sub-18_ses-02_task-rest_rec-prenorm_run-pre_rois.svg 838 KB

1234567
  1. <svg xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg" version="1.1" viewBox="0 0 1108 469.55725190839695" preserveAspectRatio="xMidYMid meet">
  2. <g>
  3. <g transform="translate(0, 0) scale(1.0) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-z-74c1a6a9-6521-4d4b-ad0a-cb6f0f39f0d6"> <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(#p34354ad5b2)"> <image height="165.6" id="image092a93dfed" 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(#p2f54748faf)"> <image height="165.6" id="image6ecdf8c4ed" transform="scale(1 -1)translate(0 -165.6)" width="145.44" x="7" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_1"> <path clip-path="url(#p2f54748faf)" d="M 69.132256 102.24 L 69.851381 102.96 L 69.132256 103.68 L 68.413131 102.96 L 69.132256 102.24 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 50.435017 103.68 L 51.154142 104.4 L 51.154142 105.84 L 51.154142 107.28 L 50.435017 108 L 49.715893 107.28 L 49.715893 105.84 L 49.715893 104.4 L 50.435017 103.68 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 73.447003 106.56 L 74.885253 106.56 L 76.323502 106.56 L 77.761751 106.56 L 79.2 106.56 L 79.919125 107.28 L 79.2 108 L 78.480875 108.72 L 77.761751 109.44 L 77.042626 108.72 L 76.323502 108 L 75.604377 108.72 L 74.885253 109.44 L 74.166128 108.72 L 73.447003 108 L 72.727879 107.28 L 73.447003 106.56 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 51.873266 108 L 52.592391 108.72 L 52.592391 110.16 L 52.592391 111.6 L 51.873266 112.32 L 51.154142 111.6 L 51.154142 110.16 L 51.154142 108.72 L 51.873266 108 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 79.2 120.96 L 79.919125 121.68 L 79.2 122.4 L 78.480875 121.68 L 79.2 120.96 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_2"> <path clip-path="url(#p2f54748faf)" d="M 87.829495 99.36 L 88.548619 100.08 L 89.267744 100.8 L 89.986869 101.52 L 89.267744 102.24 L 88.548619 102.96 L 87.829495 103.68 L 87.11037 104.4 L 87.11037 105.84 L 87.11037 107.28 L 86.391246 108 L 84.952997 108 L 84.233872 108.72 L 83.514747 109.44 L 82.076498 109.44 L 81.357374 108.72 L 81.357374 107.28 L 82.076498 106.56 L 82.795623 105.84 L 83.514747 105.12 L 84.233872 104.4 L 84.233872 102.96 L 84.952997 102.24 L 85.672121 101.52 L 86.391246 100.8 L 87.11037 100.08 L 87.829495 99.36 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 64.817509 100.8 L 66.255758 100.8 L 66.974882 101.52 L 67.694007 102.24 L 68.413131 102.96 L 69.132256 103.68 L 69.851381 104.4 L 69.851381 105.84 L 69.851381 107.28 L 69.851381 108.72 L 69.851381 110.16 L 70.570505 110.88 L 71.28963 111.6 L 70.570505 112.32 L 69.851381 113.04 L 69.851381 114.48 L 69.132256 115.2 L 67.694007 115.2 L 66.974882 114.48 L 66.974882 113.04 L 67.694007 112.32 L 68.413131 111.6 L 68.413131 110.16 L 68.413131 108.72 L 68.413131 107.28 L 67.694007 106.56 L 66.255758 106.56 L 65.536633 107.28 L 65.536633 108.72 L 64.817509 109.44 L 64.098384 108.72 L 63.37926 108 L 62.660135 108.72 L 62.660135 110.16 L 61.94101 110.88 L 61.221886 110.16 L 61.221886 108.72 L 61.221886 107.28 L 61.94101 106.56 L 63.37926 106.56 L 64.098384 105.84 L 64.098384 104.4 L 64.098384 102.96 L 64.098384 101.52 L 64.817509 100.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 73.447003 106.56 L 74.166128 107.28 L 73.447003 108 L 72.727879 107.28 L 73.447003 106.56 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 77.761751 106.56 L 79.2 106.56 L 79.919125 107.28 L 79.2 108 L 77.761751 108 L 77.042626 107.28 L 77.761751 106.56 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 93.582491 106.56 L 94.301616 107.28 L 95.02074 108 L 95.739865 108.72 L 95.02074 109.44 L 93.582491 109.44 L 92.863367 108.72 L 92.863367 107.28 L 93.582491 106.56 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 87.829495 108 L 88.548619 108.72 L 88.548619 110.16 L 88.548619 111.6 L 87.829495 112.32 L 87.11037 111.6 L 87.11037 110.16 L 87.11037 108.72 L 87.829495 108 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 84.952997 109.44 L 85.672121 110.16 L 85.672121 111.6 L 84.952997 112.32 L 84.233872 113.04 L 84.233872 114.48 L 84.233872 115.92 L 83.514747 116.64 L 82.795623 115.92 L 82.076498 115.2 L 81.357374 114.48 L 82.076498 113.76 L 82.795623 113.04 L 82.795623 111.6 L 83.514747 110.88 L 84.233872 110.16 L 84.952997 109.44 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 54.749765 112.32 L 55.468889 113.04 L 54.749765 113.76 L 54.03064 113.04 L 54.749765 112.32 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 64.817509 118.08 L 66.255758 118.08 L 66.974882 118.8 L 66.255758 119.52 L 64.817509 119.52 L 64.098384 118.8 L 64.817509 118.08 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 79.2 119.52 L 79.919125 120.24 L 79.2 120.96 L 78.480875 120.24 L 79.2 119.52 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 69.132256 120.96 L 69.851381 121.68 L 69.851381 123.12 L 69.132256 123.84 L 68.413131 123.12 L 68.413131 121.68 L 69.132256 120.96 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 59.064512 122.4 L 59.783637 123.12 L 59.064512 123.84 L 58.345388 123.12 L 59.064512 122.4 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_3"> <path clip-path="url(#p2f54748faf)" d="M 76.323502 28.856766 L 77.761751 28.973638 L 79.2 28.672197 L 80.638249 28.947191 L 83.514747 29.128983 L 84.952997 29.293107 L 86.391246 29.297985 L 86.800769 29.52 L 87.829495 30.231592 L 88.310094 30.96 L 88.886814 32.4 L 89.866621 33.84 L 91.782622 35.28 L 92.144242 35.632262 L 93.582491 35.675963 L 95.02074 34.568594 L 96.45899 34.88753 L 97.897239 34.610706 L 99.335488 34.56 L 100.945981 33.84 L 102.211986 33.024391 L 103.650235 33.068136 L 105.088484 34.025846 L 106.526734 35.00848 L 107.964983 35.470882 L 110.074371 38.16 L 111.011943 39.6 L 111.622173 41.04 L 111.868719 42.48 L 111.963938 43.92 L 112.27973 44.236176 L 113.717979 44.525547 L 115.156228 45.69002 L 117.210535 48.24 L 117.436097 49.68 L 117.325199 51.12 L 118.39285 52.56 L 117.365958 55.44 L 117.313602 56.88 L 116.95497 58.32 L 116.594477 58.680932 L 115.789148 59.76 L 116.225442 61.2 L 116.340346 62.64 L 116.207406 64.08 L 116.594477 64.506119 L 117.218208 65.52 L 117.278474 66.96 L 118.636339 68.4 L 118.457128 69.84 L 119.729678 72.72 L 119.657147 74.16 L 121.101159 75.6 L 120.725138 77.04 L 120.909225 78.759726 L 121.147962 79.92 L 122.644986 81.36 L 123.452696 82.8 L 123.491399 84.24 L 123.785723 84.568134 L 124.600205 85.68 L 124.663135 88.56 L 124.494067 97.2 L 124.332985 108.72 L 123.785723 110.690768 L 122.347474 113.92017 L 121.857729 114.48 L 120.785121 115.92 L 120.85701 117.36 L 120.687325 118.8 L 120.38886 120.24 L 119.014603 123.12 L 117.165105 124.56 L 116.594477 125.1136 L 113.717979 126.881445 L 113.160104 127.44 L 112.936241 128.88 L 112.27973 130.490721 L 111.716002 131.76 L 111.478746 133.2 L 110.230403 136.08 L 110.081099 137.52 L 100.773737 146.890841 L 97.897239 146.88 L 95.02074 148.351815 L 93.582491 148.521095 L 92.144242 149.770028 L 87.829495 149.817629 L 84.952997 149.76 L 83.464068 149.04 L 82.076498 147.988211 L 79.2 147.984921 L 77.761751 149.216513 L 76.323502 149.76 L 74.885253 149.576318 L 72.97861 150.48 L 72.008754 150.848213 L 70.413893 150.48 L 67.694007 150.239622 L 63.37926 150.044139 L 61.94101 151.195421 L 60.502761 151.51288 L 59.064512 150.822774 L 58.687897 150.48 L 57.626263 149.81773 L 56.188014 149.835524 L 54.749765 148.820088 L 53.311516 147.064421 L 51.873266 146.796857 L 50.435017 146.88 L 49.429521 146.16 L 48.996768 145.711568 L 45.624712 143.28 L 44.682021 142.161212 L 43.177087 141.84 L 41.775979 140.4 L 38.653223 136.08 L 37.490775 135.297827 L 36.855118 134.64 L 36.842652 131.76 L 36.840869 130.32 L 35.608168 128.88 L 34.141212 127.44 L 33.610392 126 L 33.176028 125.516489 L 32.543447 124.56 L 32.778154 123.12 L 32.856738 121.68 L 32.464907 120.24 L 30.877448 118.8 L 30.638432 117.36 L 30.083504 115.92 L 29.809763 114.48 L 29.296796 113.04 L 29.038464 111.6 L 29.013447 110.16 L 29.340662 108.72 L 27.998883 107.28 L 27.821344 105.84 L 28.097888 100.08 L 28.86128 98.436247 L 29.518605 97.2 L 29.59596 92.88 L 29.626076 87.12 L 31.190218 85.68 L 31.294554 84.24 L 31.942188 82.8 L 32.669396 81.36 L 32.85396 79.92 L 33.522958 78.48 L 33.953227 77.04 L 36.052526 75.185281 L 37.297482 74.16 L 37.84068 72.72 L 37.538867 71.28 L 38.929024 69.278859 L 40.038117 66.96 L 40.367273 66.597664 L 40.945984 65.52 L 40.928821 64.08 L 41.805523 62.413986 L 43.709862 59.76 L 44.044149 58.32 L 43.243772 56.706991 L 42.524647 55.44 L 42.524647 51.12 L 42.865168 49.68 L 43.243772 49.300936 L 44.682021 47.626558 L 45.534277 46.8 L 45.545787 43.92 L 51.873266 37.596119 L 53.311516 36.285534 L 54.749765 35.839958 L 56.188014 35.900642 L 57.626263 36.083771 L 59.064512 36.681381 L 60.502761 36.598954 L 61.94101 36.763272 L 63.37926 36.797359 L 64.817509 37.062891 L 66.255758 36.353751 L 67.694007 35.696163 L 69.132256 34.792778 L 70.570505 34.407732 L 70.899743 33.84 L 75.427121 29.52 L 76.323502 28.856766 L 76.323502 28.856766 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p2f54748faf)" d="M 72.008754 67.895729 L 71.185701 68.4 L 71.448707 69.84 L 72.008754 70.548091 L 72.575726 71.28 L 73.447003 72.426574 L 74.885253 72.342173 L 76.323502 72.516808 L 77.761751 72.564479 L 78.513406 72.72 L 79.2 72.848658 L 79.465745 72.72 L 80.638249 72.284968 L 82.076498 71.996882 L 83.514747 72.013104 L 84.952997 71.599453 L 85.268921 71.28 L 86.391246 70.122184 L 86.673087 69.84 L 87.586763 68.4 L 86.391246 67.637672 L 84.952997 67.816109 L 83.514747 67.835748 L 82.076498 67.870492 L 80.638249 67.909831 L 79.2 67.947534 L 77.761751 67.982943 L 76.323502 68.023523 L 74.885253 68.044071 L 73.447003 68.151772 L 72.008754 67.895729 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 21.094735 19.89375 L 27.780985 19.89375 L 27.780985 8.28 L 21.094735 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(21.094735 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 128.96714 19.89375 L 137.305265 19.89375 L 137.305265 8.28 L 128.96714 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(128.96714 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 6.568419 165.6 L 38.192169 165.6 L 38.192169 153.98625 L 6.568419 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=21 --> <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 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> <path d="M 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(6.568419 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-31"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pc448c21e13)"> <image height="165.6" id="image82a725dc86" transform="scale(1 -1)translate(0 -165.6)" width="145.44" x="165" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAl4AAAKyCAYAAAAEp9B/AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3cmPXmda93GnO56HmqtcLk/lIR7iTjx0Y9PpiAAhDZsOvWLYIIHEhh0SC4TUEisQ8FewZBtBhLqjJAjTaXc7thOPZZftKpdd82jHGRrod/Eive/i+jZ9wXmup8r5fpaXjs65z33uc+r2I/18Pbdu3bqfrZMkSVLLfaXdA5AkSfqycOMlSZJUxI2XJElSETdekiRJRdx4SZIkFXHjJUmSVMSNlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVceMlSZJUxI2XJElSETdekiRJRdx4SZIkFXm+3QOQJOlZ9pWv5H7j+NnPfpaqP/fcc6nj1V7+4iVJklTEjZckSVIRN16SJElF3HhJkiQVceMlSZJUxFSjJLXZpk2bwvrGjRvD+tatW8P6tm3bwvrS0lKqTv7jP/4jrH/1q18N65Sq+8///M/UdbPpvOzxTaUCKb2YTSlmNXUe05E1/MVLkiSpiBsvSZKkIm68JEmSirjxkiRJKuLGS5IkqYipRqkNuru7w3pnZ2dYp7QUpds+//zzsP788/ErT6mlJ0+ehHVKP2XPT2m4L774Iqz/+7//e+q6VKd5y45/eXk5rK+srIR1Gj/NA41zYGAgdTylEWmcdL8bNmwI67Q+6bq0fijt2FQqkK77rMqmFE0v1vAXL0mSpCJuvCRJkoq48ZIkSSrixkuSJKmIGy9JkqQiphqfEZQqyvYOI9neapTSIpSWyp6HxvnTn/40rK9fvz6sU+88ms+urq6wvmXLlrBOPfUo9Ubps08//TSsUxqR7ovST3R+kk0p0nWpTr0Ls+OhtB2lQel50XOn8dPzJZR+pevS/PT19YX1ubm5sE7PndYPofeR5p/mh97fVsumINvVI5LQeVp9XXs+/nz+4iVJklTEjZckSVIRN16SJElF3HhJkiQVceMlSZJU5Ll169YZM2hQu9IclN6i3nOEUkXZVCOl/2icTaXV6LqfffZZWKc0ZW9vb1jP9gTMprQo7UXH03OhdF62FySdh9YzjZ9SjZSeo7Qp9SIkdB56LrROKJ26ffv21PGUCsyuh+x7SqlM6jX5+PHjsJ5N+9I6oXVF16U6zUN2PNn0X1ZT38/s+Ju6r9WW1lxt183yFy9JkqQibrwkSZKKuPGSJEkq4sZLkiSpiBsvSZKkIvZqbNhq63XV6vNQnVJ+lEbMptgoNUYpMLJjx46wTuPPpsAorZlNFdHxlMokT58+Des0/5SuItm0HT0vui86f/a6n3zySVineaDzUA/NbBo0m37dvHlzWKfntbi4GNapF+Tw8HBYb2rd0n1NTEyEdXpeWdnvYTYVmK2TbAqy1anM1Wat35e/eEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVMdVYpNVpGkoLZnvqZdMilKKiVCCl/ChdRb0F6X6zve0ofTY/Px/WKRVI99vU86V5ph58c3NzYZ3mra+vL6zT/JBsOjLbo5DGn00F9vT0pK5LKTNan9SbklKQtB4o3UnrhJ4XzRv1phwbGwvr1KuRxkl1Wm8dHR1hfXp6OqzTfdHzaqpHYfY9pfFkz9/qnoPt6u2Ytdp6L2b5i5ckSVIRN16SJElF3HhJkiQVceMlSZJUxI2XJElSEVONq1RT6cWmen5RnVJslGaiFB6lGmkeKHVIKS0aP6XPKB1Gqa5sqrG/vz+sHzx4MKxTz8rx8fGw/uTJk7D+y7/8y2H93LlzYT2bLlxYWAjrDx48COvXr18P6/fu3QvrNJ80/7T+6bmfOXMmrA8MDIT1q1evhnVKL9L6p3VFPUApxUm9R+k9XVpaCuvUGzHbK5NSzJT+y75fdN1sz0QaTzb93eq0Xbt6FK71FOFq4y9ekiRJRdx4SZIkFXHjJUmSVMSNlyRJUhE3XpIkSUWeW7dunXGFVSibvsmi81B6hY6nnneUwqO0I6WxKB02OTkZ1inlROOndNuWLVvC+tGjR8M6pRSPHDkS1o8dOxbWKUVFPQHpec3MzIT1ffv2hfUXXnghrGdTVIuLi2F9dnY2rE9MTIT1f/zHfwzrP/rRj8I69fijtOyBAwfC+ne/+92wTmlEmmdanzQ/lP6j+717925Yp1QvvUd0XUpBUtqR0HtH73tXV1dYpxQzrR9K3WbTi5SKzX6H6fxN9WpsKnWYPU+70p1ktY2H+IuXJElSETdekiRJRdx4SZIkFXHjJUmSVMSNlyRJUhF7Na5S2VRONu2STXls3749rFOaLHv+p0+fhvXl5eWw/tOf/jSsZ1OT1Bvu5ZdfDuvf/OY3w/qePXvCOvVepPQlpeQIpfa+/vWvh3VKvVF6K9sblNJwNM+UshwcHAzrNE7qNXn69OmwPjw8HNYpnUrz0NvbG9Yp7Us9QCk1+Zu/+Zth/Yc//GFY/+CDD8L69PR0WKfemmNjY2Gd0r7UG5TWAx1P7yk9l6mpqbBO6DlSnVLPJNsbd62kF1t9nqy1kl4k/uIlSZJUxI2XJElSETdekiRJRdx4SZIkFXHjJUmSVMRU439pKiWR7W1Hx1PKho6nlBzJptio9yKl5Ci1lL0vSl319fWF9ZMnT4b1vXv3hnXqUTg0NBTWKZVG64R681Eqk+aHjl9aWgrr2TQWXZd6zH366adhndKLzz8ff2roPHS/x48fD+u/8zu/E9YpdUvjpPmk92Xz5s1hneaTUnuUjqTx/+7v/m5YpzTr6OhoWL99+3ZY/8EPfhDWqWci9XCk94We7+PHj8M6pSPpu0Trn74ztD5pnE2lDrPnaXWaL/v3q9XjXOvpReIvXpIkSUXceEmSJBVx4yVJklTEjZckSVIRN16SJElFTDX+l1b3rqJ0BvVezNYpfUPHU09DSvfQeebm5sI6peGoTvM2MDAQ1l999dWwTqku6jXZ1dUV1ul+Cc0bpTJpPdBzoXmj81Dvy+zxlDqklBml/+i+Nm7cGNZ37twZ1qm3I6UFad4mJyfDOqUas+m5bAqYepLSeGh9Hj16NKx/61vfCuvj4+Nhnd6jCxcuhPW33347rF+7di2s0/jpfaH3lNYhrWfqNUkpVDo/PXe6r+z7u9rSi02dp6njTTVKkiTpF+LGS5IkqYgbL0mSpCJuvCRJkoq48ZIkSSpiqrHNKA1Haa9sT0ZKf1Bah3rPURqLxkPpHkoV9ff3h/Vf+qVfCuuUutqzZ09Yp1QR9Zij4ymtRvdLqTRKoW7bti2s03qgFCGh50jzQGnEbBqU7renpyesv/jii2Gd5p/GTyk5Wv90vzTPlEak9ZPtWUk9T2k8tH4ohUep4TfffDOsnzp1KqwfOXIkrP/1X/91WH/w4EFYp3VC80OpNzoPzT/V6ftJKUj6HjbVAzErm7Jv1/m/bD0c/cVLkiSpiBsvSZKkIm68JEmSirjxkiRJKuLGS5IkqYipxv/SVEoi23uL0jSUTqLzUJqG0k+UkqPUG12X0oiUDqO02unTp8P6Sy+9FNYpjUUpM5ofSp89fvw4rNN8Umrs888/D+uUiqLzUEqro6MjrE9PT6euS8+LelxSepFSsTRvKysrYX3Tpk1hnd4Leo7Z3nk0/ux56D2inpL0ftF4aJ3Mz8+HdZp/ShfS9+HEiRNh/Q/+4A/COs3Pn//5n4d1Gid9h2mc9F7Qe0TzTO8L3Rd9Z+g8rU4dtlqrx/msph39xUuSJKmIGy9JkqQibrwkSZKKuPGSJEkq4sZLkiSpiKnG/0ZTKQnqDUfpLapTr8OnT5+GdUr9UIrn7t27YX3Xrl2p+uuvvx7Wf/VXfzWsU7qTUkjUm49SRVSn9CIdT2kyWic0TuopSb0IKaVIKU5anzQeSqfSeah3HqU4qU7z/OjRo7B+8uTJsE4pQhp/tmcfpSnpfcyOh+r0HaD3gtYzpfAoZUk9IicnJ1Pn+cM//MOwfuXKlbD+93//92Gd5p+e1+DgYFin3qmE7ovmn95TSsU21duxKdmUZVOpw+zx2fdotaUd/cVLkiSpiBsvSZKkIm68JEmSirjxkiRJKuLGS5IkqYipxv+hbE9GShdSWod651E6hs5P46GUGfXmo/O/9tprYf23f/u3wzqlLwmNn1J11PuPesBRndJS1HON6pR6o/NT6jDbc5OO7+zsDOs0TkpxUp2uS701Z2dnwzqlO7PovmZmZsI6PUdKsdH8Z1O6dB4aD6Ud6b2m7wnVafyXL18O611dXWH9W9/6Vlj/27/927BOqcC33norrNO8Uarx8OHDYZ3SmpQ6pLQjfX+yPVspbUfpVJJN87UrdUiaSh3aq1GSJOlLyo2XJElSETdekiRJRdx4SZIkFXHjJUmSVGTNpBpb3Wspm/KgdCGlVCh9Q+ktui6lZihlRj3jaPw0nm9/+9thnXoyUjqJ0ojZHoj0vGie5+bmwjrNA6GUE6Fxzs/Ph/VsTz1Kt2VTrtS7k65Lz5F6/FEPQUJpO1ondP6DBw+G9Zs3b4Z1mgfqSTo1NRXWsz1Y6X4pJUrPkdYPfQc6OjrC+tjYWFin9UDr/IMPPgjr586dC+t/93d/F9bpu3fhwoWwvrCwENZpnintePHixbBO6z/bW5O+P/Tcs8e3WlOpydWWOmw1f/GSJEkq4sZLkiSpiBsvSZKkIm68JEmSirjxkiRJKvLcunXrvlxxApBNW1B6kXod7t+/P3V+6mFHPdFGRkbCOqV4hoeHwzqle/7iL/4irNM4KdW4fv36sE6pHOpxRqki6s1HqS5KgVGvOkLPkc5D80D1np6esE4pP0rn0TwsLi6GdUrzUcqM0lv0XCiltbS0FNZ3794d1peXl8M6vaeUTqXnRe819R6l946eL60fOj/VKXVIPUC7u7vDOr1ftA5p/rMpUfpO/uu//mtY/8u//Muw/oMf/CCs0/dzaGgorJNHjx6F9WxKmr4/9HzpeFo/2VQsaarHYquvS1ZbmtJfvCRJkoq48ZIkSSrixkuSJKmIGy9JkqQibrwkSZKKrLpejU31fmrqulSn9FNvb29YHxwcDOu3b98O69TzLpuyJJQ++853vpM6P6UX6XjqUdjf3x/WKT1HaUeqU9qI6pQeyqKeiTQ/tH6ohyb1KKT0IqXVsj0oKS21bdu2sE7py+vXr4d1StfSe0fvKaURsyk8Sn1SipDQ/GfTl3S/dF+UKqX3i54jzQONh+6X1id9T44ePRrW/+zP/iys0/t7/vz5sE7vEb2/lMocHx8P65Qe7ezsDOvUK5OeV1O9EbN/B9uVXmzq7367+IuXJElSETdekiRJRdx4SZIkFXHjJUmSVMSNlyRJUpFVl2pcbT2hsinCbC+5bA+1mZmZsE6pt2zvyH379oX1qampsE7pSEpFUXqI5ofOT2kjQikn6qmXTTtSmpJSaXR+Sp9l03mUOqQ6rR9KpWV7WW7atCmsU0qL5oHeO0oN03Oh9ZlNE1PKj9ZVtqde9vhsOpXmh65L7yOtTzqevgPUA5F6LJ45cyas/9Vf/VVY/973vhfWr1y5EtZp/F/72tfCOqUa6TtP6V1aVzRv2b9fpF29C7NonPRdXW335S9ekiRJRdx4SZIkFXHjJUmSVMSNlyRJUhE3XpIkSUVWXaqxKdkUA6Uh1q9fH9YpdUipIupJR726KL1CKRu639/6rd8K68eOHQvrlHKilBalmSgNR73wsilUSjXS/GdTWjQPlGqk8dM4s70UKYVH90u9EWk89HwpjZVNFdE6oRQwpSYp1Uvnp+dC7zWNn1JmlNbMrjf6ntB5Hjx4ENZpHui+KCWaXed0X3RdSrPS+qT1TOc5e/ZsWP+TP/mTsP6nf/qnYX1hYSGsP3z4MKzT/FPqlp4vHU/rP9ujtqkUZLaHY1b2/KstvUj8xUuSJKmIGy9JkqQibrwkSZKKuPGSJEkq4sZLkiSpyJpJNTaVnqDzUJ3SPZTGotQJpUuoR97k5GRYpx5t1GPxO9/5Tlin+6X0EKXtaPyE0pp0fkqN0fgp/UfnJ7SuKEVI9WxKkdJ8lK6i+aR1QqlS6o3Y0dER1mn8NG+0rii9RekwShdSndKLNA+kp6cnrFM6ld53ms/sOqf0X3b+6bln7+vp06dhvbe3N3We/v7+1PGUaiQDAwNh/cSJE2H9/PnzYZ1SjdRTkt7rbO/RGzduhHX6ztC8NaWpXslfNv7iJUmSVMSNlyRJUhE3XpIkSUXceEmSJBVx4yVJklSkbanGVqcUs+g8lH6iNN+9e/fCOqVXqBcepbEoHfNHf/RHYZ16Mt68eTOsU/qJ0nOUmqHzUE86Oj6b6qJ5o9RPNpVD80/noXQhnYfGSfNPdVqftN5onNl1SOk86uVHqTRKnxE6P6WSKbVHx2fvi94LSr/SPNM4af1n09nZHrWE5odSk7TeaJyUFqTvBp2H3hdKhX/wwQdhnVKc1POU3pfl5eWwnk2/0ntE64HmP9uDNWut9FJsNX/xkiRJKuLGS5IkqYgbL0mSpCJuvCRJkoq48ZIkSSrStlRju3o8Zc8/NDQU1mdnZ8M69ZjL9uCjFMlLL70U1qknI6V4CKXqPv/889R5KMVJaSBKae3YsSOsU5opm5ai+6L5pzqtZ5oHGs/S0lJYp/QcpRezKU6aN0pp0fx3dnaG9YmJibB+7dq1sE6pRrovqmdTnJQmo3Qzpcxofqie7TlI3zFab9k0bjatSSlIqtN5KAVJ808paZoH6slIafSf/OQnYf3jjz8O65RanZubC+u0fmjd0vtO80nrPKvVacQvW89Hf/GSJEkq4sZLkiSpiBsvSZKkIm68JEmSirjxkiRJKtLyVGNTPRmz58/WKY3S29sb1u/fvx/WKYVHKa2pqamwTimnI0eOhHVKS42OjoZ1SjllU5CUWsqm50g2lZat0/jpeFonhI6n+aHnSOknSnVRiorOTz0BaX4olUkpSEqNXb9+Paz/2q/9WljP9i6k4yl93NPTE9azvRrpO5PtKUnnoedI899Uqpfmk+6Ljqf5pPci2yt2fHw8rO/duzesf/vb3w7rtB6+973vhXVKu9P90vOi81Dqk95Tei6EvnvZdGFTKcV2XbfV/MVLkiSpiBsvSZKkIm68JEmSirjxkiRJKuLGS5IkqUjbejVm046UXiGU4qEeXoR6Y2VTEpTOoxQkjfPYsWNhfXFxMXXdbFqNnks23UbPkdI3y8vLYZ2eC52H5pPqT548SZ2fUnXZ9UbzQylUSktt27YtrNPzovPQOqE0HKUFqZfirVu3wjqt52wqluatq6srdR5K1dF9ZZ8jvS+03qh3IT1fStdmezhmU5M0b3Q8rTdK6e7cuTOs03OZnJwM65R2pPrY2FhY/5u/+ZuwTmlESqfS94dSzPT9yaZlW92TkbTruu3iL16SJElF3HhJkiQVceMlSZJUxI2XJElSETdekiRJRVqeamwqrZDtwZStZ3V0dIT1bMqJ6qdOnUrVCaXAKC1Fx1M6j85DKTnq3UayvcYoPUTpnmwvSHpelPaieaNUYLY3H6XVaDx0HpofSv9Rqo7GQ8+d7pd6Ox46dCisU6qLUnuUnqPj6blT+pLQ+sy+pzRv2e9Mdv3QPNM4s71Bs6nVpaWlsE6p5x/96Edh/Vd+5VfCOq3/3/u93wvrb731Vli/du1aWKdU+8LCQljv7+8P6/S8KB1J66HVPZSbOr7V52k1f/GSJEkq4sZLkiSpiBsvSZKkIm68JEmSirjxkiRJKtK2Xo1NoRRGtk4oZUOpPUqRUNpxfn4+rJ85cyasZ3v2UQqGxkkpP0qxUTqGUnKUcqK0F6XPCD0vqlO6kI7Ppr2y6TN6LpR+ouNpnVDai8ZDqTE6/6NHj8L64OBgWD98+HBYp/vKvr/0XCjNl+05+PTp07Ce7b2Y7Z1K64rSgvT+0nPM9pSk9zebXqTvJK1bMjs7G9Zp/VAvSLov6hE5MDAQ1t9///2wTu81rU+aH0L3S2nrbE/eVqcRn9Uejv7iJUmSVMSNlyRJUhE3XpIkSUXceEmSJBVx4yVJklRk1aUaW51uyKY8aDyUIiSUDqNUFKVpVlZWwjqNk1JI3d3dYZ3SK5RCovnM9oajOp2f5pOeS7ZnIqXM6Pzbt28P65TipOfV2dmZGg+Nn9YVPZehoaGwTuO8c+dOWKf5oR6L2fdoamoqrNP4sz00KYVH7132vaB1TrLH03VpnNlelnR+Oj57Hkqz0nOk89N7d/z48bBO80Mpb0rLUnqX3iN6f6kXMPVwpHmg7zxdt9XpRfKspheJv3hJkiQVceMlSZJUxI2XJElSETdekiRJRdx4SZIkFWks1ZhNI2ZTEtnjs72otm3bFtYp5UR1So1RiqSvry+sv/rqq2GdUm/ZnnqUlqKebtSrjp4LpYRItrdmtkdeNjVD80bzQ6kimmc6ns5P80lpSurpRvWbN2+G9ZGRkdR5vv71r4d1smvXrrBOqS4aTzZ9TOOndU49Fmn+6fnSden7QGh90jqh8TeVJqM0HM1/9j2i47Pjoful+aF5Jt/4xjfC+tGjR8M6pXS7urrCOv1dy/ayfPDgQVinFGdT/9tAU+stO57Vlpr0Fy9JkqQibrwkSZKKuPGSJEkq4sZLkiSpiBsvSZKkIo2lGludVmjqPNlUI6WNqKcYpRopzUTpxWw6jHrJZXsU0vGU7qE0ULYnY7aXHKWcKM1E90spSEqrEVpvlH6ltBfNJ6Xt5ufnwzr1+qR1TvN56dKlsL5nz56w/sILL4T1mZmZsE7v0cDAQFifmJgI65QOI9mULqWJad3SOqTvA62TbC9F6lFI6z+7Pum+6Dx0PH0H6HhKbdP3iur0Hc6mMgm9d5RSXFxcDOv03M+dOxfWp6enwzqlgLPz1q70YlPnb3UP6Cx/8ZIkSSrixkuSJKmIGy9JkqQibrwkSZKKuPGSJEkq0liqsSlNpRVINr1Cx2d7BdJ5jh8/Htaph93t27fDOqWlaD4pFUVofrI9GSnNRGicNB56LpRmorQRXZful+6LngulF7O9Jum+qOcaHT8+Ph7W6X737t0b1u/evRvWKV21f//+sE7j7O7uDuv3798P65S2o/mkVBelIGdnZ8M69c6j8VPalJ4jPRdab9nULd0vpe2yvSOzPTGzaTt6f+k7TO8dpXF3794d1um7TalhqtP3jdbJ9evXwzqlJum6tH5o3kir04KrLaWY5S9ekiRJRdx4SZIkFXHjJUmSVMSNlyRJUhE3XpIkSUVWXaqxKU31fKRecpTKodQJ9fCiVBGluuj81KONUEqIUNqF0kx0X5SmofvNXpdSUXRdSj/RdTs6OsI6rTfqkZcdJ90voZTlhx9+GNapJyOl0ii9RT3jKB12+vTpsE7zRmkvmh/q8UfPMdtDkFLG1GuSellme55SL1F6XvR9oPNTmjK7Puk5EkqlUeowu05oHiiFSvNA6PkODg6GdUr70v1OTk6GdephSmid0Pxn0+utZq9GSZIk/ULceEmSJBVx4yVJklTEjZckSVIRN16SJElFVl2qsak0YjaFQSm8lZWVsJ5NP1F6jlIz8/PzYZ3SdpR2pOPpvpaXl8M6PRdKA1H6KZvmo7QjzT+lVGiclB4iNJ+UEqXnQmnZbO85SpNRiurdd98N65TOe/PNN8N6b29vWB8eHg7r9BxpPVAKOJt+pdQbredsL1FaV5T6JI8ePQrrlF6kcVJqL5vyo+dC3yvqQUnH0/PKfgfovrLvC323qZcrmZqaCut9fX1hncZP8zY3NxfWs/dLf+/aJZs6XCs9GYm/eEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVSacas+kDOr6p3kl0nmyqkdI9lD7L9jqk1AmleLK9tLI9yCg19vTp07Ce7VlGKSFKEVKdzkPzQM+F5pnSYZRmonlbWFhIHU/3RfXseei+KF1F66SzszOsb9y4MaxT2vHAgQNhnXrM9fT0pMZD7xc9F3pf6LnTd4bSfDSebKqXUrGU8msqFUu9aCn1TOeh1B6NM/te0HeS5o3WLdXpvmj9UAr1lVdeCeuUJr5y5UpYp+dI65a+A5T2pbRpU//bQFNW23iy/MVLkiSpiBsvSZKkIm68JEmSirjxkiRJKuLGS5IkqUg61ZhNHWZ7LTWVgsymHijlQWkjSutQaolSNpQyI9leY7Ozs2Gd5o3ul9I0ZGlpKaxTeojmk3qK0TzQOCkFRilISifRdWne6Dy0PilNRuk8mjdKKR48eDCsv//++6nrHjp0KKzT/FOdehRSOnLfvn2pOvU8pVQavUd0PPVkpPul1DClyeg9zabz6D3KpoCpxyudn9YhXTfb65bOQylgqtP7SOen57Jjx46wfvTo0bB+6tSpsP7RRx+Fdfo+0N8RGif1fGz1/0KQ1a7rtpq/eEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVSacas7LpwqbSi5QSyvZQoxTM4OBgWB8bG0udn9KOdDylBUk2vUX3S/NG4yeUHiX0HKkHGd0XodQSpYfofnfu3BnWs+uN0PrPpj6PHz8e1mn8HR0dYZ16w927dy+s0zwPDw+HdRr/6OhoWKdUF42TUl3UC5J6AtLxlAbNft/ofaf3lNKIdDx9H+h5ZVPV2d5/lD6m947GSd8ZSllSr1i6X0qP0v0ODAyEdXofs+uK3lPqrZlN0ZJWpwub+l8RVht/8ZIkSSrixkuSJKmIGy9JkqQibrwkSZKKuPGSJEkqkk41NpUaaNd5KAWT7XFG16V0CaV+6LqTk5Nhncbf09MT1inFQ6kf6v1H6R5KA9E4KU1DaSY6P80npV1o/HRdeu579uxJnf+TTz4J63RfhHo+0jxTWm1xcTGsP3nyJKzTOnnvvffC+szMTFin9BaNh1Js1Ht0amoqrFN6lOrZHpqUriXZ1G22N2g2jUjvS/a+SDYtTingbG9WSq3S+0jvNX0PCaUO6XmdPn06rFPvUVr/NE56r2mdUHqXrPV0Ybv4i5ckSVI+icw7AAAgAElEQVQRN16SJElF3HhJkiQVceMlSZJUxI2XJElSkcZ6NWbTDU31eKLzZHuHdXd3h3VKwVC6hNIrlF6kdA+lEWk+Kb1CaSBKydH4aT4p7bWyshLW+/v7wzqNn9JVdF80P3Q8zX/2edE4Kb1IPfiot1p2/JQmm56eDus0ztu3b6fqb7zxRljv7e0N6xMTE2Gd0qa0fn74wx+G9YcPH4Z1Ws/0XlDvPEqH7dq1K6zT+0Lve7bnLKXbaH1m10+2xyuh95R6a9L6pOtSGpfSyvfv3w/r9Fzo+0D3RX9Hdu/eHdYp7XjlypWwTvNA85b9zmd7bmZTjdn9wFpPTfqLlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEjZckSVKRdKqx1WnEVqcVsj0HKR2TTdtRCoZSVPv37w/r1INvfn4+rFPvLbovmn9Ku9D5KXVF80YpKjp/dv1QOolSVHT+u3fvhnVKI1LKjM5P6ae9e/eGdZofSi/SdX/91389rFOKinovUvqPeikODg6GdUoj0vOi94WeF42T1i2lwCglR/NM6U76PlDvP/rOUDo429uR3vfs9yHbs5V6ztL3IZs+pvFQ2pTQ+07peEp509+dU6dOhfW33377Fxjd/5PtcZlNNWa16385WG0pSH/xkiRJKuLGS5IkqYgbL0mSpCJuvCRJkoq48ZIkSSqSTjU21YOp1efJ9paidGE2/UGpHErzUeqN0mrZXpN0v5SWovvNpkEpnUfPke6XUkg0n3Q8pc9ofmgeLl26FNbv3bsX1imdRD0HaZ6pNyjdL6W96LqULqT1Sb3kRkZGwjo9346OjrBO80+OHDkS1mm9UTqMrnvixImwTj0ZKTVM80C9KbOpSULnf/r0aVindCS979neqZRSpPe6qV5+2dQq1Xfs2JGq0/3S95zWFaWbaX7o+dJ4SHb+m0opZq229CLxFy9JkqQibrwkSZKKuPGSJEkq4sZLkiSpiBsvSZKkIulUI1krPZJonJQO6+vrS9XJ0tJSWKfUSTaFRz0cKTVD95vtAUfXpfFTSohSYJR6o/mk8VMKleafjqf7pdQhpZzoudB4KJVGPQfp+VKqkVKo586dS52fehFev349rFOPUUoH0/i/+c1vhvVjx46FdUqh3rp1K6zTc6T1SeucevbReajH6MWLF1PnOXToUFin9ZxN4VGKlr5X2dQkzQOhdGQ2pU7zQL0aaZ3QfRGa5+x3lY6n7wldt6meuXSeLxt/8ZIkSSrixkuSJKmIGy9JkqQibrwkSZKKuPGSJEkq0liqMaup3lskm56gdA+lVChdRSktSsdQuoRSe5TWoTQcpfzofildSOOk8dD80zxQqo7GTyi1ROOkeaD73blzZ1jfvXt3WKf064MHD8I6PUeaT7pfSjPR+ty2bVtYp16NhHqeUlqKxkMpSOqZODQ0FNYpTbZnz56wTuk26p1H6Tb6vlGPVHrvqAcrpfzofaH1nO0JS+8RXZfSr9leuo8fPw7rtP6z6XX6DlBK9OHDh2Gd0PzQfNLfHXpfDh8+nLoufR+yqUZ6Xu3q1bhW/ncFf/GSJEkq4sZLkiSpiBsvSZKkIm68JEmSirjxkiRJKtK2VGO7UgbZ61K6kFJ4lBZZXFwM65Rmovrc3FxYp3QPpZ+yKUsaD6VmaJ4plZNNR1IKL5veovvasmVLWKfUD/UEpHVC6cVsaozWG6XAurq6wjo9r+y6pVQRzSelFGl+aJ3TPFPqcHBwMKxTr0lKw1FKkVJyNM/0fCcnJ8M6pd4oVUrzQClOWof0Pcn2cKT7pRQtPV+aZ+oFme3ZSvdL8zw+Ph7Ws9/niYmJsE7PkdYVzSfNGz0v+q5mU4StPn6t9Ij0Fy9JkqQibrwkSZKKuPGSJEkq4sZLkiSpiBsvSZKkIulUY1NpxKZ6PGXHQ+en1AOlxmZnZ8M6pWYozXflypWwTr3khoeHwzqlVOh+KbW0efPm1Hmy6TZKx2TTT9kecHQ8PV9aD9Q7r6enJ6zPzMyE9WyqKPscad7oeRGaBxonpbSo1yHNz9GjR1PnIdSrkWR7/9HxNG/0flH6jI6ndBul7SjFTLLvV7ZnKPVApOdF31UaTzY1SfND46eULqUvCY0n28uVnhd9H0g2LdhUT8bseZpKO7arp6S/eEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVSacaW51iyKYUKT1EaZdszz5Ki1BKkdKIlHa5ePFiWKdU1+uvvx7WqaceXZdSQpTiofmkVE42vUhonVCdnhehlBCtk2zPONLZ2Zm6Lr0XNB5KadH5+/v7w/rKykpYp/uldTU0NBTWKQVJ6bZsb1A6T7YX4fT0dFin94WuS+9LNm1NvUppPdD7mE1BUnqRnku2R+Tu3bvDOr3XNA+E5p/ui+qUaqcUKvVIpXXyD//wD2Gd/u7QPNP90nxmvxtN/a8C9PelqbTjauMvXpIkSUXceEmSJBVx4yVJklTEjZckSVIRN16SJElFGks1ZnshtbpXI6U2smk1Ss1Qmol6+dF9UU+uycnJsD46OhrWKZ2UTaVRqoVSS3S/hNJk9FxItmccrRO6Lzo/PXe6LxrPwMBAWF9YWAjrtJ4plUnrgXrM0XPPpg4pRUXzc+DAgbBO859NP9G80ftOPQQpNUbvEa0Tmp9sypi+S/Qc6blTna5L6zmbhnv06FFYp+dFacG5ubnUdXt7e8M6zT/ND6XgHz9+HNbpeVGv3rfeeius79ixI6xn5z8r+/d0rfRMbNd4/MVLkiSpiBsvSZKkIm68JEmSirjxkiRJKuLGS5IkqUg61dhq7UpHUkqFUk5PnjwJ65SSo1QOpWkGBwfDOvVkpLQXpRop9UbzRqk0SvH09PSEdRo/Pcdsz03qBUmpIjo/HZ9N6ywtLYX17HOkXnuUOqT5oTr1nqPjKc1K80Z1SmXS+qf3lFKK1NuOngvNM6X5qAcfvRd0vzSflFaj61IqluafvkvZ7xil/ygNR6lJ6olJ80/fGZp/er/o+J07d4Z1snfv3rB+9erVsP4v//IvYZ2+J7T+6Xi6L9LU31/6u5a9blar9wlN8RcvSZKkIm68JEmSirjxkiRJKuLGS5IkqYgbL0mSpCLpVGM2fdBUWqGptAWhnmvZHn+U/qP0DaWoJiYmwjqlvSh9Rmkm6vlFKSSaH0rNUKqF6tm0IN0vpcZo/rM9BykNR2kpul9KlVLvuWzPULoujZPSoJSKnZmZCes0/y+//HJYp/mk+af3jt6jsbGxsE5pUEor0/zT+0J1Og/NPz1HSrdlx0PvEX0fKL1I6W9KlZJsapLSrPReUOqTTE1NhXWat5MnT4b18+fPh/V33nknrNN3j9KdNB76bmd7btLfWfqeZP/+NtWjuanzt5q/eEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVSacas+kASj00lTJoKt1AaUSqZ3sIZlOE9+/fD+tnz54N65TOo/MTSrtQuop6xlHKjNC8UYqNUMppaGgorFP6KdtjjtJ/lNqjnnSnTp0K65OTk2GdUnLZ3ouUIqQegpS+pFTg3bt3wzo9F1qHN27cCOv0vmTXLaW6aF3R94Hmjb4/nZ2dYZ3eI1oPtG4pLUho/PS9pXmg9/eFF14I6+Pj42GdUqiUVs729Ozt7Q3r9P7Sc3z48GFYX15eDuuUDqa/L7RO6H2hNCjJphfpeFqHdDx9l7La1es5y1+8JEmSirjxkiRJKuLGS5IkqYgbL0mSpCJuvCRJkoqkU40kmy7MpgLpeJJNW1D6ic5D6TZKqVAqh9JeJ06cCOuUGsv2eqO0EaXVKCVH46T0EKV7KFWX7aVI6HhKsWV7+RFab9TDbmRkJKzT88qm1ShNSekwui6tN3p/KZ1HaTh6XrSed+/eHdYplUYpY0oL0rql++3v7w/r9F7QOqH1RilaWrf0faaeoYS+w5Seu3btWlin9UPPkeaB0pe0Tuh5Zdct9aakVCOlbqkXJL0XlGKm95TWVTbNl62Tpo5vde/mVvMXL0mSpCJuvCRJkoq48ZIkSSrixkuSJKmIGy9JkqQijaUas2mCbG+mptIQ2VTj06dPwzqlciittnfv3tR1CaVpCKVdKBVFaa87d+6EdUppPXr0KKxTipDSedS7ra+vL6wfOHAgrBNKpxIaJ90XPV9KgdE80/qh9UDrk9JVdDyNk9Jz9F5Tb0TqkUepwOw6/OKLL8I6Pa/Hjx+HdUqDUu88SuHR+nnw4EFYz/YKpNQhve+UIqTz0zqh+aRUMj3HwcHBsE7vKX1vKf1Hz4vGST0fCaUab968GdZp/S8uLoZ1ui9C89bqVGO7ejGTVvdezPIXL0mSpCJuvCRJkoq48ZIkSSrixkuSJKmIGy9JkqQijaUaSVNpgqbOQz2wKA1EqShKdWXTNJQao95wNH5Kx9B5KH1D6R5Kz1FqhlJmlG6jeSZ0/oWFhbBO80+pT+oVSKnYbA8+SodR7zzqAUopuWxKkVJ41MOR0ou03rLpP+oNmk2V0rqltDKNh+aN6jQeOj+lJtevXx/Ws8+3qZ6blNKl9N+ZM2fCOq0rSt3u2bMnrNM6IfR9o/eLUq6U/qbvRjYFTPNJf1/o7wKdJ9vLMptebHVvxNWWUszyFy9JkqQibrwkSZKKuPGSJEkq4sZLkiSpiBsvSZKkIo2lGlvdUynbWyo7Hko1ZntKUsqP0jEnT54M65SCodQe9TibnJwM65SOoTqldWh+KOVH90XpLepRODIyEtYpRUipLkqB0f1m052U4qTnSKkrSslRL8udO3eGdUoX0vqkHn90fprPgYGBsE73RSmt48ePh/WpqamwTuuf6pQqpedC64reC0oTZ9cnnZ/WP61DSjVS6o3eU1o/2V6ftJ6ppySNk3od0nqj505/R+i6dH6S/ftC64S+t/QeNTX+rHalIEl2X9EUf/GSJEkq4sZLkiSpiBsvSZKkIm68JEmSirjxkiRJKtJYqrGpNGIWnT9bp3QJpUKoTmkpSqO89NJLYf369eth/fLly2GdeuRR+ozSi/Pz82GdeqvR8ZQSIt3d3WH90KFDYZ163tF90fOl3n+0Pimdl+2tST3UqIcgpdUovUVpMppnSu0tLS2FdeqdR899//79qfNTLzxK79I6pPVA56d5oxQY9fijlBmdh94vQulCul/q5UrzQPNJ16XvG6ViaX5onPTdpnVLKUtC6U5636m3LH0HKHVL89DX1xfW6fnS95DS1jSf2XR/U3/f29V7sV3X9RcvSZKkIm68JEmSirjxkiRJKuLGS5IkqYgbL0mSpCKNpRqzsqnDdvVwpPTKp59+mjoPpUsoRULHv//++2Gdepz9/u//fljv7+8P66Ojo2GdehdSCi/bg4zQ86K0JvUaozqlmSgVRT3vKHWYTVlS+ol6O9L80PqkeaC0I42f0Hqg9CWtf1qf9F5TnVJ1NJ80fkpTUiqNzkO9Pun9opTo8PBwWKdUJqV3KWVJ65O+h/QeUTqS3q8DBw6EdZo3SsXSOqe0IKVKKX08NzcX1gmlDuk9PXz4cFin50W9LyltSmlreh/p/aLjs9r1vyK0i794SZIkFXHjJUmSVMSNlyRJUhE3XpIkSUXceEmSJBVpeaqx1emDptIQ2R5VlFKhdBL1FKOUCp1ndnY2rFOqjlI5u3fvDuuU1qF5o3HSeShdRSmk8+fPh3Xq6UapLjo/3RelSimF1NnZmboupajoeEonUaqLUoR0/MGDB8M6odTerl27wjqlqOi9oJ6A1Asv+3wprUnvC/VOpXnO9v6j8VCqkeaHUpz0fcv2VKXvVfb7Q+ngoaGhsJ797lHKj46ndGr2OVLvTvp7QaiHJv1do7Qp3S99T6hO529Ku9KL7bquv3hJkiQVceMlSZJUxI2XJElSETdekiRJRdx4SZIkFWks1ZjtgZg9Tza9mD1PtrcgpXUoTUPpLRoPpY0oDUQ9Fu/duxfWKXV46NChsE6pLkrNUMqPUo2Umvnggw/C+te+9rWwvn///rBOqTd67nQ8pfnouVPqja5L80bpUVrnDx8+DOuU3qIUJ6UIX3vttbBO6+fEiRNhPYvSf9SDj3oFfvjhh2H91q1bYf3atWthnVJg9BwJfR+oTs+Rjqf1Q98xQqlGWoeUZqXvxoMHD1LH03qg50LvNc0nfW8pVUrrranetZTapu8MPRf6XtHzaldvRHs1SpIk6X/FjZckSVIRN16SJElF3HhJkiQVceMlSZJUpLFUYzZ1mD1PUz0Zm0K9zyg1Q2kgqlMvsNu3b4d1mod33nknrO/cuTOsv/rqq2GdUjx0v5RepBTVwsJCWB8eHg7r1KuRxplNXdHxlP6j3mqUuqK0IK0HSqtRbztKadE803joPaJULPUKbBfqkffjH/84rE9NTYV1SslRLz96v7LfJUrzUbqN0p2UaqT1THW6LqV9aTzZlDR9T+i6dL/0flEPVhoP1amnJJ2f0DqheaB1Tt8Nku0pmdXUPoE0dZ5W8xcvSZKkIm68JEmSirjxkiRJKuLGS5IkqYgbL0mSpCKrrldjq89PqQpKKRJKz1HKZnJyMqwfPXo0rPf394f17u7usD4zMxPWb968GdYp1XXs2LGwTr29KAXT0dER1ilFSOlI6nlHqU86D6WQKJW2tLQU1qnnGqUaqecm9Vaj+aE0E9WpNyLdF12X1jOlKSlFReuT5o1SaYTOf+XKlbBO6dp9+/aFdVo/NE5KNWZTwPRdovFTmpXWLX1XKf1H80CpT1oPe/bsCeuUmqT7orQgjZ/Qd6CnpyesU09J+s7Tcyf0XGi9ZZ9LU70jSVP/q8BqO09T/MVLkiSpiBsvSZKkIm68JEmSirjxkiRJKuLGS5IkqUjLezWSbIow28ORZNOR2V6QlP6j1Aylxui6lLq6e/duWKfefJSqGx8fD+vUG5HSWJTiod6FX3zxRVin9CilcqjHHKV+KJVJaSAaD42frkvnyaaW6DyUFqT1SSlRSqfS+R89ehTWqRckzfPExERYp5TZrVu3wvqdO3dS56GUMaVrs8+d3js6D30H6PyUdqTvTzYFTN89ShFST8/sd4/+XtA6pHHSd4OOp+8nfTeyqWT6rtLzopQ0pUHp+5DtUdtqz2p6kfiLlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEjZckSVKRxlKNWdleUU2lEalO48mmh6gHGfVYpNQPpVQoZUapK0qHUZqJUleUFqSekjRvlGYiNM6VlZWwTqlJ6hlH46HzUAove180P5R+IpSCpPQirStaP8PDw2Gd3qPLly+Hdeq1R6mujz76KKxTGnF6ejqsj42NhXXqNUnPhXovZlO9hHpoUpqP0mqU6qL3N5vKpJQf9Uyk8dD7lU2PPn78OKxT6pCuS+/L1NRUWKeULj0vOj/NM32vqE7fAarT+9jqVGD2fwl4VvmLlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEjZckSVKRxlKN7erxRCglke0Flu1NRj2wKPVD6Sc6nlKElNYhlHaZmZkJ65Q+ox5/lCq6evVqWKf7ohQepVCpxxmleLI9y6hOzzHba5LWIT3fbG9Hui6lMh8+fBjWKaVFx9+4cSN1nmvXroV1SnVR6o2eC6UjKWVM6+r48eNhndKOlNqj70z2u0Rpa0rj0vqn4wmNp6urK6zTeqZ1S+8d9S6k9516idK6ovmkOo0/m7am7x49L1rn9Hcqm3JVs/zFS5IkqYgbL0mSpCJuvCRJkoq48ZIkSSrixkuSJKlI23o1tgulurIpNkLpMOopRukqSsNROoZ66j148CA1ntHR0bBOqUbq7Ujpxfn5+bD+jW98I6xTjzzqoUapH0r3UA9NOj6bls32IKMUG6XkKG1HaanZ2dnUeWgdjo+Ph3Xqjfjxxx+HdVo/9NzpuVy8eDGs03tB85BdD5RS3L17d1ined6xY0dYp+8VpZ4pVUepNxoPoXVF6cJsipDWA303Tp8+Hdbp+3bnzp2wTuuc0tk0n5QGpe829dKltG/2+0brh1KZ2R6j2e/bl60nI/EXL0mSpCJuvCRJkoq48ZIkSSrixkuSJKmIGy9JkqQiz2yqsan0WTbVuLy8HNYpbURpIEqdkL6+vrBOqUlK/Rw7diys0zzcu3cvrGd7h1GaicZJKT8aJ6WoKPVDvcwIpaJoPJRyoudO65N6NVL6ic5PKTka5/3798M6pRqzvRRp/ul5UW87ShlTLz9Ky9I8U9qO0m2UIqQ6vRf0vOi62dQbfa9ondP7Re9pdjx0v9QDdGVlJaxTSpG+n/Rc6L0eHBwM6zdv3gzrtK6oTug9ovmk+ad6VlMp72eVv3hJkiQVceMlSZJUxI2XJElSETdekiRJRdx4SZIkFVkzqcZsGiKbRmzquk2lySgdScdTL0VKFVFajdJhly5dCutnz55Nnf/y5cth/cKFC6nxDA0NhXXqeUdpI0r9UKqI5pNSe/TcKR1G64fSnR0dHanxUEqL0n+UXqRUIKF5PnHiRGo87777blinnolLS0thfXJyMqzv27cvrFPKj8ZJvSD37NkT1mmd0DzT941SjfQdo96glCql89N3ieb/4MGDYZ3ShTR+ui71yqR5o+8nfQeo5yP1MKWelWfOnAnr9B2jVCalX7O9FynVmE0ptrqn7VrnL16SJElF3HhJkiQVceMlSZJUxI2XJElSETdekiRJRVqeamyqByKh8zSVnsiOn9JblDKjtFq2RxuluiglRL3DhoeHw/rhw4fDOt3X6dOnwzqlhCj1s3Xr1rB+9OjRsE6pQDoPpcYorUY96Sh9mV0/lDqkeaaedNleeN3d3anz03o7efJkWKeUGT0vmk9KlY6MjIR1GielXClNRilUSv/ROqGUGb3X2d6UdDytfzqe6jR+qlMvWkrnUXqU3iNa55QSpXmbnp4O69TrltbzO++8E9ZJf39/WKd5oHmm7xj9fck+96b+XpMvW9rRX7wkSZKKuPGSJEkq4sZLkiSpiBsvSZKkIm68JEmSirStV2Or046tTkNk05SUFqE0E6XJqPcZpWMo1Ui9ESnt+Bu/8RthnVJCNA+vvPJKWB8dHQ3rCwsLYZ1SZpTOu337dlinVBqlCClFRSk5SilSmo9QT0ZKLVGqi8ZP6T+q03OhcVKPP0qT0flffvnlsP7aa6+FdVrPtH6y6Sq6L3rf5+fnwzqth2yPRUq9UUqO1jmleun7Q6lJMjc3F9bpvmieBwYGwjp9PyltSu8pzT+Nf2JiIqzTe0EpWkLzTPNG6yrbwzHry5ZSzPIXL0mSpCJuvCRJkoq48ZIkSSrixkuSJKmIGy9JkqQibUs1ZtOLrT6+1eehlBOl0ui6lIKktBqlZvbs2RPWKZXz8ccfh/U//uM/Duu3bt0K67Ozs2GderpRGovSai+++GJYp/mnnpiUEqV5ppQQpcbovii9RSnF7HWz58+mO+n53r17N6wfOHAgrPf29qauS+g5ZnspUrqTUr10HkrDUaouO07qhUopRULnz6aM6XtFderFme2pmn1P6Xh6X+i5UIqQ0tb0vLK9Kek9zabpSVM9jvV/+YuXJElSETdekiRJRdx4SZIkFXHjJUmSVMSNlyRJUpG2pRpXm2wKI9uTkdIo2fQi9UqjdA+lrijVOD4+Htbfe++9sH7y5MmwTvO5vLycOp7SUtRjkdKUlB6ieRgaGgrrlIKkdCrNP6UI6X4p1UXnyabksj0rKX1GaUSaf0rdbtu2LazTOqF56OnpCevZ9zebbqbnSPNJzzd7fkrt0feBniOlbul4+l7RvGXXFa1nSonSeqPnS+8FjZN6JlJ6kdYzofeRelDS8VRvda9G/Xz+4iVJklTEjZckSVIRN16SJElF3HhJkiQVceMlSZJUpG2pRkonUQqm1b2fWt2Linp4ZdNPY2NjYf3QoUNhnVJjAwMDYZ3Slzdu3Ajrt2/fDuuvvPJKWJ+amgrrlC6k4ynFlk35UdqL0peUPqPnS/NJKcivfCX3byG6LqW06Pw0b9nx0PGUEs32OqR5o3VO95XteUfPne6XevzRdSlFmO2xSGm+bM9Qqnd0dIR1el6UAqZ5oNQe1em9pvulcVJKkdKIND+PHj0K62fPng3rlLIkMzMzYZ3eC1o/q+3v75eNv3hJkiQVceMlSZJUxI2XJElSETdekiRJRdx4SZIkFWks1dhU6mGtpC2yvdsIpVooLUUptocPH4Z1Si9SCiybDqO0UV9fX1inlBDVs73VaDx0fppPSkU9efIkrFNaan5+PqxT2ojmn2R79mV7R1I6L9vTMNuzj+r03Ldv3x7WqZdfticgfWdoPVDqLZtuzqZWKY2bTflR6jCbiqX1n/3u0fqh9ZldP/S89u/fH9apJyytt66urrBO80bPhVLt1Cszm2okq+3v71rnL16SJElF3HhJkiQVceMlSZJUxI2XJElSETdekiRJRdrWqzGrqfREq9MZ2bQjpYcofUMpmEuXLoX14eHhsE4psHPnzoX1t99+O6xTqojq1EuOUkWUwqN5pl5pNJ80/5QGopQZ9fKjdBKluuj4bKqL1jP1zvvss8/COj0X6m1H80b3ReuZzk/joVRXf39/WCf0XCi9SPdLKUVCx9NzpHVL65BSftTjj46n1CfNT3adU/qY5ofeazp/NgVM621kZCSsUy9Lmjd6jvSeUmqb1j+d35Rie/mLlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEjZckSVKRVZdqzKYtWp3OyF63qR5klPZaWloK69R77urVq2H95ZdfDuuUgqQ04vXr18P6hQsXwnpPT09Yn52dTV2XesDR8dTDjlDai9JPlCqi9dNUj0VC56EUHo2frks9JSlVt3v37rBO6TlKb9F78eKLL4Z16mFK80PvKaVH6Tw0D5TCo+8ApdLoupS6pe8SHU/zTMfTOs/WKW1N80Dnoe8hzT99N+j7+fHHH4d1Gj+97zTP1KQuw5AAABRvSURBVPOR7pfeo+z8q4a/eEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVWXWpxqxsqjGbUmxqPITSOpRCovNTT7Fbt26FdUpvvfLKK2H9pZdeCuvvvvtuWD98+HBYf/PNN8N6NtVI80PzQL3PaD6zKSGaT0pRZdOvlCaj9UPpV0rD0f3SeCi1R8dPTU2FdUqBUfqS6pRCpedFvfPovgj1uKR1RXV6Xtn0Gb0v2VQm9UykddtUr0BKs5Lsd4CeF6Ww6bvxk5/8JKxTKpzuN7vOs707tTr5i5ckSVIRN16SJElF3HhJkiQVceMlSZJUxI2XJElSkVWXamx1D6ls6rCptGNWtncbpXVoPi9duhTWd+3aFdYp7fjjH/84rFM6jHo1Um+y+/fvh/XBwcGwTilO6i345MmTsE6pLuqtRuk8QikzStvRdbNpPlonlJqk59jd3Z2qj42NhXXqBUl1Sl9SapLOk+2tSWlNWleUUmyqpx49R/o+0Di3bt0a1iktSOOn9Ul1Gg+l+ajXIT0XSiPS+07r9vz586nznz17NqzT+07vb3aem/q7mf17Z8/H/xl/8ZIkSSrixkuSJKmIGy9JkqQibrwkSZKKuPGSJEkqsupSjVmUvmlKtrdjUykPSidRDzJKpVGdjI6OhvWTJ0+G9d7e3rD+/e9/P6x/97vfDeuUIqT7nZiYCOuUYsv2Fnz48GFYp/ul89N6oFQXpbeyKSd67tm0Gs0PpbEo3UlpWRo/pfamp6fDOqVBs/NJx9N4aPw0b3RdSr1R+pJ6LNJ1KS1IvR3p+5PtGZpN4dF3gOaHrtvf3x/W9+3bF9ZpnimdSt+ZoaGhsE7vHfWopetm0+tZphRr+IuXJElSETdekiRJRdx4SZIkFXHjJUmSVMSNlyRJUpE1n2psF0qptKvXFY2HUk50XeqZOD8/H9YpPfRv//ZvYf3atWth/eDBg2GdUo10v5Ryys5ztrcaHU/pJxon9YDLritKsWXPQ+k5mgdKvVGKk1J1NH5ah5SazKZ9aZ3QPGTPTyk/SlNm1y29F5S6pTRfNo2Y/f6srKyEderlmv3e0nU7OjrC+uTkZFindGFfX19Yp3VOPWTpe0vPi1KxrU73q1n+4iVJklTEjZckSVIRN16SJElF3HhJkiQVceMlSZJU5EuXamxX70WSTR02NR5KLVFq7O7du2H9xIkTYf3KlSthnVKNx48fD+uU9qI69ex78uRJWKf5p/VA9WzaiFJLGzZsCOuUmsym5GicJNtzkND4t27dGtYpFUhpMkqJUp3GT2k7SqdmU35N9VTNpgiz58/OJ42HnjulRLOp3s2bN4d16vm4sLAQ1j/88MOwTvNJ36uPPvoorI+NjYV1en9pPu2l+GzwFy9JkqQibrwkSZKKuPGSJEkq4sZLkiSpiBsvSZKkIl+6VCPJpkWyKchsj7ymrkt1SidR2u7y5cth/dVXXw3rg4ODYf327dthndI9lHqj1A/VqYcapb2Wl5fD+meffRbWKb1F56fUFY2fUniUDqNUY1M97+h50X3R8bQOqYfg0NBQWKfx0/zTvFEqlp4vjZ+uS8dne5LSc6H0Lt1Xdvwkuw5pPHQ8rQe6LvVYpPeIUo3U25FQ+js7/qZ6zmp18hcvSZKkIm68JEmSirjxkiRJKuLGS5IkqYgbL0mSpCKmGv+HsumSVqdRmkplUopqeno6rN+7dy+sd3Z2hvWRkZGw/vDhw7CeTRVROoxSjQ8ePAjrlBqjdBultChFRSmnbC88Oj/1sKP7ovNTipPOT/NP5yHUG5HWLaUpKZ1H6b9sipaeF60Tek+fPn0a1mkeKA1H99tU779sD0d6LzZt2hTWad4o7Uhp2dnZ2bB+8+bNsP7o0aOwfubMmdT5qdctzT+NP5sqbVevYf3P+IuXJElSETdekiRJRdx4SZIkFXHjJUmSVMSNlyRJUpFnNtW41lMeTfWCzPZwzM7P1NRUWO/q6grrY2NjYf2f/umfwvobb7wR1gcGBsI69WijOvVk3LBhQ6qenTdKpVHKidKL9NzpPNk0K6UgqU7pRTqe5qGnpyesLywshHVKidLzyvYuJNn0WXZd0XPJpmipTinUbO9OGifND52Hrkv3u7i4GNbn5ubC+p07d1Ljofmh86+srIR1Qt+N7LpaK3/X9H/5i5ckSVIRN16SJElF3HhJkiQVceMlSZJUxI2XJElSkWc21bjWUx7Z9FlTKaRsLzZKk1GPxb1794b1S5cuhfX9+/eHdephR6k6SvlRaol6yVGPwk8++SSsZ9OChNJ/2edOx1Od5pNSeNRTj+aZ3lOaN+q5SWlHSsMRGg+lArPpYBrP48ePwzrNG8nOP42H1g89d+o1me0pSeOk+adxUtp6cnIyrNP3isZPacpsGpGs9b9f+vn8xUuSJKmIGy9JkqQibrwkSZKKuPGSJEkq4sZLkiSpyDObalzrsqmW7PGUBqJUDtWfPHkS1imlRam08fHxsP7uu++G9e7u7lSd0lKUZqK0VzZtmq1Tiorua/v27WGdesZRSjGblqXzUKqOUqh0v5QSpedC46e03datW8M6rRMaD6X8KEU7MzMT1p9/Pv4U0/1mU67btm0L67R+mlqftE7ouRCaZ0opjo6OhnWaH/ou0XtE48+mmLO9d4kpyLXFX7wkSZKKuPGSJEkq4sZLkiSpiBsvSZKkIm68JEmSiphqfMZR2oXSW9STkdJJdH7qdUj6+/vD+sTERFh/7733wvobb7wR1ru6usI6pc8oZUY94yjNR+k5mk+q9/b2hnVKZWZTafTcs70CaT6zaVCaBxonpWjpPH19fWGd7peeL6XbKAV85MiRsE6pQ+qFurS0FNZpfrI9KOm50PMlNG+UIqQeiPQ+0jxQfXBwMKzT92p+fj6s03uUlU0jZtOOWp38xUuSJKmIGy9JkqQibrwkSZKKuPGSJEkq4sZLkiSpiKnGIpRGaSrVQikkku0RRmkpSvcsLCyEdUpRUTpv586dYf3ixYthndJhr7/+elin+6IelNQzjlKZlHq7e/duWB8ZGUmNh3oIUm/EoaGhsE73le21R/NJ6TxKvVGKjdA4N2/eHNapB2K2Jyldl3oXUpqP0oJ0XXrfsylUSt0Seq9pHug50nOh469duxbWp6amwvrevXvDOq1zSkHSc8n2Nm2qJ6OeDf7iJUmSVMSNlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEVOMzIpuOofRZ9vyUasz24KPz7N69O6xTCvLWrVthnVJm+/btC+t0v52dnWF9ZWUlrF+/fj2sf/zxx2GdelNevXo1rFMq7dy5c2GdUnI0fjo/pVNp3ijFRs+d6pQ6pPQZpRcJ9XwktB5ovd24cSOs37t3L6zT/VL6j3oOUnp0YGAgrFNvU7pfSjvOzMyEdXqvp6enwzqlfb/ylfi3A7rf2dnZsJ7tnUrrs6mUYjbtrrXFX7wkSZKKuPGSJEkq4sZLkiSpiBsvSZKkIm68JEmSiphqXKWa6u2YPX9T56HUJKWQ5ufnwzqlI6k3IqWQPvroo9R1qUckzT/1jPvwww/DOqUXqfci1Xft2hXWqSfd8vJyWKfUZF9fX1inno+UdqTnTilL6jWZTTtS70LqHUnH9/T0hHVKa96/fz+sf//73w/rtH7oOdI807xRCnjPnj1h/fDhw6k6vUf0PtL6f/jwYVin1CS9j/S+UHqXvle0rrKa6rGrZ4O/eEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVMdW4xmTTiJT6aSodSamcbNqR0kPUO4/SXtSrjtJVN2/eDOtPnz4N64R6wFGKilJ1NJ+UtqPzU8qM0qDU245Sh9RTj+6L0pf03CmVRqk9Wg+0fmg81GOR1sPk5GRYp56Mo6OjYT2b7qT5ofeOem5Sj0tK9dJ6o/mn9/2f//mfwzrNM52f5i3bY5Heu2zqsNVpdD0b/MVLkiSpiBsvSZKkIm68JEmSirjxkiRJKuLGS5IkqYipxv9GUz0Ns6kWOr6pVCP1zsv2FGtqnIRSUZSuyqaK6PiZmZmwTuk/Sl1t3LgxrD//fPzqUeqKUo10/O3bt8M6pcaOHDkS1qmX34ULF8I69SgknZ2dYZ2eO9UpnZdN/1EadGRkJKxTz8EHDx6EdUrh0XOkOt0vrZNsmphSq9l5vnz5clhfWloK6/QeUVqWelbS8TQP2fR3q3vdmoJ8tvmLlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEjZckSVIRU41rTLY3YlPpG5JN5VCKitDx1IuNUod0fFdXV1in1Ofy8nJY7+npCeubN28O69RTklKHNJ+0HqampsI6peoo7TU4OBjWad6otyCNh9Jw1CuQjqc0Is0bpRHv3LkT1inVSL0aaZzZlBylGml90rqi89N6o1QvHT83N5eqU6qX3ndKKdL8UNqRNJUibCq9rmebv3hJkiQVceMlSZJUxI2XJElSETdekiRJRdx4SZIkFTHV+N9oKnXSVE+ubE8xSj8RSsk1NZ6m5oHSTJR+yqYdt23bFtapRyTNG6W3qKce1bPzSfdFaS/qqUfnoZ56lEqjHn+UsqQUJKVEKdX4+PHjsE73NTo6GtYpBZldD9n3i+aTnnt2/dA8UKpxcXExrNM8EHovFhYWUuehNC599+j47HfJNKL+N/zFS5IkqYgbL0mSpCJuvCRJkoq48ZIkSSrixkuSJKmIqcYirU5Hkmxvx6xWp4Gyx1NKi8ZJPfUoBUl16klH6SpK81GKjdJYlGKj81AalHpQ0rxt3749rFOKkND5qTdif39/WKdUIz1fSu09evQodZ5sT1JaD/QcKYVK16X0KKVBKQVM46dekNlUL/V8zH6vsr1fs7LfSdOO+kX4i5ckSVIRN16SJElF3HhJkiQVceMlSZJUxI2XJElSEVONq1S2N1+rr9vU8U31asyeh9JhlLqi1CGlwyjtRWk4SpNRne63qV51lNbMjpPmma67ZcuWsD45OZk6/9LSUlgn2bQp3S+lESmdR6lDOk82zUfHb9y4Maxn1w+tc0LpRaoTGifNQzYd2dT3p6nz69nmL16SJElF3HhJkiQVceMlSZJUxI2XJElSETdekiRJRUw1rjFNpW/WOpoHSmNRyimbdqRUGqXGKAVJKbZsSo6Oz85PNg1KabKmemtmx0NpRJo3el6UQs3K9hCk9zS7TjZs2JA6fzYtS+8F9QCl55JF4yGtThe2K3WuZ4O/eEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVeW7dunU2kWqjdvX2avV129VTkq5LaT5CPQQpNUZ6enrCOqW9FhcXwzqlKSllRimwptKRJNsjMvu8aJyUdsyeP9vjLzufhOaZnu/27dvDejbVSOlLel4dHR1hndKp9FwoBUk9MWk8VF9t6UV7Ner/5y9ekiRJRdx4SZIkFXHjJUmSVMSNlyRJUhE3XpIkSUXs1dhmre751VRvx+x52tXLjK6bTatRGiubjpyamgrrmzZtauT82VRXNp2Xle2pR9eleva+svWm1i09x+x4sinabHo0Ow+UOqRUI80DpRopZZldn63uaWtKUf8b/uIlSZJUxI2XJElSETdekiRJRdx4SZIkFXHjJUmSVMRUY5u1Oo3VVBqx1ZpKFTWVVqPjKe24efPm1Pk/+eST1HVJu1KxTV03u86zmloPlM7L1qn3IsmmbrPzme2tSbK9FLNp3HalpKVW8BcvSZKkIm68JEmSirjxkiRJKuLGS5IkqYgbL0mSpCKmGteY1dYjrKnejlnZnoYk29uRfP7552H9q1/9auq61MOu1T00s1qdRiTZnpvZ9BylDrPzv3HjxtR56L5oPdD6p/PQeOg8dF+0zrP3le3J2FRqm7Q6JZ29rp5t/uIlSZJUxI2XJElSETdekiRJRdx4SZIkFXHjJUmSVMRUY5s11ZusXT3LmkoDZWVTja0eT7a3HaUdP/vss7DeVO/ObM++ptJk2Z6GlG7Lpk0JpRfpudA4169fnzqeeixSWpDmecOGDWGd7ovWZ7Z3JI2HUop0fPZ9aVda0NShWsFfvCRJkoq48ZIkSSrixkuSJKmIGy9JkqQibrwkSZKKmGpcY5pKqzWVDmuXbJqvXfVsGnHTpk1hPZsayz5fGg+l3qiHYDYFRinCbIqN7jeb1qTzbNmyJTWebC9IqlPKldKU2Z6JlLKk4ymNmO3J2Orei+2y1sevGv7iJUmSVMSNlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEVOMa01SarylN9UBsKhVIKTlKXWXTZ9QjL5smy/bgy85ztjci1Tdu3BjWKd1GPQfp/PS86PyU5sum8+h4SpUSui9KQdJ90XhofrI9EGkeVlZWwrqk1vEXL0mSpCJuvCRJkoq48ZIkSSrixkuSJKmIGy9JkqQiphrXmGx6LnueptKITcmmt9rVs5LSiJSOpLQgoXkYGxtLnUc/H6ULJakp/uIlSZJUxI2XJElSETdekiRJRdx4SZIkFXHjJUmSVOS5devWtTaWJkmSpHXr1vmLlyRJUhk3XpIkSUXceEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVceMlSZJUxI2XJElSETdekiRJRdx4SZIkFXHjJUmSVMSNlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVceMlSZJUxI2XJElSETdekiRJRdx4SZIkFXHjJUmSVMSNlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVceMlSZJUxI2XJElSETdekiRJRdx4SZIkFXHjJUmSVMSNlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEjZckSVIRN16SJElF3HhJkiQVceMlSZJUxI2XJElSETdekiRJRdx4SZIkFXHjJUmSVMSNlyRJUhE3XpIkSUXceEmSJBVx4yVJklTEjZckSVKR/wPhAtp2mdpCCwAAAABJRU5ErkJggg==" y="-0"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pc448c21e13)" d="M 218.902761 82.08 L 219.621886 82.8 L 219.621886 84.24 L 218.902761 84.96 L 218.183637 84.24 L 218.183637 82.8 L 218.902761 82.08 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 251.982491 84.96 L 252.701616 85.68 L 252.701616 87.12 L 251.982491 87.84 L 251.263367 87.12 L 251.263367 85.68 L 251.982491 84.96 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 224.655758 89.28 L 225.374882 90 L 225.374882 91.44 L 225.374882 92.88 L 224.655758 93.6 L 223.936633 92.88 L 223.936633 91.44 L 223.936633 90 L 224.655758 89.28 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 247.667744 89.28 L 248.386869 90 L 248.386869 91.44 L 247.667744 92.16 L 246.229495 92.16 L 245.51037 91.44 L 246.229495 90.72 L 246.948619 90 L 247.667744 89.28 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 221.77926 93.6 L 223.217509 93.6 L 223.936633 94.32 L 223.936633 95.76 L 223.217509 96.48 L 221.77926 96.48 L 221.060135 95.76 L 221.060135 94.32 L 221.77926 93.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 211.711516 95.04 L 213.149765 95.04 L 214.588014 95.04 L 216.026263 95.04 L 217.464512 95.04 L 218.902761 95.04 L 219.621886 95.76 L 219.621886 97.2 L 220.34101 97.92 L 221.060135 98.64 L 220.34101 99.36 L 219.621886 100.08 L 218.902761 100.8 L 218.183637 100.08 L 217.464512 99.36 L 216.026263 99.36 L 214.588014 99.36 L 213.149765 99.36 L 212.43064 100.08 L 211.711516 100.8 L 210.992391 101.52 L 210.273266 102.24 L 208.835017 102.24 L 208.115893 101.52 L 208.835017 100.8 L 209.554142 100.08 L 209.554142 98.64 L 210.273266 97.92 L 210.992391 97.2 L 210.992391 95.76 L 211.711516 95.04 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 251.982491 95.04 L 253.42074 95.04 L 254.139865 95.76 L 254.85899 96.48 L 256.297239 96.48 L 257.735488 96.48 L 259.173737 96.48 L 259.892862 97.2 L 259.173737 97.92 L 257.735488 97.92 L 256.297239 97.92 L 254.85899 97.92 L 254.139865 98.64 L 253.42074 99.36 L 252.701616 100.08 L 251.982491 100.8 L 250.544242 100.8 L 249.825118 100.08 L 249.825118 98.64 L 250.544242 97.92 L 251.263367 97.2 L 251.263367 95.76 L 251.982491 95.04 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 260.611986 97.92 L 261.331111 98.64 L 262.050235 99.36 L 262.76936 100.08 L 262.76936 101.52 L 262.76936 102.96 L 262.050235 103.68 L 261.331111 104.4 L 260.611986 105.12 L 259.892862 104.4 L 259.892862 102.96 L 259.892862 101.52 L 259.892862 100.08 L 259.892862 98.64 L 260.611986 97.92 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 228.970505 102.24 L 230.408754 102.24 L 231.127879 102.96 L 231.847003 103.68 L 232.566128 102.96 L 233.285253 102.24 L 234.723502 102.24 L 236.161751 102.24 L 237.6 102.24 L 239.038249 102.24 L 240.476498 102.24 L 241.195623 102.96 L 240.476498 103.68 L 239.757374 104.4 L 239.038249 105.12 L 238.319125 105.84 L 238.319125 107.28 L 239.038249 108 L 239.757374 108.72 L 239.757374 110.16 L 239.757374 111.6 L 239.038249 112.32 L 238.319125 113.04 L 238.319125 114.48 L 238.319125 115.92 L 237.6 116.64 L 236.880875 117.36 L 236.161751 118.08 L 235.442626 117.36 L 234.723502 116.64 L 234.004377 117.36 L 234.723502 118.08 L 235.442626 118.8 L 234.723502 119.52 L 233.285253 119.52 L 232.566128 118.8 L 231.847003 118.08 L 231.127879 117.36 L 231.127879 115.92 L 231.127879 114.48 L 231.127879 113.04 L 231.127879 111.6 L 231.127879 110.16 L 230.408754 109.44 L 229.68963 108.72 L 230.408754 108 L 231.127879 107.28 L 231.127879 105.84 L 230.408754 105.12 L 229.68963 104.4 L 228.970505 103.68 L 228.251381 102.96 L 228.970505 102.24 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 208.835017 103.68 L 210.273266 103.68 L 210.992391 104.4 L 210.992391 105.84 L 210.992391 107.28 L 210.992391 108.72 L 210.992391 110.16 L 210.992391 111.6 L 210.273266 112.32 L 209.554142 111.6 L 208.835017 110.88 L 208.115893 110.16 L 208.115893 108.72 L 208.115893 107.28 L 208.115893 105.84 L 208.115893 104.4 L 208.835017 103.68 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 260.611986 106.56 L 261.331111 107.28 L 261.331111 108.72 L 260.611986 109.44 L 259.892862 108.72 L 259.892862 107.28 L 260.611986 106.56 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 249.105993 108 L 249.825118 108.72 L 250.544242 109.44 L 251.263367 110.16 L 250.544242 110.88 L 249.105993 110.88 L 248.386869 110.16 L 248.386869 108.72 L 249.105993 108 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 233.285253 109.44 L 232.566128 110.16 L 233.285253 110.88 L 234.723502 110.88 L 235.442626 110.16 L 234.723502 109.44 L 233.285253 109.44 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 233.285253 112.32 L 232.566128 113.04 L 233.285253 113.76 L 234.723502 113.76 L 235.442626 113.04 L 234.723502 112.32 L 233.285253 112.32 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 210.273266 113.76 L 210.992391 114.48 L 211.711516 115.2 L 212.43064 115.92 L 212.43064 117.36 L 212.43064 118.8 L 212.43064 120.24 L 212.43064 121.68 L 213.149765 122.4 L 213.868889 123.12 L 214.588014 123.84 L 215.307138 124.56 L 214.588014 125.28 L 213.868889 126 L 213.149765 126.72 L 212.43064 126 L 211.711516 125.28 L 210.992391 124.56 L 210.992391 123.12 L 210.992391 121.68 L 210.992391 120.24 L 210.273266 119.52 L 209.554142 118.8 L 209.554142 117.36 L 209.554142 115.92 L 209.554142 114.48 L 210.273266 113.76 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 253.42074 113.76 L 254.85899 113.76 L 255.578114 114.48 L 254.85899 115.2 L 253.42074 115.2 L 252.701616 114.48 L 253.42074 113.76 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 257.735488 115.2 L 258.454612 115.92 L 258.454612 117.36 L 257.735488 118.08 L 257.016363 118.8 L 257.016363 120.24 L 256.297239 120.96 L 255.578114 120.24 L 255.578114 118.8 L 255.578114 117.36 L 256.297239 116.64 L 257.016363 115.92 L 257.735488 115.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 251.982491 120.96 L 252.701616 121.68 L 252.701616 123.12 L 252.701616 124.56 L 251.982491 125.28 L 250.544242 125.28 L 249.825118 126 L 249.105993 126.72 L 248.386869 126 L 248.386869 124.56 L 248.386869 123.12 L 249.105993 122.4 L 250.544242 122.4 L 251.263367 121.68 L 251.982491 120.96 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 239.038249 122.4 L 239.757374 123.12 L 239.757374 124.56 L 239.038249 125.28 L 238.319125 124.56 L 238.319125 123.12 L 239.038249 122.4 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 217.464512 125.28 L 218.902761 125.28 L 220.34101 125.28 L 221.060135 126 L 220.34101 126.72 L 218.902761 126.72 L 217.464512 126.72 L 216.745388 126 L 217.464512 125.28 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 221.77926 126.72 L 222.498384 127.44 L 221.77926 128.16 L 221.060135 127.44 L 221.77926 126.72 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 228.970505 126.72 L 229.68963 127.44 L 229.68963 128.88 L 228.970505 129.6 L 228.251381 128.88 L 228.251381 127.44 L 228.970505 126.72 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 240.476498 126.72 L 241.195623 127.44 L 240.476498 128.16 L 239.757374 127.44 L 240.476498 126.72 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 247.667744 126.72 L 248.386869 127.44 L 248.386869 128.88 L 247.667744 129.6 L 246.229495 129.6 L 244.791246 129.6 L 243.352997 129.6 L 242.633872 128.88 L 243.352997 128.16 L 244.791246 128.16 L 246.229495 128.16 L 246.948619 127.44 L 247.667744 126.72 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pc448c21e13)" d="M 230.408754 96.48 L 231.127879 97.2 L 231.127879 98.64 L 231.847003 99.36 L 233.285253 99.36 L 234.723502 99.36 L 235.442626 100.08 L 236.161751 100.8 L 237.6 100.8 L 238.319125 100.08 L 239.038249 99.36 L 240.476498 99.36 L 241.914747 99.36 L 242.633872 100.08 L 242.633872 101.52 L 243.352997 102.24 L 244.072121 102.96 L 244.072121 104.4 L 244.072121 105.84 L 243.352997 106.56 L 242.633872 107.28 L 242.633872 108.72 L 243.352997 109.44 L 244.072121 110.16 L 244.791246 110.88 L 246.229495 110.88 L 247.667744 110.88 L 248.386869 111.6 L 248.386869 113.04 L 247.667744 113.76 L 246.948619 114.48 L 246.948619 115.92 L 246.229495 116.64 L 245.51037 115.92 L 244.791246 115.2 L 244.072121 114.48 L 244.072121 113.04 L 243.352997 112.32 L 241.914747 112.32 L 240.476498 112.32 L 239.038249 112.32 L 238.319125 111.6 L 239.038249 110.88 L 239.757374 110.16 L 239.038249 109.44 L 238.319125 108.72 L 238.319125 107.28 L 239.038249 106.56 L 239.757374 105.84 L 239.038249 105.12 L 237.6 105.12 L 236.161751 105.12 L 235.442626 105.84 L 234.723502 106.56 L 234.004377 105.84 L 233.285253 105.12 L 232.566128 105.84 L 232.566128 107.28 L 232.566128 108.72 L 232.566128 110.16 L 231.847003 110.88 L 231.127879 110.16 L 230.408754 109.44 L 228.970505 109.44 L 228.251381 110.16 L 228.251381 111.6 L 228.970505 112.32 L 229.68963 113.04 L 229.68963 114.48 L 229.68963 115.92 L 228.970505 116.64 L 227.532256 116.64 L 226.094007 116.64 L 224.655758 116.64 L 223.936633 115.92 L 223.936633 114.48 L 224.655758 113.76 L 225.374882 113.04 L 226.094007 112.32 L 226.813131 111.6 L 226.813131 110.16 L 226.094007 109.44 L 225.374882 108.72 L 225.374882 107.28 L 225.374882 105.84 L 224.655758 105.12 L 223.936633 104.4 L 223.936633 102.96 L 224.655758 102.24 L 225.374882 102.96 L 226.094007 103.68 L 226.813131 102.96 L 226.813131 101.52 L 227.532256 100.8 L 228.251381 100.08 L 228.970505 99.36 L 229.68963 98.64 L 229.68963 97.2 L 230.408754 96.48 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 236.161751 102.24 L 235.442626 102.96 L 236.161751 103.68 L 236.880875 102.96 L 236.161751 102.24 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 249.105993 102.24 L 249.825118 102.96 L 249.105993 103.68 L 248.386869 102.96 L 249.105993 102.24 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 230.408754 105.12 L 229.68963 105.84 L 230.408754 106.56 L 231.127879 105.84 L 230.408754 105.12 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 244.791246 106.56 L 245.51037 107.28 L 244.791246 108 L 244.072121 107.28 L 244.791246 106.56 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 234.723502 109.44 L 236.161751 109.44 L 236.880875 110.16 L 236.161751 110.88 L 234.723502 110.88 L 234.004377 110.16 L 234.723502 109.44 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 233.285253 113.76 L 234.004377 114.48 L 233.285253 115.2 L 232.566128 114.48 L 233.285253 113.76 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 228.970505 118.08 L 229.68963 118.8 L 229.68963 120.24 L 228.970505 120.96 L 228.251381 120.24 L 228.251381 118.8 L 228.970505 118.08 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pc448c21e13)" d="M 220.34101 119.52 L 221.060135 120.24 L 220.34101 120.96 L 219.621886 120.24 L 220.34101 119.52 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pc448c21e13)" d="M 236.161751 27.30153 L 239.038249 27.328381 L 241.914747 27.36 L 243.352997 28.263605 L 246.107263 29.52 L 246.229495 29.622479 L 247.667744 30.535096 L 249.105993 30.525989 L 250.544242 31.204621 L 251.982491 31.452559 L 253.42074 30.672112 L 254.85899 31.193221 L 256.297239 30.707649 L 257.735488 30.169836 L 259.173737 30.021374 L 260.611986 29.748353 L 262.050235 30.632566 L 262.326291 30.96 L 263.488484 31.665212 L 264.926734 32.214078 L 268.847427 36.72 L 269.076169 38.16 L 269.241481 38.325513 L 270.67973 40.309872 L 271.385019 41.04 L 271.530604 42.48 L 272.46923 43.92 L 273.6921 45.36 L 274.400363 46.8 L 274.443035 48.24 L 275.758767 49.68 L 275.713602 52.56 L 277.141395 54 L 277.12171 55.44 L 278.520597 56.88 L 278.45892 59.76 L 278.835681 61.2 L 278.496855 62.64 L 278.944187 64.08 L 279.179646 65.52 L 278.961391 66.96 L 279.719109 68.4 L 278.830544 69.84 L 278.593387 71.28 L 279.468869 72.72 L 278.995211 74.16 L 279.017287 78.48 L 280.306596 79.92 L 280.172945 84.24 L 280.090285 85.68 L 280.747474 86.525047 L 281.368697 87.12 L 281.466599 88.56 L 282.927782 91.44 L 283.036582 95.76 L 283.875514 97.2 L 284.285479 98.64 L 284.125929 102.96 L 284.123264 104.4 L 283.469342 105.84 L 282.787646 107.28 L 282.464883 108.72 L 282.615755 110.16 L 282.185723 110.654808 L 281.183795 111.6 L 280.292934 114.48 L 279.846047 115.92 L 279.051268 117.36 L 278.779358 123.12 L 277.446861 126 L 276.955179 127.44 L 276.432727 127.910233 L 274.994477 128.896201 L 274.306193 130.32 L 274.181419 131.76 L 272.792604 133.2 L 272.117979 133.993351 L 269.936845 136.08 L 269.241481 137.579633 L 267.803232 138.345866 L 267.192026 138.96 L 266.907262 140.4 L 262.050235 145.115232 L 260.611986 146.199363 L 259.173737 146.824641 L 257.735488 148.012226 L 256.297239 148.32 L 255.214588 149.04 L 254.85899 149.42234 L 251.982491 150.181278 L 251.617929 150.48 L 250.544242 151.05958 L 247.667744 151.021887 L 246.229495 151.24682 L 244.791246 151.74197 L 243.352997 151.7022 L 241.914747 151.137998 L 240.476498 149.78529 L 239.635843 149.04 L 239.038249 148.360333 L 237.6 148.378824 L 236.161751 149.686874 L 234.723502 151.031623 L 232.332398 151.92 L 231.847003 152.159519 L 230.408754 152.616431 L 228.970505 152.480194 L 227.532256 152.585728 L 224.655758 151.2 L 220.34101 151.207768 L 217.464512 151.2 L 216.026263 150.214557 L 214.588014 149.725284 L 213.100065 149.04 L 211.711516 148.15215 L 210.273266 147.442328 L 208.835017 147.395075 L 207.396768 146.726343 L 205.578152 144.72 L 203.430735 143.28 L 201.643772 141.529083 L 200.205523 139.826304 L 198.767273 138.263949 L 196.586998 136.08 L 195.790814 134.64 L 194.070679 133.2 L 192.705015 131.76 L 192.08802 130.32 L 191.576028 129.807384 L 190.856903 128.88 L 190.962375 127.44 L 189.911453 126 L 189.621159 124.56 L 189.493421 123.12 L 188.317978 120.24 L 188.277767 118.8 L 187.865066 117.36 L 186.92249 115.92 L 187.233639 111.6 L 187.282772 110.16 L 187.590544 108.72 L 186.639679 107.28 L 186.118305 105.84 L 186.124149 104.4 L 186.479827 100.08 L 186.457069 97.2 L 187.980405 95.76 L 187.955848 92.88 L 188.216525 91.44 L 189.032869 90 L 189.438802 88.56 L 189.418654 84.24 L 190.137779 83.394934 L 190.864084 82.8 L 190.977989 81.36 L 191.576028 80.529992 L 192.204837 79.92 L 192.506963 78.48 L 193.014277 77.691054 L 193.577908 77.04 L 194.287053 75.6 L 194.081119 74.16 L 194.947428 72.72 L 196.031716 71.28 L 195.890775 69.75027 L 196.328532 68.4 L 196.549197 66.96 L 196.183294 65.52 L 196.299306 64.08 L 196.682483 62.64 L 197.329024 61.953794 L 198.987873 59.76 L 198.235594 58.32 L 198.767273 57.74913 L 199.381716 56.88 L 199.174799 55.44 L 199.97349 54 L 199.491132 52.56 L 200.747136 51.12 L 200.963009 49.68 L 200.924647 48.24 L 201.643772 47.237881 L 202.13411 46.8 L 202.36889 45.36 L 203.082021 44.295456 L 203.530191 43.92 L 203.928686 42.48 L 205.16029 41.04 L 206.2545 39.6 L 207.896345 38.16 L 208.835017 35.71603 L 209.09047 35.28 L 210.273266 34.250193 L 211.711516 33.625452 L 213.902624 32.4 L 214.588014 32.040341 L 216.134595 32.4 L 227.532256 33.12 L 228.970505 32.158841 L 230.408754 31.68 L 231.847003 30.950903 L 233.285253 29.477618 L 234.846068 28.08 L 236.161751 27.30153 L 236.161751 27.30153 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 179.494735 19.89375 L 186.180985 19.89375 L 186.180985 8.28 L 179.494735 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(179.494735 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 287.36714 19.89375 L 295.705265 19.89375 L 295.705265 8.28 L 287.36714 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(287.36714 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 164.968419 165.6 L 196.592169 165.6 L 196.592169 153.98625 L 164.968419 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=29 --> <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(164.968419 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-39"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#pe844bd32c4)"> <image height="165.6" id="image015d3fcb96" transform="scale(1 -1)translate(0 -165.6)" width="145.44" x="323" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_7"> <path clip-path="url(#pe844bd32c4)" d="M 381.617509 77.76 L 382.336633 78.48 L 381.617509 79.2 L 380.898384 78.48 L 381.617509 77.76 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 408.944242 79.2 L 409.663367 79.92 L 408.944242 80.64 L 408.225118 79.92 L 408.944242 79.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 380.17926 80.64 L 381.617509 80.64 L 383.055758 80.64 L 383.774882 81.36 L 384.494007 82.08 L 385.213131 82.8 L 385.213131 84.24 L 384.494007 84.96 L 383.774882 85.68 L 383.774882 87.12 L 383.055758 87.84 L 382.336633 88.56 L 382.336633 90 L 382.336633 91.44 L 382.336633 92.88 L 381.617509 93.6 L 380.898384 94.32 L 380.898384 95.76 L 380.898384 97.2 L 380.17926 97.92 L 379.460135 97.2 L 378.74101 96.48 L 378.021886 97.2 L 377.302761 97.92 L 376.583637 98.64 L 376.583637 100.08 L 375.864512 100.8 L 375.145388 101.52 L 374.426263 102.24 L 373.707138 102.96 L 372.988014 103.68 L 372.268889 104.4 L 371.549765 105.12 L 370.83064 105.84 L 370.83064 107.28 L 370.83064 108.72 L 370.111516 109.44 L 369.392391 110.16 L 370.111516 110.88 L 370.83064 111.6 L 370.111516 112.32 L 369.392391 113.04 L 369.392391 114.48 L 370.111516 115.2 L 370.83064 115.92 L 370.111516 116.64 L 369.392391 117.36 L 370.111516 118.08 L 370.83064 118.8 L 370.83064 120.24 L 370.83064 121.68 L 371.549765 122.4 L 372.268889 123.12 L 371.549765 123.84 L 370.111516 123.84 L 369.392391 123.12 L 368.673266 122.4 L 367.954142 121.68 L 367.954142 120.24 L 367.954142 118.8 L 367.954142 117.36 L 367.954142 115.92 L 367.954142 114.48 L 367.954142 113.04 L 367.954142 111.6 L 367.235017 110.88 L 366.515893 110.16 L 367.235017 109.44 L 367.954142 108.72 L 367.954142 107.28 L 367.954142 105.84 L 368.673266 105.12 L 369.392391 104.4 L 369.392391 102.96 L 369.392391 101.52 L 369.392391 100.08 L 370.111516 99.36 L 371.549765 99.36 L 372.268889 98.64 L 372.988014 97.92 L 373.707138 97.2 L 374.426263 96.48 L 375.145388 95.76 L 375.864512 95.04 L 376.583637 94.32 L 376.583637 92.88 L 376.583637 91.44 L 376.583637 90 L 376.583637 88.56 L 376.583637 87.12 L 377.302761 86.4 L 378.021886 85.68 L 378.74101 84.96 L 379.460135 84.24 L 379.460135 82.8 L 379.460135 81.36 L 380.17926 80.64 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 407.505993 80.64 L 408.225118 81.36 L 408.225118 82.8 L 408.944242 83.52 L 410.382491 83.52 L 411.101616 84.24 L 410.382491 84.96 L 409.663367 85.68 L 410.382491 86.4 L 411.101616 87.12 L 410.382491 87.84 L 409.663367 88.56 L 410.382491 89.28 L 411.101616 90 L 411.101616 91.44 L 411.101616 92.88 L 411.101616 94.32 L 411.101616 95.76 L 411.101616 97.2 L 411.82074 97.92 L 413.25899 97.92 L 413.978114 97.2 L 414.697239 96.48 L 415.416363 97.2 L 415.416363 98.64 L 416.135488 99.36 L 417.573737 99.36 L 419.011986 99.36 L 419.731111 100.08 L 419.011986 100.8 L 418.292862 101.52 L 419.011986 102.24 L 419.731111 102.96 L 419.731111 104.4 L 419.731111 105.84 L 419.011986 106.56 L 418.292862 107.28 L 418.292862 108.72 L 418.292862 110.16 L 418.292862 111.6 L 418.292862 113.04 L 417.573737 113.76 L 416.135488 113.76 L 415.416363 113.04 L 415.416363 111.6 L 415.416363 110.16 L 416.135488 109.44 L 416.854612 108.72 L 416.135488 108 L 415.416363 107.28 L 415.416363 105.84 L 415.416363 104.4 L 415.416363 102.96 L 414.697239 102.24 L 413.978114 101.52 L 413.25899 100.8 L 412.539865 100.08 L 411.82074 99.36 L 410.382491 99.36 L 408.944242 99.36 L 408.225118 98.64 L 408.225118 97.2 L 407.505993 96.48 L 406.786869 95.76 L 406.786869 94.32 L 406.786869 92.88 L 406.786869 91.44 L 406.786869 90 L 406.067744 89.28 L 405.348619 88.56 L 406.067744 87.84 L 406.786869 87.12 L 406.067744 86.4 L 404.629495 86.4 L 403.91037 85.68 L 404.629495 84.96 L 405.348619 84.24 L 405.348619 82.8 L 406.067744 82.08 L 406.786869 81.36 L 407.505993 80.64 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 416.135488 80.64 L 416.854612 81.36 L 416.854612 82.8 L 416.854612 84.24 L 416.854612 85.68 L 416.135488 86.4 L 415.416363 87.12 L 415.416363 88.56 L 414.697239 89.28 L 413.978114 88.56 L 413.978114 87.12 L 413.978114 85.68 L 413.25899 84.96 L 412.539865 84.24 L 413.25899 83.52 L 413.978114 82.8 L 414.697239 82.08 L 415.416363 81.36 L 416.135488 80.64 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 394.561751 95.04 L 395.280875 95.76 L 395.280875 97.2 L 396 97.92 L 396.719125 98.64 L 396 99.36 L 395.280875 100.08 L 394.561751 100.8 L 393.123502 100.8 L 392.404377 100.08 L 392.404377 98.64 L 392.404377 97.2 L 393.123502 96.48 L 393.842626 95.76 L 394.561751 95.04 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 387.370505 105.12 L 388.808754 105.12 L 389.527879 105.84 L 388.808754 106.56 L 387.370505 106.56 L 386.651381 105.84 L 387.370505 105.12 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 391.685253 105.12 L 392.404377 105.84 L 391.685253 106.56 L 390.966128 105.84 L 391.685253 105.12 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 398.876498 105.12 L 399.595623 105.84 L 398.876498 106.56 L 398.157374 105.84 L 398.876498 105.12 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 374.426263 106.56 L 375.864512 106.56 L 376.583637 107.28 L 377.302761 108 L 378.021886 108.72 L 378.021886 110.16 L 378.74101 110.88 L 379.460135 111.6 L 378.74101 112.32 L 378.021886 113.04 L 377.302761 113.76 L 376.583637 114.48 L 375.864512 115.2 L 375.145388 115.92 L 374.426263 116.64 L 373.707138 115.92 L 373.707138 114.48 L 373.707138 113.04 L 373.707138 111.6 L 373.707138 110.16 L 373.707138 108.72 L 373.707138 107.28 L 374.426263 106.56 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 401.752997 106.56 L 402.472121 107.28 L 403.191246 108 L 403.91037 108.72 L 403.91037 110.16 L 403.191246 110.88 L 401.752997 110.88 L 401.033872 110.16 L 401.033872 108.72 L 401.033872 107.28 L 401.752997 106.56 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 408.944242 108 L 410.382491 108 L 411.101616 108.72 L 411.82074 109.44 L 413.25899 109.44 L 413.978114 110.16 L 413.978114 111.6 L 413.25899 112.32 L 412.539865 113.04 L 412.539865 114.48 L 411.82074 115.2 L 411.101616 114.48 L 410.382491 113.76 L 409.663367 113.04 L 408.944242 112.32 L 408.225118 111.6 L 408.225118 110.16 L 408.225118 108.72 L 408.944242 108 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 404.629495 110.88 L 405.348619 111.6 L 404.629495 112.32 L 403.91037 111.6 L 404.629495 110.88 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 374.426263 123.84 L 375.145388 124.56 L 374.426263 125.28 L 373.707138 124.56 L 374.426263 123.84 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#pe844bd32c4)" d="M 394.561751 92.16 L 396 92.16 L 396.719125 92.88 L 396.719125 94.32 L 397.438249 95.04 L 398.157374 95.76 L 398.157374 97.2 L 398.157374 98.64 L 397.438249 99.36 L 396.719125 100.08 L 396 100.8 L 395.280875 101.52 L 396 102.24 L 396.719125 102.96 L 396 103.68 L 395.280875 104.4 L 394.561751 105.12 L 393.842626 104.4 L 393.842626 102.96 L 393.842626 101.52 L 393.123502 100.8 L 392.404377 100.08 L 391.685253 99.36 L 390.247003 99.36 L 388.808754 99.36 L 388.08963 98.64 L 388.808754 97.92 L 389.527879 97.2 L 389.527879 95.76 L 390.247003 95.04 L 391.685253 95.04 L 393.123502 95.04 L 394.561751 95.04 L 395.280875 94.32 L 394.561751 93.6 L 393.842626 92.88 L 394.561751 92.16 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 398.876498 99.36 L 399.595623 100.08 L 398.876498 100.8 L 398.157374 100.08 L 398.876498 99.36 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 391.685253 100.8 L 392.404377 101.52 L 391.685253 102.24 L 390.966128 101.52 L 391.685253 100.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 401.752997 100.8 L 402.472121 101.52 L 401.752997 102.24 L 401.033872 101.52 L 401.752997 100.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 390.247003 102.24 L 390.966128 102.96 L 390.247003 103.68 L 389.527879 102.96 L 390.247003 102.24 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 375.864512 103.68 L 376.583637 104.4 L 375.864512 105.12 L 375.145388 104.4 L 375.864512 103.68 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 390.247003 106.56 L 390.966128 107.28 L 391.685253 108 L 392.404377 108.72 L 391.685253 109.44 L 390.966128 110.16 L 391.685253 110.88 L 392.404377 110.16 L 393.123502 109.44 L 393.842626 108.72 L 393.842626 107.28 L 394.561751 106.56 L 395.280875 107.28 L 396 108 L 396.719125 108.72 L 396 109.44 L 395.280875 110.16 L 396 110.88 L 396.719125 111.6 L 396.719125 113.04 L 397.438249 113.76 L 398.157374 114.48 L 398.157374 115.92 L 398.876498 116.64 L 399.595623 117.36 L 399.595623 118.8 L 399.595623 120.24 L 399.595623 121.68 L 399.595623 123.12 L 399.595623 124.56 L 398.876498 125.28 L 397.438249 125.28 L 396.719125 124.56 L 396.719125 123.12 L 397.438249 122.4 L 398.157374 121.68 L 398.157374 120.24 L 397.438249 119.52 L 396.719125 118.8 L 396 118.08 L 394.561751 118.08 L 393.842626 117.36 L 394.561751 116.64 L 395.280875 115.92 L 395.280875 114.48 L 394.561751 113.76 L 393.842626 114.48 L 393.123502 115.2 L 392.404377 115.92 L 391.685253 116.64 L 390.966128 115.92 L 390.966128 114.48 L 390.966128 113.04 L 390.247003 112.32 L 389.527879 111.6 L 388.808754 110.88 L 388.08963 110.16 L 388.808754 109.44 L 389.527879 108.72 L 389.527879 107.28 L 390.247003 106.56 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 404.629495 115.2 L 405.348619 115.92 L 404.629495 116.64 L 403.91037 115.92 L 404.629495 115.2 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pe844bd32c4)" d="M 384.494007 119.52 L 385.932256 119.52 L 386.651381 120.24 L 386.651381 121.68 L 386.651381 123.12 L 386.651381 124.56 L 385.932256 125.28 L 385.213131 124.56 L 385.213131 123.12 L 384.494007 122.4 L 383.774882 121.68 L 383.774882 120.24 L 384.494007 119.52 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#pe844bd32c4)" d="M 404.629495 25.194963 L 406.067744 24.282358 L 408.944242 24.503886 L 413.25899 25.930182 L 414.697239 25.956372 L 415.72355 26.64 L 416.135488 27.078492 L 417.573737 27.470806 L 418.81588 28.08 L 419.011986 28.381512 L 419.465164 29.52 L 421.888484 31.851902 L 423.326734 32.582955 L 424.79291 33.84 L 425.728744 35.28 L 426.203232 36.815794 L 429.07973 38.867242 L 429.87946 39.6 L 429.907219 41.04 L 432.659589 43.92 L 432.76762 45.36 L 432.675353 46.8 L 433.602878 48.24 L 434.113602 49.68 L 434.487823 51.12 L 434.832727 51.444511 L 436.9901 54 L 436.94647 55.44 L 438.388419 56.88 L 438.228357 59.76 L 439.633348 61.2 L 439.632305 62.64 L 439.015313 64.08 L 439.263673 65.52 L 439.338331 66.96 L 440.155934 68.4 L 440.789319 69.84 L 440.407304 71.28 L 440.402597 72.72 L 440.211151 75.6 L 440.092595 79.92 L 439.998387 81.36 L 439.611215 82.8 L 439.967464 84.24 L 439.90569 85.68 L 441.316049 87.12 L 441.296711 90 L 442.646427 91.44 L 442.743097 92.88 L 442.586539 98.64 L 442.430216 104.4 L 442.023972 105.871397 L 440.692931 107.28 L 440.722314 108.72 L 439.727257 110.16 L 438.99135 111.6 L 438.890378 115.92 L 437.430606 117.36 L 437.219593 118.8 L 437.140326 123.12 L 436.172388 124.56 L 434.832727 127.492842 L 431.814911 130.32 L 431.237104 131.76 L 430.347012 133.2 L 429.798855 134.64 L 428.74123 136.08 L 428.109189 137.52 L 427.641481 137.988278 L 426.175904 138.96 L 424.623088 140.4 L 423.326734 141.158977 L 422.584368 141.84 L 421.72669 143.28 L 420.450235 144.404013 L 419.011986 145.030393 L 417.573737 145.81668 L 417.267209 146.16 L 414.697239 148.617092 L 413.25899 149.406949 L 411.82074 149.9408 L 411.218067 150.48 L 410.382491 151.004467 L 408.944242 150.599157 L 403.191246 151.854611 L 400.314747 151.557551 L 398.876498 151.611381 L 397.438249 151.092649 L 396.956497 150.48 L 396 149.76 L 394.855604 150.48 L 394.561751 150.807458 L 393.123502 151.358421 L 391.685253 151.252699 L 390.247003 151.420654 L 388.808754 151.852356 L 387.370505 151.687182 L 383.055758 151.686705 L 380.17926 151.003052 L 377.302761 150.909543 L 375.864512 149.849367 L 374.426263 149.137429 L 371.491088 149.04 L 368.673266 147.157894 L 365.796768 145.530794 L 364.358519 144.569306 L 362.92027 144 L 361.482021 142.981031 L 360.043772 141.234038 L 358.605523 141.08704 L 357.791959 140.4 L 355.15578 137.52 L 354.952505 136.08 L 354.290775 134.5691 L 353.54969 133.2 L 353.202361 131.76 L 352.852526 131.409832 L 350.611652 128.88 L 347.818654 126 L 347.906871 123.12 L 346.716135 121.68 L 346.451386 120.24 L 346.607111 118.8 L 346.290853 117.36 L 345.397288 115.92 L 346.548475 113.04 L 345.247068 111.6 L 345.54552 110.16 L 345.675289 108.72 L 346.385526 107.28 L 345.715594 105.84 L 345.930203 104.4 L 345.963009 102.96 L 344.636968 101.52 L 345.936431 100.08 L 345.66128 99.804514 L 344.714539 98.64 L 344.776231 95.76 L 345.906329 94.32 L 347.450449 92.88 L 347.818654 91.44 L 347.764636 90 L 349.268847 87.12 L 349.04342 85.68 L 349.032649 84.24 L 349.618252 81.36 L 350.403985 79.92 L 350.903914 78.48 L 350.973024 74.16 L 351.19071 72.72 L 351.950228 71.28 L 351.414277 69.825521 L 352.553808 68.4 L 353.081499 65.52 L 353.015193 64.08 L 354.357403 62.64 L 354.742604 61.2 L 354.706455 59.76 L 354.840687 58.32 L 353.76241 56.88 L 353.845758 55.44 L 354.290775 55.016063 L 354.968859 54 L 355.28444 52.56 L 358.605523 49.387613 L 359.339545 48.24 L 359.315663 46.8 L 360.083781 45.36 L 361.482021 43.640451 L 362.92027 42.144942 L 364.358519 40.84967 L 367.235017 37.903034 L 368.673266 36.041345 L 369.250227 35.28 L 370.111516 33.635033 L 371.561293 32.4 L 374.434613 29.52 L 375.864512 28.8 L 377.302761 28.335088 L 377.553227 28.08 L 378.74101 27.405309 L 380.17926 27.442594 L 381.238276 28.08 L 381.617509 28.519529 L 383.055758 29.28925 L 384.494007 29.311246 L 388.808754 29.836211 L 391.685253 27.996132 L 393.123502 28.466827 L 393.81476 28.08 L 394.561751 27.467085 L 396 26.848198 L 397.438249 27.027501 L 398.876498 27.054134 L 400.314747 27.227581 L 403.191246 25.83011 L 404.629495 25.194963 L 404.629495 25.194963 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 337.894735 19.89375 L 344.580985 19.89375 L 344.580985 8.28 L 337.894735 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(337.894735 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 445.76714 19.89375 L 454.105265 19.89375 L 454.105265 8.28 L 445.76714 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(445.76714 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 323.368419 165.6 L 354.992169 165.6 L 354.992169 153.98625 L 323.368419 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=37 --> <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 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(323.368419 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-37"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#pd7ab40fe75)"> <image height="165.6" id="image895decb8f6" transform="scale(1 -1)translate(0 -165.6)" width="145.44" x="482" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_10"> <path clip-path="url(#pd7ab40fe75)" d="M 565.905993 47.52 L 566.625118 48.24 L 567.344242 48.96 L 568.063367 49.68 L 568.782491 50.4 L 569.501616 51.12 L 570.22074 51.84 L 570.939865 52.56 L 570.939865 54 L 571.65899 54.72 L 572.378114 55.44 L 573.097239 56.16 L 573.816363 56.88 L 573.816363 58.32 L 573.097239 59.04 L 572.378114 59.76 L 572.378114 61.2 L 572.378114 62.64 L 572.378114 64.08 L 572.378114 65.52 L 571.65899 66.24 L 570.939865 66.96 L 570.22074 67.68 L 569.501616 68.4 L 568.782491 69.12 L 568.063367 68.4 L 568.063367 66.96 L 568.782491 66.24 L 569.501616 65.52 L 569.501616 64.08 L 569.501616 62.64 L 570.22074 61.92 L 570.939865 61.2 L 570.939865 59.76 L 570.22074 59.04 L 569.501616 58.32 L 569.501616 56.88 L 568.782491 56.16 L 568.063367 56.88 L 568.063367 58.32 L 567.344242 59.04 L 565.905993 59.04 L 564.467744 59.04 L 563.748619 59.76 L 563.029495 60.48 L 561.591246 60.48 L 560.872121 61.2 L 560.152997 61.92 L 558.714747 61.92 L 557.995623 62.64 L 557.276498 63.36 L 555.838249 63.36 L 554.4 63.36 L 552.961751 63.36 L 551.523502 63.36 L 550.085253 63.36 L 549.366128 62.64 L 548.647003 61.92 L 547.927879 61.2 L 547.208754 60.48 L 545.770505 60.48 L 545.051381 59.76 L 545.051381 58.32 L 544.332256 57.6 L 542.894007 57.6 L 542.174882 56.88 L 541.455758 56.16 L 540.736633 56.88 L 540.017509 57.6 L 539.298384 56.88 L 539.298384 55.44 L 540.017509 54.72 L 541.455758 54.72 L 542.174882 54 L 542.174882 52.56 L 542.174882 51.12 L 542.894007 50.4 L 543.613131 49.68 L 544.332256 48.96 L 545.051381 49.68 L 545.770505 50.4 L 546.48963 51.12 L 547.208754 51.84 L 548.647003 51.84 L 549.366128 52.56 L 549.366128 54 L 548.647003 54.72 L 547.927879 55.44 L 547.927879 56.88 L 548.647003 57.6 L 549.366128 58.32 L 549.366128 59.76 L 550.085253 60.48 L 551.523502 60.48 L 552.961751 60.48 L 553.680875 61.2 L 554.4 61.92 L 555.119125 61.2 L 555.838249 60.48 L 557.276498 60.48 L 558.714747 60.48 L 559.433872 59.76 L 560.152997 59.04 L 560.872121 58.32 L 561.591246 57.6 L 562.31037 56.88 L 563.029495 56.16 L 563.748619 55.44 L 564.467744 54.72 L 565.905993 54.72 L 566.625118 54 L 566.625118 52.56 L 566.625118 51.12 L 565.905993 50.4 L 565.186869 49.68 L 565.186869 48.24 L 565.905993 47.52 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 537.14101 60.48 L 538.57926 60.48 L 539.298384 61.2 L 539.298384 62.64 L 538.57926 63.36 L 537.860135 62.64 L 537.14101 61.92 L 536.421886 61.2 L 537.14101 60.48 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 540.017509 63.36 L 540.736633 64.08 L 540.017509 64.8 L 539.298384 64.08 L 540.017509 63.36 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 545.770505 64.8 L 547.208754 64.8 L 547.927879 65.52 L 547.208754 66.24 L 545.770505 66.24 L 545.051381 65.52 L 545.770505 64.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 548.647003 66.24 L 550.085253 66.24 L 550.804377 66.96 L 550.085253 67.68 L 548.647003 67.68 L 547.927879 66.96 L 548.647003 66.24 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 557.276498 66.24 L 558.714747 66.24 L 559.433872 66.96 L 558.714747 67.68 L 557.276498 67.68 L 556.557374 66.96 L 557.276498 66.24 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 564.467744 77.76 L 565.186869 78.48 L 565.905993 79.2 L 566.625118 79.92 L 566.625118 81.36 L 566.625118 82.8 L 566.625118 84.24 L 567.344242 84.96 L 568.063367 85.68 L 568.782491 86.4 L 569.501616 87.12 L 569.501616 88.56 L 570.22074 89.28 L 570.939865 90 L 571.65899 90.72 L 572.378114 91.44 L 572.378114 92.88 L 571.65899 93.6 L 570.939865 94.32 L 570.939865 95.76 L 570.939865 97.2 L 570.22074 97.92 L 569.501616 97.2 L 568.782491 96.48 L 568.063367 95.76 L 567.344242 95.04 L 566.625118 94.32 L 566.625118 92.88 L 566.625118 91.44 L 566.625118 90 L 565.905993 89.28 L 564.467744 89.28 L 563.748619 88.56 L 564.467744 87.84 L 565.186869 87.12 L 564.467744 86.4 L 563.748619 85.68 L 563.029495 84.96 L 562.31037 84.24 L 562.31037 82.8 L 562.31037 81.36 L 562.31037 79.92 L 563.029495 79.2 L 563.748619 78.48 L 564.467744 77.76 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 540.017509 79.2 L 541.455758 79.2 L 542.174882 79.92 L 542.174882 81.36 L 541.455758 82.08 L 540.736633 82.8 L 541.455758 83.52 L 542.174882 84.24 L 541.455758 84.96 L 540.736633 85.68 L 540.736633 87.12 L 540.736633 88.56 L 540.017509 89.28 L 539.298384 90 L 538.57926 90.72 L 537.14101 90.72 L 536.421886 91.44 L 535.702761 92.16 L 534.983637 91.44 L 534.983637 90 L 535.702761 89.28 L 536.421886 88.56 L 536.421886 87.12 L 537.14101 86.4 L 537.860135 85.68 L 537.860135 84.24 L 538.57926 83.52 L 539.298384 82.8 L 538.57926 82.08 L 537.860135 81.36 L 538.57926 80.64 L 539.298384 79.92 L 540.017509 79.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 547.208754 80.64 L 547.927879 81.36 L 547.208754 82.08 L 546.48963 81.36 L 547.208754 80.64 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 573.097239 83.52 L 573.816363 84.24 L 573.097239 84.96 L 572.378114 84.24 L 573.097239 83.52 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 573.097239 87.84 L 573.816363 88.56 L 574.535488 89.28 L 575.254612 90 L 574.535488 90.72 L 573.097239 90.72 L 572.378114 90 L 572.378114 88.56 L 573.097239 87.84 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 552.961751 89.28 L 553.680875 90 L 553.680875 91.44 L 552.961751 92.16 L 552.242626 91.44 L 552.242626 90 L 552.961751 89.28 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 531.388014 90.72 L 532.826263 90.72 L 533.545388 91.44 L 532.826263 92.16 L 532.107138 92.88 L 531.388014 93.6 L 530.668889 92.88 L 530.668889 91.44 L 531.388014 90.72 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 551.523502 92.16 L 552.242626 92.88 L 551.523502 93.6 L 550.804377 92.88 L 551.523502 92.16 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 537.14101 93.6 L 537.860135 94.32 L 537.14101 95.04 L 536.421886 94.32 L 537.14101 93.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 552.961751 93.6 L 553.680875 94.32 L 553.680875 95.76 L 554.4 96.48 L 555.119125 97.2 L 555.119125 98.64 L 554.4 99.36 L 552.961751 99.36 L 551.523502 99.36 L 550.804377 98.64 L 550.804377 97.2 L 551.523502 96.48 L 552.242626 95.76 L 552.242626 94.32 L 552.961751 93.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 534.264512 96.48 L 534.983637 97.2 L 534.983637 98.64 L 534.983637 100.08 L 534.983637 101.52 L 534.264512 102.24 L 533.545388 101.52 L 533.545388 100.08 L 533.545388 98.64 L 533.545388 97.2 L 534.264512 96.48 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 571.65899 99.36 L 572.378114 100.08 L 572.378114 101.52 L 573.097239 102.24 L 573.816363 102.96 L 574.535488 103.68 L 575.254612 104.4 L 575.973737 105.12 L 577.411986 105.12 L 578.131111 105.84 L 577.411986 106.56 L 576.692862 107.28 L 575.973737 108 L 575.254612 108.72 L 575.254612 110.16 L 574.535488 110.88 L 573.816363 111.6 L 573.097239 112.32 L 572.378114 113.04 L 573.097239 113.76 L 573.816363 114.48 L 573.816363 115.92 L 573.097239 116.64 L 572.378114 117.36 L 572.378114 118.8 L 571.65899 119.52 L 570.22074 119.52 L 569.501616 118.8 L 569.501616 117.36 L 568.782491 116.64 L 568.063367 115.92 L 567.344242 115.2 L 565.905993 115.2 L 565.186869 114.48 L 564.467744 113.76 L 563.029495 113.76 L 562.31037 113.04 L 561.591246 112.32 L 560.872121 111.6 L 560.152997 110.88 L 559.433872 110.16 L 558.714747 109.44 L 557.276498 109.44 L 556.557374 108.72 L 555.838249 108 L 554.4 108 L 553.680875 107.28 L 552.961751 106.56 L 551.523502 106.56 L 550.085253 106.56 L 549.366128 107.28 L 548.647003 108 L 547.927879 108.72 L 547.208754 109.44 L 545.770505 109.44 L 545.051381 110.16 L 544.332256 110.88 L 543.613131 111.6 L 542.894007 112.32 L 542.174882 113.04 L 542.174882 114.48 L 541.455758 115.2 L 540.017509 115.2 L 539.298384 115.92 L 538.57926 116.64 L 537.14101 116.64 L 536.421886 115.92 L 537.14101 115.2 L 537.860135 114.48 L 538.57926 113.76 L 539.298384 113.04 L 540.017509 112.32 L 540.736633 111.6 L 540.736633 110.16 L 541.455758 109.44 L 542.174882 108.72 L 542.894007 108 L 543.613131 107.28 L 544.332256 106.56 L 545.770505 106.56 L 546.48963 105.84 L 547.208754 105.12 L 547.927879 104.4 L 548.647003 103.68 L 550.085253 103.68 L 551.523502 103.68 L 552.961751 103.68 L 554.4 103.68 L 555.838249 103.68 L 556.557374 104.4 L 557.276498 105.12 L 558.714747 105.12 L 559.433872 105.84 L 559.433872 107.28 L 560.152997 108 L 560.872121 108.72 L 561.591246 109.44 L 562.31037 110.16 L 563.029495 110.88 L 563.748619 111.6 L 564.467744 112.32 L 565.905993 112.32 L 566.625118 113.04 L 567.344242 113.76 L 568.782491 113.76 L 570.22074 113.76 L 570.939865 113.04 L 570.939865 111.6 L 571.65899 110.88 L 572.378114 110.16 L 571.65899 109.44 L 570.939865 108.72 L 571.65899 108 L 572.378114 107.28 L 572.378114 105.84 L 572.378114 104.4 L 571.65899 103.68 L 570.939865 102.96 L 570.22074 102.24 L 569.501616 101.52 L 570.22074 100.8 L 570.939865 100.08 L 571.65899 99.36 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 560.152997 100.8 L 561.591246 100.8 L 562.31037 101.52 L 561.591246 102.24 L 560.152997 102.24 L 559.433872 101.52 L 560.152997 100.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 531.388014 102.24 L 532.826263 102.24 L 533.545388 102.96 L 532.826263 103.68 L 532.107138 104.4 L 531.388014 105.12 L 530.668889 105.84 L 529.949765 106.56 L 529.23064 107.28 L 529.23064 108.72 L 529.23064 110.16 L 529.949765 110.88 L 530.668889 111.6 L 530.668889 113.04 L 530.668889 114.48 L 530.668889 115.92 L 531.388014 116.64 L 532.107138 117.36 L 532.107138 118.8 L 532.826263 119.52 L 533.545388 118.8 L 533.545388 117.36 L 534.264512 116.64 L 535.702761 116.64 L 536.421886 117.36 L 536.421886 118.8 L 535.702761 119.52 L 534.983637 120.24 L 534.264512 120.96 L 533.545388 121.68 L 532.826263 122.4 L 532.107138 123.12 L 531.388014 123.84 L 529.949765 123.84 L 529.23064 123.12 L 528.511516 122.4 L 527.792391 121.68 L 527.792391 120.24 L 528.511516 119.52 L 529.23064 118.8 L 529.23064 117.36 L 528.511516 116.64 L 527.792391 115.92 L 527.792391 114.48 L 527.073266 113.76 L 526.354142 113.04 L 526.354142 111.6 L 527.073266 110.88 L 527.792391 110.16 L 527.073266 109.44 L 526.354142 108.72 L 526.354142 107.28 L 527.073266 106.56 L 527.792391 105.84 L 528.511516 105.12 L 529.23064 104.4 L 529.949765 103.68 L 530.668889 102.96 L 531.388014 102.24 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 541.455758 102.24 L 542.894007 102.24 L 544.332256 102.24 L 545.051381 102.96 L 544.332256 103.68 L 543.613131 104.4 L 542.894007 105.12 L 542.174882 105.84 L 541.455758 106.56 L 540.017509 106.56 L 538.57926 106.56 L 537.14101 106.56 L 536.421886 107.28 L 535.702761 108 L 534.983637 108.72 L 535.702761 109.44 L 537.14101 109.44 L 537.860135 110.16 L 537.14101 110.88 L 536.421886 111.6 L 535.702761 112.32 L 534.983637 113.04 L 534.264512 113.76 L 533.545388 113.04 L 533.545388 111.6 L 533.545388 110.16 L 532.826263 109.44 L 532.107138 108.72 L 532.826263 108 L 533.545388 107.28 L 534.264512 106.56 L 534.983637 105.84 L 535.702761 105.12 L 536.421886 104.4 L 537.14101 103.68 L 538.57926 103.68 L 540.017509 103.68 L 540.736633 102.96 L 541.455758 102.24 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 564.467744 102.24 L 565.905993 102.24 L 566.625118 102.96 L 567.344242 103.68 L 568.063367 104.4 L 568.782491 105.12 L 569.501616 105.84 L 569.501616 107.28 L 568.782491 108 L 568.063367 108.72 L 568.063367 110.16 L 567.344242 110.88 L 566.625118 110.16 L 565.905993 109.44 L 565.186869 108.72 L 564.467744 108 L 563.748619 107.28 L 563.029495 106.56 L 562.31037 105.84 L 562.31037 104.4 L 563.029495 103.68 L 563.748619 102.96 L 564.467744 102.24 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 545.770505 116.64 L 546.48963 117.36 L 545.770505 118.08 L 545.051381 117.36 L 545.770505 116.64 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#pd7ab40fe75)" d="M 554.4 51.84 L 555.119125 52.56 L 554.4 53.28 L 553.680875 52.56 L 554.4 51.84 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 554.4 54.72 L 555.838249 54.72 L 556.557374 55.44 L 556.557374 56.88 L 556.557374 58.32 L 556.557374 59.76 L 555.838249 60.48 L 554.4 60.48 L 553.680875 59.76 L 553.680875 58.32 L 553.680875 56.88 L 553.680875 55.44 L 554.4 54.72 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 542.894007 77.76 L 543.613131 78.48 L 542.894007 79.2 L 542.174882 78.48 L 542.894007 77.76 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 545.770505 80.64 L 546.48963 81.36 L 545.770505 82.08 L 545.051381 81.36 L 545.770505 80.64 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 551.523502 84.96 L 552.242626 85.68 L 552.242626 87.12 L 552.961751 87.84 L 554.4 87.84 L 555.119125 88.56 L 555.119125 90 L 554.4 90.72 L 553.680875 91.44 L 554.4 92.16 L 555.119125 92.88 L 555.119125 94.32 L 554.4 95.04 L 553.680875 95.76 L 554.4 96.48 L 555.119125 97.2 L 555.119125 98.64 L 554.4 99.36 L 552.961751 99.36 L 552.242626 98.64 L 551.523502 97.92 L 550.804377 97.2 L 550.804377 95.76 L 550.804377 94.32 L 550.804377 92.88 L 550.804377 91.44 L 550.804377 90 L 550.804377 88.56 L 550.804377 87.12 L 550.804377 85.68 L 551.523502 84.96 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 528.511516 96.48 L 529.23064 97.2 L 528.511516 97.92 L 527.792391 97.2 L 528.511516 96.48 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 547.208754 96.48 L 547.927879 97.2 L 547.208754 97.92 L 546.48963 97.2 L 547.208754 96.48 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 575.973737 96.48 L 576.692862 97.2 L 576.692862 98.64 L 575.973737 99.36 L 575.254612 98.64 L 575.254612 97.2 L 575.973737 96.48 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 548.647003 97.92 L 549.366128 98.64 L 548.647003 99.36 L 547.927879 98.64 L 548.647003 97.92 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 557.276498 97.92 L 558.714747 97.92 L 559.433872 98.64 L 558.714747 99.36 L 557.276498 99.36 L 556.557374 98.64 L 557.276498 97.92 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 538.57926 102.24 L 539.298384 102.96 L 538.57926 103.68 L 537.860135 102.96 L 538.57926 102.24 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 551.523502 110.88 L 552.961751 110.88 L 553.680875 111.6 L 552.961751 112.32 L 552.242626 113.04 L 552.242626 114.48 L 552.242626 115.92 L 552.242626 117.36 L 552.242626 118.8 L 551.523502 119.52 L 550.085253 119.52 L 549.366128 118.8 L 549.366128 117.36 L 549.366128 115.92 L 549.366128 114.48 L 549.366128 113.04 L 550.085253 112.32 L 550.804377 111.6 L 551.523502 110.88 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 561.591246 116.64 L 562.31037 117.36 L 562.31037 118.8 L 561.591246 119.52 L 560.872121 118.8 L 560.872121 117.36 L 561.591246 116.64 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 540.017509 120.96 L 540.736633 121.68 L 540.736633 123.12 L 540.017509 123.84 L 539.298384 123.12 L 539.298384 121.68 L 540.017509 120.96 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 544.332256 123.84 L 545.051381 124.56 L 544.332256 125.28 L 543.613131 124.56 L 544.332256 123.84 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd7ab40fe75)" d="M 551.523502 123.84 L 552.242626 124.56 L 552.242626 126 L 551.523502 126.72 L 550.804377 126 L 550.804377 124.56 L 551.523502 123.84 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#pd7ab40fe75)" d="M 547.208754 23.022585 L 551.523502 23.202193 L 552.961751 23.085363 L 554.4 23.484762 L 554.674903 23.76 L 555.838249 24.699541 L 557.276498 24.867165 L 560.152997 24.707053 L 561.591246 24.42144 L 564.467744 24.531012 L 565.905993 24.444901 L 567.57391 25.2 L 568.782491 25.771481 L 570.22074 26.300244 L 570.561314 26.64 L 571.65899 27.288453 L 573.097239 27.517914 L 573.655193 28.08 L 574.535488 28.753175 L 575.973737 28.870268 L 577.411986 30.032137 L 578.850235 31.493336 L 580.288484 33.268863 L 581.815281 33.84 L 583.164983 34.915002 L 584.711395 35.28 L 586.041481 37.0693 L 586.691638 38.16 L 587.145713 39.6 L 587.47973 39.934423 L 589.443168 42.48 L 589.880096 45.36 L 590.356228 45.836712 L 591.794477 47.723406 L 592.316349 48.24 L 592.53474 49.68 L 593.856444 51.12 L 594.670976 52.711889 L 595.3901 54 L 595.350314 55.44 L 596.679973 56.88 L 596.471921 58.32 L 596.745995 59.76 L 598.025459 61.2 L 597.76632 62.64 L 597.663904 65.52 L 598.99825 66.96 L 598.784372 69.84 L 598.575288 71.28 L 599.879341 72.72 L 600.075649 74.16 L 599.958284 75.6 L 598.750867 77.04 L 598.375011 78.48 L 598.303084 79.92 L 599.773514 82.8 L 599.646297 90 L 598.438657 91.44 L 599.585355 92.88 L 599.54306 95.76 L 599.33917 100.08 L 598.977618 108.72 L 598.424124 110.16 L 597.106517 111.6 L 597.248383 113.04 L 596.955514 114.48 L 595.546609 115.92 L 595.527923 118.8 L 594.030281 120.24 L 594.030387 121.68 L 591.119338 124.56 L 591.035634 128.88 L 589.694086 130.32 L 589.526168 131.76 L 589.637104 133.2 L 587.47973 135.511326 L 584.603232 138.389732 L 583.164983 138.434245 L 580.95771 140.4 L 578.850235 142.56054 L 577.411986 142.750245 L 575.973737 143.800087 L 574.535488 145.294205 L 573.097239 145.641607 L 571.65899 146.614611 L 570.22074 147.051548 L 568.782491 147.927025 L 567.344242 148.445118 L 565.905993 149.171742 L 564.467744 149.933564 L 558.714747 149.762348 L 557.276498 149.763507 L 555.761782 149.04 L 554.4 148.176436 L 551.523502 148.072118 L 550.085253 148.448614 L 548.647003 149.945872 L 547.208754 151.076592 L 545.770505 150.871791 L 544.332256 150.859905 L 542.894007 150.728816 L 541.455758 150.780734 L 540.017509 149.945606 L 538.57926 148.698964 L 537.14101 148.792882 L 535.702761 148.644452 L 534.264512 148.650027 L 532.826263 148.073816 L 532.410032 147.6 L 531.388014 146.909923 L 529.949765 147.003145 L 528.511516 146.093392 L 527.073266 145.44 L 525.635017 144.464507 L 524.196768 143.869751 L 522.758519 143.97486 L 519.882021 142.462857 L 519.113152 141.84 L 517.818632 140.4 L 517.005523 139.457282 L 515.567273 138.949562 L 513.852543 137.52 L 513.179442 136.08 L 513.060312 134.64 L 512.690775 134.270013 L 511.812148 133.2 L 511.897526 130.32 L 509.174839 127.44 L 507.829392 126 L 507.656903 124.56 L 506.757654 123.12 L 506.218654 121.68 L 505.965496 120.24 L 505.499529 119.810926 L 504.790097 118.8 L 504.939233 117.36 L 504.982899 113.04 L 503.665261 111.6 L 504.007959 105.84 L 504.445814 98.64 L 504.353046 97.2 L 505.088829 95.76 L 505.499529 95.332801 L 506.109793 94.32 L 506.365836 92.88 L 506.15679 91.44 L 506.233145 84.24 L 506.269147 81.36 L 509.19573 78.48 L 509.342355 69.84 L 509.814277 67.510507 L 509.971885 66.96 L 511.252526 64.941147 L 512.690775 63.07586 L 512.984599 62.64 L 513.010413 61.2 L 514.538464 59.76 L 514.455169 58.32 L 515.271402 56.88 L 515.793658 55.44 L 516.51944 52.56 L 517.447177 51.12 L 517.78467 49.68 L 518.443772 49.088427 L 519.578815 48.24 L 520.320751 46.8 L 520.606167 45.36 L 521.051196 43.92 L 521.32027 43.650599 L 522.758519 43.350332 L 523.259852 42.48 L 523.542016 41.04 L 524.954506 39.6 L 524.934699 38.16 L 531.388014 31.79592 L 536.740433 28.08 L 537.14101 27.638672 L 538.57926 27.36 L 540.035937 26.64 L 541.455758 25.529601 L 542.894007 24.879856 L 544.332256 24.696925 L 547.208754 23.022585 L 547.208754 23.022585 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 496.294735 19.89375 L 502.980985 19.89375 L 502.980985 8.28 L 496.294735 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(496.294735 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 604.16714 19.89375 L 612.505265 19.89375 L 612.505265 8.28 L 604.16714 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(604.16714 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 481.768419 165.6 L 513.392169 165.6 L 513.392169 153.98625 L 481.768419 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=45 --> <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 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(481.768419 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-35"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p449dd37a5e)"> <image height="165.6" id="image5c5b5e8244" transform="scale(1 -1)translate(0 -165.6)" width="145.44" x="640" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p449dd37a5e)" d="M 715.676498 51.84 L 716.395623 52.56 L 715.676498 53.28 L 714.957374 52.56 L 715.676498 51.84 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 702.732256 53.28 L 703.451381 54 L 703.451381 55.44 L 706.327879 58.32 L 706.327879 61.2 L 704.88963 62.64 L 704.88963 64.08 L 706.327879 65.52 L 704.170505 67.68 L 703.451381 66.96 L 703.451381 64.08 L 702.732256 63.36 L 701.294007 63.36 L 698.417509 66.24 L 696.97926 66.24 L 696.260135 66.96 L 696.260135 68.4 L 697.698384 69.84 L 697.698384 74.16 L 696.97926 74.88 L 695.54101 74.88 L 694.821886 75.6 L 694.821886 78.48 L 693.383637 79.92 L 694.821886 81.36 L 694.821886 84.24 L 693.383637 85.68 L 693.383637 90 L 691.226263 92.16 L 689.788014 92.16 L 689.068889 92.88 L 691.226263 95.04 L 691.945388 94.32 L 691.945388 92.88 L 692.664512 92.16 L 694.821886 94.32 L 694.821886 97.2 L 693.383637 98.64 L 693.383637 101.52 L 691.945388 102.96 L 691.945388 110.16 L 694.102761 112.32 L 695.54101 112.32 L 702.013131 105.84 L 702.013131 104.4 L 708.485253 97.92 L 712.8 97.92 L 713.519125 98.64 L 713.519125 100.08 L 714.238249 100.8 L 715.676498 100.8 L 716.395623 101.52 L 716.395623 104.4 L 715.676498 105.12 L 712.8 102.24 L 707.047003 102.24 L 704.88963 104.4 L 704.88963 105.84 L 702.013131 108.72 L 702.013131 110.16 L 699.136633 113.04 L 699.136633 114.48 L 697.698384 115.92 L 697.698384 117.36 L 696.260135 118.8 L 697.698384 120.24 L 697.698384 121.68 L 695.54101 123.84 L 692.664512 123.84 L 691.945388 123.12 L 691.945388 121.68 L 691.226263 120.96 L 690.507138 121.68 L 690.507138 123.12 L 689.788014 123.84 L 689.068889 123.12 L 689.068889 121.68 L 686.192391 118.8 L 686.192391 117.36 L 684.754142 115.92 L 684.754142 111.6 L 683.315893 110.16 L 683.315893 107.28 L 684.754142 105.84 L 684.754142 104.4 L 687.63064 101.52 L 686.911516 100.8 L 685.473266 100.8 L 684.754142 100.08 L 685.473266 99.36 L 686.911516 99.36 L 687.63064 98.64 L 686.192391 97.2 L 686.192391 95.76 L 687.63064 94.32 L 687.63064 91.44 L 689.068889 90 L 689.068889 88.56 L 688.349765 87.84 L 686.911516 87.84 L 686.192391 87.12 L 686.192391 85.68 L 689.068889 82.8 L 689.068889 81.36 L 690.507138 79.92 L 690.507138 75.6 L 691.945388 74.16 L 691.945388 69.84 L 693.383637 68.4 L 693.383637 66.96 L 696.260135 64.08 L 696.260135 62.64 L 696.97926 61.92 L 698.417509 61.92 L 699.136633 61.2 L 699.136633 58.32 L 700.574882 56.88 L 700.574882 55.44 L 702.732256 53.28 L 702.732256 53.28 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 725.744242 53.28 L 727.182491 54.72 L 728.62074 54.72 L 729.339865 55.44 L 729.339865 58.32 L 730.778114 59.76 L 729.339865 61.2 L 730.778114 62.64 L 730.778114 64.08 L 730.05899 64.8 L 728.62074 64.8 L 727.901616 65.52 L 728.62074 66.24 L 730.05899 66.24 L 732.216363 68.4 L 732.216363 71.28 L 735.092862 74.16 L 735.092862 75.6 L 733.654612 77.04 L 733.654612 79.92 L 735.092862 81.36 L 733.654612 82.8 L 733.654612 84.24 L 735.092862 85.68 L 735.092862 87.12 L 733.654612 88.56 L 735.092862 90 L 733.654612 91.44 L 733.654612 94.32 L 730.778114 97.2 L 730.778114 98.64 L 732.935488 100.8 L 734.373737 100.8 L 735.092862 101.52 L 735.092862 102.96 L 736.531111 104.4 L 733.654612 107.28 L 733.654612 108.72 L 732.216363 110.16 L 732.216363 115.92 L 727.901616 120.24 L 727.901616 121.68 L 727.182491 122.4 L 726.463367 121.68 L 726.463367 118.8 L 725.744242 118.08 L 722.867744 118.08 L 722.148619 117.36 L 722.148619 115.92 L 721.429495 115.2 L 718.552997 115.2 L 717.833872 114.48 L 717.833872 111.6 L 717.114747 110.88 L 715.676498 110.88 L 714.957374 110.16 L 715.676498 109.44 L 717.114747 109.44 L 717.833872 108.72 L 717.833872 107.28 L 716.395623 105.84 L 717.114747 105.12 L 718.552997 105.12 L 721.429495 108 L 722.867744 108 L 724.305993 109.44 L 727.182491 109.44 L 727.901616 108.72 L 727.901616 102.96 L 726.463367 101.52 L 727.901616 100.08 L 726.463367 98.64 L 726.463367 90 L 725.025118 88.56 L 725.025118 87.12 L 726.463367 85.68 L 726.463367 79.92 L 727.901616 78.48 L 727.901616 72.72 L 727.182491 72 L 725.744242 72 L 725.025118 71.28 L 725.025118 69.84 L 726.463367 68.4 L 726.463367 66.96 L 725.025118 65.52 L 725.025118 64.08 L 724.305993 63.36 L 722.867744 63.36 L 720.71037 65.52 L 720.71037 66.96 L 719.991246 67.68 L 718.552997 67.68 L 717.833872 66.96 L 717.833872 65.52 L 719.272121 64.08 L 719.272121 62.64 L 725.025118 56.88 L 725.025118 54 L 725.744242 53.28 L 725.744242 53.28 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 705.608754 74.88 L 706.327879 75.6 L 706.327879 77.04 L 707.047003 77.76 L 708.485253 77.76 L 709.204377 78.48 L 708.485253 79.2 L 707.766128 79.92 L 708.485253 80.64 L 709.204377 81.36 L 709.923502 82.08 L 710.642626 82.8 L 710.642626 84.24 L 709.923502 84.96 L 709.204377 85.68 L 709.204377 87.12 L 709.204377 88.56 L 709.204377 90 L 709.204377 91.44 L 708.485253 92.16 L 707.766128 92.88 L 707.047003 93.6 L 706.327879 94.32 L 706.327879 95.76 L 705.608754 96.48 L 704.88963 97.2 L 704.170505 97.92 L 703.451381 98.64 L 702.732256 99.36 L 702.013131 100.08 L 702.013131 101.52 L 701.294007 102.24 L 700.574882 102.96 L 699.855758 103.68 L 699.136633 104.4 L 699.136633 105.84 L 698.417509 106.56 L 697.698384 107.28 L 696.97926 108 L 695.54101 108 L 694.821886 107.28 L 694.102761 106.56 L 693.383637 105.84 L 694.102761 105.12 L 694.821886 104.4 L 694.821886 102.96 L 694.821886 101.52 L 695.54101 100.8 L 696.260135 100.08 L 696.97926 99.36 L 697.698384 98.64 L 698.417509 97.92 L 699.136633 97.2 L 699.136633 95.76 L 699.136633 94.32 L 699.855758 93.6 L 700.574882 92.88 L 701.294007 92.16 L 702.013131 91.44 L 702.013131 90 L 702.732256 89.28 L 703.451381 88.56 L 703.451381 87.12 L 703.451381 85.68 L 704.170505 84.96 L 704.88963 84.24 L 704.88963 82.8 L 704.170505 82.08 L 703.451381 81.36 L 704.170505 80.64 L 704.88963 79.92 L 704.88963 78.48 L 704.170505 77.76 L 703.451381 77.04 L 704.170505 76.32 L 704.88963 75.6 L 705.608754 74.88 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 717.114747 76.32 L 717.833872 77.04 L 717.114747 77.76 L 716.395623 77.04 L 717.114747 76.32 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 712.8 77.76 L 714.238249 77.76 L 715.676498 77.76 L 716.395623 78.48 L 717.114747 79.2 L 717.833872 79.92 L 717.833872 81.36 L 717.833872 82.8 L 717.833872 84.24 L 717.833872 85.68 L 717.833872 87.12 L 718.552997 87.84 L 719.272121 88.56 L 719.272121 90 L 719.272121 91.44 L 719.991246 92.16 L 720.71037 92.88 L 720.71037 94.32 L 720.71037 95.76 L 721.429495 96.48 L 722.148619 97.2 L 722.867744 97.92 L 723.586869 98.64 L 723.586869 100.08 L 724.305993 100.8 L 725.025118 101.52 L 725.025118 102.96 L 724.305993 103.68 L 723.586869 104.4 L 722.867744 105.12 L 722.148619 104.4 L 721.429495 103.68 L 719.991246 103.68 L 719.272121 102.96 L 719.272121 101.52 L 718.552997 100.8 L 717.833872 100.08 L 717.114747 99.36 L 716.395623 98.64 L 715.676498 97.92 L 714.957374 97.2 L 714.238249 96.48 L 713.519125 95.76 L 713.519125 94.32 L 713.519125 92.88 L 713.519125 91.44 L 713.519125 90 L 713.519125 88.56 L 713.519125 87.12 L 713.519125 85.68 L 712.8 84.96 L 712.080875 84.24 L 712.080875 82.8 L 712.8 82.08 L 713.519125 81.36 L 713.519125 79.92 L 712.8 79.2 L 712.080875 78.48 L 712.8 77.76 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 730.05899 77.76 L 729.339865 78.48 L 729.339865 79.92 L 730.05899 80.64 L 731.497239 80.64 L 732.216363 79.92 L 732.216363 78.48 L 731.497239 77.76 L 730.05899 77.76 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 695.54101 79.2 L 696.260135 79.92 L 695.54101 80.64 L 694.821886 79.92 L 695.54101 79.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 731.497239 83.52 L 730.778114 84.24 L 731.497239 84.96 L 732.216363 84.24 L 731.497239 83.52 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 695.54101 86.4 L 696.260135 87.12 L 695.54101 87.84 L 694.821886 87.12 L 695.54101 86.4 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 702.732256 110.88 L 703.451381 111.6 L 702.732256 112.32 L 702.013131 111.6 L 702.732256 110.88 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 714.238249 115.2 L 714.957374 115.92 L 714.238249 116.64 L 713.519125 115.92 L 714.238249 115.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 698.417509 118.08 L 699.136633 118.8 L 698.417509 119.52 L 697.698384 118.8 L 698.417509 118.08 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 719.991246 118.08 L 720.71037 118.8 L 720.71037 120.24 L 719.991246 120.96 L 719.272121 120.24 L 719.272121 118.8 L 719.991246 118.08 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p449dd37a5e)" d="M 715.676498 51.84 L 717.114747 51.84 L 717.833872 52.56 L 717.833872 54 L 717.114747 54.72 L 716.395623 54 L 715.676498 53.28 L 714.957374 52.56 L 715.676498 51.84 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 714.238249 54.72 L 714.957374 55.44 L 714.957374 56.88 L 714.238249 57.6 L 713.519125 58.32 L 712.8 59.04 L 711.361751 59.04 L 710.642626 58.32 L 711.361751 57.6 L 712.080875 56.88 L 712.8 56.16 L 713.519125 55.44 L 714.238249 54.72 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p449dd37a5e)" d="M 711.361751 64.8 L 712.080875 65.52 L 712.080875 66.96 L 712.080875 68.4 L 712.080875 69.84 L 712.080875 71.28 L 712.080875 72.72 L 711.361751 73.44 L 710.642626 72.72 L 710.642626 71.28 L 710.642626 69.84 L 710.642626 68.4 L 710.642626 66.96 L 710.642626 65.52 L 711.361751 64.8 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p449dd37a5e)" d="M 704.170505 24.93201 L 705.608754 24.48 L 709.923502 24.557465 L 714.238249 24.494076 L 715.676498 25.514852 L 717.114747 26.035016 L 719.991246 24.640321 L 722.867744 24.842787 L 724.305993 24.745275 L 725.744242 25.902536 L 727.182491 26.302473 L 728.62074 26.283639 L 729.091645 26.64 L 730.05899 27.220578 L 731.497239 28.309423 L 734.597429 30.96 L 735.811986 31.603104 L 737.250235 32.932203 L 738.688484 33.127647 L 739.57143 33.84 L 739.678946 35.28 L 740.126734 35.728333 L 741.617061 36.72 L 742.343328 38.16 L 742.39305 39.6 L 743.630899 41.04 L 743.722356 42.48 L 745.160606 45.36 L 745.22558 46.8 L 747.317979 48.803542 L 748.756228 49.957815 L 749.369301 51.12 L 750.757579 52.56 L 751.035799 54 L 753.070976 56.780297 L 753.170558 56.88 L 753.562119 58.32 L 754.791717 59.76 L 754.509225 62.832671 L 754.698252 64.08 L 755.942979 65.52 L 755.673031 66.96 L 756.83857 68.4 L 756.991462 69.84 L 756.666599 81.36 L 757.64616 82.8 L 758.104848 84.24 L 757.842215 95.76 L 757.462239 102.96 L 757.20547 105.84 L 757.368942 107.28 L 755.947474 109.070467 L 755.461454 110.16 L 755.586179 111.6 L 753.883315 114.48 L 753.957546 115.92 L 753.760946 117.36 L 752.407127 118.8 L 751.989871 120.24 L 751.632727 120.555476 L 750.844789 121.68 L 749.483962 123.12 L 749.389861 126 L 748.011899 127.44 L 747.995716 128.88 L 747.819095 130.32 L 746.457881 131.76 L 746.365847 133.2 L 744.441481 135.175783 L 743.656707 136.08 L 741.564983 137.869611 L 740.126734 139.378822 L 738.688484 139.68 L 734.373737 141.947098 L 731.497239 144.124332 L 730.05899 145.11873 L 728.62074 145.819501 L 728.284913 146.16 L 727.182491 146.88 L 725.744242 146.750923 L 724.305993 147.078842 L 723.793891 147.6 L 722.867744 148.293058 L 721.429495 148.125295 L 718.552997 148.058358 L 717.114747 147.963016 L 715.676498 148.014199 L 714.238249 147.153648 L 712.8 145.945759 L 711.361751 146.082974 L 709.923502 145.772395 L 708.485253 146.541248 L 707.047003 148.015442 L 705.608754 148.854326 L 704.170505 148.642327 L 699.855758 148.506405 L 698.417509 148.112242 L 697.973122 147.6 L 696.97926 146.88 L 695.54101 146.933318 L 694.102761 146.846192 L 692.664512 146.88 L 691.147184 146.16 L 689.788014 145.260167 L 685.473266 145.221127 L 684.628689 144.72 L 684.035017 144.224403 L 682.596768 143.195923 L 681.158519 143.444836 L 680.926599 143.28 L 679.377167 141.84 L 677.899513 140.4 L 676.686828 138.96 L 675.405523 138.260782 L 674.514708 137.52 L 674.396309 136.08 L 672.529024 134.141229 L 669.652526 130.974277 L 668.978469 130.32 L 668.898556 128.88 L 668.214277 127.85328 L 667.784748 127.44 L 667.495152 126 L 667.056418 124.56 L 666.776028 124.281829 L 666.056903 123.12 L 665.880944 121.68 L 665.337779 121.158117 L 664.618654 120.24 L 664.621122 117.36 L 663.271307 115.92 L 663.373855 111.6 L 663.459074 110.16 L 662.46128 108.53008 L 662.009467 107.28 L 662.273782 105.84 L 662.36325 102.96 L 662.825789 95.76 L 663.049523 88.56 L 664.576305 85.68 L 664.570254 84.24 L 665.337779 82.696 L 666.035332 81.36 L 667.461493 79.92 L 667.583008 77.04 L 667.498313 72.72 L 668.214277 71.627581 L 668.619304 71.28 L 669.236047 69.84 L 669.313735 68.4 L 669.231552 66.96 L 672.529024 62.627747 L 673.224049 61.2 L 674.244977 59.76 L 675.694723 58.32 L 676.169586 56.88 L 677.282672 55.44 L 677.28052 54 L 677.463994 52.56 L 678.874572 51.12 L 680.191014 49.68 L 680.379592 48.24 L 681.158519 47.553831 L 682.372309 46.8 L 682.596768 46.457588 L 683.132031 45.36 L 684.718203 43.92 L 685.19587 42.48 L 685.473266 42.116963 L 686.069884 41.04 L 686.276144 39.6 L 686.911516 38.02584 L 687.500779 36.72 L 688.123291 33.84 L 688.349765 33.54622 L 689.788014 33.225349 L 692.664512 30.049564 L 694.102761 30.132145 L 695.54101 29.183203 L 698.506723 28.08 L 699.855758 27.143774 L 701.294007 27.12908 L 704.170505 24.93201 L 704.170505 24.93201 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 654.694735 19.89375 L 661.380985 19.89375 L 661.380985 8.28 L 654.694735 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(654.694735 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 762.56714 19.89375 L 770.905265 19.89375 L 770.905265 8.28 L 762.56714 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(762.56714 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 640.168419 165.6 L 671.792169 165.6 L 671.792169 153.98625 L 640.168419 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=53 --> <g style="fill:#ffffff;" transform="translate(640.168419 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-33"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p15bfb024ce)"> <image height="165.6" id="image84814108a7" transform="scale(1 -1)translate(0 -165.6)" width="145.44" x="799" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAl4AAAKyCAYAAAAEp9B/AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3UnQb1dZ9/1gBJOcnL7NSQghCY3SFAFUOkNUxK7EgU60dGBp6diJTtWBjnTgwIGWJQOlsGzKngdF0djRKSACARJIe/r+nJAAgs/geQfP+9b6vrL0f6/7nOTzGV61a//3Xnvtfa7cVb9cz7nuuuv+8zoAALbc12z3BQAAPFtovAAAFtF4AQAsovECAFhE4wUAsIjGCwBgEY0XAMAiGi8AgEU0XgAAi2i8AAAW0XgBACyi8QIAWETjBQCwiMYLAGARjRcAwCIaLwCARTReAACLaLwAABbReAEALKLxAgBYROMFALCIxgsAYBGNFwDAIhovAIBFNF4AAItovAAAFtF4AQAsovECAFhE4wUAsIjGCwBgEY0XAMAiGi8AgEU0XgAAi2i8AAAW0XgBACyi8QIAWETjBQCwiMYLAGARjRcAwCIaLwCARTReAACLaLwAABbReAEALKLxAgBYROMFALCIxgsAYBGNFwDAIhovAIBFNF4AAItovAAAFtF4AQAsovECAFhE4wUAsMjXbvcFAHB1+bqv+7ph/Stf+cqw/uUvf3nq/HWe8jVfs7V/I3jOc54zrP/nf/7nRs5f97up363zlE3dF/89/uIFALCIxgsAYBGNFwDAIhovAIBFNF4AAItINcIz0N133z2s/8d//MewXqmrS5cuDevPfe5zh/WnnnpqWK+U3PXXXz91nqeffnrqembTWzt37hzWn/e85w3rlear+6rrqfWvel3Pl770pWH9ypUrw3pdf/1upQtn17nOM5v+K7PXs12/u12utjTlVp/nansu/uIFALCIxgsAYBGNFwDAIhovAIBFNF4AAItINV5jZlNFlfKYrW/19VQqreqz119pvkp1VWpsNhVY56/1qfutda70XB1/ww03DOuVhtuxY8fUeWbTfzfffPOwPrsPDx48OKxXOrLWp1KNX/ziF4f1CxcuDOt1/TfeeOOwXqnP2feozvO1Xzv+1F++fHlYr/1c+62Or/Xf6nTb7PG1H+p66n63Oj03uz7bdf5NPZdnKn/xAgBYROMFALCIxgsAYBGNFwDAIhovAIBFpBo3bLtmTs2mcmbrdf6qV4ptNo01m3astFGlESt1ddNNNw3rX/jCF6bqdV+zs/kqXVjnr3Th7GzEJ598cljfu3fv1PVUeq7SkTWTse5r165dw3q5ePHi1O9WerGeV6UI6/yVdpxNuc6mWUulXOv51v4vlRKdTQvWd6bU+mzq+Nnv8+yMyNmU5ey/I1fbrMPZ67lW0pH+4gUAsIjGCwBgEY0XAMAiGi8AgEU0XgAAi0g1LrLVaYtKtVQqqtJtpY6fTRfWOszOmKvr+fznPz9Vr5RZpaXqd+v4qleKrWYX3n777cP6pUuXhvVat1rnSrHNpvPq/Pv27RvW634rBVm/O5vyq9mOdf133XXXsF5qv1Wa78qVK8N6rUOlO+u929Sszzp/pSarXinj2fTx7CzIWbOzaGfNphRnz3OtpPzKtX79xV+8AAAW0XgBACyi8QIAWETjBQCwiMYLAGARqcZFtnqGY5lNBVaKp1J4lVqqNN9s6qrSW5Vuq5lxtZ6VqpudDVfHz6YFb7nllmH9ZS972bBeacfXvOY1w/q73vWuYb2e76233jqsP/HEE8P66dOnh/VKq504cWJYr3Th85///GH9wIEDw/oLX/jCYf1Vr3rVsF7Pt9K79T7WbMfaJ8ePHx/W3/ve9w7rJ0+eHNZ379499bul1r/eu9rP9X7Nzhg9d+7c1PVsatZtHb+pGYuzz6WOr+/5bLp8u2zq38drhb94AQAsovECAFhE4wUAsIjGCwBgEY0XAMAiUo3/TbMpjE2dZzaVUymh+t1Kx1RaaufOncP6jh07hvVKsdXMwdnZbbU+L3nJS4b1/fv3D+vnz5+f+t1KddX1vOhFLxrWv+EbvmFYr3Tha1/72mG9Uo21nt/4jd84rL/iFa8Y1j/2sY8N63/zN38zrL/vfe8b1msf1nq+4AUvGNa/5Vu+ZVh/6UtfOqy/8pWvHNYrXVjPsdKglcKr+6p0cL13lXasmZiV/qt0as2anE3nPfnkk8N6fZdqHW666aZhvdKRs7NrK81a6zabOp+tl9n1365/p0pd57WeUpzlL14AAItovAAAFtF4AQAsovECAFhE4wUAsIhU439hU2mOsqk0x6ZSjZW6qpRiXX+ljSo1WemnShUdOnRoWL/rrruG9Uqx7d27d1ivlGXdV6UUKwVZ61Apy0q31fk/+tGPDuvf9E3fNKwfPnx4WC81O7JmU9YMxy9+8YtTv3vHHXcM6295y1uG9UodVmqv1rn2f52/0oWV2jt69OjUeb75m795WK/3t973Rx55ZFh/5zvfOax/8pOfHNbrvipdWOnaus76js1+l+p51YzX2s9bnSKs7/lW2+r7mvVMneHoL14AAItovAAAFtF4AQAsovECAFhE4wUAsIhU439TpS0qxVMplU2lMGoG2WzaqFJ7df1XrlwZ1k+ePDmsV3qx0nmVtnvDG94wrN9zzz3D+m233TasHzhwYFivtFStZ63P448/PqyfOnVqWC/1fKte619qFl7N4qzffetb3zqsX7hwYVivmYaVWj148OCwXmm1xx57bFg/e/bs1PlrH1Y6st6vSunW8TVjtGZW1jrXfVVq7/bbbx/Wf/M3f3NY/+AHPzis13tdz6uOL7Vvaz3rfa/nWN+rUjMfq162eibjdqX/tjodObtu28VfvAAAFtF4AQAsovECAFhE4wUAsIjGCwBgkWddqnGr0x+z599U2rHSPVWvGXmVaqzZapX6qdRYpXtqxuL3fu/3Duuvfe1rh/U9e/YM6zXzrtan7queS6XJLl++PHWeSlfVutVsvkqbfvaznx3WP/KRjwzrR44cGdbvvffeYb3So694xSuG9fPnzw/rlVo9ceLEsP6JT3xiWK99XjMZ67kcP358WN+Umhla6dFS+63SuPW7P/RDPzSs33rrrcP6b/3Wbw3r73nPe4b1Y8eODeuVJi6Vjqz3or5vdXydv97H2j+VsqzjZ+uzKfvtSvlt6ne3a3bkpviLFwDAIhovAIBFNF4AAItovAAAFtF4AQAs8pzrrrvu6hpidI2oVEWlFOv466+/fiPHV2qvUkI1o63OX+mYSidV6ufuu+8e1r/t275tWH/b2942rNd91e9+4QtfGNZrZmKlOCtlVumnSplVarKeS/3url27hvVK81WKs85fswXvvPPOYf1Vr3rVsP4P//APw3qtf6Ujn3jiiWF9NuVUM/uqXindel8qRVj7qt7f2g+VWq3vT+2T/fv3D+s1K7PUff3yL//ysP72t799WK/ZppWGq1Rm3W89l+c973nDeqVuaxZqfSdrBmWt22xKcVNp/U2lBa+2WZBmNQIAPEtpvAAAFtF4AQAsovECAFhE4wUAsMizblbjrNn0YqWcSs0Iq5RN1StVN5uyqTRcpQJvvvnmYf31r3/9sP4t3/Itw/rLXvayYf32228f1mumYaW9zp07N6xXaqxmPs6m1ape61zqOdb179y5c1iv51X7oVJvtQ6f+tSnhvV6XmfOnBnWK11Y+/zixYvDeqU1K1VaMxxPnz49rFda6iUvecmwPjtDsFKlly5dmrqeUt+TUmnHuq+f/dmfHdaf//znD+u//uu/Pqx/8IMfHNYrNVz7ttR61neg3rt6XvX9nE3hbSp1uKnf3erZi1dbGnFT/MULAGARjRcAwCIaLwCARTReAACLaLwAABaRavx/zKZF6vhK99QMwUptVMqp6nU9laapGWSV1qmU2X333Tesf9/3fd+wXrMaa+bawYMHh/Xjx48P67Oz3kqtW6X5Zp9LXU+l8GqWX6X8Sp1/Nl1b6dELFy5M1StNWb87O0OzZnrW7z7yyCPDes24rH1S91up0kq51n6r9HSl82ofbioNffTo0WG9nssP//APD+uHDx8e1mvm41/+5V8O65Vyveuuu4b1mr1Y38kjR44M6/Xc63pqP8/arhRk2eo04qbua7v4ixcAwCIaLwCARTReAACLaLwAABbReAEALCLV+F+YTYtUSqhm1VWarNJMpdJG9buVpqn01nd+53cO69///d8/rNeswEpv1Sy8Si9WSqjUfdUMx7r+SmnVetZMzzpPpSNrX9X+qZRoOXHixLBes/DqOdaMvLqvSmtWCrjeu0pB1nnq+Eql7dq1a1ivda5UYP1uPcfZfV5m07X13Ou+avZl7dtKK1dKulK0n/zkJ4f1eo6Veq606ew61D6p/V/vUZ2/6ls963D2PJu6nmfqDEd/8QIAWETjBQCwiMYLAGARjRcAwCIaLwCARaQa/5sqhVTpuUq1VLqtUo2VsqkZi08//fSwXmmjr//6rx/W3/jGNw7rd95557A+O7OvZqLNzhDcvXv31Plr3apes/lm0691X3X87P6pfVIz6er4PXv2DOuV1qx6pQtrPSvNV+tW6chKa1aKrd6LM2fODOuzMyIr/VfnmX2vZ1OKdb+Vkp5N9Va91qFSsffee++wXt+lP/zDPxzW6znWPqz1qe/YHXfcMaxX2rH2eb1Hs2bTf5ua+TibRtzqWZNXG3/xAgBYROMFALCIxgsAYBGNFwDAIhovAIBFrvlU41bPcqrzz6bPql6ppVLpm0oP1WyvSl9+13d917D+Hd/xHcP6Jz7xiWG9ZqvVbLJKXVW6p9bz0qVLU/VKj86mxipVVym8eo51PZUyq/Ws9a80WaX8Su2rUus2O3uu9snRo0enjq/3rp5XXWel2+r8dZ7ZfTj73Ov8lXKt1HC9d/W8at9W6rPe95qJ+YM/+IPD+u///u8P6zW7dva51HtU+63S1nV8Pcd6j+r7f/311w/rZfa93uq046Z+92qb7egvXgAAi2i8AAAW0XgBACyi8QIAWETjBQCwyDWfaiybSlvM2tSsukqZ1fGzaZ03vOENw/pb3/rWYb3SN6VSSGfPnh3WaybguXPnhvVKddX9VqqlUmyVEqrZbbOp0nqOpe63UkuVupqdqVfptkp7VVq20nl1nnpes2nZup46fjbtWMdXirbWuVJ+9V2q9azvT11n7Z967vVdqvPX+1L1WufaD295y1uG9fvuu29Y/+u//uthve637qvW+eMf//iwXvv88OHDw3o9l9pX9e9L2eqU39WWIrza+IsXAMAiGi8AgEU0XgAAi2i8AAAW0XgBACxy1aUaNzWDaVMpxVLnn00VVTpp586dw3qloirVcscddwzrP/ETPzGsV9roAx/4wLC+a9euYb1mulV6qFJ4z33uc6eOr/WvfVLpoUpXVb1m3tWsutk0ZaXzKjVZ+6rut/ZnpbFq/1das55X3Vep9am0Y+23Or72f52nnm/t2/rdxx57bFiv96ieb63n7HtRMyjruc+mGivdfP78+WH94YcfHtbvueeeYf2nfuqnhvUPf/jDw3pdfz2vAwcODOu1bpVGrFTjwYMHp66nbGpG6uz5Z23q3+trJU3pL14AAItovAAAFtF4AQAsovECAFhE4wUAsMhVl2osW51enE1DVIqwUleVmpk9T91vzTr8gR/4gWH9JS95ybB+6tSpYb3SVZXiqdmRlaqr2XmVxpqd6VbrXOev9az7qnRb/W6l5Oq51+/Wviq1PpU+21Sqru6r1q3SsnW/J06cGNbvuuuuYb1Sw7Npx1qHUu9vpd5qf1batNR5Zvfbpr7D9V7U79b6P/7448P6q1/96mH9Fa94xbB+//33D+s1m7K+PzWj9uLFi8N6rdv+/fuH9WPHjg3r9R7V+bc69b9d/17X+a+2tKO/eAEALKLxAgBYROMFALCIxgsAYBGNFwDAItuWatzqVEWZTUNs6jorBVMpsHPnzg3rlYZ785vfPKz/0A/90LBeKZi6nvrduq9Ke9X6z84KrN+dnUVYabIdO3YM6zWLsGbzzc7urBTh7CzCmsVWx9dzn31fKgW2b9++Yb3SXnWd9bs1C/Khhx4a1ivVW+evVF3th0oL1vOtlF/V6/mWeo6zz7fut9anrnN25myl/E6fPj2s1357y1veMqx/7GMfG9YrbV3rUGno+t6W+v7Ud292FmfZrn8ft2vm8nbxFy8AgEU0XgAAi2i8AAAW0XgBACyi8QIAWOSqm9W4qZlKs2mIOr5SdTXrrVJdle6pNMoDDzwwdf777rtvWP+Gb/iGYf3d7373sF6pmdlUSz3HOn+loirdU+tZx8/Ohnv00Uenzr8ptZ6zaaaqV3qxUoGVPrvtttumjq80X9Vr/1RqteqVeqtZkIcOHRrWK91W34Hz588P65uaCVup2NonlRKdTY9WWrmus9LZtQ6HDx8e1kulBes677333mH9U5/61LD+B3/wB8P65cuXh/VKNdZ3u66zUtL1fGfV96G+q7Pf+Tp+No37TOUvXgAAi2i8AAAW0XgBACyi8QIAWETjBQCwyHREYlPphk397qxKc1RapFJLBw8eHNZn16Gup1Jalaq75ZZbhvVPfvKTw3rN/qu0V6X/yuxsx9n06GwaqFJFlVareq1D3Vddz2xqqfbDbHqxUodVr31bqb1Kp9b5d+/ePaxXSq7WrZ5XpSZPnjw5rNcMvnrvZtOXs6mu2fPU8XWds2nrqs+mWet9rO9P7cPaD7U/77jjjmH9x37sx4b1D3zgA8N6pWXr+1Dvxeys21qfEydODOtbPUtx9vjZ/mFT/5eDq42/eAEALKLxAgBYROMFALCIxgsAYBGNFwDAItOpxmslZbCpFEalhCoVeOnSpWH9zjvvHNaPHz8+rFcq8AUveMGwfvfddw/rlXa5cOHCsF4ppJoNNzszbja1V+evdE+l2+r5Vmqy0m11nZXCqxTY7EzGWodKk9XxlWKr515p00pv1fGz61P7v9KFtQ51/lqfSqtVymw2bTeb3prdb7OzL+v6a//Pzvjbv3//Rn639lulYus8Z8+eHdZf//rXD+vf8R3fMay//e1vH9ZPnTo1rNcMynpf6jy1/+u5zO632X83t/r/WrDV/7eE7eIvXgAAi2i8AAAW0XgBACyi8QIAWETjBQCwyHSqcda1koKslETVK41YM8gqlfPkk08O67Vu3/3d3z2sV8qvUlp79uwZ1sts2m429VbprdmZjLMpxUqBVapuNo1Vz7FSSHVfTz311LBe11nPpc5fZtN2s8/x3Llzw3qlgDeVdqxZlnX9dZ7az7MqpVjv3WxadnbW5+wMwVqfy5cvD+u1n2e/D3WdtU8uXrw4rNf6v/nNbx7W//qv/3pYf/jhh4f1I0eODOv1nXziiSeG9Uq1z+7b7UovbldKcTY1udX8xQsAYBGNFwDAIhovAIBFNF4AAItovAAAFtnyVGPZrpTE7Iy8Sv9VGnF2tl2lTup377nnnmH9scceG9bPnz8/rB89enRYr+us9Fml5CrNtKnnVSnCvXv3Duv79u2bOk89l0rPlUqBVeqqZt5VvfZbpfYqvTWbHq3nWNdZMzSrPjs7su633tNa//oO1H6o66/zz34Hap1rfep5ze6rqtf7eOONNw7r9X7VPqznW2nxel61DgcPHhzWP/WpTw3rr3nNa4b1n/zJnxzWf+EXfmFYrxm+ZXZmZe2H2lez//5uKhV4taULt4u/eAEALKLxAgBYROMFALCIxgsAYBGNFwDAItuWapy1qdRDnadSNjX7r1IzNTOrzl+z0u64446p3z1z5sywXumYU6dODeuVHqpZY5WarNmRlWqptE7d75UrV4b1mpVWqb2630rJ1fMq9dxn90mlzGp/Vtqujp9V6z+bcq31n529WMfXulUKrPZnPZetnoVX6ch6v2ZnL5Z6vnWd9buzszIrHVmzHQ8fPjysz6ZKjx07NqzX+/Kt3/qtw/qv/MqvDOuPPPLIsH7XXXcN6wcOHBjWKx05e7/Xums9BekvXgAAi2i8AAAW0XgBACyi8QIAWETjBQCwyLalGmdn9pXZ42dnzFUqp+qVHqp0Sf1upXvq+FLXc/LkyWG9UpCV7qnZahcvXhzWK/00O2NuNq1T6zk7U7LSXqXWp9ah0o6zKZ46T6X/KjVWv1szECv9WtdTaaxa503NdiyVtiuz+7DOX+/L7t27h/W6r3pfZlPVNfO00sFf+tKXhvV6jptKm1bKr+63rrO+PzWj9sUvfvGwfuuttw7rjz766LBe+7/O8/GPf3xYr304m57errTgpv4dv1b4ixcAwCIaLwCARTReAACLaLwAABbReAEALHLVzWrc6rRCpXgqVVFpr0qjzM4sK3X+ShVVGrHSK6XSMTULstJAdT379u0b1it9U+q51P1WCqxSTpW6qn1S+7bSlHV8pbpqfWpWZv1upQIrpVjPt85f61n3W/c1OxOz3ou630oXVgp4duZm7be6nvrd2m/1u7V/ahbhnj17hvVKv9ZznE0L1vG1D0ulQWv9a9/W8XW/Vb/tttuG9Vrn+nehZvVWOnI2JVqzeme/e7PHz9pUPzD73d5q/uIFALCIxgsAYBGNFwDAIhovAIBFNF4AAItcdanGWbMzH+v4St9U6qRSV7NprDp/pa5mU5mVHqoUT9Ur1VUpoZrZV8fPppPqOVYqs9ah1q3ut1JCtX8qnVrnr3RbrUPtnwsXLgzrlUKqlGj9bq1bXc+uXbuG9UOHDg3rNRu0Zv/V8631rOPrucym7W6++eZhvWaD1v6p3639X/utUpA1k7F+t1K0s2nNuv46T9X3798/rNc6VL32Q6nrv/3224f1el9Onz49rNd9HT58eFivmZ71PaxU43a51mcvzvIXLwCARTReAACLaLwAABbReAEALKLxAgBY5JpJNW717KdKq83+bh1fqaVK67z61a8e1ivVcunSpanfnZ0BVynLSm/Nzrar9a+042y6sFJ7s2ZndJa6/tqfs+nO2g+Vqqv9UDM3K61WKapbbrllWK99cvbs2WG9rrP2Z71flWKr/VnrWSndOk/tn3qPKsVZqdVKKc5+3+p+Z9Ojm5o1OVuv2Yiz72/NAK11uPvuu4f12v8PP/zwsF6p0tonlVau93H2e1XfmTrP7IzLMvt/J9hUn7DV/MULAGARjRcAwCIaLwCARTReAACLaLwAABa5ZlKNs2bTFpWOmVVpnUqdVL1m21V6aDZVVGmsSplVuqpSQrOptx07dgzrszMoS83+q7RjXX+tT11PrfNsqqiup57L7KzJei/qvup5VbqwzlPrX+/FbCpqdt9Wmqye4+xs09rPdT11/ll1/ZWOrDTr7CzI2RmpNeuzrr/28+y6Vfq1vldPPPHEsP66171uWP+zP/uzYf3BBx8c1uu51L6afV9m69dKWvBa4S9eAACLaLwAABbReAEALKLxAgBYROMFALDINZNqnE0zzaqUWaVjzp8/P3WeWadPnx7Wz5w5M6xX2qhSOZWCmZ0xNztDrWafVfqszlMpxTpPpavqvmZTqKXSQLPnqdRV1Wffl0pLVZqy1q3q9dzr/HX9s7MXKzVZ+7x+t2bk1fWX+j7U+s++15UKLHWeuq9ah/rdWs/ZGYJ1nnqP6rnXdda+qu9/7bfbbrttWL/nnnuG9fe85z3D+uc+97lhvfbt7EzDMpte3Op/l2fPv9XXsyn+4gUAsIjGCwBgEY0XAMAiGi8AgEU0XgAAi1wzqcatTltUqmg2RVJplzrP7IzIS5cuTf1uXWelzHbv3j2sHz58eFiv9FPNvKsZcLX+ZXZmXF1PpZ/K7OzF2bRgqeNnZwXW/T73uc+dup56jjXDsfZnpcn27t07rNf+39T7VWZn2FXarp7L7P6ZnXVY+6dmwm5q1ufsd7uOr31b37HZ66/1r+9epTJrf77iFa8Y1m+55ZZh/fHHHx/Wjxw5MqyXeq/r+1nvaa3PplLeZVOpzKst7egvXgAAi2i8AAAW0XgBACyi8QIAWETjBQCwyDWTatyU2XRDpUJm02SVCnn+858/rB86dGhYr+uv3616zTSsdFiZTSlWump25mClt+r6Z1OTsyme2VRgqevfVKqx1nn2fi9fvjx1PZWWKrWeVT937tywvmfPnmG99k/dbx0/m9Kafb6zKbO6ntn6bAp1NlVdqbpKL9Z34KabbhrWa59UKrnSjmfPnh3WK9VYqd66zkrv1qzGWbX+td9mZ2VWfVPnKZtKy25X2tFfvAAAFtF4AQAsovECAFhE4wUAsIjGCwBgkWdsqnE29VApj03VKz1x6623Duv79u0b1kvNLKt1qNRPpZMqxVP1SglVmmk2LVWpvUqxVVqt6rP7Z3Z25OyMszp/rUM935tvvnlYr5RipfkqtVTPq65nNm06q/bV7LrNpvbqPLMzGWv963tS+63Wob4btT/PnDkzrNf7Xvut0tC1z2vWaq3Pzp07h/VKF548eXJYr+us70xdf83A3b9//7D+7//+78N6/ftS6zD7/s6m8mfTgts1e3H2e77V/MULAGARjRcAwCIaLwCARTReAACLaLwAABa56lKNm0ofVOqh0jqVmqnZYZUeqvRHpYd27do1rB8+fHhYv3Tp0rBe9zs7a7LST5UGmk0tlUpFzc6Mq/rsLLzZ1OFsarL2Sal9Us+xZnHOztas66x6pbpmZyDOznqr89d7V/thNj26qbTX7Ey9WrfZma2z6nfrOuv7We/7bCq89vPFixeH9dkZoJU6nE0FVkq9ZvXWfdV+ru8zVyd/8QIAWETjBQCwiMYLAGARjRcAwCIaLwCARa66VOOs2ZRQ1SuNUqmcWZWeq5RQzUCs4yuVUymtOk+lw+r8lU668cYbp85facT63Tq+Up91nbOzGqteaaNS6zM7A7HSW3U9tQ6bmn1W+6qOrxl5ZTZFuKlUYM3mq5mA9bwqrVbHl9lU7Ozzqv0wm1qt+600dN3XbOq5vtuV9q3UcKUR6/2q70/d1+233z6s1zofOnRoWK9087Fjx4b1TdnUv79bbfb7ttX8xQsAYBGNFwDAIhovAICqxrPzAAAgAElEQVRFNF4AAItovAAAFrnqUo1bnT6oVEXNXqyUU6XtKq1Tx5dKvdX11H1VGqhme1Uq58KFC8N6pYoq7TU7M7GOr+dVaaaaxVlprFr/+t3ZdM/sTMlKUc2m8+p+Z2ePVupqdrbmQw89NKzXe1Tps9qfdV91PbOzVmudZ1N4s6nGOn52luWs2m+1nvUc6z2dnTk7m56eTR/X9dS+qu9nfX9qfeq+du/ePazPPpc6vsx+3zaVkr7a0oib4i9eAACLaLwAABbReAEALKLxAgBYROMFALDIVZdqLJua8TSbkqjUUqVR7rjjjmG9UlenT58e1i9fvjysV+qqUjOVrqpUTqk0WaVsat1qtmBdf6Uv6/rr+Er3zKaWymzasVJpdZ5KO86mqI4ePTqs17pVCqzWs2bGVcqsrr/2T6Upq177v2YIzqYCZ9NzdfzsjMvZ/VbrWetQ+63ShfW7NXO2nkup3619W2odqn78+PGN/G6t5+zsy5q9WN+Tuq/ZVGPZVOrwmZpeLP7iBQCwiMYLAGARjRcAwCIaLwCARTReAACLbCzVuKnU4aZUSqLqle6pVE6ltyqlcuDAgWH905/+9LD+mc98Zlh/8YtfPKxXCrJmfu3YsWNYr/uqdat0W6U4a0ZbpYQqDVQqfTmb/qv7rTRWpZDqPJVOrfOcOXNm6vg6f63Dvn37hvV6LyotVfuqUsC33XbbsF7fk9oPe/bsGdZrHWbTvpXGrXWo6ymzqcbZ42sdyqaee6Xt6vy1T2b3+ezs0UpN1vet1Hlq3Urd72OPPTas13rW/c7O/N1qs797rc+C9BcvAIBFNF4AAItovAAAFtF4AQAsovECAFhkY6nG7UoHzKYh6vhKt1Vap9JVJ0+eHNYrZXPq1Klh/aMf/eiw/spXvnJYv/3224f1SjXWOlQasVKTlY6p/VDrWfVKQdZ1VqqoUmaVWp1NUc2mh2o/VDqpUmz1fCuleOXKlWG91rnOX+9L7atah3pedT2Vkqv3sVJplT4uszNbZ1Ors2ZnR86mvGfPX+s8e57a//W8aj/MquuZTcPVe13nr1m99b7Xvjp//vywXt+B2VmN2/Xv+zN1FqS/eAEALKLxAgBYROMFALCIxgsAYBGNFwDAIhtLNV5tZlMnlVqqtFTNenviiSeG9ZrVWGpW46OPPjp1PbOzw2ZnwFWqq1JOtZ6VTjp79uywXs+xUnuzacHZtFetT91Xrc/s/qzz1MzNnTt3Dut1X5X6rN+ttOPsTMOa4Vjp2krF1ntR1z+bgqx1rtmjTz/99LBe61y/Ozt7se5rNpVc+2Q2zTdbr3Wr9272u1e/W+ep71jth0OHDm3kPDWL9tixY8P6bAq4vpNbPevwaksdbjV/8QIAWETjBQCwiMYLAGARjRcAwCIaLwCARZ6xqcYyO9txdrZapeoqRVJpoBMnTgzrH//4x4f1W2+9dViv1FilvSotNZsam01NztYrnVe/e/HixWG90jR1X3V8pa4qnVRpo9nrqRTh448/Pqzv3bt3ql7rWb9bMxbL7D6seqVfKxU4m4abTcseOXJkWN9UWnBTsxFn93N9B+r9qvWs363vZD332eNnZxTW9Vd99n18//vfP6zX963uq74ztc9n0+tslr94AQAsovECAFhE4wUAsIjGCwBgEY0XAMAiV12qcTZVUemY2dlSdXylhyr1UyoVVbMOK/VWM+DuvPPOYf3ChQvDet1Xnb9Sb7OzFGdnot14441Tx8/OCqyU0OzMxDpP7be6/tmZmLU+df2zMzH3798/rFe6bTa9W+9FvV+zKblKb9U+r5RiXU/NzquZkrX+pd7TSoPOrlvdb+3nOr7U+1j7ufZ/zbKs9aznUvv5zJkzw3rtqzpPPa/z588P6w888MCwXinF2dmgdXzd7+x3bFMpSLMaAQDYEhovAIBFNF4AAItovAAAFtF4AQAsctWlGrdapeoqnVGz52o2Wc2Gq/TWgQMHhvVKz83OQKyUU6XhSp2n1m129txsWnA2XbWpNFylqGZnVs5eT6VTa6bb4cOHh/Vat0qNzc5erFTXbKqu1r+Or3UudXzt81rPSpPNPsd6L2r9d+/ePXWe2Rl/tZ/r+dY+/PSnPz2s1wzZWs96LvW9rZTu7DpUKrPW4QUveMGwfunSpWG9/h2pfxfqvajvbe2f2dT5rGdbSnGWv3gBACyi8QIAWETjBQCwiMYLAGARjRcAwCIbSzVuajbi1fa7lV6plMqhQ4eG9U3NKJydRViz8yoNVKmZOv9sqrHOX+tc6vjZdFulnGb3VZldz1LH1/XUrLrat/v27Zv63Urn1X6r89Q+nE1p1e/W862UcaXzSqXt6vrr+Er51fte61D7odK49f2pfVvpvzr/kSNHhvV//dd/Hdbf9ra3DeuV/qv3tGbLnjhxYlivFGHNJK11rv12/PjxYb3Mfp9n076z359NfQ83df6tvp6t5i9eAACLaLwAABbReAEALKLxAgBYROMFALDIxlKNs2mC2eM3lYKcNZtOmk3n1Trs379/WD99+vSw/tKXvnRYf/DBB4f1SoHNprQqTVPHV6qufrdUuqpSWjWbrJ5XpYrq/LU/q16/W2nWel6Vuqrz1zpXSrHSdrOpotn0aKW3aobg7PXU8616peEqDTqbSqt6zS6s92t25ummUrp1PbU/77nnnmH9oYceGtbvuOOOYf3UqVPDeqVTa33qOzY727TWufbP7HdsNqU4O7uznuNWpwW3un+42viLFwDAIhovAIBFNF4AAItovAAAFtF4AQAssm2zGmdt13lm0x+V2qt0SaVm6nf/7d/+bVivWWlvfOMbh/V//ud/HtbrOut+K91T61Az5up3Z2dEVpqvUoGz+7bqlfaq351NM9X5S52nZtLVOtfzrec1O0tx9jnW+1IpwkoF1nO8fPnysF5pynqOlU69+eabh/W639m0bKn1r1mQtX/qO1DnP3bs2LBeqe3ab5W6rdTkbHq01nM2JV2p4fo+17rV/qkZo2V25m+p574p1/rsxVn+4gUAsIjGCwBgEY0XAMAiGi8AgEU0XgAAi2zbrMZZm5rVOJtWq9+tFFilRWrmXaVg6vxPPPHEsP5Lv/RLw/qv/dqvDevnz58f1ivFUynFSrtUKrPSYXW/lRqbncFXx8+mOCtVV/dVaabZWX61nnX+2VTabKqr0ot1nnov6vnOruds+m82TVmz/2pf1Xtd91Vpvtk0XNVLrUPtk9lZjfV8a8ZiqXTk3r17h/VK79b9Vmry4MGDw3p9Dyt1WPt/9ntS+2R2xutsWnyrPVPTi8VfvAAAFtF4AQAsovECAFhE4wUAsIjGCwBgkY2lGrfabOpwU2ZTYLMzwqpeaaBKqbzrXe8a1j/1qU8N65WaKZXCm509V7Pwzp07N3X+2ZlrtX8q3VNpx9l0Ya3zbBq00oWzqbR6LlWvWYe1PnWdtZ9rP8zOQKz9UM9lNuVa91XvY63n7L6a/b7NztSrda7rrPWv3633t/ZVpf8qRVvqee3atWvqeup+672u9Pq///u/D+u1/2s/lN27dw/rlZrcVAp41rMtvVj8xQsAYBGNFwDAIhovAIBFNF4AAItovAAAFrlmUo1bbTYdVqmTOr5mbFWqrmaB7d+/f+r8n/3sZ4f1ffv2DeuVgplN81Xaq9JGlXaptNrsrMM6vsymPmf3ST33qtd91XXOpmLrOdb11P3OztysVNfseer51szE2XTebIq26nU99V7U/qnUYX0H6vjZlFmtf6UCK91Z91vPsY6v9XzssceG9VrP+t2q1zrcfffdw/ptt902rNf61Hta+6qeb73XW0168f+fv3gBACyi8QIAWETjBQCwiMYLAGARjRcAwCLblmqcnalXNjXDsc5TKZg6vlJRs7P8Tp06NawfOXJk6vgPfvCDw/p3fud3DuuVsimVPqsZbRcuXBjWKz1Uz7Gey44dO6bqs8+lUp+VeiuVQqr7nU05zb4Xtf71fGv9Ky1Y6z+b+ty5c+ewXmm+ut/a57Npx0rVzarzz35nZlOQs6m6Wud6X2o9KwVZz71mEdb5S61n3W+tZ6XOjx8/PqzXutVzrNTk7OzF2VSjNOIa/uIFALCIxgsAYBGNFwDAIhovAIBFNF4AAItsW6pxq9MT25XOqHTJbErr/Pnzw/qLXvSiqet573vfO6z/6I/+6LBeaZpK8cweX6mcSkVV2qhSWnWeSg/Nzj6rFNXFixeH9brfmj1Xah0qjVj7v/Zh3ddsaq/OU/u87qtm7e3du3dYn13PSqFWCqzSbbV/6vyz6cJN7dvZ2aN1v6XSyvV9qJTi7MzKel5Vr/25qede+/n06dPDeplN2dfvzqatZ/fbVv87u6n/O8F2XX/xFy8AgEU0XgAAi2i8AAAW0XgBACyi8QIAWGTbUo1bbbtSDLNpoEqlXb58eVivlFCd53Of+9ywXqmxmqH21FNPDeuV2nvyySeH9dm0V9XLbIqwUn41W7Cuv46vdasUUl1/7dvZWWx1/bV/Zq+n1rnut/Zzzbar66/zz6beKv1Xvzs7y7X2W11PrWedv+o1O7Web91XrUNdZ6Wzax0qVVcqDVrfjV27dg3rdZ31Xp88eXLqeir1Wd/b2g+zMzTremZTk7PPZattaqbzdvEXLwCARTReAACLaLwAABbReAEALKLxAgBY5BmbatzUzKbZ88yqdE+lV2oGYs3CO3Xq1LB+7ty5qd+dnVk2O3uxzM4mq+updE+l6iq1VKmous5KV82mFGs96/pnz1+ppdkZdnWemmW5Z8+eqfrsOp85c2ZYn02bVr3e302lqjf1Hav7rfdiNoVaMxBrfSrlV+na2VmNdZ31HtU6VLq8vgN1/gcffHBYr3Wu96jSqfU9n00jXm2zDq+2NOKm+IsXAMAiGi8AgEU0XgAAi2i8AAAW0XgBACyybanGaz0lMXue2dRYpYHKkSNHhvWHHnpoWK8ZbZUqqhltlR56+umnh/W6rzr/7LpVSqjSRqVSS3U9NatuNo1V78XsjMJa/3q+Neut9kmlCOv4up69e/cO67Pp2krt1fOq89d5aqbeVqfAZp977fPab7MzRms9634rhVfnqd+t89c61LpVWrlS4ZUir+up81fqcDYdXL975cqVYb3WoWx1ip//w1+8AAAW0XgBACyi8QIAWETjBQCwiMYLAGCRbUs1bnV6cTZVtKkU0uxMw0r57d69e1i/4447hvWaKVZmZ6VVKqdmtM2mdSqdNDt7rlKWszMT63nV+WdnCJbZ2W2VWqr7quusNGKp9a/0XKXbZmcF1vVXvdKmlVqtdFjd72xqb/a5zKaAK9VY72mlWR999NFhvZ5vpQJvueWWYX3fvn3D+tmzZ4f1+v7U786mQWufVFq8rv+f/umfhvVa59kUeaWDZ2ewznqmzkzcLv7iBQCwiMYLAGARjRcAwCIaLwCARTReAACLPOtmNZa6nkobldnU1ezMtTq+0j2V3nrve987rL/61a8e1mt9Kk1Zz3F2ZuLsTMnZ2Y6zz7dSeHU9lWqcnU1Z6z+bRqz7redV9UqBPfnkk8P6bPq1zl/nmU2rzb6PlbabTZXW+Wdnd86mU+u9q7TdbbfdNqzv2bNnWC/1fTh9+vSwPrt/ZmdTlosXLw7r9bzqO/nud797WK91rudY61DXWd+lTf17erX9e32t8xcvAIBFNF4AAItovAAAFtF4AQAsovECAFhk21KNW21TMxk3NVutfrdmwNXxDz744LBeM8UOHjw4rP/d3/3dsP6Wt7xlWH/5y18+rF+6dGlYr5RfpW+qXut80003DeuVcppN51UqajbFVs+3Uk6Voqr6bIptdn/W+teMwrrO2g+lrn82jVjPt/btjh07hvWakVf7tta51PGz6chKxdb91kzYShHOzv7bv3//sF7vRa1z/W69R/Xc634rLVj7sK7/M5/5zLB+6tSpYf3AgQPDeqVBz58/P6zXPpwlvbiGv3gBACyi8QIAWETjBQCwiMYLAGARjRcAwCLblmrcrpTEpn63UjazKchK01Qq59FHHx3WK4V3ww03DOuVXvnXf/3XYf3rv/7rh/VKgdX6zKYXax02Nauxjq+0YKXJKjU2OzOunstsSm429Vb1So9W6q3SjrOzJiuNWzP+6n4rVVez8Gof1ns0O4OvUns107O+J7P7vOqzKdrZ89e+nU2nzt5v/W6lCOs7U8/9Qx/60LD+4Q9/eFgv9V5cuXJlWK/9ttX/nko7bpa/eAEALKLxAgBYROMFALCIxgsAYBGNFwDAIs/YWY2bUmmOTalUSKW9aoZXpXgqlbZz585h/f3vf/+wft999w3rL3rRi4b12fRZpZwqNVnrdvbs2WG9ZizW786mpep6KhU1O0u0Ul11PZUenV3/mlU3mwrcs2fPsF4OHTo0rNfMu9nZf7VulW6rdah9UseX2p91nfV9qPWveqXkat/OpnQrrVmp2Nn0a52/9mfNOqznXindP/qjPxrWK3Ve6rnXc6n3eqvThdKLm+UvXgAAi2i8AAAW0XgBACyi8QIAWETjBQCwiFTjf9NsyqNSaZXiqVRLnafSMZX6qdTVsWPHhvW/+qu/GtYr/VTq+muGWqXwKp00O9Ow1m12Ntls6rBSZnX+2fPUfVUqrdKjlYqdTQvW7Lk6/4kTJ4b1M2fODOtldhZnqXWr96vSZ2V2hmY931L7pNT3p74bsynRer9mU711Pbt27RrWa9/Ozt49d+7csF7rVunI2f0z+9y5OvmLFwDAIhovAIBFNF4AAItovAAAFtF4AQAsItW4yOzMx0oJVbrqec973tR5Ki1YKbO///u/nzr+DW94w7BeM/sq3XPp0qVhfTbdU2mmSrfNzlKs9Z9Nq1UKrOqzaaxS61AzEPft2zes176qlFalHatez7Hut2aSzs7QrLRa7cPaD7PPpdKmdV81q7Se4+z3ZHZ/lvouVRqx9lU9l9nUZH2XHn744WH9oYceGtbL7CzUeh83lZIuZjKu4S9eAACLaLwAABbReAEALKLxAgBYROMFALCIVON/YbtSHvW7laLa1Ey6SjNduHBhWH//+98/rN95553D+l133TWs33jjjcN6pbFKpX5mZ19W+qlSnJUyq+dV11nPfVP1Sp/V8ZcvXx7WK2VW91Upwkqt1nO//fbbh/VZlSar1GTVS71HtR9q/WvdKu1YTp8+PaxXqrGee70XdT21DnVf9X7Vvq3vRj2vmrFY++0P/uAPhvX3ve99w3pdZ70vs7NZZ83OnGUNf/ECAFhE4wUAsIjGCwBgEY0XAMAiGi8AgEWkGhfZVIpkdoZjpX5mr6dmKZ45c2ZYf+c73zmsHzhwYFh/05veNKx/5jOfGdbr+msd6viaDVdprDr+5ptvHtZnZxHOplZnVbqz7nf37t3DeqUCZ2dZ7t27d1ivfV4pyEOHDg3rs2nfSsPNplBnZ4nWddZ7Vym52fWstPJs2rFmBc6m6mZTpbMzJQ8fPjysV3rxT/7kT4b1el71HajvRn0H6nnNrqf04tXJX7wAABbReAEALKLxAgBYROMFALCIxgsAYBGpxm22qVlalfqp2WeVdqx0UqVsvvjFLw7rjz/++LD++7//+1PXs2fPnmG97rfSXjVLrtJGs7MOZ9Nntc6z6vyVSqs0Vl3PbFqtUpNVr/U8ePDgsH7+/PlhvdJ2lcq8ePHisF7rNptqnJ2RWr9bqcN67pU2rX1ez6VSmVWvWYezadx6j+p3a/bi2972tmG9vlef/vSnp66nvqv1nal1qHWbndUovXht8RcvAIBFNF4AAItovAAAFtF4AQAsovECAFhEqnGRSoFt6jyVmqn03w033DCs1+yzSktVmqxmln30ox8d1l/0ohcN6z/yIz8yrJ86dWpYr/TW7IzLSttVuqrSUpU+m01v1XrWc6nn/uSTTw7rtX+qfvz48WG99melU+u57Ny5c1ivtGCtcx1f9doP9Xzrfqs+O4OvZlNWim3//v3Deu3nSufV/qnrrONr3er7U+9FfZdqn1S9ZjJ+4AMfGNZrX9X56/hNvXf13DeVjmcNf/ECAFhE4wUAsIjGCwBgEY0XAMAiGi8AgEWkGjdsU+mSTaUgK1VUacRKOZXZdF6lyf7+7/9+WH/xi188rL/85S8f1mdnVu7bt29Yr3TbbDppdsbf7IzISjXWc6n1r3WbTcVWqrQcO3ZsWK8UW81erJl3NetwU2nHUjMu67nMqhmLtR9qhmDVax3qva71qf1cz7fe0zr+yJEjw/qjjz46rP/O7/zOsF77/OjRo8N67fOaHVnfjVrPTaURpR2vTv7iBQCwiMYLAGARjRcAwCIaLwCARTReAACLSDVus02lF0ulZioFVmmXSmndeOONw3ql/Cqd98gjjwzrf/7nfz6s16y0e++9d1g/ePDgsP6+971vWK80aKUUK002m16s9az1r9lws7Peqn727NlhvdKglT6rFG2l/Gp/1szK2fTobOqwUpybmlE4+75UirDWrdT9VtqxVMqyrrOeY9Vf+MIXDus1A/Qd73jHsF7ve32Ha5/Xe3flypVhvVKis7M+Z99frk7+4gUAsIjGCwBgEY0XAMAiGi8AgEU0XgAAi0g1blilS2bTK6XST3We2RmClb6pFE+l8EpdT6UvP/vZzw7rf/qnfzqsHz58eFivVN2JEyemzlNptVr/On42pVj1Os9s+qnOU/vh1KlTw3ql2CrNV6mxSttVerT2cz2X2ZTubLqwrqf2+abSzbPpudk0XM1SrNmFtf8r/VrPpd7Hf/u3fxvWf/u3f3tYr+9ApSMr3VnnqZRr3Vc9l9n9LNV4bfEXLwCARTReAACLaLwAABbReAEALKLxAgBYRKrxWapSMJW6KrMz8ioVVcefO3duWK+Za5We+/Zv//ZhvWY+zs4E3NTMykrJ1fFl9jnOpnErrVazHWudK+1VaceahVcqBVnrU+nRWv9KX9a+rd+t9a/freus89e61Xnqvi5cuDCs13tXz72ebx1///33D+s///M/P6x/5CMfGdbrOivVWOt/8eLFYb3e99rnszNVeWbwFy8AgEU0XgAAi2i8AAAW0XgBACyi8QIAWESqcZHZ2Xmzs9tmUzCz11Npu89//vPDeqWBZlNaNXvu/Pnzw/rJkyeH9Ze//OXDel1/pRcrlbl79+5hva5/7969w3qtc82Gq7Rapdsq5ffkk08O67MzIis1VrP56vyXLl0a1mtGZK1npeRqn9d+qOufne341FNPDeuVbqt0bZ2/ZgXWfq4Zi3W/dZ66r5p1WOev9+sv//Ivh/UPfehDw/r+/fuH9XpelbKsWa51v2X2e8szm794AQAsovECAFhE4wUAsIjGCwBgEY0XAMAiUo3PcJWOnE1TVuqqUnilUlGVkquUU6XhKu1Y13/rrbcO6w888MCwXjPdat0qRVjpuUpdHT16dFg/ffr0sF4pxU099zp+NsVW11n7qq6nZkdWOrJSabU/Z2c11nlm06aVEq33os5f11mpyTpPpSDrfaz9XPunZiC+973vHdYrTXzw4MFhvfZn3W+9p1WHr4a/eAEALKLxAgBYROMFALCIxgsAYBGNFwDAIlKNV6nZGV6zsx1nzzM7a6xSQrMzzuo8lU6qWX6/+Iu/OKz/8i//8rBes97qei5cuDCs16zGSkXVTMZKNdZ1VkruzJkzw3ql3mr2Xx1f9Urn1fOanQVZKtVYadBK7VVKsVJ1tW6V1pxdt0o11uzO2Zmqtf6l1mE2Pfr+979/WH/44YeH9SNHjgzr9V7U/p9NZ9fzLWYy8n/zFy8AgEU0XgAAi2i8AAAW0XgBACyi8QIAWESqkf+XmoU3m8qp81QaaDZdVWmpSnt97GMfG9b//M//fFj/8R//8WH9iSeeGNbPnj07rNeMwrqvWrfHHntsWK/ZkZXqqlmWs9dTKpVZMwErtTebor3llluG9dpv9VxmZyzW/Va6sGYa1nXW79Y6zM5MrH27b9++Yb1ma9ZzrHWoffi7v/u7w3qldGvWaqVWz507N6yXmgFa78vsvuXZyV+8AAAW0XgBACyi8QIAWETjBQCwiMYLAGARqcZniK1OzWxqhuNsqrFmwFUaq9J8lfb6q7/6q2H91a9+9bD+4he/eFgvdf0PPvjgsF5pqUppVfqs0nmljq80WT3fSvnV8925c+ewXmnNBx54YFiv53vw4MFhfXYG5YkTJ4b1SudVGnF2BmLt80rvVnq0rnNWrVvNJK11eM973jOsf+5znxvW9+7dO6xXyrJmU1ZKsZ573demZulKOz47+YsXAMAiGi8AgEU0XgAAi2i8AAAW0XgBACwi1chXZVPpm9kZjpUKrBRepZYqPXf8+PFh/Y//+I+H9Te/+c3D+oEDB4b1V73qVcP6Zz7zmWG9Zt7dfffdw3qlGiuFVzMuK9VVabKawVfPt9Jnu3btGtbr+s+cOTOs1wzNOn+lRGdnGtZ+27Fjx7Be6cvZVOBsqrfSqbXfLl26NKzXe1TrX2nK+++/f1iv53XkyJFhvZ5j7bd6XjW7s9Yf/if8xQsAYBGNFwDAIhovAIBFNF4AAItovAAAFpFq5H+kZpDNqvRQpR0rfXbx4sVhvVJLlTL7l3/5l2H92LFjw/prX/vaYf2+++4b1o8ePTqsV7qw0ouVJqt1q1RXpeFqJmCZneFY91upyUq91e/WzL763QsXLgzrtT9rNmLV63dnZ2XW7Mt6vnWeSv+VSjWeO3duWP9f/+t/DeuV4rzllluG9UpH1venvgOzs2Vn6/DV8BcvAIBFNF4AAItovAAAFtF4AQAsovECAFhEqpGlZlNCs6nGSsOdPHlyWD98+PDUeT784Q8P63WdlY5805veNKx/6UtfGtb/4R/+YViv66z1rDRcpRorxVYpv/rd2VmEL3/5y6fO8/jjjw/rlQYtlZL7mq8Z/zdqzTqs/Tk7Y7RSpbPXWfuqnm+dpyjrw7sAAAnVSURBVNKFL3zhC4f1SgHffvvtw3q9R3W/lUKd/c7M7mf4n/AXLwCARTReAACLaLwAABbReAEALKLxAgBYRKqRr0qliir1M3v8V77ylWG90l6bmhFZM9327t07dZ4HHnhgWH/HO94xrFdqb8+ePcP6U089NaxXeq7WrVJspY6vWZOVeqv0Zd1X1WvmYKUFL126NKzXjM6639pvtW9rRmSdZ3ZWaanUZ82OPHXq1LD+ute9blg/fvz4sP6rv/qrw3rdV81OredY+6qe76x6jlWH/wl/8QIAWETjBQCwiMYLAGARjRcAwCIaLwCARaQa+apsKtU4q2bMVVqqUkg1o/D6668f1itVN5sOe/e73z2s13X+3M/93LD+mte8Zlj/p3/6p2G9VGryySefHNYrJff85z9/WK91q5mGdf7Lly8P67Op2Nl9W2nHeu61f2o9K+04O2PxwIEDw3rNrKxZnDXrsGaD/sVf/MWwvmvXrmH9rW9967B+//33D+t1v7Wv6vh6LrP7B7aCv3gBACyi8QIAWETjBQCwiMYLAGARjRcAwCJSjSw1mzKr2W11fKUXa+ZdpdUq5VRptXLmzJlh/Td+4zeG9Zo999M//dPD+sGDB6fOc/LkyWG9Zj7W+te61XOp1F6dp2b51QzKSrlWum12lmWlAut+K2130003TV1Pnb9midZ6fuITnxjWa8boZz/72WH905/+9LD+yle+clivWai1PjXTs9Kvta+kF7ma+YsXAMAiGi8AgEU0XgAAi2i8AAAW0XgBACzynOuuu24c/4D/y6ZmNdbxs79bKtVY6bxKz9V5Ss3427Fjx7B++vTpYb3SeS972cuG9R/90R8d1mu2Y91vpT7r+FLrXOevlOULX/jCYf1jH/vYsP7www8P669//euH9UrDVbqz0pF1/Llz56aOr+vft2/fsF6zMmvG4rve9a5hvVJ+lWqs4+s6K9Vb61Npx9pXsylFqUauBv7iBQCwiMYLAGARjRcAwCIaLwCARTReAACLmNXIV2W70ouz569UYB1fM+CqXmnH2eupWXt1/Ec/+tFhvdJhL33pS4f17/me7xnW77333mG9ZlPWddb61HlqRuETTzwxrFd69B//8R+H9VrnV73qVcP6hQsXhvVS91Upv2PHjg3rNWNx165dw/qf/umfDut/8id/MqyXy5cvD+s1M7FmTVZ6sc5fKddNpRQ39T2BreAvXgAAi2i8AAAW0XgBACyi8QIAWETjBQCwiFmN/I9cbSmhTc2U3NR9Vcqv0mo1Q7BmBVZqrGbe1e/ed999w/p3fdd3Devnz58f1ivdVrMmK833+c9/flh/61vfOqz/zM/8zLBesx1/8Ad/cFi/9dZbh/W6zqeeempYP3jw4LD+yCOPDOv1HD/+8Y8P63/7t387rJ86dWrqeh5//PFhvWaMVr1SirU+9Xxn36/Z93r2PLAV/MULAGARjRcAwCIaLwCARTReAACLaLwAABYxq5H/kWslDTSbXpw9T6URv/zlLw/rlfaq9GLNKKzj63drFuHv/d7vDesnT54c1mtG4bd/+7cP67PXXzMWa91KpQgfe+yxYb1SkzUTsFKE999//7D+oQ99aFivGY6VOqx1qBTt8ePHh/XaJ5WKvXjx4tR5Ku24qe/G1Zaqhq+Gv3gBACyi8QIAWETjBQCwiMYLAGARjRcAwCJmNXJV29TsxVJpxE2dv9Jw9buVSqvfrVRgpdJK/e5sOuylL33psH7gwIFhfffu3cP6133d1w3rNQvyIx/5yLBeMyVvuummYX3fvn3D+uHDh4f1Snc++uijw3qlAmsWZD2XK1euDOv13Os51v6p42ffl9l9CM8G/uIFALCIxgsAYBGNFwDAIhovAIBFNF4AAItINfKsMJveKrMpy9l6nX921mGp4ys9VzP4vvCFL0wdX/db6cVKz33xi18c1v/jP/5jWK/1vOGGG4b12futdZu1c+fOYb3ut9KUs6nD2f1f5y+1nmYs8mzmL14AAItovAAAFtF4AQAsovECAFhE4wUAsIhUI88olZaarW8qXTV7ntm0Y6XMZtORz3ve84b1o0ePDus1W/Chhx4a1p9++ulhva6/0nCbmkFZ11/rX+nC2dmds6nPut+aAVr12X21qfRukWrk2cxfvAAAFtF4AQAsovECAFhE4wUAsIjGCwBgkXHECa5Rs2mp2VTaptJhm1LXM5tuq1mENdvxlltuGdbPnDkzrFd6sc5f6b+ayVjnr1mQN91007Be6cWapVgp0fPnzw/rle6cTQtuKr24qdTtpkg78mzgL14AAItovAAAFtF4AQAsovECAFhE4wUAsIhUI88o25XS2urzbCrtVWnBcuzYsanjS82CrDRi1W+44YZhfXZ9agZirU+lL2dnKdZ5Kk1Z59lUGndTx8+SUuTZzF+8AAAW0XgBACyi8QIAWETjBQCwiMYLAGARqUauSds1k3H2+E3NcNzqtGOpGY6nT5+e+t2qV0qxUo2zarZjpQXLbDpy9nevttQhsHX8xQsAYBGNFwDAIhovAIBFNF4AAItovAAAFpFq5Jq0qRTYplKQs8dvyuw6zF5npfM+//nPT11P/e5sunD2+it1WOp6Zmcm1vE1C1Kq8f/Y6pQuXA38xQsAYBGNFwDAIhovAIBFNF4AAItovAAAFnnOddddJy4C/x9bPdtx9ne3OtVVsxHreur42eucncl4/fXXTx1fqcytToPW+WdTk8Azj794AQAsovECAFhE4wUAsIjGCwBgEY0XAMAiUo2wAVudRtzU+bd6BuVW3+9sCrLSgtuVatzU8cC1y1+8AAAW0XgBACyi8QIAWETjBQCwiMYLAGARqUbYgO1KNZZNpfa2+jybmgU5W9+umZgA/uIFALCIxgsAYBGNFwDAIhovAIBFNF4AAItINQLXPClF4FrhL14AAItovAAAFtF4AQAsovECAFhE4wUAsIhUI2yD2dmLRWoP4NriL14AAItovAAAFtF4AQAsovECAFhE4wUAsMjXbvcFwDPZbHpRShHgmc1fvAAAFtF4AQAsovECAFhE4wUAsIjGCwBgEbMaAQAW8RcvAIBFNF4AAItovAAAFtF4AQAsovECAFhE4wUAsIjGCwBgEY0XAMAiGi8AgEU0XgAAi2i8AAAW0XgBACyi8QIAWETjBQCwiMYLAGARjRcAwCIaLwCARTReAACLaLwAABbReAEALKLxAgBYROMFALCIxgsAYBGNFwDAIhovAIBFNF4AAItovAAAFtF4AQAsovECAFhE4wUAsIjGCwBgEY0XAMAiGi8AgEU0XgAAi2i8AAAW0XgBACyi8QIAWETjBQCwiMYLAGARjRcAwCIaLwCARf4348PnFE6/EiwAAAAASUVORK5CYII=" y="-0"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p15bfb024ce)" d="M 856.817509 63.36 L 858.255758 63.36 L 858.974882 64.08 L 858.974882 66.96 L 857.536633 68.4 L 857.536633 69.84 L 858.255758 70.56 L 859.694007 70.56 L 861.851381 72.72 L 861.851381 74.16 L 859.694007 76.32 L 858.255758 76.32 L 856.098384 78.48 L 856.098384 81.36 L 854.660135 82.8 L 854.660135 84.24 L 856.098384 85.68 L 854.660135 87.12 L 854.660135 94.32 L 853.221886 95.76 L 853.221886 100.08 L 853.94101 100.8 L 856.817509 100.8 L 861.132256 96.48 L 861.851381 97.2 L 861.851381 101.52 L 863.28963 102.96 L 861.851381 104.4 L 861.851381 107.28 L 861.132256 108 L 860.413131 107.28 L 860.413131 105.84 L 859.694007 105.12 L 857.536633 107.28 L 857.536633 110.16 L 854.660135 113.04 L 854.660135 115.92 L 856.098384 117.36 L 856.098384 118.8 L 856.817509 119.52 L 858.255758 119.52 L 858.974882 120.24 L 856.817509 122.4 L 855.37926 122.4 L 853.94101 120.96 L 852.502761 122.4 L 849.626263 122.4 L 848.907138 121.68 L 849.626263 120.96 L 851.064512 120.96 L 851.783637 120.24 L 851.783637 117.36 L 850.345388 115.92 L 850.345388 114.48 L 848.907138 113.04 L 848.907138 111.6 L 848.188014 110.88 L 845.311516 110.88 L 844.592391 110.16 L 846.749765 108 L 848.188014 108 L 848.907138 107.28 L 848.907138 105.84 L 843.154142 100.08 L 843.154142 98.64 L 846.03064 95.76 L 846.03064 94.32 L 847.468889 92.88 L 844.592391 90 L 844.592391 88.56 L 847.468889 85.68 L 847.468889 82.8 L 848.907138 81.36 L 848.907138 79.92 L 850.345388 78.48 L 850.345388 77.04 L 851.064512 76.32 L 852.502761 76.32 L 853.221886 75.6 L 851.783637 74.16 L 853.221886 72.72 L 853.221886 66.96 L 856.817509 63.36 L 856.817509 63.36 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 881.267744 63.36 L 882.705993 63.36 L 883.425118 64.08 L 883.425118 65.52 L 884.863367 66.96 L 884.863367 68.4 L 886.301616 69.84 L 886.301616 75.6 L 887.739865 77.04 L 887.739865 79.92 L 888.45899 80.64 L 889.897239 80.64 L 892.054612 82.8 L 892.054612 88.56 L 893.492862 90 L 893.492862 94.32 L 894.931111 95.76 L 894.931111 98.64 L 892.773737 100.8 L 891.335488 100.8 L 888.45899 103.68 L 887.02074 103.68 L 886.301616 104.4 L 886.301616 110.16 L 883.425118 113.04 L 883.425118 115.92 L 884.144242 116.64 L 885.582491 116.64 L 886.301616 117.36 L 886.301616 120.24 L 885.582491 120.96 L 884.144242 120.96 L 883.425118 121.68 L 883.425118 123.12 L 882.705993 123.84 L 880.548619 121.68 L 880.548619 120.24 L 879.829495 119.52 L 878.391246 119.52 L 877.672121 118.8 L 880.548619 115.92 L 880.548619 113.04 L 879.11037 111.6 L 879.11037 110.16 L 877.672121 108.72 L 877.672121 105.84 L 874.795623 102.96 L 874.795623 100.08 L 876.233872 98.64 L 876.233872 97.2 L 876.952997 96.48 L 877.672121 97.2 L 877.672121 98.64 L 879.829495 100.8 L 881.267744 100.8 L 883.425118 98.64 L 883.425118 97.2 L 884.144242 96.48 L 885.582491 96.48 L 887.739865 94.32 L 887.739865 92.88 L 887.02074 92.16 L 885.582491 92.16 L 883.425118 90 L 883.425118 88.56 L 884.863367 87.12 L 883.425118 85.68 L 883.425118 81.36 L 881.986869 79.92 L 881.986869 78.48 L 883.425118 77.04 L 882.705993 76.32 L 878.391246 76.32 L 877.672121 77.04 L 878.391246 77.76 L 879.829495 77.76 L 880.548619 78.48 L 880.548619 79.92 L 879.829495 80.64 L 878.391246 79.2 L 876.952997 80.64 L 875.514747 80.64 L 874.795623 79.92 L 874.795623 77.04 L 876.233872 75.6 L 874.795623 74.16 L 874.795623 72.72 L 875.514747 72 L 878.391246 72 L 879.11037 71.28 L 879.11037 66.96 L 880.548619 65.52 L 880.548619 64.08 L 881.267744 63.36 L 881.267744 63.36 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 856.817509 73.44 L 856.098384 74.16 L 856.817509 74.88 L 857.536633 74.16 L 856.817509 73.44 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 862.570505 76.32 L 863.28963 77.04 L 862.570505 77.76 L 861.851381 77.04 L 862.570505 76.32 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 865.447003 80.64 L 866.166128 81.36 L 866.166128 82.8 L 865.447003 83.52 L 864.727879 82.8 L 864.727879 81.36 L 865.447003 80.64 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 874.076498 80.64 L 874.795623 81.36 L 875.514747 82.08 L 876.233872 82.8 L 876.233872 84.24 L 875.514747 84.96 L 874.795623 84.24 L 874.076498 83.52 L 873.357374 82.8 L 873.357374 81.36 L 874.076498 80.64 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 862.570505 82.08 L 863.28963 82.8 L 863.28963 84.24 L 862.570505 84.96 L 861.851381 84.24 L 861.851381 82.8 L 862.570505 82.08 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 864.008754 86.4 L 864.727879 87.12 L 864.008754 87.84 L 863.28963 87.12 L 864.008754 86.4 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 875.514747 86.4 L 876.233872 87.12 L 875.514747 87.84 L 874.795623 87.12 L 875.514747 86.4 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 862.570505 87.84 L 863.28963 88.56 L 863.28963 90 L 862.570505 90.72 L 861.851381 90 L 861.851381 88.56 L 862.570505 87.84 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 876.952997 92.16 L 877.672121 92.88 L 876.952997 93.6 L 876.233872 92.88 L 876.952997 92.16 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 884.144242 92.16 L 884.863367 92.88 L 884.144242 93.6 L 883.425118 92.88 L 884.144242 92.16 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 846.749765 105.12 L 847.468889 105.84 L 846.749765 106.56 L 846.03064 105.84 L 846.749765 105.12 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p15bfb024ce)" d="M 864.008754 66.24 L 864.727879 66.96 L 864.008754 67.68 L 863.28963 66.96 L 864.008754 66.24 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 871.2 66.24 L 871.919125 66.96 L 871.919125 68.4 L 871.2 69.12 L 870.480875 68.4 L 870.480875 66.96 L 871.2 66.24 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 869.761751 74.88 L 870.480875 75.6 L 870.480875 77.04 L 870.480875 78.48 L 870.480875 79.92 L 870.480875 81.36 L 869.761751 82.08 L 868.323502 82.08 L 867.604377 81.36 L 867.604377 79.92 L 867.604377 78.48 L 868.323502 77.76 L 869.042626 77.04 L 869.042626 75.6 L 869.761751 74.88 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p15bfb024ce)" d="M 889.897239 110.88 L 890.616363 111.6 L 889.897239 112.32 L 889.178114 111.6 L 889.897239 110.88 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p15bfb024ce)" d="M 866.885253 26.546089 L 868.323502 26.367222 L 869.761751 26.506097 L 871.2 26.399922 L 871.49947 26.64 L 872.638249 27.361532 L 874.076498 27.550311 L 875.514747 27.338675 L 876.952997 27.010419 L 878.391246 27.143748 L 879.829495 26.896825 L 881.267744 27.670806 L 882.705993 27.599765 L 884.144242 28.866631 L 885.582491 28.90126 L 887.02074 30.159188 L 888.45899 31.121182 L 889.897239 31.561203 L 891.335488 32.607177 L 892.773737 33.848127 L 894.211986 35.571177 L 895.650235 36.107613 L 897.823912 38.16 L 898.22181 39.6 L 898.970349 41.04 L 899.405054 43.92 L 900.565049 45.36 L 901.543488 46.8 L 902.205971 48.24 L 902.841481 49.157108 L 904.862322 51.12 L 904.936565 52.56 L 905.717979 54.469892 L 906.150446 55.44 L 907.761361 56.88 L 908.435709 59.76 L 908.594477 59.918962 L 910.259881 61.2 L 910.927838 62.64 L 911.294781 65.52 L 911.470976 65.696409 L 912.385792 66.96 L 912.459887 69.84 L 913.6399 71.28 L 913.796124 72.72 L 913.628349 75.6 L 913.728922 78.48 L 914.347474 80.189867 L 914.862776 81.36 L 915.066599 82.8 L 915.040807 85.68 L 914.821391 90 L 916.397352 92.88 L 915.881167 98.64 L 915.785723 100.661531 L 915.691259 101.52 L 915.785723 103.010451 L 915.481902 104.4 L 913.956895 105.84 L 913.850736 110.16 L 912.42639 111.6 L 912.300196 113.04 L 912.265372 115.92 L 911.028654 117.36 L 910.751851 118.8 L 910.032727 119.844438 L 909.614341 120.24 L 909.313602 121.68 L 908.594477 122.766396 L 908.209994 123.12 L 907.875353 124.56 L 907.156228 125.68777 L 906.823562 126 L 906.390054 127.44 L 905.612034 128.88 L 904.63547 130.32 L 903.374659 133.2 L 902.566535 134.64 L 898.173187 138.96 L 896.671992 140.4 L 895.650235 140.943792 L 894.211986 141.236709 L 893.673496 141.84 L 892.773737 142.519593 L 891.335488 143.361504 L 889.897239 143.537976 L 888.45899 143.972888 L 887.02074 145.133679 L 885.561787 144.72 L 884.144242 145.284767 L 882.705993 146.391727 L 881.267744 146.06716 L 874.076498 145.716109 L 872.638249 145.25468 L 872.197604 144.72 L 871.2 144 L 869.761751 144.116913 L 868.323502 144 L 866.885253 144.448428 L 865.123983 146.16 L 864.008754 146.914055 L 862.570505 146.888998 L 860.912789 146.16 L 859.694007 145.46209 L 859.076548 146.16 L 858.255758 146.88 L 856.784736 146.16 L 855.37926 145.14694 L 853.94101 145.152707 L 852.502761 145.008686 L 851.064512 145.126683 L 849.626263 144.434289 L 848.188014 142.948475 L 846.749765 143.239291 L 843.873266 142.932912 L 842.435017 142.299256 L 842.024724 141.84 L 840.996768 141.206821 L 839.558519 140.786008 L 837.886388 138.96 L 835.243772 137.256847 L 833.805523 135.575501 L 829.120149 130.32 L 828.632 128.88 L 828.387723 127.44 L 826.614277 125.641981 L 824.651947 123.12 L 824.408148 121.68 L 824.456903 120.24 L 823.518776 118.8 L 823.138281 117.36 L 823.018654 115.92 L 823.116319 113.04 L 823.155065 111.6 L 822.66552 110.16 L 822.299529 109.793025 L 821.626835 108.72 L 821.874195 107.28 L 821.907803 104.4 L 822.043888 101.52 L 821.458839 100.08 L 820.702427 98.64 L 821.113528 97.2 L 822.644867 95.76 L 822.610423 92.88 L 823.079102 91.44 L 822.814484 90 L 822.815179 88.56 L 823.237579 87.12 L 823.925431 85.68 L 824.360924 84.24 L 825.621376 82.8 L 825.912472 81.36 L 825.875223 79.92 L 827.01252 78.48 L 827.347795 77.04 L 827.414821 71.28 L 828.052526 69.753407 L 828.9414 68.4 L 830.459357 66.96 L 830.744436 65.52 L 831.417997 64.08 L 832.028058 62.64 L 832.367273 62.300372 L 833.868443 61.2 L 834.32468 59.76 L 836.39625 58.32 L 836.960479 56.88 L 837.233051 55.44 L 838.34008 54 L 839.809504 52.56 L 840.261847 51.12 L 841.451017 49.68 L 841.502968 48.24 L 842.885964 46.8 L 843.380703 45.36 L 843.873266 44.884061 L 845.480595 43.92 L 846.03064 42.48 L 847.406277 41.04 L 849.082901 38.16 L 849.626263 36.560542 L 851.064512 36.257644 L 852.900886 33.84 L 855.37926 31.836299 L 856.817509 31.791488 L 859.694007 30.028914 L 861.132256 28.729558 L 862.570505 28.69213 L 864.008754 27.855334 L 865.447003 27.392385 L 866.885253 26.546089 L 866.885253 26.546089 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 813.094735 19.89375 L 819.780985 19.89375 L 819.780985 8.28 L 813.094735 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(813.094735 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 920.96714 19.89375 L 929.305265 19.89375 L 929.305265 8.28 L 920.96714 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(920.96714 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 798.568419 165.6 L 830.192169 165.6 L 830.192169 153.98625 L 798.568419 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=61 --> <defs> <path d="M 33.015625 40.375 Q 26.375 40.375 22.484375 35.828125 Q 18.609375 31.296875 18.609375 23.390625 Q 18.609375 15.53125 22.484375 10.953125 Q 26.375 6.390625 33.015625 6.390625 Q 39.65625 6.390625 43.53125 10.953125 Q 47.40625 15.53125 47.40625 23.390625 Q 47.40625 31.296875 43.53125 35.828125 Q 39.65625 40.375 33.015625 40.375 zM 52.59375 71.296875 L 52.59375 62.3125 Q 48.875 64.0625 45.09375 64.984375 Q 41.3125 65.921875 37.59375 65.921875 Q 27.828125 65.921875 22.671875 59.328125 Q 17.53125 52.734375 16.796875 39.40625 Q 19.671875 43.65625 24.015625 45.921875 Q 28.375 48.1875 33.59375 48.1875 Q 44.578125 48.1875 50.953125 41.515625 Q 57.328125 34.859375 57.328125 23.390625 Q 57.328125 12.15625 50.6875 5.359375 Q 44.046875 -1.421875 33.015625 -1.421875 Q 20.359375 -1.421875 13.671875 8.265625 Q 6.984375 17.96875 6.984375 36.375 Q 6.984375 53.65625 15.1875 63.9375 Q 23.390625 74.21875 37.203125 74.21875 Q 40.921875 74.21875 44.703125 73.484375 Q 48.484375 72.75 52.59375 71.296875 z" id="DejaVuSans-36"/> </defs> <g style="fill:#ffffff;" transform="translate(798.568419 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-36"/> <use x="199.902344" xlink:href="#DejaVuSans-31"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#pdf7b3533f8)"> <image height="165.6" id="image3b56d97744" transform="scale(1 -1)translate(0 -165.6)" width="145.44" x="957" xlink:href="data:image/png;base64,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" y="-0"/> </g> <g id="LineCollection_19"> <path clip-path="url(#pdf7b3533f8)" d="M 1016.655758 74.88 L 1017.374882 75.6 L 1018.094007 76.32 L 1019.532256 76.32 L 1020.251381 77.04 L 1020.251381 78.48 L 1019.532256 79.2 L 1018.813131 79.92 L 1018.813131 81.36 L 1018.094007 82.08 L 1017.374882 82.8 L 1017.374882 84.24 L 1017.374882 85.68 L 1018.094007 86.4 L 1018.813131 87.12 L 1018.094007 87.84 L 1017.374882 88.56 L 1018.094007 89.28 L 1018.813131 90 L 1018.094007 90.72 L 1017.374882 91.44 L 1017.374882 92.88 L 1017.374882 94.32 L 1016.655758 95.04 L 1015.936633 95.76 L 1015.217509 96.48 L 1014.498384 97.2 L 1013.77926 97.92 L 1013.060135 98.64 L 1013.77926 99.36 L 1014.498384 100.08 L 1013.77926 100.8 L 1013.060135 101.52 L 1013.77926 102.24 L 1014.498384 102.96 L 1014.498384 104.4 L 1014.498384 105.84 L 1013.77926 106.56 L 1013.060135 107.28 L 1013.060135 108.72 L 1013.060135 110.16 L 1013.77926 110.88 L 1014.498384 111.6 L 1014.498384 113.04 L 1014.498384 114.48 L 1014.498384 115.92 L 1014.498384 117.36 L 1014.498384 118.8 L 1013.77926 119.52 L 1013.060135 118.8 L 1013.060135 117.36 L 1012.34101 116.64 L 1011.621886 115.92 L 1011.621886 114.48 L 1010.902761 113.76 L 1010.183637 113.04 L 1010.183637 111.6 L 1010.902761 110.88 L 1011.621886 110.16 L 1010.902761 109.44 L 1010.183637 108.72 L 1010.902761 108 L 1011.621886 107.28 L 1011.621886 105.84 L 1011.621886 104.4 L 1010.902761 103.68 L 1010.183637 102.96 L 1009.464512 102.24 L 1008.745388 101.52 L 1008.745388 100.08 L 1008.745388 98.64 L 1008.745388 97.2 L 1008.745388 95.76 L 1009.464512 95.04 L 1010.183637 94.32 L 1010.902761 93.6 L 1012.34101 93.6 L 1013.060135 92.88 L 1013.77926 92.16 L 1014.498384 91.44 L 1014.498384 90 L 1014.498384 88.56 L 1014.498384 87.12 L 1014.498384 85.68 L 1014.498384 84.24 L 1014.498384 82.8 L 1013.77926 82.08 L 1013.060135 81.36 L 1013.77926 80.64 L 1014.498384 79.92 L 1014.498384 78.48 L 1014.498384 77.04 L 1015.217509 76.32 L 1015.936633 75.6 L 1016.655758 74.88 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pdf7b3533f8)" d="M 1038.229495 80.64 L 1039.667744 80.64 L 1040.386869 81.36 L 1040.386869 82.8 L 1040.386869 84.24 L 1041.105993 84.96 L 1041.825118 85.68 L 1041.825118 87.12 L 1041.825118 88.56 L 1041.825118 90 L 1042.544242 90.72 L 1043.263367 91.44 L 1043.982491 92.16 L 1045.42074 92.16 L 1046.139865 92.88 L 1046.139865 94.32 L 1046.85899 95.04 L 1047.578114 95.76 L 1047.578114 97.2 L 1047.578114 98.64 L 1046.85899 99.36 L 1045.42074 99.36 L 1044.701616 100.08 L 1044.701616 101.52 L 1043.982491 102.24 L 1043.263367 102.96 L 1043.263367 104.4 L 1042.544242 105.12 L 1041.825118 105.84 L 1042.544242 106.56 L 1043.263367 107.28 L 1043.263367 108.72 L 1043.263367 110.16 L 1043.263367 111.6 L 1042.544242 112.32 L 1041.105993 112.32 L 1040.386869 113.04 L 1040.386869 114.48 L 1039.667744 115.2 L 1038.948619 115.92 L 1038.229495 116.64 L 1037.51037 115.92 L 1036.791246 115.2 L 1036.072121 114.48 L 1036.791246 113.76 L 1037.51037 113.04 L 1038.229495 112.32 L 1038.948619 111.6 L 1038.948619 110.16 L 1038.948619 108.72 L 1038.948619 107.28 L 1038.948619 105.84 L 1038.948619 104.4 L 1038.229495 103.68 L 1037.51037 102.96 L 1037.51037 101.52 L 1037.51037 100.08 L 1038.229495 99.36 L 1038.948619 98.64 L 1038.948619 97.2 L 1038.948619 95.76 L 1038.229495 95.04 L 1037.51037 94.32 L 1037.51037 92.88 L 1037.51037 91.44 L 1037.51037 90 L 1037.51037 88.56 L 1037.51037 87.12 L 1037.51037 85.68 L 1037.51037 84.24 L 1037.51037 82.8 L 1037.51037 81.36 L 1038.229495 80.64 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pdf7b3533f8)" d="M 1035.352997 115.2 L 1036.072121 115.92 L 1035.352997 116.64 L 1034.633872 115.92 L 1035.352997 115.2 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pdf7b3533f8)" d="M 1036.791246 116.64 L 1037.51037 117.36 L 1037.51037 118.8 L 1036.791246 119.52 L 1036.072121 118.8 L 1036.072121 117.36 L 1036.791246 116.64 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_20"> <path clip-path="url(#pdf7b3533f8)" d="M 1026.723502 93.6 L 1027.442626 94.32 L 1027.442626 95.76 L 1026.723502 96.48 L 1025.285253 96.48 L 1024.566128 95.76 L 1025.285253 95.04 L 1026.004377 94.32 L 1026.723502 93.6 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_21"> <path clip-path="url(#pdf7b3533f8)" d="M 1028.161751 30.915007 L 1029.6 30.73234 L 1033.914747 30.716361 L 1035.352997 30.603917 L 1035.716023 30.96 L 1036.791246 31.688666 L 1038.229495 31.68 L 1041.105993 34.372376 L 1042.544242 34.437177 L 1044.986266 35.28 L 1045.42074 35.371102 L 1047.136518 36.72 L 1048.297239 37.777131 L 1048.885178 38.16 L 1049.735488 39.697992 L 1051.173737 40.207336 L 1053.386888 42.48 L 1054.050235 44.055928 L 1054.655118 45.36 L 1056.169884 46.8 L 1056.509511 48.24 L 1057.111644 49.68 L 1057.415422 51.12 L 1059.803232 53.344995 L 1060.656063 54 L 1061.690967 55.44 L 1061.883598 56.88 L 1062.301149 58.32 L 1062.67973 59.8988 L 1063.445689 61.2 L 1064.117979 61.743196 L 1065.020049 62.64 L 1065.216159 64.08 L 1065.556228 64.963394 L 1066.270917 65.52 L 1066.994477 65.790552 L 1067.727665 66.96 L 1067.87111 68.4 L 1069.229342 69.84 L 1069.151851 71.28 L 1069.870976 72.192262 L 1070.436983 72.72 L 1070.663463 74.16 L 1070.443157 85.68 L 1070.536527 87.12 L 1071.644352 90 L 1071.759938 91.44 L 1071.634786 92.88 L 1073.169885 95.76 L 1072.273022 97.2 L 1072.426192 98.64 L 1072.747474 100.170388 L 1072.196488 101.52 L 1072.324843 102.96 L 1071.991059 104.4 L 1070.973724 105.84 L 1070.663826 107.28 L 1070.801123 108.72 L 1070.623872 110.16 L 1069.870976 110.809444 L 1069.151851 111.6 L 1069.240927 113.04 L 1069.150587 114.48 L 1068.717197 115.92 L 1068.432727 116.199194 L 1067.713602 117.36 L 1067.713602 118.8 L 1064.776193 121.68 L 1064.74246 123.12 L 1064.080641 124.56 L 1063.329886 126 L 1061.841843 127.44 L 1060.42288 130.32 L 1058.364983 132.628662 L 1057.914852 133.2 L 1055.488484 135.00697 L 1052.611986 137.95014 L 1049.735488 140.724235 L 1047.118498 141.84 L 1046.85899 142.027808 L 1045.42074 142.827996 L 1042.544242 142.69391 L 1041.105993 142.598795 L 1039.667744 142.821187 L 1036.791246 142.640811 L 1035.352997 144.018349 L 1032.476498 143.956675 L 1031.038249 143.886201 L 1029.6 143.974513 L 1028.161751 143.512864 L 1026.723502 142.221087 L 1025.285253 142.164013 L 1023.847003 142.417971 L 1022.408754 143.702981 L 1020.970505 143.482425 L 1019.532256 144.98395 L 1016.40339 144.72 L 1015.217509 144.359313 L 1013.77926 143.688889 L 1012.34101 143.83454 L 1010.7115 143.28 L 1009.464512 142.630752 L 1008.026263 142.769725 L 1006.588014 142.395089 L 1006.104765 141.84 L 1005.149765 141.12 L 1002.273266 139.494016 L 1000.835017 138.233618 L 999.396768 137.29025 L 997.549329 136.08 L 996.52027 134.959365 L 995.082021 134.870613 L 993.643772 133.932072 L 993.097352 133.2 L 990.627396 130.32 L 988.285099 127.44 L 986.452526 123.997932 L 985.729979 123.12 L 985.638831 120.24 L 984.549533 118.8 L 983.992397 117.36 L 983.156409 115.92 L 982.856903 114.48 L 982.753407 111.6 L 982.7957 110.16 L 981.975498 108.72 L 982.696313 107.28 L 982.137779 106.661812 L 981.566755 105.84 L 981.772917 101.52 L 982.337192 100.08 L 983.074648 98.64 L 982.242569 97.2 L 982.017034 95.76 L 981.998987 94.32 L 982.146926 92.88 L 983.576028 91.179296 L 984.056329 90 L 983.978279 88.56 L 984.099921 87.12 L 984.625961 85.68 L 985.40658 84.24 L 985.66644 82.8 L 985.700006 79.92 L 987.171651 78.48 L 987.215803 74.16 L 987.620871 72.72 L 987.890775 72.30465 L 988.407055 71.28 L 988.681881 69.84 L 990.112623 68.4 L 990.767273 67.495714 L 991.341277 66.96 L 991.59981 65.52 L 992.205523 64.91355 L 993.643772 63.865822 L 994.225968 62.64 L 995.082021 61.866954 L 996.021531 61.2 L 996.355087 59.76 L 996.52027 59.594616 L 997.958519 58.784692 L 998.554906 58.32 L 999.092269 56.88 L 1000.835017 55.086931 L 1002.273266 52.690159 L 1003.711516 50.964775 L 1005.675608 49.68 L 1006.610107 48.24 L 1008.026263 46.750922 L 1009.464512 44.177337 L 1009.70627 43.92 L 1010.30037 41.04 L 1010.902761 40.263531 L 1012.34101 40.23849 L 1013.77926 39.901934 L 1013.949295 39.6 L 1014.438622 38.16 L 1014.597257 36.72 L 1015.217509 35.891715 L 1016.655758 35.585602 L 1016.909753 35.28 L 1017.735467 33.84 L 1018.094007 33.509292 L 1019.532256 33.589091 L 1020.970505 32.643686 L 1023.847003 32.748745 L 1025.285253 32.875735 L 1025.765501 32.4 L 1026.723502 31.643909 L 1028.161751 30.915007 L 1028.161751 30.915007 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 971.494735 19.89375 L 978.180985 19.89375 L 978.180985 8.28 L 971.494735 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(971.494735 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 1079.36714 19.89375 L 1087.705265 19.89375 L 1087.705265 8.28 L 1079.36714 8.28 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1079.36714 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 956.968419 165.6 L 988.592169 165.6 L 988.592169 153.98625 L 956.968419 153.98625 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- z=69 --> <g style="fill:#ffffff;" transform="translate(956.968419 163.104375)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-7a"/> <use x="52.490234" xlink:href="#DejaVuSans-3d"/> <use x="136.279297" xlink:href="#DejaVuSans-36"/> <use x="199.902344" xlink:href="#DejaVuSans-39"/> </g> </g> </g> </g> <defs> <clipPath id="p34354ad5b2"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p2f54748faf"> <rect height="165.6" width="145.263163" x="6.568419" y="0"/> </clipPath> <clipPath id="pc448c21e13"> <rect height="165.6" width="145.263163" x="164.968419" y="0"/> </clipPath> <clipPath id="pe844bd32c4"> <rect height="165.6" width="145.263163" x="323.368419" y="0"/> </clipPath> <clipPath id="pd7ab40fe75"> <rect height="165.6" width="145.263163" x="481.768419" y="0"/> </clipPath> <clipPath id="p449dd37a5e"> <rect height="165.6" width="145.263163" x="640.168419" y="0"/> </clipPath> <clipPath id="p15bfb024ce"> <rect height="165.6" width="145.263163" x="798.568419" y="0"/> </clipPath> <clipPath id="pdf7b3533f8"> <rect height="165.6" width="145.263163" x="956.968419" y="0"/> </clipPath> </defs></g>
  4. <g transform="translate(0, 165.0) scale(0.8458015267175573) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-x-da6ae8a4-eea5-4070-b615-ea438fc55149"> <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(#pc9e031e35d)"> <image height="165.6" id="image65cae91541" 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(#pa245322430)"> <image height="151.2" id="imagecc7d1adf22" transform="scale(1 -1)translate(0 -151.2)" width="187.44" x="1123" xlink:href="data:image/png;base64,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" y="-7.4"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#pa245322430)" d="M 1190.754783 48.099404 L 1192.382609 48.313352 L 1194.010435 49.284143 L 1195.638261 48.244942 L 1198.893913 48.052811 L 1200.521739 47.560744 L 1202.149565 48.096354 L 1203.777391 48.100275 L 1207.033043 47.748188 L 1208.66087 48.185061 L 1210.288696 48.423682 L 1211.916522 47.623336 L 1215.172174 48.249818 L 1216.8 48.912373 L 1217.079851 48.686588 L 1218.427826 47.967276 L 1220.055652 48.007498 L 1221.683478 48.562347 L 1223.311304 48.067088 L 1224.93913 47.85552 L 1227.745789 48.686588 L 1228.194783 48.868852 L 1229.181894 50.311036 L 1229.822609 50.950421 L 1231.450435 51.368031 L 1232.625864 51.935484 L 1233.078261 52.295672 L 1233.766875 53.559932 L 1234.706087 54.367739 L 1236.072405 55.18438 L 1236.333913 55.665501 L 1237.961739 56.987245 L 1238.921348 58.433277 L 1239.589565 59.100107 L 1241.333369 60.057725 L 1242.845217 61.793554 L 1244.473043 62.109767 L 1246.10087 62.574671 L 1247.728696 62.906653 L 1248.136228 63.306621 L 1248.432498 64.93107 L 1249.356522 65.229096 L 1253.414867 68.179966 L 1255.05362 71.428863 L 1255.867826 72.203166 L 1257.472347 73.053311 L 1256.81498 74.677759 L 1257.495652 75.666922 L 1259.123478 76.643235 L 1259.837366 77.926655 L 1260.751304 78.738879 L 1262.37913 79.003648 L 1264.006957 79.666305 L 1265.256739 81.175552 L 1264.904896 82.8 L 1265.634783 83.846456 L 1266.223588 84.424448 L 1265.433718 86.048896 L 1265.634783 86.28117 L 1266.463117 87.673345 L 1266.464354 89.297793 L 1265.164242 92.546689 L 1264.832318 94.171137 L 1263.553974 97.420034 L 1263.303215 99.044482 L 1262.37913 100.039223 L 1260.751304 100.275588 L 1260.393888 100.66893 L 1260.142176 102.293379 L 1259.123478 103.332785 L 1257.495652 104.374126 L 1255.867826 104.713703 L 1254.24 104.425892 L 1252.612174 105.017025 L 1252.015595 105.542275 L 1250.984348 106.277106 L 1249.356522 106.917443 L 1247.728696 106.789996 L 1244.473043 105.869437 L 1242.845217 106.53406 L 1242.407742 107.166723 L 1241.725665 110.41562 L 1240.745834 112.040068 L 1241.866508 113.664516 L 1242.339242 115.288964 L 1243.002924 116.913412 L 1242.845217 117.110972 L 1242.13458 118.537861 L 1241.217391 119.866583 L 1240.862882 120.162309 L 1239.589565 120.883985 L 1237.961739 121.350673 L 1237.524748 121.786757 L 1236.754968 123.411205 L 1236.333913 123.780541 L 1234.706087 125.51811 L 1233.078261 126.130954 L 1231.450435 127.318676 L 1229.822609 126.372577 L 1228.194783 125.853496 L 1226.566957 125.746841 L 1224.93913 126.200343 L 1224.478415 126.660102 L 1223.311304 127.472326 L 1221.683478 127.805586 L 1220.055652 128.343833 L 1218.418824 128.28455 L 1216.8 128.997221 L 1215.777415 128.28455 L 1215.172174 127.26345 L 1214.682021 126.660102 L 1213.544348 126.029519 L 1212.698477 125.035653 L 1211.473892 123.411205 L 1211.000015 121.786757 L 1209.474783 118.537861 L 1208.66087 117.676132 L 1207.033043 117.40394 L 1206.349743 116.913412 L 1205.158697 115.288964 L 1203.777391 114.395602 L 1201.807782 113.664516 L 1200.521739 113.056295 L 1198.893913 112.762613 L 1197.002159 112.040068 L 1195.638261 111.438715 L 1194.010435 111.137867 L 1193.106037 112.040068 L 1192.382609 113.038059 L 1191.006985 113.664516 L 1191.0202 115.288964 L 1191.448808 116.913412 L 1190.374359 118.537861 L 1190.881116 120.162309 L 1191.522562 121.786757 L 1190.720396 123.411205 L 1190.102107 125.035653 L 1189.796026 126.660102 L 1189.126957 127.327783 L 1187.49913 127.472326 L 1185.871304 125.847878 L 1182.615652 125.841519 L 1180.987826 124.214805 L 1177.732174 124.223429 L 1176.104348 122.5966 L 1172.848696 122.571024 L 1171.22087 120.974533 L 1169.593043 120.914298 L 1168.086411 120.162309 L 1167.965217 119.91426 L 1167.468242 118.537861 L 1168.273962 116.913412 L 1167.965217 116.410791 L 1167.463725 115.288964 L 1167.965217 114.746125 L 1169.593043 113.461185 L 1170.406957 112.040068 L 1170.810543 110.41562 L 1170.144052 108.791171 L 1170.00878 107.166723 L 1169.593043 106.75185 L 1167.965217 106.227739 L 1166.337391 105.406462 L 1164.709565 104.407671 L 1164.281007 103.917827 L 1164.709565 103.305178 L 1165.231266 102.293379 L 1164.709565 101.688411 L 1161.453913 100.032221 L 1159.826087 99.748146 L 1158.67881 99.044482 L 1158.198261 98.386774 L 1157.677427 97.420034 L 1157.270361 95.795586 L 1157.523042 94.171137 L 1156.741797 92.546689 L 1157.241535 90.922241 L 1157.544279 89.297793 L 1156.935287 87.673345 L 1157.198439 86.048896 L 1157.588757 84.424448 L 1157.234123 82.8 L 1157.213284 81.175552 L 1157.634592 79.551104 L 1158.957454 76.302207 L 1159.275895 74.677759 L 1158.964852 73.053311 L 1158.982438 71.428863 L 1159.240254 69.804414 L 1159.826087 69.219797 L 1161.453913 68.614622 L 1162.116947 68.179966 L 1163.081739 67.778171 L 1163.911625 66.555518 L 1164.709565 65.597565 L 1165.819581 64.93107 L 1166.337391 64.221501 L 1166.804442 63.306621 L 1167.725312 60.057725 L 1167.965217 59.818317 L 1169.593043 59.341876 L 1170.191071 58.433277 L 1171.22087 57.339492 L 1171.892657 56.808829 L 1172.604971 55.18438 L 1172.848696 54.941161 L 1174.476522 54.407157 L 1176.104348 53.684747 L 1177.732174 54.141762 L 1178.370804 53.559932 L 1179.36 52.814814 L 1180.987826 53.324205 L 1182.615652 52.680203 L 1184.243478 51.529959 L 1185.871304 51.038654 L 1187.49913 50.053418 L 1189.126957 49.433948 L 1190.151455 48.686588 L 1190.754783 48.099404 L 1190.754783 48.099404 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 1123.2 158.336842 L 1155.628125 158.336842 L 1155.628125 146.723092 L 1123.2 146.723092 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=49 --> <defs> <path d="M 54.890625 54.6875 L 35.109375 28.078125 L 55.90625 0 L 45.3125 0 L 29.390625 21.484375 L 13.484375 0 L 2.875 0 L 24.125 28.609375 L 4.6875 54.6875 L 15.28125 54.6875 L 29.78125 35.203125 L 44.28125 54.6875 z" id="DejaVuSans-78"/> <path d="M 10.59375 45.40625 L 73.1875 45.40625 L 73.1875 37.203125 L 10.59375 37.203125 zM 10.59375 25.484375 L 73.1875 25.484375 L 73.1875 17.1875 L 10.59375 17.1875 z" id="DejaVuSans-3d"/> <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/> <path d="M 10.984375 1.515625 L 10.984375 10.5 Q 14.703125 8.734375 18.5 7.8125 Q 22.3125 6.890625 25.984375 6.890625 Q 35.75 6.890625 40.890625 13.453125 Q 46.046875 20.015625 46.78125 33.40625 Q 43.953125 29.203125 39.59375 26.953125 Q 35.25 24.703125 29.984375 24.703125 Q 19.046875 24.703125 12.671875 31.3125 Q 6.296875 37.9375 6.296875 49.421875 Q 6.296875 60.640625 12.9375 67.421875 Q 19.578125 74.21875 30.609375 74.21875 Q 43.265625 74.21875 49.921875 64.515625 Q 56.59375 54.828125 56.59375 36.375 Q 56.59375 19.140625 48.40625 8.859375 Q 40.234375 -1.421875 26.421875 -1.421875 Q 22.703125 -1.421875 18.890625 -0.6875 Q 15.09375 0.046875 10.984375 1.515625 zM 30.609375 32.421875 Q 37.25 32.421875 41.125 36.953125 Q 45.015625 41.5 45.015625 49.421875 Q 45.015625 57.28125 41.125 61.84375 Q 37.25 66.40625 30.609375 66.40625 Q 23.96875 66.40625 20.09375 61.84375 Q 16.21875 57.28125 16.21875 49.421875 Q 16.21875 41.5 20.09375 36.953125 Q 23.96875 32.421875 30.609375 32.421875 z" id="DejaVuSans-39"/> </defs> <g style="fill:#ffffff;" transform="translate(1123.2 155.841217)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-34"/> <use x="206.591797" xlink:href="#DejaVuSans-39"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p475db06fa9)"> <image height="151.2" id="image7aa7872aeb" transform="scale(1 -1)translate(0 -151.2)" width="187.2" x="936" xlink:href="data:image/png;base64,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" y="-7.4"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p475db06fa9)" d="M 1011.693913 65.743294 L 1013.321739 65.743294 L 1014.949565 65.743294 L 1015.763478 66.555518 L 1016.577391 67.367742 L 1018.205217 67.367742 L 1019.833043 67.367742 L 1020.646957 66.555518 L 1021.46087 65.743294 L 1022.274783 66.555518 L 1022.274783 68.179966 L 1022.274783 69.804414 L 1023.088696 70.616638 L 1023.902609 69.804414 L 1024.716522 68.99219 L 1025.530435 69.804414 L 1026.344348 70.616638 L 1027.158261 69.804414 L 1027.972174 68.99219 L 1029.6 68.99219 L 1030.413913 69.804414 L 1031.227826 70.616638 L 1032.041739 71.428863 L 1032.041739 73.053311 L 1032.041739 74.677759 L 1031.227826 75.489983 L 1030.413913 74.677759 L 1029.6 73.865535 L 1027.972174 73.865535 L 1027.158261 74.677759 L 1027.158261 76.302207 L 1026.344348 77.114431 L 1025.530435 76.302207 L 1024.716522 75.489983 L 1023.902609 74.677759 L 1023.088696 73.865535 L 1022.274783 74.677759 L 1021.46087 75.489983 L 1020.646957 74.677759 L 1019.833043 73.865535 L 1018.205217 73.865535 L 1016.577391 73.865535 L 1015.763478 73.053311 L 1014.949565 72.241087 L 1013.321739 72.241087 L 1012.507826 73.053311 L 1011.693913 73.865535 L 1010.066087 73.865535 L 1009.252174 74.677759 L 1008.438261 75.489983 L 1006.810435 75.489983 L 1005.996522 76.302207 L 1005.182609 77.114431 L 1003.554783 77.114431 L 1002.74087 76.302207 L 1002.74087 74.677759 L 1002.74087 73.053311 L 1002.74087 71.428863 L 1003.554783 70.616638 L 1005.182609 70.616638 L 1006.810435 70.616638 L 1008.438261 70.616638 L 1009.252174 69.804414 L 1009.252174 68.179966 L 1010.066087 67.367742 L 1010.88 66.555518 L 1011.693913 65.743294 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p475db06fa9)" d="M 1036.111304 70.616638 L 1037.73913 70.616638 L 1038.553043 71.428863 L 1039.366957 72.241087 L 1040.18087 73.053311 L 1040.18087 74.677759 L 1039.366957 75.489983 L 1037.73913 75.489983 L 1036.925217 74.677759 L 1036.111304 73.865535 L 1035.297391 73.053311 L 1035.297391 71.428863 L 1036.111304 70.616638 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p475db06fa9)" d="M 1001.926957 78.738879 L 1003.554783 78.738879 L 1004.368696 79.551104 L 1004.368696 81.175552 L 1005.182609 81.987776 L 1005.996522 82.8 L 1006.810435 83.612224 L 1007.624348 84.424448 L 1007.624348 86.048896 L 1008.438261 86.861121 L 1010.066087 86.861121 L 1010.88 87.673345 L 1010.88 89.297793 L 1011.693913 90.110017 L 1012.507826 90.922241 L 1013.321739 91.734465 L 1014.135652 92.546689 L 1014.135652 94.171137 L 1013.321739 94.983362 L 1012.507826 94.171137 L 1011.693913 93.358913 L 1010.066087 93.358913 L 1008.438261 93.358913 L 1007.624348 92.546689 L 1006.810435 91.734465 L 1005.182609 91.734465 L 1003.554783 91.734465 L 1002.74087 92.546689 L 1001.926957 93.358913 L 1001.113043 92.546689 L 1001.113043 90.922241 L 1000.29913 90.110017 L 998.671304 90.110017 L 997.043478 90.110017 L 995.415652 90.110017 L 994.601739 89.297793 L 994.601739 87.673345 L 995.415652 86.861121 L 997.043478 86.861121 L 998.671304 86.861121 L 999.485217 86.048896 L 1000.29913 85.236672 L 1001.113043 84.424448 L 1001.113043 82.8 L 1001.113043 81.175552 L 1001.113043 79.551104 L 1001.926957 78.738879 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p475db06fa9)" d="M 990.532174 94.983362 L 991.346087 95.795586 L 990.532174 96.60781 L 989.718261 95.795586 L 990.532174 94.983362 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p475db06fa9)" d="M 998.671304 96.60781 L 999.485217 97.420034 L 998.671304 98.232258 L 997.857391 97.420034 L 998.671304 96.60781 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p475db06fa9)" d="M 997.043478 101.481154 L 998.671304 101.481154 L 999.485217 102.293379 L 999.485217 103.917827 L 998.671304 104.730051 L 997.857391 103.917827 L 997.043478 103.105603 L 996.229565 102.293379 L 997.043478 101.481154 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p475db06fa9)" d="M 1011.693913 78.738879 L 1013.321739 78.738879 L 1014.135652 79.551104 L 1014.135652 81.175552 L 1014.135652 82.8 L 1014.135652 84.424448 L 1013.321739 85.236672 L 1011.693913 85.236672 L 1010.88 84.424448 L 1011.693913 83.612224 L 1012.507826 82.8 L 1011.693913 81.987776 L 1010.88 81.175552 L 1010.88 79.551104 L 1011.693913 78.738879 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p475db06fa9)" d="M 1014.949565 85.236672 L 1016.577391 85.236672 L 1017.391304 86.048896 L 1016.577391 86.861121 L 1014.949565 86.861121 L 1014.135652 86.048896 L 1014.949565 85.236672 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p475db06fa9)" d="M 1023.088696 37.243981 L 1024.716522 36.801843 L 1027.972174 36.455793 L 1029.6 36.503226 L 1031.227826 35.976561 L 1032.855652 36.38571 L 1034.483478 37.094674 L 1034.681842 37.31545 L 1036.111304 38.595675 L 1037.73913 39.473595 L 1039.366957 39.752122 L 1040.994783 40.223999 L 1042.622609 41.113598 L 1044.250435 43.06116 L 1046.211209 43.813243 L 1047.506087 44.428348 L 1049.133913 44.75805 L 1050.761739 45.215879 L 1052.389565 46.506143 L 1052.837097 47.062139 L 1054.017391 47.905489 L 1055.645217 48.206221 L 1056.262031 48.686588 L 1057.273043 49.328634 L 1058.309153 50.311036 L 1058.90087 51.07696 L 1060.528696 51.422525 L 1065.412174 52.765554 L 1067.04 53.77118 L 1068.735453 55.18438 L 1070.295652 55.977346 L 1071.923478 56.153247 L 1072.580423 56.808829 L 1073.551304 58.540146 L 1075.17913 59.323921 L 1075.66035 60.057725 L 1077.748228 61.682173 L 1078.632225 63.306621 L 1080.062609 64.017761 L 1081.690435 64.318711 L 1082.304067 64.93107 L 1083.318261 66.679568 L 1084.946087 68.189542 L 1086.573913 69.152798 L 1087.226884 69.804414 L 1087.561074 71.428863 L 1088.491519 73.053311 L 1088.412378 74.677759 L 1090.074765 77.926655 L 1089.612102 79.551104 L 1089.829565 79.807642 L 1090.564045 81.175552 L 1090.515049 82.8 L 1090.958832 84.424448 L 1091.96556 86.048896 L 1092.302095 89.297793 L 1091.457391 89.949705 L 1090.643478 90.922241 L 1090.364329 92.546689 L 1089.829565 93.45613 L 1089.262794 94.171137 L 1088.201739 94.953292 L 1085.979606 97.420034 L 1084.751139 100.66893 L 1082.843161 102.293379 L 1081.690435 102.898587 L 1080.062609 103.208462 L 1078.434783 102.833792 L 1076.806957 102.713854 L 1075.17913 103.223309 L 1073.551304 102.964968 L 1071.923478 103.877742 L 1070.295652 103.205479 L 1068.667826 104.457456 L 1067.04 104.103235 L 1063.784348 105.043335 L 1062.156522 106.228625 L 1060.528696 106.673404 L 1059.956956 107.166723 L 1058.90087 107.891496 L 1057.273043 108.491262 L 1056.980729 108.791171 L 1055.583422 110.41562 L 1054.951368 112.040068 L 1055.576612 113.664516 L 1054.858499 115.288964 L 1054.515286 116.913412 L 1053.752752 118.537861 L 1052.389565 119.517233 L 1051.742722 120.162309 L 1051.231454 121.786757 L 1050.279167 123.411205 L 1049.654266 125.035653 L 1049.133913 125.541301 L 1047.506087 124.725889 L 1044.250435 123.99777 L 1042.622609 124.576055 L 1041.914675 125.035653 L 1040.660861 126.660102 L 1037.73913 128.505814 L 1036.111304 129.221477 L 1034.483478 129.123367 L 1032.855652 128.460466 L 1031.227826 129.219713 L 1029.6 127.916674 L 1028.786087 126.660102 L 1027.972174 124.823115 L 1026.344348 122.960989 L 1024.716522 122.377575 L 1023.088696 122.05139 L 1022.817711 121.786757 L 1022.222675 120.162309 L 1021.46087 119.402085 L 1018.205217 118.784724 L 1017.761824 118.537861 L 1016.577391 118.050887 L 1014.949565 117.507968 L 1013.321739 117.459336 L 1012.630912 118.537861 L 1012.429909 120.162309 L 1011.555912 121.786757 L 1010.066087 122.717843 L 1009.359901 123.411205 L 1008.949153 125.035653 L 1008.038351 126.660102 L 1007.629971 128.28455 L 1006.810435 129.092525 L 1005.182609 129.096774 L 1003.554783 127.472326 L 1000.29913 127.472326 L 998.671304 125.847778 L 995.415652 125.84787 L 993.787826 124.223429 L 990.532174 124.223429 L 988.904348 122.598981 L 985.648696 122.59898 L 984.02087 120.974533 L 980.765217 120.974513 L 979.137391 119.350085 L 975.881739 119.350085 L 974.253913 117.725637 L 970.998261 117.725637 L 970.184348 116.913412 L 968.83107 115.288964 L 969.697872 113.664516 L 969.370435 112.961401 L 968.767923 112.040068 L 967.742609 111.455943 L 966.114783 111.186856 L 964.486957 110.661651 L 964.096662 110.41562 L 961.231304 109.080119 L 960.941756 108.791171 L 959.832992 105.542275 L 959.603478 105.275556 L 958.862493 103.917827 L 957.975652 102.069919 L 957.149484 100.66893 L 957.57635 99.044482 L 957.036052 97.420034 L 957.224319 94.171137 L 957.569295 92.546689 L 957.975652 92.059211 L 958.68687 90.922241 L 958.387551 89.297793 L 958.363754 87.673345 L 958.97357 86.048896 L 959.603478 83.990732 L 960.154126 82.8 L 961.231304 79.337437 L 961.854786 77.926655 L 962.738064 74.677759 L 961.885165 73.053311 L 962.382458 71.428863 L 962.045217 69.804414 L 962.211858 66.555518 L 962.85913 66.006547 L 964.486957 65.227484 L 964.78833 64.93107 L 965.662437 61.682173 L 966.632567 60.057725 L 967.413204 58.433277 L 968.811566 56.808829 L 969.826642 55.18438 L 970.111696 53.559932 L 970.998261 52.81917 L 972.626087 50.905719 L 974.253913 49.78424 L 975.881739 49.993966 L 976.880397 48.686588 L 977.509565 48.158538 L 979.137391 47.642807 L 980.765217 46.546561 L 982.393043 45.881163 L 982.861042 45.437691 L 983.718789 43.813243 L 984.02087 43.568642 L 985.648696 42.804614 L 987.276522 43.156185 L 988.904348 43.154985 L 990.532174 42.920881 L 995.282826 40.564347 L 995.415652 40.432482 L 995.669574 40.564347 L 997.043478 41.089724 L 997.569948 40.564347 L 998.671304 39.752122 L 1000.29913 39.159644 L 1001.926957 39.400175 L 1003.554783 38.677022 L 1005.182609 38.243164 L 1008.438261 39.687998 L 1010.066087 39.439777 L 1011.693913 38.644003 L 1013.321739 39.151073 L 1013.513001 38.939898 L 1014.949565 38.02475 L 1016.577391 38.411381 L 1018.205217 37.682342 L 1019.833043 37.80239 L 1021.46087 38.341002 L 1023.088696 37.243981 L 1023.088696 37.243981 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_2"> <g id="patch_3"> <path d="M 936 158.336842 L 968.428125 158.336842 L 968.428125 146.723092 L 936 146.723092 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=32 --> <defs> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> </defs> <g style="fill:#ffffff;" transform="translate(936 155.841217)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-33"/> <use x="206.591797" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p6593511a37)"> <image height="151.2" id="image092eb3504e" transform="scale(1 -1)translate(0 -151.2)" width="187.2" x="749" xlink:href="data:image/png;base64,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" y="-7.4"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p6593511a37)" d="M 834.26087 57.621053 L 839.144348 57.621053 L 840.772174 59.245501 L 842.4 59.245501 L 845.655652 62.494397 L 847.283478 62.494397 L 848.911304 64.118846 L 852.166957 64.118846 L 853.794783 65.743294 L 858.678261 65.743294 L 861.12 68.179966 L 859.492174 69.804414 L 860.306087 70.616638 L 861.933913 70.616638 L 863.561739 72.241087 L 865.189565 72.241087 L 868.445217 75.489983 L 870.073043 75.489983 L 870.886957 76.302207 L 870.886957 77.926655 L 872.514783 79.551104 L 872.514783 81.175552 L 874.142609 82.8 L 874.142609 84.424448 L 873.328696 85.236672 L 871.70087 83.612224 L 870.073043 85.236672 L 869.25913 84.424448 L 869.25913 82.8 L 867.631304 81.175552 L 867.631304 79.551104 L 866.817391 78.738879 L 865.189565 78.738879 L 864.375652 77.926655 L 864.375652 76.302207 L 861.933913 73.865535 L 860.306087 73.865535 L 858.678261 72.241087 L 855.422609 72.241087 L 852.166957 68.99219 L 850.53913 68.99219 L 848.911304 67.367742 L 847.283478 68.99219 L 845.655652 68.99219 L 844.841739 68.179966 L 844.841739 66.555518 L 844.027826 65.743294 L 842.4 67.367742 L 840.772174 67.367742 L 839.144348 65.743294 L 837.516522 65.743294 L 835.888696 67.367742 L 834.26087 67.367742 L 833.446957 66.555518 L 833.446957 64.93107 L 832.633043 64.118846 L 831.005217 64.118846 L 829.377391 65.743294 L 824.493913 65.743294 L 822.866087 64.118846 L 822.052174 64.93107 L 822.052174 68.179966 L 819.610435 70.616638 L 817.982609 70.616638 L 816.354783 72.241087 L 814.726957 72.241087 L 813.913043 73.053311 L 813.913043 74.677759 L 810.657391 77.926655 L 810.657391 81.175552 L 812.285217 82.8 L 812.285217 84.424448 L 811.471304 85.236672 L 807.401739 81.175552 L 809.029565 79.551104 L 805.773913 76.302207 L 805.773913 74.677759 L 804.96 73.865535 L 803.332174 73.865535 L 802.518261 73.053311 L 802.518261 71.428863 L 800.890435 69.804414 L 800.890435 66.555518 L 799.262609 64.93107 L 801.704348 62.494397 L 803.332174 62.494397 L 806.587826 59.245501 L 808.215652 59.245501 L 809.029565 60.057725 L 809.029565 63.306621 L 809.843478 64.118846 L 811.471304 64.118846 L 813.09913 62.494397 L 814.726957 62.494397 L 816.354783 64.118846 L 819.610435 60.869949 L 821.238261 60.869949 L 822.866087 59.245501 L 823.68 60.057725 L 823.68 61.682173 L 824.493913 62.494397 L 827.749565 62.494397 L 831.005217 59.245501 L 832.633043 59.245501 L 834.26087 57.621053 L 834.26087 57.621053 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 816.354783 59.245501 L 817.982609 59.245501 L 818.796522 60.057725 L 817.982609 60.869949 L 816.354783 60.869949 L 815.54087 60.057725 L 816.354783 59.245501 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 835.888696 59.245501 L 835.074783 60.057725 L 835.888696 60.869949 L 837.516522 60.869949 L 838.330435 60.057725 L 837.516522 59.245501 L 835.888696 59.245501 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 806.587826 64.118846 L 805.773913 64.93107 L 804.96 65.743294 L 804.146087 66.555518 L 804.146087 68.179966 L 804.96 68.99219 L 805.773913 69.804414 L 806.587826 70.616638 L 807.401739 71.428863 L 808.215652 72.241087 L 809.843478 72.241087 L 811.471304 72.241087 L 812.285217 71.428863 L 812.285217 69.804414 L 811.471304 68.99219 L 809.843478 68.99219 L 809.029565 68.179966 L 809.029565 66.555518 L 808.215652 65.743294 L 807.401739 64.93107 L 806.587826 64.118846 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 827.749565 68.99219 L 828.563478 69.804414 L 829.377391 70.616638 L 831.005217 70.616638 L 832.633043 70.616638 L 834.26087 70.616638 L 835.074783 71.428863 L 834.26087 72.241087 L 832.633043 72.241087 L 831.005217 72.241087 L 830.191304 73.053311 L 829.377391 73.865535 L 827.749565 73.865535 L 826.935652 74.677759 L 826.121739 75.489983 L 825.307826 76.302207 L 825.307826 77.926655 L 824.493913 78.738879 L 822.866087 78.738879 L 821.238261 78.738879 L 820.424348 79.551104 L 819.610435 80.363328 L 818.796522 79.551104 L 818.796522 77.926655 L 817.982609 77.114431 L 817.168696 76.302207 L 817.982609 75.489983 L 818.796522 74.677759 L 818.796522 73.053311 L 819.610435 72.241087 L 821.238261 72.241087 L 822.866087 72.241087 L 823.68 71.428863 L 824.493913 70.616638 L 826.121739 70.616638 L 826.935652 69.804414 L 827.749565 68.99219 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 814.726957 77.114431 L 816.354783 77.114431 L 817.168696 77.926655 L 817.168696 79.551104 L 817.982609 80.363328 L 818.796522 81.175552 L 817.982609 81.987776 L 816.354783 81.987776 L 815.54087 81.175552 L 815.54087 79.551104 L 814.726957 78.738879 L 813.913043 77.926655 L 814.726957 77.114431 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 840.772174 80.363328 L 842.4 80.363328 L 844.027826 80.363328 L 845.655652 80.363328 L 846.469565 81.175552 L 847.283478 81.987776 L 848.911304 81.987776 L 849.725217 82.8 L 848.911304 83.612224 L 847.283478 83.612224 L 845.655652 83.612224 L 844.841739 84.424448 L 844.027826 85.236672 L 843.213913 86.048896 L 842.4 86.861121 L 840.772174 86.861121 L 839.958261 87.673345 L 839.144348 88.485569 L 838.330435 87.673345 L 838.330435 86.048896 L 839.144348 85.236672 L 839.958261 84.424448 L 839.958261 82.8 L 839.958261 81.175552 L 840.772174 80.363328 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 814.726957 81.987776 L 815.54087 82.8 L 814.726957 83.612224 L 813.913043 82.8 L 814.726957 81.987776 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 809.843478 86.861121 L 810.657391 87.673345 L 809.843478 88.485569 L 809.029565 87.673345 L 809.843478 86.861121 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 831.005217 88.485569 L 832.633043 88.485569 L 833.446957 89.297793 L 832.633043 90.110017 L 831.81913 90.922241 L 832.633043 91.734465 L 833.446957 92.546689 L 833.446957 94.171137 L 832.633043 94.983362 L 831.81913 94.171137 L 831.005217 93.358913 L 829.377391 93.358913 L 827.749565 93.358913 L 826.935652 92.546689 L 827.749565 91.734465 L 828.563478 90.922241 L 829.377391 90.110017 L 830.191304 89.297793 L 831.005217 88.485569 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 837.516522 88.485569 L 838.330435 89.297793 L 837.516522 90.110017 L 836.702609 89.297793 L 837.516522 88.485569 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 790.309565 90.110017 L 791.123478 90.922241 L 791.937391 91.734465 L 792.751304 92.546689 L 791.937391 93.358913 L 791.123478 94.171137 L 791.123478 95.795586 L 791.937391 96.60781 L 792.751304 97.420034 L 791.937391 98.232258 L 790.309565 98.232258 L 789.495652 97.420034 L 789.495652 95.795586 L 789.495652 94.171137 L 789.495652 92.546689 L 789.495652 90.922241 L 790.309565 90.110017 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 813.09913 90.110017 L 813.913043 90.922241 L 813.913043 92.546689 L 813.09913 93.358913 L 812.285217 92.546689 L 812.285217 90.922241 L 813.09913 90.110017 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p6593511a37)" d="M 804.96 86.861121 L 805.773913 87.673345 L 804.96 88.485569 L 804.146087 87.673345 L 804.96 86.861121 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 798.448696 88.485569 L 799.262609 89.297793 L 800.076522 90.110017 L 800.890435 89.297793 L 801.704348 88.485569 L 802.518261 89.297793 L 803.332174 90.110017 L 804.146087 90.922241 L 804.146087 92.546689 L 803.332174 93.358913 L 802.518261 92.546689 L 801.704348 91.734465 L 800.076522 91.734465 L 798.448696 91.734465 L 796.82087 91.734465 L 796.006957 90.922241 L 796.82087 90.110017 L 797.634783 89.297793 L 798.448696 88.485569 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 806.587826 91.734465 L 808.215652 91.734465 L 809.843478 91.734465 L 810.657391 92.546689 L 810.657391 94.171137 L 810.657391 95.795586 L 809.843478 96.60781 L 809.029565 95.795586 L 808.215652 94.983362 L 806.587826 94.983362 L 804.96 94.983362 L 804.146087 94.171137 L 804.96 93.358913 L 805.773913 92.546689 L 806.587826 91.734465 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 824.493913 96.60781 L 825.307826 97.420034 L 825.307826 99.044482 L 824.493913 99.856706 L 823.68 99.044482 L 823.68 97.420034 L 824.493913 96.60781 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 821.238261 98.232258 L 822.052174 99.044482 L 822.866087 99.856706 L 823.68 100.66893 L 822.866087 101.481154 L 821.238261 101.481154 L 820.424348 102.293379 L 819.610435 103.105603 L 818.796522 102.293379 L 818.796522 100.66893 L 819.610435 99.856706 L 820.424348 99.044482 L 821.238261 98.232258 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6593511a37)" d="M 809.843478 99.856706 L 811.471304 99.856706 L 813.09913 99.856706 L 813.913043 100.66893 L 813.09913 101.481154 L 811.471304 101.481154 L 810.657391 102.293379 L 809.843478 103.105603 L 809.029565 102.293379 L 809.029565 100.66893 L 809.843478 99.856706 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p6593511a37)" d="M 819.610435 27.298091 L 822.866087 28.380985 L 824.493913 27.375202 L 826.121739 27.858917 L 827.749565 27.104549 L 829.377391 26.811467 L 831.005217 26.883381 L 832.633043 26.66883 L 834.26087 26.846467 L 837.516522 28.308314 L 839.144348 28.460173 L 840.772174 29.347822 L 842.4 29.945956 L 844.027826 30.113023 L 845.655652 31.048522 L 847.283478 31.588618 L 848.911304 31.768321 L 850.53913 32.694844 L 853.794783 33.807086 L 855.422609 34.580093 L 857.050435 35.058098 L 857.656821 35.691002 L 858.211733 37.31545 L 858.678261 38.060314 L 859.460804 38.939898 L 860.306087 39.490277 L 861.933913 39.749488 L 863.561739 40.173178 L 865.189565 41.071161 L 868.445217 41.858329 L 870.073043 42.754905 L 871.70087 43.047818 L 873.761514 43.813243 L 874.956522 44.343379 L 876.584348 44.139555 L 879.84 45.031672 L 881.598458 45.437691 L 883.095652 46.317597 L 884.723478 48.02175 L 886.351304 48.26615 L 886.754968 48.686588 L 887.97913 50.410569 L 889.606957 51.064988 L 891.234783 52.025575 L 894.490435 55.866842 L 896.118261 56.408353 L 896.51957 56.808829 L 897.117339 58.433277 L 899.373913 60.443525 L 900.187826 61.682173 L 901.001739 63.391146 L 902.629565 64.499989 L 902.947875 64.93107 L 903.530824 66.555518 L 904.257391 67.526839 L 905.885217 68.358674 L 906.679076 69.804414 L 907.331892 71.428863 L 906.701611 73.053311 L 907.991448 74.677759 L 907.217174 76.302207 L 907.513043 76.696543 L 908.235083 77.926655 L 908.199145 79.551104 L 908.293053 81.175552 L 909.14087 82.971005 L 909.954783 84.424448 L 909.349111 86.048896 L 909.14087 86.270478 L 907.513043 87.681846 L 905.885217 91.027018 L 904.257391 91.860503 L 903.477608 92.546689 L 902.513719 94.171137 L 902.629565 95.929272 L 903.165511 97.420034 L 902.545095 99.044482 L 901.825157 100.66893 L 901.001739 101.181962 L 899.373913 101.621002 L 897.746087 102.662572 L 896.118261 101.873011 L 894.490435 101.855419 L 894.026419 102.293379 L 892.862609 103.07431 L 891.234783 103.453296 L 890.643029 103.917827 L 889.606957 104.587386 L 887.97913 104.993877 L 886.351304 104.655339 L 884.723478 105.864362 L 883.095652 104.998488 L 881.467826 106.226687 L 879.84 106.088363 L 878.212174 105.02396 L 876.584348 106.054674 L 874.956522 106.172112 L 873.328696 105.204815 L 870.073043 104.429061 L 868.445217 103.542416 L 865.189565 102.763902 L 863.561739 101.86128 L 861.933913 101.477586 L 860.306087 101.32909 L 858.678261 100.81444 L 857.84736 102.293379 L 857.050435 104.441964 L 856.572818 105.542275 L 856.181633 107.166723 L 854.893311 110.41562 L 854.601983 112.040068 L 853.564287 113.664516 L 852.166957 114.441768 L 851.491194 115.288964 L 851.193343 116.913412 L 850.465909 118.537861 L 849.909393 120.162309 L 849.551409 121.786757 L 848.911304 122.446918 L 847.283478 122.807345 L 845.655652 122.332216 L 844.027826 121.662444 L 842.4 121.868745 L 841.527342 123.411205 L 840.772174 124.287733 L 839.144348 124.770814 L 838.823799 125.035653 L 837.967209 126.660102 L 837.516522 128.378498 L 835.888696 128.101837 L 834.26087 129.968668 L 831.005217 131.180075 L 829.377391 130.53123 L 827.749565 130.213797 L 826.121739 130.721222 L 822.866087 130.715527 L 821.238261 129.096096 L 817.982609 129.096774 L 816.354783 127.472326 L 813.09913 127.472318 L 811.471304 125.847877 L 808.215652 125.847878 L 806.587826 124.223429 L 803.332174 124.223429 L 801.704348 122.598981 L 798.448696 122.598981 L 796.82087 120.974533 L 793.565217 120.974533 L 791.937391 119.350081 L 788.681739 119.350029 L 787.053913 117.725637 L 783.798261 117.725637 L 782.170435 116.07742 L 780.542609 116.101188 L 779.056746 115.288964 L 779.521852 113.664516 L 778.227033 112.040068 L 777.286957 110.717151 L 775.65913 109.977945 L 774.031304 109.531252 L 772.403478 109.32474 L 771.756431 108.791171 L 770.775652 106.966419 L 769.147826 106.254008 L 768.434613 105.542275 L 768.166157 103.917827 L 767.107096 102.293379 L 766.640942 100.66893 L 765.182656 99.044482 L 766.289106 97.420034 L 765.892174 96.994718 L 765.116978 95.795586 L 765.025334 94.171137 L 764.723846 92.546689 L 764.696547 89.297793 L 764.932172 86.048896 L 765.27799 84.424448 L 766.586209 81.175552 L 766.905554 79.551104 L 768.226798 76.302207 L 768.554015 74.677759 L 769.861738 71.428863 L 770.154109 69.804414 L 770.947461 68.179966 L 771.503618 66.555518 L 771.796632 64.93107 L 772.403478 64.325112 L 774.031304 63.664518 L 774.387132 63.306621 L 774.609634 61.682173 L 773.51007 60.057725 L 774.768792 56.808829 L 775.65913 55.182598 L 777.286957 54.156817 L 777.777468 53.559932 L 778.149661 51.935484 L 778.914783 51.080304 L 779.897376 50.311036 L 780.718529 48.686588 L 781.356522 47.062139 L 782.170435 45.918772 L 783.798261 44.864794 L 785.426087 44.608674 L 787.053913 42.963374 L 790.309565 41.455711 L 791.937391 40.403645 L 793.565217 39.710445 L 795.193043 40.140362 L 796.126303 38.939898 L 796.82087 37.270533 L 798.448696 36.608346 L 800.076522 36.244889 L 800.640703 35.691002 L 801.704348 34.888887 L 803.562295 34.066554 L 804.96 33.307934 L 806.587826 32.956007 L 808.215652 31.903343 L 809.843478 31.290913 L 811.471304 30.248471 L 813.09913 29.709132 L 814.726957 28.890581 L 816.354783 29.348338 L 816.510234 29.193209 L 819.339202 27.568761 L 819.610435 27.298091 L 819.610435 27.298091 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_3"> <g id="patch_4"> <path d="M 748.8 158.336842 L 781.228125 158.336842 L 781.228125 146.723092 L 748.8 146.723092 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=15 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> </defs> <g style="fill:#ffffff;" transform="translate(748.8 155.841217)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-31"/> <use x="206.591797" xlink:href="#DejaVuSans-35"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p6ac4f5877c)"> <image height="151.2" id="image75bdaa0eae" transform="scale(1 -1)translate(0 -151.2)" width="187.2" x="562" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwwAAAJ2CAYAAADysQVoAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzs3NmvXtd9Hv6lUJwPeXg4DxJFmaIGN7Jk2Y3twK0RoC3SukXr3PSq6J/QvyS9KhD0qr0o0KBFkLRN49RuY9dC3cRp4kilJWugRIriPBxOh7Ok3+0vxX4eituUNX0+l+uLtd+11157vWfxBZ+HxhgfDAAAgAm/8nEPAAAA+ORyYAAAACIHBgAAIHJgAAAAIgcGAAAgcmAAAAAiBwYAACByYAAAACIHBgAAIHJgAAAAIgcGAAAgcmAAAAAiBwYAACB6+OMeAADAZ93GjRsn21etWhX73Lp1K9bu3r0ba++9996HHxh8CH5hAAAAIgcGAAAgcmAAAAAiBwYAACByYAAAAKKHxhgffNyDAAD4pNi6dWusvf/++7HWUo1+5Vem/422JRo99NBD9329McZYWVmJNZjDLwwAAEDkwAAAAEQODAAAQOTAAAAARA4MAABA5MAAAABED3/cAwAA+EWsX78+1j74YDo9PrWPMcadO3dibe3atR9+YP8/KQa1RafOrYlV5UHzCwMAABA5MAAAAJEDAwAAEDkwAAAAkQMDAAAQOTAAAADRQ2OMnCsGAPCArVmz5r77pFjSMXrE6OrVqyfbl5aWYp8tW7bE2t27d2PtypUr992vXe/GjRuxNjf6tY0REr8wAAAAkQMDAAAQOTAAAACRAwMAABA5MAAAAJEDAwAAEIlVBQCiTZs2xdoHH+Q/IVotRYm26NSFhYVYa9Jnvffee7HPzZs3Y62Ncc442vXaHD788MOxtmrVqli7du1arEHiFwYAACByYAAAACIHBgAAIHJgAAAAIgcGAAAgyv/FHgD41Fm9enWspWSdlqqzsrISa2vWrIm1ds2W/pNcv3491lqqUfLQQw/FWksuev/992OtJS+luW+flZKVxhjjzp07sdbmHubwCwMAABA5MAAAAJEDAwAAEDkwAAAAkQMDAAAQOTAAAACRWFUA+Bht2bJlsr3Fdzbr1q2LtQ0bNky2t5jTFtHZxtiumaJE50aWtojUVGt95t7X3Gsmbe5bra2B3bt3T7a/+eabH35gfO74hQEAAIgcGAAAgMiBAQAAiBwYAACAyIEBAACIHBgAAIBIrCoAfEi7du2KtRZz2axZs+a+2sfo8Z2rV6+OtTt37ky237p1K/bZtGlTrF25ciXW7t69G2stIjVJUaxjzJ/7Oddrsapz4ljbXLR7brVmbj8+36waAAAgcmAAAAAiBwYAACByYAAAACIHBgAAIHJgAAAAIrGqAHxmbdmyJdZSvGSLnWyxmXMjMDds2DDZvrCwEPs0169fj7WzZ89OtrcI1KbFsc6ZjxZZ2motSjZpcaat1tZAk6Ja58actvloz3Pus+bzzS8MAABA5MAAAABEDgwAAEDkwAAAAEQODAAAQOTAAAAARA+NMXIuFwD8kmzatCnWWsxli4mcE8XZYjMfeuihWFu7dm2srVu3LtaSFMM5xhi3b9+OtZs3b8baysrKfX9W0+ajzX3qN/d6rZaeZ7vnNo650hjb2FvkaltTKap3jDG2bds22b558+bY58c//nGs8fngFwYAACByYAAAACIHBgAAIHJgAAAAIgcGAAAgevjjHgAAn04tpeXOnTux9vDD0189LZ1obkJOS7tJY2zj2LhxY6w1V69ejbXr169Ptrf7alqyTqrNSZO6l7YG0ue1sbdn2VK05pi7ptr407qau7YftJY2Bn5hAAAAIgcGAAAgcmAAAAAiBwYAACByYAAAACIHBgAAIBKrCvA5sXnz5lhL8Y23bt2KfVps5qpVq2ItxUu26zUterJFpKZ4zBabubKyMmscbT5SzOzciNE2jnTNFqnZ5rCZM/4562auuXGmc9bUGPMibdt8tH4tZvbGjRv3fT3wCwMAABA5MAAAAJEDAwAAEDkwAAAAkQMDAAAQOTAAAADRQ2MMOVoAnzDPPfdcrB09ejTWUmTiGD3yMUVFtmjMFt24Zs2a++43N8qyjWNOtGebp1Zr5vSbG52aYlrbNW/fvh37zJ3fFgmaxjE33nXOM5sb0zonOrX1mzu/7Tm392/jxo33/VltjCdPnow1Pjv8wgAAAEQODAAAQOTAAAAARA4MAABA5MAAAABEDgwAAECUM7kA+NCOHz8eaz/+8Y9j7bd/+7cn2994443YZ/Xq1bE2Nx6zRWAmLV6yfVaKBG1RoXNjRFtUZIrwnBsV2mI659xbu682v3OiSR90TOu9ammMc9doe2bp3ubG1jYPOj73o4j4TfPY9pX2XPh88AsDAAAQOTAAAACRAwMAABA5MAAAAJEDAwAAED00xpgXBQDwGfVv/s2/mWy/detW7LN9+/ZYu3DhQqxdvnx5sn1xcTH2+dM//dNY+/73vx9rZ8+ejbWkpcXMSVYaIyfktJShlgizZs2aWGtjvHPnTqwlc5OQ5qT4tD5NG0caf5vfuclQrZbMncNmzjjafLRxzHnOH4WWbLV+/frJ9oWFhdhn7dq1sfbaa699+IHxqeUXBgAAIHJgAAAAIgcGAAAgcmAAAAAiBwYAACByYAAAACKxqsCn2m//9m/H2rp162Lt3LlzsZaiTtv1WgxqijEcY4xdu3ZNtm/cuDH2+elPfxprL774YqydOXMm1i5evDjZfvXq1dinmROR+t5778U+KYq1Xe9etTkedIzoGDlu86OItE3a3M+NGH3QMaLteq32oNfA3PtKUadzo3rnRg2n/Wjz5s2zPqutnaNHj8Yany5+YQAAACIHBgAAIHJgAAAAIgcGAAAgcmAAAAAiBwYAACASqwr8Uv3O7/xOrKXozBs3bsQ+d+7cibXVq1fH2q1bt2Jt7dq1k+0penSMMW7evBlrLXbw/Pnzk+0LCwuzPqvFoF6/fj3WUpTsyspK7NPmo31WioqcG6s6N24zmRvDOSdKtpkbqdnmscWgJnPjYps0jgcdgdquOTfOtGn9HnSsaovWbbGqqZb2vTHG2LBhQ6w1b7755qx+fPL4hQEAAIgcGAAAgMiBAQAAiBwYAACAyIEBAACIHBgAAIBoOuMLYIzxB3/wB7F29OjRWGvRiKdOnYq1devWTbavX78+9klRhWP0SML0Wa1fG0erXbhwIdZSRGqLxmwRhy3O9NKlS7F27dq1yfYWZ9oibW/fvh1rKUayxUu2WlsDbR7Tc54TPTpGX/ftmmmO2/XmRnH+MmNmW79Umzv29lmp30cRnTpnHHPnt42jvbdJe1fau87ng18YAACAyIEBAACIHBgAAIDIgQEAAIgcGAAAgOihMca8mADgE+c//sf/GGstAePtt9+ebG+JOy2ppyV0tESblCQzJ2FmjJ7U0+Yj1drYW62N8datW5PtLdHo6tWrsXbkyJFYa9dcXl6ebG/ztHr16li7ceNGrKVrttSXjyKlZdWqVffdp6UTzU1Xaus0mZusk8Y/J9FojPmpRnMTipL2LNszS+bOb/OgE6rmPpc567SlwG3ZsiXW0nt78uTJ+x4DHy+/MAAAAJEDAwAAEDkwAAAAkQMDAAAQOTAAAACRAwMAABDlHEDgI/f7v//7sZbi6FrU6crKSqy1aMGbN29OtrdozBbNt7CwEGtzoiznRgvOiascY4y1a9fe92e1+W2Rq0mKWx1jjCtXrsRai3Bds2ZNrC0tLd339dp9tc9K63RO/OUYfYxzr5m0mNk2jrZ25rwTc2NJ50QXt/HNiSceY15s6dwxprlqa2PuumljTNecGz/bxjhnr2rvc3uW7XuHzw6/MAAAAJEDAwAAEDkwAAAAkQMDAAAQOTAAAACRAwMAABCJVYUP6d/+238ba6tXr461Fi+5vLwcaylWdU4c4Rg9Mi9FarZY0hbv2j6rxR+mONMWVdjiR1vsYHtmD9qcuM3FxcXYJ8XgjjHG9u3bYy2tqTHGOHPmzH33adrcp4jG1qetgRY92eY+jWPuO9be9RZLme673fNcc6I9233NfWbJ3BjROeNonzU3SnbO+zJ3vc31oNf93PhtPl08SQAAIHJgAAAAIgcGAAAgcmAAAAAiBwYAACByYAAAACKxqnxmvfjii7F26dKlWNuyZctke4vLO3HiRKxdu3Yt1jZt2hRrly9fnmxvUactzvTcuXOxlq65bt262KdFErZ+c6Mnkxbb12rteaZ5bLGDLaa13VeKhW2f1eY3rd8xesRoGkeLl1xZWYm1Fv2aYhjbM2nzMXcNzDE33nVuJOicz2pzlfrNfVfmxu4+6CjROffc5rC9s+2z2h6crjn3WbZn1tZUuuacPmP0uWr7PZ8ufmEAAAAiBwYAACByYAAAACIHBgAAIHJgAAAAIgcGAAAgEqvKJ8a//tf/OtYWFxcn25eWlmKf69evx1qLj7t69epke4tHXVhYiLXWr0VPprjCjRs3xj4tNnPDhg2xlqIzW9xfi9RsUZwtZi89sxbdODe2r819m8ekrakWuZqeS7vnHTt2xNrJkydjrT2zpK3fFP07Rn//0vy2OWxxlS1essVBps9r45gbgdnWaYo1bu9R09ZvWotzI0bnzv2caM82xk+KNsY0V3PipH+RfnMibdt9zam1PXFuVC8fLb8wAAAAkQMDAAAQOTAAAACRAwMAABA5MAAAAJGUJGb5L//lv8Tali1bYm3z5s2xtnbt2vsex5EjR2KtpW20ZI+U6tCSR+amu7Rrptr58+djn5aC05Kc0ty367Ukiza/7Z5TekdL1GhzP+ez7lWb06eNP81xm8M9e/bEWkvjOXz4cKxdvHhxsn15eTn2uXLlSqzNeSfaHLb5aPPbkmTSu972oo8imSaNf+76nZMo1RKZ2rNs89H6Je2+5qYkpXHMTbya81ntmm1tfxTSOObO/Zwksl/2PfOL88QAAIDIgQEAAIgcGAAAgMiBAQAAiBwYAACAyIEBAACIxKp+Tvzmb/5mrO3bty/WUtzf0aNHY58DBw7EWotcPXXqVKylCM8Wf3jjxo1Ya5FuqbZu3bpZ12uxgy02cevWrZPtLbavzeHJkydjLc3j7t27Y592X20+Ll26dN/XbHPf4v5a7datW7GWnkuLLG3Rnjdv3oy1FGc5976uXr0aa22M169fn2yfG0/cohbTPbdoz7nxnXPW6dy1PXf8c6Ja544xrfsWxdq059z2tzmfNycOu/Vr62ZuhGtbA2mu2jw1bYxzn2cyJy52jLxO217EJ5NfGAAAgMiBAQAAiBwYAACAyIEBAACIHBgAAIDIgQEAAIjEqn5CpfjR7du3xz4vvPBCrLXo1FdeeSXWjh07NtneIjr/0T/6R7F28ODBWEvRqWPkSLeFhYXYZ26s3JyIuxbh2mJEU5TlGGOsX79+sr3d16OPPhprba5SFOeFCxdin23btsVaixFt99zGmLQYw7amWr80x61Pi3xs0me1NXXt2rVYe/zxx2Ntztpun7W4uBhrbZ2mtd2iQtuzbGuqXTPF5LZ5mhuT3CIw0/72UUSdpmu28bXrtVqTPq/dc5v7ObGqc+9rbhxrGn/r81HsOenz2n01c+cqafHVt2/fvu/r8WD4hQEAAIgcGAAAgMiBAQAAiBwYAACAyIEBAACIHBgAAIBIrOoDsHnz5lhrEWAtgi/FpbX4tRMnTsTau+++G2sp4nCMMXbu3DnZ3mIz/+zP/izWzp49G2tLS0uxlqJaW+xnm/sWVZfmeGVlJfZp89GsXr061lJUXYuwu3XrVqytXbs21jZt2jTZ3ua3Reu2CMz2XFKsapunFi04N+YyjX9uxGEbR5rjvXv3xj4tXnnjxo2x1qJav/71r0+2nz59OvZJcbxjjLF///5YS3P1xhtvxD5XrlyJtRbDuLy8HGvpucyJxrxXvznxo3NjLlu/9i4lbd3M2cPGyHM1J/p3jP7+pc9qz/JBx8W2Wht7q30UMahz+rQxpn5z16hY1Y+PXxgAAIDIgQEAAIgcGAAAgMiBAQAAiBwYAACA6HOZkrR79+5Ya0kcKYGmJcK0xISWrrRly5b7ah+jpySl9JkxxvjiF78Yaylx5fXXX499WtJJS0K6du1arKWklpb80+b34sWLsXbp0qXJ9jaHLaVl3bp1sdaSl1JSREvqaXPYxpjSQhYXF2ddr6UrtVSuDRs2TLa39Kf2jqXr3euaaV21z7p+/XqstWd28ODByfb2rrdUkrR+xxjjzJkzsXb06NHJ9n/2z/5Z7NPeiVdeeSXW0j7b1s2ctKMx+jpNz6zt6XPTYto4Hn54+qu4pRO1hJ+2L6Z7+yiSetpcpXdibkpSezfT+NO8tz5j9Htu40if1/aHNh9tDTzoBL45iVf36pfMTVBq7y2/OL8wAAAAkQMDAAAQOTAAAACRAwMAABA5MAAAAJEDAwAAEH0qYlWfeuqpyfYWr3Xz5s1Ya/F8TYpoTNGjY/S4sRYx+rWvfW2yvcUY/uEf/mGstXi+N998M9ZS3Ntf/dVfxT6/+Zu/GWsvvPBCrH3jG9+ItXPnzk22t1jStgZa/Gh6Zq1Pi7drsXItBi5F8LVxtCjAJsXYtXWzadOmWGtz36IzU3xuW/fbtm2LtRZJ2CKUd+3aNdne3vXLly/HWouSTff2zjvvxD5tX/lbf+tvxdo//If/MNb+03/6T5Pt3/nOd2KfFlH9gx/8INb+5b/8l5PtbS9qUYsPOtqzXa+ZGy+Z9oHWp+05c2rtXWnftS0StO1vaRxz4lHnarGqLQa37YtzPq89r3bPLTa6PZc5n9XeiRZRndZVu14bh1jVj49fGAAAgMiBAQAAiBwYAACAyIEBAACIHBgAAIDIgQEAAIgeeKxqi/Jat25drKUYwzFyjNbt27djnxYR12LbWnxjijBr99UiHw8dOhRrKX40xYuOMcY//af/NNZa5GOLb3zrrbcm2//e3/t7sc8TTzwRa3/0R38Ua+2ajz322GT7qVOnYp8zZ87EWnvOKaq1ReldunQp1lrEaHtf0jqdG2/XIhrTGm7vUdPWfYsQTO90izNtkaUtdreNIz3rtWvXxj5btmyZVUv7SnvOr7/+eqz9zu/8Tqy1SMLf+q3fmmxv0anNb/zGb8TaD3/4w8n2v/zLv4x9Ll68GGs7d+6Mtbb3pXesPec2h229tXczxW222M85kaX3uuac67VaW8Np7ts+NbeWxtH2tza/LfZzzjjaHLa9b/PmzbHWvlvaGJM2H3Mig9vfYW0+Wj8+Wn5hAAAAIgcGAAAgcmAAAAAiBwYAACByYAAAACIHBgAAIJodq7pmzZrJ9hblNSeydIwcS9ki0Vq83fXr12OtRaSm+MZr167FPnv27Im1AwcOxFqKYfzGN74R+7T4wyNHjsTan/3Zn8Va0uJdz549G2unT5+OtT/4gz+Iteeee26yfXFxMfZ5/PHHY215eTnWWnxq0mLlWkRjW28pYrTFiLbrtftKMXbts1o8Y4u+a+9miivcunVr7JP2ojH6Pbco5zT+dr12z+fPn4+1tA98/etfj302bdo067Pau/n2229Ptrf7mhPPOMYYzz///GT71772tdjnT/7kT2KtjbFFT6Z3rMWBtjjvubGf6XuzRbjOff9SzGVbUy02un1W249aNGnSvrvbONJnzYm1HqPvOe05p2u2fbZ9VvsbqNXac0nmRuumccyNTm3z2/4eaPHKfDh+YQAAACIHBgAAIHJgAAAAIgcGAAAgcmAAAAAiBwYAACCaHauaouVa/OHS0lKstejJObGqLf6w9bt161asXblyZbK9xXd+9atfjbUWY3fs2LHJ9v3798c+LSq0zW+LtE2Rj6+//nrsk57XGH1+f/jDH8ZaipZLcatj9CjZFhOYYgfnxK2O0ePj5sRSzo2VaxGCFy5cmGyfGx/Y7rlJ8YKnTp2KfXbs2HHf1xtjjIsXL8Zaiqxsc9jmqkX6vfPOO5Ptx48fj33SXjTGGE899VSsfetb37rvfnOjU9v403M5ePBg7PPqq6/GWpvftt/Pidts+2WLY20RqWlfTHvRGGNs27Yt1tr3cPqsFtPavqva+mgRymkPbt8fbQ7bd1waY4sXbffVImFbLe2Lbb2159JqbS0m7V1pUaetlq7Z+jTtubTx84vzCwMAABA5MAAAAJEDAwAAEDkwAAAAkQMDAAAQzU5JSjZv3hxrLcWgJdBcv359sr0lSLRaS3BpqQmPPfbYZPu3v/3t2Oc73/lOrKWkqTHGOHz48GR7SxZo12spDHv37o219FxaytC5c+dirSXJ/MVf/EWsLSwsTLYfOnQo9mlpFS31I91zW9spZWiMvH7H6KkOKQ2irYGzZ8/GWkvWmZMi0ua3rY+dO3fGWkrlOnnyZOzTUjPaPW/cuDHWWoJS0tZ2W28ptaYlkbU10JKG2j2na7aEqraXHj16NNbefffdyfbTp0/HPmkPGKM/r/ZcUpJMS5iZm56zffv2+6619duu19L00v527dq12KclF7W9r/VLCT/tvlpCVUuGSmu7pfa19dbua05SVnufWzLU3P05/X10/vz52Ofq1aux1v72mKPNR9tz5iYv8eH4hQEAAIgcGAAAgMiBAQAAiBwYAACAyIEBAACIHBgAAIDogceqtpivpkWHrV+/frK9RbHOjU5tcawpFnbPnj2xTxp7u94YYzzxxBOT7e2eW9Rbi5ybE0fXIttee+21WGvRfS227fvf//5ke4uw+9t/+2/HWovM+xt/429Mtrext/jD9lmtX4oQbGug1dpnJYuLi7HWYmZbzGV7J1L879LSUuyzvLwca7t37461toZXVlYm29t6a9HFba5S7amnnop90vjGGOPy5cux1uJuU8RvWwNpnxpjjB07dsRaep5tb27XSzHUY/So4bTfnzlzJvZp0Z779u2LtRYnnPq1ON72WW1PT98TLQ77xIkTsZbiUcfozyzF3W7bti32mRupmd7btie267Xn0vaVNFdtX2nfH+2zWtTp8ePHY23OZ7Wo4VSb+yzbZ7U9OD2zORHan1d+YQAAACIHBgAAIHJgAAAAIgcGAAAgcmAAAAAiBwYAACB64LGqP//5z2Ptueeei7UWsZXiwVr0Vot6axFmLdbv8ccfn2xv8XYtxrDFnqV4sBR9eK/rtRjGFG83Ro67ffTRR2OfFr/WYmtfffXVWLtw4cJke4pbHaPHbX7rW9+KtRRJ2KJ/d+3aFWst8rFF5qXPa/N7/fr1WGvxmOldau9Ri+Zra3HLli2x9u677062z4liHaPHY7Z7S8/z2LFjsU+LaGzRfYcOHbqvMYwxxsaNG2Otrak2H+fPn59sb3GbLVa1xUb/6q/+6mR72y/b+9zmvs1jWvc/+9nPYp/2/rV9ce/evbGW7q19t7T3uc1jWvctKjR9940xxpNPPhlr7b1N32Xtb4G50dbps9r42me1aM/2PZHmvq3t9p3f9oE5fx+17+d2vTm1Nofteu39mxv9yofjFwYAACByYAAAACIHBgAAIHJgAAAAIgcGAAAgcmAAAACiBx6r2ly+fDnWWsThrVu37rtPi/Rr0WEtojFF3M2NP2yxbene2j23OLoWzZbmd4wcRdai477whS/EWou0bbFnqXb69OnY54c//GGstRi7NMann3469mlrqsXWPvLII7F28+bNyfajR4/OGsfS0lKspXXV4lGvXr0aazt27Ii1tnY2bNgw2d6iQtv8tpjZFqGc4vn27NkT+7z++uux1tZ92qvaXtQiMNvctwjM9KxblOyRI0di7eDBg7GWfPOb34y1FnXaauk9GiOvgf3798c+7bnMjexOa6BFhbbvlvZZyZyI5zH6fLT96MaNG/fVfq/PauNP340t4rmtm/Z92u45zePmzZtjn7YG2t85LWI07fdz4u3H6PPRIlKTuZGrbfxtXfHh+IUBAACIHBgAAIDIgQEAAIgcGAAAgMiBAQAAiH6pKUlNSz9I/2O+/Y/4lvyzfv36WGupCSlx5d133419Hn300VhrSRYpxaClIqysrNz39cboaQop/aAlDrTEhDa/LSFl9+7dk+0tHaUluLz22mux9sd//MeT7S2dYfv27bHW5r4lh6VnvXfv3tinvRMt1SilRp06dSr2aakkLeWirdO0Fs+ePRv7tGSalgx1/vz5WHvzzTcn23/t134t9mnvc3tf0r7S1kZLVWlaulJ6nm2/bPM7R3tnWxrW3//7fz/Wvve978VaWt/tXW8pcG1/bikzKZVpblpT29PTONr1Wq2t7TaPaa4WFxdnfVZLJ0qJRy1Frc1h22fbPbfvxqS9Y22MFy5ciLU0xjmJRvfq1/bnX+ZnpblK6ZdjjHHixIkPP7DPAb8wAAAAkQMDAAAQOTAAAACRAwMAABA5MAAAAJEDAwAAEP1SY1WPHj0aa08++WSspQizFp3aorda/NqOHTti7YUXXphsbxGHLdqsRfC1aLmkRba1GLhmw4YNk+0tzvTKlSux9sgjj8Tanj17Yu3gwYOT7S0Wr0XwtVjVw4cPT7a39fZ3/+7fjbUWg9piS1P84datW2OftrZb/O/Jkycn2x9//PHYp63ftt7ac07Rry+++GLs096xX/3VX421tLbHGOPLX/7yZHuLSW7r7dKlS7G2a9euyfb2PrcY32vXrsVaW/dpz2kRuS2qt+3pSYs4/Mf/+B/H2iuvvHLfnzXGGN/97ncn29t71OJd29pevXp1rKW42/ZZad2M0SNc057ZIq/bfBw/fjzWWiRviiFuEa4tNnNOLGwbX7vnVmvfSalf28PaPtDG0SJB0+e177i2D7To8DT+9izbZ7Vai5lN/dq+zV/nFwYAACByYAAAACIHBgAAIHJgAAAAIgcGAAAgcmAAAACiX2qsatOiw1IcXYszbdFmLQ6yRd8l27Zti7UWOdfivFLkWItMbFrMbJOicFtsZnsu58+fj7X2zJaWlibbv/KVr8Q+bU21+LUjR45Mtv/v//2/Y58W0fnP//k/j7UWZZjiaVs86ltvvRVry8vLsfbYY49Ntrf7ap555plYe/7552MtrY/QUbdxAAAgAElEQVQWS5oiYcfoa+rll1+OtTSPbd20faDFNaf35aWXXop92ny0Z3bz5s1YS5GK7X1uscAtwvWJJ56YbG/rJsVwjjHGN7/5zVh7+umnYy1FybaYy2effTbWWgzqG2+8EWspbrrFULcY0Rarmu65RWO2CMz2nXnu3LlYS1q0Z9vT2/d6mqu5kaXtHWvRuum9bftDG2OLTm0x9unviLlRsu3vgfS3x9zo1KaNI63htt746/zCAAAARA4MAABA5MAAAABEDgwAAEDkwAAAAEQODAAAQPSJiVVtMWUpUrPFjbX4zhRXOcYYFy9ejLXTp09PtrfoxhbD2KLvUoRg69PG3uIUW0Rj6nfw4MHYZ/369bHWIsxaJGgax9atW2OfL37xi/d9vTHGePPNNyfbW6zjj3/841jbuHFjrP2Df/APYu1v/s2/Odm+e/fu2Ket+xbju3379sn2FuHazI3Me+qppybbv/zlL8c+X/va12Jtbvxoigtt73qawzHG+Mu//MtYS7GDbe9o49i3b1+stTWcnkt7x1qU7NWrV2Mt7QNnzpyJfXbt2hVrTXsu/+Jf/Iv7vl6LGF1ZWYm1tk7T3LcoyznzO0ZeVy1Wta231q99X6V7a+9s+85v3zvpnltk8MLCQqy1+W3x1WkcLT63RaLP/Vvm7Nmzk+1tDtu6bxG/aW2367V7bt8frV+qtT4t9ryt088qvzAAAACRAwMAABA5MAAAAJEDAwAAEDkwAAAAkQMDAAAQfWJiVQ8fPhxrX/nKVybbW6xVi6Nbu3ZtrLUYuPR5LZ7x2rVrsfYXf/EXsXbhwoXJ9hZz2SL92j23fk8++eRk+5o1a2KfFrPXYvFaHOSOHTsm21vEWrvnNsbVq1dPtre1kfqMMcb//b//N9ba3KcxppjhMXoUYIus/OEPfzjZ3t6jFql57NixWHvttddi7etf//pk+6FDh2Kfuc/5mWeeibW0rjZt2hT7tPn46le/GmspavG9996LfVrUaYsJbOs0RWdevnw59ml7XxtHGv/i4mLs81FI73SK0B6j72Ftv29zn2Ip2/XaHtziQtNntb2oaffVYnxTv7a/tT24vZspwrPFULfPauu07QNpPto8pb8FxujvZosE3bt372R7W29t3be9qn1HJy1Suq23Jn2XtUhY/jq/MAAAAJEDAwAAEDkwAAAAkQMDAAAQOTAAAADRJyYlqTlx4sRke0o+GKMnHKxfvz7W2v+YTykiy8vLsc8PfvCDWNu9e3espUSC/fv3xz7tvlq6Uks4uHjx4mR7S0yYm0LVEnnSONr12rNsSQspGaq5evVqrLWknpaocfLkyfu+XkukaOlEN27cmGz/8pe/HPs88sgjsdZSLlq6WUprSnvAGGMcOHBgVu3ZZ5+NtbQW27p/8803Y+2xxx6LtbQW5yaW7Ny5M9baO5ZqbY22RJs56Si/bClpqO2zbS99/fXXYy3tYWPkvbul8cxNktmzZ89ke0sZantO+l4cY4yNGzfGWtozWwJYG2Pb769cuTLZPjfxqu337fs0vZst1apd70tf+lKs3bx5M9ZSulLbm9vfW22MKS2tramWvtZqLekrjbG9R20O277Ykq0+zfzCAAAARA4MAABA5MAAAABEDgwAAEDkwAAAAEQODAAAQPSpiFVNWmxfq7X40RYJmiLzfvd3fzf2afF2zz//fKzt2LFjsr1FgLV4uzYfLd41zccbb7wR+zQt8rFF3KXIx7lxf2l+mxaxduvWrVj74he/GGstmjR56aWXYu273/1urJ09ezbWvvWtb022P/7447FPi0xs0XftHUvru8X2HT16NNba+ti1a1esbd++fbL9zJkzsU+LdWxzn2IHW2RwikUco8cftsjK9I619dbe2TbGFOPb9ssWddresRSdOkZepymGc4wx/s//+T+x9r/+1/+aNY4XXnhhsr2t31OnTsVaiwRNcc1tftu6abHibR9I99be9fY91vbg9E4sLCzEPu2e27M8d+5crKX3pd1XG0f7rC1btsTaoUOHYi1pkatz4tLbc163bl2stT2ivS/pmm2/bPtbq31W+YUBAACIHBgAAIDIgQEAAIgcGAAAgMiBAQAAiBwYAACA6KExxnSm36fAY489FmstXivFGI7RozhXVlbuexzf+c53Yu3AgQOxtri4ONnext5iHVOM4Rg9QnDv3r2T7S3OrX3WnOi7MXIMaovta1F17Z7Pnz8/2d5iDN96661Ya2uqxeTu27dvsr3Fmb7yyiuxluLtxhjjq1/96mR7W9stWrDVWuRjem/TOhwjx0SOMcbhw4dnjSPF3bYY3BZ/uG3btlhLa6Ct0TkRxGP0eNcf//jHk+3Hjh2LfZ599tlY+8IXvhBrKVKxRS22/fLgwYOx1mKj09y3+W37wPHjx2Ot7Ysp3rNFgLe9tO05qdbm6cknn4y1CxcuxFqLwExRnHO/41ot7ZktKrTFArf3eU7UcIt4bmugxcK274mXX375vtrHGOPEiROzaimCvb0rLVa1/Z3Qaml9fBR/r3xWI1f9wgAAAEQODAAAQOTAAAAARA4MAABA5MAAAABEDgwAAECUs0c/BVok2tq1a2OtxSm2aLYUb9Yi1lq0WfusFAna7qtFyb777rux1qIMb968OdneIktb3FiLgWv3lsaYxjfGGFu2bIm17du3x1qaxxaxlqJYxxhjeXk51uZEte7Zsyf2afPR1mKK+2sRnS069erVq7HW1ltaV20cTz31VKy1ONaXXnop1v74j/94sr2tgRZB+3f+zt+JtbTeWlxle59bxGGLaDx06NBk+7e//e3Y5/HHH4+1FjO7efPmyfY2vhTDOcYYmzZtirV2zfRd0OJAn3766VhrYzx69GispWfWvuOaFtec5qNFe7b9vn3vtHc91Vqsanv/Wr9Ua5HMjz76aKy1fbatnRQD3sbR1lSLFW/7UXpvv/SlL8U+bT9Kkcxj5Aj2FLc6Rn9nW+RqWwPpO6l9t8xZv59lfmEAAAAiBwYAACByYAAAACIHBgAAIHJgAAAAok91SlJKdhmjJz60/2XfEg5SykxKsxljjNdeey3W9u3bF2spDaKlz1y8eDHWWjJUSxNKKR1tHC25oaWZtGSPlGTQ0jtaYkLrl7S10VKXWmpUS2hI6UrtWbZxtGSPlNbU1mhL+WrJHk1aAy0dpb3Pzz//fKz91m/9Vqx985vfnGz//d///djn9OnTsfZ7v/d7sXb37t3J9pRaNEZ/Z3/jN34j1p588slY27Fjx2R7S8Nq42jpOSkRre0dLXVpzns0xrxEtBs3bsTalStXYi2lxYyR3+m2h7X9qL2b6X1pKWptDlPi1RhjXL9+PdbSvbX9rX1HtJS9lMjTUqiWlpZirf3t0Z5Lmvv2WW1ttz39nXfeibWU7Njuq6379r2evv/mzNMYfQ20dTrnHWu1zyO/MAAAAJEDAwAAEDkwAAAAkQMDAAAQOTAAAACRAwMAABB9qmNVmxZF1uLjWhzdzp07J9tPnDgR+7z66qux9swzz8RaioibGwHWYspa7GeKT21Ri+2zWhxru2aaj3a9FnPZ4iDTc25RvS3Crj2XCxcuxFqKfl1YWIh9Wrxd65fel7a22/NqkZptfaxfv36yfW6U3pEjR2Ktvevf+MY3JtufffbZWeNo8crp3lqMYVtTbW232NLFxcXJ9vYsUyTsGP2ZpdjSdr029qZF/KZn1uJAz58/H2stlrJFtaY5nhup2d7NtI/NicEdoz+zOd9J7b1s99z2tz179ky2tzjT9v61MbbI7jRXbd20/bI955WVlVhL70Sb3/YetSjco0ePTrbP/a5q8fHtfZkTpd58HiNX/cIAAABEDgwAAEDkwAAAAEQODAAAQOTAAAAARA4MAABA9JmNVW1xYy0SrUVlpfjRFtPaohZffvnlWHvqqacm2/fv3x/7vPfee7HWYtvafKxevXqyvUWxtqjQ1m9OVGuLSnvsscdibevWrbGW1kCLnEuRlGOM8eUvfznWDh06FGtp7bQo2VZrc9/WQNKec4vAbDGBc6Lq2n21CL6f/OQnsZbm48CBA7FPi/T76le/GmvpObeowvZZc2MYU78Wt9m0NZX2qvYsW8xliyxt85hqLVb10qVLsTZ3n037WNunWixl+05KWmxmWwPtmbX9OcV+tufVonpbLUUNt3s+fvx4rDV79+6NtRQb3dZUi0ed+7dMetfbs2zRuu3vnPSdtG/fvlmf1f7OaestrY82T+2zPo/8wgAAAEQODAAAQOTAAAAARA4MAABA5MAAAABEDgwAAED0mY1VPX36dKxt37491lKM6Bhj3L17d7K9RbO1mLIWBZgixx555JHY59133421FlXXosMOHjwYa8mpU6dibdu2bbGWou/GyBGeLSYyPa92vXbNFrXYYi4XFhZircWPpnXa4gPbGFssbBp/WxstCrDF7DVLS0v3PY4WO7hnz55Ya3Of4lhPnDgR+6SxjzHG2bNnY63FoCZtDbS4zRTrOEae47Z3NO2+Ukxni0VskcFtLbZ94Ny5c5Pt7Z7bft/2sPa9k55Li0dt3y1t/Klfi05tkbZNm6v0XNq6aXGbLdL2zJkzk+2bN2+OfeZ+t7S/Ido1kzlR72P0tZOeS5vD9t3dvnfaXpXM3XPaXKW9pc1h0/aqZE5s+CeJXxgAAIDIgQEAAIgcGAAAgMiBAQAAiBwYAACA6DObktS05IYmJSO0FJyWjvL666/H2u7duyfbW0pESypIqS9j9JSA1G9xcTH2aUkhLYmj1VLCSHuWrdZSd9I42nM+f/58rLXUqDbGXbt2Tba3tIqW/NOktd0SLlpyyksvvRRrcxKqWvJPWzctiaylmaR0pZY01d6/ds8pqaUlTe3fv3/WZ7WUjlWrVk22twSw1Oden5XmvvVp662lJLVnlpJO2j7bkqa2bt0aa+29TXvw3HS7luCSUoja/M5JXRqjv2NpHG1+27Ns6UppXc39W6C5cuVKrKV5bN/PLZGp7X0tken48eOT7e19bs/yz//8z2MtjbGttzaOuWNM67S9R20/+rQnHs3hFwYAACByYAAAACIHBgAAIHJgAAAAIgcGAAAgcmAAAACiz2WsaouBa7FtKRItxSKO0ePt3njjjVhL8XxPPPHEffe5V78WLZci4toctvloEY1Xr16NtfR5LdqsRSO28ad4zBbb16LZduzYEWstMi/FC7ao0xaz18af1n2LJW3r7dChQ7HW5j5F0K6srMQ+LWK0rYH2zFKtRfq1+W1xf2lfuXz5cuzT9qkW49sij9M1W0xki7ttMcRpHue8l2P0vaOtgaWlpcn2Nva57197Zmn8c2Mz276S4izbHLb1O3efTZ/XIkZb1HB7ZikGvEV7tufVol/b3Kc13Pa39lltLbbv9X379k22P/3007HP7/7u78baiy++GGtpDbT9sq37tgc3bb/nw/ELAwAAEDkwAAAAkQMDAAAQOTAAAACRAwMAABA5MAAAANHnMlY1xRiO0WMCU0Rqu16LGG0xXxcuXJhsP3nyZOzz+OOPx1qL9nz11VdjLcXAbd++PfZp0Y1t/C02Mc19ikUco0euXrp0KdZShGCLCJwbB9ni41LkX1s3LaquzUcaYxtfi2FscX87d+6MtfQuvfPOO7FPi3595JFHYq2t4RRZ2eajPZcWr5z6pSjIMXrU6ZxIzTHyPLY+LeJwTmxt0+5rw4YNsbZ79+5YS+96iyxt663NVYu5TP3a+9z2lbYfpWu2+M6NGzfGWlvbc6KB2zjaft8iu9M42jpscbHtnlssbFrDbW23Mba/V9r+keJT2/XeeuutWGvvRFpv7b7mzkd7LnOinPnr/MIAAABEDgwAAEDkwAAAAEQODAAAQOTAAAAARA4MAABA9LmMVW22bdsWaymCr0ULtoi4FgGWIvOOHTsW+7T4wBZzefTo0VhL8WbLy8uxT5vDFkvZoiLnzH2754WFhfvu12JJW1ToyspKrLV41xRP22Ll5sTbjZHnsfVp0ZNtrlotxfqdO3cu9jl//nysnThxItbmRIzu2bMn9klrdIz+nFN8Y1vbLQqwRSPOiYVt0dAt2rPFTae13cbXYi7bc2nvehpji0Bt8Z0tDrI9szTGtqba+m33PCcevMVht/XRvuPS82z7W9vTW/RrinBt15sbadvWQHqeW7dujX3aGNse0dZA+v7+kz/5k9jne9/7Xqy155ze6TlR02P092ju+8eH4xcGAAAgcmAAAAAiBwYAACByYAAAACIHBgAAIHJgAAAAIrGq/48Wl5biweZGAbZo0hQ5duHChdinxUt+6UtfirUWCZqu2SL9WjxqizbbsGFDrKWIuxbR2WICm/TMUhTkGP2+2ppqUrTn3DjTFs+XrtnmsK37Nh8t/jDFBLbYzDNnzsTakSNHYq1FtaY10J5lWx9tH0jvS4vIbWugxRXOqaVIynvZu3dvrKXo17kxvu2+2hqeE6Hc1nZ7x9o1L168ONne4iWXlpZi7fLly7GWrtnehxbf2Z5Li6dNEaMthrrV2tpJtbZu5kauzlk7bX7bPbf5bdLn/df/+l9jnxat2/a3VGvz27R7bntVi0NO2rP8PPILAwAAEDkwAAAAkQMDAAAQOTAAAACRAwMAABBJSfp/nD17NtYWFhYm29v/zF9cXIy19evXx1pKEGgJMy2poKU6pLSKMfJ8tASXzZs3x1rTEkFSUkRKFxmjz0dKaRkjJ1m0lIiWZNGeWaulddVSX1pST0uvSskTbW2059Xuq10zzWP7rJagtGvXrlh7+eWXYy3N1Re+8IXYp62BNvcpcawluLRUlTZX7b1N677tYY8//nistRSUOQlgc1JO7iWt+zaHbRxzk1/S82zJcS2prtVSgtLp06djn4MHD8ZaS5Jp6z6lrLU10OajPZe057TviLnpYE36Hm771NWrV2Pt1KlTsdb24B/84AeT7X/0R38U+7T53bFjR6ylv3Pm7Ilj9JSku3fvxprEo1+cXxgAAIDIgQEAAIgcGAAAgMiBAQAAiBwYAACAyIEBAACIHhpjyJr6kJ544onJ9hS3OsYYS0tLsz6rxYolLc503759sdYi0VKEWYuj27lzZ6y1SM0WA5eiRFM03xg9trZ9VoqSbRGu27dvj7X2XFo8Zoo/bHPfIjBbLF56zi3GsEV0tn7tmaVozxZx2CKD2xpo79hf/dVf3fc42rve1luK8GzzNFcbf4od3LZtW+zz/PPPx1qL6Uz31tZoW1Nz10C652PHjsU+bd2374Lr16/HWouDTFq8ZLvnOVGybd+eE5/bPq/FCaf9YYx5a6B9Vht7e16tluY+7fVj9O+dFuXc3tsf/ehH99U+Ro8inxN322JV2z7V1kCLTk3PWtzqh+cXBgAAIHJgAAAAIgcGAAAgcmAAAAAiBwYAACByYAAAAKIHn9v3GZaiET+K+MMUA7dmzZrYZ+vWrbH22GOPxVqLX3vllVcm23fv3h37NC3Kck6cXov7a/Frly5dirUU4drmt0WnNsvLy7GW5qNFN7YowBZZma7Z5umNN96ItfZOHDx4MNbSPLbrtXjJNh8tevK5556bbH/zzTdjnyNHjsRaW4uHDh2abG/vbItwbZGETVpvLTaz3Veb3/SOtWjPFsPYYinbGNP6aOu+RUi2PazV0j7W1m+LV25SlHP7rPa90+JM2/NM12zz1GJEr169Gmsp0raNvY2j7TktfvSRRx6ZbP/1X//12Od73/terP2rf/WvYu2ll16KtfSs23219db2iDT37fuoRZ3OjUEVn/qL8wsDAAAQOTAAAACRAwMAABA5MAAAAJEDAwAAEDkwAAAAkVjV+5BiylJU2hg9pqzF86W4txYjumXLllhrkaApLnaMMfbu3TvZ3mId2xiPHz8ea20+du3aNdk+J85tjDFOnToVaydOnJhs3759+333udc4WnTf008/PdneogpTZOK9ammMKf7yXtdrz6XFfqZ136JkW+Rji4pcXFyMtfROtDW6Y8eOWeNIkaCvvfZa7NPMjf9N+0eb3wsXLsRai0FN2vhaBGZbUy1uM0Vgtv2tPcv2brZ411Rre3Nbvy1+NEU5t3lqkZrtvtpzSVHJLZa0fVab+7t379739VKfMXpkcNsj0r21iOrf+73fi7WjR4/GWns358x9+65qczXH3ChnPlp+YQAAACIHBgAAIHJgAAAAIgcGAAAgcmAAAAAiKUkPQEvBaf/bvyUopcSSloxx586dWPvpT38aa+2aKbWkpWa0lIi5iTYffPDBZHtLbmhzf/r06Vjbt2/fZPv+/ftjn7YGWmJJS5JJ9zY3keLGjRuxlhJSWlrMzp07Y62NsaVopXuemz7T7rn1S2leLXmkre1HH3001g4dOjTZfvbs2dhn7rpv85Huec7zGqM/s927d0+2t1SdNvctQalJe3Dbi9r8tuSwds20dloaz7lz52It7Zftmi0Frq2b9r3TxpHmqvVJ6T7teu2a7bPa2m7vxMsvvxxr6bu2re0XX3wx1toeMSc1qml/r7TPSutjTmoYHy+/MAAAAJEDAwAAEDkwAAAAkQMDAAAQOTAAAACRAwMAABCJVX0AWjTb5cuXY63FMKbY0rmRiXOjXzdt2jTZ3qL02j0vLCzEWpM+r8Xstai6FouXIm1brFyL4Gu1PXv2xFpaH23dtLi8ObGqLSK3RVm22N32zFKcXltvrdY+q40/xQSmmOExxti4cWOstXWfonXbGm331dZbi/FNc9/WW7vnJq3F9izbWty1a1esnTx5MtbSum/vervnVmtRkSnqtL3PbZ9tEaNpHHOjZNt71NZiWgNt7tt3bVs7aQ2397lF2p46dSrWWmT3P/kn/2Sy/b/9t/8W+7QxPujvpPac2/y2dTonVrU957nafMzxUYzxk84vDAAAQOTAAAAARA4MAABA5MAAAABEDgwAAEDkwAAAAERiVR+A5eXlWGuRaDdv3oy1a9euTba3OMWLFy/GWoqJHKPHm126dGmyvcUz7t+/P9ZSTOsYfT7Onj072d7mvkW9tXlMlpaWYi2Nb4w+93OiDFs8aot6a5F5ycrKSqy12MEWq9riQtMza3PY7rlFPrao4RTJ26L52vXOnz8fa2kNtzls99zWYnueaX2k6NExxnjhhRdircWgtujJpK2Bo0ePxlobf4pjbX3aPtViVVu/dG/tnufEE4+R13B7n9v1WrRne//SPtDW6Nx9IO2Zrc/i4mKs7dy5M9baGH/+859Ptv+H//AfYp/Dhw/HWttLW5Rz6teiU9v6bd9j7Xt4jgcdj9p8HqNTG78wAAAAkQMDAAAQOTAAAACRAwMAABA5MAAAAJEDAwAAEIlV/Yi12LMWD5ai5VLc6hg9zq1FrLX4xm3btk22p9jJMfoYW+RqinBttRZj2D6rxcelKLU2vy0utq2BVluzZs1k+6pVq2KfFnHY4u3mRC22mNb2Wa2W1v3ly5djn/Yst2/fHmstkjfNR4uybLGqba7Su9n2hxat2971FvOc1lUbe3subZ2mPaet3/aut9jath+lMbZ1055z28PmRFu3/aE9l7Z20hpufdp3RItBbe96ure599WiX1MkaBtfiyl/5513Yu3cuXOx9u/+3b+bbH/rrbdin61bt8Za25+btGfOja2dE+PbrifO9JPJLwwAAEDkwAAAAEQODAAAQOTAAAAARA4MAABA5MAAAABEYlU/Yi1acE705K1bt2KfFkXWYhhb7GAax6//+q/HPi3isMXHtfGnKMMWY9jmt8Wgnjlz5r7GMMYYe/bsibV169bFWopOHSPHDrYIuxaL16IRT58+Pdne1s3u3btj7cqVK7HWxpgiFVvUYosWbNGIbX3s3Llzsr2t0RYJ2qJf0x7R5mluBGabx/ROtHG097nNx44dOybb2/jaONo7lqKhx8jvdFs3aW2M0d+Xtnend7rNR3vOKUZ0jLzu277S5re9f3O+W+ZGgLf3Oe2z7bMOHz4ca3/4h384q18aY1s3bX7bO9EioNNabONoe9jcOFY+XfzCAAAARA4MAABA5MAAAABEDgwAAEDkwAAAAERSkj5iZ8+ejbX9+/fHWkoYaekoGzdujLWWgNGSOFLKxYkTJ2Kflp6zffv2WFtZWYm1NB8pSehen9WSG86dOzfZnpKExuhzv7i4GGvtuaRaS6Ro83HhwoVYS+kdzz//fOxz9erVWGuJMFu2bIm1lBjU1n1Lr2opWu2ZbdiwYbK9JYW096il1qS5aqkvLc2k9WvJKSndrN1zS89pY1xeXp5sb6lybd23z2pJZOne2rvS9o5du3bFWns303y0RKb2HrW9NO3p7R1riVdNu2Z61m2Nzk1LS8+srbf2Hff222/HWksJTClPLbWvre02/rY/pz2zvevgFwYAACByYAAAACIHBgAAIHJgAAAAIgcGAAAgcmAAAAAisaofoxaXluLXWrzdwsJCrLVozxZXmGLbXn/99dgnRQSOMcZzzz0Xay2CL81Hi5VrkZotgi9FI+7duzf2aVrEaItoTLGqaS7G6JGahw8fjrW0Fs+cORP7tHG0uM0WWZkiMFuEZItabJGr7V1Kc7+0tBT7tPeoPee07udGjLY4xTaOFDPb4on37NkTa5cvX461FJ3Z1s2VK1dircWIpojcMfJ8tD5tHG1faTG+afxtD2tRnG3tJO09antz23PafKRrtvjZFm39k5/8JNbSGE+ePBn7vPjii7HWYpI3b94ca+ne2ndEiwVusdwtIjX1a8+57R18PviFAQAAiBwYAACAyIEBAACIHBgAAIDIgQEAAIgcGAAAgEis6seoxY+maM8Wp9ji7VpMYIskTDFwLVrw7bffjrUWs7d79+777jcnJnKMMc6fPx9rKVruiSeeiH1ajGGLvmvPLGlxed/97ndjrcUmHjp0aLL9Zz/7WezTIvi2bt0aa3Pi+do9t3jXFoPaogzTvbV3pcaeXekAAA6bSURBVEW4tnGkKNH2rrdxtFjHtuek9d32jnfffTfW2nyktdiiQuc8rzH6OzYn0rbVLl68GGttDaR9tkVvt/eoxdOmWntec8fR3tu0RzzzzDOxT1uLLXL1+9///mT7j370o9inrakWJ9ykd7rdV1u/Ld61PU+Ywy8MAABA5MAAAABEDgwAAEDkwAAAAEQODAAAQOTAAAAARGJVP0YtLi1Fcba4vMuXL8dai1ps10wxhy0ur43jrbfeirXmwIEDk+0pjnCMHmM4J8auRQtu2bIl1toYW3RmmuMWW9vu69d+7ddiLd3z1atXY5/FxcVYa/GYbe2kWMrWp0ULPvxw3uJaPObt27cn2y9duhT77NixI9ZatG5aV61PW1NnzpyJtfY809qZO4dtLabn2ea3xQLPfcdSVOuaNWtin7YWW8Roi+lM42/fEe2+2melGOJ2X23u2xpozyXFqr7yyiuxz3/+z/851v77f//vsXb06NHJ9ja+FvPd1kfaO1q/ND74JPELAwAAEDkwAAAAkQMDAAAQOTAAAACRAwMAABBJSfqESskpLY2npZm0xIeNGzfGWkqtSUkbY4yxc+fOWLty5UqstXSXlD6ybdu22KeltKTUpebatWux1tJRWtpNq6XEmHfffTf2affV0oTS+Hft2hX7pISZe2kJI+2ZJS29qmlJMtevX59sb6k1KysrsdaSZNK71N6xlnbUkob27Nlz3/1aQk7bO9pzSWtxzjyN0Z9Lq6V1n57/GP2+WlJWm8e2DyQt1aglKKXvkJaW1/aOtg+0ufr3//7fT7Z///vfj31amlBLJ0opgQsLC7FPWzfHjx+PNfis8gsDAAAQOTAAAACRAwMAABA5MAAAAJEDAwAAEDkwAAAAkVjVT6gU6daiU5sW+dji/lIsXouca/GHLd613VuKfGwxrRcuXIi1NsZnnnlmsr1FSLaYyxa52iIwf/7zn0+2b9++PfZ54oknYi1F5I6Rn2eLU2xaZGlbi6nWYidbvGSb+/bM0rpvc9/uucVLpnXfImbbc2lroK3706dPT7a3e24xz+2e0zObE3U7Ro8RbVavXj3Z3tZG2/vaXtruLY2jxcy2WotITXO/uLgY+7Ta//yf/zPWfvSjH913rT3ntt7aPaco6vb9Afx1fmEAAAAiBwYAACByYAAAACIHBgAAIHJgAAAAIgcGAAAgEqv6CXXt2rXJ9hY92motUrPFH65fv36yPcUA3kuLFmyRjylCsMXinThxItZ+9rOfxdqOHTsm25966qnYZ9++fbHW4lhPnjwZa8nCwkKstflt/VK8a1qHY4yxZs2a+77eGD0SdHl5ebK9xVy2KMvNmzfHWru3FNHYok7b/LYo2RRzefz48dinRWq2iNFbt27FWto/Wmzt7du3Y609l1RrfdpnNW2vSvMxN5K5vX/tfUn9WpxwixFtMajnzp2bbP/JT34S+xw+fDjW/sf/+B+xduTIkVhL623btm2xz5kzZ2IN+Gj5hQEAAIgcGAAAgMiBAQAAiBwYAACAyIEBAACIHBgAAIBIrOqnTIsdbLGqLcqyRS2mWNUW6de0cbTxp0jCXbt2xT6nTp2KtVdeeSXWTp8+Pdn+wgsvxD7f/va3Y+2ZZ56JtaWlpVhL8YeXL1+OfVrsZ6u16MykxXe2633wwQexlmJQW0xk89prr80ax4EDBybbWzRmu+cWXZxqLaa1RU+29dGumeJC23t59+7dWNu0aVOspYjUFp3a9qkWndrWfYrrvX79euzT3tkWd3v+/PlYS7G7LUb07NmzsdZitFNc7zvvvBP7tHG06NcmrR3RqfDJ5BcGAAAgcmAAAAAiBwYAACByYAAAACIHBgAAIHJgAAAAIrGqnzKXLl2KtRZ/2CIkH3rooVhL0aRbtmyJfVo0YouFbTGdKUay9WmRjxcuXIi1EydOTLa3aMwW7/r000/H2u7du2Mt3XMbR4v9bM9lzvXaONqaahGYKaKxrZs2xva+tDjIa9euTba39ZZicMfoMZ0p6nT79u2xTxrfGP2+UnTqGPm5tPm9cuVKrLXxP/bYY5PtKdJ4jB6r2motpjPV2jhabO2xY8dirT2ztOe8/fbbsU+LVW3rDWAOvzAAAACRAwMAABA5MAAAAJEDAwAAEDkwAAAAkZSkT5mTJ0/G2saNG2NtbkpSSvZo6TPtein5Z4yehHP16tXJ9pYGcvPmzVhriVKrVq2abL948WLs85Of/CTW9u7dG2vf/va3Y+3ZZ5+dbG+pL8vLy7G2devWWNu0adNke0uEaVqyzp07d2b1S1599dVY27BhQ6y19KqUGNTGnuZwjJ4YtG7dusn2lsjU3ueWYNbWfaql8Y3R5yO9s2Pk97btYS31rL1/7b1NKU8tJWllZSXW2vy2fim1rc1vWwMAD5pfGAAAgMiBAQAAiBwYAACAyIEBAACIHBgAAIDIgQEAAIjEqn6GtBjRFlnaakmLM23Rgk2Laj1//vxk+/r162OfFgc5J74xRR+OMcZPf/rTWEvRjWOM8ed//uexlmI1W9Rii+9s/VKUbItwbXPfonXbc05rsV2vxY/u378/1hYXF2MtxbGeOnUq9mn3deDAgVhLUcMt0nbt2rWxtmPHjlhrUZxpfcyNkm3vy5/+6Z9Otrfo0ddeey3Wjhw5Emu7d++OtUcffXSyvUW4tjVw+/btWBODCnya+YUBAACIHBgAAIDIgQEAAIgcGAAAgMiBAQAAiBwYAACASKzqZ0iLnnz//fdjrcVSttqczzp79myspSjLMcY4ePDgZHuLxkxRrGOMcevWrVhLsbDts5oW+fjOO+/E2hNPPDHZ/pWvfGXW9b773e/G2ltvvTXZvnXr1tjnySefjLUtW7bEWouXTM9lbmRpe2ZzolpbZHC7r5deeinW0hhb9G+KwR2jx6AuLCzEWpr79q5cu3Yt1k6fPn3fn9XiTFtMcruvtoel8bcIV4DPI78wAAAAkQMDAAAQOTAAAACRAwMAABA5MAAAAJEDAwAAED00xshZgHxmtAjJVnvQn7V69epYW79+fazt3Lnzvvu0yMcbN27EWoponBvd2D6rRWdu3759sv3mzZuxT3PmzJlYS9fctGlT7LNjx45YS89rjB4/euHChcn2FiPa5vDEiROxduXKlVjbtm3bZHubjxYZ3D4rRde2z2paFO7u3btjLUXGrlmzJvZpMb7Ly8uxlq6Znv8YPaa1RRcD8IvzCwMAABA5MAAAAJEDAwAAEDkwAAAAkQMDAAAQTcdi8JkzNwnpV35l+kyZ2u9VS0ks9+qXEo/u3r0b+7Tkovfffz/Wrl69et+fdfv27Vibm/CTtLSjlZWVWGtzn9ZHSgsaY4xdu3bF2tq1a2OtzWP6vDt37sQ+586di7W2pp588slYW7du3WT7yZMnY5+2Bg4cOBBrBw8enGxva/T8+fOxdunSpVhryUUpcayljbWUpJaI9vOf/zzWAPjk8QsDAAAQOTAAAACRAwMAABA5MAAAAJEDAwAAEDkwAAAA0UNjjA8+7kHw0WvxknP6tZjWVmsRo602Jxa29WmRqx98MP1KtFjSpsVLbtiwIdbSfLTo1HbP7bMeeeSRyfYdO3bEPjt37pxVmxNP29ZGel730t6JGzduTLZfuXIl9mkxqPv374+1dG9vvfVW7HPs2LFZtRQZPEZ+Lu2eAfh88AsDAAAQOTAAAACRAwMAABA5MAAAAJEDAwAAEDkwAAAAkVhVZkWktj5zYy7nRKc2D3occ6Np2321a6bxtz7ts5aWlmLt1q1bk+2bN2+Ofb75zW/G2rp162Lt5MmTsdYiY5M09jHG2LhxY6xt3br1vsdx/vz52CdFsY7RY3zTNS9duhT73Lx5M9YA4EHzCwMAABA5MAAAAJEDAwAAEDkwAAAAkQMDAAAQOTAAAADRwx/3APj4tfjRFNM5N7K0adGTc8yNQU3jaOObG5368MP5FUwxqKtXr4597ty5E2urVq2KtTT+9evXxz7Ly8ux9sYbb8Ta66+/Hmtr166dbG9jf//992OtRck2Z8+enWxv89uecxsjAHzS+YUBAACIHBgAAIDIgQEAAIgcGAAAgMiBAQAAiB4aYzz4uBs+M1Lyy0eRktS0FKI55qTWtDG0Wkr+GWOMdevWxVpKULp7927sc/PmzVhbs2ZNrKXkpQ0bNsQ+LUHp9OnTsdbGv7CwMNne5qnNfZuP27dvx1qajzNnzsQ+APBZ5RcGAAAgcmAAAAAiBwYAACByYAAAACIHBgAAIHJgAAAAIrGqfCo86FjVZtWqVZPtKeZ0jB7TOnfs6Zot0jaN/V79Ui3F6o7RY1VTLOkYY2zcuDHW0vjv3LkT+7TaqVOnYg0A+HD8wgAAAEQODAAAQOTAAAAARA4MAABA5MAAAABEDgwAAEAkVpVPjAcdndoiQeeMY04s6b1qD1r7rDYfKc60xaOuXbs21t57771YaxG0165dizUA4OPhFwYAACByYAAAACIHBgAAIHJgAAAAIgcGAAAgcmAAAAAisao8cC0edW7E6Jyo07kxrQ86VvWXqd1zik4dI4+/RaB+Uu4ZAPho+YUBAACIHBgAAIDIgQEAAIgcGAAAgMiBAQAAiBwYAACASKwqv1QPOnJ1bnTqHGJEAYDPI78wAAAAkQMD/187d2wCABDDMHD/rTOBmvB8k7sthMEAAJAEAwAAkAQDAACQBAMAAJC8JHHS5q1p+/D0+hkKAOAnCwMAAJAEAwAAkAQDAACQBAMAAJAEAwAAkAQDAACQ3KoCAADJwgAAACTBAAAAJMEAAAAkwQAAACTBAAAAJMEAAAAkwQAAACTBAAAAJMEAAAAkwQAAACTBAAAAJMEAAAAkwQAAACTBAAAAJMEAAAAkwQAAACTBAAAAJMEAAAAkwQAAACTBAAAAJMEAAAAkwQAAACTBAAAAJMEAAAAkwQAAACTBAAAAJMEAAAAkwQAAACTBAAAAJMEAAAAkwQAAACTBAAAAJMEAAACkAT1XgOieuEiTAAAAAElFTkSuQmCC" y="-7.4"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p6ac4f5877c)" d="M 653.572174 68.99219 L 655.2 68.99219 L 656.013913 69.804414 L 655.2 70.616638 L 653.572174 70.616638 L 652.758261 69.804414 L 653.572174 68.99219 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 660.083478 68.99219 L 660.897391 69.804414 L 660.897391 71.428863 L 660.083478 72.241087 L 659.269565 71.428863 L 659.269565 69.804414 L 660.083478 68.99219 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 640.549565 70.616638 L 641.363478 71.428863 L 640.549565 72.241087 L 639.735652 71.428863 L 640.549565 70.616638 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 663.33913 72.241087 L 664.966957 72.241087 L 665.78087 73.053311 L 664.966957 73.865535 L 663.33913 73.865535 L 662.525217 73.053311 L 663.33913 72.241087 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 634.038261 73.865535 L 635.666087 73.865535 L 637.293913 73.865535 L 638.107826 74.677759 L 637.293913 75.489983 L 636.48 76.302207 L 635.666087 77.114431 L 634.852174 77.926655 L 634.038261 78.738879 L 633.224348 79.551104 L 632.410435 80.363328 L 631.596522 81.175552 L 632.410435 81.987776 L 633.224348 82.8 L 632.410435 83.612224 L 631.596522 84.424448 L 631.596522 86.048896 L 630.782609 86.861121 L 629.154783 86.861121 L 628.34087 86.048896 L 627.526957 85.236672 L 626.713043 84.424448 L 626.713043 82.8 L 627.526957 81.987776 L 628.34087 81.175552 L 628.34087 79.551104 L 629.154783 78.738879 L 629.968696 77.926655 L 630.782609 77.114431 L 631.596522 76.302207 L 632.410435 75.489983 L 633.224348 74.677759 L 634.038261 73.865535 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 653.572174 73.865535 L 655.2 73.865535 L 656.013913 74.677759 L 656.827826 75.489983 L 658.455652 75.489983 L 660.083478 75.489983 L 660.897391 76.302207 L 661.711304 77.114431 L 662.525217 77.926655 L 662.525217 79.551104 L 661.711304 80.363328 L 660.897391 79.551104 L 660.083478 78.738879 L 658.455652 78.738879 L 656.827826 78.738879 L 656.013913 77.926655 L 655.2 77.114431 L 653.572174 77.114431 L 652.758261 76.302207 L 652.758261 74.677759 L 653.572174 73.865535 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 673.106087 77.114431 L 673.92 77.926655 L 673.106087 78.738879 L 672.292174 77.926655 L 673.106087 77.114431 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 637.293913 80.363328 L 638.921739 80.363328 L 639.735652 81.175552 L 638.921739 81.987776 L 638.107826 82.8 L 637.293913 83.612224 L 636.48 82.8 L 636.48 81.175552 L 637.293913 80.363328 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 643.805217 80.363328 L 644.61913 81.175552 L 643.805217 81.987776 L 642.991304 81.175552 L 643.805217 80.363328 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 677.989565 80.363328 L 679.617391 80.363328 L 680.431304 81.175552 L 681.245217 81.987776 L 682.05913 82.8 L 681.245217 83.612224 L 679.617391 83.612224 L 678.803478 82.8 L 677.989565 81.987776 L 677.175652 81.175552 L 677.989565 80.363328 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 635.666087 83.612224 L 636.48 84.424448 L 637.293913 85.236672 L 638.107826 86.048896 L 638.921739 86.861121 L 639.735652 87.673345 L 640.549565 88.485569 L 641.363478 89.297793 L 640.549565 90.110017 L 638.921739 90.110017 L 638.107826 89.297793 L 637.293913 88.485569 L 636.48 89.297793 L 635.666087 90.110017 L 634.038261 90.110017 L 633.224348 90.922241 L 633.224348 92.546689 L 633.224348 94.171137 L 633.224348 95.795586 L 632.410435 96.60781 L 631.596522 97.420034 L 630.782609 98.232258 L 629.968696 99.044482 L 629.154783 99.856706 L 628.34087 100.66893 L 627.526957 101.481154 L 626.713043 100.66893 L 625.89913 99.856706 L 625.085217 99.044482 L 624.271304 98.232258 L 623.457391 99.044482 L 622.643478 99.856706 L 621.829565 99.044482 L 621.829565 97.420034 L 621.829565 95.795586 L 621.829565 94.171137 L 622.643478 93.358913 L 623.457391 94.171137 L 624.271304 94.983362 L 625.085217 94.171137 L 625.085217 92.546689 L 625.085217 90.922241 L 625.89913 90.110017 L 626.713043 90.922241 L 627.526957 91.734465 L 629.154783 91.734465 L 629.968696 90.922241 L 630.782609 90.110017 L 631.596522 89.297793 L 632.410435 88.485569 L 634.038261 88.485569 L 634.852174 87.673345 L 634.852174 86.048896 L 634.852174 84.424448 L 635.666087 83.612224 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 640.549565 85.236672 L 641.363478 86.048896 L 640.549565 86.861121 L 639.735652 86.048896 L 640.549565 85.236672 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 617.76 90.110017 L 619.387826 90.110017 L 620.201739 90.922241 L 620.201739 92.546689 L 620.201739 94.171137 L 619.387826 94.983362 L 617.76 94.983362 L 616.946087 94.171137 L 616.132174 93.358913 L 615.318261 94.171137 L 614.504348 94.983362 L 613.690435 94.171137 L 613.690435 92.546689 L 614.504348 91.734465 L 616.132174 91.734465 L 616.946087 90.922241 L 617.76 90.110017 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 609.62087 98.232258 L 610.434783 99.044482 L 609.62087 99.856706 L 608.806957 99.044482 L 609.62087 98.232258 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p6ac4f5877c)" d="M 640.549565 59.245501 L 641.363478 60.057725 L 642.177391 60.869949 L 642.991304 61.682173 L 643.805217 62.494397 L 645.433043 62.494397 L 647.06087 62.494397 L 647.874783 63.306621 L 648.688696 64.118846 L 650.316522 64.118846 L 651.130435 64.93107 L 650.316522 65.743294 L 648.688696 65.743294 L 647.06087 65.743294 L 645.433043 65.743294 L 643.805217 65.743294 L 642.991304 66.555518 L 642.177391 67.367742 L 641.363478 66.555518 L 641.363478 64.93107 L 640.549565 64.118846 L 639.735652 63.306621 L 639.735652 61.682173 L 639.735652 60.057725 L 640.549565 59.245501 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 625.89913 62.494397 L 627.526957 62.494397 L 629.154783 62.494397 L 629.968696 63.306621 L 629.154783 64.118846 L 627.526957 64.118846 L 625.89913 64.118846 L 625.085217 63.306621 L 625.89913 62.494397 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 655.2 64.118846 L 656.827826 64.118846 L 657.641739 64.93107 L 657.641739 66.555518 L 658.455652 67.367742 L 660.083478 67.367742 L 660.897391 68.179966 L 661.711304 68.99219 L 662.525217 69.804414 L 663.33913 70.616638 L 664.966957 70.616638 L 665.78087 71.428863 L 664.966957 72.241087 L 663.33913 72.241087 L 661.711304 72.241087 L 660.897391 71.428863 L 660.083478 70.616638 L 658.455652 70.616638 L 657.641739 69.804414 L 656.827826 68.99219 L 656.013913 68.179966 L 655.2 67.367742 L 654.386087 66.555518 L 654.386087 64.93107 L 655.2 64.118846 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 637.293913 68.99219 L 638.921739 68.99219 L 639.735652 69.804414 L 638.921739 70.616638 L 637.293913 70.616638 L 636.48 69.804414 L 637.293913 68.99219 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 629.154783 70.616638 L 630.782609 70.616638 L 632.410435 70.616638 L 633.224348 71.428863 L 632.410435 72.241087 L 630.782609 72.241087 L 629.154783 72.241087 L 628.34087 71.428863 L 629.154783 70.616638 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 673.106087 75.489983 L 673.92 76.302207 L 673.106087 77.114431 L 672.292174 76.302207 L 673.106087 75.489983 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 612.876522 78.738879 L 614.504348 78.738879 L 616.132174 78.738879 L 617.76 78.738879 L 619.387826 78.738879 L 621.015652 78.738879 L 621.829565 79.551104 L 622.643478 80.363328 L 623.457391 81.175552 L 622.643478 81.987776 L 621.829565 82.8 L 622.643478 83.612224 L 624.271304 83.612224 L 625.085217 84.424448 L 625.085217 86.048896 L 625.085217 87.673345 L 625.89913 88.485569 L 626.713043 89.297793 L 627.526957 90.110017 L 629.154783 90.110017 L 629.968696 90.922241 L 630.782609 91.734465 L 631.596522 90.922241 L 630.782609 90.110017 L 629.968696 89.297793 L 630.782609 88.485569 L 632.410435 88.485569 L 634.038261 88.485569 L 634.852174 87.673345 L 635.666087 86.861121 L 636.48 86.048896 L 637.293913 85.236672 L 638.107826 84.424448 L 637.293913 83.612224 L 636.48 82.8 L 637.293913 81.987776 L 638.107826 81.175552 L 638.921739 80.363328 L 640.549565 80.363328 L 641.363478 79.551104 L 642.177391 78.738879 L 643.805217 78.738879 L 645.433043 78.738879 L 646.246957 79.551104 L 647.06087 80.363328 L 647.874783 79.551104 L 648.688696 78.738879 L 649.502609 79.551104 L 650.316522 80.363328 L 651.944348 80.363328 L 652.758261 81.175552 L 651.944348 81.987776 L 651.130435 82.8 L 650.316522 83.612224 L 649.502609 82.8 L 648.688696 81.987776 L 647.874783 82.8 L 647.06087 83.612224 L 646.246957 84.424448 L 645.433043 85.236672 L 643.805217 85.236672 L 642.991304 84.424448 L 642.991304 82.8 L 642.177391 81.987776 L 640.549565 81.987776 L 639.735652 82.8 L 639.735652 84.424448 L 640.549565 85.236672 L 641.363478 86.048896 L 641.363478 87.673345 L 642.177391 88.485569 L 643.805217 88.485569 L 644.61913 89.297793 L 643.805217 90.110017 L 642.177391 90.110017 L 640.549565 90.110017 L 639.735652 90.922241 L 638.921739 91.734465 L 638.107826 92.546689 L 637.293913 93.358913 L 636.48 94.171137 L 635.666087 94.983362 L 634.038261 94.983362 L 633.224348 95.795586 L 632.410435 96.60781 L 630.782609 96.60781 L 629.968696 95.795586 L 629.154783 94.983362 L 628.34087 94.171137 L 627.526957 93.358913 L 625.89913 93.358913 L 625.085217 92.546689 L 624.271304 91.734465 L 623.457391 90.922241 L 622.643478 90.110017 L 621.829565 90.922241 L 621.829565 92.546689 L 621.015652 93.358913 L 620.201739 92.546689 L 620.201739 90.922241 L 620.201739 89.297793 L 619.387826 88.485569 L 618.573913 87.673345 L 618.573913 86.048896 L 617.76 85.236672 L 616.946087 84.424448 L 616.946087 82.8 L 616.132174 81.987776 L 614.504348 81.987776 L 613.690435 81.175552 L 612.876522 80.363328 L 612.062609 79.551104 L 612.876522 78.738879 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 661.711304 78.738879 L 662.525217 79.551104 L 661.711304 80.363328 L 660.897391 79.551104 L 661.711304 78.738879 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 606.365217 80.363328 L 607.993043 80.363328 L 608.806957 81.175552 L 607.993043 81.987776 L 606.365217 81.987776 L 605.551304 81.175552 L 606.365217 80.363328 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 609.62087 81.987776 L 611.248696 81.987776 L 612.062609 82.8 L 612.876522 83.612224 L 614.504348 83.612224 L 615.318261 84.424448 L 614.504348 85.236672 L 612.876522 85.236672 L 611.248696 85.236672 L 609.62087 85.236672 L 608.806957 84.424448 L 608.806957 82.8 L 609.62087 81.987776 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 621.015652 85.236672 L 620.201739 86.048896 L 621.015652 86.861121 L 622.643478 86.861121 L 623.457391 86.048896 L 622.643478 85.236672 L 621.015652 85.236672 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 609.62087 91.734465 L 610.434783 92.546689 L 609.62087 93.358913 L 608.806957 92.546689 L 609.62087 91.734465 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 624.271304 93.358913 L 625.085217 94.171137 L 624.271304 94.983362 L 623.457391 94.171137 L 624.271304 93.358913 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 627.526957 94.983362 L 628.34087 95.795586 L 627.526957 96.60781 L 626.713043 95.795586 L 627.526957 94.983362 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p6ac4f5877c)" d="M 622.643478 96.60781 L 623.457391 97.420034 L 622.643478 98.232258 L 621.829565 97.420034 L 622.643478 96.60781 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p6ac4f5877c)" d="M 647.06087 27.013782 L 647.617002 27.568761 L 648.688696 28.876917 L 650.316522 28.346185 L 651.944348 28.561373 L 653.572174 29.580998 L 655.248048 29.193209 L 656.827826 30.005433 L 660.083478 30.005433 L 661.711304 31.631544 L 664.966957 31.685021 L 665.725616 32.442105 L 666.594783 33.543887 L 668.222609 34.730475 L 669.850435 34.871517 L 671.478261 35.26718 L 673.106087 36.210227 L 674.733913 36.496824 L 676.361739 36.935479 L 677.989565 37.872202 L 679.617391 38.12483 L 681.245217 38.59529 L 682.873043 39.518093 L 684.50087 39.759854 L 686.128696 40.257845 L 686.592645 40.564347 L 687.756522 41.162874 L 691.012174 41.749121 L 691.538523 42.188795 L 692.64 43.939784 L 694.267826 44.693561 L 695.895652 45.184747 L 696.320291 45.437691 L 697.523478 45.995224 L 699.151304 46.369879 L 699.845005 47.062139 L 700.781379 48.686588 L 702.610945 50.311036 L 704.034783 51.21946 L 704.752295 51.935484 L 705.192628 53.559932 L 705.662609 54.028938 L 707.290435 54.306234 L 708.561001 55.18438 L 708.918261 55.807889 L 709.752826 56.808829 L 710.546087 57.296544 L 711.36 58.433277 L 712.455765 60.057725 L 713.709111 63.306621 L 713.801739 63.399058 L 717.057391 64.744742 L 717.244106 64.93107 L 718.685217 67.735348 L 718.993576 68.179966 L 719.511348 69.804414 L 720.912152 71.428863 L 719.951075 73.053311 L 720.313043 73.478812 L 721.039388 74.677759 L 721.447226 76.302207 L 722.551254 77.926655 L 722.979265 79.551104 L 722.197084 82.8 L 721.94087 83.137204 L 718.661219 86.048896 L 717.057391 87.163998 L 716.620109 87.673345 L 716.016999 90.922241 L 716.730109 92.546689 L 716.91867 94.171137 L 716.460647 95.795586 L 716.933202 97.420034 L 716.361655 99.044482 L 716.179308 100.66893 L 715.687582 102.293379 L 715.429565 102.550859 L 713.801739 103.105603 L 712.173913 104.199794 L 710.546087 104.875745 L 708.918261 104.730051 L 707.290435 104.283834 L 705.662609 103.344024 L 704.034783 103.035117 L 702.146459 103.917827 L 700.77913 104.683921 L 697.523478 104.727569 L 695.895652 105.264176 L 694.267826 104.738546 L 692.64 104.600064 L 691.012174 105.282489 L 689.384348 104.800904 L 687.756522 104.450617 L 686.128696 103.929665 L 684.50087 104.803503 L 682.873043 104.501355 L 681.245217 103.710232 L 679.617391 103.183695 L 677.989565 102.87327 L 676.361739 102.042075 L 674.733913 101.547912 L 673.106087 101.223966 L 671.478261 100.416802 L 669.850435 99.856706 L 668.222609 99.876074 L 666.594783 100.864667 L 665.63885 102.293379 L 664.278103 105.542275 L 664.005095 107.166723 L 662.64778 110.41562 L 662.223665 112.040068 L 661.711304 112.551365 L 660.083478 113.220063 L 659.686994 113.664516 L 659.083135 116.913412 L 657.705097 120.162309 L 657.468117 121.786757 L 656.596097 123.411205 L 656.067407 125.035653 L 655.704033 126.660102 L 654.867837 128.28455 L 654.071811 131.533446 L 653.572174 132.032047 L 651.944348 132.470403 L 651.344809 133.157895 L 650.552736 134.782343 L 650.316522 135.008166 L 647.06087 133.970119 L 643.805217 133.970119 L 642.177391 132.345345 L 640.549565 132.34567 L 638.921739 130.721222 L 635.666087 130.721221 L 634.038261 129.096774 L 630.782609 129.096774 L 629.154783 127.472326 L 625.89913 127.472326 L 624.271304 125.847878 L 621.015652 125.847878 L 619.387826 124.223429 L 616.132174 124.223429 L 614.504348 122.598981 L 611.248696 122.598981 L 609.62087 120.974532 L 606.365217 120.974524 L 604.737391 119.350085 L 601.481739 119.350085 L 599.853913 117.723875 L 596.598261 117.697425 L 594.156522 115.288964 L 593.916085 113.664516 L 592.870209 112.040068 L 591.714783 111.227844 L 590.086957 110.927558 L 588.45913 110.012252 L 585.203478 109.038406 L 583.575652 108.236104 L 582.899275 107.166723 L 582.396765 105.542275 L 581.321505 103.917827 L 579.506087 100.66893 L 578.286517 97.420034 L 578.07939 95.795586 L 578.0686 94.171137 L 577.872837 92.546689 L 577.877748 90.922241 L 577.402409 89.297793 L 577.895393 86.048896 L 578.692174 84.830652 L 580.32 83.844886 L 581.11933 82.8 L 581.414128 81.175552 L 582.36092 79.551104 L 583.068334 76.302207 L 584.013815 74.677759 L 584.720579 71.428863 L 585.665421 69.804414 L 586.3611 66.555518 L 587.258647 64.93107 L 588.028337 61.682173 L 588.930418 60.057725 L 589.279125 58.433277 L 589.177654 56.808829 L 588.949088 55.18438 L 590.086957 54.486571 L 590.913894 53.559932 L 589.78769 51.935484 L 590.086957 51.602254 L 591.714783 50.782758 L 592.187485 50.311036 L 592.842631 47.062139 L 593.342609 46.278474 L 594.19228 45.437691 L 594.970435 44.944805 L 596.598261 44.524079 L 597.406831 43.813243 L 598.2471 42.188795 L 599.853913 41.462394 L 601.481739 40.881002 L 601.799053 40.564347 L 603.109565 39.752122 L 606.365217 38.206389 L 607.993043 37.72193 L 608.429732 37.31545 L 609.62087 36.541356 L 611.468931 35.691002 L 614.504348 33.737008 L 615.300194 32.442105 L 616.132174 31.598842 L 617.76 31.058748 L 618.061519 30.817657 L 619.387826 29.99274 L 621.015652 29.845127 L 622.643478 30.059833 L 624.271304 29.843514 L 625.89913 30.090895 L 627.526957 28.966417 L 627.862798 29.193209 L 629.154783 29.817528 L 630.782609 28.47446 L 632.410435 28.874187 L 634.038261 28.331492 L 635.666087 28.347349 L 637.293913 28.884546 L 638.921739 28.515641 L 640.549565 28.380985 L 642.177391 28.515329 L 643.805217 27.791223 L 645.433043 28.229251 L 647.06087 27.013782 L 647.06087 27.013782 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 561.6 158.336842 L 586.393125 158.336842 L 586.393125 146.723092 L 561.6 146.723092 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=0 --> <defs> <path d="M 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/> </defs> <g style="fill:#ffffff;" transform="translate(561.6 155.841217)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p5cdaea42fc)"> <image height="151.2" id="image2a6c1e18ce" transform="scale(1 -1)translate(0 -151.2)" width="187.2" x="374" xlink:href="data:image/png;base64,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" y="-7.4"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p5cdaea42fc)" d="M 448.466087 54.372156 L 449.28 55.18438 L 449.28 56.808829 L 448.466087 57.621053 L 447.652174 56.808829 L 447.652174 55.18438 L 448.466087 54.372156 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 453.349565 55.996605 L 454.977391 55.996605 L 457.41913 58.433277 L 457.41913 60.057725 L 458.233043 60.869949 L 464.744348 60.869949 L 466.372174 59.245501 L 468 60.869949 L 469.627826 59.245501 L 471.255652 59.245501 L 472.883478 60.869949 L 474.511304 60.869949 L 476.13913 62.494397 L 479.394783 62.494397 L 482.650435 65.743294 L 484.278261 65.743294 L 485.906087 67.367742 L 489.161739 67.367742 L 489.975652 68.179966 L 489.975652 69.804414 L 492.417391 72.241087 L 494.045217 72.241087 L 494.85913 73.053311 L 494.045217 73.865535 L 492.417391 73.865535 L 491.603478 74.677759 L 493.231304 76.302207 L 492.417391 77.114431 L 490.789565 77.114431 L 489.161739 75.489983 L 487.533913 75.489983 L 486.72 74.677759 L 486.72 73.053311 L 485.906087 72.241087 L 484.278261 72.241087 L 482.650435 70.616638 L 479.394783 70.616638 L 478.58087 69.804414 L 478.58087 68.179966 L 477.766957 67.367742 L 476.13913 68.99219 L 474.511304 68.99219 L 472.883478 67.367742 L 471.255652 67.367742 L 469.627826 65.743294 L 468 67.367742 L 464.744348 67.367742 L 463.116522 65.743294 L 461.488696 67.367742 L 459.86087 65.743294 L 458.233043 67.367742 L 448.466087 67.367742 L 446.838261 68.99219 L 443.582609 68.99219 L 440.326957 72.241087 L 438.69913 72.241087 L 437.885217 73.053311 L 437.885217 74.677759 L 434.629565 77.926655 L 434.629565 81.175552 L 436.257391 82.8 L 436.257391 84.424448 L 435.443478 85.236672 L 433.815652 83.612224 L 433.001739 84.424448 L 434.629565 86.048896 L 433.815652 86.861121 L 432.187826 86.861121 L 429.746087 84.424448 L 429.746087 82.8 L 431.373913 81.175552 L 430.56 80.363328 L 428.932174 80.363328 L 428.118261 79.551104 L 428.118261 76.302207 L 428.932174 75.489983 L 430.56 75.489983 L 432.187826 73.865535 L 433.815652 73.865535 L 436.257391 71.428863 L 436.257391 68.179966 L 437.071304 67.367742 L 440.326957 67.367742 L 445.210435 62.494397 L 446.838261 64.118846 L 450.093913 64.118846 L 452.535652 61.682173 L 452.535652 60.057725 L 454.163478 58.433277 L 452.535652 56.808829 L 453.349565 55.996605 L 453.349565 55.996605 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 432.187826 57.621053 L 433.001739 58.433277 L 433.001739 60.057725 L 432.187826 60.869949 L 430.56 60.869949 L 429.746087 60.057725 L 430.56 59.245501 L 431.373913 58.433277 L 432.187826 57.621053 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 450.093913 57.621053 L 450.907826 58.433277 L 450.093913 59.245501 L 449.28 58.433277 L 450.093913 57.621053 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 424.048696 62.494397 L 424.862609 63.306621 L 424.862609 64.93107 L 425.676522 65.743294 L 426.490435 66.555518 L 426.490435 68.179966 L 427.304348 68.99219 L 428.932174 68.99219 L 429.746087 69.804414 L 429.746087 71.428863 L 428.932174 72.241087 L 428.118261 71.428863 L 427.304348 70.616638 L 426.490435 71.428863 L 425.676522 72.241087 L 424.862609 73.053311 L 424.048696 73.865535 L 423.234783 73.053311 L 422.42087 72.241087 L 421.606957 71.428863 L 422.42087 70.616638 L 423.234783 69.804414 L 423.234783 68.179966 L 423.234783 66.555518 L 423.234783 64.93107 L 423.234783 63.306621 L 424.048696 62.494397 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 448.466087 70.616638 L 450.093913 70.616638 L 451.721739 70.616638 L 453.349565 70.616638 L 454.163478 71.428863 L 454.163478 73.053311 L 453.349565 73.865535 L 451.721739 73.865535 L 450.907826 74.677759 L 450.907826 76.302207 L 450.093913 77.114431 L 449.28 77.926655 L 448.466087 78.738879 L 447.652174 79.551104 L 446.838261 80.363328 L 445.210435 80.363328 L 444.396522 81.175552 L 444.396522 82.8 L 443.582609 83.612224 L 441.954783 83.612224 L 441.14087 82.8 L 441.14087 81.175552 L 441.14087 79.551104 L 440.326957 78.738879 L 438.69913 78.738879 L 437.885217 77.926655 L 438.69913 77.114431 L 440.326957 77.114431 L 441.14087 76.302207 L 441.14087 74.677759 L 441.954783 73.865535 L 443.582609 73.865535 L 444.396522 73.053311 L 445.210435 72.241087 L 446.838261 72.241087 L 447.652174 71.428863 L 448.466087 70.616638 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 427.304348 73.865535 L 428.118261 74.677759 L 427.304348 75.489983 L 426.490435 74.677759 L 427.304348 73.865535 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 459.86087 77.114431 L 460.674783 77.926655 L 459.86087 78.738879 L 459.046957 77.926655 L 459.86087 77.114431 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 461.488696 78.738879 L 462.302609 79.551104 L 463.116522 80.363328 L 463.930435 79.551104 L 464.744348 78.738879 L 466.372174 78.738879 L 467.186087 79.551104 L 468 80.363328 L 469.627826 80.363328 L 471.255652 80.363328 L 472.069565 81.175552 L 472.069565 82.8 L 472.069565 84.424448 L 472.069565 86.048896 L 471.255652 86.861121 L 470.441739 87.673345 L 470.441739 89.297793 L 469.627826 90.110017 L 468 90.110017 L 467.186087 90.922241 L 466.372174 91.734465 L 464.744348 91.734465 L 463.930435 92.546689 L 463.116522 93.358913 L 461.488696 93.358913 L 459.86087 93.358913 L 458.233043 93.358913 L 456.605217 93.358913 L 455.791304 94.171137 L 454.977391 94.983362 L 454.163478 95.795586 L 453.349565 96.60781 L 452.535652 95.795586 L 452.535652 94.171137 L 452.535652 92.546689 L 453.349565 91.734465 L 454.163478 90.922241 L 454.163478 89.297793 L 454.977391 88.485569 L 455.791304 87.673345 L 456.605217 86.861121 L 458.233043 86.861121 L 459.86087 86.861121 L 461.488696 86.861121 L 463.116522 86.861121 L 463.930435 86.048896 L 463.116522 85.236672 L 462.302609 84.424448 L 462.302609 82.8 L 461.488696 81.987776 L 460.674783 81.175552 L 460.674783 79.551104 L 461.488696 78.738879 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 487.533913 78.738879 L 488.347826 79.551104 L 487.533913 80.363328 L 486.72 79.551104 L 487.533913 78.738879 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 494.045217 78.738879 L 494.85913 79.551104 L 494.045217 80.363328 L 493.231304 79.551104 L 494.045217 78.738879 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 497.30087 78.738879 L 498.928696 78.738879 L 499.742609 79.551104 L 499.742609 81.175552 L 500.556522 81.987776 L 501.370435 82.8 L 501.370435 84.424448 L 500.556522 85.236672 L 498.928696 85.236672 L 498.114783 84.424448 L 498.114783 82.8 L 497.30087 81.987776 L 496.486957 81.175552 L 496.486957 79.551104 L 497.30087 78.738879 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 489.161739 80.363328 L 489.975652 81.175552 L 489.161739 81.987776 L 488.347826 81.175552 L 489.161739 80.363328 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 472.883478 86.861121 L 473.697391 87.673345 L 472.883478 88.485569 L 472.069565 87.673345 L 472.883478 86.861121 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 458.233043 88.485569 L 457.41913 89.297793 L 458.233043 90.110017 L 459.046957 89.297793 L 458.233043 88.485569 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 437.071304 90.110017 L 437.885217 90.922241 L 437.071304 91.734465 L 436.257391 90.922241 L 437.071304 90.110017 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p5cdaea42fc)" d="M 422.42087 78.738879 L 423.234783 79.551104 L 424.048696 80.363328 L 424.862609 81.175552 L 424.048696 81.987776 L 422.42087 81.987776 L 421.606957 81.175552 L 421.606957 79.551104 L 422.42087 78.738879 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 424.048696 90.110017 L 424.862609 90.922241 L 424.048696 91.734465 L 423.234783 90.922241 L 424.048696 90.110017 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 427.304348 90.110017 L 428.932174 90.110017 L 430.56 90.110017 L 431.373913 90.922241 L 432.187826 91.734465 L 433.815652 91.734465 L 435.443478 91.734465 L 436.257391 92.546689 L 435.443478 93.358913 L 433.815652 93.358913 L 432.187826 93.358913 L 430.56 93.358913 L 428.932174 93.358913 L 428.118261 92.546689 L 427.304348 91.734465 L 426.490435 90.922241 L 427.304348 90.110017 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 443.582609 91.734465 L 444.396522 92.546689 L 443.582609 93.358913 L 442.768696 92.546689 L 443.582609 91.734465 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 448.466087 96.60781 L 449.28 97.420034 L 449.28 99.044482 L 448.466087 99.856706 L 447.652174 99.044482 L 447.652174 97.420034 L 448.466087 96.60781 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 437.071304 98.232258 L 438.69913 98.232258 L 439.513043 99.044482 L 440.326957 99.856706 L 441.954783 99.856706 L 443.582609 99.856706 L 445.210435 99.856706 L 446.838261 99.856706 L 447.652174 100.66893 L 446.838261 101.481154 L 445.210435 101.481154 L 444.396522 102.293379 L 443.582609 103.105603 L 442.768696 102.293379 L 441.954783 101.481154 L 440.326957 101.481154 L 438.69913 101.481154 L 437.885217 100.66893 L 437.071304 99.856706 L 436.257391 99.044482 L 437.071304 98.232258 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 427.304348 99.856706 L 428.118261 100.66893 L 427.304348 101.481154 L 426.490435 100.66893 L 427.304348 99.856706 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p5cdaea42fc)" d="M 428.932174 101.481154 L 430.56 101.481154 L 431.373913 102.293379 L 430.56 103.105603 L 428.932174 103.105603 L 428.118261 102.293379 L 428.932174 101.481154 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p5cdaea42fc)" d="M 445.210435 25.524905 L 446.838261 26.475363 L 448.466087 25.288003 L 450.093913 25.377126 L 451.721739 26.363675 L 454.977391 27.042716 L 456.605217 28.006964 L 458.233043 28.40053 L 459.985173 27.568761 L 463.116522 28.36962 L 464.744348 28.669598 L 466.372174 29.687056 L 471.255652 30.510968 L 472.883478 31.023927 L 474.511304 31.90937 L 477.766957 33.25433 L 479.394783 33.593691 L 481.022609 34.624811 L 482.650435 34.869282 L 484.278261 35.366994 L 484.792218 35.691002 L 485.906087 36.260596 L 487.533913 37.934456 L 489.390221 38.939898 L 489.940363 40.564347 L 490.789565 41.334752 L 492.417391 41.558196 L 494.045217 42.512506 L 495.673043 43.09274 L 497.30087 43.312783 L 497.830202 43.813243 L 498.569668 45.437691 L 498.928696 45.779038 L 500.556522 46.249915 L 502.184348 46.389549 L 503.812174 47.154788 L 505.52367 48.686588 L 507.067826 49.428903 L 507.877419 50.311036 L 508.695652 51.565394 L 512.295862 53.559932 L 513.099898 55.18438 L 513.57913 55.617445 L 515.206957 55.910126 L 516.239958 56.808829 L 516.021797 58.433277 L 516.834783 60.137705 L 518.462609 60.698006 L 520.090435 60.981622 L 521.026757 61.682173 L 521.747772 63.306621 L 523.346087 64.168801 L 524.10994 64.93107 L 524.973913 66.897143 L 525.661796 68.179966 L 526.601739 68.895981 L 527.495781 69.804414 L 529.22153 73.053311 L 529.857391 74.824416 L 531.207402 77.926655 L 531.05803 79.551104 L 531.485217 81.210043 L 532.094579 82.8 L 531.235183 84.424448 L 530.723172 86.048896 L 529.857391 87.313653 L 529.360533 87.673345 L 528.229565 88.741997 L 527.81955 89.297793 L 527.469414 90.922241 L 526.601739 92.139838 L 525.859348 92.546689 L 524.973913 93.279029 L 524.44192 94.171137 L 522.421125 95.795586 L 521.027813 99.044482 L 519.702819 100.66893 L 518.462609 101.419778 L 516.834783 101.983244 L 516.43847 102.293379 L 515.206957 102.9806 L 513.57913 103.467285 L 511.951304 103.078898 L 510.323478 104.358377 L 508.695652 103.371078 L 507.067826 104.582099 L 505.44 104.942679 L 503.812174 106.097021 L 502.184348 106.516585 L 500.556522 106.239975 L 498.847939 107.166723 L 497.30087 108.084226 L 495.673043 107.964509 L 494.045217 108.077962 L 492.417391 109.071488 L 490.789565 109.603395 L 489.843095 110.41562 L 490.789565 111.301166 L 492.151576 112.040068 L 492.417391 112.410281 L 492.996158 113.664516 L 493.318433 115.288964 L 493.094522 116.913412 L 492.417391 117.921565 L 490.789565 118.893207 L 489.161739 119.38526 L 487.533913 120.640612 L 485.906087 121.845563 L 485.345562 123.411205 L 485.070386 125.035653 L 484.278261 125.875238 L 482.468795 126.660102 L 481.022609 127.40398 L 479.394783 128.061981 L 479.149042 128.28455 L 477.766957 129.050827 L 476.13913 129.719829 L 474.511304 129.710057 L 472.883478 129.028438 L 470.781582 128.28455 L 469.627826 127.785269 L 468.857864 126.660102 L 468 125.847535 L 466.352359 125.035653 L 464.744348 125.989104 L 463.116522 125.847878 L 461.488696 126.271657 L 461.100929 126.660102 L 460.166049 128.28455 L 459.86087 128.527368 L 458.233043 128.90227 L 456.605217 130.209157 L 454.977391 130.94897 L 453.349565 130.80145 L 451.721739 131.473261 L 450.093913 130.721222 L 446.838261 130.721222 L 445.210435 129.096717 L 441.954783 129.096738 L 440.326957 127.472324 L 437.071304 127.472326 L 435.443478 125.847878 L 433.815652 125.847878 L 432.187826 124.223429 L 428.932174 124.223429 L 427.304348 122.598981 L 424.048696 122.598981 L 422.42087 120.974533 L 419.165217 120.974532 L 417.537391 119.350085 L 414.281739 119.350085 L 412.653913 117.725637 L 409.398261 117.725637 L 407.770435 116.099662 L 406.142609 116.101188 L 404.514783 115.991262 L 402.886957 114.310372 L 401.25913 114.080745 L 399.631304 114.47674 L 398.003478 112.852292 L 396.375652 112.341032 L 396.074062 112.040068 L 394.747826 111.227844 L 393.840131 110.41562 L 392.5776 108.791171 L 392.944007 107.166723 L 391.973422 103.917827 L 390.876395 102.293379 L 391.948594 100.66893 L 392.278864 99.044482 L 390.855139 97.420034 L 390.301695 95.795586 L 390.644799 94.171137 L 389.864348 92.433014 L 389.702649 90.922241 L 389.864348 90.730041 L 390.598678 89.297793 L 390.564676 87.673345 L 390.385028 86.048896 L 390.99731 84.424448 L 391.492174 82.711089 L 392.096271 81.175552 L 393.12 77.751287 L 393.700602 76.302207 L 395.642147 69.804414 L 396.964644 66.555518 L 397.850531 63.306621 L 398.411211 61.682173 L 398.700622 60.057725 L 399.631304 58.717906 L 400.084759 58.433277 L 401.25913 57.303471 L 401.57512 56.808829 L 402.886957 55.996605 L 403.751726 55.18438 L 404.514783 54.014575 L 406.142609 53.044915 L 406.930975 51.935484 L 406.74639 50.311036 L 406.158469 48.686588 L 406.863136 47.062139 L 408.296633 45.437691 L 409.398261 44.625467 L 411.197703 43.813243 L 412.115794 42.188795 L 412.653913 41.801369 L 414.281739 41.243047 L 415.909565 40.093868 L 417.537391 39.655349 L 419.165217 38.623373 L 420.793043 38.127674 L 422.42087 36.764044 L 424.048696 36.402133 L 425.676522 35.312841 L 427.304348 34.878778 L 428.932174 34.926973 L 430.56 34.659971 L 431.154652 34.066554 L 432.187826 33.225535 L 433.815652 33.648732 L 437.071304 32.695373 L 437.325099 32.442105 L 437.937316 30.817657 L 438.69913 30.077781 L 440.326957 29.667768 L 441.954783 28.540451 L 443.582609 28.198747 L 444.213905 27.568761 L 444.790155 25.944313 L 445.210435 25.524905 L 445.210435 25.524905 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_5"> <g id="patch_6"> <path d="M 374.4 158.336842 L 411.1575 158.336842 L 411.1575 146.723092 L 374.4 146.723092 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-17 --> <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 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(374.4 155.841217)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-37"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#pb00fdca846)"> <image height="151.2" id="imageca2672937d" transform="scale(1 -1)translate(0 -151.2)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-7.4"/> </g> <g id="LineCollection_16"> <path clip-path="url(#pb00fdca846)" d="M 261.266087 67.367742 L 262.893913 67.367742 L 263.707826 68.179966 L 263.707826 71.428863 L 265.335652 73.053311 L 264.521739 73.865535 L 262.893913 73.865535 L 261.266087 75.489983 L 260.452174 74.677759 L 260.452174 73.053311 L 259.638261 72.241087 L 253.94087 77.926655 L 253.94087 82.8 L 250.685217 86.048896 L 251.49913 86.861121 L 253.126957 86.861121 L 254.754783 85.236672 L 255.568696 86.048896 L 255.568696 87.673345 L 256.382609 88.485569 L 258.010435 88.485569 L 260.452174 90.922241 L 260.452174 92.546689 L 261.266087 93.358913 L 262.893913 93.358913 L 263.707826 94.171137 L 263.707826 95.795586 L 262.893913 96.60781 L 261.266087 94.983362 L 259.638261 94.983362 L 258.010435 93.358913 L 256.382609 94.983362 L 253.126957 94.983362 L 252.313043 95.795586 L 253.94087 97.420034 L 252.313043 99.044482 L 252.313043 102.293379 L 253.94087 103.917827 L 253.126957 104.730051 L 251.49913 104.730051 L 250.685217 103.917827 L 250.685217 102.293379 L 249.871304 101.481154 L 248.243478 101.481154 L 245.801739 99.044482 L 245.801739 97.420034 L 244.987826 96.60781 L 243.36 98.232258 L 241.732174 98.232258 L 240.104348 96.60781 L 238.476522 96.60781 L 237.662609 95.795586 L 239.290435 94.171137 L 239.290435 92.546689 L 236.034783 89.297793 L 236.034783 86.048896 L 236.848696 85.236672 L 238.476522 86.861121 L 240.104348 85.236672 L 241.732174 85.236672 L 243.36 86.861121 L 245.801739 84.424448 L 244.173913 82.8 L 247.429565 79.551104 L 245.801739 77.926655 L 245.801739 76.302207 L 244.987826 75.489983 L 243.36 77.114431 L 242.546087 76.302207 L 242.546087 73.053311 L 243.36 72.241087 L 244.987826 73.865535 L 246.615652 73.865535 L 247.429565 73.053311 L 247.429565 69.804414 L 248.243478 68.99219 L 251.49913 72.241087 L 253.126957 70.616638 L 254.754783 70.616638 L 256.382609 68.99219 L 258.010435 70.616638 L 261.266087 67.367742 L 261.266087 67.367742 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb00fdca846)" d="M 267.777391 72.241087 L 269.405217 72.241087 L 271.033043 72.241087 L 271.846957 73.053311 L 271.033043 73.865535 L 269.405217 73.865535 L 267.777391 73.865535 L 266.963478 73.053311 L 267.777391 72.241087 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb00fdca846)" d="M 249.871304 80.363328 L 249.057391 81.175552 L 249.871304 81.987776 L 250.685217 81.175552 L 249.871304 80.363328 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb00fdca846)" d="M 249.871304 91.734465 L 249.057391 92.546689 L 249.871304 93.358913 L 250.685217 92.546689 L 249.871304 91.734465 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb00fdca846)" d="M 246.615652 93.358913 L 245.801739 94.171137 L 246.615652 94.983362 L 247.429565 94.171137 L 246.615652 93.358913 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#pb00fdca846)" d="M 266.149565 37.046046 L 267.777391 37.271774 L 269.405217 36.659682 L 272.66087 38.170732 L 274.288696 38.099399 L 275.916522 37.599798 L 277.544348 38.133486 L 279.172174 38.127674 L 280.8 37.806628 L 285.683478 39.838059 L 287.311304 39.935478 L 288.93913 39.741586 L 290.566957 39.977657 L 292.194783 40.862867 L 293.822609 41.356621 L 295.450435 41.527213 L 296.285514 42.188795 L 297.078261 43.850526 L 298.706087 44.667079 L 300.333913 45.092525 L 300.679797 45.437691 L 301.193931 47.062139 L 301.961739 47.772325 L 303.12587 48.686588 L 303.589565 49.435809 L 305.217391 50.594031 L 305.979414 51.935484 L 306.845217 53.034579 L 308.711617 53.559932 L 310.10087 55.370355 L 310.816339 56.808829 L 312.757424 58.433277 L 313.356522 59.379678 L 314.181715 60.057725 L 314.837212 61.682173 L 314.984348 63.398675 L 318.24 64.416228 L 319.867826 65.262413 L 321.495652 65.686926 L 322.580008 66.555518 L 323.661496 68.179966 L 324.031308 69.804414 L 323.73882 71.428863 L 325.815439 73.053311 L 326.37913 74.172765 L 326.789521 74.677759 L 328.006957 75.351616 L 329.634783 75.64087 L 331.056456 76.302207 L 331.262609 76.552007 L 331.838828 77.926655 L 333.972586 79.551104 L 333.582977 81.175552 L 334.202406 82.8 L 334.065966 84.424448 L 333.550038 86.048896 L 333.65761 87.673345 L 334.002799 89.297793 L 333.97197 90.922241 L 334.518261 91.593127 L 336.146087 92.288743 L 336.414092 92.546689 L 335.68239 94.171137 L 334.518261 97.636049 L 333.715874 99.044482 L 332.890435 99.642301 L 331.900039 100.66893 L 331.262609 102.350954 L 329.54831 103.917827 L 328.006957 105.569352 L 324.751304 107.950098 L 323.123478 108.111047 L 321.495652 109.070637 L 319.867826 108.259597 L 318.24 107.892686 L 316.612174 107.771324 L 314.984348 108.331668 L 313.356522 107.939801 L 312.485187 108.791171 L 311.728696 110.8418 L 311.182436 112.040068 L 310.851476 113.664516 L 310.346213 115.288964 L 310.10087 115.641632 L 309.465637 116.913412 L 309.245329 118.537861 L 308.473043 120.397013 L 307.850998 121.786757 L 307.554763 123.411205 L 306.845217 124.119279 L 305.13704 125.035653 L 304.31308 126.660102 L 303.589565 127.231678 L 301.961739 127.765115 L 300.333913 127.472326 L 297.078261 129.002269 L 295.450435 129.476602 L 294.970382 129.908998 L 293.822609 130.663487 L 292.194783 130.191644 L 290.566957 130.911216 L 288.93913 130.633732 L 287.305255 131.533446 L 286.176818 129.908998 L 285.683478 129.416682 L 284.055652 129.036175 L 282.427826 128.2271 L 281.703332 126.660102 L 281.297807 125.035653 L 280.8 124.53888 L 279.172174 124.071611 L 278.416133 123.411205 L 277.544348 122.380667 L 275.82018 121.786757 L 273.901875 120.162309 L 272.66087 119.394912 L 271.033043 119.062843 L 266.149565 117.583213 L 264.521739 116.9742 L 262.893913 117.939111 L 262.446635 118.537861 L 261.798524 121.786757 L 260.823981 123.411205 L 260.146818 126.660102 L 259.24244 128.28455 L 259.638261 128.781585 L 260.353422 129.908998 L 259.638261 130.593783 L 258.010435 129.096774 L 254.754783 129.095724 L 253.126957 127.471358 L 249.871304 127.472326 L 248.243478 125.847878 L 244.987826 125.847877 L 243.36 124.223429 L 240.104348 124.223429 L 238.476522 122.598981 L 235.22087 122.59898 L 233.593043 120.974532 L 230.337391 120.974532 L 228.709565 119.350085 L 225.453913 119.350085 L 223.826087 117.711515 L 222.198261 117.725637 L 220.570435 115.98883 L 218.942609 115.144286 L 217.314783 114.647624 L 215.686957 114.47223 L 214.836454 113.664516 L 213.92018 112.040068 L 212.431304 111.266989 L 211.758438 110.41562 L 211.238319 108.791171 L 210.067278 107.166723 L 210.099159 105.542275 L 209.937919 103.917827 L 209.017438 102.293379 L 208.455727 100.66893 L 208.987809 99.044482 L 208.275425 97.420034 L 208.290836 95.795586 L 207.547826 93.918766 L 206.877971 92.546689 L 206.709581 90.922241 L 207.082561 89.297793 L 208.047598 87.673345 L 208.699848 84.424448 L 209.704566 82.8 L 209.989565 81.175552 L 210.126655 79.551104 L 209.65387 77.926655 L 210.236987 74.677759 L 211.134133 73.053311 L 212.431304 68.927899 L 212.823665 68.179966 L 213.902923 66.555518 L 214.418487 64.93107 L 215.256178 63.306621 L 215.686957 62.985445 L 217.314783 61.01678 L 218.990869 60.057725 L 219.720831 58.433277 L 219.800108 56.808829 L 220.570435 55.740787 L 222.198261 54.866119 L 223.826087 54.304206 L 224.477939 53.559932 L 224.731959 51.935484 L 225.453913 51.193816 L 227.081739 50.833888 L 228.709565 49.330252 L 230.337391 48.482403 L 231.965217 46.826341 L 235.22087 44.818289 L 236.848696 44.306535 L 238.476522 43.324113 L 240.104348 42.658744 L 241.732174 42.274814 L 243.36 42.68277 L 243.984678 42.188795 L 244.987826 41.576015 L 246.615652 41.007046 L 247.156116 40.564347 L 248.243478 39.866202 L 249.871304 39.434649 L 251.49913 38.830857 L 253.126957 39.364935 L 253.586853 38.939898 L 254.754783 38.18721 L 256.382609 38.818566 L 258.010435 37.986329 L 259.638261 38.308185 L 261.266087 37.731736 L 262.893913 38.071947 L 266.149565 37.046046 L 266.149565 37.046046 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_6"> <g id="patch_7"> <path d="M 187.2 158.336842 L 223.9575 158.336842 L 223.9575 146.723092 L 187.2 146.723092 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-34 --> <g style="fill:#ffffff;" transform="translate(187.2 155.841217)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-34"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p41bee863ef)"> <image height="151.2" id="image1affea9736" transform="scale(1 -1)translate(0 -151.2)" width="187.2" x="0" xlink:href="data:image/png;base64,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" y="-7.4"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p41bee863ef)" d="M 69.182609 48.112468 L 70.810435 48.181332 L 72.438261 48.110697 L 74.066087 47.881605 L 75.693913 48.042117 L 77.321739 47.372909 L 78.949565 47.893161 L 80.577391 47.874363 L 82.205217 47.455029 L 85.46087 48.814368 L 95.227826 52.613402 L 96.855652 53.157883 L 98.483478 54.024008 L 100.111304 54.418329 L 101.975265 55.18438 L 103.366957 55.822119 L 104.994783 56.126408 L 106.287507 56.808829 L 106.622609 57.21564 L 107.208334 58.433277 L 108.250435 59.314507 L 109.878261 59.524569 L 110.415344 60.057725 L 110.900497 61.682173 L 111.506087 62.223535 L 113.133913 62.942417 L 113.498875 63.306621 L 114.256408 66.555518 L 114.761739 66.913955 L 116.389565 67.794422 L 116.773493 68.179966 L 117.049478 69.804414 L 117.925095 71.428863 L 118.052584 73.053311 L 119.163346 74.677759 L 119.645217 75.741082 L 120.388607 76.302207 L 121.273043 78.069787 L 122.302264 79.551104 L 122.90087 80.711838 L 123.772445 81.175552 L 124.528696 81.431244 L 127.878594 84.424448 L 128.638681 86.048896 L 129.76412 87.673345 L 128.881036 89.297793 L 128.596234 90.922241 L 127.784348 92.612953 L 126.156522 93.300578 L 124.528696 93.710853 L 122.90087 93.477148 L 121.918374 94.171137 L 121.273043 94.79268 L 119.645217 93.921979 L 119.395541 94.171137 L 118.537957 95.795586 L 117.818956 97.420034 L 114.761739 99.443231 L 114.159079 99.044482 L 113.133913 98.619363 L 112.642555 99.044482 L 111.1187 102.293379 L 110.729548 103.917827 L 109.878261 106.302912 L 109.703478 107.166723 L 109.878261 107.343643 L 110.763573 108.791171 L 109.878261 111.010841 L 109.390936 112.040068 L 109.084055 113.664516 L 108.11562 115.288964 L 106.622609 116.029033 L 105.944046 116.913412 L 105.803825 118.537861 L 104.994783 119.538944 L 103.366957 119.958762 L 103.136408 120.162309 L 101.73913 121.06397 L 100.111304 121.977189 L 98.483478 121.418386 L 96.855652 121.184489 L 95.227826 122.230872 L 93.6 121.542438 L 93.162298 121.786757 L 91.972174 122.314598 L 91.071399 121.786757 L 90.344348 121.115658 L 88.716522 120.737794 L 87.088696 119.057675 L 85.46087 118.111911 L 84.735242 116.913412 L 84.309995 115.288964 L 83.833043 114.771034 L 83.068608 113.664516 L 82.205217 111.881575 L 80.577391 111.391016 L 78.949565 111.074664 L 75.693913 109.728561 L 74.066087 109.434369 L 70.810435 108.036068 L 69.037624 108.791171 L 67.554783 113.538846 L 67.480352 113.664516 L 66.829519 115.288964 L 66.78909 116.913412 L 67.554783 117.578665 L 69.182609 117.732861 L 70.254301 118.537861 L 71.19424 120.162309 L 71.638023 121.786757 L 72.799209 123.411205 L 71.859914 125.035653 L 71.235653 126.660102 L 70.810435 127.084438 L 69.182609 128.319443 L 67.554783 129.096774 L 65.926957 127.463214 L 62.671304 127.45749 L 61.043478 125.847878 L 57.787826 125.847878 L 56.16 124.223429 L 52.904348 124.200251 L 51.276522 122.598981 L 48.02087 122.592295 L 46.393043 120.974533 L 43.137391 120.971207 L 42.326811 120.162309 L 41.118097 118.537861 L 40.858615 116.913412 L 42.201198 113.664516 L 42.220307 112.040068 L 41.509565 111.604205 L 40.763349 110.41562 L 39.881739 109.576015 L 38.253913 109.403172 L 36.626087 110.060645 L 34.998261 109.646877 L 33.370435 108.999883 L 33.161289 108.791171 L 31.819756 105.542275 L 31.742609 105.465288 L 30.114783 102.583523 L 29.824035 102.293379 L 30.525753 100.66893 L 30.93894 99.044482 L 29.903553 97.420034 L 30.249082 95.795586 L 30.901622 94.171137 L 30.114783 92.463776 L 29.297916 90.922241 L 29.258959 87.673345 L 30.114783 85.672031 L 30.687177 84.424448 L 30.571759 82.8 L 30.126583 81.175552 L 30.284694 79.551104 L 30.712122 77.926655 L 31.742609 76.031807 L 33.370435 75.490562 L 33.856022 74.677759 L 34.135364 73.053311 L 34.998261 70.671618 L 35.353594 69.804414 L 35.748777 68.179966 L 36.626087 65.709763 L 36.946423 64.93107 L 38.253913 63.183749 L 39.881739 61.468072 L 41.89132 60.057725 L 43.267971 56.808829 L 44.765217 56.009466 L 46.60817 55.18438 L 48.02087 54.337623 L 51.276522 54.349146 L 54.532174 52.747708 L 57.787826 51.06879 L 59.415652 51.061065 L 61.043478 51.714726 L 64.29913 50.955015 L 65.926957 49.704412 L 67.554783 49.299175 L 69.182609 48.112468 L 69.182609 48.112468 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 0 158.336842 L 36.7575 158.336842 L 36.7575 146.723092 L 0 146.723092 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- x=-51 --> <g style="fill:#ffffff;" transform="translate(0 155.841217)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="pc9e031e35d"> <rect height="165.6" width="1310.4" x="0" y="0"/> </clipPath> <clipPath id="pa245322430"> <rect height="151.073684" width="187.2" x="1123.2" y="7.263158"/> </clipPath> <clipPath id="p475db06fa9"> <rect height="151.073684" width="187.2" x="936" y="7.263158"/> </clipPath> <clipPath id="p6593511a37"> <rect height="151.073684" width="187.2" x="748.8" y="7.263158"/> </clipPath> <clipPath id="p6ac4f5877c"> <rect height="151.073684" width="187.2" x="561.6" y="7.263158"/> </clipPath> <clipPath id="p5cdaea42fc"> <rect height="151.073684" width="187.2" x="374.4" y="7.263158"/> </clipPath> <clipPath id="pb00fdca846"> <rect height="151.073684" width="187.2" x="187.2" y="7.263158"/> </clipPath> <clipPath id="p41bee863ef"> <rect height="151.073684" width="187.2" x="0" y="7.263158"/> </clipPath> </defs></g>
  5. <g transform="translate(0, 304.55725190839695) scale(1.0) "><defs> <style type="text/css">*{stroke-linecap:butt;stroke-linejoin:round;} </style> </defs> <g id="segmentation-y-5abfd9dc-ee32-42c1-876f-20d55ae79e94"> <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(#p2336bb1ce2)"> <image height="165.6" id="image90ffb0cff8" transform="scale(1 -1)translate(0 -165.6)" width="1109.04" x="0" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAEg0AAAKyCAYAAAD4cin/AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzs3EERACEQwLDl/HsGC/yOziQKqqBrZvYAAAAAAAAAAAAAAAAAAAAAAADP+/4OAAAAAAAAAAAAAAAAAAAAAAAA7pgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAAAAAAAAAAAAAAESYBgEAAAAAAAAAAAAAAAAAAAAAQIRpEAAAAAAAAAAAAAAAAAAAAAAARJgGAQAAAAAAAAAAAAAAAAAAAABAhGkQAAAAAAAAAAAAAAAAAAAAAABEmAYBAAAAAAAAAAAAAAAAAAAAAECEaRAAAAAAAAAAHHbugAQAAABA0P/X7Qh0iAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAABqG8wlAAAXVUlEQVQAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAgNi5AxIAAAAAQf9ftyPQITIhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAAAAAAAAAAAAAE9IgAAAAAAAAAAAAAAAAAAAAAACYkAYBAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAAAACakQQAAAAAAAAAAAAAAAAAAAAAAMCENAgAAAAAAAAAAAAAAAAAAAACACWkQAAAAAAAAAAAAAAAAAAAAAABMSIMAAAAAAAAAAAAAAAAAAAAAAGBCGgQAAAAAAAAAAAAAAAAAAAAAABPSIAAAAAAAAAAAAAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAAT0iAAAAAAAAAAAAAAAAAAAAAAAJiQBgEAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAAAJqRBAAAAAAAAAAAAAAAAAAAAAAAwIQ0CAAAAAAAAAAAAAAAAAAAAAIAJaRAAAAAAAAAAAAAAAAAAAAAAAExIgwAAAAAAAAAAAAAAAAAAAAAAYEIaBAAAAAAAAAAAUDt3QAIAAAAg6P/rdgQ6RAAAAAAAAAAAmJAGAQAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAAAmpEEAAAAAAAAAAAAAAAAAAAAAADAhDQIAAAAAAAAAAAAAAAAAAAAAgAlpEAAAAAAAAAAAAAAAAAAAAAAATEiDAAAAAAAAAAAAAAAAAAAAAABgQhoEAAAAAAAAAAAAAAAAAAAAAAATASPPBmNrhzo5AAAAAElFTkSuQmCC" y="-0"/> </g> </g> <g id="axes_2"> <g clip-path="url(#p5dbda64836)"> <image height="145.92" id="image3a7cc5809a" transform="scale(1 -1)translate(0 -145.92)" width="158.64" x="0" xlink:href="data:image/png;base64,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" y="-9.68"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p5dbda64836)" d="M 80.768317 52.068034 L 82.336634 53.77878 L 83.334558 54.594582 L 83.90495 55.237 L 85.473267 55.599934 L 87.041584 55.295705 L 88.611622 56.161549 L 89.909692 57.728517 L 90.178218 58.533228 L 90.895503 59.295485 L 91.746535 59.749388 L 93.38933 59.295485 L 94.883168 59.759109 L 96.630406 60.862452 L 98.302779 62.42942 L 99.588119 63.406742 L 100.134028 63.996388 L 101.175025 65.563355 L 102.724752 66.600777 L 103.288564 67.130323 L 104.178025 70.264259 L 103.383695 71.831226 L 103.761985 73.398194 L 102.841393 74.965162 L 103.353093 76.532129 L 104.293069 77.609077 L 105.082715 78.099097 L 105.861386 79.024615 L 106.12221 79.666065 L 106.540694 81.233032 L 107.429703 83.519485 L 107.818061 84.366968 L 108.254232 85.933935 L 108.188519 87.500903 L 107.910071 89.067871 L 108.150155 90.634838 L 108.99802 92.518634 L 109.607945 93.768774 L 109.498264 95.335741 L 108.802502 96.902709 L 108.99802 97.303321 L 109.430536 98.469677 L 108.99802 98.923608 L 107.081412 101.603612 L 106.617505 103.17058 L 106.676283 104.737548 L 105.708662 106.304515 L 104.293069 107.216189 L 102.724752 108.872137 L 77.631683 109.156678 L 76.063366 109.049356 L 75.631016 109.438451 L 72.926733 111.488215 L 69.790099 111.625461 L 68.221782 112.336766 L 64.742558 112.572386 L 63.516832 112.973886 L 60.380198 113.069047 L 58.811881 112.394334 L 55.675248 112.435434 L 54.106931 112.619715 L 52.512685 112.572386 L 50.970297 111.136919 L 46.265347 110.970994 L 42.828831 107.871483 L 42.353553 106.304515 L 42.530314 104.737548 L 40.562399 101.603612 L 39.992079 99.90057 L 40.522642 98.469677 L 40.683816 96.902709 L 39.896499 95.335741 L 40.330702 93.768774 L 40.673851 92.201806 L 39.559654 90.634838 L 40.552192 87.500903 L 40.818491 85.933935 L 41.517541 84.366968 L 40.770532 82.8 L 40.721995 81.233032 L 41.106115 79.666065 L 41.759962 78.099097 L 42.12233 76.532129 L 42.754582 74.965162 L 44.624683 73.398194 L 44.914457 71.831226 L 47.833663 68.323536 L 49.255125 67.130323 L 49.40198 66.700517 L 49.91481 65.563355 L 50.970297 64.411968 L 52.538614 64.708773 L 53.120599 63.996388 L 54.106931 60.648196 L 55.675248 59.244496 L 57.243564 58.002107 L 60.380198 57.503961 L 61.948515 58.040192 L 63.516832 58.205657 L 65.085149 58.098151 L 69.790099 57.389379 L 71.358416 57.323288 L 72.926733 56.692298 L 73.608757 57.728517 L 73.834677 59.295485 L 72.838525 60.862452 L 72.926733 61.016673 L 74.49505 61.886071 L 76.063366 61.694548 L 76.626507 60.862452 L 77.152988 59.295485 L 76.969291 57.728517 L 77.716332 56.161549 L 79.2 55.759073 L 80.124211 54.594582 L 80.078854 53.027614 L 80.768317 52.068034 L 80.768317 52.068034 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 28.836152 L 22.52625 28.836152 L 22.52625 17.222402 L 15.84 17.222402 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 26.340527)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 28.836152 L 142.56 28.836152 L 142.56 17.222402 L 134.221875 17.222402 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 26.340527)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 155.663997 L 36.7575 155.663997 L 36.7575 144.050247 L 0 144.050247 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(0 153.168372)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(#p65c188c8b6)"> <image height="145.92" id="image232c35bb2a" transform="scale(1 -1)translate(0 -145.92)" width="158.4" x="158" xlink:href="data:image/png;base64,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" y="-9.68"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p65c188c8b6)" d="M 220.348515 66.346839 L 221.132673 67.130323 L 220.348515 67.913807 L 219.564356 67.130323 L 220.348515 66.346839 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 250.146535 67.913807 L 250.930693 68.697291 L 250.146535 69.480775 L 249.362376 68.697291 L 250.146535 67.913807 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 251.714851 69.480775 L 253.283168 69.480775 L 254.067327 70.264259 L 254.067327 71.831226 L 253.283168 72.61471 L 252.49901 71.831226 L 251.714851 71.047742 L 250.930693 70.264259 L 251.714851 69.480775 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 218.780198 71.047742 L 220.348515 71.047742 L 221.916832 71.047742 L 223.485149 71.047742 L 224.269307 71.831226 L 223.485149 72.61471 L 221.916832 72.61471 L 221.132673 73.398194 L 220.348515 74.181678 L 219.564356 74.965162 L 219.564356 76.532129 L 218.780198 77.315613 L 217.211881 77.315613 L 216.427723 78.099097 L 215.643564 78.882581 L 214.859406 79.666065 L 214.075248 80.449548 L 213.291089 81.233032 L 214.075248 82.016516 L 214.859406 82.8 L 214.859406 84.366968 L 214.859406 85.933935 L 214.075248 86.717419 L 212.506931 86.717419 L 211.722772 87.500903 L 210.938614 88.284387 L 209.370297 88.284387 L 208.586139 87.500903 L 208.586139 85.933935 L 208.586139 84.366968 L 209.370297 83.583484 L 210.154455 82.8 L 210.154455 81.233032 L 210.154455 79.666065 L 210.938614 78.882581 L 212.506931 78.882581 L 213.291089 78.099097 L 214.075248 77.315613 L 214.859406 76.532129 L 214.859406 74.965162 L 215.643564 74.181678 L 217.211881 74.181678 L 217.99604 73.398194 L 217.99604 71.831226 L 218.780198 71.047742 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 212.506931 72.61471 L 213.291089 73.398194 L 213.291089 74.965162 L 213.291089 76.532129 L 212.506931 77.315613 L 211.722772 76.532129 L 211.722772 74.965162 L 211.722772 73.398194 L 212.506931 72.61471 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 209.370297 89.851355 L 210.154455 90.634838 L 210.938614 91.418322 L 211.722772 92.201806 L 211.722772 93.768774 L 210.938614 94.552258 L 209.370297 94.552258 L 208.586139 93.768774 L 208.586139 92.201806 L 208.586139 90.634838 L 209.370297 89.851355 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 256.419802 91.418322 L 257.20396 92.201806 L 256.419802 92.98529 L 255.635644 92.201806 L 256.419802 91.418322 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 239.168317 92.98529 L 239.952475 93.768774 L 239.168317 94.552258 L 238.384158 93.768774 L 239.168317 92.98529 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 250.146535 92.98529 L 251.714851 92.98529 L 253.283168 92.98529 L 254.067327 93.768774 L 253.283168 94.552258 L 252.49901 95.335741 L 252.49901 96.902709 L 251.714851 97.686193 L 250.930693 96.902709 L 250.930693 95.335741 L 250.146535 94.552258 L 249.362376 93.768774 L 250.146535 92.98529 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 215.643564 94.552258 L 216.427723 95.335741 L 215.643564 96.119225 L 214.859406 95.335741 L 215.643564 94.552258 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 231.326733 97.686193 L 232.110891 98.469677 L 231.326733 99.253161 L 230.542574 98.469677 L 231.326733 97.686193 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 234.463366 97.686193 L 236.031683 97.686193 L 236.815842 98.469677 L 236.031683 99.253161 L 234.463366 99.253161 L 233.679208 98.469677 L 234.463366 97.686193 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p65c188c8b6)" d="M 221.916832 78.882581 L 222.70099 79.666065 L 222.70099 81.233032 L 221.916832 82.016516 L 221.132673 81.233032 L 221.132673 79.666065 L 221.916832 78.882581 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 234.463366 82.016516 L 235.247525 82.8 L 235.247525 84.366968 L 234.463366 85.150452 L 233.679208 84.366968 L 233.679208 82.8 L 234.463366 82.016516 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 226.621782 83.583484 L 227.405941 84.366968 L 227.405941 85.933935 L 227.405941 87.500903 L 226.621782 88.284387 L 225.837624 87.500903 L 225.837624 85.933935 L 225.837624 84.366968 L 226.621782 83.583484 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 239.168317 86.717419 L 240.736634 86.717419 L 241.520792 87.500903 L 240.736634 88.284387 L 239.168317 88.284387 L 238.384158 87.500903 L 239.168317 86.717419 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 218.780198 89.851355 L 220.348515 89.851355 L 221.132673 90.634838 L 220.348515 91.418322 L 218.780198 91.418322 L 217.99604 90.634838 L 218.780198 89.851355 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 247.009901 89.851355 L 248.578218 89.851355 L 250.146535 89.851355 L 251.714851 89.851355 L 252.49901 90.634838 L 251.714851 91.418322 L 250.146535 91.418322 L 248.578218 91.418322 L 247.009901 91.418322 L 246.225743 90.634838 L 247.009901 89.851355 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 234.463366 91.418322 L 235.247525 92.201806 L 234.463366 92.98529 L 233.679208 92.201806 L 234.463366 91.418322 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 229.758416 97.686193 L 230.542574 98.469677 L 229.758416 99.253161 L 228.974257 98.469677 L 229.758416 97.686193 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 215.643564 99.253161 L 216.427723 100.036645 L 216.427723 101.603612 L 216.427723 103.17058 L 215.643564 103.954064 L 214.859406 103.17058 L 214.859406 101.603612 L 214.859406 100.036645 L 215.643564 99.253161 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 226.621782 99.253161 L 227.405941 100.036645 L 226.621782 100.820128 L 225.837624 100.036645 L 226.621782 99.253161 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p65c188c8b6)" d="M 214.075248 108.654967 L 214.859406 109.438451 L 214.075248 110.221934 L 213.291089 109.438451 L 214.075248 108.654967 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p65c188c8b6)" d="M 225.053465 37.113398 L 226.621782 36.968672 L 228.190099 37.829131 L 229.758416 38.254414 L 236.031683 38.141421 L 237.6 38.551487 L 238.06609 38.924905 L 239.168317 39.651661 L 242.30495 39.331901 L 247.085393 38.924905 L 248.578218 39.525916 L 249.990614 40.491872 L 250.146535 40.745445 L 250.680875 42.05884 L 251.714851 43.055178 L 253.283168 43.879198 L 254.851485 43.559403 L 256.419802 43.570016 L 257.988119 43.205623 L 259.556436 43.944947 L 261.37491 45.192776 L 262.094769 46.759743 L 262.693069 47.435628 L 265.829703 50.092441 L 268.966337 53.485853 L 270.683879 54.594582 L 272.209542 56.161549 L 273.056148 57.728517 L 273.671287 58.240403 L 275.681554 60.862452 L 275.92056 62.42942 L 276.327488 63.996388 L 277.247353 65.563355 L 277.956983 68.697291 L 278.853704 70.264259 L 279.160396 71.831226 L 278.189341 73.398194 L 277.601467 74.965162 L 277.592079 76.532129 L 277.997369 78.099097 L 278.830007 79.666065 L 279.242217 81.233032 L 279.48216 82.8 L 279.944554 83.294455 L 280.690432 84.366968 L 282.460841 87.500903 L 282.446552 95.335741 L 281.200671 96.902709 L 280.948706 98.469677 L 281.015227 100.036645 L 279.730658 101.603612 L 277.403075 103.17058 L 276.378405 104.737548 L 274.670013 107.871483 L 274.498442 109.438451 L 275.38929 112.572386 L 276.729236 114.139354 L 277.01786 115.706321 L 276.396054 117.273289 L 276.245216 118.840257 L 275.239604 119.491173 L 273.671287 119.623741 L 251.714851 119.623741 L 215.643564 119.623741 L 214.075248 121.190708 L 193.687129 121.183623 L 192.474431 120.407224 L 192.118812 118.724229 L 190.469313 117.273289 L 190.822394 115.706321 L 191.385423 114.139354 L 192.106809 111.005418 L 190.550495 109.10831 L 189.073289 107.871483 L 188.650373 106.304515 L 188.36141 104.737548 L 187.798946 103.17058 L 187.413861 102.744244 L 186.769482 101.603612 L 186.980006 100.036645 L 186.732619 96.902709 L 185.844511 95.335741 L 185.142915 93.768774 L 185.207979 92.201806 L 184.564786 90.634838 L 185.100212 89.067871 L 185.157581 87.500903 L 184.988101 84.366968 L 185.164739 82.8 L 185.845545 80.915775 L 186.441681 79.666065 L 186.63204 78.099097 L 186.545166 70.264259 L 186.842386 68.697291 L 187.413861 68.162275 L 188.19802 67.130323 L 188.05672 65.563355 L 189.639083 63.996388 L 189.762605 62.42942 L 191.64015 60.862452 L 192.353298 59.295485 L 193.687129 58.30411 L 194.263217 57.728517 L 194.3774 56.161549 L 195.255446 55.344754 L 196.823762 54.072034 L 198.392079 53.679864 L 203.216175 51.460646 L 204.805071 49.893679 L 205.478001 48.326711 L 207.132024 46.759743 L 209.370297 44.750204 L 211.466438 43.625808 L 212.506931 43.019137 L 214.075248 42.419507 L 214.436225 42.05884 L 216.269992 40.491872 L 217.211881 39.823482 L 218.780198 39.93352 L 220.348515 39.518422 L 221.916832 38.39301 L 223.485149 38.104796 L 225.053465 37.113398 L 225.053465 37.113398 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 28.836152 L 180.92625 28.836152 L 180.92625 17.222402 L 174.24 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 26.340527)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 28.836152 L 300.96 28.836152 L 300.96 17.222402 L 292.621875 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 26.340527)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 155.663997 L 195.1575 155.663997 L 195.1575 144.050247 L 158.4 144.050247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-29 --> <defs> <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> <path d="M 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(158.4 153.168372)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-32"/> <use x="242.675781" xlink:href="#DejaVuSans-39"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#pd40bef1dff)"> <image height="145.92" id="imaged2d55d4009" transform="scale(1 -1)translate(0 -145.92)" width="158.64" x="317" xlink:href="data:image/png;base64,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" y="-9.68"/> </g> <g id="LineCollection_7"> <path clip-path="url(#pd40bef1dff)" d="M 378.748515 60.078969 L 379.532673 60.862452 L 379.532673 62.42942 L 378.748515 63.212904 L 377.964356 63.996388 L 378.748515 64.779872 L 380.316832 64.779872 L 381.10099 65.563355 L 381.885149 66.346839 L 383.453465 66.346839 L 384.237624 65.563355 L 385.021782 64.779872 L 385.805941 65.563355 L 385.805941 67.130323 L 385.805941 68.697291 L 385.021782 69.480775 L 384.237624 70.264259 L 384.237624 71.831226 L 383.453465 72.61471 L 382.669307 71.831226 L 381.885149 71.047742 L 381.10099 70.264259 L 380.316832 69.480775 L 378.748515 69.480775 L 377.964356 70.264259 L 377.180198 71.047742 L 375.611881 71.047742 L 374.827723 71.831226 L 374.043564 72.61471 L 373.259406 73.398194 L 373.259406 74.965162 L 372.475248 75.748645 L 371.691089 76.532129 L 371.691089 78.099097 L 371.691089 79.666065 L 371.691089 81.233032 L 371.691089 82.8 L 371.691089 84.366968 L 370.906931 85.150452 L 370.122772 85.933935 L 370.122772 87.500903 L 370.122772 89.067871 L 369.338614 89.851355 L 368.554455 90.634838 L 367.770297 91.418322 L 366.986139 92.201806 L 366.986139 93.768774 L 366.20198 94.552258 L 365.417822 95.335741 L 364.633663 96.119225 L 363.849505 95.335741 L 363.849505 93.768774 L 364.633663 92.98529 L 365.417822 92.201806 L 365.417822 90.634838 L 365.417822 89.067871 L 366.20198 88.284387 L 366.986139 87.500903 L 366.986139 85.933935 L 367.770297 85.150452 L 368.554455 84.366968 L 368.554455 82.8 L 368.554455 81.233032 L 369.338614 80.449548 L 370.122772 79.666065 L 369.338614 78.882581 L 368.554455 78.099097 L 368.554455 76.532129 L 367.770297 75.748645 L 366.20198 75.748645 L 365.417822 74.965162 L 365.417822 73.398194 L 365.417822 71.831226 L 365.417822 70.264259 L 366.20198 69.480775 L 367.770297 69.480775 L 369.338614 69.480775 L 370.122772 68.697291 L 370.906931 67.913807 L 371.691089 67.130323 L 371.691089 65.563355 L 372.475248 64.779872 L 373.259406 63.996388 L 374.043564 63.212904 L 375.611881 63.212904 L 376.39604 62.42942 L 377.180198 61.645936 L 377.964356 60.862452 L 378.748515 60.078969 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 405.409901 60.078969 L 406.978218 60.078969 L 408.546535 60.078969 L 409.330693 60.862452 L 410.114851 61.645936 L 410.89901 62.42942 L 411.683168 63.212904 L 412.467327 63.996388 L 412.467327 65.563355 L 412.467327 67.130323 L 412.467327 68.697291 L 413.251485 69.480775 L 414.819802 69.480775 L 416.388119 69.480775 L 417.172277 70.264259 L 417.956436 71.047742 L 419.524752 71.047742 L 420.308911 71.831226 L 420.308911 73.398194 L 421.093069 74.181678 L 421.877228 74.965162 L 421.093069 75.748645 L 420.308911 76.532129 L 419.524752 77.315613 L 418.740594 78.099097 L 418.740594 79.666065 L 418.740594 81.233032 L 419.524752 82.016516 L 420.308911 82.8 L 421.093069 83.583484 L 421.877228 84.366968 L 421.093069 85.150452 L 420.308911 85.933935 L 421.093069 86.717419 L 421.877228 87.500903 L 422.661386 88.284387 L 423.445545 89.067871 L 423.445545 90.634838 L 422.661386 91.418322 L 421.877228 92.201806 L 421.877228 93.768774 L 421.093069 94.552258 L 420.308911 93.768774 L 420.308911 92.201806 L 419.524752 91.418322 L 418.740594 90.634838 L 418.740594 89.067871 L 417.956436 88.284387 L 417.172277 87.500903 L 417.172277 85.933935 L 416.388119 85.150452 L 415.60396 84.366968 L 416.388119 83.583484 L 417.172277 82.8 L 416.388119 82.016516 L 415.60396 81.233032 L 414.819802 80.449548 L 414.035644 79.666065 L 414.035644 78.099097 L 413.251485 77.315613 L 412.467327 76.532129 L 412.467327 74.965162 L 411.683168 74.181678 L 410.89901 73.398194 L 410.114851 72.61471 L 409.330693 71.831226 L 408.546535 71.047742 L 406.978218 71.047742 L 405.409901 71.047742 L 404.625743 71.831226 L 403.841584 72.61471 L 402.273267 72.61471 L 401.489109 71.831226 L 400.70495 71.047742 L 399.920792 70.264259 L 400.70495 69.480775 L 401.489109 68.697291 L 402.273267 67.913807 L 403.057426 67.130323 L 403.057426 65.563355 L 402.273267 64.779872 L 401.489109 63.996388 L 402.273267 63.212904 L 403.841584 63.212904 L 405.409901 63.212904 L 406.194059 62.42942 L 405.409901 61.645936 L 404.625743 60.862452 L 405.409901 60.078969 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 378.748515 72.61471 L 379.532673 73.398194 L 380.316832 74.181678 L 381.10099 74.965162 L 381.885149 75.748645 L 382.669307 76.532129 L 383.453465 77.315613 L 384.237624 78.099097 L 384.237624 79.666065 L 384.237624 81.233032 L 383.453465 82.016516 L 382.669307 82.8 L 381.885149 83.583484 L 380.316832 83.583484 L 379.532673 82.8 L 378.748515 82.016516 L 377.180198 82.016516 L 376.39604 81.233032 L 375.611881 80.449548 L 374.827723 79.666065 L 374.827723 78.099097 L 375.611881 77.315613 L 376.39604 76.532129 L 376.39604 74.965162 L 377.180198 74.181678 L 377.964356 73.398194 L 378.748515 72.61471 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 385.021782 72.61471 L 385.805941 73.398194 L 386.590099 74.181678 L 387.374257 74.965162 L 388.158416 75.748645 L 389.726733 75.748645 L 391.29505 75.748645 L 392.079208 76.532129 L 392.863366 77.315613 L 394.431683 77.315613 L 395.215842 76.532129 L 396 75.748645 L 397.568317 75.748645 L 398.352475 74.965162 L 399.136634 74.181678 L 399.920792 74.965162 L 399.920792 76.532129 L 399.136634 77.315613 L 398.352475 78.099097 L 399.136634 78.882581 L 399.920792 79.666065 L 399.136634 80.449548 L 398.352475 81.233032 L 397.568317 82.016516 L 396.784158 82.8 L 397.568317 83.583484 L 398.352475 82.8 L 399.136634 82.016516 L 399.920792 82.8 L 399.920792 84.366968 L 400.70495 85.150452 L 401.489109 85.933935 L 400.70495 86.717419 L 399.136634 86.717419 L 397.568317 86.717419 L 396 86.717419 L 394.431683 86.717419 L 392.863366 86.717419 L 392.079208 85.933935 L 391.29505 85.150452 L 389.726733 85.150452 L 388.942574 84.366968 L 388.158416 83.583484 L 387.374257 82.8 L 388.158416 82.016516 L 388.942574 81.233032 L 388.942574 79.666065 L 388.942574 78.099097 L 388.158416 77.315613 L 386.590099 77.315613 L 385.805941 76.532129 L 385.021782 75.748645 L 384.237624 74.965162 L 384.237624 73.398194 L 385.021782 72.61471 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 400.70495 72.61471 L 401.489109 73.398194 L 400.70495 74.181678 L 399.920792 73.398194 L 400.70495 72.61471 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 406.978218 74.181678 L 407.762376 74.965162 L 408.546535 75.748645 L 409.330693 76.532129 L 410.114851 77.315613 L 410.89901 78.099097 L 410.89901 79.666065 L 410.89901 81.233032 L 410.114851 82.016516 L 408.546535 82.016516 L 407.762376 82.8 L 406.978218 83.583484 L 406.194059 82.8 L 405.409901 82.016516 L 404.625743 81.233032 L 405.409901 80.449548 L 406.978218 80.449548 L 408.546535 80.449548 L 409.330693 79.666065 L 408.546535 78.882581 L 407.762376 78.099097 L 406.978218 77.315613 L 405.409901 77.315613 L 404.625743 76.532129 L 405.409901 75.748645 L 406.194059 74.965162 L 406.978218 74.181678 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 403.841584 77.315613 L 404.625743 78.099097 L 403.841584 78.882581 L 403.057426 78.099097 L 403.841584 77.315613 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 411.683168 82.016516 L 412.467327 82.8 L 411.683168 83.583484 L 410.89901 82.8 L 411.683168 82.016516 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 388.158416 88.284387 L 388.942574 89.067871 L 388.158416 89.851355 L 387.374257 89.067871 L 388.158416 88.284387 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 391.29505 88.284387 L 392.079208 89.067871 L 391.29505 89.851355 L 390.510891 89.067871 L 391.29505 88.284387 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 386.590099 89.851355 L 387.374257 90.634838 L 386.590099 91.418322 L 385.805941 90.634838 L 386.590099 89.851355 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 392.863366 89.851355 L 394.431683 89.851355 L 395.215842 90.634838 L 395.215842 92.201806 L 396 92.98529 L 396.784158 92.201806 L 397.568317 91.418322 L 398.352475 92.201806 L 398.352475 93.768774 L 399.136634 94.552258 L 400.70495 94.552258 L 401.489109 95.335741 L 400.70495 96.119225 L 399.920792 96.902709 L 400.70495 97.686193 L 401.489109 98.469677 L 400.70495 99.253161 L 399.136634 99.253161 L 398.352475 98.469677 L 397.568317 97.686193 L 396 97.686193 L 394.431683 97.686193 L 392.863366 97.686193 L 391.29505 97.686193 L 389.726733 97.686193 L 388.158416 97.686193 L 387.374257 96.902709 L 388.158416 96.119225 L 388.942574 95.335741 L 388.158416 94.552258 L 387.374257 93.768774 L 388.158416 92.98529 L 389.726733 92.98529 L 391.29505 92.98529 L 392.079208 92.201806 L 392.079208 90.634838 L 392.863366 89.851355 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 385.021782 91.418322 L 385.805941 92.201806 L 385.021782 92.98529 L 384.237624 92.201806 L 385.021782 91.418322 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 385.021782 97.686193 L 386.590099 97.686193 L 387.374257 98.469677 L 386.590099 99.253161 L 385.021782 99.253161 L 384.237624 98.469677 L 385.021782 97.686193 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 364.633663 99.253161 L 365.417822 100.036645 L 364.633663 100.820128 L 363.849505 100.036645 L 364.633663 99.253161 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#pd40bef1dff)" d="M 383.453465 56.945033 L 384.237624 57.728517 L 384.237624 59.295485 L 383.453465 60.078969 L 382.669307 59.295485 L 382.669307 57.728517 L 383.453465 56.945033 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 386.590099 56.945033 L 387.374257 57.728517 L 386.590099 58.512001 L 385.805941 57.728517 L 386.590099 56.945033 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 391.29505 69.480775 L 392.079208 70.264259 L 392.863366 71.047742 L 393.647525 71.831226 L 392.863366 72.61471 L 392.079208 73.398194 L 391.29505 74.181678 L 390.510891 73.398194 L 390.510891 71.831226 L 390.510891 70.264259 L 391.29505 69.480775 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 374.043564 86.717419 L 374.827723 87.500903 L 374.043564 88.284387 L 373.259406 87.500903 L 374.043564 86.717419 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 394.431683 86.717419 L 395.215842 87.500903 L 395.215842 89.067871 L 396 89.851355 L 397.568317 89.851355 L 399.136634 89.851355 L 400.70495 89.851355 L 401.489109 89.067871 L 402.273267 88.284387 L 403.057426 89.067871 L 403.057426 90.634838 L 402.273267 91.418322 L 401.489109 92.201806 L 402.273267 92.98529 L 403.057426 93.768774 L 403.057426 95.335741 L 403.057426 96.902709 L 403.841584 97.686193 L 404.625743 98.469677 L 404.625743 100.036645 L 403.841584 100.820128 L 402.273267 100.820128 L 401.489109 100.036645 L 400.70495 99.253161 L 399.136634 99.253161 L 398.352475 98.469677 L 397.568317 97.686193 L 396 97.686193 L 395.215842 96.902709 L 395.215842 95.335741 L 394.431683 94.552258 L 393.647525 95.335741 L 392.863366 96.119225 L 392.079208 96.902709 L 391.29505 97.686193 L 389.726733 97.686193 L 388.158416 97.686193 L 387.374257 98.469677 L 386.590099 99.253161 L 385.805941 100.036645 L 385.021782 100.820128 L 383.453465 100.820128 L 381.885149 100.820128 L 381.10099 101.603612 L 380.316832 102.387096 L 379.532673 101.603612 L 379.532673 100.036645 L 380.316832 99.253161 L 381.10099 98.469677 L 381.885149 97.686193 L 382.669307 96.902709 L 383.453465 96.119225 L 384.237624 95.335741 L 383.453465 94.552258 L 381.885149 94.552258 L 381.10099 93.768774 L 381.885149 92.98529 L 383.453465 92.98529 L 385.021782 92.98529 L 385.805941 92.201806 L 386.590099 91.418322 L 387.374257 90.634838 L 388.158416 89.851355 L 388.942574 89.067871 L 389.726733 88.284387 L 391.29505 88.284387 L 392.863366 88.284387 L 393.647525 87.500903 L 394.431683 86.717419 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 385.021782 88.284387 L 385.805941 89.067871 L 385.021782 89.851355 L 384.237624 89.067871 L 385.021782 88.284387 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 392.863366 89.851355 L 392.079208 90.634838 L 392.863366 91.418322 L 393.647525 90.634838 L 392.863366 89.851355 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#pd40bef1dff)" d="M 380.316832 91.418322 L 381.10099 92.201806 L 380.316832 92.98529 L 379.532673 92.201806 L 380.316832 91.418322 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#pd40bef1dff)" d="M 385.021782 28.708949 L 388.158416 28.736711 L 389.463177 29.523099 L 389.726733 29.880357 L 391.29505 30.471018 L 396 30.353758 L 399.136634 30.325265 L 400.70495 28.82961 L 403.841584 28.854809 L 404.47412 29.523099 L 405.409901 30.306583 L 406.978218 30.272762 L 407.762376 31.090066 L 408.723723 32.657034 L 410.114851 33.543423 L 413.251485 36.758567 L 414.819802 37.019505 L 415.158525 37.357937 L 417.003946 38.924905 L 417.956436 39.811961 L 419.524752 39.819792 L 422.661386 43.094422 L 424.229703 43.054594 L 424.801409 43.625808 L 426.150117 45.192776 L 427.366337 46.493275 L 428.934653 46.468518 L 433.785116 51.460646 L 435.207921 53.130761 L 438.344554 56.289727 L 439.375592 57.728517 L 439.506923 59.295485 L 441.024425 60.862452 L 442.224683 62.42942 L 442.654496 63.996388 L 442.702491 65.563355 L 443.74759 67.130323 L 444.286525 68.697291 L 444.492627 70.264259 L 444.58562 71.831226 L 444.566898 74.965162 L 444.769276 79.666065 L 444.784218 81.233032 L 444.647456 82.8 L 445.435504 84.366968 L 446.186139 85.159632 L 446.746928 85.933935 L 446.603022 89.067871 L 446.730584 93.768774 L 446.855219 95.335741 L 445.211671 96.902709 L 445.258262 100.036645 L 444.143083 101.603612 L 443.669604 103.17058 L 443.994674 104.737548 L 443.597094 106.304515 L 443.049505 107.164968 L 441.481188 107.492089 L 441.101467 107.871483 L 439.912871 109.470606 L 438.344554 109.50245 L 436.776238 111.190507 L 435.207921 110.77126 L 433.639604 111.854252 L 430.50297 112.025899 L 428.934653 112.803715 L 427.366337 112.942047 L 426.777299 114.139354 L 426.56294 115.706321 L 426.201668 117.273289 L 425.54593 118.840257 L 425.79802 119.092129 L 427.366337 119.580127 L 428.934653 119.566346 L 429.747526 120.407224 L 430.905294 121.974192 L 431.302628 123.54116 L 429.801635 125.108128 L 429.426057 126.675095 L 428.934653 127.166076 L 427.366337 127.19267 L 425.79802 127.458579 L 355.223762 127.458579 L 353.621251 126.675095 L 352.943931 125.108128 L 351.955507 123.54116 L 351.30297 121.974192 L 351.247394 118.840257 L 352.136622 117.273289 L 353.655446 116.496774 L 355.223762 116.630127 L 356.190101 115.706321 L 355.880295 114.139354 L 354.572409 111.005418 L 354.252298 109.438451 L 353.655446 107.721461 L 352.087129 107.700076 L 350.518812 106.908363 L 348.950495 106.997337 L 347.382178 105.415667 L 345.813861 105.42046 L 344.245545 104.105894 L 342.677228 103.827002 L 340.332014 101.603612 L 340.052286 100.036645 L 340.032309 96.902709 L 339.868944 93.768774 L 340.261399 92.201806 L 341.53996 90.634838 L 341.203417 85.933935 L 341.294753 84.366968 L 340.747074 73.398194 L 342.072247 71.831226 L 342.546415 70.264259 L 342.250076 68.697291 L 342.281887 67.130323 L 342.016479 65.563355 L 342.754006 63.996388 L 345.813861 58.8814 L 347.382178 57.250593 L 348.950495 55.762895 L 350.518812 53.730195 L 351.231838 53.027614 L 351.365284 51.460646 L 352.087129 50.713549 L 353.655446 49.339874 L 355.223762 48.306132 L 356.007921 46.759743 L 356.792079 45.728768 L 358.360396 45.781258 L 358.949385 45.192776 L 359.928713 43.951651 L 360.376599 43.625808 L 361.49703 42.957176 L 363.065347 42.338167 L 363.344913 42.05884 L 364.633663 40.455325 L 366.20198 40.374833 L 367.770297 38.783884 L 369.338614 37.716705 L 370.906931 36.974461 L 372.475248 35.209652 L 374.043564 35.173636 L 375.611881 33.545377 L 378.748515 30.781551 L 380.316832 30.130793 L 381.885149 30.094204 L 383.453465 29.891182 L 383.821865 29.523099 L 385.021782 28.708949 L 385.021782 28.708949 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 28.836152 L 339.32625 28.836152 L 339.32625 17.222402 L 332.64 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 26.340527)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 28.836152 L 459.36 28.836152 L 459.36 17.222402 L 451.021875 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 26.340527)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 155.663997 L 345.9225 155.663997 L 345.9225 144.050247 L 316.8 144.050247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=-3 --> <defs> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> </defs> <g style="fill:#ffffff;" transform="translate(316.8 153.168372)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"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p28c75fb584)"> <image height="145.92" id="image2be671c0f4" transform="scale(1 -1)translate(0 -145.92)" width="158.16" x="475" xlink:href="data:image/png;base64,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" y="-9.68"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p28c75fb584)" d="M 563.809901 58.512001 L 564.594059 59.295485 L 565.378218 60.078969 L 566.162376 60.862452 L 566.946535 61.645936 L 567.730693 62.42942 L 568.514851 63.212904 L 569.29901 63.996388 L 570.083168 64.779872 L 570.867327 65.563355 L 571.651485 66.346839 L 573.219802 66.346839 L 574.788119 66.346839 L 576.356436 66.346839 L 577.140594 67.130323 L 577.140594 68.697291 L 577.140594 70.264259 L 577.924752 71.047742 L 578.708911 71.831226 L 578.708911 73.398194 L 578.708911 74.965162 L 578.708911 76.532129 L 577.924752 77.315613 L 576.356436 77.315613 L 575.572277 78.099097 L 574.788119 78.882581 L 573.219802 78.882581 L 572.435644 78.099097 L 571.651485 77.315613 L 570.867327 76.532129 L 570.083168 75.748645 L 569.29901 74.965162 L 569.29901 73.398194 L 569.29901 71.831226 L 569.29901 70.264259 L 568.514851 69.480775 L 567.730693 68.697291 L 567.730693 67.130323 L 566.946535 66.346839 L 565.378218 66.346839 L 563.809901 66.346839 L 562.241584 66.346839 L 560.673267 66.346839 L 559.889109 65.563355 L 560.673267 64.779872 L 561.457426 63.996388 L 562.241584 63.212904 L 563.025743 62.42942 L 563.025743 60.862452 L 563.025743 59.295485 L 563.809901 58.512001 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p28c75fb584)" d="M 540.285149 60.078969 L 541.069307 60.862452 L 541.069307 62.42942 L 541.853465 63.212904 L 543.421782 63.212904 L 544.205941 63.996388 L 544.205941 65.563355 L 543.421782 66.346839 L 542.637624 65.563355 L 541.853465 64.779872 L 541.069307 65.563355 L 540.285149 66.346839 L 539.50099 67.130323 L 538.716832 67.913807 L 537.932673 68.697291 L 537.148515 69.480775 L 536.364356 70.264259 L 536.364356 71.831226 L 536.364356 73.398194 L 535.580198 74.181678 L 534.011881 74.181678 L 533.227723 74.965162 L 532.443564 75.748645 L 531.659406 76.532129 L 531.659406 78.099097 L 530.875248 78.882581 L 530.091089 78.099097 L 529.306931 77.315613 L 528.522772 76.532129 L 527.738614 75.748645 L 526.170297 75.748645 L 525.386139 74.965162 L 525.386139 73.398194 L 526.170297 72.61471 L 526.954455 71.831226 L 526.954455 70.264259 L 527.738614 69.480775 L 528.522772 68.697291 L 528.522772 67.130323 L 528.522772 65.563355 L 529.306931 64.779872 L 530.875248 64.779872 L 531.659406 65.563355 L 532.443564 66.346839 L 533.227723 65.563355 L 534.011881 64.779872 L 535.580198 64.779872 L 536.364356 63.996388 L 537.148515 63.212904 L 537.932673 62.42942 L 538.716832 61.645936 L 539.50099 60.862452 L 540.285149 60.078969 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p28c75fb584)" d="M 548.126733 69.480775 L 548.910891 70.264259 L 548.126733 71.047742 L 547.342574 70.264259 L 548.126733 69.480775 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p28c75fb584)" d="M 560.673267 71.047742 L 562.241584 71.047742 L 563.025743 71.831226 L 562.241584 72.61471 L 561.457426 73.398194 L 560.673267 74.181678 L 559.889109 74.965162 L 559.889109 76.532129 L 559.10495 77.315613 L 557.536634 77.315613 L 556.752475 76.532129 L 555.968317 75.748645 L 555.184158 74.965162 L 555.968317 74.181678 L 557.536634 74.181678 L 558.320792 73.398194 L 559.10495 72.61471 L 559.889109 71.831226 L 560.673267 71.047742 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p28c75fb584)" d="M 543.421782 72.61471 L 544.990099 72.61471 L 545.774257 73.398194 L 546.558416 74.181678 L 548.126733 74.181678 L 549.69505 74.181678 L 550.479208 74.965162 L 550.479208 76.532129 L 549.69505 77.315613 L 548.126733 77.315613 L 547.342574 78.099097 L 546.558416 78.882581 L 545.774257 78.099097 L 544.990099 77.315613 L 544.205941 76.532129 L 544.205941 74.965162 L 543.421782 74.181678 L 542.637624 73.398194 L 543.421782 72.61471 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p28c75fb584)" d="M 554.4 75.748645 L 555.184158 76.532129 L 554.4 77.315613 L 553.615842 76.532129 L 554.4 75.748645 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p28c75fb584)" d="M 566.946535 77.315613 L 567.730693 78.099097 L 568.514851 78.882581 L 569.29901 79.666065 L 569.29901 81.233032 L 569.29901 82.8 L 569.29901 84.366968 L 569.29901 85.933935 L 569.29901 87.500903 L 570.083168 88.284387 L 571.651485 88.284387 L 572.435644 89.067871 L 572.435644 90.634838 L 571.651485 91.418322 L 570.867327 92.201806 L 570.867327 93.768774 L 570.083168 94.552258 L 569.29901 93.768774 L 568.514851 92.98529 L 567.730693 92.201806 L 567.730693 90.634838 L 566.946535 89.851355 L 565.378218 89.851355 L 564.594059 89.067871 L 563.809901 88.284387 L 563.025743 87.500903 L 563.025743 85.933935 L 563.809901 85.150452 L 564.594059 84.366968 L 564.594059 82.8 L 564.594059 81.233032 L 564.594059 79.666065 L 565.378218 78.882581 L 566.162376 78.099097 L 566.946535 77.315613 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p28c75fb584)" d="M 570.083168 77.315613 L 570.867327 78.099097 L 570.083168 78.882581 L 569.29901 78.099097 L 570.083168 77.315613 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p28c75fb584)" d="M 538.716832 78.882581 L 540.285149 78.882581 L 541.069307 79.666065 L 540.285149 80.449548 L 539.50099 81.233032 L 539.50099 82.8 L 539.50099 84.366968 L 540.285149 85.150452 L 541.069307 85.933935 L 541.069307 87.500903 L 541.853465 88.284387 L 542.637624 89.067871 L 541.853465 89.851355 L 540.285149 89.851355 L 539.50099 90.634838 L 538.716832 91.418322 L 537.932673 92.201806 L 537.148515 92.98529 L 535.580198 92.98529 L 534.011881 92.98529 L 533.227723 92.201806 L 533.227723 90.634838 L 533.227723 89.067871 L 534.011881 88.284387 L 534.79604 87.500903 L 535.580198 86.717419 L 536.364356 85.933935 L 536.364356 84.366968 L 536.364356 82.8 L 536.364356 81.233032 L 537.148515 80.449548 L 537.932673 79.666065 L 538.716832 78.882581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p28c75fb584)" d="M 574.788119 82.016516 L 575.572277 82.8 L 575.572277 84.366968 L 576.356436 85.150452 L 577.140594 85.933935 L 577.140594 87.500903 L 576.356436 88.284387 L 574.788119 88.284387 L 574.00396 87.500903 L 574.00396 85.933935 L 573.219802 85.150452 L 572.435644 84.366968 L 573.219802 83.583484 L 574.00396 82.8 L 574.788119 82.016516 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p28c75fb584)" d="M 562.241584 77.315613 L 563.025743 78.099097 L 562.241584 78.882581 L 561.457426 78.099097 L 562.241584 77.315613 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p28c75fb584)" d="M 551.263366 80.449548 L 552.047525 81.233032 L 551.263366 82.016516 L 550.479208 81.233032 L 551.263366 80.449548 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p28c75fb584)" d="M 538.716832 30.584983 L 540.285149 30.69526 L 544.990099 30.625406 L 549.69505 30.634513 L 551.263366 30.480588 L 552.831683 31.613425 L 555.968317 30.458975 L 559.10495 30.509408 L 563.809901 30.382968 L 564.801639 31.090066 L 565.378218 31.696137 L 566.946535 31.973557 L 567.936745 32.657034 L 568.514851 33.24906 L 570.083168 33.619378 L 571.651485 34.259327 L 573.219802 35.031385 L 574.788119 36.406148 L 576.356436 37.852912 L 577.924752 38.293927 L 579.493069 39.575414 L 581.061386 41.206035 L 582.629703 42.51738 L 584.19802 43.275968 L 584.586517 43.625808 L 585.766337 44.461313 L 588.90297 47.47181 L 593.607921 52.381048 L 595.804224 54.594582 L 596.348897 56.161549 L 596.744554 56.660936 L 597.305489 57.728517 L 598.798709 59.295485 L 598.936798 62.42942 L 600.419784 63.996388 L 600.566424 65.563355 L 601.900091 67.130323 L 602.205539 68.697291 L 602.134877 70.264259 L 603.397049 71.831226 L 603.77099 73.398194 L 603.828909 82.8 L 603.33428 84.366968 L 602.594854 85.933935 L 602.27629 87.500903 L 602.287668 90.634838 L 602.361418 92.201806 L 600.732884 93.768774 L 601.310446 95.335741 L 600.811216 96.902709 L 602.144975 98.469677 L 603.905961 100.036645 L 604.107119 101.603612 L 604.124815 104.737548 L 604.274588 106.304515 L 603.610224 107.871483 L 603.017822 108.493914 L 602.311714 109.438451 L 600.747982 111.005418 L 599.491136 112.572386 L 599.881188 114.21771 L 599.712349 115.706321 L 598.181249 117.273289 L 598.204758 118.840257 L 596.744554 120.671734 L 595.176238 122.316183 L 593.607921 122.861464 L 592.648806 123.54116 L 592.039604 124.208156 L 590.471287 124.499857 L 588.90297 124.541944 L 587.334653 123.810444 L 587.099115 123.54116 L 585.766337 122.803673 L 584.19802 122.871414 L 582.629703 122.431625 L 579.493069 122.464655 L 578.850656 121.974192 L 577.924752 121.539907 L 576.356436 121.190708 L 573.219802 121.835103 L 571.651485 121.847796 L 570.083168 120.743068 L 569.84844 120.407224 L 568.514851 119.623741 L 566.946535 120.750662 L 565.378218 122.224891 L 563.554213 123.54116 L 562.734162 125.108128 L 562.646643 126.675095 L 562.241584 127.140187 L 560.673267 128.63486 L 559.10495 129.454823 L 557.536634 129.999876 L 555.968317 129.84056 L 554.4 130.429787 L 552.831683 130.652488 L 549.69505 130.783154 L 548.126733 129.855662 L 546.558416 129.726307 L 544.990099 129.022476 L 543.745935 128.242063 L 543.01098 126.675095 L 542.173235 125.108128 L 541.790411 123.54116 L 540.285149 122.843192 L 538.716832 124.460873 L 537.148515 125.2503 L 536.954523 125.108128 L 534.61348 123.54116 L 534.011881 123.122208 L 532.443564 123.35158 L 530.875248 123.293984 L 529.306931 123.37708 L 527.738614 123.73351 L 526.170297 122.771419 L 524.60198 120.980119 L 523.033663 119.886697 L 521.465347 120.019854 L 519.89703 118.930026 L 516.760396 118.392235 L 516.119529 118.840257 L 515.192079 119.854267 L 513.623762 120.254667 L 512.055446 119.759872 L 510.487129 118.486152 L 508.918812 118.001049 L 507.145707 115.706321 L 505.782178 114.790373 L 503.612372 112.572386 L 502.58131 111.005418 L 502.180678 109.438451 L 502.046298 107.871483 L 502.104104 104.737548 L 501.795006 103.17058 L 502.042492 101.603612 L 502.048465 100.036645 L 501.933812 98.469677 L 501.455659 96.902709 L 501.454935 95.335741 L 502.031038 93.768774 L 501.872207 92.201806 L 501.861386 90.634838 L 503.196913 87.500903 L 502.645545 86.962181 L 501.861386 85.933935 L 501.845578 81.233032 L 501.815207 74.965162 L 501.726851 70.264259 L 502.850167 68.697291 L 504.288057 67.130323 L 504.911479 65.563355 L 504.722745 63.996388 L 505.358745 62.42942 L 505.782178 61.915023 L 506.396585 60.862452 L 506.590808 59.295485 L 508.175176 57.728517 L 509.446348 56.161549 L 509.422937 54.594582 L 511.035059 53.027614 L 515.398423 48.326711 L 516.760396 46.614747 L 518.328713 44.869866 L 520.940692 42.05884 L 521.465347 41.441713 L 524.60198 39.713995 L 525.491229 38.924905 L 526.170297 38.16039 L 527.738614 37.686526 L 529.306931 36.616696 L 530.875248 34.729458 L 532.443564 33.984951 L 534.617667 32.657034 L 535.580198 32.24994 L 538.716832 30.584983 L 538.716832 30.584983 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 28.836152 L 497.72625 28.836152 L 497.72625 17.222402 L 491.04 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 26.340527)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 28.836152 L 617.76 28.836152 L 617.76 17.222402 L 609.421875 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 26.340527)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 155.663997 L 507.628125 155.663997 L 507.628125 144.050247 L 475.2 144.050247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=22 --> <g style="fill:#ffffff;" transform="translate(475.2 153.168372)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-32"/> <use x="206.591797" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p7d8227fda5)"> <image height="145.92" id="imagecc57bdabba" transform="scale(1 -1)translate(0 -145.92)" width="158.4" x="634" xlink:href="data:image/png;base64,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" y="-9.68"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p7d8227fda5)" d="M 693.980198 67.913807 L 695.548515 67.913807 L 697.116832 67.913807 L 698.685149 67.913807 L 699.469307 68.697291 L 699.469307 70.264259 L 699.469307 71.831226 L 698.685149 72.61471 L 697.116832 72.61471 L 696.332673 73.398194 L 695.548515 74.181678 L 694.764356 74.965162 L 695.548515 75.748645 L 696.332673 76.532129 L 696.332673 78.099097 L 695.548515 78.882581 L 694.764356 78.099097 L 693.980198 77.315613 L 693.19604 76.532129 L 692.411881 75.748645 L 691.627723 74.965162 L 692.411881 74.181678 L 693.19604 73.398194 L 693.19604 71.831226 L 692.411881 71.047742 L 691.627723 70.264259 L 692.411881 69.480775 L 693.19604 68.697291 L 693.980198 67.913807 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7d8227fda5)" d="M 722.209901 67.913807 L 723.778218 67.913807 L 725.346535 67.913807 L 726.914851 67.913807 L 727.69901 68.697291 L 728.483168 69.480775 L 729.267327 70.264259 L 730.051485 71.047742 L 730.835644 71.831226 L 730.835644 73.398194 L 731.619802 74.181678 L 732.40396 74.965162 L 733.188119 75.748645 L 733.972277 76.532129 L 733.188119 77.315613 L 731.619802 77.315613 L 730.835644 78.099097 L 730.835644 79.666065 L 730.835644 81.233032 L 730.051485 82.016516 L 728.483168 82.016516 L 727.69901 81.233032 L 727.69901 79.666065 L 727.69901 78.099097 L 727.69901 76.532129 L 727.69901 74.965162 L 726.914851 74.181678 L 725.346535 74.181678 L 723.778218 74.181678 L 722.209901 74.181678 L 721.425743 74.965162 L 720.641584 75.748645 L 719.073267 75.748645 L 718.289109 74.965162 L 718.289109 73.398194 L 719.073267 72.61471 L 720.641584 72.61471 L 721.425743 71.831226 L 722.209901 71.047742 L 722.994059 70.264259 L 722.209901 69.480775 L 721.425743 68.697291 L 722.209901 67.913807 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7d8227fda5)" d="M 701.821782 71.047742 L 703.390099 71.047742 L 704.174257 71.831226 L 704.174257 73.398194 L 704.174257 74.965162 L 703.390099 75.748645 L 702.605941 74.965162 L 702.605941 73.398194 L 701.821782 72.61471 L 701.037624 71.831226 L 701.821782 71.047742 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7d8227fda5)" d="M 717.50495 75.748645 L 718.289109 76.532129 L 717.50495 77.315613 L 716.720792 76.532129 L 717.50495 75.748645 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7d8227fda5)" d="M 709.663366 77.315613 L 711.231683 77.315613 L 712.8 77.315613 L 714.368317 77.315613 L 715.152475 78.099097 L 714.368317 78.882581 L 712.8 78.882581 L 711.231683 78.882581 L 709.663366 78.882581 L 708.879208 78.099097 L 709.663366 77.315613 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7d8227fda5)" d="M 704.958416 78.882581 L 705.742574 79.666065 L 704.958416 80.449548 L 704.174257 79.666065 L 704.958416 78.882581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7d8227fda5)" d="M 706.526733 80.449548 L 708.09505 80.449548 L 708.879208 81.233032 L 708.09505 82.016516 L 706.526733 82.016516 L 705.742574 81.233032 L 706.526733 80.449548 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7d8227fda5)" d="M 715.936634 80.449548 L 717.50495 80.449548 L 718.289109 81.233032 L 717.50495 82.016516 L 715.936634 82.016516 L 715.152475 81.233032 L 715.936634 80.449548 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p7d8227fda5)" d="M 704.958416 66.346839 L 705.742574 67.130323 L 705.742574 68.697291 L 704.958416 69.480775 L 704.174257 68.697291 L 704.174257 67.130323 L 704.958416 66.346839 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7d8227fda5)" d="M 712.8 67.913807 L 713.584158 68.697291 L 713.584158 70.264259 L 712.8 71.047742 L 712.015842 70.264259 L 712.015842 68.697291 L 712.8 67.913807 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7d8227fda5)" d="M 711.231683 72.61471 L 712.8 72.61471 L 713.584158 73.398194 L 712.8 74.181678 L 712.015842 74.965162 L 712.015842 76.532129 L 711.231683 77.315613 L 709.663366 77.315613 L 708.879208 76.532129 L 709.663366 75.748645 L 710.447525 74.965162 L 710.447525 73.398194 L 711.231683 72.61471 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> <path clip-path="url(#p7d8227fda5)" d="M 715.936634 78.882581 L 717.50495 78.882581 L 718.289109 79.666065 L 717.50495 80.449548 L 715.936634 80.449548 L 715.152475 79.666065 L 715.936634 78.882581 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p7d8227fda5)" d="M 701.821782 36.574453 L 706.526733 36.574453 L 708.09505 37.916988 L 711.231683 37.859788 L 714.368317 37.780894 L 714.791638 37.357937 L 715.936634 36.574453 L 717.50495 36.6064 L 719.073267 37.866903 L 720.641584 39.332252 L 722.209901 41.022776 L 726.914851 40.900895 L 728.483168 42.648302 L 730.051485 42.523754 L 731.885814 43.625808 L 733.188119 44.127114 L 734.756436 45.754789 L 737.893069 45.75845 L 739.461386 47.450972 L 741.029703 48.768171 L 742.59802 49.039026 L 744.166337 50.637215 L 745.794827 51.460646 L 746.665904 53.027614 L 748.871287 55.373804 L 750.439604 56.43657 L 751.373421 57.728517 L 751.24571 59.295485 L 754.375731 62.42942 L 755.52717 63.996388 L 755.915695 65.563355 L 757.408907 67.130323 L 757.976433 70.264259 L 758.713638 71.831226 L 759.684165 73.398194 L 759.550243 74.965162 L 760.041892 76.532129 L 760.803527 78.099097 L 760.382424 79.666065 L 761.417822 81.264141 L 760.356033 84.366968 L 760.031162 85.933935 L 760.186509 89.067871 L 760.315539 90.634838 L 758.692877 92.201806 L 757.332715 95.335741 L 756.712871 96.160663 L 755.950229 96.902709 L 754.690663 98.469677 L 754.322091 100.036645 L 754.134587 101.603612 L 754.264091 104.737548 L 754.202209 106.304515 L 753.914596 107.871483 L 754.726351 109.438451 L 755.144554 109.865159 L 755.889198 111.005418 L 755.47089 112.572386 L 755.928713 114.139354 L 755.928713 115.706321 L 755.144554 116.489805 L 754.144398 117.273289 L 753.262136 118.840257 L 752.885585 120.407224 L 750.439604 122.857781 L 749.372269 123.54116 L 748.871287 124.006545 L 747.30297 124.240396 L 745.734653 124.824884 L 742.59802 124.85807 L 741.029703 125.076886 L 739.461386 124.481407 L 737.893069 124.522128 L 736.324752 123.242356 L 733.188119 119.871178 L 731.619802 119.706864 L 730.051485 118.417949 L 728.483168 117.560765 L 726.914851 117.600697 L 726.580221 117.273289 L 726.03265 115.706321 L 724.459897 114.139354 L 724.438761 112.572386 L 724.581868 111.005418 L 724.412404 109.438451 L 725.970866 107.871483 L 726.129061 106.304515 L 725.346535 105.498159 L 724.45233 104.737548 L 724.467598 103.17058 L 723.778218 102.126433 L 723.294333 101.603612 L 722.209901 100.673445 L 720.641584 100.454732 L 717.50495 100.516117 L 703.390099 100.603114 L 701.821782 100.561544 L 700.749124 101.603612 L 700.687014 103.17058 L 699.204831 104.737548 L 699.349926 107.871483 L 699.067457 109.438451 L 699.299085 111.005418 L 699.403056 112.572386 L 699.351759 114.139354 L 699.469307 115.706321 L 698.413557 117.273289 L 697.116832 120.46395 L 695.548515 121.19466 L 694.914175 121.974192 L 694.76691 123.54116 L 693.980198 124.967066 L 692.389577 125.108128 L 690.843564 126.166278 L 681.433663 126.691528 L 678.29703 127.031745 L 677.915501 126.675095 L 677.512871 125.108128 L 675.963205 123.54116 L 673.592079 119.132834 L 673.338881 118.840257 L 672.752753 117.273289 L 673.035333 115.706321 L 673.592079 114.065641 L 672.863967 112.572386 L 672.530889 111.005418 L 671.732781 109.438451 L 671.220093 107.871483 L 671.045436 106.304515 L 671.214582 103.17058 L 670.82867 101.603612 L 669.478479 98.469677 L 669.258916 96.902709 L 669.464298 95.335741 L 668.036778 93.768774 L 666.364952 92.201806 L 665.879585 90.634838 L 665.898211 89.067871 L 665.750495 87.478995 L 664.989873 85.933935 L 664.523956 84.366968 L 663.85069 82.8 L 664.354039 81.233032 L 665.655993 79.666065 L 665.46411 78.099097 L 665.380669 73.398194 L 666.849083 71.831226 L 666.681931 70.264259 L 668.374988 68.697291 L 668.215422 67.130323 L 669.579173 63.996388 L 670.455446 62.951626 L 671.081359 62.42942 L 671.236529 60.862452 L 672.30459 59.295485 L 673.818039 57.728517 L 674.360652 56.161549 L 674.769969 54.594582 L 679.865347 49.346758 L 682.257996 46.759743 L 684.570297 44.366549 L 685.863124 43.625808 L 686.138614 43.337239 L 687.706931 42.738173 L 689.275248 41.209444 L 690.843564 41.093349 L 692.411881 39.410508 L 693.980198 39.519688 L 695.548515 39.419606 L 697.116832 37.907376 L 698.685149 37.971103 L 700.253465 37.869076 L 700.765045 37.357937 L 701.821782 36.574453 L 701.821782 36.574453 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 28.836152 L 656.12625 28.836152 L 656.12625 17.222402 L 649.44 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 26.340527)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 28.836152 L 776.16 28.836152 L 776.16 17.222402 L 767.821875 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 26.340527)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 155.663997 L 666.028125 155.663997 L 666.028125 144.050247 L 633.6 144.050247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=48 --> <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 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(633.6 153.168372)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-38"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p64f812d01d)"> <image height="145.92" id="image01c7311c15" transform="scale(1 -1)translate(0 -145.92)" width="158.4" x="792" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAJgCAYAAAA0zPMzAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3UuvntdZP/7VJj7uvW1vn2PnQFtI0jM0akGABKqQKihMeAHMKl4FjBkiBgwYcBADEAMqtRISQqiCSqilFNGWNk3SNAfHtb193PY+2LGT/kc/8R+s71U9az3ddZLPZ7huXc99P/dpX36k6+v3tdZ+3AAAYND7f9YHAADAO5uGEgCAKRpKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmaCgBAJjy6F7t6H3ve99e7Wph1bH9+Mc/3pOakW1pP8uuef/78787qs9LHnnkke76gQMHYs3+/fsXrnnzzTe767u7u7HmwYMHcVs6D2+99dbCn1dd7/Sd3n777ViTjBxbdb337du38H7S9W6ttfv373fXq/sqHd+yn8n0narrkO7TRx/Nr9qRe+TEiRPd9dXV1Vhz+fLlhY+huhfS+bl3716sWeZ7Kd2LreXvU+0n3afVdUj3QrWf6l5IqvdSOg/VfZq+0927d2NN9Rwn6R5Z9rOajLwzq2PYKyPn52HgF0oAAKZoKAEAmKKhBABgioYSAIApGkoAAKbs2ZT3w2xkwrAyUjNyDNV+0nRmNfWWjmHZk+FpEjZN/LbW2sGDB7vr1ZT39vZ2d31tbS3WbG1txW3p3FXXYWVlpbteTZqnSctqqjUdQzV9naZNq+udto1MA7eWz2k1CTvyPCTVdx2ZaE/fJyUOtJbvkWqyN933Z8+ejTXXrl2L29KzVx13ukbVM5kmwEcmkqvzk67RyH1VvZdSzchEdGv53Vg9+2lf1cR2ug7VcS8z8aQy8i5LqvfSyD237GSV5GGe5K74hRIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApuxZbNCyY3GWGUew7LH+kfiSvTISNTTyeVXMxUg0Rqq5efNmrEkRGOvr67GmOoadnZ3ueoonai1HqFSRHiPxGOn8jKiiQ1JUy2hMSrrnqvs0XaPq/k3xN6urqwsf2+bm5sI11fk5evRod72Kxbl48WJ3/dVXX401KXqrtbFIrCp2JUnnp7p2y4yJqq5DeiarGKSkOjfVs3rkyJHuevX3ZmNjY+GadC8cOnQo1ty6dWvh/Szzb+GyY8GW7WfdkzwM/EIJAMAUDSUAAFM0lAAATNFQAgAwRUMJAMCUPZvyXvbE9l5Z5rFV52CvJthGJvJGpr+r/aRpytOnT8eadAxp2rW1PDF5//79WHPnzp24bXd3N25L0jlNx9ZaPj/V9PfIZPgyJ3ur/Y8kC4x8XnWfpuOupnFH9pO2VZO96b6qzsGjj/Zf3dX3SZPureXvWk2aL/pZrY2dn/SdqmMbuU9TekCawq9qrl27Fmuq9086D9W7J9VU90K6f6qUizQhX32f9HdgpB8Yeb4rI39zl93HPMy9zwi/UAIAMEVDCQDAFA0lAABTNJQAAEzRUAIAMEVDCQDAFLFBbezY9vI/qk/7SjEOreWIhSoWIqniOQ4fPrzQ/lvLEQ+bm5uxJn1eFTWUztvOzk6sqaJVUjzG2tparEmRI1VMyu3bt7vr169fjzUjURuppopWSfdcVTMSO1Xd20kVHZK23bp1K9akZ2VlZWWxA2s5pqW1fN9Xz106P9V7aSRaatmRYenzquiZdO1G3qfV+UnX++DBg7Em3QvVe3ZjYyNuG4m/SZFC1X2ajq86P+lddvXq1eLoFpeua3W9f9Y9RGv53D0Mx7ZX/EIJAMAUDSUAAFM0lAAATNFQAgAwRUMJAMCUPZvyriadljkxPfJZ70ZpovPIkSOx5sCBA931ahI2TSuPXIdqP4cOHequP/HEEwt/XpqKrPbTWmv37t1buCZtq56HNGme9t9aniKu9pMmSkeu3ehzl6aVqynvdG9XU8zp+KoJ/ZFjS1ZXV+O2dO2qqf40LV1NhleTx6muuq7p/hlJFqiOe2R6NtVU5yC9y6r9pOn06npX3zW9s6p3TJpCr77rSMJDei+NPA8j99VIesDI1HzlYZ80/1nzCyUAAFM0lAAATNFQAgAwRUMJAMAUDSUAAFM0lAAATNmz2KDKSATQXsUDVREYybLjA9LnjUQipJiL1nJsRhU/kVTHtr293V2v4idS3NHW1lasSbErhw8fjjVVpFA6DyORMDdv3lz4GKpzWsV9JCNxLOkYRqJDqn1V33Xk+UrfNUWhtDYWxZTeF7dv34416RhGrvdIHEulev8t8/5Z9vs8xexU77J0vavInlRTqd4/Ozs73fWLFy/GmpMnTy68n3SNqvs03XNHjx6NNSnqrLoXU82yI3uWHWWIXygBAJikoQQAYIqGEgCAKRpKAACmaCgBAJjyUEx5p4mqatJqmZPUezUhNjo5liZoq2NINdVUa6qpJiNTTfVd07RgmjL/SceQHDx4sLt+4MCBWHPjxo24bWVlpbueJtCrmmqaPB13Ncl99+7d7no1fT0y9ZtUx1ZNCqd7uPq8VFN911Tz4MGDWJO2jUx5j5zrkfdFtZ9q28i+0nlYdspFMpLAUUkT21WKw4hqajy9n6vp6zQVXb1Pk/TuaS2/Y6rrkN6Nt27dijXL/Hv8MCTFvJf4hRIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApuxZbNBIzM5exU9U9ioaYyQiaeQYqoiHFDMxEnORoixay3EsVexLis04fvx4rHnqqae66xsbG7GmilZJ56eKIUrftYpBStuqe2Qklmbk/nkYntV0D1f39kicT4ouqvaTrl11fu7fv7/wsaVjGIk0qlTxTSPxaMuMiKu+a4q4qd5LI/d2ihSqznUVzZOOIX2f1lq7efNmd31rayvWpOOrji39Hai+a4piSvd8az/7SEDG+YUSAIApGkoAAKZoKAEAmKKhBABgioYSAIApGkoAAKbsWWxQFQuxzJq9jPNZZk0VEZK+UxWzk2ImVlZWYs3Jkye76zs7O7EmxT9UMRfpuFPETmutXb9+vbs+EoNUxWlUx5BU1/vOnTvd9Sq6aHd3t7teRW1U90IyEuGSjNy/o/tKqmuX9pNiTaqa6rumazcSpTNiNFoq1Y1EDVVG4o726h5J56eKTTt8+HB3vXoeU9RQ9Xm3bt2KNZcvX+6uV+c0HV91ro8cObJwTfXOSpYZbzUSR8U4v1ACADBFQwkAwBQNJQAAUzSUAABM0VACADBlz6a8Ryx78i993shnjUzVLnuqLE22tZanV6vj3t7eXng/9+7d665Xk+Fp+rraT5p+rFy5cqW7Xk2gV1O/aUL+wIEDsSZNZ1ZTm2kSddkTt0l1n6ZjGJ3ETZ9XTSSnbdUxpHurOqfpXti3b9/CxzZyz1UTsiPnoJI+rzo/aV/V/ZO2jVzvysg0+bFjx7rr6+vrC++/2k/17KdJ6vPnz8eaH/3oR931N998M9ak40t/A1rL0+nVFPzm5mZ3vbqvRia2R94jLJ9fKAEAmKKhBABgioYSAIApGkoAAKZoKAEAmKKhBABgykMdG1RZZgTPSDzRsuMIRv4T+6omRc9U0TxJFT+RVMeWooZSnFBrOZqnikEaiYpJ0SGttXbixInueor6aC1HzNy8eTPWXLp0qbte3acpeqa63iPxHCPP3bI/b+SzRiJu0jNU3afpelcxWiPPVzru0fOZzs8y49lay/dcFdeVnvHq3k7HnaK/WsvvmHQftDYW+VRF81T3SZJijTY2NmJN+vtV/V1L0VdVbFo6PyNxVCKAHn5+oQQAYIqGEgCAKRpKAACmaCgBAJiioQQAYMo7dsp7mUYmGUcmV6vpx2qCrZqIS9Lk3eHDh2NNmmZM031VzcjEbTW1efDgwe56NR16586d7vqhQ4dizfnz5+O2M2fOdNerydF0XdM0cGv5elf3QTrf1URyde6SNKFfTcJW98JIgsHIFGiaFB45tmoqe2QSdZnvn2VOzVf7GT2GVFOlNSQjqQfVfm7cuNFdr6aYT506tfB+UlpEa61dvXp1oWOr9lUdQ7qHq/s3Ta5X+1lbW+uu7+7uxpp0DHt5by97X+8VfqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCl7Fhs0MoY/Eqcx8nkjxzYSjVHFvozEc1QxOymW5siRI7EmxUKk+J3W8nkYiTqq4idOnjy58OelaIyzZ8/GmscffzxuW19f765fu3Yt1rz88svd9a2trViTzt3q6mqsSde7ivNJ90+6D1obi/l52J+vJJ2fKjYo7WevIkqqmKjqGFI02EjUWXUd0vEt++9DOrbqnZmeyUuXLi18DCkup7WxKK8qzic9+9V+lnm9KyPP3cg7ZtHP+knbGOMXSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApuzZlPeyJ7Z/1vupJhnTtmqqrJpwTnVVTZpE3d7ejjUHDx7srqfJw2o/1XdNk5Zpirq1POV9+fLlWJOmH0+dOhVrqin427dvd9e/+93vxpo0IVpdu3S+q6nNNAFeTXmn71PVjExYV5O1ybInMJc5RVxNu+7V+yeprt2yp+2T6hyke7t6HtK26p67d+9edz1NN7eW32XV9U7T3Old2lr9Dk77qt7B6b1w6NChWHPr1q2F9zOSkpKu3bKfExPbDwe/UAIAMEVDCQDAFA0lAABTNJQAAEzRUAIAMEVDCQDAlD2LDarG+pcZIbDsSI+RqITqGJIqWiXtq4rNSHZ3dxfeT3Xe0jFUMSD379/vrq+srMSaFM+xsbERa1JsRhUNdPjw4bjtypUr3fUUv9NajnGp4l1SDMjIfVVFDaXzUF276rsu07JjudL5rvYz8r4YeSbTcY9EoYy+/0YiktK9Vd0/6Tk+evRorEkRQCnmp7XlRlVV+0nPw+nTp2NN9Y5J+6ruqxT1U8UGjcR/pXuhukfSOa3ef4t+VmW0txBDNMYvlAAATNFQAgAwRUMJAMAUDSUAAFM0lAAATNmzKe9l/2fwe7WfvZr2GtnPyKT5yDR5JZ3vatIzTRKmCdDWxiYM0+TosWPHYk01FT0y8Z+2VROY6fyk6fjWWtve3u6uHzhwINYkaWq0tXxs1X1V3Qtp2nPknI6kEYxMtS57+jt9n+reHjm26pwuczq9mmJOyQL79u2LNWnKu0qsSDXVOUj3aXUdRo6tesek90KVZpE+b3V1Ndak7zry3FXvpfReGJnyHrm3TWvvLb9QAgAwRUMJAMAUDSUAAFM0lAAATNFQAgAwRUMJAMCUPYsNqsb3R2I4lhnhsleRRqOxHen4HoaYlBRLMxKTcvbs2ViTIoXu3r0baw4ePNhdryIrqsicFLVRfdd0fk6dOhVrUhTJm2++GWvSOb1z506sScddRQ2tr6931zc3N2NNddzpGKp7roooStLnjcRoLTNip7X83I28L6qIm5HInOq7priaFA1U1VTPXdpWxe+kKJsqriudg52dnViT7p8qSqeS3llVrFJ6Xqt7IZ3TqiYdw0gs2MjfuxGjMVqM8QslAABTNJQAAEzRUAIAMEVDCQDAFA0lAABT9mzKe9mT1Muc0BqZQF/mZPpPMvJd0+RdNX2YJvy2t7djTZpIPnfuXKxJk4xpgri1fO6qCczV1dXuejUdWk0fpn1VU8wnT57srh87dizWvPHGG931agJzZGI7nYczZ87EmitXrnTXq3NQ3ffpO1XfdeSZHJnYXuY7ZiSRYWSavfo+1bY0wVtd13R81X6qhIVFVZPh6RiqCfTDhw9311977bVYk65r+qyfJF2H9C5rLV+H6lyn90J6n7dWvzeTdGzV1Ho67pF3gknuveUXSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYsmexQSPj+yMxIFXNMqOLqu9TxWaMfN4yI0+qKJIUC/HMM8/EmmvXrnXXq7iRFGmU4oRay1ESVQxIitqo4ieqOIu0ryoC6LHHHuuuV+dna2uru15Fh6RzeujQoVjzmc98prv+yU9+Mtb81V/9VXe9iqNaW1uL2+7evRu3JcuM7Bp5VqtnaCQGKUnXtDqGqqa6Dun8VN81XfPqmUzPQxXNs7u7212vIm7S8zVyfqrzlo7t+PHjC++ntRyFVP19SPfWSKxS9RyPPKsjUWvpu47E+7G3/EIJAMAUDSUAAFM0lAAATNFQAgAwRUMJAMCUPZvyrpjQWr50Tqsp5vX19e56NS2YJgy3t7djzcmTJ7vr1X2Qpk3TZHprrR04cKC7nibGW8tTm621dvTo0YXWW8vHXU2Gr6ysdNerych0HtKUZWt5Qr+a5hyZlq6u0cjk6Ih03NX09TKnyUfu7ZHEitH0iep5TdLE9O3bt2PNSOpB2lZdu+rzksOHD3fXq/SJtC09w63Vx5a+U3UvpGO4detWrEnvhWrKO90j1TOc3rUjqQeVkRQZls8vlAAATNFQAgAwRUMJAMAUDSUAAFM0lAAATNFQAgAwZc9ig6rYgzTyPxKbsVdSZEZry48wGDk/y6y5cOFCrEnxD1XURormSfEpreWojaomxaRU0RjVcW9ubnbXU/xOazm647nnnos1q6ur3fWNjY1YMxID8pWvfKW7/v3vfz/WpO+TIldaa+3evXtxW1JF3IxE5iQjsUHLfvekz6virUae7zt37sRt6Tmq3nPJa6+9Fre98sorC+8nbaviqFJNFXGTzs+NGzdizalTp7rrVVxXdQzp2V9bW4s16ZpX7+10b1XXYSR6ayQGaeQ5XuY7gXF+oQQAYIqGEgCAKRpKAACmaCgBAJiioQQAYIqGEgCAKXsWG/QwjO+PRAssM46gimSoIkJG4ksOHDjQXR857ipKJ8VCbG9vx5pPfOIT3fXz58/HmsuXL3fX19fXY00631XUULUtRZ5UsSLp8773ve/FmnROq3iOFMVUXe+07dKlS7EmxflUsUEp8qm11h59tP8KGokVWfZzPFIzEpOSzml1vZPq2KoophQvtW/fvliT3llVVNWI9J2q75NqqvdSistKz1Z1DIcOHYo1Z8+ejdvSs1I9X+kYqnii9NxV90+6rsuO+Br5ezfyrLB8fqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGDKnk15jxiZBBv9vGV+VpouXvb3qSbb9u/f312vJjA3NzcXrkkTkNV06NraWne9mkpMU+vnzp1b+Nhu3boVa9I0eWut/ehHP+quj0wxb21txZoRI5PCaVs65tby1Hp1b9+7d2/hz6ueh5Ep0HR81flJnzcyXbzsmiqNYES65tWzn94x1XVIk+HV+yKdn+q5S9I7rtpP+p7V5x05ciTWVGkWIykKOzs73fVqOj09k1Wix8jftZH30sjfwmWmsTDOL5QAAEzRUAIAMEVDCQDAFA0lAABTNJQAAEzRUAIAMOWhjg0aMRITMBJTsOxjGLHsSJiRWIj0eSsrK7Hm9u3b3fWbN2/GmhRnUcVzpGN44403Ys0rr7wSt41EJKVzl2KQWsvXLkWutJavQ3VsKYqkOqfb29vd9RRd0tryI7aSkSidKponXYeRmJTqHZPOQRXZMxKdVMXspLoqribdW9V+jh49unBNureq91+6DtX1Ts/kyDmtItCqOJ/qvZBcv3594c86ceJEdz29m1vL1656HtJ3ra53es9V1y4ZiRJjnF8oAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCY8o6d8v5ZT2iNTIZXU2rVhOrIvtKkXJqWbi1PbVbTxcePH++uP/7447HmiSee6K6fPHky1qTrvbm5GWvSpGU1yXj58uWFjyFN6baWz101oZqu9/79+2PNk08+2V2vrkM6hmpC9datW9310cnVNMlc3XMjk9Tpu45MX1fPanqGquudvuuyj62S7u3qXlhdXe2up3uxtdbOnDnTXT927Fis+c53vtNdf+mll2LNMq/dSBLAxsZGrKnOz6FDh7rr1Xs7TWync91aaxcuXOiuV++yNJmd7oNKlWCQEiuqZyj5WfcJ7zV+oQQAYIqGEgCAKRpKAACmaCgBAJiioQQAYIqGEgCAKe/Y2KARKYajihZI26ooiZGYn5F4g+oYUtxHisZoLUc5VPtJERgrKyuxJkVjVOctHffW1lasef3117vr169fjzVHjhyJ21JE0vb2dqy5efNmdz1FY7SWr11VkyI9UsxPazmK5Nq1a7Hmxo0b3fUqXqaKO0rXfOT5Gjk/VUxKOu4qBintZ2dnJ9Yk1TlIUUOj76X0/qlidtJ3qr5reh6q91+KpKpq0vmp4omWGbV29OjRWFMdd3rHVPfp4cOHu+vVdUjbRmKn0vu8tXztqu+Tzk8VJcbDwS+UAABM0VACADBFQwkAwBQNJQAAUzSUAABMeainvEempffqGEaOrfrP7avpzFQ3MrWZpu5ay9Or1VTr7du3u+vVZGSaJq+m+NL3+cpXvhJr0vThr/zKr8Sa8+fPx21pArK6Dt/73ve666+++mqsSZPUaYK4tdY2NzcX+qzW8veppqXT56Xp1NbqKe90jar7dGRie3V1tbte3XNpUjclG7TW2uXLl7vr1eT8vXv3uuvVxG2a7E3fs7V6GjelJVTT+yndoLq303uu+q5p28hEe1WztrbWXT9z5kysSWkWI9eutdaef/757no1nf6BD3ygu/7000/HmvSMp/u3tfxMVkkb6b1dpY2ke27k791IDeP8QgkAwBQNJQAAUzSUAABM0VACADBFQwkAwBQNJQAAUx7q2KCRsf6ROJ9lxxOlmJ+RaKDW8vGN1FTHkKJ+qgiMKnYlScdWxb587Wtf665XMSm///u/313/2Mc+FmtG4mqq+3QkNuPmzZvd9VdeeSXWpHNXndNLly5116t7JH3ehz/84ViT4lhaa+3OnTvd9RdffHHhY9jZ2Yk1KYrkyJEjseaDH/xgdz1FxbTW2mOPPdZdr77PxsbGwseWIoBS1FFr+fu01to3v/nN7vrIPVc9D6mmeo5TPFF1b6d7uIpBSu/T6v2X7oWR92xrrV24cKG7XsX5pGM4ceJErEnbUoRVpTo/6V4YiYkaec+yt/xCCQDAFA0lAABTNJQAAEzRUAIAMEVDCQDAlId6yntENe21zGnukf1UU9kj+6q+z8ikXJqSffTRfJukicVqkjF9XjXJ+Nprr3XXf+M3fiPWpKnWagLz6tWrcVuapqwmI/fv399d/9SnPhVrrly50l0/fPhwrHnppZe669V1+IM/+IPuejrXrbV2+vTp7vpzzz0Xa7a2tuK2a9euddfTFHNrrd2+fbu7/sYbb8Sa9Dw8+eSTseYTn/hEd726f+7fv99dP3nyZKxJSQlVTUocqO7Fatr+05/+dHf9F37hF2LNxYsXu+vVdHo6vuqeS5Pzx48fjzXpXXvr1q2F91Pd2+kaVVP91YRzSqC4fv16rEmT4dUUfHqXVc/djRs3uuvV35T0XUfSQXj4+YUSAIApGkoAAKZoKAEAmKKhBABgioYSAIApGkoAAKa862KDqiidkfidkf2MWPZ/bp+Ob3t7e+FjWF1djTV3797trlcRSSl2pYrGSBEYR48eXbhmY2Mj1lRxFimuZt++fbEmRbVUEUApWqWKL/nMZz7TXX/88cdjzdmzZ7vrKbaotdaOHTvWXa++z3e+8524Ld1bv/mbvxlrXnnlle56iolqLd8LH/rQh2JNilDZ3d1duKaKiknPQxWLs7m52V2v7t/quNO5q2JkUgRPFTN27ty57noV+ZSe8RSx01qOIEtRR63le7g6B+n9V0U+VdfhxIkT3fUqqur1119feD8p2qm6duk8pLi51nK8VfX3IW1b9t9Ils8vlAAATNFQAgAwRUMJAMAUDSUAAFM0lAAATNmzKe+R6esRezUJVu0nTeRVk23LPj9pX2natVJNqKb9VDVpWvDq1auxJk0ffuQjH4k1adLy5s2bsebMmTNxW5qmrK5rmgC/f/9+rEnnp7p2afp6//79sSZNZx48eDDWpOOurl2aXG0t3yfVcT/11FPd9er8pGconbfW8sR0NdGejqG63uk63LlzJ9ak+2plZSXWVFIaQZUK8cQTT3TX02Rva/m4q2n7pDo/SXW90zW6ceNGrEnnp5qWria207bquFNNdc+le3vk2lU1aT/VO9M09zuXXygBAJiioQQAYIqGEgCAKRpKAACmaCgBAJiioQQAYMqexQbtVRTAwxBPVEXmjKi+U5KiJKrPSvEPVfzEqVOnuutVtEqK7bl27VqsSZ9X1ezu7nbXq3iZKq7m+PHj3fUqviSduyo2Ix3fkSNHFq6p9rO1tdVdv3v3bqxJ3ydFirRWPyvp+G7fvh1r0j08Et9UXe90Tkeit6oopqNHj3bXq3irdO1S/E9rdfRM2lbFEKVonPTctZa/U3Ud0v1z/fr1WJOifkae/eqdmbZV0UDVvZBU7+D03k5xVK3laLJ79+7Fmmpbkq6daKB3J79QAgAwRUMJAMAUDSUAAFM0lAAATNFQAgAwZc+mvPfKyPRYVTMyYb1XE2zVftKU4ch3rSZ40/R1NbWZppU3NzdjzXPPPddd/9SnPhVr0rTygwcPYk01KZwmIw8cOBBr0rRplQSQjqGa9EzXodpP+rzt7e1Ykz6vmgCtzmnaVk0Xj0xsp8+rji19p/X19ViTpoirJID03FXvnnTtqgnr6r5PE9vVdU33SXXPpe9UnZ80xVy9y9L5GZkmH0nGqM519XnpnXXlypVYk67DuXPnYk26RiPpJSN/I3l38gslAABTNJQAAEzRUAIAMEVDCQDAFA0lAABTNJQAAEx518UG7ZWRaKAqXmGvohdGYoOqGJCLFy921z/ykY/EmhRzkSI4Wmvt1KlT3fUUl9Naa1evXl1o/63luKXWWtvZ2Vm4JsXSpHhnbzeDAAAeH0lEQVSZ1vL5ro47HVsVk5KiYkbu7RR38pMcPHiwu56OrbUcG7S6uhprUmzQpUuXYs3GxkZ3vTo/Z86c6a5X3+f27dvd9ereTvdPdR2q+6falqR7u7rnquirJL2Xqsin9EyOxERVsWDpXkwRY63V92k6dy+//HKsGYm3SrFG1X2aVOeU9xa/UAIAMEVDCQDAFA0lAABTNJQAAEzRUAIAMEVDCQDAFLFBP8FIhEoVIzMixWaMHFtlJOImHVtVkyJKjhw5EmtSvEwVz3Hy5Mnu+u7ubqypIk/S8VXXIcX5VKpjSNK1q+KoUjxRFd+UYkVSDElrdexKisapatLzVR1DilZZW1uLNenzqv2ka3f8+PFY8+KLL3bXq3Pw1FNPddcvX74ca65cuRK3pfOTnrvW8j1Xxcik+6eqSc9XVZPOXfVuTteuim9K26rnrrquKUKqunYjEUnpnG5tbcWa9F4YiYKq7NXfO5bPL5QAAEzRUAIAMEVDCQDAFA0lAABTNJQAAEwx5d3qibyRybKRmmoqOk3jVsc9YmQ6PU34VZPCaZLw9OnTseaXfumXFq5J5+3VV1+NNaurq3HbnTt3uuvVpHm6rtX5SfupJm7T5Hqaqq2OrZqC37dvX3e9mkw/d+5c3JbOXTXxn+65avr65s2b3fXqnH74wx/urqf7qvq8quaJJ57orlfPd5ouHplaby1PF1fHne6f6p5LqnfmyAR6un/SZ7WW33/V853OaTUtfe3atbjtn/7pn7rr//M//xNr0nmoEiZGJrZTOsfdu3djzQjT3O9cfqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgClig9rexRRU+6niOUY+L0WOjEQkVftJkREXLlyINSl65uzZs7Hm6aefXvjYUmzG0aNHY83bb78dt6VIoZFonhQN1Fq+Rum8VTUj99zKykqsSaqaalsVyZIcP368u15FMSVVXFf6vOqY0zkdud5VfNPGxkZ3vYoNqr5rureq+yfVVPFjKXqmigBK5yfdB9XnbW5uxpp0fqp3ZjoHx44dizVVJNalS5e6688//3ysSdfoxo0bsSbFJ428L6rrXb1PeffxCyUAAFM0lAAATNFQAgAwRUMJAMAUDSUAAFPesVPeI1Ote2XZx5A+r5o+XKZqUi8dW5pCba21J554orueJsZbyxOdN2/ejDVpSraawNza2lr489LkamutPXjwoLteTfWnqcn79+8vXDMy2ZuOubU8+Vzd87dv347b0sRrddzV9HOS7p/qOqRJ4TQh21q+RqdOnYo16fxU+0nHXU26V8/x/v37F645cODAQsdW7ae63umcVu+LdAwj17uaYh6Zlq5SJj796U931//+7/8+1qR9Vec0XYfqHTOSAsJ7i18oAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGDKOzY26N0WVTDyfUZqqqihFBFSxWakmiq+JEVTXL58OdakbYcOHYo1IxE3VSRN+rzqnKZonirSIx1fdR3SMaR4kOrYKunaVcdWSXVVvMudO3e669U5TVFRVezUs88+213/+te/HmuuXr3aXf/c5z4Xa1L8TopUai1HDVXfp3om0/1TXde0rXoeUtRPFS2V7oWqJt33KysrsSZ9XvV9UmTY+vr6wvtprbVPfvKT3fXPfOYzseYb3/hGd72K/0rnp3pfpOerelaT6py+2/62v5f4hRIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCnv2Cnvd6Jqsu2nUbfoZ6UpvmrqbmTCL01GVlOoGxsb3fXV1dVYc+3ate766dOnY83a2trC20amxm/duhVrFv2s1vKkcJrKbi1P6D/6aH4tpHukmhivJkfTpPC9e/diTVLd2yNT8Ok+re65tJ80md5anuZO17S1PLW+tbUVa6pnNe2rOqcpYaH6runzqon2dNzVVH+676vzk7adO3cu1pw9e7a7Xk3HV++L9A789V//9VjzwgsvdNerezs9+9VzZ/qan8QvlAAATNFQAgAwRUMJAMAUDSUAAFM0lAAATNFQAgAwRWzQQ2KZ0UCt5YiHFBcxKh33zs5OrEmxPVVkxX//93931z/72c8WR9d35syZuK2KIknHVx13Oj8rKyuxJsX2VHEshw8f7q5XUR8p2qSKPEnxQNV5q44hRbWk79NaPndV7FSKnjl+/HisSd/pl3/5l2NNuhcuXLgQax48eNBdr2J+RmKVDh48GLel90IVPZNU77JTp05110+ePBlrUsRWFauUzk+KH2stn5/z58/HmnSfVvFEVSzXd7/73e56FWc2EueTIrHu3r0ba6oIsiS9S5b9d4iHg18oAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYYsp7D41M441+Xpq0HDmGauo3bav2kyb8qsnwL37xi931Z599NtakSctqGriahN3c3OyuVxOL6TqcOHEi1qTjrqZD03RmNQmbjntkMrw6p9XEdjqGNPlcbatq0n6qY0ufV13v73//+931I0eOxJo0kZzut9byBHo1/V09x2mivLrnUk01GZ5qqvsnnbvq/KQp5ur8pGe/mrZP26rUg+o+Tcf3wgsvxJrbt29319fX12PNtWvXuusjk9wjf4d4d/ILJQAAUzSUAABM0VACADBFQwkAwBQNJQAAUzSUAABMERv0kHiYoxeqY0sRGFVESYoIqb7n66+/3l3/i7/4i1jzuc99rrt+9erVWPPkk0/GbSmCp4pJSedu3759sSZFnozEN1Wq+JtF91PFE43cv1WMzEicz/nz5xc+hnSfVN8nRbicO3cu1qTjrq5p2k8VSVNF2aR7uPq8dG9X0TMpZifFXrWWo52q5y593traWqxZWVmJ25L0HFfnoHr2jx8/3l2/cOFCrDl06FB3fSRmrLreI1F0aVv1DC07Xo+94xdKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmmPJ+BxiZlFumkf3cuXMnbkvTh9WkcJp8fuWVV2JNmqasJn53dnbitjRNWZ2fdAybm5uxJk3CVvtJE7zVtHSakk37by3fi6MpBeleOHHiRKxJ16g6hhs3bnTXDx48GGteffXV7vrW1las+bmf+7nuenUO0vep9pOmcavJ3ur87O7udteryfA0KVxNX6frWh33iPRdq8n5NOVdTYanJIAqLaJ6N375y1/urv/bv/1brHnssce669X9k95LJraZ4RdKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmaCgBAJgiNugdIMUyjES1VDUpImQk+iHFUrSWjy3F8rSWj62K+Xnttde661/4whdizbe+9a24LUW1VHFH9+/f765X0SHp/FRxPsuMAUnfs9pWxb5UnzdSk/ZV3T/pfFexOB/96EcX+qzWcizNlStXYs29e/cW3k+6dtVzl2J+Wsv33Ntvvx1r0rmrIp/Ss1LFaCW3bt2K20bOz/r6enf98OHDsebTn/50d/2b3/xmrPmzP/uzuO3b3/52d716z6VrVEWGpZioSrq3RQPx//iFEgCAKRpKAACmaCgBAJiioQQAYIqGEgCAKaa838HSZGa1rapJ03oj+6mmCNOk5+nTp2NNmmS8ceNGrPnhD3+40Hpr9SR1+q7VhPPly5e766urq7EmTYZX+0mqCfSkut5p0rOayq4mhdN33draijVpKrq6544fP95drybDn3/++e56NX2drmt1X6Xjrq5DmuCtairV8SXp3tq/f3+sSdPc1SR1ukeqmu3t7e56NdWf7qsjR47EmvTOvHTpUqypptPTd62O+8KFC9316vyk652e79byd1122gjvXH6hBABgioYSAIApGkoAAKZoKAEAmKKhBABgioYSAIApYoPepUbjQxaVImGqWIgUm1HF4qytrXXXV1ZWYs23vvWt7voXv/jFWPPMM8/Ebbdv3+6u/+Iv/mKsOXr0aHe9+q5XrlzprlcRNykGpIqDOXjwYHd9fX091qT7Kp2b1lq7efNm3JZiUqrrmu65q1evxpoUzfPUU0/Fmp//+Z/vrl+7di3WpDif6nlIMTtV/E66dnfv3o01y44MS6r4plOnTnXXqyim9Aylc9Baa08++WR3vTo/Kaqqit5K8UBnzpxZuKa1HF2U3n+t5WtXndNUU0V8jdwL4oHeW/xCCQDAFA0lAABTNJQAAEzRUAIAMEVDCQDAFA0lAABTxAa9S6X4hyr6YSQW4pFHHumuV1Ebq6ur3fUU29Faa+9/f//fPlWcxuuvv95d/4d/+IdY8/TTT8dtv/M7v9Nd//jHPx5rvvOd73TXf/SjH8WaJJ3r1vL5rs5pdY2SdO22t7djTRXvkuKGTp48GWsOHz7cXT9+/HisSceXIqxay5FCVWxQivqpYpXSda2udzoHVUxLFeeTnv0qRmbknCZVRFKKg3r88cdjzci77NixY9316rx97Wtf665/+9vfjjUpFqy1/HylY2stR1VVsUHJyHkTJ8T/4xdKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmmPLeQ9U0XDX1lraNfl4yMhme9rOzs7Pw/qtJxjTlfffu3Vhz5syZ7vrLL78ca6rp4t/93d/trm9sbMSaGzdudNer4z59+nR3/a233oo19+7d665XU/CHDh3qrj948CDWpMnR+/fvx5rq89K2ixcvxpojR45016v7NJ27F198MdakKfhqYjsd26lTp2JNmtKt7pH0fapzkPbTWmv79u3rrq+srMSaNJldPQ/peldT3ukdUz0PaQK9qkn38KOP5j+TP/jBD7rr//iP/xhrRhIw0lR/parZ3Nzsro9MbFdMc7+3+IUSAIApGkoAAKZoKAEAmKKhBABgioYSAIApGkoAAKaIDdpDD0OEQnUMy4yMqPazu7vbXa/iZVLsShU3kmJAUpxQa61du3YtbnvhhRe66ydOnIg1KWanqklRP7du3Yo1KYqkimJKsUFXr16NNSmOpbreVaRQuufSeWstf9fqGFJcTHV+Xnrppe56FcWUon5u3ry58LFV+0lRNtV5q6RYrip6Jm0bieZJsUWt5SidFHPWWn6XVPFNKSKpei9++ctf7q5X0VKPPfbYwsdQvRtTRFuKEhv1MPz94uHmF0oAAKZoKAEAmKKhBABgioYSAIApGkoAAKaY8n5IVJOEabpuZOpuZD/LnP6u9lNNJV65cqW7fvTo0ViTJkcfeeSRWFNNyf7Jn/xJd/0LX/hCrElT0WlytbU8BVpNJF+4cKG7Xk3P3rhxo7t+/fr1WJOm6qtJ7mrqN12LqiZN4lfnJ00kV+fnzTff7K4fP3481rzxxhvd9er8PP300931dH1aa21zc3Oh9dbq5zhtq65DUj2T6TttbGzEmoMHD3bX02R6a3mau5qWTukB3/jGN2LNiy++2F3/wAc+EGuq+yfdj+m+ai0nCKTEgdby9TbJzQy/UAIAMEVDCQDAFA0lAABTNJQAAEzRUAIAMEVDCQDAlPe11uQEPARG4nxGPm/ks6p4jpGooVRTRbikuJq1tbWF91PFE1XnJ52Hj3/847HmE5/4RHf9qaeeijVnzpzprv/ar/1arLl8+XJ3vYoO2dra6q5X5yfVpOiS1up7IZ3Tkbia6j5dX1/vrlcRLukYqnOaHDp0KG5L99zVq1djTYrfqfaTopNaa21nZ6e7vrKyEmvSuXv00cXT6G7duhW3pRii6tk/e/Zsd/3ZZ5+NNX/8x3/cXf/bv/3bWHPixInueor+aq21V199NW5Lz1cVB1U9e7CX/EIJAMAUDSUAAFM0lAAATNFQAgAwRUMJAMCUxcfx+KkYmb7eq89b9rGlqd+Ryd633347bkvTptX3SdPkrbV24MCB7vq3v/3tWHPp0qXu+pEjR2JNmhx9/fXXF6558sknY01STdymKdRqQj9N6VaqydU333yzu15NJKfp59OnT8eadB6uXbsWa86fP79wTdrP7du3Y02a2E73QWv5vLWWn8n79+/HmpQGUD1fq6ur3fWUbFB9XjXR/swzz3TX//M//zPW/OVf/mV3PSUotJaPu5rkfumll+K2dE6rBINkpKZ6n8JP4hdKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmaCgBAJgiNugdLEV9tDYW9VN93qL7qT4rxVlUkRV3797trj/yyCOxJkXzpDih1urzlmKNqrijH/zgB931FPvSWmvPPfdcd736rukYquuQzkN1fo4dO9ZdP3jw4ML7aS1H2aSIptZa293d7a5X0UUpDqqK0klxPtU9ko6tip5Jquud4o6q2Kvt7e24LUUuVfdpiripnof0naoIoPSdqkijN954o7v+h3/4h7Hm4sWL3fWzZ8/GmhdffLG7XsVeVXE+6fxU53TkvS0eiJ8Gv1ACADBFQwkAwBQNJQAAUzSUAABM0VACADDFlPc72Mgk9159XjVFmPZTTT+mbWnStLXWdnZ2uuvr6+ux5s6dO3HbjRs3uuurq6uxZuS407Ty2tparElT0dU1TVOy1eRz+j63b9+ONdXnpe86ci88ePAg1qTzUF2Hl19+ubv+xBNPxJonn3yyu37lypVYU00rJ2naPqUhtDY28Z+mv1vLKQpXr16NNWlauXpfpGN79dVXY82f//mfd9e/973vxZp07ap7O71j0rlprX4e0nkYmco2yc1e8wslAABTNJQAAEzRUAIAMEVDCQDAFA0lAABTNJQAAEwRG8SeSxEuKVKkUtVsbW1116uYnxRj09pYDEf6vN3d3Vjz/PPPd9c/9rGPxZrf/u3fXng/Kd4lRRBVn/fII4/Emurz0r1QxR2lfVURQJubm931Kmoo2d7ejtvS+anuq3QM1bGle7G6t1PETfV51f2TYnaqe2FjY6O7nmKQWmvt+vXr3fW//uu/jjX/+q//2l2vorfS+am+z7lz57rrI1FDo5YdHwej/EIJAMAUDSUAAFM0lAAATNFQAgAwRUMJAMAUU968I6Rp7ve9732x5v79+931akq3mjZdX1/vrldTlkePHl3o2Fpr7dKlS931L33pS7Hmqaee6q7/1m/9VqxJ06vV+UnHffDgwYVrWsuTzNV13b9/f3e9mvhP+6mO7dChQwvv58KFCwvXpP28+eabsebu3bvd9Ucfza/06hqlKfjKK6+80l1P36e1PE2epr9ba+1rX/tad/2rX/1qrElT9SdOnFj42KoJ/XQdqinvkWQBeCfwCyUAAFM0lAAATNFQAgAwRUMJAMAUDSUAAFM0lAAATBEbxDtaFdmTtt28eTPWVJEnKTbo6tWrsSbF36TPaq21W7duddd/+MMfxpo/+qM/6q5vbW3Fms9//vPd9er8pOOuIm5SHEtrre3u7nbXd3Z2Yk2Kxnn/+/O/j9O2tbW1WHP9+vXuevV9UqRRdZ+mY1tdXY01Ka6migZKx9ZaHTeUVNc8SVFDX//612PNv/zLvyy8n8cee6y7PvI97927F7elZ180EO9FfqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKKW/ec9566624LU32VqrJ2vv373fXq2nTlZWV7no1VZumuf/0T/801qTp1WeeeSbWJNXkc7Xt8OHD3fV0Dlpr7ZFHHumup4nx1vLEdDV9fefOne76gQMHYk2a2K7uubStqknnp0ocqO6fdJ9Wk+bHjh3rrqdJ7tZa+7u/+7vu+gsvvBBr0rNy/PjxWHPq1KnuejXpfvny5e56dU7TeUvpDq3V9xy8k/mFEgCAKRpKAACmaCgBAJiioQQAYIqGEgCAKRpKAACmiA3iPaeK9NjZ2Ynb1tbWuutVbNDdu3e761X0TIpqSZ/VWv5OVQzS3/zN33TXf/VXfzXWPP744931p59+OtacPn06bkvRPNvb27Hm6NGj3fUqnihFz2xubsaadAxPPPHEwvupIm6OHDmy0P5by5FPDx48iDUpbqm1fA9Xz8P//u//dtf/+Z//OdakeKDqGVpfX++uf+hDH4o1yY0bN+K2dC9Uzx3wf/xCCQDAFA0lAABTNJQAAEzRUAIAMEVDCQDAFFPe8P9TTYDfvn174c87depUd/3HP/5xrEmTutVkePq86vtcuHChu/6lL30p1nz0ox/trq+srMSakydPxm1purea+k0TzmnCurXW9u3b112vpuDv37/fXa+m1jc2Nrrr739//rd7+q7V1PrW1lZ3PZ2b1uop75dffrm7/u///u+x5j/+4z+669V1SM/DiRMnYk1KFqj28+qrr3bXL168GGvSOa2eoeo5hvcav1ACADBFQwkAwBQNJQAAUzSUAABM0VACADBFQwkAwBSxQbznjEZ97O7udtdTvExlfX09bksRNylOqLUcu3L37t1Yk+Jqtre3Y81//dd/dderSKUUpdNaa5/97Ge760899VSsOXToUHe9itlZXV3trldRTGlb2n9r+dqdPXs21qTjrmJ+0rFVMT/p2rXW2htvvNFd39zcjDUpKipFA7WWr8Phw4djTXq+UjRQa6298sor3fW33nor1iRVbBDwf/xCCQDAFA0lAABTNJQAAEzRUAIAMEVDCQDAFA0lAABT3tdaG8tQgXehKiIkbaviapK1tbW47fz58931N998M9akqJYq4ub111/vrldRMTs7OwsfWxXV8sEPfrC7/nu/93ux5vOf/3x3/fTp07EmfdevfvWrseYHP/hBd/1jH/tYrPnwhz/cXa+ik9I1unjxYqz50pe+1F3/4Q9/GGuqaKekigCqzneSYpVS7FVrrV2+fLm7/vzzz8ea9Ey+//35N5SR5xj4P36hBABgioYSAIApGkoAAKZoKAEAmKKhBABgiilv+ClKU6XVROnKykp3/fDhw7HmmWee6a4/+uijsebll1/uru/fvz/WJCOT4a219uDBg+56NTWeVFPH6+vr3fXq2K5cubLQZ7XW2rPPPttdT9PNrbX20ksvddfTdHNrrd27dy9uS6r7J52748ePx5o0vV8lGKyurnbXL1y4EGtee+217vrW1lasSYkMP/6xP3fw0+IXSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYIjYI3iFSFEprrR06dKi7XkXcpHiXFHXUWo6rqY6tii66e/dud72KhNnd3e2upxib1nI8URUj88gjj3TX79+/H2vS51XnNEVIVTUnT55cuCadg9ZaO3DgQHe9un/Sda2u3fb2dnd9NHYKeHj4hRIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCmmvIF3vTNnznTXq8nnNH1dTZOnKe+DBw/GmjRhXe1n37593fV0zNV+WssT/xcvXow1V69e7a5Xk+bp/FTT9sA7g18oAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCK2CAAAKb4hRIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGCKhhIAgCkaSgAApmgoAQCYoqEEAGDK/wfOM/Sj3SfW9QAAAABJRU5ErkJggg==" y="-9.68"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p64f812d01d)" d="M 883.746535 80.449548 L 884.530693 81.233032 L 884.530693 82.8 L 883.746535 83.583484 L 882.962376 82.8 L 882.962376 81.233032 L 883.746535 80.449548 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#p64f812d01d)" d="M 863.358416 45.976259 L 864.926733 46.094482 L 869.631683 46.033243 L 879.041584 45.976014 L 880.695891 46.759743 L 882.468177 48.326711 L 883.746535 49.240894 L 885.314851 49.110195 L 888.451485 50.690687 L 890.023909 51.460646 L 891.588119 53.252887 L 893.156436 54.902177 L 894.781135 56.161549 L 896.293069 58.018688 L 897.861386 59.768815 L 902.566337 64.457839 L 903.320313 65.563355 L 903.400593 67.130323 L 904.134653 67.747688 L 906.487129 70.264259 L 906.412044 71.831226 L 908.055446 73.398194 L 908.225846 74.965162 L 909.504016 76.532129 L 911.189997 79.666065 L 912.545304 81.233032 L 912.760396 82.8 L 912.68933 85.933935 L 912.203485 87.500903 L 911.976238 87.843191 L 911.4116 89.067871 L 911.215988 90.634838 L 911.192079 92.201806 L 911.374926 93.768774 L 911.192079 95.335741 L 911.976238 97.047211 L 912.942899 98.469677 L 912.648009 100.036645 L 911.976238 100.640235 L 910.407921 102.340785 L 907.271287 103.938294 L 905.70297 103.919255 L 904.134653 104.101422 L 902.566337 104.033375 L 900.99802 103.834808 L 899.429703 103.320085 L 896.293069 103.630167 L 886.883168 103.93545 L 885.314851 105.338524 L 883.746535 105.277147 L 877.473267 105.47825 L 872.768317 105.568682 L 871.2 105.422171 L 869.631683 103.925005 L 863.358416 103.98405 L 861.790099 103.991664 L 860.221782 104.493219 L 858.653465 104.578517 L 857.085149 104.468173 L 855.516832 103.811347 L 847.675248 104.043231 L 846.106931 105.485045 L 844.538614 105.890867 L 842.970297 107.408937 L 839.833663 107.34209 L 838.014069 106.304515 L 836.69703 105.515444 L 834.361672 103.17058 L 833.234992 101.603612 L 832.525298 98.469677 L 831.677549 96.902709 L 831.265255 95.335741 L 831.207921 92.201806 L 831.207921 84.366968 L 831.992079 82.788263 L 835.128713 78.761346 L 835.567111 78.099097 L 835.912871 76.532129 L 835.84766 74.965162 L 837.003158 73.398194 L 837.721772 71.831226 L 838.265347 71.199472 L 838.877079 70.264259 L 838.817324 68.697291 L 841.721874 65.563355 L 842.970297 64.663171 L 844.538614 64.238441 L 844.780876 63.996388 L 846.131021 62.42942 L 846.789486 60.862452 L 847.304356 59.295485 L 849.243564 56.819942 L 850.811881 55.673306 L 853.948515 52.075583 L 855.516832 50.609728 L 857.085149 49.532664 L 858.653465 48.841068 L 859.142712 48.326711 L 860.221782 47.64631 L 861.940882 46.759743 L 863.358416 45.976259 L 863.358416 45.976259 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 28.836152 L 814.52625 28.836152 L 814.52625 17.222402 L 807.84 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 26.340527)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 28.836152 L 934.56 28.836152 L 934.56 17.222402 L 926.221875 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 26.340527)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 155.663997 L 824.428125 155.663997 L 824.428125 144.050247 L 792 144.050247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=73 --> <defs> <path d="M 8.203125 72.90625 L 55.078125 72.90625 L 55.078125 68.703125 L 28.609375 0 L 18.3125 0 L 43.21875 64.59375 L 8.203125 64.59375 z" id="DejaVuSans-37"/> </defs> <g style="fill:#ffffff;" transform="translate(792 153.168372)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-37"/> <use x="206.591797" xlink:href="#DejaVuSans-33"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p33c862be6b)"> <image height="145.92" id="image7869eea21a" transform="scale(1 -1)translate(0 -145.92)" width="158.4" x="950" xlink:href="data:image/png;base64,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" y="-9.68"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p33c862be6b)" d="M 1024.89505 64.870412 L 1026.463366 64.710237 L 1028.031683 64.594453 L 1029.6 64.597028 L 1031.168317 64.716435 L 1032.736634 64.856579 L 1034.30495 64.904982 L 1035.873267 64.995452 L 1037.441584 65.02665 L 1039.009901 65.147528 L 1040.578218 65.093638 L 1041.046343 65.563355 L 1041.794051 67.130323 L 1042.146535 67.482504 L 1043.714851 67.927698 L 1045.283168 67.912741 L 1046.048662 68.697291 L 1046.851485 70.121343 L 1047.129424 70.264259 L 1048.419802 70.685909 L 1049.439445 71.831226 L 1049.988119 72.533487 L 1050.647044 73.398194 L 1051.465026 74.965162 L 1051.556436 75.056493 L 1052.502896 76.532129 L 1053.124752 77.766045 L 1053.384524 78.099097 L 1053.124752 78.937299 L 1052.915239 79.666065 L 1053.124752 79.913525 L 1054.063112 81.233032 L 1053.877872 82.8 L 1054.45488 84.366968 L 1054.510739 85.933935 L 1054.693069 86.296429 L 1055.18723 87.500903 L 1055.178714 89.067871 L 1055.301292 90.634838 L 1055.801413 92.201806 L 1054.693069 93.412121 L 1053.124752 93.079066 L 1051.556436 93.35543 L 1049.988119 92.655153 L 1048.419802 92.611972 L 1047.845465 92.201806 L 1046.851485 91.605917 L 1045.668029 90.634838 L 1045.283168 90.250309 L 1043.714851 90.476345 L 1043.561611 90.634838 L 1042.146535 91.877615 L 1041.700827 92.201806 L 1040.578218 92.823126 L 1039.009901 93.631088 L 1038.876615 93.768774 L 1038.924599 95.335741 L 1039.009901 95.464698 L 1039.526254 96.902709 L 1039.009901 98.312481 L 1038.928519 98.469677 L 1037.888143 100.036645 L 1037.441584 100.275128 L 1035.873267 100.278812 L 1034.30495 100.590722 L 1032.736634 100.719128 L 1031.168317 100.908056 L 1029.6 101.080826 L 1028.031683 101.277972 L 1027.355356 101.603612 L 1026.463366 101.851982 L 1026.168971 101.603612 L 1025.485922 100.036645 L 1024.898311 98.469677 L 1024.89505 98.46437 L 1024.230372 96.902709 L 1024.89505 95.920031 L 1025.314096 95.335741 L 1024.89505 93.889088 L 1024.848891 93.768774 L 1024.179242 92.201806 L 1023.734619 90.634838 L 1023.326733 89.693786 L 1023.038019 89.067871 L 1022.304902 87.500903 L 1021.758416 87.109651 L 1020.237397 87.500903 L 1020.190099 87.524457 L 1018.621782 87.627241 L 1017.053465 87.926875 L 1015.485149 88.037797 L 1013.916832 88.531741 L 1012.348515 88.514259 L 1011.48685 89.067871 L 1010.799784 90.634838 L 1010.780198 90.65394 L 1009.211881 91.418322 L 1007.643564 90.724576 L 1007.502153 90.634838 L 1006.713728 89.067871 L 1006.084352 87.500903 L 1006.738111 85.933935 L 1007.643564 84.650646 L 1007.892493 84.366968 L 1007.710166 82.8 L 1008.121169 81.233032 L 1008.37575 79.666065 L 1008.297612 78.099097 L 1009.211881 76.786651 L 1009.405189 76.532129 L 1010.321903 74.965162 L 1010.780198 74.289631 L 1011.457764 73.398194 L 1012.348515 72.855643 L 1013.789267 71.831226 L 1013.916832 71.678645 L 1015.485149 71.140186 L 1016.488318 70.264259 L 1017.053465 69.46893 L 1017.634915 68.697291 L 1018.36111 67.130323 L 1018.621782 66.857277 L 1020.190099 66.533505 L 1021.758416 66.761552 L 1023.326733 66.346839 L 1024.311843 65.563355 L 1024.89505 64.870412 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 28.836152 L 972.92625 28.836152 L 972.92625 17.222402 L 966.24 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 26.340527)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 28.836152 L 1092.96 28.836152 L 1092.96 17.222402 L 1084.621875 17.222402 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 26.340527)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 155.663997 L 982.828125 155.663997 L 982.828125 144.050247 L 950.4 144.050247 z" style="stroke:#000000;stroke-linejoin:miter;"/> </g> <!-- y=99 --> <g style="fill:#ffffff;" transform="translate(950.4 153.168372)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-79"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-39"/> <use x="206.591797" xlink:href="#DejaVuSans-39"/> </g> </g> </g> </g> <defs> <clipPath id="p2336bb1ce2"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p5dbda64836"> <rect height="145.727995" width="158.4" x="0" y="9.936003"/> </clipPath> <clipPath id="p65c188c8b6"> <rect height="145.727995" width="158.4" x="158.4" y="9.936003"/> </clipPath> <clipPath id="pd40bef1dff"> <rect height="145.727995" width="158.4" x="316.8" y="9.936003"/> </clipPath> <clipPath id="p28c75fb584"> <rect height="145.727995" width="158.4" x="475.2" y="9.936003"/> </clipPath> <clipPath id="p7d8227fda5"> <rect height="145.727995" width="158.4" x="633.6" y="9.936003"/> </clipPath> <clipPath id="p64f812d01d"> <rect height="145.727995" width="158.4" x="792" y="9.936003"/> </clipPath> <clipPath id="p33c862be6b"> <rect height="145.727995" width="158.4" x="950.4" y="9.936003"/> </clipPath> </defs></g>
  6. </g>
  7. </svg>