589 L 283.896644 74.554771 L 284.545293 76.203817 L 283.8 77.852863 L 283.810309 79.501909 L 284.266205 81.150954 L 285.155558 82.8 L 285.44779 84.449046 L 285.507845 91.045229 L 285.304279 92.694274 L 285.432196 94.34332 L 285.098504 95.992366 L 281.325 99.904455 L 280.489932 100.939503 L 281.325 103.318319 L 281.692907 104.237594 L 281.325 104.605289 L 280.499768 105.88664 L 280.805548 107.535686 L 281.655532 109.184731 L 282.159899 110.833777 L 282.15 112.482823 L 280.652796 114.131868 L 280.5 115.780914 L 279.675 116.863597 L 279.088519 117.42996 L 278.85 119.079006 L 278.025 120.350182 L 277.623113 120.728051 L 277.2 122.377097 L 276.375 123.647414 L 275.996053 124.026143 L 274.725 124.850666 L 202.125 124.850666 L 200.475 123.705732 L 199.65 122.377097 L 199.187531 120.728051 L 198.825 120.387308 L 198 119.079006 L 197.766629 117.42996 L 197.175 116.867737 L 196.35 115.780914 L 196.214287 114.131868 L 195.525 113.463771 L 194.7 112.482823 L 194.699896 107.535686 L 196.341991 105.88664 L 195.525 104.747055 L 195.008475 104.237594 L 194.7 102.588549 L 193.169582 100.939503 L 191.573526 99.290457 L 191.147257 97.641411 L 190.005852 95.992366 L 189.782504 94.34332 L 190.68974 92.694274 L 190.182945 91.045229 L 189.75 89.396183 L 189.75 84.449046 L 190.071622 82.8 L 190.944501 81.150954 L 191.361761 79.501909 L 191.4963 72.905726 L 192.225 71.034974 L 192.867169 69.607634 L 193.05 67.958589 L 193.072465 63.011451 L 193.212193 61.362406 L 194.604677 59.71336 L 196.402805 56.415269 L 197.500258 54.766223 L 197.834702 53.117177 L 198.585719 51.468132 L 198.825 51.228989 L 199.653884 49.819086 L 201.300634 48.17004 L 202.9652 46.520994 L 203.516545 44.871949 L 203.775 44.633864 L 205.425 44.796973 L 207.075 44.088312 L 208.725 43.809918 L 210.375 43.820765 L 210.973208 43.222903 L 212.025 42.39838 L 213.675 40.772569 L 215.325 39.402913 L 216.975 39.402925 L 218.625 38.519394 L 238.425 38.524897 L 240.075 39.402276 L 241.9685 38.275766 L 243.375 37.320593 L 243.375 37.320593 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 26.885328 L 180.92625 26.885328 L 180.92625 15.271578 L 174.24 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 24.389703)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 26.885328 L 300.96 26.885328 L 300.96 15.271578 L 292.621875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 157.83158 L 195.1575 157.83158 L 195.1575 146.21783 L 158.4 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-31 --> <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 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> </defs> <g style="fill:#ffffff;" transform="translate(158.4 155.335955)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-31"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#pee57d7fe06)"> <image height="150.24" id="image8b65c310fb" transform="scale(1 -1)translate(0 -150.24)" width="158.64" x="317" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAJyCAYAAACVEDudAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3VuMXld5B/wN8dmeg2fs8TlxjhwSQighFAIlIBUVpSpqJYrUm15UrQr3rdRKpb3pRS+o1IqWq0qo3JDeQKVSehC0QIqIOIQcoME5+Rjb4/F4xuPxIbbhu/k+6bt4n7/rtWaGBH6/y/1ove/ea6+95/Errb/fMAzDTwcAAOjwxp/1CQAA8PqnqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOi27g1veMPP+hxWTbq2devWlbXr16/f9He98Y11f956HrfccktZ2759e1m7/fbby9rY2NhNn0uaj3PnzpW1ubm5snb8+PGydtddd5W1CxculLWFhYWytnHjxrJWWb9+fVnbsGFDWVteXm76zGTTpk1lbXp6euTxs2fPlmMuXrxY1tK4LVu2lLW0Jv/mb/6mrO3du7es3X///WWt8rd/+7dlbWpqqqydPHmyrLU+p7t27Spr1bPzh3/4h+WYy5cvl7WPfexjZe3rX/96WXvLW95S1k6dOlXW0hrasWPHyONXr14tx/z0pz9t+q707t2zZ09ZS8/UoUOHylrL38ylpaWydu3atabvSuPSek2f+ZOf/GTk8XRvkjQu3be0TtbSavRHaU7S97Xeg5bvSm50Hn6pBACgm6YSAIBumkoAALppKgEA6KapBACgm6YSAIBu61q3qaft6FVtpbfE3+g8khTHkFTXkK4tRY5UEQ7DkCMX0rgrV66UtRSFU31fiuOZmJgoa+kcU/xPinbZtm1bWUuxI9WcpMiXu+++u6ylKKWZmZmytnnz5rKWru3MmTNl7cCBAyOPp2igS5culbW0lrdu3VrWXnzxxbL2V3/1V2Xt0UcfLWtPPvnkyONpjS8uLpa1tCZT7Et6FtO75Pz58zc97h/+4R/KMeld8sQTT5S1FJ/z6quvlrX0vhgfHy9rVaRNOv90jrt37y5rs7OzZS09A7fddltZS+ukum/p2U7rpzVaJ8WTta7X6v6kWLl0Hum70tpK0vupJcKoNeInrZFUa+1ZWsatRs91I36pBACgm6YSAIBumkoAALppKgEA6KapBACgm6YSAIBuo3Mf/l9pC3vLtv7Wz1uNcUnLZ670XA1DjiVYXl4ua8eOHStrKRKmivRI8RQXLlwoa3v37i1rBw8eLGtzc3NlLdm5c2dZq86zNcYnxR6l+I0UqZLimVLsSxVv9NJLL5Vj0j198MEHy1qSImbuvffeslZFIg3DMIyNjY08nmJkpqeny1qKDUrjUjRQuu6W90KKutmyZUtZ27dvX1m7fPlyWWuN6UrnWV13iuman58va2n+U+RZeobTuze9S6r3U4pJS3FJrbFBKZIn/e1I59ISmZdqrVFWSeu5VLU0V1U01jDkd3nr3/WVjhtajbikG/FLJQAA3TSVAAB001QCANBNUwkAQDdNJQAA3TSVAAB0i5FCaTv6SlvL+J/VkGJkWuOGUmRBivK5du1aWUvRHFXMTIpVSLEQrdd26tSpspYikdJ1V9E0hw8fLsekyJRLly41nceVK1fKWopUSXNZRcKkuUrRLin+J0VNLC4ulrUUgZViX6pnJ0U6TU1NlbUkXVu6pymuJ8W+VFEyVUTUMNTreBiG4ZFHHilrp0+fLmvputNcbt++vaxV75n0eSnmas+ePWXtRz/6UVm77777ylp6h27evLmsVRFS6b2VIrBSbFBad+kdlN6vKeanej+lNZLWePrbl+Kx0velmKvWOLeWMSkKKq3ltY5BXOnzuNF3+aUSAIBumkoAALppKgEA6KapBACgm6YSAIBumkoAALrFSKG11Lq9vXXre6qlOICW80i1FJ2Q4nrSOaaogxS5UEUHpeiKJEU/pBiWdN0pYiPFlZw9e3bk8RSHkWJw0ndt3LixrB0/frysHThwoKyl9VpF0Nx+++3lmLe+9a1lLcWfPPzww2UtrfN77rmnrKWYq4WFhZHHW5/tJMU9pTWZIlqSKlLlmWeeKcek2JoU8ZPWebK0tFTWdu7cedPj0vtubm6urL35zW8ua+9973vL2gsvvFDW0jxXMV3DUL+DUtxTWj/pulOcW5rL1r8P1TOc/m6k5yad48TERFlL0me2xAal91ZrpNBq9ANrGZHYwy+VAAB001QCANBNUwkAQDdNJQAA3TSVAAB0a9793bLrunVXZqvV+A/Tq3Fpt13rf3Kfaq3/YX36zLRDsZLmsdpxPQz5/NMO77RjsNopnL6vdT4mJyfLWtqFm3aIpl2gaU727t078vidd95Zjtm9e3dZ27p1a1lLOx737NlT1tIO6TTPVW18fLwck5IFNm/e3DRu/fr1ZS1dW3r2qzWZno0LFy6UtfRspFq6p6mWdv1Wc3nmzJlyTLUbfhhykkR6B6VkgdY1Wa2F1p3OKV0j7b5P6ySdS8vfozTH6fPS36L0nklzkq4tqc4zzWNaB607w1v7kpW2Wv2YXyoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoNu6tdzCvtb/IXrrfxSfIgaqWop8af2ujRs3lrUkxTGkOanOJUU4pFiCNCet152iRdJnVtedPi/Fz8zPz5e1qampsnbgwIGyliKF1q2r07+qaI4Ua5HiVFJszdGjR8vatm3bytqLL75Y1lI0TbX2UvxPWgcptibNSVoLLfEzw1BHnKTYqV27dpW1Y8eO3fR3DUN+htN8pXOprntxcbEcsxrRay0xacOQn+HqPE+fPl2OSesgRXGl5z49p+nZb9EaU5ektZXOP81lUv0NSNfWeh6rEdez0p/ZGqt4I36pBACgm6YSAIBumkoAALppKgEA6KapBACgm6YSAIBu61q3jrfEA7VuYU+19JkpjmHDhg1Nn1nFSaQYnHQey8vLZS1FFqS4nhTNkeJWKmn+W2J8emppLlvijdL5pziJdN8WFhaaPnNmZqasnTp1qqxVMS3j4+PlmBS1kiKpUpRPikSanp4uaylSqIrySWskXXc6/yqaaRjy/U7Pfst7bWlpqRyTYoNao8RSrFaKfZmYmChrBw8eHHn8yJEj5ZjPf/7zZW1ycrKspXNsjYtJMTnVWkgRS2mO0/3evn17WTt//nxZS+efIuKqvx1p/aTPS+eRnsX0TkiRW2kuW3qd1Ce0xnStRrRiy2euRuzRMPilEgCAFaCpBACgm6YSAIBumkoAALppKgEA6KapBACg2xuGYVidfeWjvmwVttInKc5g06ZNZS3FrVTxCVX0yTC0Rd0MQ45cSLEKaVxLxElLxNIw5LieVEufmSKFUq26b63RG+n801rYv39/WXv00UfLWorKqOI33ve+95VjduzYUdZOnjxZ1k6cOFHW0lpOcT0pCqea57T+0z1Nz3Z6J6RrS/EnaZ1UkWFpPqr4qGHI55/OI81JijVL97SarxSb9corr5S1FEV03333lbUUc/XVr361rKVnuIo3+s3f/M1yTHqXHD58uKx985vfLGtPPvlkWTt79mxZa3kvr0ZETooZS89bivlJ767qPFM0VoqdSs9NOv+0FpLWWKe15pdKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOhWZ7DcQEuMwGrEEqTPTNvsU+xOilyovi/FC6RYghTZkWrp+1pig5I0pjWSJ41LcR4pNmjLli1lrYpiSfFF6brTPW2dkxQ39IEPfKCs/fCHPxx5PK2RaswwDMPFixfLWnpO031LMTkpIqSa53Rt6TzSM7W8vFzWVjoSaRjaYkDSXKV7c/78+bI2Pj5e1lY6MizFL6X1n+5pillK133PPfeUtRTPdOrUqZHHUyTStm3bylqK/0l/p/bs2VPWUgRZuqfVmmyNV0vSvUnv8pX++5bmo/U9n8a1arm2JL0ver7LL5UAAHTTVAIA0E1TCQBAN00lAADdNJUAAHTTVAIA0G1d67bylY4Hat3Cnr4rxSC0RhFV39caIdAaWZDO/9q1a2WtNf6h0hqf07p+duzYUdZSDEUVEXLs2LFyTJrHFE2TIlruuOOOsjYxMVHWHn/88bL20ksvjTw+OTlZjkkxLGNjY2UtxW+kuKcUjZLuWzUuzX9r/EmqpbWQ4obSuOoZSNeWpOcmPacppqg1eq26p63fdffddzedx/Hjx8taigBK51ld25ve9KZyTIooSvE/6Z4eOnSorD333HNlrWWdt/4tSu+LFF2WpPNvWecp2ijNf3rftfYzqxG72PJdPfxSCQBAN00lAADdNJUAAHTTVAIA0E1TCQBAN00lAADd3jAMw+rsK79JrdFGrdvsW7+vRYoeaI0xaY0GaolLap3/FCeRoh+S9H0pQufAgQMjj6d5XFhYKGspImTnzp1l7d3vfndZm56eLmspZqa6hkuXLpVjXn311bKW1t22bdvKWjrH9JnpnlaRWym2KZ1H63WvhiriZHl5uRyTzr81/qQ15mfz5s1lrXrPpHfC1NRUWUvjUsxYes+k6KwUNVadS3pPpndJijY6depUWXv55ZfL2pNPPlnWWiK3UvTdakT3pXi19Jymz6zeC62RQq3SObZq+du9WvxSCQBAN00lAADdNJUAAHTTVAIA0E1TCQBAN00lAADd1q1ltE6rFPvyejjHJMVyXLhwoay1RjUkVfzGakStpIiQ1vudoiHm5+dHHr/vvvvKMR/60IfKWoqtSfct3ZuzZ8+WtRRTtHHjxpHHW5+NixcvlrV03en70j1NtWq+UrROintK55+k5zTFraR1Xp1LGrN9+/aydvr06bKW5iTNZaql86zWQlrHKSYqRRul5yatrfS+WFpaKmvVtVXvmGEYhrm5ubKW5vjcuXNlLcUNpSilFCFV3dOWe32jWjrH9JymeKz07qoi1rZu3VqOWen1PwyrE1P0WuKXSgAAumkqAQDopqkEAKCbphIAgG6aSgAAumkqAQDotq516/tabplfjXNcjfiTSus5psiCFMfQei4tESdpPtI5pmidVNu2bVtZS9dWXcNzzz1XjkmRIyn+JMW+pDiMmZmZspbuQRV7UUUNDUOOmEmxHAsLC2Ut3e8U29HyDLTG7qSokitXrpS11XhfVPOcYkyWl5fL2tTUVFlL0j1N6zU9i9VaSPctRXGlOUnPfYpDa/2+Kh4orZEUDdQaSZWuLdXGxsbKWrUm07Odzr/1b3c6//QMp+et+r7WyLzW6L5kpSMSfxaRkX6pBACgm6YSAIBumkoAALppKgEA6KapBACgW721r0O146h1N3bLd93oM9MusbS7rNrxtWHDhnLM5cuXy1racdq6ezpdW8s8t35X2rmYdian3YTpXNJ9q+5Bmo/5+fmyls4/7SqdmJgoa+lc0jqp1l46x/R5u3btahrXugs63dM9e/aMPH78+PFyTNq1n3ZIp/lKazndt7SLuHq+0/q/5557ylq67vSZabd8eq9NTk7e9Pel80hzldbI5s2by1p6FmdnZ8taepdU0g7vpaWlsnbkyJGy9uKLL5a1dG+Ss2fPlrXq7+lqJMGke5rmK63X9AxXaQVpPpI0/6uxI75l3Grt8E78UgkAQDdNJQAA3TSVAAB001QCANBNUwkAQDdNJQAA3WKkUOt29GrcWscGJWncunX1tLT8p/Tp81KMRpIiL9K5JFVcTDr/9F0pEimNS1ETKdolfWYV5ZNiUe66666ydu+995a1dI5pLadxKd6oiusZGxsrx6T1n+5bFcsxDO3rJK3l6jzHx8fLMSmOZOvWrWXt4sWLZS3NycLCQllLEUaLi4sjj6fIlPS+SNed5iutuy1btpS1FC9VPcNp/tO1zc3NlbX0bKS4mBTBdODAgbK2c+fOkcfTPH77298ua88//3xZS/ft0qVLZS3NZXpOq1r6vPROa43FS9JnpvPctGnTyONpPlpj2ZLViGd6LfFLJQAA3TSVAAB001QCANBNUwkAQDdNJQAA3TSVAAB0i5FCrVpjflo+L22zT7UUFZCiIar4gRSP0BqdsGHDhrLWGi+Q4hOq607zn86xinAYhmG4evVq02emcSlCZ/PmzSOPp0ihKoZoGHI0ysGDB8va7OxsWUtRGSn+pIoWOXXqVDkmxdZUczUMef5TnEd63tK4ai2kz0vPW4o2SueRxqVain2pnqt0bRcuXChrKe6p9f2U3oUtz/4rr7xSjtmxY0dZS9FGVcTPMAzDE088UdZSLNi73vWuslZFYKX3ZHrPpOtOcUnpWVzpv8FVbNkwtMektX5mej7OnDlT1qo1lOYqzfFazn/rZ7b2CT3n75dKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOi2KpFC1Tb21m3qrdviU2RBisNIESFVjECK5Ujnn86xJWrlRp+ZYmuqGJAqQmMYhmF8fLyspaiMFDVx6NChsrZ79+6yluarmpPWiJnWtZViKO68886yliKFFhYWRh5PkUJnz54taylSKM1JimBaXl4ua2m+qnNJsSJXrlwpa0tLS2UtreVqjodhGPbs2VPW0rNfxVKl+U/P4sWLF8taeu5nZmbKWnqvzc3NlbXqXZLmuPUdeuDAgbL2jne8o6zdd999Ze32228va1UsWHon7N27t6ylKLRnn322rKXIthRltWvXrrJ2+fLlkcePHDlSjknPW1p3qZbWQno+0rukihRKMW/p70P6G7bWvc5Kn0cPv1QCANBNUwkAQDdNJQAA3TSVAAB001QCANBNUwkAQLcYKZS2t6/0VvXW70rjUixBikZZt66elpZIoRQZkSIQ7rjjjrL2zDPPlLUUdZBiHPbv3z/y+Pbt28sxKeLk4MGDZS1F66T5f+GFF8ra5ORkWauuLZ3je97znrKW4n+OHTtW1lJERYqEeeWVV8paFX+SYkWOHj1a1m699daylqTYkRQvldZkNScpLinF1qQ5TvcmRSKlSJ4WVfTJjc4jRcykCKbjx4+XtfSerCKRhqF+H6Y4mPTempqaKmsXLlwoaw8++GBZS+suRXhVazl9V/ob8KUvfamsTU9Pl7U0X+kZftvb3lbWPvShD408ns7xy1/+cllbXFwsa+n8kxSHlp79KvIsrYP0Tmi10rFBrzV+qQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbjFSqFUVAfRa2kqfogJaIklSLEGK5XjnO99Z1lJszY9//OOyluKN0mdW0TS7d+8ux6RrSzEgKY4kRUhV0UDDMAx79uwpa1V0UIrXeMtb3lLWzp07V9a+973vlbU0/ykCKMU6VeN27dpVjrnrrrvK2unTp8tairt58skny9r8/HxZS8/Azp07Rx5P858iZtKzndbyG99Y//v78uXLZS3FDV25cmXk8bm5uXJMiqZJ77SFhYWmWoowSnFclRQllr4rreUUE5VixtJaWFpaKmtVdNP73ve+cswDDzxQ1tIz9ZWvfKWspXdC8sgjj5S1Ks7tgx/8YDnm6aefLmtpbSWtz9u2bdtu+ruqqKFhyOefnrfU66xGVGP1mSsd/fh/4ZdKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOi2bjViflb6M1dje36qtUSLpPNIkRGLi4tlLUUDJZs3by5rVWzQMNTxLQcOHCjHpHlM55EimFI0R4pxuPfee8taFX+SPi/F1pw5c6as3XbbbWUtXXeKWUoRG9U6aY0oSvE/Kb7ljjvuKGsppqiKaBmG+trSM5XuTYp2Sc/9iRMnylqKODl58mRZq+53utcpdmfjxo1lLa3lFP2VIrDSdVf3Lb0n0zo4f/58WUvzldZr9b4bhvzump2dLWuVFHXz8Y9/vKyl9frcc8+VtRT3lJ7Far7S+vnlX/7lsvbyyy+XtRTXk9Zyenel93nLfUt/39K6a+09ktdSJGPil0oAALppKgEA6KapBACgm6YSAIBumkoAALppKgEA6LYuFdPW97WMDWqN1knStaWogyoSJn1eipNIMTIpMmL9+vVlLUXrpNiO6lyuX79ejkmxHGNjY2UtReuk70vnn+IkqpiZtLZSLUW7JCm2JsXkXL16taxVa+HChQvlmKNHj5a18fHxspZiNNI6T3FD6X4fP3585PE0HzMzM2Ut3dM0/ymaJsXPpDVZ3Z9bb721HJPeCXv37i1re/bsKWsbNmwoa+k90xKpkt6T6V2Y7nc6/xSrleKe0rVV9ztFcaV1l9bI7t27m8al9Zqe0+oZ2LdvXzkm3ZuHHnqorD3zzDNlLc1lOv/0fj179uzI4+ld3tp7rHWkUOtnrga/VAIA0E1TCQBAN00lAADdNJUAAHTTVAIA0O0NwzA0bRtq2YnUumN8LXeh3+gzq1raLTg9PV3WPvKRj5S1tDsu7br+gz/4g7L2r//6r2XtzjvvHHl8aWmpHJOuLe2KTTv4Jicny1ra/X358uWytnHjxpHH086/tO7Sd6Wd7Wl3YtppmM6l2qGbdnGnz0u7sa9cuVLW0pyknarVvRmG+rlKc5V2EafnJu2Y/fGPf9z0mWmdpx34lfS8nTt3rqy17NQehryW032r7sG6dXXgSHpfLC4ulrX0TkgJCEnaUV69n9K9TrWUNlK9k4dhGI4dO1bWdu3aVdZmZ2fLWnXfqhSGYci76A8fPlzW0rvwC1/4QllL75mUgFDtKD9x4kQ5Jr0LU611N3Z6r7X0Oj+LXeF+qQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbnW+Q4eVjvlpifjpkbb1V5EY6TxSZESKM0hSHMN3v/vdsvbBD36wrL344osjj09MTJRjqjibG9VSTFGK30jRIinipLqnKSojnX+KP7ntttvKWloLSYpGqWKRTp061fRd6bpTjEaK8kkRLcnc3NzI4ymaphozDDlCKl3bpUuXylq6p2m9Vt+XnreWKLcbjUv3JkVBpXip6rrTd6Vaut9Xr14taymS5+zZs2UtrZPz58/f9JgUV5WemxQT1fq3L81lFcmTYog+9rGPlbV0b9Kz8bWvfa2spai9u+++u6xV0Ufpb+lq9BdrGZHY+r7o4ZdKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOjWHCnUsh19rbfnJ298Y91Pp1oVTXPLLbeUY1JUySuvvFLWLl++XNbe9a53lbUPf/jDZS3FV1SxKVXMxDDk+JYUEZLmOM1lijFJUVBVbEQak84xxVDMz8+XtcnJybLWGuWzadOmkcer6JNhyM9NmpM0/62xL1XUxzDU63VsbKwck647RTOlmKt03ena0lxW97R13aX3xYEDB8pairtJ97QlAijFJaWYrqmpqbLW+r5I9y3NZXV/0hynv33p2U4xRekZTvd0z549Za2KkHr/+99fjknXVr2bhiE/w63v5XTd1WemeVyNWtLaR6xGb9XKL5UAAHTTVAIA0E1TCQBAN00lAADdNJUAAHTTVAIA0K05Uih5LW1vr6RzTLVqy3+KaThz5kxZu/vuu8vaV77ylbL20ksvlbWNGzeWtSo2aBiG4d577x15PMWY7Ny5s6ylaJ0UH5LGpRiTdG1VRMjMzEw5pjWSJ41LcRi7d+8ua9u3by9rVexIii9KcSopuiJFXrRGfaRokSrm59FHH73pMcMwDN/4xjfK2tGjR8va9PR0Wbv99tvL2uHDh8taNZfpeTt27FhZO3LkSFlLsWDpvlURM8OQ44bSPa2kSK00J+ldsrCwUNZSvFR6vsfHx0ceT+eYoo1S7E6a4/SeP336dFlL75Iqdif9TUzXfejQobJ23333lbX9+/eXtaeeeqqstfQeaf5b35MtsYTDkNddy2e29jmtkUjD4JdKAABWgKYSAIBumkoAALppKgEA6KapBACgm6YSAIBuqxIpVEnb1Nc6hiht60+qbf0peiNFFqSIkBTXc+DAgbKWYlM+8pGPlLUqCifFwezbt6+spciOFA2UokW2bdtW1lLcTRU3lGIa0nelyI50/mlOUuxIigeqrm3Lli3lmBQDktZriktKz1R6Plru2z//8z+XY7Zu3VrWZmdny9q73/3uspbWSZrLt73tbWXt1KlTI4+nuLB0bQ888EBZS/em9VlMkTZVzE8V7TUMeR2k2KCzZ8+WtRQzlp63qampmz6X1viltLZSLc1JisI5efJkWTt37tzI4zt27CjHpDi9FGWVpEiqNM/pPVk9b2lNtkbytGqN8qnOpScaqJVfKgEA6KapBACgm6YSAIBumkoAALppKgEA6KapBACg26pECrVsY0/b81McxlpHEVXXNj8/X44ZHx8vaymOJM3jf/zHf5S1KhZcYSNNAAAgAElEQVRiGIbhN37jN8paFV+RYkxSdMVqREhNT0+XtaWlpbJW3YPFxcVyTIpMSbE7y8vLZS1FhFSRF8OQI0mqc0kRLemZun79ellLkUJJWiepVsVqpYiTf/zHfyxrKdIpRfmk+JZ0vx9++OGyVq2vdN/Smty+fXtZSxEtKXYnXXc6z6qWnpu0xtN6Te+7tLbSXKY4tyqCJkUzpc9L0mem656ZmSlrKSqtWicpnixFzu3atausJWmdpNiglr8rq9F7tEb5rHQE0Gqc4434pRIAgG6aSgAAumkqAQDopqkEAKCbphIAgG6aSgAAuq1rjXZpiYtJY9LW/deSKm4lxbDceuutZS1FClXRFTcad+3atbL28Y9/vKx95jOfGXn87rvvLsekGJwUR5LOMcUGJSkqo4oWSetu/fr1ZS1FtKR1nu5pa7zR/v37Rx5Pc5yuO62tdB4peurkyZNlbWJioqydPn165PFvfetb5ZiXX365rD3yyCNl7ezZs2Xt2LFjZS3Fn3z9618va/fdd9/I4ymCLM3VlStXytrCwkJZS9Lfh927d9/0501NTZW1FG2U1k+KDUpROKmWnv0qQur2228vx6T4pfQuSTFpe/bsKWvHjx9vGlfFOqWIohTTleKGUlzS29/+9rKWnv30fq0imNIaTxFwrZF5qxG1t1rxQC38UgkAQDdNJQAA3TSVAAB001QCANBNUwkAQDdNJQAA3da9lraiV1Zje/5KX3f6rhSVkcal+I0UO/Lrv/7rZW3Hjh1lrYq9OHToUDkmxUmk70pz0hILMQx5Lqt4nRQdkiJ5UlxSkuJ6UiTM/Px8WauifA4ePHjTY4ahjvEZhhwDcvTo0aZxKTaluqcPPfRQOebBBx8sa2m9pjm56667ylqK1jlz5kxZq6Jk0rpLsUcp/iQ9GynSJl13FT8zDPXz3Rplld4XKa4nxT2lNZneQdXfjnSvUxRUuu60JtP7IkVgJffff//I488991w5puX5HYb8nH7zm98sa+nepHuQnqtKWq9rGce41np6J79UAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQrd6+dwMtu4NWYzf2Wu+WqnZYpvNo3RWYdn+nHacPP/xwWUu7R0+dOjXyeNoxm6RdgWlXXZJ2PKbdqNX6at39nXbapnEbN24sa0naIbq4uDjyeJqrtKt0586dZW3Lli1lLe3KTOsuJRlUn5nmOL1L0hrZtWtXWUvP98WLF8taer6rNZTu9eTkZFlLc5Lud1rL6dlPz3BVSzu15+bmylpaW2mO0/1Oz37Lrt80j+n8r1+/XtaWl5fLWlrnKfkhXffzzz8/8ng6x23btpW1lNZx5MiRsvbtb3+7rF29erWspTmp/p4eP368HJPWa5qTtBZSrfXv4kr3QT3pOH6pBACgm6YSAIBumkoAALppKgEA6KapBACgm6YSAIBu61pjfnq2nI/Seh6rESmUPrOqpeiKFLlw6dKlspbiBZ599tmy9tWvfrWsvf3tby9rVVxJinCYnp4uaylKKUXrpDlJ85yMjY2NPL5hw4ZyTJr/FPWR5mvTpk1lLUnxFVV00AsvvFCOeetb31rW0npNcRgp5irFvqQomer+pHuTInmSFMGU4nrS/U7rqxqXno10jmltpecmrZPquRmGHC9VXff58+fLMSm+qPU5TfctzWV63qq/ASlaKn1e6zshSRFGLfO1efPmcszCwkJZSzFdTz31VFlL85UikdKzXz1XqxF1+PMQDdTKL5UAAHTTVAIA0E1TCQBAN00lAADdNJUAAHTTVAIA0G3damw5X+lt8S0RPz2fudLjUhxGiqFI8QhHjhwpa9///vfL2i/90i+VtWottMb/pMiRvXv3Nn3m1q1by1qK0VhaWhp5PEWcJCnWIkWEpBiTFPtyyy23lLUqmiatuxT3dO7cubKWpBiQdN9SLFV139I8pme0NZomXVuK3UnPcLVO0rWl70rzOD4+XtaqKLFhGIapqamylq5tdnZ25PG0DlJcVYq0SfctxWOld2+KIqreM+kZTe+m9J5Mn5nWcjr/FPNTrYUUGzQzM9N0HikWb3Fxsazt27evrLW8z9O6S+efxrX2Va3xia+ViMdh8EslAAArQFMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEC3OsPkBlZ6e3trbNBaRyJV35fOI0VvpPiQFE2TIm0OHjxY1lKMRhWRkOIdWqMfTp48WdZSREiKu0nxD1XsTooqSZEdKf4nnUeKpknrJEWxVHEf6bt27NhR1tL8p/Wa5itFu6S1XK3J9IymeWyNCEnfV62tG31mdd3pvqXIlNtuu62spXuT3jOtMVFve9vbRh5PMTJJet7S/Lfe7/QMVLUUG5S0Rs6l+5ZiitLfqgsXLow8vn379nJMeiccPny4rKV3efq7kmKuUlRatYbSs53WSKu1jA1a695pGPxSCQDACtBUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQrTlSaKW3t7d+V/rMFAuRtJxn6/b8FJXRGnFy6NChsvboo4+Wtf/93/8deTzFz6SomHT+6bqPHj1a1iYnJ8tampMqtiPFebREbwxDnpMUv9EacVLN5fHjx296zDAMw/T0dNO4FM+0tLRU1l588cWyVpmYmChrKY4kSfcmXdulS5fKWlpf1f1O15bWQZrHXbt2lbU9e/aUtRST0xL9tby8XI5pjQ1K9ybFS7XEBg3DMGzcuLGsVW655Zay1rru0r1JsXIpyqday+Pj4+WYdG0PP/xwWfv85z9f1lJsUHredu7cWdaq92FrX9JqLb9vLeOL/j9+qQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbutWY1v5SkfytJ5jGrfSn9kabbR+/fqyliI20memiIoUzVFFZaQIjYsXLzbV0nns27evrKU4iWvXrt10Ld239HnpvqVzTBEnKx1bc/78+XJMikRKMTjpHFMU1CuvvNL0fVu3bh15fGFhoRyTno30Xel+Hz58uKzdf//9ZS3d7xTtUklxQylu68yZM2Vtbm6urKV3SYpvqeby+vXr5ZgUTZOet9a/U+nepPOs4rHSvUnnmCLI0t+AdG9OnTpV1lKsUxUvdeTIkXLMI488Utaee+65svbSSy+VtXSOmzZtKmtbtmwpa9XfsfTcJ6sRWZg+s6Wf6YkGauWXSgAAumkqAQDopqkEAKCbphIAgG6aSgAAumkqAQDoVucVdGjZxt4SQ9Sjdat9NS5FAaRaikdIkRdV1MowDMPly5fLWooBeeMbR/8bI8VJpKibJEUKpRiNFP+Qoo+q70vROi2fNwz5vlVzPAzt66SKP5meni7HpLintH5mZ2fLWopGGR8fL2spSqaKb0nreGZmpqylGJ8UY3LixImyluKNbrvttrJWXXdad2ltpTWZ1kKSnrf0nFbX1vrcp/d1OscUIZWk57Q6z3Rt6e9berbTc5rWaxqXoo+q56P172X1/A5Dfs+kCKkUpdTyt6M1xqfVasT8VJ8pUggAgNclTSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN3WreWW87Q9P51H67b+tfzMFEuQoiZS7dSpU2UtRYs8/fTTZe2//uu/ytquXbtGHj9//nw5Js1jioppna903Smiooq7mZycLMek607n2CrNSYrRqNZkiuVI0Rsp0mb//v1lbWxsrKylaJEqEmkY6vW1ZcuWckxaB5s3by5rab7e8573lLU0ly3xUi33+kbflWJr0v1ujdWqonzS+yJFUqVrS5/ZGmGUInmqNZTWeLq21vdret5SrFa6p9V5piix06dPl7X0vB06dKispfM/duxYWUsRUtXzlp6ptYz/6Rm31pGMiV8qAQDopqkEAKCbphIAgG6aSgAAumkqAQDoVm9/+znwWtkRVf1H9sOQdzW27GQbhrxTL+2MrXYF7t27txwzNzdX1tLuyrTTNl3bpUuXytrOnTvLWrUTPe24TnOVzr9lx+8w5F2/aS1X66RlN/ww5PWa1mT6vnT+qVZ95uLiYjkmnX/avZ52oafP3L59e1lLO2Or521+fr4ck56ptJbTek3XltZr2lFenUtaP+nalpeXy1r6zPRMpTlpSbVovbZ0jq0781M6wtTUVFmrdsunZ2NhYaGsnTx5sqylOU5rK71f0679ll3Xa70zfC21pvHciF8qAQDopqkEAKCbphIAgG6aSgAAumkqAQDopqkEAKDbqkQKVVvVXy9b8Fc6eiBFfUxOTpa1FJ2QxqW4ld27d5e18fHxkceXlpZueswwDMPWrVvLWooIOXPmTFlLUkzOiRMnRh5P0RXpnqY5qSJHhqEtqmQYcnxINS7FmFTRIcOQY2TSOSZpLtM6r647nePExETTeaT5SvOfomnSc1p9X7q2dN/SPKbnbWxsrKyla2uJwknvwnRt6b6lKKs0LkUppbVQvddaY3DSOyGdR+s6SedZvddSXFKKDfqXf/mXspbOP2l9Fqu1l9bkWmvtkVa6Z+nhl0oAALppKgEA6KapBACgm6YSAIBumkoAALppKgEA6LYqkULVVvUUnZC2t7dufU/f1zqu5VyuX79e1lpjIVIcRopIOHLkSFm79957Rx4/evRoOWZ6erqszc7OlrUU/5NqKWJjfn6+rFVzkuJIUmRKighJ8RtpLaQIprROtmzZMvJ4Wj9pHtP6SZFCKcoqXXf6vura0nOY1k+ak3RtqZbOpSVmJp1/muP0LC4sLJS1tLbSWk73rfrM1vd8+q70nKb5T+/QdC7VWt65c2c5Jr0v5ubmylo6x3TfUpTV4cOHy9rdd9898viOHTvKMf/+7/9e1p566qmylv7Opmtr/ZtZfV/r3/uV7hN+XvilEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6rUqkUGU1ttmvRhxAUsUZpM9LcSTnz58va+Pj42VteXm5rG3cuLGsPf7442Xtox/96Mjj69evL8dUkS83GpcibVpiWIYhz0n1fem+pWtLkR3pM5eWlprGpUiVKnYkxZGkqJgU2ZHiW1rjetJ1VzFL6fPS2krRRum5SdfdEj8zDPVaTp+X1l1ar2ktpFp6P6XnNK3XFunzUgRTktbdpUuXytrFixdHHr9w4UI5Zv/+/WUtxZqlWtK6zs+ePTvyeJrjFFP39NNPl7UkzWWSrrslUihZ66jD10tMkV8qAQDopqkEAKCbphIAgG6aSgAAumkqAQDopqkEAKDbmkYKJa3RQK2fuRrfV2mNz0lSdEKKhPnKV75S1h566KGRx3/1V3+1HJPmcceOHWUtRdqkz3z++eebPrOSojJSJNLmzZtv+ruGId+bFMmT1lAlzWOKyEnjUvzM2NhYU60lUiXNR8tcDcPaxgYNQx1bMzU1VY5JsUEpUitFMLVGSKXrrsalZyqtgxQplO5Nmq90/un7qnFVHM8w5HfT9u3by9rJkyfLWro3s7OzZe2OO+4oa2fOnBl5PEVLpWs7d+5cWaviwoZhGBYXF8taemenZ6C6p63xV619Qhr3eokNSvxSCQBAN00lAADdNJUAAHTTVAIA0E1TCQBAN00lAADdXjORQmkr/WrE/6z096XPu3jxYllLUStVvMMwDMPOnTvL2tLSUllL51mdS4rlOHXqVFm7cOFC03mk+JMU0TI5OVnWxsfHb/rzUnxOiqFI0SjVeQxDXicpbqg6zxQVk84/jUvzlaJwkrS+qmtLUSVJuu4UjZLGta6hai2k9Z9ia1I82caNG8taimhJz3DLdbfGVaX3RRXNNAw5Niit1zRfCwsLI4+n52Zubq6s7d27t6yl2J30TkhSPFB1f9KY73znO2UtzWO6pylmKUWGzc/Pl7WW6KDWuKHXg9WKVfRLJQAA3TSVAAB001QCANBNUwkAQDdNJQAA3TSVAAB0e81ECiU929tbtGy1b92ef/r06bKWokVS/EaKmkixKVU8UIrlSNedYiiSFM0xMzNT1tI8VzEUKRYlzX+KtEmRF+na0r1ZXl6+6XHpvq1fv76spbWVpPiNFPuS5vLOO+8ceTzd682bN5e1Kg5mGHIk1ezsbNP3pZifap7TXCWtETNpTbZGAFXPQIrbSmsySesuvYPSs5+i3vbs2TPyeFpb6brT+p+eni5r6Z2Qvi9FzlUxS1/72tfKMV/84hfLWno2UpTVrl27ytrJkyfLWkuvsBpxhqsR17PSn7lafZVfKgEA6KapBACgm6YSAIBumkoAALppKgEA6KapBACg2+siUihZja37KaIifV+L9Hkp6uPKlStlbcuWLWUtRU089thjI49XMRPDMAwf/vCHm74rXXea/xT1cfbs2Zv+zBQ5kiJOLly4UNY2btxY1ubm5prGpbiYap2k9Z/iktJ9S+NSVEmKD0mxKdU637p1azkmRTNNTEyUtRTBlNZkkp6dKk4sPRspBiedf4p2Sevu+PHjZS29n6r1mp6p9Gyn6061FO+Vnv20zqv1leKj0jmmd0lay+mZSteWnp0qLulHP/pR03mkNZneT+k9maKbWv4+r0bEz+tdT1/ll0oAALppKgEA6KapBACgm6YSAIBumkoAALppKgEA6Pa6jxRK29tfK1v+U/RGkiIqUlRJihQ6ceJEWasieZ544olyzEc/+tGylmI5UozJ8vJyWUuRJJOTk2WtiqFIc7W4uFjW0tq6du1aWUvRQGktp0ibap5bI6la12v6zEuXLpW13bt3l7WLFy+OPJ7mKkUbpWvbv39/WfvmN7+54p9ZraHWNZniZ9Jzk6K4UtxNipKpxlWRNcOQrzu9S9Kzke7NzMxMWavinoZhGMbHx0ceT899eje9/PLLZS1FIqWYqPR+Smvy+eefH3n8G9/4RtN3pXNM8zU7O1vW0rskrYXW6KAWq/FdLb1O63n0nL9fKgEA6KapBACgm6YSAIBumkoAALppKgEA6Pa63/2dtO4MX+mdW63ncfny5bJ2/vz5snbmzJmy1rIj+Pvf/345ptpVPQz1LslhyNeWdnq27p5OO4JX+ruuX79e1tIO3bQW0pxUO3vTmLTzMtXS+klzknYfHz16tKzt3Llz5PHWXZ5p93TaDZx2LacdrnNzc2Wt2tme5rj1vZXWcpqT1nVSpTukNZnOI81xWltJehZb0inSfKSEg7SWUwJIuqdpvSZ//ud/PvJ4Sg1J63ViYqKspWtLu+9fffXVspZUz06a/5bP+0Xnl0oAALppKgEA6KapBACgm6YSAIBumkoAALppKgEA6PZzHSmUvFb+c/kUS5AiKi5dulTWUtREisqozuXUqVPlmE9/+tNl7U//9E/LWoqh2LZtW1lrjXGoIoxS7FH6rjTHKTYlXXeSYlOqSIwUvZEiliYnJ//vJ/b/U0VS3UiayypapIrjGYZh2Lp1a1lL55ie0xSNkj4zRQpV0V8XLlwoxyS33npr03m03re0vqoIoKmpqXLMkSNHylqKUEvxOa1xPekzZ2dnRx7fvn17OSZFqKX3XXo2UszSAw88UNY+97nPlbUvf/nLI4+n+KVUa43/aX1Ok7WMClxrr6Vz8UslAADdNJUAAHTTVAIA0E1TCQBAN00lAADdNJUAAHT7hY0USlKUTLV1v3VLf4q8SPEzKarhwIEDZe3EiRNlrYqtSfEtX/jCF8paOv/WuKHWuJg3v/nNI4+naJ1kcXGxrKVzTJFOy8vLTd9XxY6kz1u3rn70WyNCUpRSikZJ8VjVeaY5TtEuaS2nuJsf/ehHZS1FMG3ZsqWsVfe0JapnGPI8njt3rqyltZBid3bs2FHWqvud3ncLCwtlLUXypLWwa9euspbWa3pOq8inNGZ+fr6sTU9Pl7U0J2ndpRi4v/zLvyxrVcRa+puY1kgaV0VqDUN7DF/ruJbP+3nWOsfD4JdKAABWgKYSAIBumkoAALppKgEA6KapBACgm6YSAIBuIoVGaIkRaIkr6JFid1JESBUZMQz1NaSIkxSZ8thjj5W1a9eulbVPfOITZe3+++8va9evXy9ru3fvLmuVdE9TfNH+/fvLWor6SBFALTEzaUxaPyn2Ja2fNC7d7zSuijdKUSvpvqXrfuqpp8paum/pGZiZmSlrY2NjI4+nuZqdnS1rKdImxeekOUmfma67WsvpXu/du7espSi0ubm5srZt27ayluKG0pxU75IUmzUxMVHW0rvk1ltvLWtpLj/5yU+WtRRvVP3tS89UiiA7duxYWUtrK13bSv+tXY34ote7nmvzSyUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdBMptEJat+C3Rhak+JwXX3yxrG3atKmsVZEYKaJo/fr1ZS3FaHzpS18qa4uLi2XtT/7kT8ra+973vrJ28eLFkcfPnz9fjkmxIimiJdWWlpbKWmuMRhXtku5bmuMU9ZHiT7Zu3dpUS5Ek1Zyk+KXWc2xd5+k5TZE21XWnz0u1FLOUoqDSuHT+U1NTZa26byl2Z9++fWUtrdf0DKcoqDSXKRZsenp65PEUsZTeyWncnXfeWdZ++7d/u6w9/vjjZS2916pzqd6fw5Cft/RMtf7NXMson5/n2KDV4pdKAAC6aSoBAOimqQQAoJumEgCAbppKAAC6aSoBAOgmUuhnLEUWtMYNpciIFOlRxYCkqJt0HimGJUUbfec73ylrf/3Xf13W3vWud5W1Khrl0qVL5ZgUcZLm5OTJk2Utfd+1a9fKWprnsbGxkcdTNND8/HxZS+snRYSke5qiaXbu3FnWqiiTtI5TxMzmzZvLWrq2FDGTri2dS3UPUuzR9u3by1paI2m9plpar8muXbtGHk/RNOnaZmZmylqK8Ernn56BdL+r9/Lp06fLMQ8++GBZO378eFn72Mc+Vtb+53/+p6ylmJ/0nFbPQHoXvvTSS2Utrcn0DIvyef3ySyUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdBMp9HMoxTGkWhXNkcak6IoU55FiLVLUx3/+53+WtRS/8Rd/8Rcjjz/00EPlmKeffrqs7dixo6xdvny5rKWYn1dffbWsVbFBw1BH8rRGA6UoqHRt6Z6mz0yRNtU1pPiZ5eXlstYatXL9+vWyliKkkuq5SvctrYN0bekZ3rBhQ1lLazLd0+r5SPcmrYNbb721rKVIp6WlpbKWnoH0nFaxSGn9PPHEE2Xtj/7oj8ra9773vbKW5j/FLKVrq6KUZmdnyzFpvaZ7mqQ4vVYtMUWtsX6/yPxSCQBAN00lAADdNJUAAHTTVAIA0E1TCQBAN00lAADdRAr9HEoxDi0RCenzrl27VtZ27dpV1i5cuFDWUuRF+r7/+q//KmuHDx8eefzv/u7vyjH33HNPWXvllVfKWoq7SfEti4uLZS3FV1QxMyl+JsWwpPicFGOS7k06l7QWqriSFN+Saiki5+rVq02fOTc3V9ZShE41l62xUykiJ43bvHlzWUsxRem9MDExMfL4+Ph4OSZFkKXa1q1by1payyl2Z+/evWXtzJkzI49/9rOfLcd88YtfLGspuiytuxTlk57T9OxXcW7Hjx8vx6R1sNaxO2J+fvb8UgkAQDdNJQAA3TSVAAB001QCANBNUwkAQDe7v1+nVmOXW7V7N+0YTztml5aWylrauZh2c6ZdoOlcfvjDH448/slPfrIc88d//Mdl7Xd/93fLWjrHtMN7dna2rKVd4wcPHhx5vHUHaJJ2zJ4/f76szczMlLW0M7zatZzmMa2ftEb27dtX1i5fvlzW/vu//7us3XXXXTf9mWk3bXpuWnftp2tr3VldzXNaP2lneOuu8bSzPXnmmWfK2qc+9amRx1P6REvCwY2klICpqamylp796j2Z7nWS/k61JJGstdfKebye+KUSAIBumkoAALppKgEA6KapBACgm6YSAIBumkoAALqJFHoNW+s4gyriIUU/pDiM5eXlstYaVbJly5aylmJmqiiTQ4cOlWP+7M/+rKz94Ac/KGu/9Vu/Vdbe+973lrXdu3eXtStXrpS1FBdTefvb317WXnjhhbK2bl39yrjvvvvK2s6dO/9vJ/Z/9Nxzz5W1FFszPT1d1t7xjneUta9//etlLa27dN3V2muNe5qcnCxrKbbp9OnTZS09bynmqlqv6RxbtcYG/f3f/31Z++xnP1vWnn322ZHHJyYmyjHpnqb3ZJrjFLOUzuXYsWNlrYqCSn8DktZxvH75pRIAgG6aSgAAumkqAQDopqkEAKCbphIAgG6aSgAAur1hGIa1za1h1aUYhxRT1BIplKS4oRQplL7v1VdfLWsbN24sa5cuXRp5PMXPpKiPFK3zpje9qaz9yq/8Sln7tV/7tbKW4ob27t078viuXbvKMS0xRMOQ43PSPT1y5EhZSxFSVVxMiuqp7vUwDMP27dvL2sLCQln7zGc+U9ZeeumlsvY7v/M7Za2Ki0nrLkXT3H333WUt3ZsUMTM1NVXW0ppcaSlSK8V7ff7zny9rjz32WFlL67yK60kxPmn9t0YipbV88eLFsjY/P1/WWmLsWv6mtH4Xr31+qQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbiKFfg6tdIzDasRCpEiesbGxpu9L51lFhKSIlhQ3lM4jxZ+kmKXJycmyliJhZmZmRh4/ePBgOeb9739/Wfv93//9spbm+Lvf/W5ZGx8fb/rMHTt2jDye4lRa/dM//VNZ+9znPlfW0n175zvfWdY+8YlPjDye5uO5554ra+94xzvK2lq7fPnyyOP/9m//Vo55/PHHy9rp06fL2ssvv1zWvvWtb5W11lit6enpkcevXr1ajjl79mxZS1Fo6T3zk5/8pKmWPrOqtb7nf1EjhX5Rr3sY/FIJAMAK0FQCANBNUwkAQDdNJQAA3TSVAAB001QCANBNpNBr2GslliCdR6t0/ps2bSprKX4jxRRdv3595PEUA5JifJIUG3T+/Pmyls4/zVf6vpYxDzzwQFPtzJkzZeQQeOgAAAX2SURBVO2uu+4qa1VEyzAMw9LS0sjj99xzTznm2WefLWsbNmwoaz/4wQ/KWjrHFCn0ta99rax96lOfGnn8ve99bznm+PHjZa2KXxqGvO5S7bHHHitrR44cKWsnT54ceTydf1o/y8vLZS1J75Jk8+bNZa16Fi9dulSOSe+Z9Cy2RgO1+nmPu2H1+aUSAIBumkoAALppKgEA6KapBACgm6YSAIBumkoAALqJFGLVrEYUUYrdSXExExMTI49fvny5HJNqBw8eLGsp/iTFt6S4pBQtUo1L85Gu7cSJE2UtxeekSJUrV66UtW3btpW19evXjzye4p5SRMvU1FRZm5ubK2u/93u/V9ZOnTpV1p555pmydvr06ZHHH3zwwXJMcvjw4bJ24cKFsvbyyy+XtYsXLzadS3V/0r0ZGxsra2n9z8/PN41reV8MwzAsLCyMPH7t2rVyTKql5z49N0l696Y5gV5+qQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJumEgCAbnU+C3T66U/rtKoUeZHGXb9+vaylKJ+rV6+OPH7LLbc0fde5c+fKWoq72bx5c9P3zczMlLWTJ0+OPJ6uLcWY7Nu3r6xVET/DkKOB0j09e/ZsWatiX1LUygc+8IGydubMmabzSOefYqLSnHzve98beXx2drYcs7S0VNbSGkn3rXo2hmEYbrvttrK2uLhY1qr7Nj4+Xo5JsTtp/qenp8taes+kCKwUwVSdZzr/dB5p/luJDeJnxS+VAAB001QCANBNUwkAQDdNJQAA3TSVAAB001QCANDtDcMw1FkN8HOiivRIUSWttmzZUtZ27NhR1lKUTIqLqeJ1JicnyzGt1z0/P1/WUoRRilJaWFgoa1U0SvquO++8s6zNzc2VtRQFlWKW3v/+95e1T3/602Wtius5depUOSZF3bz66qtlLc1XFf8zDMNw+fLlsrZp06ayVkUYpTlO6/XixYtlLZ1jWudp3bV8ZooNShE/qxG9Bj8rfqkEAKCbphIAgG6aSgAAumkqAQDopqkEAKCb3d/Q4I1vrP89lnZlpl2469atK2tpN+r+/ftHHk/nmD4v7V6/dOlSWVteXi5r6dqqncLDMAxXr14ta5WNGzeWtaWlpbJ2/fr1spZ24R48eLCsnT17tqxVO+JPnjxZjknrp3XdpWurkgWGIe/or2ppF3Rar2mndrrudE9bz6XlPOzU5heFXyoBAOimqQQAoJumEgCAbppKAAC6aSoBAOimqQQAoJtIISikqJVUa4kj6XHt2rWbHtN6/uPj42Utxf+kWjqXSoohSvE5W7duLWvnz58va6+++mpZS/M1NjZ209+X4pdSNE2KidqzZ09Zu3jxYllL15buWxVLNT8/X45JcU/A64NfKgEA6KapBACgm6YSAIBumkoAALppKgEA6KapBACgm0ghWGEphiXF3aQomRQbVMXM/OQnP7npMcOwOnFJ6fvSeVbnks4jfdeGDRvK2qZNm8paiutJ8UYTExNlrTrPtEauX79e1paXl8va1NRUWUtxTylKKUURVfOVPi+tu9b1msYBK88vlQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTaQQAADd/FIJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEA3TSUAAN00lQAAdNNUAgDQTVMJAEC3/wfOsS8gpL+AngAAAABJRU5ErkJggg==" y="-7.36"/> </g> <g id="LineCollection_7"> <path clip-path="url(#pee57d7fe06)" d="M 375.375 58.888837 L 377.025 58.888837 L 378.675 58.888837 L 380.325 58.888837 L 381.15 59.71336 L 381.15 61.362406 L 381.975 62.186929 L 382.8 63.011451 L 383.625 63.835974 L 385.275 63.835974 L 386.1 64.660497 L 386.925 65.48502 L 388.575 65.48502 L 389.4 66.309543 L 388.575 67.134066 L 386.925 67.134066 L 386.1 67.958589 L 386.1 69.607634 L 385.275 70.432157 L 383.625 70.432157 L 382.8 69.607634 L 381.975 68.783111 L 380.325 68.783111 L 379.5 69.607634 L 378.675 70.432157 L 377.85 71.25668 L 377.025 72.081203 L 376.2 72.905726 L 376.2 74.554771 L 376.2 76.203817 L 376.2 77.852863 L 375.375 78.677386 L 374.55 79.501909 L 374.55 81.150954 L 373.725 81.975477 L 372.9 82.8 L 372.075 83.624523 L 371.25 84.449046 L 371.25 86.098091 L 370.425 86.922614 L 369.6 87.747137 L 368.775 88.57166 L 367.95 87.747137 L 367.125 86.922614 L 366.3 86.098091 L 366.3 84.449046 L 367.125 83.624523 L 367.95 82.8 L 368.775 81.975477 L 369.6 81.150954 L 370.425 80.326431 L 371.25 79.501909 L 372.075 78.677386 L 372.9 77.852863 L 372.9 76.203817 L 373.725 75.379294 L 374.55 74.554771 L 373.725 73.730249 L 372.075 73.730249 L 371.25 72.905726 L 370.425 72.081203 L 369.6 71.25668 L 368.775 70.432157 L 367.95 69.607634 L 367.95 67.958589 L 368.775 67.134066 L 369.6 66.309543 L 369.6 64.660497 L 370.425 63.835974 L 371.25 63.011451 L 372.075 62.186929 L 372.9 61.362406 L 373.725 60.537883 L 374.55 59.71336 L 375.375 58.888837 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 414.975 58.888837 L 416.625 58.888837 L 418.275 58.888837 L 419.1 59.71336 L 419.1 61.362406 L 419.1 63.011451 L 419.925 63.835974 L 421.575 63.835974 L 423.225 63.835974 L 424.05 64.660497 L 424.875 65.48502 L 425.7 66.309543 L 425.7 67.958589 L 424.875 68.783111 L 424.05 69.607634 L 424.05 71.25668 L 424.875 72.081203 L 425.7 72.905726 L 424.875 73.730249 L 424.05 74.554771 L 424.875 75.379294 L 425.7 76.203817 L 426.525 77.02834 L 427.35 77.852863 L 426.525 78.677386 L 425.7 79.501909 L 426.525 80.326431 L 427.35 81.150954 L 427.35 82.8 L 427.35 84.449046 L 426.525 85.273569 L 425.7 86.098091 L 425.7 87.747137 L 425.7 89.396183 L 424.875 90.220706 L 424.05 89.396183 L 423.225 88.57166 L 422.4 87.747137 L 422.4 86.098091 L 421.575 85.273569 L 420.75 84.449046 L 420.75 82.8 L 419.925 81.975477 L 419.1 81.150954 L 419.1 79.501909 L 419.1 77.852863 L 418.275 77.02834 L 417.45 76.203817 L 417.45 74.554771 L 416.625 73.730249 L 415.8 72.905726 L 414.975 72.081203 L 414.15 71.25668 L 413.325 70.432157 L 411.675 70.432157 L 410.025 70.432157 L 409.2 71.25668 L 408.375 72.081203 L 406.725 72.081203 L 405.9 71.25668 L 406.725 70.432157 L 407.55 69.607634 L 406.725 68.783111 L 405.9 67.958589 L 405.9 66.309543 L 406.725 65.48502 L 408.375 65.48502 L 410.025 65.48502 L 410.85 66.309543 L 411.675 67.134066 L 412.5 66.309543 L 412.5 64.660497 L 411.675 63.835974 L 410.85 63.011451 L 411.675 62.186929 L 412.5 61.362406 L 413.325 60.537883 L 414.15 59.71336 L 414.975 58.888837 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 386.925 70.432157 L 387.75 71.25668 L 386.925 72.081203 L 386.1 71.25668 L 386.925 70.432157 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 381.975 72.081203 L 382.8 72.905726 L 383.625 73.730249 L 385.275 73.730249 L 386.1 74.554771 L 386.1 76.203817 L 386.925 77.02834 L 387.75 77.852863 L 386.925 78.677386 L 385.275 78.677386 L 384.45 79.501909 L 383.625 80.326431 L 382.8 79.501909 L 381.975 78.677386 L 381.15 79.501909 L 380.325 80.326431 L 379.5 79.501909 L 379.5 77.852863 L 379.5 76.203817 L 380.325 75.379294 L 381.15 74.554771 L 381.15 72.905726 L 381.975 72.081203 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 388.575 72.081203 L 390.225 72.081203 L 391.05 72.905726 L 391.875 73.730249 L 393.525 73.730249 L 395.175 73.730249 L 396.825 73.730249 L 398.475 73.730249 L 400.125 73.730249 L 401.775 73.730249 L 402.6 72.905726 L 403.425 72.081203 L 405.075 72.081203 L 405.9 72.905726 L 405.075 73.730249 L 404.25 74.554771 L 403.425 75.379294 L 402.6 76.203817 L 401.775 77.02834 L 400.95 77.852863 L 401.775 78.677386 L 402.6 79.501909 L 402.6 81.150954 L 401.775 81.975477 L 400.125 81.975477 L 398.475 81.975477 L 396.825 81.975477 L 395.175 81.975477 L 393.525 81.975477 L 392.7 81.150954 L 391.875 80.326431 L 390.225 80.326431 L 389.4 79.501909 L 390.225 78.677386 L 391.875 78.677386 L 392.7 77.852863 L 391.875 77.02834 L 391.05 76.203817 L 390.225 75.379294 L 389.4 74.554771 L 388.575 73.730249 L 387.75 72.905726 L 388.575 72.081203 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 410.025 73.730249 L 411.675 73.730249 L 412.5 74.554771 L 413.325 75.379294 L 414.15 76.203817 L 414.15 77.852863 L 413.325 78.677386 L 411.675 78.677386 L 410.025 78.677386 L 408.375 78.677386 L 407.55 77.852863 L 407.55 76.203817 L 408.375 75.379294 L 409.2 74.554771 L 410.025 73.730249 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 414.975 78.677386 L 415.8 79.501909 L 414.975 80.326431 L 414.15 79.501909 L 414.975 78.677386 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 423.225 80.326431 L 422.4 81.150954 L 422.4 82.8 L 423.225 83.624523 L 424.05 82.8 L 424.05 81.150954 L 423.225 80.326431 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 391.875 81.975477 L 392.7 82.8 L 391.875 83.624523 L 391.05 82.8 L 391.875 81.975477 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 406.725 81.975477 L 407.55 82.8 L 406.725 83.624523 L 405.9 82.8 L 406.725 81.975477 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 390.225 85.273569 L 391.05 86.098091 L 390.225 86.922614 L 389.4 86.098091 L 390.225 85.273569 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 401.775 85.273569 L 402.6 86.098091 L 402.6 87.747137 L 401.775 88.57166 L 400.95 87.747137 L 400.95 86.098091 L 401.775 85.273569 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 391.875 86.922614 L 392.7 87.747137 L 393.525 88.57166 L 394.35 89.396183 L 393.525 90.220706 L 392.7 91.045229 L 392.7 92.694274 L 391.875 93.518797 L 390.225 93.518797 L 389.4 92.694274 L 388.575 91.869751 L 387.75 91.045229 L 388.575 90.220706 L 389.4 89.396183 L 390.225 88.57166 L 391.05 87.747137 L 391.875 86.922614 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 411.675 90.220706 L 412.5 91.045229 L 411.675 91.869751 L 410.85 91.045229 L 411.675 90.220706 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 403.425 95.167843 L 404.25 95.992366 L 405.075 96.816889 L 405.9 97.641411 L 405.075 98.465934 L 403.425 98.465934 L 402.6 97.641411 L 402.6 95.992366 L 403.425 95.167843 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 390.225 96.816889 L 391.05 97.641411 L 390.225 98.465934 L 389.4 97.641411 L 390.225 96.816889 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#pee57d7fe06)" d="M 396.825 68.783111 L 397.65 69.607634 L 397.65 71.25668 L 396.825 72.081203 L 396 71.25668 L 396 69.607634 L 396.825 68.783111 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 398.475 81.975477 L 399.3 82.8 L 399.3 84.449046 L 400.125 85.273569 L 400.95 86.098091 L 401.775 86.922614 L 402.6 86.098091 L 403.425 85.273569 L 404.25 86.098091 L 405.075 86.922614 L 406.725 86.922614 L 407.55 87.747137 L 408.375 88.57166 L 409.2 89.396183 L 408.375 90.220706 L 407.55 91.045229 L 406.725 91.869751 L 405.075 91.869751 L 404.25 91.045229 L 403.425 90.220706 L 402.6 89.396183 L 401.775 88.57166 L 400.95 89.396183 L 400.95 91.045229 L 400.95 92.694274 L 400.95 94.34332 L 400.125 95.167843 L 399.3 94.34332 L 398.475 93.518797 L 396.825 93.518797 L 395.175 93.518797 L 394.35 94.34332 L 393.525 95.167843 L 391.875 95.167843 L 390.225 95.167843 L 389.4 94.34332 L 388.575 93.518797 L 387.75 92.694274 L 387.75 91.045229 L 387.75 89.396183 L 387.75 87.747137 L 388.575 86.922614 L 389.4 86.098091 L 389.4 84.449046 L 390.225 83.624523 L 391.875 83.624523 L 393.525 83.624523 L 394.35 84.449046 L 393.525 85.273569 L 391.875 85.273569 L 391.05 86.098091 L 391.875 86.922614 L 393.525 86.922614 L 394.35 87.747137 L 394.35 89.396183 L 395.175 90.220706 L 396 91.045229 L 396.825 91.869751 L 397.65 91.045229 L 396.825 90.220706 L 396 89.396183 L 396 87.747137 L 395.175 86.922614 L 394.35 86.098091 L 395.175 85.273569 L 396.825 85.273569 L 397.65 84.449046 L 397.65 82.8 L 398.475 81.975477 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 403.425 93.518797 L 405.075 93.518797 L 405.9 94.34332 L 405.9 95.992366 L 405.075 96.816889 L 403.425 96.816889 L 402.6 95.992366 L 402.6 94.34332 L 403.425 93.518797 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pee57d7fe06)" d="M 386.925 95.167843 L 387.75 95.992366 L 388.575 96.816889 L 389.4 97.641411 L 388.575 98.465934 L 386.925 98.465934 L 386.1 97.641411 L 386.1 95.992366 L 386.925 95.167843 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#pee57d7fe06)" d="M 383.625 31.349902 L 386.925 31.349738 L 388.575 31.483562 L 401.775 31.471459 L 403.425 30.922209 L 408.375 30.91715 L 410.025 31.481467 L 411.675 31.484545 L 413.325 32.128534 L 414.975 32.160162 L 416.625 33.369664 L 418.275 33.234376 L 419.925 33.452465 L 421.575 33.464423 L 423.225 35.14117 L 424.875 37.082109 L 426.525 37.286622 L 429.460816 39.924812 L 429.825 40.288785 L 433.125 42.2121 L 434.775 43.951396 L 436.425 45.540489 L 438.075 47.333674 L 439.725 48.919053 L 442.214196 51.468132 L 442.198303 53.117177 L 443.665099 54.766223 L 444.001632 56.415269 L 444.675 58.141024 L 445.449787 59.71336 L 445.611598 61.362406 L 445.920113 63.011451 L 446.325 63.487776 L 447.104031 64.660497 L 447.147534 66.309543 L 448.537979 67.958589 L 448.8 69.607634 L 448.799661 76.203817 L 449.164489 77.852863 L 449.625 78.313107 L 450.45 79.501909 L 450.429855 91.045229 L 450.45 92.694274 L 448.863182 94.34332 L 448.8 95.992366 L 447.616501 97.641411 L 443.025 102.684151 L 439.725 102.624208 L 438.102279 105.88664 L 438.168646 107.535686 L 438.900823 109.184731 L 438.503883 110.833777 L 437.652656 112.482823 L 436.938079 115.780914 L 436.425 116.293697 L 435.6 117.42996 L 435.6 119.079006 L 433.125 121.44573 L 431.475 122.423304 L 430.837306 124.026143 L 429.008735 125.675188 L 428.581296 127.324234 L 428.175 127.786648 L 426.525 127.772273 L 423.225 129.023815 L 414.373771 128.97328 L 413.325 128.887425 L 409.97203 128.97328 L 409.195635 130.622326 L 408.375 131.442486 L 383.625 131.433965 L 382.812891 130.622326 L 381.931444 128.97328 L 380.325 127.933236 L 378.675 127.921781 L 377.025 127.732611 L 376.600505 127.324234 L 375.375 126.544178 L 373.725 126.54348 L 372.9 125.675188 L 372.72828 124.026143 L 372.075 122.443982 L 370.425 122.409845 L 368.775 122.516385 L 368.635631 122.377097 L 368.088684 120.728051 L 367.860689 119.079006 L 368.936971 117.42996 L 368.775 117.143231 L 368.21255 115.780914 L 366.393129 114.131868 L 365.475 113.301298 L 364.240636 112.482823 L 363.825 111.712714 L 362.175 111.715412 L 361.717265 110.833777 L 361.047674 107.535686 L 360.525 106.221629 L 360.020647 105.88664 L 358.875 105.53761 L 358.05 104.237594 L 357.225 102.632911 L 353.925 102.683413 L 350.529784 102.588549 L 344.682851 95.992366 L 344.215258 94.34332 L 344.025 94.162284 L 343.2 92.694274 L 343.199994 84.449046 L 343.2 76.203817 L 344.795606 74.554771 L 344.871832 69.607634 L 344.85 64.660497 L 346.291988 63.011451 L 346.499961 61.362406 L 346.5 59.71336 L 347.325 58.444195 L 347.7051 58.064314 L 348.265944 56.415269 L 349.80586 54.766223 L 349.760063 53.117177 L 351.233722 51.468132 L 351.458884 49.819086 L 352.275 48.977207 L 353.925 48.994563 L 357.918276 44.871949 L 358.153436 43.222903 L 358.875 42.434697 L 362.498932 39.924812 L 365.475 37.289145 L 367.125 36.96593 L 370.425 35.071017 L 372.075 34.697242 L 373.725 34.84709 L 375.375 34.7866 L 377.025 33.428723 L 380.325 33.285623 L 381.975 32.152064 L 383.625 31.349902 L 383.625 31.349902 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 26.885328 L 339.32625 26.885328 L 339.32625 15.271578 L 332.64 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 24.389703)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 26.885328 L 459.36 26.885328 L 459.36 15.271578 L 451.021875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 157.83158 L 345.9225 157.83158 L 345.9225 146.21783 L 316.8 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-7 --> <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(316.8 155.335955)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-37"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p4f0026fcce)"> <image height="150.24" id="imagef0687c6007" 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(#p4f0026fcce)" d="M 535.425 58.888837 L 537.075 58.888837 L 538.725 58.888837 L 540.375 58.888837 L 542.025 58.888837 L 542.85 59.71336 L 543.675 60.537883 L 544.5 61.362406 L 545.325 62.186929 L 546.15 63.011451 L 546.975 63.835974 L 548.625 63.835974 L 549.45 64.660497 L 548.625 65.48502 L 547.8 66.309543 L 546.975 67.134066 L 546.15 66.309543 L 545.325 65.48502 L 543.675 65.48502 L 542.85 64.660497 L 542.025 63.835974 L 541.2 64.660497 L 540.375 65.48502 L 539.55 66.309543 L 539.55 67.958589 L 538.725 68.783111 L 537.9 69.607634 L 537.075 70.432157 L 536.25 69.607634 L 535.425 68.783111 L 534.6 69.607634 L 534.6 71.25668 L 534.6 72.905726 L 533.775 73.730249 L 532.95 72.905726 L 532.125 72.081203 L 531.3 71.25668 L 530.475 70.432157 L 529.65 69.607634 L 528.825 68.783111 L 528 67.958589 L 528 66.309543 L 528 64.660497 L 528.825 63.835974 L 530.475 63.835974 L 531.3 63.011451 L 532.125 62.186929 L 532.95 61.362406 L 533.775 60.537883 L 534.6 59.71336 L 535.425 58.888837 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4f0026fcce)" d="M 568.425 58.888837 L 569.25 59.71336 L 570.075 60.537883 L 571.725 60.537883 L 572.55 61.362406 L 573.375 62.186929 L 575.025 62.186929 L 575.85 63.011451 L 576.675 63.835974 L 578.325 63.835974 L 579.975 63.835974 L 580.8 64.660497 L 581.625 65.48502 L 582.45 66.309543 L 582.45 67.958589 L 582.45 69.607634 L 581.625 70.432157 L 580.8 69.607634 L 579.975 68.783111 L 579.15 69.607634 L 578.325 70.432157 L 577.5 71.25668 L 576.675 72.081203 L 575.85 72.905726 L 575.85 74.554771 L 575.85 76.203817 L 575.85 77.852863 L 575.85 79.501909 L 576.675 80.326431 L 577.5 81.150954 L 576.675 81.975477 L 575.85 82.8 L 575.85 84.449046 L 575.025 85.273569 L 574.2 86.098091 L 573.375 86.922614 L 572.55 87.747137 L 571.725 88.57166 L 570.9 87.747137 L 570.075 86.922614 L 568.425 86.922614 L 566.775 86.922614 L 565.95 86.098091 L 566.775 85.273569 L 567.6 84.449046 L 567.6 82.8 L 567.6 81.150954 L 568.425 80.326431 L 569.25 79.501909 L 568.425 78.677386 L 567.6 77.852863 L 567.6 76.203817 L 567.6 74.554771 L 568.425 73.730249 L 570.075 73.730249 L 570.9 74.554771 L 570.9 76.203817 L 571.725 77.02834 L 572.55 77.852863 L 573.375 78.677386 L 574.2 77.852863 L 574.2 76.203817 L 574.2 74.554771 L 573.375 73.730249 L 572.55 72.905726 L 571.725 72.081203 L 570.9 71.25668 L 570.9 69.607634 L 570.9 67.958589 L 570.9 66.309543 L 570.075 65.48502 L 569.25 64.660497 L 569.25 63.011451 L 568.425 62.186929 L 566.775 62.186929 L 565.95 61.362406 L 566.775 60.537883 L 567.6 59.71336 L 568.425 58.888837 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4f0026fcce)" d="M 563.475 62.186929 L 565.125 62.186929 L 565.95 63.011451 L 565.125 63.835974 L 564.3 64.660497 L 563.475 65.48502 L 562.65 64.660497 L 562.65 63.011451 L 563.475 62.186929 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4f0026fcce)" d="M 538.725 70.432157 L 539.55 71.25668 L 538.725 72.081203 L 537.9 71.25668 L 538.725 70.432157 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4f0026fcce)" d="M 540.375 73.730249 L 541.2 74.554771 L 541.2 76.203817 L 541.2 77.852863 L 542.025 78.677386 L 542.85 79.501909 L 542.025 80.326431 L 541.2 81.150954 L 542.025 81.975477 L 542.85 82.8 L 543.675 83.624523 L 544.5 84.449046 L 543.675 85.273569 L 542.85 86.098091 L 542.025 86.922614 L 541.2 87.747137 L 540.375 88.57166 L 539.55 87.747137 L 539.55 86.098091 L 538.725 85.273569 L 537.9 86.098091 L 537.9 87.747137 L 537.075 88.57166 L 536.25 87.747137 L 536.25 86.098091 L 535.425 85.273569 L 533.775 85.273569 L 532.95 84.449046 L 532.95 82.8 L 532.95 81.150954 L 532.95 79.501909 L 532.95 77.852863 L 533.775 77.02834 L 534.6 77.852863 L 534.6 79.501909 L 534.6 81.150954 L 535.425 81.975477 L 536.25 81.150954 L 537.075 80.326431 L 537.9 79.501909 L 537.9 77.852863 L 537.9 76.203817 L 538.725 75.379294 L 539.55 74.554771 L 540.375 73.730249 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p4f0026fcce)" d="M 538.725 88.57166 L 539.55 89.396183 L 538.725 90.220706 L 537.9 89.396183 L 538.725 88.57166 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p4f0026fcce)" d="M 555.225 62.186929 L 556.875 62.186929 L 557.7 63.011451 L 556.875 63.835974 L 556.05 64.660497 L 556.05 66.309543 L 555.225 67.134066 L 554.4 66.309543 L 554.4 64.660497 L 554.4 63.011451 L 555.225 62.186929 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4f0026fcce)" d="M 550.275 70.432157 L 551.1 71.25668 L 550.275 72.081203 L 549.45 71.25668 L 550.275 70.432157 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4f0026fcce)" d="M 558.525 72.081203 L 559.35 72.905726 L 558.525 73.730249 L 557.7 72.905726 L 558.525 72.081203 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4f0026fcce)" d="M 555.225 73.730249 L 556.05 74.554771 L 555.225 75.379294 L 554.4 74.554771 L 555.225 73.730249 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p4f0026fcce)" d="M 553.575 77.02834 L 554.4 77.852863 L 553.575 78.677386 L 552.75 77.852863 L 553.575 77.02834 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p4f0026fcce)" d="M 563.475 29.247235 L 568.425 29.217394 L 570.075 29.634905 L 570.470861 30.030537 L 571.725 30.950889 L 573.375 30.950889 L 575.025 32.592826 L 576.675 32.638261 L 578.325 34.353728 L 579.975 34.378489 L 583.275 37.692534 L 584.925 37.846301 L 586.94879 39.924812 L 588.225 41.321568 L 589.875 41.321291 L 591.628034 43.222903 L 596.475 48.525237 L 598.125 50.276888 L 598.95 51.468132 L 599.139706 53.117177 L 599.775 53.731848 L 600.6 54.766223 L 600.715586 56.415269 L 602.25 58.064314 L 602.26371 59.71336 L 603.897915 61.362406 L 603.9 63.011451 L 605.475394 64.660497 L 605.541682 67.958589 L 605.548981 71.25668 L 606.375 72.456738 L 606.824248 72.905726 L 607.200002 74.554771 L 607.165936 81.150954 L 606.083635 82.8 L 605.683254 84.449046 L 605.55 86.098091 L 605.55 99.290457 L 607.019639 100.939503 L 607.200001 102.588549 L 607.2 104.237594 L 606.375 105.375266 L 604.725 107.151728 L 603.075 107.153634 L 602.692727 107.535686 L 602.095303 109.184731 L 600.606296 110.833777 L 599.775 112.414346 L 598.125 112.526496 L 596.475 114.450667 L 594.825 114.479884 L 594.389248 114.131868 L 593.175 112.589655 L 591.988893 114.131868 L 591.525 114.504091 L 589.875 114.381464 L 584.925 114.408717 L 583.275 115.256453 L 578.325 115.256402 L 577.306232 114.131868 L 576.675 112.782868 L 573.375 112.672556 L 572.930219 114.131868 L 573.094242 115.780914 L 572.136436 117.42996 L 571.725 117.841158 L 570.075 117.855629 L 568.425 116.275856 L 566.775 116.320795 L 565.125 117.862314 L 561.825 120.125038 L 560.175 120.122909 L 558.525 121.399795 L 556.875 121.500233 L 556.05 122.377097 L 555.866598 124.026143 L 555.225 125.604609 L 553.575 125.604609 L 551.925 125.395175 L 551.239715 124.026143 L 548.625 121.542584 L 547.579915 120.728051 L 546.975 120.112758 L 545.325 119.627434 L 543.675 117.862427 L 533.775 117.843867 L 532.125 116.110977 L 530.475 116.093934 L 528.825 117.948529 L 517.275 117.843644 L 515.625 116.105469 L 513.975 116.116003 L 513.025028 115.780914 L 510.545619 114.131868 L 509.025 112.418181 L 508.2 110.833777 L 508.091406 109.184731 L 507.375 108.472983 L 505.725 107.045496 L 503.65557 104.237594 L 503.248829 102.588549 L 503.25 97.641411 L 501.6 95.992366 L 501.6 94.34332 L 501.956497 92.694274 L 502.425 92.160578 L 503.173252 91.045229 L 503.278771 89.396183 L 503.260746 84.449046 L 503.231485 79.501909 L 502.556068 77.852863 L 502.714341 76.203817 L 503.251454 74.554771 L 503.25 67.958589 L 503.270382 66.309543 L 504.904028 64.660497 L 504.9 61.362406 L 506.530921 59.71336 L 506.55 58.064314 L 509.025 55.440038 L 511.31014 53.117177 L 511.5 51.468132 L 512.325 50.276885 L 514.330402 48.17004 L 520.575 41.321528 L 522.225 41.298709 L 525.525 37.801083 L 527.175 37.833609 L 528.825 36.068913 L 532.125 36.08962 L 533.775 34.379958 L 535.425 34.016206 L 538.725 30.950882 L 561.825 30.95065 L 563.475 29.247235 L 563.475 29.247235 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 26.885328 L 497.72625 26.885328 L 497.72625 15.271578 L 491.04 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 24.389703)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 26.885328 L 617.76 26.885328 L 617.76 15.271578 L 609.421875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 157.83158 L 507.628125 157.83158 L 507.628125 146.21783 L 475.2 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=16 --> <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(475.2 155.335955)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-36"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#pa9e872bcb6)"> <image height="150.24" id="imagef3e7803f3b" transform="scale(1 -1)translate(0 -150.24)" width="158.4" x="634" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAJyCAYAAAB60lCjAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3duPXmd9NuAF3o49nhnv93HsBIfsQ0JQCKlEES0gykGFVFWVSo961NP+AT3pP1CpPaqqVi1FFCioFRRUEJRC0y8ChZCNE29ix4734xnPeO849Dut1Pd3Gz/PjLHDdR2uW+t917vWs5Z/GWnded8wDP8zAABAo/f/qg8AAIC7m4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuS9/3vveV4f/8z/+UWdrvbvD+97fN0r/4xS9u+fPSeVy+fHmZLV26tOkz07G0XLfqNw/DMNx///1ldvXq1TK7ceNGmV24cKHMLl68WGZjY2Nl9s4779zycWzYsKHMkvSZKUvnOZ3Lls979913y2zJkiVllo5/1apVZbZr164ym5iYKLO5ubmR26vrmfa5WZY+M91v6Xen/bZu3Tpy+/Hjx8t90vNi5cqVZZauW+t9mq5b9QxK627ZsmVlltbk6tWry2x2drbMHn/88TLbuHFjmb3wwgsjt4+Pj5f7HDt2rMyuXbtWZul6p3PywAMPlNnk5GSZ/fSnPx25/dSpU+U+6d+plKX7La2TlN3OuSTd2++F72vhL5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0GVp66voC10p1Fpf1Kr1M6vjTMefanxStUuqwbl06VKZXb9+vcxSVUNVk/Pwww+X+6QKhzNnzpTZ/Px8mV25cqXMUkVIqj+5fPnyyO1TU1PlPqmiKK2fNWvWlNn69evLrDrGYciVMNX6OnfuXLlPa21QWq/pur3xxhtltm3btjKr6lbSGm+tn0m/LV3vtF9VDTQM9fVO35UqtdL6SfUtmzdvLrN0T6XaoOoeSBU5qc4m7Zek++b06dNldt9995XZ9PT0yO2pNuiJJ54os/Rvx8GDB8ssXdMjR46U2W/+5m+WWbWW07VJ91u6bul3p7Xceg9X35fut8WYj97L/IUSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALq8733ve9+Cv9/e8np+y+cNQ64JaP3Mltqj1u9KUi1Hqg1KtTWpbmX79u2/3IH9L6nCIdVJ3Lhxo8xSXU+qpkn7VceyY8eOcp9UOXL27NkyS9VAqaIlnZOZmZkyq+qB0v02NzdXZmltpQqsJN0Dy5cvL7PqnKRz1Xq/pSql9LvT96V7oPq+dD7S56Xrnc5Xqs5Kvy3d+1Xl2ZNPPlnuk7Tei6m6LK3z9Fw4derUyO3r1q0r97nnnnvKLFWopSxdm3ROUhXUrl27Rm7/8Y9/XO6T/r2pKpaGIdfipWd5WsstFX2ttUGtz5nWz7wbqoj8hRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuiy9U15hb/2uha74adVaQ9RarZPqkq5du1Zmq1evLrOqTiJV9Tz44INN35UqNlJlxMsvv9y0X1UDcu+995b7tJ7/VL+Ujv++++4rsxUrVpTZ5OTkyO1Hjx4t90k1LGn9pN+dKjvSGkr3d3V/pPvmnXfeKbNUDZTOSVoLydKlS8usuj/Onz9f7pPOfzqP4+PjZZbqW1LNWEvdSmvtV5Jqj7Zs2VJmqYor3QPVs+TnP/95uc8HP/jBMpudnS2zVDeU7u9Uz7R///4y27hx48jt6Vqna5rum1SPlbRWeLVI1VjpWZLc7dVAib9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXpYtRu1O9+t76unzKUoXA7XwFv/UYU8VJkmpkLl++XGapJqeq31izZs0vfVz/22JUlSSpPuTxxx8fuT2d/9dff73MJiYmyizVn3zqU58qs1QDkuo3qoqTdByptimtn1Rbk65bdf6HYRjefvvtW/7M9CxprTZqfV6k70vXoMrSb0sVLanGJN3D6bqleqaUVfd+qmZKx5EqZtJnpvOV7uG33nqrzM6ePTtyezofqQpq06ZNZTY9PV1mVX3RMAzDiRMnyiwdZ/XvStpnfn6+zFJtVtI6D7TWalVudzVQ6zx2p9QN+QslAABdDJQAAHQxUAIA0MVACQBAFwMlAABdli7GG0ct+91Jbze1vLGd9klv6La+BZfePnv00UfLbO/evWW2atWqkdvTG8Gzs7NlVr19PAz5LfXqOIZhGM6dO1dm6ZxUbyKm409vNk5OTpZZekv6zJkzZZaOf+PGjWVWvXWa3mJN5zH97rSWt23bVmb3339/maXffezYsZHb09vTS5YsKbP0Fmg6jtY3x9NnVlk6/iS97bwYx5+eedVb5VevXi33aX1DN31meoP6woULTZ+5YcOGkds/+MEPlvscOXKkzD75yU+WWevzKb3VPzMzU2bVGmp96zr9u976BnXScix30lvXd8rb2q1vqfsLJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0aeusabQYNUS3uzYoVVtUUjVQquxorSIaHx8vs6piZhiGYefOnSO3X79+vdwnVZWkWotUjZK+b/fu3WWWqjKq76vqhIYh1/+kaqZUy5HOf6pnunTpUplV6yut1ar6ZBiG4cqVK2WWqlbeeeedMnvppZfKLN0f1VpOlVSt9TNpv9bPTPdAJT0T0n2zdevWMlu+fPktH8cw5NqaVP1V7ZfWyK5du8qstfZobm6uzE6fPl1mSfWcTDU4jz32WJl98YtfLLPPfOYzZZZ+2+bNm8ssVZBVz8P0vEjPyXRvpOf8Yvy73vJvd5LmkjupBrFF63H4CyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdFna+np7i9ZX0W/nMQ5DrqFo2SdVh6T9Ug1F2i9Vc6S6laqS5/jx4+U+qfJlYmKizFJdzxtvvFFmqVpkcnKyzF555ZVbPo7W+qWLFy+WWarfSJU86XpX1zTVZLTWJaXPTBUz09PTZZbqbqp7Z9WqVeU+qWLpTqoZq+6dVMczNjZWZq1VSmm9ps+cmpoqs+q3pfqiVLeV1la6N37zN3+zzNK6e+6558rs3//930duTzU+69evL7Nt27aVWXqWp2dJej499NBDZfbWW2+N3J7q4dL5v3r1apmlCqz070pakwvtdlcW3u7vW2j+QgkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXZamV9HvhkqhxTj+hX51f82aNU2fd/78+ab9zpw5U2Yf+chHyqyqFkkVFPfdd1+ZpYqQw4cPl1k6X6mq5MSJE2VWncsrV66U+6Rz/OKLL5bZ3r17y+zGjRtllmqDUvVUqpKpnDt37pb3udlxpIqTVBGSan6qezGdx5aqnmHI9Sdpv/R9SVULlqpWUpbWa7oX0z2Q6pnS9V67du3I7al+Jv22Bx54oMxSzdhLL71UZun40/V+9dVXR25P9T/pHH/gAx8os1ThtWnTpjJLz+yqGmgYhmH79u0jt6dqqfRMuH79epklaZ201gZV9/fdUMdzt/AXSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDosnShK3LSfrezhqhHqgGpfkM6V6mOJFVXpCx9ZjqWD33oQ2VWVetUFSDDMAyrV68us9nZ2Vv+rmEYhieeeKLMUp1EOifz8/Mjt6c6lVRjsmvXrjKbnJwss/S703lOtR3Hjx8fuT1VlSTpPk1rMq27lM3MzDQdSyVVFKXPq2p8bvaZ6bel/Srp+ZPqklqvW9ov1b6ktXz69OmR2zdu3Fjuk+pg0hpJ1UbPP/98maXnxYEDB8qsOifpHk3nasWKFWW2efPmWz6OYcjPoP3795fZI488MnL7Y489Vu7z7W9/u8zS2hofHy+zdC+m69biTqoNupOOpYW/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl6V3w2vqrce4GDVF1Wem70p1GEmqw0jfl2ooDh06VGYHDx4cuT1V5KSqjAsXLpTZ+vXryyxVnCTnzp0rs02bNo3cnn5bqj1KlR1nz54ts1QJk9bJqVOnyqyqJEnflaSqm/SZKUv3cFrLVU3O0qVLy31S5UhrTVrrmmz53a01RKlOpeUc3+z70vOp+szWurMzZ86U2bFjx8psbm6uzNI9nJ5r1TlJz7uqRmkYhuGpp54qs5MnT5bZ1NRUma1Zs6Zpv+985zsjt1+6dKncJ62RdN+k+zRZ6DpDFo6/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl6Wt1Totr+Avxmv7i1EN1FJt0VpHkrJ169aVWapxuHr1apl961vfKrPHHnvslj+vqqwZhmG4fPlymW3btq3Mrly5UmbLli0rs1Sts3HjxpHbJyYmyn1SvUaqBtq/f3/TZ6Z115KltZVqd5JUMZM+s/Xeryqw0jpI6y6dxyTd3+kzUzVKyzVofc4k6ThSFVQ6z1XtTqr2aj1X09PTZZYsX768zFKlUHUPpKqedPzpWZ7OSarkSXVJ6Rq89NJLI7e31n6lLK2fsbGxMktrcjHuD355/kIJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF3aukOGxanrWWit9QJpv5bqgSVLlpTZ/Px8maVqnVQLceHChTJLVRNV7cW1a9fKfZJUvbFly5YyO3r0aJkdOnSozKqqkmGoa37efvvtcp8dO3aU2Z49e5r2S9+XKnmq+py0X6rWWb16dZmlNd5a15M+M/22qpIn1amk++12V5e1PCfTMabfls5JqjZatWpV07Gkeq+qjqu17iytuyTV9aTnU6oTm52dHbm99Ry3VlmtXLmyzNK1Sd+3c+fOkdtff/31cp/072X63enfotYKtZb7e6E/r2e/u52/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0CW+5d36P4RfaLf7f/je8rvTMaY3M1N25syZMktvKKa31qampsps/fr1I7ent3D37dtXZumt6/SGYnozM73Bnt42rN6ETuc4fVd6y/7BBx8ss3RO0puZ6a3yvXv3jty+f//+cp8NGzaUWXoTt3pbfhjyW+rpDeT0Bm/VMJCudVr/rW+Wtj7v0n7V+UrPn3SO07NkbGyszHbv3l1m6dqkz/zsZz87cvtbb71V7nPkyJEy+6//+q8ySy0U6RjTmkyNBdU5SfukZ1p6Ezrt13oPfOQjHymz6v4+f/58uU96Fras/2Fof6v/bmifeS/zF0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6LL0Tvmfn7dWA7XWBCz0Z7YeR6p3uHr1apml4081P6l+ZvXq1SO3v/rqq+U+Bw8eLLONGzeWWapvSXUSSarRWL58+cjtVVXSMOQalvS702+7//77yyxVZTz99NNl9vDDD4/c/sMf/rDcJ9UXvfHGG2WWqo3SmkwVTGmdL7R0TdO9mH5bqp9Jn1ld71SDk44/rf9UM5a+L63XBx54oMyqNVlVXA3DMPz85z8vsxMnTpRZqhtK91R6PqX1Wl2DdG+k2p30vNu0aVOZHThwoMxmZ2ebPrO6Pukcv/DCC2WW/l1M9834+HiZLfS/3em+aXW7qw5bLMYx+gslAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHRZuhgf2vLq/mK8Sn8764bSd6XqkFSdkOp/Ug1Iyt58880ye/vtt0duT5URq1atKrNUEZKqYubn58ssnedUv1HVAz300EPlPidPniyzVEeybdu2MkuVQulY7rnnnjKrKoBSJdLMzMwtf94w5PWaalPSmly5cmWZVeuktY4k1e6ktdVaLdLyXEtra+nS+pGd1lY6J2fPni2zVHeT9qsqgD7wgQ+U+9x7771l9tu//dtl9tprr5VZqhv62Mc+VmbPP/98mf3sZz8bub2qXRuGYbh06VKZpYqiJNUGpd+dKoWqWrl9+/aV+6TaqXTftD7LF7ruZjEqC++UaqBkMY7RXygBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoMui1AZVFqPG506RqoHGxsbKLFXkpBqQ1mOZnp4us6qqYXx8vNwnXdNUo5Fqg1JlRDqXW7duLbOqruSxxx4r93n88cfLLFXypHM8MTFRZjt27CiztBaq+pbjx4+X+6TaoFTjc+7cuTJL1y3V9bRU8qTPS8fRWv+T7qnW+pCqSmn58uXlPum3pfs0SdVf6XylNVmtk/RMqCprhmEYPve5z5VZuk/n5ubKLD1L0jnZuXPnyO3pnkq1Wa3/drRW1b3++utlVtU9pbqq9F0pS/dwWlvpflvoKp+7of7nTuIvlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZVFqg27nq/at37XQFUbvvvtu0+el6oSWypGb7bdixYoyW7Zs2cjtrVUMqTLi2rVrZTY5OVlmqWYp1Y48+OCDI7c/9NBD5T6pUmjjxo1l9tOf/rTM1q5dW2aHDx8us9OnT5dZVVeSqj5Sliqd0vpJtTUXLlwos1SFk9bQQu4zDPmctNbnpAqglmdXel5s3ry5zFLd04YNG8osVUgl1blM9++xY8fKLK2fdL137dpVZq+++mqZpXNSnee0Dl577bUyu3z5cplVz+RhyM+gtJZnZ2fLrPp3Jf0bkD4vrZ90T6V6tbRO0lpoud8WuoZosT7zTuEvlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZVFqg1q01vi0voLfUg2UpO9qrdZJ1UDJlStXyizVjlRZqn5ItSjr168vs1Q1sXv37jJLdUP33ntvmT3xxBMjt6eqoXT+jx8/XmaXLl0qs1QRkn5bqtioapZS/U/6vLRG0vVOx99aj1VJNV3pnkq/u/V+S9/Xcpytz5J0/ClLz4tUW5N+d7X2pqamyn1OnDhRZqluKFXMpN+9atWqMkv/PlT3d6rUSvfi22+/XWZbtmwpsx07dpRZqolKx1mt11OnTpX7JGn9pJqlixcvllnr/V3dO6qBFo6/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl+baoIV+Lf521/8sdG1Qkiojli6tL0GqVUg1LEmqMalqNNI+mzZtKrNUEbJ27doy279/f5l94hOfKLN0Lqu6m2PHjpX7pMqLlKXrnSovUj1Tys6fPz9ye1ojqTpk3bp1ZXb27Nkya627ScfZWuVTaa0gS9I1bdkv3fdjY2Nllqq4Ul1Vur/TukvXrfrMdI+m2q+0fqrarGHIVVZr1qwps1Rbs3r16pHbU2XNs88+W2YzMzNlltZWevameq90TS9cuHDLx9F6b6f7bXp6uun7WixGjc97uRoo8RdKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOjSXBt0p2itFEr7tdSApHqElKV6h0uXLpVZa8VJS41DqhXZtm1bmaV6iitXrpRZqvr46Ec/WmYHDhy45c+sKneGIdfnpBqWdG1SDc6NGzfKLNUUVWu5taIo/bZUiZSOP0kVUidPnhy5PdXPpPqW1mdCa5auQXUvpt+W7sVUN7R9+/Yyq+rChmEYxsfHyyw9S6r1lep4WqtW0j2VzmWqzkqq352OY8+ePWX2R3/0R2X29a9/vcy2bt1aZhMTE2WW6qWq65auTTrH6TmfnhcbNmwos/R8Wmit/87e7tqg6jhv93H4CyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdIm1Qa0VGy1a638WQ6odqaRjTDUHq1evbvrMVLmQqoiSar9U45Nqg95+++0y+/KXv1xmf/qnf1pmSarWqc5X2qe18iLVqaTal5mZmTJLxzk5OTlye6qdaq3dSXVDY2NjZZZ+dzqXVe1OujdSVU96zqTr1lqJlH53Jf22NWvWlFlL3dkw5IqZdE5S3VA6zko6x+m6pXWeqoHS96X9qnsx3aPpGZrWSNrv9ddfL7O9e/eW2fe+970yW79+/cjtx44dK/dJ67V6Ng1DrmxLWWst2EJrnYEWY6663fVAFX+hBACgi4ESAIAuBkoAALoYKAEA6GKgBACgS3zL+055c+h2vwGevq96kzK9efbOO++UWXqLr/Vt7da3XDdu3Dhy+8WLF8t9duzYUWbf+c53ymzz5s1ltmvXrjLbt29fmW3YsKHMrl+/PnJ7ejM5ra103aampsosvZG6adOmMktvnFdvh6c3spN0vU+dOlVmad2l+2Nubu6W90tv1KbrdvXq1ab9Wp8z6Tirt3vT29Np3a1bt67MTp8+XWbpLe/UBpBUx5LWQXoz/MKFC2WW3iRu3S+9eV39hnS/tT7L07PkP/7jP8rsoYceKrPt27eXWbVOqre/hyG/kZ2eJemcpH+nWtsAWizGDHQnvR2+0PyFEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6LL2dr6Lf7tfeF+P1/KoyIlWmpKqPVMuR9ktSTVGqJKnqH+69995yn3T8R48eLbO9e/eWWTqXqeYn/e7Vq1eP3L5kyZJyn1R5sXbt2jJL9T/z8/NlliptUqVKdSwnT54s93n55ZfLLF23VMOS7puqtulm+1VroaXWZRhyVUlaC2ltpf1SxUklnav0eenaJCdOnCizw4cPl9mHPvShMqvOV1VNNgwLv/6HIf8bkLK0hqpnaPq8dE1TJdhv/dZvldn3vve9Mkv1atu2bSuz6r5KlUhp3aXfVj2ThyHXbaXPbPk3v7US7HZX9dwp1UCJv1ACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJelt/NV9Nv92ntrTVHLcaaaiVT1kepIUjVKqj9Jx5KqiKqKlkcffbTc58iRI2V27ty5MktVROvXry+z5NKlS2VWna90rVOtRTr/6ZqmbOfOnWWWan6qSpVU9XHq1KkyO3v2bJmlOo9USZWqPloqgNJvS5+XpLqqJFVnpXu/Ol+tFUut6256errM3nrrrTJ75JFHyqy6BqmS6v777y+zdL8l6Zqm59PU1NQtf2Y6xlRBltby+Ph4mT333HNl9uKLL5ZZqmyratnS56VKp/TvTVrL6dmbaopa7uH07yW3xl8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBL3XdxB0n1AouxX4tUP5NqCVLVxNWrV5uOJVUufOITnyizV199deT2VAvxox/9qMzSb/vMZz5TZul8pfqNVIUzMTExcnuq5UhSRU46X+n7Tpw4UWZbt24ts+p8nTx5stzn05/+dJk99dRTZdZaE5WqaWZmZspsxYoVI7eneztVFG3evLnM0jFWxzEMuRolXbeq4iSt41RRlO77av0PQ16TTz/9dNOxVPfHww8/XO6TqnpSlViquUrS+UoVZNUzqKrcuVmWKp2WLFlSZuna/PCHPyyzVLtT3R8f/ehHy33Ss/Cv/uqvyiz9+5B+d7r3VQD9avkLJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0aa4NaqnkSdU6rdJnpiwdf+t+LZ+XqiuSVP1w48aNMrt8+XKZffjDHx65/d133y33SVUxVS3KMOSqiSRVTezatavMqmqUVE+RaptSNU363en8p2v6xBNPlFlVxXLo0KFyn2RycrLMvvjFL5bZd7/73TJ7++23m46lut/SGl+7dm2ZnT9/vszS2kr3QKoUSpUwVcVJeiak2qz0bHrggQfKrLVCKl2Dubm5kdvn5+fLfb72ta+VWfVsGoZchZauW2uFV3WfpvqotEbSMyFJ6zx938GDB8vsnnvuGbk9/Rv25ptvltmyZcvKbOXKlWV2/fr1ps9M13uh54/WGeK9zF8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBLc23QnfIKfut+rcffsl+qpkmVEakeIVV2bN++vcxSHcZDDz00cnuqKkm1QR//+MfLbNu2bU2fmSpVqhqWYRiGsbGxkdtTvUY6xlQxs2fPnjL7f//v/5XZ+vXry2znzp1l9pOf/GTk9lSjtHRpfevPzMyUWXUehyFX5KTznO7hqn4m1U5V+wxDvqfSMU5PT5dZqllK57la5+kY03c98sgjZfa7v/u7ZbZp06YyO3DgQJnt27evzHbv3j1ye7pHn3vuuTLbunVrmV26dKnM0jrZvHlzmaXna/Ubzpw5U+6T1lZy7NixMpuamiqzVF2W/g04e/bsyO2pEilV/FQ1RMOQnzOLUbuz0JV/v67VQIm/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl+baoIW2GDU+i1FF1LJPylLlQqocSfUtExMTZbZmzZoyq6Q6mFSvUdUQDcMwzM7ONn1mOpZUt1LVXmzcuLHc5/777y+zN998s8z+4R/+ocxSJdJTTz1VZt/4xjfK7Jvf/ObI7X/+539e7vPAAw+U2SuvvFJm6fhTBVZar6mWqqp9SXUwV65cKbNUO5Xu03TfpHWXnjMrV64cuT3dv+vWrSuz++67r8y2bNlSZql+ZsOGDWWWanequptUZZXu7XfffbfM/vmf/7nMHn744TJLdUNpnVdrYe3ateU+rfdGWsvpGZrW0JEjR8qsOifpGKt1PAx5vaYqriRVT90pdYa/rvyFEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6xNqghX5l/tf1FfxUc3D16tUySzUaqTYlVTyMj4+XWXXMX1bXAAAgAElEQVSc8/Pzt7zPMAzDhQsXyuzkyZNllupI0m9LlTDVeV6yZEm5z9e//vUySzUm+/fvL7N0/KmqZGZmpsxSbUcl1VWlNZnqSNL1TrUpK1asuOXvS/dGOsZ0HDt37iyzVA30/vfX/12evu/xxx8fuT1Vxaxfv77MTp06VWbpHKcqn1T7cvbs2TLbtm3byO2pouj1118vs4MHD5ZZOv+HDx8us+XLl5dZeq5VNVdp3aVzlZ4J6T5N9V7nz58vs1TLVj1nWu+NlKVnb7q/F7ryL0nfldZdWj/vZf5CCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl/iWd+ub19WbVovxJnfrm+O3822w9F3pbeH09m56ozm9PZfe8q7eWjtx4kS5T/rdBw4cKLOnn376lo9jGPIbyOl3Hz9+fOT2N954o9wnvamX3lZ9+OGHm/bbunVrmVVvBA/DMPzO7/zOyO2PPvpouU96C3RycrLM0pux99xzT5mlN9+3bNlSZpcuXRq5PTUPpPsmXdO0X3rLfseOHWWW3tiu7v10jjdt2tR0HBs3biyz3bt3l9ns7GyZvfnmm2VWXdP0lvpDDz1UZh/4wAfKrHrrehjy2+Hpzff0dvKhQ4dGbk/Hn55N6ZwsXVr/E/3888+XWWt7yNGjR0duT+c/HWPrv2Fzc3NlttBzROvnLfR81POZdwp/oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALrE2qNXd/up7i9baoFQRkupzVq1a1fR9qbbm2rVrI7dPT0+X+6Tf/corr5TZqVOnmj4zVX2sXbu2zConT54ss/vvv7/MUv3SAw88UGaprmfNmjVllupiqtqOy5cvl/ukOo9U43P48OEye/LJJ8ssVQq99NJLZVZVwuzdu7fcJ/2269evl9mZM2fKbN26dWWWrltay1VFS6p7uvfee8vskUceKbOdO3eWWZKud6pEqmprjh07Vu7TWq3TupZTJdKFCxfKbGJiYuT29CxPVVzpWfLMM8+U2de+9rUyS9fmrbfeKrOqjitVDaXjr2q/hiHfN+nZlaq/WrRWCN7uuqG7gb9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXRakNup3ulFf3U/VA+q6Uvfvuu2WW6nNSxUyqXKiOpaoAGYZ8jKm64r777iuzz3/+82W2b9++MkvH+elPf3rk9lTDkj5v27ZtZVbVLw1DrjFJVUqrV68us6rqI31eOv5du3aVWao9OnjwYJml6qm0TqrffeDAgXKfhx56qMxS3db27dvLLN1TJ06cKLM333yzzKrznK5NOo4HH3ywzNLzorXea/fu3WVWVZ6dPn263Gfz5s1lliqdUiVPa53bhg0byqyq3UnPplQlluqLUnXc7/3e75VZVUk1DMPwb//2b2VW1fy01CgNwzAsW7aszFKF3fHjx8ss1Uu1/lu7kPv8OvMXSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoclfUBrVW8twp0jGmCoRUGbFmzZoyS3UM6fuqapGqSmIYhmHr1q1lluokfvKTn5TZ5cuXy+zhhx8usxdeeKHMXn311ZHbH3300XKfixcvltmNGzfKLK3XVJGzcuXKMktVRGvXrh25PVU6pYqfVFuTand27txZZtX5H4ZhWL9+fZlVayHVF6X6llS/lO6pVJtS1TYNwzA8++yzZfbcc8+N3J6qpVKdzdKl9eM8VQOleqx0vloqw9I5Ts+ZJFUipeuW7tNU5bNu3bqR269fv17uk567GzdubDqOdN8k6RrMzMyM3J6ehemZkLzzzjtN+6V/F1tmhbthhrhb+AslAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHS5K2qDWl/rv511Q62flyov0vGn6odUTZMqKqqKjVTTkKqBli9fXmZzc3O3fBzDkCsqUlZVu1Q1GTdz6tSpMtu8eXOZtVaLpGta7Zf2Sdnhw4fLrKooGoZhuOeee8rsYx/7WJml63bixImR21PF0htvvFFmqX7p7NmzZbZ9+/YyS/fi7//+75dZde+k++3IkSNl9vbbb5dZ61pI9/fRo0fLrKrWSevn3LlzZZaeJanSJlXTpLqk9OwdGxsbuT2tyVQzliqw9u/fX2bpuh06dKjM0rms/h1Lz61ULZWer+leTOc/Sf8OV5+pNmjh+AslAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHS5K2qDFkNrLcFCS3UMVT3FMOTKi6mpqTJLv/v48eMjt7fWQmzdurXMnnzyyTL78Ic/XGYvv/xymW3ZsqXMqmqIZcuWlfuk+pZUbZRqa1KlUKqfmZ6eLrPq+lTX82bflbLZ2dkyS1VKqRJp06ZNZbZjx46R29Ma//jHP15m27ZtK7N0jlO1UbqmaX09//zzI7en85iqdVJtUzr+y5cvN+2Xrml1nK01Y6n+J2WpyqeqEhuGvL6qupv0eUuX1v/Uvvvuu7f8XcMwDOvXry+z6r4ZhmF46623yqw6zrRG0m9LlTxp/aSapXS9VQD9avkLJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0+bWtDUr1AgtdKZTqZ9J3pay1KmPFihVldunSpVv+ritXrpTZo48+WmapPuTAgQNllqoyzpw5U2bVcW7cuLHcJx1jqlJKNSDpGNN5Tp9ZXbd0bVI10OnTp8ssHWN1HMOQ67FSBVN1nIcOHSr3+dznPldmGzZsKLM9e/aUWasXX3yxzI4cOTJye7o2u3fvLrN0HtMzaO3atWWW1l2qi6lqg1LdWVpbSTqOtO7SOUla7rdUkZOu94MPPlhmqVLo/vvvb/q+119/feT2VFeVKoVSFVTaL12bX/ziF2WWqBRafP5CCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABd3tO1Qa3VQC31Aq3VQKlWIdXWpO9btmxZmSWzs7Mjt6d6il27dpXZ1q1byyxVtKT6k1QRkuokVq1aNXJ7qlhqrRVJx5iu6djYWJmldTI/Pz9ye1oHqQ7m6NGjZVadx5t9X6pZGh8fv+Xsxo0b5T5zc3NllmqDknS+UiXM8ePHy6xae1NTU7/8gf0v1ToYhnz86b5prVqpKoDSszAdf6r3Svdwa3VWOl/V2ktrMq2RdP7TZ05PT5dZquTZuXPnLe+XjiNVMyUnT54ss4sXLzZ95u2sBkr/PrQex91ebeQvlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdIlveac38pKFflPpTjmOYaiPJR1j69vC6e3F9NZgensxvT13/vz5kdvTW97pjcEdO3aUWXqTO72ZmaxYseKWP/Pq1avlPunty/QWaHojO70Rmd6KT28LV29gprfN0+9Ob3Knz0zrNb0lmu7T6k3W9EZ5WpNJOo4vf/nLZfYHf/AHZbZt27Yyq9ZQ+m3p/k3Xpnrr+mbfl9ZyMjk5OXJ7WnfpONLaSm80p9+dsvSZLW95p/PY+ixJ+7WuoS1btozcnv69ab3vq1aRYcj/ni70PNDa+HI754vF+r6F5i+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANAl1gbdztfUb/fr8ukzWyoLWusFUvVDkiptWutuLl26NHJ7qq5ItShr164ts1QblKom0rWpjj99ZqoHaa3eSLVNqUIq1WhMTEyUWVXrlOo80rlKdSqpmiZdt1TplParfvfq1avLfebn58tsw4YNZZbWVqoGOnToUJlNTU2VWXWcqVoqVTqltZWqv9LvTs+SdCwLfRxJqrRJ0jpJ1yDdO5V0HtN3VVVuw5DvmyQ9nx577LGR248cOdL0XePj42U2NjZWZq11bmktVP/2tc4Xd0ONz+3mL5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0CXWBt3OKp+75RX8qrKgtXojVbSkqpWW6oqbfWZVM3PlypVyn927d5dZa1VGa+1R+szqPKfvSlIlT6rzaK3KSPtVVT7pONLxp3OcqmlSvVRLxcww1NVNGzduLPdpvabpd6f7e+fOnWU2MzNTZtU1TdU66bqla5Nqrlprd1LlVrUWJicny33m5uaajiPdN+n5mv7NSXU91XlONWNJem6lz0zPhCSt8+oapPWTzmO679O/Rem6pedM2q+l8o9b4y+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANAl1gZ5nf7/qqoHUmVHa/1Sqg8ZHx8vs1TVkOqGWmpMWqp6bpYl8/PzZdZSF1NV7tzsu1KdRzqOtE7SOUkVQC11GKkKavXq1WWWpN+WKkKSVBFSSXUqqZom1eCcOHGizJ566qkyS/dptfbSdUvrNa2RNWvWNO2XKnmS6hk0Oztb7rN+/foyO378eJmlGpy0llM1UPrMai2n40/3W7rerVVE6bpt2LChzHbt2jVy+759+8p90r8Baf2nCqz0DE1rKDHPLD5/oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALrE2aKG11ucshlRxkioLqt/QUlkzDLlyIVWcpPOVPjNVNVTSuUoVRVNTU2V28eLFMkvVKGm/dJxVjUa6bqmyo7W6Ih1j+t2pfqOqJEnVIRcuXCiz9LtTjU86xvS70/e1rNf0nEnVTKkqJtXunDt3rmm/zZs3j9yearpSxU9ay5OTk2WW1snZs2fLLKk+M9WWpWuzZMmSpv32799fZi1raxjqdZJqiForctJvS8/e1ntx+/btI7en2qPWNZmeJa11VS1zRGvlX+u/+e/l+iJ/oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALs21QS0VQIvxunw6jiQdS/rMVDHQIlXFJKnGYX5+vsyqqpJhqKstUlVPqndI5ypVo4yNjZVZqppI1ShVBVOqI0l1GOm6Xb58ucxStchC1z2tWLGizNL5T3UYExMTZZbOZaoGaqlSSpUphw8fLrPW351qol555ZUy27Fjxy1/X1r/aY2k40/rdWZmpukz03OyOs/pWqfjSPdUepanrLWKqNJ6bdJ3pdqpVP2V7o9Uc1Wtk3SuVq9eXWbpnLRet4WeI9Lnta7/X1f+QgkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXZprgxajAqjF7a4iqmoEUh1G+ryUpTqJ9LtTlU/ar6qhSDVEZ8+eLbN0TtJxvPvuu2WWaoNStUhVWzM1NVXukyovUv1MqshJdU9Jqq+ozlc6jlQrkr4r/e7169eXWfrdqe6p+r7XXnut3KeqiBqGXL80Pj5eZmktpGz//v23fCxpTaZrmu6NS5cuNWVpnaRarWoNpfXTWuXW+kxI1y3VLFXHmY4xPZPT/dZSqXUzW7duLbMf/ehHI7endZdqg1LlXHrOt/7b11Ll01KBeDOtx3inzFWt/IUSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALo01wa9l7VUD6Tqh/R5qTohVa2MjY2V2ZkzZ8rs0UcfveXvS9UPExMTZdZa/ZDqZ1K1Szpf1bGkipmqRmkYhmHJkiVlln5bqjhJ1SKpoqX6vnT+05pMVSVJOv50bc6fP19mLfdi67U5dOhQmc3MzJTZnj17yixdg0qq8Um/LdW3pPOYasGStE6q52FrRU46j6naKGXpXkz3W3We09pK1Vgt9UvDkNdkqsdK92n1PNy5c2e5T1p3r776aplt2rSpzE6fPl1mLetuGOp74HZX/NzOqsPbXUPkL5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHR5T7/l3fKG6DDkN6MW+q2p9Ibf5cuXy2zLli1llt6Q27x5c5lVb0QuW7as3Ccd/9atW8ssSW+yXr9+vWm/6o3t9KZnelMyrYN0vtJbiGm/pUvrW7U6J6lBIL0p2fr2a2oDSG+WJtU9kNoF1q1bV2bpbduTJ0+WWXrjf+PGjWWW1tD09PTI7deuXSv3SWs8SceRGiPSGkprsnorO7U0pDWSjj+dk/TGfLrf0tvh1W9I5zEdR7pvZmdny2zFihVN37d27doye/nll0duT2s83VOvvfZamaV7Kj3n0zM0qfZLc8JivOW9GO6UY/EXSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDo8p6uDWp1O1/Bb61AOHPmTJlVlR3DkKs5qiqi9F3PP/98mT3zzDNlliovZmZmyixVfaSKk6oKJ1WfrF69uszm5ubKLEl1PWndpXVS/YbWOoxUDZTqW9J+6fhTRUtVH3L+/Plyn3RNU23W3r17m7JUw5LqT6p74NSpU+U+GzZsKLO0/lMFWap9SfulNVRd73Q+0nel50W6T9N+qW4oVTdVz9B0/6ZncjrGXbt2ldmaNWvKLKnqqoZhGPbt23fLx5Fqj9J9f+7cuab90jO09d/Tls9L6yfdi+9l/kIJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF3u+tqgVF2RahzSfi3f11KhMQy5AiHVEqQailQncezYsTLbsWPHyO0vv/xyuc9rr71WZhMTE2WWzkmqKUoVG6nKpzqXqWImVeSk40iVEak2Ja2FFuk40r2R1l26bq33QFrLlXSMqcYk1Q1dunSpzNJaSN+XKoCquptUg5PWT6rUaq10SvdHS71aquNJx5EqhdJxXLlypcxa1+u6detGbk/3WzqP6TjSukvnZOvWrWX2ox/9qMyqdbJ79+5yn0OHDpVZks5JWufp2rSsydaawF/XaqDEXygBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoMtdXxvUqrUqoHW/ls9rrSVItUHPP/98mT377LMjt3/lK18p90lVKwcPHiyzp556qsyOHz9eZqli5urVq2VWVfKkfVatWlVmqaIlVaOkuqHWap1qDaUaorS2WutPknQs4+PjZVbVA6VakVSRk67brl27ymx6errMli9fXmapvmVsbGzk9vTbUg1Ruhdb68laK1qqdZ4qllJ9Ttov/e70mel3p/NV1fWkmrR0/6bjT+t1ZmamzNK1+epXv1pmmzdvHrl9amqq3OcHP/hBmaXna2uF2kL/G9xaPcj/5S+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDlrq8NSq/1pzqAlKWqjGq/9HlJqkdIUjVNVWsxDMPwk5/8pMw+8YlPjNxeVUkMQ66u+P73v19mv/Ebv1FmqfYlVbSsX7++zKp1Mj8/X+6T1sHc3FyZpWNMUo1JuqbVGmpd/1WdzTDka5OyVDeUzld1nOvWrSv3OX/+fJlNTk6W2eHDh8ssrZNUL5VqU6oqmVSnkrJUP7N69epbPo5hyOsk1UtVa7m1Giutn/QMTdcm7Zeyar2m89G6RtIz4cknnyyzv/zLvyyzVOf2qU99auT2Q4cOlfucPHmyzFqfr611PS0VQK0zhEqh/8tfKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgy11fG5Qsxmv91We21ga1VhYkFy5cKLNUbfHCCy+M3P7000+X+3zzm98ss+9+97tl9id/8idltnHjxjKbnZ0ts1QJU1VUrFy5stwnVTOl65bOcfrMVBGSal+qY0l1PKl+JlWmpP1StUv63anupqowSr9tfHy8zPbv319mqf4krZN0v6V1UmWpfqm1didJn5mkdVLVXKU1ko4/3dvLli0rs/TbUjY1NVVm1XVL6zj9tomJiTJL5/iRRx4ps29/+9tllv5d2bNnz8jt//mf/1nuk9ZrOifpt6Vn6GJUBbZ8F/+Xv1ACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJf3dG1Q0lo9UO2XKihaPq8nu3jxYplt3bq1zF566aWR2z/5yU+W+6T6llTD8tWvfrXMvvCFL5TZ9PR0maVrcP78+ZHbUx1PUtXZ3Ow4Uh3G1atXm76vqslJNUSpxiRlV65cKbPW70vXtPrdrTVE6V7cvHlzmaV1kmpT0vdV5yvtkypyWuueUpa+r+UZ2lptlJ4zq1atKrO5ubmm70vrvDonp0+fLvdJtVOt1UZ/+7d/W2bpnqqqgYahrsA6evRouc/8/HyZJa3VQK0WuvKP/8tfKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgy69tbVCyGJUFt/O7Ug1CqgipqjlSZcS2bdvK7PDhw2X2zW9+s8w++9nPltm6devKrKoGGoZcA1JZurS+PVKdR+s1Td+XamsmJydHbk+VKaniJ/22dIypPqe1Uqhar+kcp/qcVDGTfneqRqlqm4YhV3hV35fORzrHqeKntZomaVkn6dmUarPS+kmfmc5XWsvpWVLdi2vXri33SbVBly9fLrNUl/QXf/EXZZae86k67rXXXhu5PZ2r9F2tlTzpHm5dr5Xb+e/9e52/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAF7VBCyTVI9zuWoL0fTMzM2W2YsWKkdv37dtX7rN3794yO378eJmlSqHvfe97ZfbEE0+U2fT0dJmtWbNm5PZU0TI2NlZmFy5cKLMk1ZhMTU2VWarRqI4l1XmkLK2ftM5bK0JSJUlVF5PORzrHqXLk0qVLZZbWSaqESeukugattUHpnFT39s2y9H0pq35bOsZWad2l2p30u1tqa9LzIt1TqQrtv//7v8vslVdeKbN0LOneP3HixMjtqdIp/baFrvi5GRVAv1r+QgkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBdved/BWt8cb33rrnoDvHpDehiG4fLly2W2atWqMpufny+zv/mbvymzz3/+82X26KOPltm77747cns6x+m3VZ93M+mN4PT2Zcub0El6Qzf9trR+li1b1rRf+m3VZ7Z+V3qTO62FtJbT9127dq3MLl68OHJ7Oh/preUkrbv0mXNzc2WW1kn1u9NvS29WL0aDQLq/0/dVn5nWwdq1a8ssneOvfOUrZdb6fenZW/0bkPZpvTaL4U5qW/l15C+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANBFbdACud2VBKkeobV+o6qtSdUbqYZl/fr1TfsdP368zP7pn/6pzFKVzBNPPDFyezpXExMTZXb+/PkyS1L9TKqYmZycLLN33nln5PZ0jtPvrj5vGHK1UTr/6fvS726pREp1Nunz0u9urW1KWap9qaTfls5/Oo707ErXLR1/tV96/qT6olRzla5buocvXLjQlFXnedeuXeU+hw4dKrO/+7u/K7M333yzzNKzJJ3LVJdUPTNudx1P62eqBvrV8hdKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOiiNug2aK1cSFn6zCTVjlRVH7Ozs+U+q1evLrNUazE+Pl5mqSLk1KlTZfalL32pzK5evTpy+zPPPFPus2fPnjLbv39/mSWpaiVVfbRWN1Va1sEwDMOKFSvKLB1/+r6WmqKpqalyn3SOx8bGyuzgwYNlln7bzp07yyypPjNVM6XflrKVK1eWWaqRSdf7ypUrZVbVFKVrnZ4l6XmXaqfS9d6+fXuZTU9Pl1n129IxfvWrXy2zH/zgB2WWPjPVRKV/O86cOVNm1Rq63bVB3J38hRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuqgNug1a639a6xhav6+qjEi1NKmCYu3atWW2fv36MkvVIqni5MSJE2X213/917f8XTt27CizDRs2lNnMzEyZpUqk1gqpiYmJkdtTVU/KWutIUrVOWkNVDcsw1OcrrYOqImoYhmHNmjVllmp35ufnm74vneeqCiqd43Su0r2d1t3k5GSZpfqcVGVVfV/6belcpWuTzkmSnkEXLlwos29961sjt7/66qvlPj/+8Y/LLNV0LUaV0tzcXJlV10c1EL8Mf6EEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC5qg37FFqMaqHW/qoYi1VPMzs6WWaqKqapuhiHXaKSKk3QsVY1GVSc0DMNw4MCBMvvCF75QZlNTU2WWqlZSNc3Y2FiZVdUiqSInVd0kqaKlNUvr68qVK7/cgf0v6beNj4+XWaq5unjx4i0fxzDkupvqXkzrP1XrpGqgdC+m879ly5Yye+utt8qsut6pWipVeKXzmKp10vGnY0kVZH//938/cnuq40lSTdeePXvKLFU6pfWarnel9d+bxajF487lL5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0EVt0HvQQtcxpBqTVAuRakBSHUxLRc4w5OOsKj1SDcsPf/jDMjtz5kyZ/fEf/3GZffCDHyyzVPWRal+qSqR0jtN1SxUtqZom1Z+k2qB0vavfXf3mm0nVTKnSacOGDWXWUsOSpHO8YsWKMrt8+XKZpfvm7bffLrOHHnqozO65554yqyq30v2WsnRtWtdyqgz7l3/5lzJrqQdK98b27dvLLD3LUz1Wa4UR9PAXSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDo8r5hGBa2Y4a7VlW7k2o5UtVHa93QunXryixVET311FNl9rOf/Wzk9lSvkX5bOv5U9fGHf/iHZfb00083febs7OzI7akyJVW+pIqfZPny5WWWqnBSpc2pU6dGbk/1OenaTE1NldnRo0fL7MKFC2X2wAMPlFmql6rOc1p3q1atKrNUI5OuTarkSdfm/vvvL7Njx46N3H7+/Plyn3TdUpbqsb7//e+X2Te+8Y2mz6yOJZ3H8fHxMku1Wel3V/fGMOTnRXouLHQFVrLQ9Xb86vkLJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0qXsO+LWT6iQW+vNSPcXMzEyZpRqTkydPltl99903cnuqdTl+/HiZtZ6rf/zHfyyzf/3Xfy2zZ599tsz27ds3cvsjjzxS7pOqgXbt2lVm6Xen+pN03dJ+VUJz2eUAAAXASURBVE3U9evXb3mfm2WTk5Nllr4vSVUy1blMFTMrV64ss3RPtd6LaZ2k6qbq+1K1Uaptevnll8vs9ddfL7ODBw+WWTon6bpV12BiYqLcJ1VBnT59usxStU5r7U5LPVPr+lEN9OvFXygBAOhioAQAoIuBEgCALgZKAAC6GCgBAOjiLW9+JdLbf+mNyPn5+TI7duxYmW3evHnk9qmpqabvunLlSpldu3atzG7cuFFms7OzZfad73ynzKo3MNPnHTp0qMz27t1bZg888ECZbdiwocyee+65MktvV1dvBac1cvny5TJLb1Cn65bWQnrzOn1m9eZ765vop06dKrP0u6enp8vsnnvuKbOqXWAYhuHP/uzPRm5PazJdt4sXL5ZZOl8tbzQPQz7P1dvt739//feZ1GSQmiaSxXirv9pvMd7k9nb4e4+/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl/cNw+D9fKLbXe+wGN9XVbts37693CfVeaQakKrqZhiG4dKlS2WWfneqyanOSaoxWbJkSZmlGpaqMmUY8rm87777yuyjH/1omT3xxBMjt+/Zs6fc54UXXiizXbt2ldmXvvSlMkvX5plnnimzI0eOlFm1TlJFzqZNm8osra033nijzObm5sosreXDhw+XWVU/k35bqrpJ9326NqnSKVUppd9dVZAlR48eLbPr16/f8ufdTOsztNpPjQ+/DH+hBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuaoO4q6Q6jBapWidV3aRKoampqTJL1SjpM1ONyUJXfaRz3Jql2qMWVZ3QMAzDjRs3ymzLli1ldvLkyTJL1UbHjx8vs3PnzpXZsmXLRm5PFT9Lly4ts/S70/q5du1amaU11JKl9Z9U5+pmWarkSbVBqZ7p8uXLI7efPXu23CedY3iv8BdKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOiiNoi7ykLXBiWpUmjnzp1llqpdZmZmymzdunVlliqFqoqWJUuWlPtcvHixzFK1S2vty+2U1ki6pum6pet9+vTpMkt1MdW5TBVLrVVQi6GlQmrNmjXlPqma6eDBg2X2zjvvlFmqbXr88cfL7MUXXyyzqoKptWIpncc76XrDzfgLJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0URsEAEAXf6EEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDL/we6NBqOKeeUbwAAAABJRU5ErkJggg==" y="-7.36"/> </g> <g id="LineCollection_13"> <path clip-path="url(#pa9e872bcb6)" d="M 697.125 62.186929 L 698.775 62.186929 L 700.425 62.186929 L 701.25 63.011451 L 702.075 63.835974 L 702.9 64.660497 L 703.725 65.48502 L 705.375 65.48502 L 706.2 66.309543 L 705.375 67.134066 L 704.55 67.958589 L 703.725 68.783111 L 702.9 67.958589 L 702.075 67.134066 L 701.25 67.958589 L 700.425 68.783111 L 698.775 68.783111 L 697.125 68.783111 L 696.3 69.607634 L 696.3 71.25668 L 696.3 72.905726 L 695.475 73.730249 L 693.825 73.730249 L 693 72.905726 L 693 71.25668 L 693 69.607634 L 693 67.958589 L 693 66.309543 L 693.825 65.48502 L 694.65 64.660497 L 695.475 63.835974 L 696.3 63.011451 L 697.125 62.186929 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa9e872bcb6)" d="M 725.175 62.186929 L 726 63.011451 L 726.825 63.835974 L 728.475 63.835974 L 730.125 63.835974 L 731.775 63.835974 L 732.6 64.660497 L 733.425 65.48502 L 734.25 66.309543 L 734.25 67.958589 L 735.075 68.783111 L 735.9 69.607634 L 735.075 70.432157 L 734.25 71.25668 L 733.425 72.081203 L 732.6 72.905726 L 732.6 74.554771 L 731.775 75.379294 L 730.95 74.554771 L 730.125 73.730249 L 729.3 72.905726 L 728.475 72.081203 L 727.65 71.25668 L 728.475 70.432157 L 729.3 69.607634 L 729.3 67.958589 L 728.475 67.134066 L 726.825 67.134066 L 725.175 67.134066 L 723.525 67.134066 L 722.7 66.309543 L 723.525 65.48502 L 724.35 64.660497 L 724.35 63.011451 L 725.175 62.186929 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa9e872bcb6)" d="M 721.875 67.134066 L 722.7 67.958589 L 721.875 68.783111 L 721.05 67.958589 L 721.875 67.134066 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa9e872bcb6)" d="M 707.025 68.783111 L 707.85 69.607634 L 707.025 70.432157 L 706.2 69.607634 L 707.025 68.783111 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pa9e872bcb6)" d="M 708.675 75.379294 L 710.325 75.379294 L 711.975 75.379294 L 713.625 75.379294 L 715.275 75.379294 L 716.1 76.203817 L 715.275 77.02834 L 713.625 77.02834 L 711.975 77.02834 L 711.15 77.852863 L 710.325 78.677386 L 709.5 77.852863 L 708.675 77.02834 L 707.85 76.203817 L 708.675 75.379294 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#pa9e872bcb6)" d="M 711.975 65.48502 L 712.8 66.309543 L 713.625 67.134066 L 714.45 67.958589 L 713.625 68.783111 L 711.975 68.783111 L 711.15 67.958589 L 711.15 66.309543 L 711.975 65.48502 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#pa9e872bcb6)" d="M 703.725 35.790408 L 721.875 35.790406 L 723.525 36.133722 L 725.175 36.133941 L 725.674955 36.62672 L 726.825 37.439893 L 730.125 37.465265 L 731.775 39.138597 L 735.075 39.138453 L 736.725 40.83482 L 738.375 40.820343 L 740.025 41.117517 L 740.481604 41.573857 L 742.350172 43.222903 L 746.625 47.714519 L 747.465076 48.17004 L 748.275 48.890786 L 749.925 49.287547 L 750.456847 49.819086 L 751.742056 51.468132 L 753.567464 54.766223 L 754.05 56.415269 L 754.383437 58.064314 L 754.875 58.525329 L 755.765158 59.71336 L 756.041348 61.362406 L 756.525 61.8261 L 757.531608 63.011451 L 758.406685 64.660497 L 759 66.309543 L 759 67.958589 L 759.825 69.743117 L 759.177742 71.25668 L 760.560636 72.905726 L 760.128825 74.554771 L 759.291747 76.203817 L 758.99869 77.852863 L 759.965902 79.501909 L 759.440475 81.150954 L 759.0337 82.8 L 758.763287 84.449046 L 757.959863 86.098091 L 757.441088 87.747137 L 757.211472 89.396183 L 755.864802 92.694274 L 755.660862 94.34332 L 755.693037 99.290457 L 755.339721 100.939503 L 754.465806 102.588549 L 754.067933 104.237594 L 754.05 105.88664 L 754.632879 107.535686 L 754.145472 109.184731 L 753.897761 110.833777 L 753.421351 112.482823 L 753.225 112.691389 L 751.24143 114.131868 L 750.75 115.780914 L 749.164522 117.42996 L 748.275 118.710556 L 746.625 119.387653 L 744.975 120.49825 L 741.675 120.49858 L 740.025 119.23976 L 736.725 121.896345 L 735.075 122.472442 L 733.425 122.236447 L 730.125 122.218782 L 728.475 121.935055 L 726.825 120.493733 L 725.175 118.151239 L 724.68088 117.42996 L 724.35 115.780914 L 724.310344 104.237594 L 723.996451 102.588549 L 723.525 102.093038 L 722.728271 100.939503 L 722.7 97.641411 L 721.875 96.483596 L 720.225 95.684097 L 718.575 94.799844 L 703.725 94.802164 L 702.274021 95.992366 L 702.075 96.374012 L 701.54071 97.641411 L 701.25 99.290457 L 701.25 100.939503 L 700.054457 102.588549 L 700.425 102.958877 L 701.25 104.237594 L 701.041204 105.88664 L 700.179405 107.535686 L 700.425 107.808061 L 701.204888 109.184731 L 701.246268 114.131868 L 701.25 115.780914 L 700.957177 117.42996 L 698.775 120.474532 L 698.521334 120.728051 L 696.511496 122.377097 L 695.475 123.271294 L 688.875 123.262459 L 683.925 119.208531 L 682.275 119.365476 L 678.975 119.3382 L 678.715656 119.079006 L 677.325 118.108156 L 674.85 115.780914 L 674.421655 114.131868 L 674.025 113.770195 L 672.375 112.846108 L 672.092097 112.482823 L 670.725 111.497563 L 670.062754 110.833777 L 671.530485 109.184731 L 670.725 107.234422 L 670.129175 105.88664 L 669.866372 104.237594 L 669.481085 102.588549 L 668.574259 100.939503 L 668.283001 99.290457 L 668.231445 97.641411 L 668.460704 95.992366 L 669.563975 94.34332 L 669.911415 92.694274 L 669.91278 89.396183 L 669.820398 87.747137 L 669.075 85.791348 L 668.517996 84.449046 L 667.832632 81.150954 L 666.972285 79.501909 L 666.607342 77.852863 L 666.6 69.607634 L 666.675074 67.958589 L 668.141796 66.309543 L 668.282586 64.660497 L 668.232278 63.011451 L 669.075 61.87118 L 669.603819 61.362406 L 669.9 59.71336 L 671.002877 58.064314 L 672.180407 54.766223 L 674.025 52.984049 L 677.325 49.393135 L 680.625 45.888346 L 682.275 45.965486 L 684.869027 43.222903 L 685.575 42.517338 L 687.225 42.517978 L 688.875 40.839262 L 692.175 40.824474 L 693.825 39.138569 L 695.475 39.138568 L 697.125 37.44175 L 702.075 37.420533 L 703.725 35.790408 L 703.725 35.790408 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 26.885328 L 656.12625 26.885328 L 656.12625 15.271578 L 649.44 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 24.389703)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 26.885328 L 776.16 26.885328 L 776.16 15.271578 L 767.821875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 157.83158 L 666.028125 157.83158 L 666.028125 146.21783 L 633.6 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=40 --> <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 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(633.6 155.335955)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-30"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p2346019263)"> <image height="150.24" id="image0ae67c8bb2" 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"> <path clip-path="url(#p2346019263)" d="M 881.925 70.432157 L 883.575 70.432157 L 885.225 70.432157 L 886.05 71.25668 L 886.875 72.081203 L 887.7 72.905726 L 887.7 74.554771 L 888.525 75.379294 L 889.35 76.203817 L 888.525 77.02834 L 886.875 77.02834 L 885.225 77.02834 L 884.4 77.852863 L 883.575 78.677386 L 882.75 79.501909 L 881.925 80.326431 L 880.275 80.326431 L 878.625 80.326431 L 877.8 79.501909 L 877.8 77.852863 L 878.625 77.02834 L 880.275 77.02834 L 881.1 76.203817 L 881.1 74.554771 L 881.1 72.905726 L 881.1 71.25668 L 881.925 70.432157 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2346019263)" d="M 855.525 72.081203 L 857.175 72.081203 L 858.825 72.081203 L 859.65 72.905726 L 860.475 73.730249 L 861.3 74.554771 L 861.3 76.203817 L 861.3 77.852863 L 861.3 79.501909 L 860.475 80.326431 L 859.65 79.501909 L 858.825 78.677386 L 858 77.852863 L 857.175 77.02834 L 855.525 77.02834 L 854.7 76.203817 L 853.875 75.379294 L 853.05 74.554771 L 853.875 73.730249 L 854.7 72.905726 L 855.525 72.081203 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2346019263)" d="M 876.975 80.326431 L 877.8 81.150954 L 876.975 81.975477 L 876.15 81.150954 L 876.975 80.326431 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#p2346019263)" d="M 862.125 42.32936 L 880.275 42.330964 L 881.925 43.935872 L 885.225 43.94193 L 886.875 45.628292 L 888.525 45.622649 L 890.175 47.352563 L 891.825 48.959532 L 893.475 48.994563 L 895.125 50.702319 L 896.775 50.643609 L 900.785467 54.766223 L 902.275902 56.415269 L 905.509954 59.71336 L 907.244336 63.011451 L 909.574721 66.309543 L 910.371413 67.958589 L 910.8 69.607634 L 911.028715 71.25668 L 911.625 71.816066 L 912.541615 72.905726 L 912.83423 74.554771 L 913.275 74.964332 L 914.09437 76.203817 L 914.1 84.449046 L 912.534524 86.098091 L 912.419588 87.747137 L 912.45 91.045229 L 911.083797 92.694274 L 909.636686 94.34332 L 907.982294 95.992366 L 906.528355 97.641411 L 905.025 98.726523 L 903.375 98.727184 L 901.725 97.379727 L 900.075 97.235583 L 890.175 97.246744 L 886.875 97.232996 L 885.225 97.402484 L 884.985934 97.641411 L 883.575 98.643797 L 881.925 99.227263 L 880.275 99.050742 L 875.325 99.048578 L 875.082981 99.290457 L 873.675 101.086843 L 872.025 102.929961 L 870.375 102.924722 L 870.038632 102.588549 L 868.725 101.089948 L 867.075 101.102548 L 865.379288 99.290457 L 863.775 97.344316 L 853.875 97.238974 L 852.225 95.955937 L 838.968816 95.992366 L 837.375 97.320067 L 834.075 97.327337 L 832.425 95.649597 L 831.6 94.34332 L 831.397922 92.694274 L 830.775 92.090569 L 829.95 91.045229 L 828.960466 89.396183 L 828.3 87.747137 L 828.302896 76.203817 L 829.125 74.95948 L 829.563099 74.554771 L 829.887563 72.905726 L 831.339049 71.25668 L 831.6 69.607634 L 832.683317 67.958589 L 834.075 64.566446 L 835.23248 63.011451 L 836.089887 61.362406 L 836.980187 59.71336 L 837.375 59.318776 L 839.025 57.403638 L 840.675 55.692297 L 843.27027 53.117177 L 845.625 50.643609 L 847.275 50.692755 L 848.925 49.214723 L 850.575 48.987476 L 852.225 47.326648 L 853.875 46.770168 L 854.124317 46.520994 L 855.525 45.628647 L 857.175 43.941929 L 860.475 43.941709 L 862.125 42.32936 L 862.125 42.32936 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 26.885328 L 814.52625 26.885328 L 814.52625 15.271578 L 807.84 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 24.389703)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 26.885328 L 934.56 26.885328 L 934.56 15.271578 L 926.221875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 157.83158 L 824.428125 157.83158 L 824.428125 146.21783 L 792 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=65 --> <g style="fill:#ffffff;" transform="translate(792 155.335955)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-35"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#pafa204e609)"> <image height="150.24" id="imageb2db63fad1" 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(#pafa204e609)" d="M 1018.875 57.199797 L 1038.675 57.092459 L 1040.325 57.330897 L 1041.975 57.299042 L 1045.275 60.605047 L 1046.925 62.12442 L 1048.575 63.89522 L 1050.225 64.747588 L 1051.138691 66.309543 L 1052.431919 67.958589 L 1053.525 69.877998 L 1055.175 72.444099 L 1055.562251 72.905726 L 1056.825 75.07337 L 1057.48704 76.203817 L 1057.65 77.852863 L 1057.929202 79.501909 L 1059.081962 81.150954 L 1059.596177 82.8 L 1060.125 83.328518 L 1060.950938 84.449046 L 1060.125 86.589327 L 1059.59219 87.747137 L 1059.216423 89.396183 L 1058.475 90.137177 L 1056.825 91.462585 L 1055.175 91.440126 L 1053.525 92.292731 L 1051.875 92.29213 L 1051.472624 92.694274 L 1050.225 93.580062 L 1048.575 95.19986 L 1043.625 95.167843 L 1042.643145 95.992366 L 1041.975 96.703199 L 1040.325 96.836767 L 1033.725 96.838494 L 1032.075 97.78196 L 1028.775 97.781057 L 1027.125 97.423835 L 1022.175 97.428184 L 1020.525 96.643995 L 1019.872993 95.992366 L 1019.640301 94.34332 L 1018.875 93.578461 L 1017.225 92.279592 L 1007.325 92.292132 L 1004.025 91.46617 L 1003.616635 91.045229 L 1002.375 90.138021 L 1000.725 88.57166 L 999.075 88.57166 L 998.01428 87.747137 L 997.087576 86.098091 L 996.59925 84.449046 L 998.4332 81.150954 L 999.622383 79.501909 L 1001.638778 76.203817 L 1004.866 71.25668 L 1005.179075 69.607634 L 1005.101826 67.958589 L 1006.390975 66.309543 L 1007.325 64.675081 L 1009.03445 64.660497 L 1009.953596 63.011451 L 1010.625 62.340436 L 1012.275 62.12442 L 1012.971225 61.362406 L 1013.925 60.537883 L 1017.225 58.888837 L 1018.165336 58.064314 L 1018.875 57.199797 L 1018.875 57.199797 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 26.885328 L 972.92625 26.885328 L 972.92625 15.271578 L 966.24 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 24.389703)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 26.885328 L 1092.96 26.885328 L 1092.96 15.271578 L 1084.621875 15.271578 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 24.389703)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 157.83158 L 982.828125 157.83158 L 982.828125 146.21783 L 950.4 146.21783 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=89 --> <defs> <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/> <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(950.4 155.335955)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-38"/> <use x="206.591797" xlink:href="#DejaVuSans-39"/> </g> </g> </g> </g> <defs> <clipPath id="p4963fb35cb"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="pe2209fc42d"> <rect height="150.063159" width="158.4" x="0" y="7.76842"/> </clipPath> <clipPath id="p535ab74c0c"> <rect height="150.063159" width="158.4" x="158.4" y="7.76842"/> </clipPath> <clipPath id="pee57d7fe06"> <rect height="150.063159" width="158.4" x="316.8" y="7.76842"/> </clipPath> <clipPath id="p4f0026fcce"> <rect height="150.063159" width="158.4" x="475.2" y="7.76842"/> </clipPath> <clipPath id="pa9e872bcb6"> <rect height="150.063159" width="158.4" x="633.6" y="7.76842"/> </clipPath> <clipPath id="p2346019263"> <rect height="150.063159" width="158.4" x="792" y="7.76842"/> </clipPath> <clipPath id="pafa204e609"> <rect height="150.063159" width="158.4" x="950.4" y="7.76842"/> </clipPath> </defs></g>
- </g>
- </svg>
|
