sub-07_task-conditionalstopsignal_run-1_desc-rois_bold.svg 556 KB

1234567
  1. <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" 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-d9c55c12-9f31-40f0-be46-115ded2645a7"> <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(#pa5e022bf0c)"> <image height="165.6" id="image0e2feba239" 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(#p0cbcdc1415)"> <image height="158.64" id="imageaec7897476" transform="scale(1 -1)translate(0 -158.64)" width="158.64" x="0" xlink:href="data:image/png;base64,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" y="-2.96"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"> <path clip-path="url(#p0cbcdc1415)" d="M 82.9125 100.125 L 84.15 101.3625 L 84.15 103.8375 L 82.9125 105.075 L 80.4375 105.075 L 79.2 103.8375 L 80.4375 102.6 L 81.675 101.3625 L 82.9125 100.125 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0cbcdc1415)" d="M 87.8625 105.075 L 89.1 106.3125 L 87.8625 107.55 L 86.625 106.3125 L 87.8625 105.075 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p0cbcdc1415)" d="M 87.8625 110.025 L 90.3375 110.025 L 91.575 111.2625 L 90.3375 112.5 L 87.8625 112.5 L 86.625 111.2625 L 87.8625 110.025 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_3"> <path clip-path="url(#p0cbcdc1415)" d="M 60.6375 13.5 L 87.8625 13.5 L 90.3375 15.975 L 102.7125 15.975 L 105.1875 18.45 L 107.6625 18.45 L 110.1375 20.925 L 112.6125 20.925 L 113.85 22.1625 L 113.85 24.6375 L 115.0875 25.875 L 120.0375 25.875 L 123.75 29.5875 L 123.75 49.3875 L 128.7 54.3375 L 128.7 59.2875 L 131.175 61.7625 L 131.175 64.2375 L 133.65 66.7125 L 133.65 69.1875 L 136.125 71.6625 L 136.125 86.5125 L 131.175 91.4625 L 131.175 93.9375 L 129.9375 95.175 L 124.9875 95.175 L 123.75 96.4125 L 123.75 103.8375 L 126.225 106.3125 L 126.225 111.2625 L 128.7 113.7375 L 128.7 116.2125 L 126.225 118.6875 L 126.225 123.6375 L 123.75 126.1125 L 123.75 128.5875 L 121.275 131.0625 L 121.275 133.5375 L 118.8 136.0125 L 118.8 138.4875 L 117.5625 139.725 L 115.0875 139.725 L 110.1375 144.675 L 107.6625 144.675 L 105.1875 147.15 L 95.2875 147.15 L 92.8125 144.675 L 87.8625 144.675 L 85.3875 142.2 L 82.9125 142.2 L 77.9625 147.15 L 68.0625 147.15 L 65.5875 144.675 L 60.6375 144.675 L 58.1625 142.2 L 55.6875 142.2 L 54.45 140.9625 L 54.45 138.4875 L 42.075 126.1125 L 42.075 121.1625 L 37.125 116.2125 L 37.125 113.7375 L 34.65 111.2625 L 34.65 106.3125 L 32.175 103.8375 L 32.175 98.8875 L 29.7 96.4125 L 29.7 93.9375 L 27.225 91.4625 L 27.225 86.5125 L 29.7 84.0375 L 29.7 76.6125 L 32.175 74.1375 L 32.175 66.7125 L 34.65 64.2375 L 34.65 46.9125 L 32.175 44.4375 L 32.175 41.9625 L 34.65 39.4875 L 34.65 37.0125 L 39.6 32.0625 L 39.6 27.1125 L 45.7875 20.925 L 48.2625 20.925 L 53.2125 15.975 L 58.1625 15.975 L 60.6375 13.5 L 60.6375 13.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 23.13375 L 22.52625 23.13375 L 22.52625 11.52 L 15.84 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </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 20.638125)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 23.13375 L 142.56 23.13375 L 142.56 11.52 L 134.221875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </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 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 162 L 35.953125 162 L 35.953125 150.38625 L 0 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- z=-59 --> <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 4.890625 31.390625 L 31.203125 31.390625 L 31.203125 23.390625 L 4.890625 23.390625 z" id="DejaVuSans-2d"/> <path d="M 10.796875 72.90625 L 49.515625 72.90625 L 49.515625 64.59375 L 19.828125 64.59375 L 19.828125 46.734375 Q 21.96875 47.46875 24.109375 47.828125 Q 26.265625 48.1875 28.421875 48.1875 Q 40.625 48.1875 47.75 41.5 Q 54.890625 34.8125 54.890625 23.390625 Q 54.890625 11.625 47.5625 5.09375 Q 40.234375 -1.421875 26.90625 -1.421875 Q 22.3125 -1.421875 17.546875 -0.640625 Q 12.796875 0.140625 7.71875 1.703125 L 7.71875 11.625 Q 12.109375 9.234375 16.796875 8.0625 Q 21.484375 6.890625 26.703125 6.890625 Q 35.15625 6.890625 40.078125 11.328125 Q 45.015625 15.765625 45.015625 23.390625 Q 45.015625 31 40.078125 35.4375 Q 35.15625 39.890625 26.703125 39.890625 Q 22.75 39.890625 18.8125 39.015625 Q 14.890625 38.140625 10.796875 36.28125 z" id="DejaVuSans-35"/> <path d="M 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(0 159.504375)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-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-35"/> <use x="235.986328" xlink:href="#DejaVuSans-39"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pd87b1649d8)"> <image height="158.64" id="imagefb0cd409bc" transform="scale(1 -1)translate(0 -158.64)" width="158.4" x="158" xlink:href="data:image/png;base64,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" y="-2.96"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pd87b1649d8)" d="M 219.0375 48.15 L 220.275 49.3875 L 220.275 51.8625 L 219.0375 53.1 L 217.8 51.8625 L 217.8 49.3875 L 219.0375 48.15 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 216.5625 58.05 L 217.8 59.2875 L 216.5625 60.525 L 215.325 59.2875 L 216.5625 58.05 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 214.0875 65.475 L 216.5625 65.475 L 219.0375 65.475 L 220.275 66.7125 L 220.275 69.1875 L 221.5125 70.425 L 223.9875 70.425 L 225.225 71.6625 L 223.9875 72.9 L 221.5125 72.9 L 219.0375 72.9 L 216.5625 72.9 L 215.325 71.6625 L 215.325 69.1875 L 214.0875 67.95 L 212.85 66.7125 L 214.0875 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 251.2125 87.75 L 252.45 88.9875 L 251.2125 90.225 L 249.975 88.9875 L 251.2125 87.75 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 216.5625 114.975 L 217.8 116.2125 L 216.5625 117.45 L 215.325 116.2125 L 216.5625 114.975 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pd87b1649d8)" d="M 236.3625 40.725 L 238.8375 40.725 L 241.3125 40.725 L 242.55 41.9625 L 242.55 44.4375 L 241.3125 45.675 L 238.8375 45.675 L 236.3625 45.675 L 235.125 44.4375 L 235.125 41.9625 L 236.3625 40.725 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 266.0625 50.625 L 267.3 51.8625 L 266.0625 53.1 L 264.825 51.8625 L 266.0625 50.625 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 209.1375 55.575 L 210.375 56.8125 L 209.1375 58.05 L 207.9 56.8125 L 209.1375 55.575 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 273.4875 70.425 L 274.725 71.6625 L 273.4875 72.9 L 272.25 71.6625 L 273.4875 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 206.6625 77.85 L 207.9 79.0875 L 206.6625 80.325 L 205.425 79.0875 L 206.6625 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 253.6875 77.85 L 254.925 79.0875 L 253.6875 80.325 L 252.45 79.0875 L 253.6875 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 256.1625 82.8 L 257.4 84.0375 L 257.4 86.5125 L 257.4 88.9875 L 256.1625 90.225 L 254.925 88.9875 L 254.925 86.5125 L 254.925 84.0375 L 256.1625 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 223.9875 90.225 L 226.4625 90.225 L 228.9375 90.225 L 230.175 91.4625 L 231.4125 92.7 L 232.65 93.9375 L 233.8875 95.175 L 235.125 96.4125 L 235.125 98.8875 L 236.3625 100.125 L 237.6 98.8875 L 238.8375 97.65 L 240.075 98.8875 L 241.3125 100.125 L 243.7875 100.125 L 245.025 101.3625 L 245.025 103.8375 L 243.7875 105.075 L 242.55 106.3125 L 241.3125 107.55 L 240.075 106.3125 L 240.075 103.8375 L 238.8375 102.6 L 237.6 103.8375 L 237.6 106.3125 L 236.3625 107.55 L 233.8875 107.55 L 232.65 106.3125 L 233.8875 105.075 L 235.125 103.8375 L 233.8875 102.6 L 232.65 101.3625 L 232.65 98.8875 L 231.4125 97.65 L 228.9375 97.65 L 227.7 96.4125 L 226.4625 95.175 L 223.9875 95.175 L 222.75 93.9375 L 222.75 91.4625 L 223.9875 90.225 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 251.2125 90.225 L 252.45 91.4625 L 251.2125 92.7 L 249.975 91.4625 L 251.2125 90.225 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 248.7375 92.7 L 249.975 93.9375 L 251.2125 95.175 L 252.45 96.4125 L 251.2125 97.65 L 248.7375 97.65 L 247.5 96.4125 L 247.5 93.9375 L 248.7375 92.7 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 241.3125 95.175 L 242.55 96.4125 L 241.3125 97.65 L 240.075 96.4125 L 241.3125 95.175 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 223.9875 102.6 L 225.225 103.8375 L 223.9875 105.075 L 222.75 103.8375 L 223.9875 102.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 251.2125 102.6 L 252.45 103.8375 L 252.45 106.3125 L 252.45 108.7875 L 251.2125 110.025 L 249.975 108.7875 L 249.975 106.3125 L 249.975 103.8375 L 251.2125 102.6 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 223.9875 107.55 L 225.225 108.7875 L 223.9875 110.025 L 222.75 108.7875 L 223.9875 107.55 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 266.0625 112.5 L 267.3 113.7375 L 266.0625 114.975 L 264.825 113.7375 L 266.0625 112.5 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 261.1125 117.45 L 263.5875 117.45 L 264.825 118.6875 L 263.5875 119.925 L 262.35 121.1625 L 261.1125 122.4 L 259.875 123.6375 L 259.875 126.1125 L 258.6375 127.35 L 256.1625 127.35 L 254.925 126.1125 L 256.1625 124.875 L 257.4 123.6375 L 257.4 121.1625 L 258.6375 119.925 L 259.875 118.6875 L 261.1125 117.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 243.7875 119.925 L 245.025 121.1625 L 243.7875 122.4 L 242.55 121.1625 L 243.7875 119.925 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd87b1649d8)" d="M 226.4625 124.875 L 227.7 126.1125 L 226.4625 127.35 L 225.225 126.1125 L 226.4625 124.875 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pd87b1649d8)" d="M 219.0375 13.5 L 261.1125 13.5 L 263.5875 15.975 L 268.5375 15.975 L 280.9125 28.35 L 283.3875 28.35 L 284.625 29.5875 L 284.625 51.8625 L 287.1 54.3375 L 287.1 56.8125 L 289.575 59.2875 L 289.575 64.2375 L 292.05 66.7125 L 292.05 71.6625 L 294.525 74.1375 L 294.525 91.4625 L 292.05 93.9375 L 292.05 96.4125 L 288.3375 100.125 L 285.8625 100.125 L 284.625 101.3625 L 284.625 111.2625 L 287.1 113.7375 L 287.1 116.2125 L 284.625 118.6875 L 284.625 121.1625 L 282.15 123.6375 L 282.15 126.1125 L 279.675 128.5875 L 279.675 131.0625 L 272.25 138.4875 L 272.25 140.9625 L 268.5375 144.675 L 266.0625 144.675 L 263.5875 147.15 L 253.6875 147.15 L 251.2125 144.675 L 238.8375 144.675 L 233.8875 149.625 L 223.9875 149.625 L 221.5125 147.15 L 216.5625 147.15 L 202.95 133.5375 L 202.95 128.5875 L 195.525 121.1625 L 195.525 118.6875 L 193.05 116.2125 L 193.05 111.2625 L 188.1 106.3125 L 188.1 103.8375 L 185.625 101.3625 L 185.625 86.5125 L 188.1 84.0375 L 188.1 59.2875 L 190.575 56.8125 L 190.575 41.9625 L 193.05 39.4875 L 193.05 37.0125 L 195.525 34.5375 L 195.525 29.5875 L 198 27.1125 L 198 24.6375 L 204.1875 18.45 L 206.6625 18.45 L 209.1375 15.975 L 216.5625 15.975 L 219.0375 13.5 L 219.0375 13.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 23.13375 L 180.92625 23.13375 L 180.92625 11.52 L 174.24 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 20.638125)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 23.13375 L 300.96 23.13375 L 300.96 11.52 L 292.621875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 162 L 194.353125 162 L 194.353125 150.38625 L 158.4 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- z=-50 --> <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(158.4 159.504375)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-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-35"/> <use x="235.986328" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#pac859a88a8)"> <image height="158.64" id="image3a5868df9b" transform="scale(1 -1)translate(0 -158.64)" width="158.64" x="317" xlink:href="data:image/png;base64,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" y="-2.96"/> </g> <g id="LineCollection_7"> <path clip-path="url(#pac859a88a8)" d="M 412.0875 35.775 L 413.325 37.0125 L 414.5625 38.25 L 417.0375 38.25 L 418.275 39.4875 L 419.5125 40.725 L 421.9875 40.725 L 423.225 41.9625 L 421.9875 43.2 L 420.75 44.4375 L 419.5125 45.675 L 418.275 46.9125 L 418.275 49.3875 L 418.275 51.8625 L 418.275 54.3375 L 417.0375 55.575 L 415.8 54.3375 L 414.5625 53.1 L 413.325 51.8625 L 413.325 49.3875 L 413.325 46.9125 L 414.5625 45.675 L 415.8 44.4375 L 414.5625 43.2 L 412.0875 43.2 L 409.6125 43.2 L 408.375 41.9625 L 407.1375 40.725 L 404.6625 40.725 L 403.425 39.4875 L 404.6625 38.25 L 407.1375 38.25 L 409.6125 38.25 L 410.85 37.0125 L 412.0875 35.775 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 377.4375 38.25 L 379.9125 38.25 L 382.3875 38.25 L 384.8625 38.25 L 387.3375 38.25 L 388.575 39.4875 L 388.575 41.9625 L 388.575 44.4375 L 389.8125 45.675 L 392.2875 45.675 L 393.525 46.9125 L 394.7625 48.15 L 396 49.3875 L 394.7625 50.625 L 392.2875 50.625 L 391.05 49.3875 L 389.8125 48.15 L 387.3375 48.15 L 386.1 46.9125 L 386.1 44.4375 L 384.8625 43.2 L 382.3875 43.2 L 381.15 44.4375 L 379.9125 45.675 L 378.675 46.9125 L 378.675 49.3875 L 378.675 51.8625 L 378.675 54.3375 L 378.675 56.8125 L 378.675 59.2875 L 377.4375 60.525 L 376.2 59.2875 L 376.2 56.8125 L 376.2 54.3375 L 374.9625 53.1 L 372.4875 53.1 L 370.0125 53.1 L 368.775 51.8625 L 370.0125 50.625 L 371.25 49.3875 L 371.25 46.9125 L 371.25 44.4375 L 372.4875 43.2 L 373.725 41.9625 L 374.9625 40.725 L 376.2 39.4875 L 377.4375 38.25 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 404.6625 43.2 L 407.1375 43.2 L 408.375 44.4375 L 407.1375 45.675 L 404.6625 45.675 L 403.425 44.4375 L 404.6625 43.2 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 397.2375 45.675 L 399.7125 45.675 L 402.1875 45.675 L 403.425 46.9125 L 402.1875 48.15 L 400.95 49.3875 L 399.7125 50.625 L 398.475 49.3875 L 397.2375 48.15 L 396 46.9125 L 397.2375 45.675 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 384.8625 50.625 L 386.1 51.8625 L 384.8625 53.1 L 383.625 51.8625 L 384.8625 50.625 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 389.8125 53.1 L 391.05 54.3375 L 389.8125 55.575 L 388.575 54.3375 L 389.8125 53.1 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 412.0875 55.575 L 413.325 56.8125 L 412.0875 58.05 L 410.85 56.8125 L 412.0875 55.575 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 379.9125 60.525 L 381.15 61.7625 L 379.9125 63 L 378.675 61.7625 L 379.9125 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 382.3875 63 L 383.625 64.2375 L 384.8625 65.475 L 386.1 66.7125 L 387.3375 67.95 L 388.575 69.1875 L 389.8125 70.425 L 391.05 71.6625 L 389.8125 72.9 L 388.575 74.1375 L 388.575 76.6125 L 388.575 79.0875 L 387.3375 80.325 L 386.1 79.0875 L 384.8625 77.85 L 383.625 79.0875 L 384.8625 80.325 L 386.1 81.5625 L 386.1 84.0375 L 387.3375 85.275 L 389.8125 85.275 L 391.05 86.5125 L 389.8125 87.75 L 388.575 88.9875 L 388.575 91.4625 L 387.3375 92.7 L 384.8625 92.7 L 383.625 93.9375 L 382.3875 95.175 L 379.9125 95.175 L 377.4375 95.175 L 374.9625 95.175 L 373.725 96.4125 L 372.4875 97.65 L 371.25 98.8875 L 371.25 101.3625 L 371.25 103.8375 L 371.25 106.3125 L 371.25 108.7875 L 371.25 111.2625 L 370.0125 112.5 L 368.775 111.2625 L 367.5375 110.025 L 366.3 108.7875 L 367.5375 107.55 L 368.775 106.3125 L 368.775 103.8375 L 367.5375 102.6 L 366.3 101.3625 L 367.5375 100.125 L 368.775 98.8875 L 368.775 96.4125 L 368.775 93.9375 L 370.0125 92.7 L 372.4875 92.7 L 373.725 91.4625 L 374.9625 90.225 L 376.2 88.9875 L 377.4375 87.75 L 378.675 86.5125 L 378.675 84.0375 L 378.675 81.5625 L 379.9125 80.325 L 381.15 79.0875 L 381.15 76.6125 L 382.3875 75.375 L 383.625 74.1375 L 382.3875 72.9 L 381.15 71.6625 L 381.15 69.1875 L 381.15 66.7125 L 381.15 64.2375 L 382.3875 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 417.0375 65.475 L 418.275 66.7125 L 417.0375 67.95 L 415.8 66.7125 L 417.0375 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 407.1375 67.95 L 408.375 69.1875 L 409.6125 70.425 L 410.85 71.6625 L 410.85 74.1375 L 410.85 76.6125 L 412.0875 77.85 L 414.5625 77.85 L 415.8 79.0875 L 415.8 81.5625 L 417.0375 82.8 L 418.275 84.0375 L 417.0375 85.275 L 414.5625 85.275 L 413.325 86.5125 L 412.0875 87.75 L 409.6125 87.75 L 407.1375 87.75 L 405.9 86.5125 L 405.9 84.0375 L 405.9 81.5625 L 404.6625 80.325 L 403.425 81.5625 L 402.1875 82.8 L 400.95 81.5625 L 400.95 79.0875 L 400.95 76.6125 L 402.1875 75.375 L 403.425 76.6125 L 404.6625 77.85 L 405.9 76.6125 L 405.9 74.1375 L 405.9 71.6625 L 405.9 69.1875 L 407.1375 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 412.0875 67.95 L 413.325 69.1875 L 412.0875 70.425 L 410.85 69.1875 L 412.0875 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 414.5625 72.9 L 417.0375 72.9 L 418.275 74.1375 L 418.275 76.6125 L 417.0375 77.85 L 415.8 76.6125 L 414.5625 75.375 L 413.325 74.1375 L 414.5625 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 392.2875 75.375 L 393.525 76.6125 L 392.2875 77.85 L 391.05 76.6125 L 392.2875 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 389.8125 80.325 L 391.05 81.5625 L 389.8125 82.8 L 388.575 81.5625 L 389.8125 80.325 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 372.4875 82.8 L 373.725 84.0375 L 372.4875 85.275 L 371.25 84.0375 L 372.4875 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 421.9875 85.275 L 423.225 86.5125 L 421.9875 87.75 L 420.75 86.5125 L 421.9875 85.275 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 417.0375 87.75 L 418.275 88.9875 L 418.275 91.4625 L 417.0375 92.7 L 415.8 91.4625 L 415.8 88.9875 L 417.0375 87.75 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 394.7625 95.175 L 396 96.4125 L 394.7625 97.65 L 393.525 96.4125 L 394.7625 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 429.4125 95.175 L 430.65 96.4125 L 429.4125 97.65 L 428.175 96.4125 L 429.4125 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 426.9375 97.65 L 428.175 98.8875 L 426.9375 100.125 L 425.7 98.8875 L 426.9375 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 429.4125 100.125 L 430.65 101.3625 L 429.4125 102.6 L 428.175 101.3625 L 429.4125 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 379.9125 107.55 L 381.15 108.7875 L 379.9125 110.025 L 378.675 108.7875 L 379.9125 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 372.4875 112.5 L 373.725 113.7375 L 372.4875 114.975 L 371.25 113.7375 L 372.4875 112.5 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 374.9625 114.975 L 376.2 116.2125 L 376.2 118.6875 L 376.2 121.1625 L 374.9625 122.4 L 373.725 121.1625 L 373.725 118.6875 L 373.725 116.2125 L 374.9625 114.975 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#pac859a88a8)" d="M 397.2375 40.725 L 398.475 41.9625 L 398.475 44.4375 L 397.2375 45.675 L 396 44.4375 L 396 41.9625 L 397.2375 40.725 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 397.2375 48.15 L 398.475 49.3875 L 397.2375 50.625 L 396 49.3875 L 397.2375 48.15 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 392.2875 58.05 L 393.525 59.2875 L 393.525 61.7625 L 392.2875 63 L 391.05 61.7625 L 391.05 59.2875 L 392.2875 58.05 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 424.4625 60.525 L 425.7 61.7625 L 424.4625 63 L 423.225 61.7625 L 424.4625 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 392.2875 65.475 L 393.525 66.7125 L 393.525 69.1875 L 392.2875 70.425 L 391.05 69.1875 L 391.05 66.7125 L 392.2875 65.475 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 399.7125 67.95 L 400.95 69.1875 L 399.7125 70.425 L 398.475 69.1875 L 399.7125 67.95 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 367.5375 70.425 L 368.775 71.6625 L 367.5375 72.9 L 366.3 71.6625 L 367.5375 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 429.4125 70.425 L 431.8875 70.425 L 433.125 71.6625 L 433.125 74.1375 L 433.125 76.6125 L 433.125 79.0875 L 431.8875 80.325 L 430.65 79.0875 L 430.65 76.6125 L 430.65 74.1375 L 429.4125 72.9 L 428.175 71.6625 L 429.4125 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 426.9375 72.9 L 428.175 74.1375 L 428.175 76.6125 L 426.9375 77.85 L 425.7 76.6125 L 425.7 74.1375 L 426.9375 72.9 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 397.2375 80.325 L 398.475 81.5625 L 398.475 84.0375 L 398.475 86.5125 L 399.7125 87.75 L 400.95 88.9875 L 402.1875 90.225 L 403.425 91.4625 L 404.6625 92.7 L 405.9 93.9375 L 407.1375 95.175 L 408.375 96.4125 L 407.1375 97.65 L 405.9 98.8875 L 404.6625 100.125 L 403.425 101.3625 L 404.6625 102.6 L 405.9 103.8375 L 404.6625 105.075 L 403.425 106.3125 L 404.6625 107.55 L 405.9 108.7875 L 405.9 111.2625 L 407.1375 112.5 L 408.375 113.7375 L 407.1375 114.975 L 405.9 116.2125 L 404.6625 117.45 L 403.425 116.2125 L 402.1875 114.975 L 400.95 113.7375 L 399.7125 112.5 L 398.475 113.7375 L 397.2375 114.975 L 394.7625 114.975 L 393.525 113.7375 L 393.525 111.2625 L 394.7625 110.025 L 396 108.7875 L 396 106.3125 L 394.7625 105.075 L 392.2875 105.075 L 391.05 103.8375 L 391.05 101.3625 L 389.8125 100.125 L 388.575 98.8875 L 389.8125 97.65 L 391.05 96.4125 L 392.2875 95.175 L 393.525 93.9375 L 393.525 91.4625 L 393.525 88.9875 L 394.7625 87.75 L 396 86.5125 L 396 84.0375 L 396 81.5625 L 397.2375 80.325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 426.9375 80.325 L 428.175 81.5625 L 426.9375 82.8 L 425.7 81.5625 L 426.9375 80.325 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 365.0625 82.8 L 367.5375 82.8 L 368.775 84.0375 L 368.775 86.5125 L 367.5375 87.75 L 366.3 86.5125 L 365.0625 85.275 L 363.825 84.0375 L 365.0625 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 372.4875 87.75 L 373.725 88.9875 L 373.725 91.4625 L 372.4875 92.7 L 371.25 91.4625 L 371.25 88.9875 L 372.4875 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 397.2375 90.225 L 396 91.4625 L 396 93.9375 L 396 96.4125 L 397.2375 97.65 L 398.475 96.4125 L 399.7125 95.175 L 400.95 93.9375 L 399.7125 92.7 L 398.475 91.4625 L 397.2375 90.225 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 389.8125 110.025 L 391.05 111.2625 L 389.8125 112.5 L 388.575 111.2625 L 389.8125 110.025 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 394.7625 117.45 L 396 118.6875 L 394.7625 119.925 L 393.525 118.6875 L 394.7625 117.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pac859a88a8)" d="M 397.2375 122.4 L 398.475 123.6375 L 398.475 126.1125 L 397.2375 127.35 L 394.7625 127.35 L 393.525 126.1125 L 394.7625 124.875 L 396 123.6375 L 397.2375 122.4 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#pac859a88a8)" d="M 379.9125 11.025 L 389.8125 11.025 L 392.2875 13.5 L 404.6625 13.5 L 407.1375 11.025 L 417.0375 11.025 L 419.5125 13.5 L 424.4625 13.5 L 426.9375 15.975 L 429.4125 15.975 L 435.6 22.1625 L 435.6 24.6375 L 443.025 32.0625 L 443.025 37.0125 L 445.5 39.4875 L 445.5 54.3375 L 447.975 56.8125 L 447.975 64.2375 L 450.45 66.7125 L 450.45 74.1375 L 452.925 76.6125 L 452.925 93.9375 L 450.45 96.4125 L 450.45 101.3625 L 447.975 103.8375 L 447.975 111.2625 L 445.5 113.7375 L 445.5 116.2125 L 443.025 118.6875 L 443.025 121.1625 L 438.075 126.1125 L 438.075 128.5875 L 435.6 131.0625 L 435.6 133.5375 L 433.125 136.0125 L 433.125 138.4875 L 421.9875 149.625 L 409.6125 149.625 L 407.1375 147.15 L 399.7125 147.15 L 398.475 148.3875 L 398.475 150.8625 L 394.7625 154.575 L 387.3375 154.575 L 384.8625 152.1 L 379.9125 152.1 L 374.9625 147.15 L 372.4875 147.15 L 366.3 140.9625 L 366.3 138.4875 L 361.35 133.5375 L 361.35 131.0625 L 358.875 128.5875 L 358.875 126.1125 L 351.45 118.6875 L 351.45 116.2125 L 348.975 113.7375 L 348.975 108.7875 L 346.5 106.3125 L 346.5 103.8375 L 344.025 101.3625 L 344.025 81.5625 L 346.5 79.0875 L 346.5 51.8625 L 348.975 49.3875 L 348.975 44.4375 L 351.45 41.9625 L 351.45 37.0125 L 353.925 34.5375 L 353.925 29.5875 L 358.875 24.6375 L 358.875 22.1625 L 360.1125 20.925 L 362.5875 20.925 L 370.0125 13.5 L 377.4375 13.5 L 379.9125 11.025 L 379.9125 11.025 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 23.13375 L 339.32625 23.13375 L 339.32625 11.52 L 332.64 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 20.638125)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 23.13375 L 459.36 23.13375 L 459.36 11.52 L 451.021875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 162 L 352.753125 162 L 352.753125 150.38625 L 316.8 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- z=-40 --> <defs> <path d="M 37.796875 64.3125 L 12.890625 25.390625 L 37.796875 25.390625 zM 35.203125 72.90625 L 47.609375 72.90625 L 47.609375 25.390625 L 58.015625 25.390625 L 58.015625 17.1875 L 47.609375 17.1875 L 47.609375 0 L 37.796875 0 L 37.796875 17.1875 L 4.890625 17.1875 L 4.890625 26.703125 z" id="DejaVuSans-34"/> </defs> <g style="fill:#ffffff;" transform="translate(316.8 159.504375)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-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-34"/> <use x="235.986328" xlink:href="#DejaVuSans-30"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p5892451439)"> <image height="158.64" id="image630df0b461" transform="scale(1 -1)translate(0 -158.64)" width="158.4" x="475" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAKVCAYAAABxk3uZAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3dmPnnd9Pv634/Ey45nxeLxvSRwnaUxISJQ0gbCVoAqqUrWiUgsSJy0n5aTlqEU9bf+BSrQ9qLpIFVLVirZiUQWoAiFSCISS4gQItuN9HS+zeDwe28D3H/geXJ/f5340v/T7eh1fuj/Pvb/1HNzXuqr6Ra2RsbGxKHfv3r0R/5J+69atGzz785//fPC1169fP+jaaa4q/5333XdflPvFL/JLN822bDPVcn7WSnrMN2/eHOUmJibitVdXV6Nceq21PC82btwY5dJz2HKu09959+7dKJeew6p8v6enp6Pcz372syjX8ry4dOlSlEuvyfQ3VuXX78rKSpRruSbTY7Rhw4bB1x7F829o6TssPd/pHFI1/Huk5X5Ipc+gUZzr/AkEAAD/FwZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALutqDZty1tLQzRejaIwZxdpDa2nnSKVf8E+bIqrytpFUy34P3U6UNl+kLSdVVePj41FucnIyyi0tLcVrp0056Ta3bNkSr52ex7QRpaV9Im3ySFtt0nNYlT9b0mt3cXExyrXcN2kDztC/sSr/nem122Lo59/Qz76q0bSxrFXDS0u7Vbr20K1wLWunRjE3+IcSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALqMpcFR1BONQlpllP7GdHstNUbp2kPXPFVVjY1lpzyt60q3V5XvT7p2Wl1XNfx10XKN37lzJ8qlFXtpJV1L9WJ6zK9duxblbt26Fa+dSo/PxMREvM20rnB5eTnKpb+xKj/mabXg7t2747VPnz4dZxND10hW5c/UtGozrSytyp+p6b09imreURi6FrhlX9JjtFYVjS3S39jyDnsr7Ld/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6LKuqqLPqqdNI02Lj+DL76NoOkm0NEAMraWNYHV1ddC1W5pyUun+tLRPpI0EmzZtinItrRszMzNRLm38uHnzZpRL212qhm/naGmrOXToUJT78Ic/HOV27twZr338+PEol17nn/vc5+K10/OYNupMTk7Ga6fnJ73H0maklgalqampKJc+09LtVeXPi+vXr0e5lmdVKm3MStt8qvJWpvSabJHeY+mzdxTzxVuhrWYt+YcSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuw9ecNEjbCFoM3fiRamkOSFuHRtGuMIrGo1TacJD+xrTVoSWbXj9p+03LNq9evRrl0maQtHmnqurhhx+Oco8//niU27dvX7x22vCSrr24uBiv/Su/8itRLr12v/rVr8Zrp9vctWtXlGtpRHnf+94X5Z577rko9/Wvfz3KffOb34xyVVW3b9+Ocun90NLqtbKyMug2W1p60vadUbS2DN2As5bvm3S/W2aGtWzASd9ho5irUv6hBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAu69atWxd1CbVUDg1df9iy9lrWGqbSCqX0N47i3GzcuDHKtRzHoY95y/bS6+LAgQNRLq17q6q6cuVKlNu0aVOUS8/h888/H+Wqql544YUol1bItVSupfuTVhW2XBfT09NR7s0334xyf/VXfxWvndbcvfe9741y8/Pz8dof/ehHo1x6LNPnRUs95Oc///kod/z48SjXcl2kz+j0fmipw0t/561bt6JcyzFPz2PL829oQ9c5trw/17J68a3AP5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQZW8svv49i7bVqwGn5en/6G9MGkZbjmLax3L59O8pt2LAhXjvd7/Q3trQ1HDp0KMpduHAhyrW0QaXXxt69e6Pc7/7u70a5gwcPRrmqqoWFhSiXnsNR3A9pU87Y2Fi8dtoikjaIpLmqqm3btkW55557LsodPnw4Xjtt1VlaWopyQzfLVFX96Z/+aZT79re/HeX++q//Ol578+bNUS49ji1NOek1tGvXrih39uzZeO30Hkul10WLod+La9ma1/IeeSu09PiHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALnGlxP+2L7oPreVr+6NogkmlTQjp+U4bJaqqVlZWolx6/ezfvz9e++bNm1Eu3Z+0Waaqavv27VHuX/7lX6Lcnj17otwXvvCFKFeV7/elS5ei3M6dO+O103vn4YcfjnLnz5+P1z5y5EiUu//++6Pc448/Hq/92GOPRbm0ASe9xluyk5OTUS5t1pqdnY1yVXlLT9ok9Mgjj8Rr/9mf/VmUW1xcjHItjTFp+1j6jG5pJ0qvi3R/Wt6LabvW0O+wlnOTNh6NouUulR7HUTQE+YcSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALqsq6rBu3/S6p/UKCqCUqOoMUq3OTaWNWPeuXMnXju1cePGwdeenp6Ocul+t9SBpnVdaQ1XWjVXVfVHf/RHUe6pp56KcmmV2t27d6NcVdXly5ejXHqdt1SKpddaWg+Zbq8qr5JM6/Bee+21eO2HHnooyqXHfMuWLfHa6flJ7+/0vhkfH49yVXnNXXrtPvjgg/HaR48ejXKf/exno1zL/ZAeo71790a5kydPxmun0usiPYdVa1cZ2PIeeSvMNmtZfe0fSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAumSVJCOyVl/GH4WWL+inX+YfxX6nvzNtvpiYmIjXTttG0i/9tzQCpM026W/8jd/4jXjtL3/5y1HuiSeeiHLHjh2Lctu2bYtyVVWrq6tRLj0+La0tafPP1q1b422m0ntxYWEhyj3wwAODrz07Oxvl5ubm4rXT85jm0lam7du3R7mqqitXrkS5tFlraWkpXvuZZ56Jch/5yEei3Be/+MV47Vu3bkW5tK2m5V5MW6Zu3LgR5VrautI2s6HbalqsZUtPuna6zVE06viHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALuuqavDPpbd8/T2RNiFUtX2Zf62k+/Ozn/0syo3ii/dpY0LablBVdeDAgSiXNmS0NCak+zMzMxPl/vAP/zBeO206Sc9jev2kbRZVeQtN2s7R0tKzvLwc5fbv3x/lVlZW4rXT7Pz8fJRbXFyM105bY9LfmLZbVVVNTk5GubSdIz0+aWNVy9qbNm2Kcum1W5Xfiy+++GKU+9SnPhWv/cMf/jDKpQ04u3btitc+f/58lEvf8ek7rCp/dw/9Xmx5f67lu/ut0CzoH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6BJ3GrbU3A1dy9RS75dK9yetRmo5Pul+b9iwIcq1HJ+W35l48MEH4+y5c+eiXFrBtWPHjnjttJ7t137t16Lc448/Hq99+fLlKLdz584oNzExEeXSfa7KaxrTusCW6sX0fkgrOdPjWFU1NTUV5dLKtZZjnt7f6f3QUlGb1jSurq5GufSaTPe5Kt/v9Pk3Pj4er50ey6997WtR7vnnn4/XfuONN6JcWnfZck0OXf/aUgM4dFVi+htb6g+HnkVaaqrXslIx5R9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6xNUKLV90T788n7Y1tHzJfuiv7afNMum+tEh/Y8u5SdsD9u/fH+XS9pKq/FhOTk5GuaWlpXjt+++/P8o98MADUS5tqaiqunPnTpRLj8+lS5eiXEurw9D3Q9py0mLz5s1RrqVRYmFhIcqdP38+yrW0kqT3bXpu0sahlrXTZpt0v9PWqKr8+k3vr5Zzk669d+/eKPev//qv8dpPP/10lPve974X5ebm5uK100afV199Ncq1NGZduHAhyqX3Q/oMammPS9/z6b3Y8u5Of2fLc2Bo/qEEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDLuvvuuy/67HxL+0S8+MBNEVXDt++0fMl+raTtN1V520i632nTSFXV9PR0lEsbDg4dOhSv/YlPfCLKpS09O3bsiNdOj2XahDA1NRXl0uaJqrxd4eDBg1GupRHlwIEDUW5lZWXQXFXV+Ph4lLt48WKUa3lOpuc7vX7SlqeqvGUqbYR68MEHo1zLNXnu3LkoNzMzE+XSc11VtW/fviiXtlYtLy/Ha586dSrKffazn41yLe+w2dnZKJde5+l9U5W36ly9ejXKpbNAyz3bMoskWs5Nmh3FrJbyDyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdBlby5qeoWuMqvIKudQo6iGHrlwbep+r8qqwjRs3xttMKxWff/75KPfud787XjutXTt8+HCUu3btWrx2WgGWHvP0urh+/XqUq6rauXNnlDt+/HiUS+vwqqrOnj0b5dJqti1btsRrp1WkGzZsiHIttY/pdTExMRHlWq7J9BpK7+/03t60aVOUa1k7PYdpnWJVXk2ZnpsWjz/+eJR74YUXotx//ud/xmunz6C0grWlFjh9RqfbHEVtcvquTddOnwFVVffu3Rt07VHMX/6hBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgS/4Z+wZpE0z6pfZ0e1X5l+zXsq0m3e9RrJ1mR/EV/bRd4TOf+UyUO3fuXLz2m2++GeXSppy01aEqbxFJW6tu3rwZ5dL2m6r8Wpuamopyozg+6bW7uroarz30MU8bdaryRp+0TaNl7aGbci5evBjl0lablrXTdqKFhYV47aGbwlquya1bt0a5T3ziE1Huzp078drf//73o9ytW7eiXMv5To95et8sLi7Ga6fSezF9VqXtN28V/qEEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDLSJpy0haGtI2lpQkmbS5It5nm0i/oV+XHZ2wsOz23b9+O106/zJ82HKRNI1VVn/70p6Nc2kry6KOPxmunDTjz8/NRrqV9Ij3maQtN2lKRNkpUVS0tLQ26dktLz8MPPxzl0rajiYmJeO3Z2dko9+qrr0a5tOWkKn+2pE0w6fVTld9j6XMgvcYnJyejXFXenJK6dOlSnE2b1K5evRrlWs7ND37wgyj3yCOPRLmPfexj8dqnT5+Ocmkz0qZNm+K102ty3759US59VrUYut2v5f2ZzgOjaLmLGwgHXxkAgP+nGCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgyltYAprmqtqrEobVU4iXSSsWWuqP0WKb1TS21j+nxSSuzWmq9nnzyySh34cKFKJfWf1Xl1WcHDx6McufOnYvXTs/3qVOnolxa79dyz6aVkzMzM1GupVIsPd/pfi8uLsZrp9d5et9s2LBh8LVXV1ejXPq8qMqrEtNrqKX+NbVt27Yol1bstZybu3fvxtlEWptXlVcqpvdiWmlYVfWhD30oyv3d3/1dlGs55ul5XFhYiHKjqHYeunpxLeeqUVQ0+ocSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuY+nX0kfxVfW1lLbLpF+nb/nifdoisrKyEuVa2gg2b94c5cbHx6Pcc889F6+dNhxMTk5GuZZWpKtXr8bZxMTExOBrp80p6bXW0laT7s/y8nKUu379erz27t27o9yePXuiXMu9mLbQzM7ORrn02q3Km39atplKm6PSY5k276TPtKqqjRs3xtlEeq6r8vfD9PR0lNuyZUu8dtrSkz7/0sahqqoPfvCDUe4LX/hClLty5Uq8dnqM0uaf9F3X0vI0ivad/038QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJexUWw0bVdIvzrf0nyRZof+kn1Lk9B992VzfNrW0CJtBfjkJz8Z5fbv3x+vnTZApM0O+/bti9e+ePFilDt79myUaznfaZNR2nyRtpy0NAmlrTqjaIpIr4tr164NvvatW7ei3I4dO6JcS4NS2uSxuLgY5Voas9LGo6HvxQsXLkS5qrzZJm3UaWnpSVtb0m22XJPpfZteP3Nzc/HaDzzwQJT79Kc/HeX+5E/+JF47fbak+51uL215WmtrOVel2/QPJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0GUn1Ykst3dDSCrm0/nAUNUZpDVeaa6l7e/jhh6Pce9/73iiX1mBVVS0sLES5tIrvxo0b8dqzs7NRLq2mbKk1XFpainJphdzBgwej3Pbt26NcVdXLL78c5S5fvhzlWo7P2Fj2GEqvixabNm2KcsePH49yzz77bLz2+fPno9zOnTvjbabSZ8b169ej3Pj4eJRruS7S6tn0+knfDVV5JWe6dss7MX2mTk5ORrmWSs50v5944oko13I/HDt2LMqlvzF9x7cYem5o+Y3pPDB0RWML/1ACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANBlJE05Q2v5onvaNpK2bqRfsm9pykkbG6anp6Nc+gX9qqpnnnkmyqXtCmkLTFXV8vJylNuzZ0+UW1xcjNdOG3DSFoa0eacqb/RJ20ZWVlaiXEvDyu/8zu9Eub/5m7+Jci0NEOm5Se+xluaomzdvRrmhG7iq8vvh3r17Ua7lXhy6fSfd75ZzkzY9ra6uRrm01aYqvxfTd1PayFSVH8t0f65evRqvnV4X6Xn85Cc/Ga/9x3/8x1Fu6Hux5ZpM3w9py1PL3JBm09woWnr8QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJe4OqDlq+ppNm2AaPmafPpF93Sb6fbSL+NX5S00aVtD2sRSVbV///4ol7b0vPHGG/Ha27Zti3JHjx6NcunxqcqP+czMTJRraSdK25vS1o009/rrr0e5qqr3v//9Ue6JJ56Icl//+tfjtR944IEolzZ+7Nq1K147PY979+6Nci1tLDt27Ihy6X63PIOuX78e5dIWo/RefPvb3x7lWrLf//73o9xPf/rTeO3Jyckol97bLW0saavO5cuXo1z6G6vy85026jz55JPx2s8++2yU+853vhPl0t84Pz8f5ary2WYUc0M6s6RNQi3PqpR/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgS9y9k9b5tGYTadVcy9ot2xxy3aq8lml1dTXKHTp0KF77mWeeiXIXL16Mci31h8vLy1EurT1rqeRMaz7TGsvdu3fHa6e1a2kF2MrKyqDrVlV997vfjXJvvvlmlEsrLKuqbt26FeXSWrgrV67Ea2/evDnKbdmyJcq11PulFXvpfdNSpXb37t0o99RTT0W5Rx55JModOHAgyrW4efNmlEvPdVV+TaZVfHfu3Bl87XSb6XVWVTU1NRXlFhcXo1zL++HjH/94lPvmN78Z5dL7Ib0XqvJjmZ6blkrroesc03diC/9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQJa9WGIG06aSlAWLoppz0N7a0tqRf29+4cWOU+9CHPhSvvX///ij3xhtvRLmWRpS0NSE932mjRFXVhg0bolzaptHSrpC2T6TNSHNzc1HuwQcfjHJV+f3wrW99K8rt2LEjXvv9739/lDt+/HiU27p1a7x2+rxImy/S66wqb/5J2zRaWjd27tw56DZPnDgR5Vqacr797W9HuTNnzkS5tGGqKt/v9Hyn93ZVfl2kz9O0aakqbwpL74e09ayqau/evVHu6aefjnKXLl2Kctu2bYtyVfm5SXMtDXvpNZlus2VmSd8P/qEEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBLXEHT0sLQ8vX3oQ3dgLN+/fqen9O1dtpGkDYMVOVtEWkDTktTzvz8fJTbsmVLlGu5JtO2mvPnz0e5lv1O2yLu3bsX5dLf2NIk9Nxzz0W5P//zP49yr7zySrz2zZs3o9yePXuiXNqcUpU3+iwtLUW5tGmpqupnP/tZlEubf9LjWFV1/fr1KHfkyJEot2/fvii3uLgY5ary51/6XGlpUEobcGZnZ6PcwsJCvHb6zknXbmlESZ8Z6fWTtsJV5c1eaVPOV7/61XjtVPr+TI95y6yUzjZpbhT8QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXcbGxuL2xVhaW5VWzaUVZVV57VD6G9MKpZYawLRC7s033xx87fR8p/WHaa4qP4/btm2Lci3Vgnfv3o1yO3fujHItFXunTp2Kcunx2bhxY5T74Q9/GOWqqiYmJqLcO97xjih38uTJeO2vfOUrUe7ZZ5+Ncu973/vitdO6wvTcpM+VqqrV1dUol95jL730Urz2E088EeXS/Tl27FiUS6suq6rm5uaiXPobb9++Ha+d3t/p+6Hlujh8+HCUS+tA0+dFVdX09HSUS49P+uyryp9Bp0+fjnJpzWdajVuVzxfpO7mlenHoSuuWSs54v/+//hgAAKgyUAIA0MlACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQZS9tqWr6qnn7RPc21rJ1mh167pa0mPeabNm2Kcv/93/8dr522MKSNOmmzTNXwzQ4tTTlp28jKykqUO3HiRLx2em2kjQ1pS0XaAlNV9cYbb0S5hYWFKNfSJPTOd74zyu3atSvKzc7Oxmu/613virNDS89P2kLznve8J1779ddfj3Jnz56Nctu3b49yP/rRj6JcVf68SM93y3skbW25fv16lGt5P6QtU+lvbGmCSZ+9W7dujXLpPVtVde3atSg3MzMT5VqeQan0+KTNbC0NSmlbV9pqMwr+oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoEtWh1JtX18f+kvta7l2Kv2KfVX+Bf90my2tLWkTTNqU8+qrr8Zrp20RaXtA2iRUlbcTpU0wLW0sd+7ciXJp80W6L2nTSFXV7du3o1zaTpReP1VVR44ciXIHDx6McqdOnYrXTqX34uLiYrzN9Jin9+zy8nK8dtr4sWPHjiiXNo+trq5Guar8eTGKBpF0f9K2o5b3Q3p/7969O8pdvHgxXnv//v1RLm1QammrSZ+TqfQcpse7Kn/+pe+wtFGnqmr9+vVxNtFyTab3jn8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBL3I/WUqXWUumTaKnMSuuJ0lqmdHsttUhPP/10lDt58mSUm5+fj9d+9NFHo1xaX/fYY4/Fa6fVWmltVVp7VpVX4u3atSvKtRzzVFp7dvTo0SiXXuNVVePj41EurR6bnJyM1z527FiUS6+fy5cvx2un98NLL70U5V5++eV47T/4gz+IcmmlYnoOq/LrPL0XL1y4EOXSyseqvLbvoYceinItVa3nz5+PcgcOHIhyLc+q9Dq/dOlSlGs55mmlYlr72PKcTK/Jbdu2Rbn0OLZUL6bHMq1UbHlGr1u3LsrFNYlhtWlV/jv9QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJex9GvpLV90T7/UnrbvtKydZtPfmH6dfhRtBOmX/ltajG7cuBHl7r///ijX0jKQNl+kzSAtjUxpS0Z6P0xPT8drT0xMRLm5ubkol7YwtByf9L5Jcy1rpy1T6X4vLS3Fa//4xz8eNPfEE0/Ea6dtLEM/06ryZ0u6zfTctNiyZUuUSxumWtpq0jaW9Jk2NTUVr50+B1ZWVqJcenyq8mOUXhfp8anK27XSba6urka5lnd3us2W92Iq3Wb6PB3Fb/QPJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXeKKlZYWhtTQX36vyptt0iaP9De2NEVcunQpyu3ZsyfKvetd74rXTo/l+Pj4oNurqlpcXIxyp0+fjnIzMzPx2tu3b49yaavNjh074rXffPPNKJe2MKTNSOm+VOXn8fbt21FuFM0p6fWTtpxUVb322mtRbmFhIcq1XJPz8/NRLj03o2gnGrptJD2OVXnDS3ocW67JtNnmypUrUe6hhx4afO0NGzZEuZ07d8Zrp9IWo/TZV1U1Ozsb5bZu3Rrl0vPd0uaT3mPpvJQ2s1UNP9uMgn8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDL2M9//vM1WzytEkpzVXlVYrrNtBoprcOryuvH0lxLdVR6fM6ePRvlWqqj0lq6NJdWcFXlVVhpvV9aSVdVtby8HOXS/V5aWopyLb8xrc5LK/vu3LkTr51eQ+n+tDwvjh07FuXS45PW4VXl5/HWrVtRruVeTLNpjVv6DGo5Puna6fmenp6O106rEr/73e9GuZ/85Cfx2mnz96ZLAAAeIUlEQVTlbnosX3755XjtI0eORLnJyckot3v37njt9B36ne98J8ql92xLRW1aPZs+q1qqi9MqyfR+GEWdtn8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMpZ+bb+lhSFtY0lbetLGhBZDf02+pSkn3e+0MSE93lV5w8H8/HyU27JlS7z26dOno1x6vtMGkaq8uWV8fDzKTU1NxWun2fS6SO/FllaS9Pik19rNmzfjtdOGoPReTBsyqqpee+21KJfeNy+88EK8dnqPbdq0Kcq1NASl7U3p+U6ff7t27YpyVXkrSXrfpC1YVVWvv/56lHvkkUeiXNrIVJXfO+n9feHChXjt48ePR7kPf/jDUe7555+P1/6nf/qnKHfq1Kkolx6f9D6sGr5hqqWpcOi1R8E/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdBm7e/duFFy/fn280fTr72nzRUsDxFpJmyeq8vaJnTt3Rrkf/OAH8dof/ehHo9zevXujXHr9tFhdXY1yS0tL8TbT9pS0TaPlmpyYmIizifRaS9tdqvLzOD09HeWuX78er51Km1Na9vvGjRtR7uzZs1Gu5TmQtkylLTQta6f3Q7rNdHtp609Vfr7Ta3Lz5s3x2mnbyNWrV6Nc2qhTlR/zlZWVKPeBD3wgXvvll1+Ocl/72tei3Jtvvhmv/e///u9RLj3mabNMS8td2s6WtvS0NOUMPS+l22vhH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DKW1vS0VASl20zrHFtq7tLKrLRuKa3raqn1euyxx6JcWl+XVnBVVc3Ozka59Dh+5zvfiddOK9LS891SmXXnzp0ol9ZitlSRptKqsFGsndZdpufm5s2b8drptfbe9743yqW1Z1VVv//7vx/lTp06FeXS41iV1xCm125aVdiyzfSaTOtF03Nd1VbTmEhrVauqvv/970e5F198Mcpdvnw5Xjt9187Pz0e5Y8eOxWs/9dRTcTZx5MiROPuP//iPUS69ztNnVct1lj5bWp4DqfReHMU7LL1v/UMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXsfTr6y0NB+k2Uy1rpy0D6TbTFppdu3ZFuaqqRx55JMr9z//8T5RraYw5d+5clEvbCLZt2xavff/990e58+fPx9tMpc0FacvA2bNn47WXl5ej3MaNG6NcSxNMasuWLVEuvbd3794dr502mDz00EPxNlPpuUmvn7e97W3x2idOnIhyaUvPnj174rXT59/U1FS8zURLm8/Q13nL2o8++miUu3v3bpRreaal19rMzEyU++Vf/uV47S9+8YtRLj0+3/jGN+K1d+zYEeXGx8ejXNoklD53q/L3Q3rtpturqvrFL34R5dJ5oKX9MOUfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuoy1tNCk0m2uW7du8LVTQ//GtHGjKm+fWL9+fZQ7efJkvPadO3eiXLrfTz31VLz2xYsXo1zaCHDz5s147fR8py0DLS0eaWNDus30+mm5JtPGhnTtlvaJj3zkI3F2aOl+p/diS5vPhQsXolza1jU9PR2vnbZkbN++Pcqlz5V0X6qqJicn42zil37pl+Js+rxIz+GmTZvitdNGn+vXr0e5lkaUj3/841EubXFbWFiI137llVeiXPrcT6/da9euRbmq/P2Q3g+jmL9SQzcaVvmHEgCATgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALtln3xsN3YCTNqe0SL94n37JPm0tqMrbIu7evRvlWhpRTp06FeU++MEPRrm0/aaq6urVq1EubXZo+dL/li1bolzanNJyTaatCePj41Eu/Y0zMzNRrqrqzJkzUW7btm1RbuvWrfHaaaPFKOzcuTPK7d69e/C13/Oe90S59FmVNqxU5c0tt27dinLpM7+lGSS9Z1Mtz6q0PSW9b1raavbv3x/l0haalndT+jvf+c53RrkTJ07Ea6fXxurq6qDba3mWp9tcywacteQfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoElcvttTcpfVNQ1c0VuU1ZWndUrrfaW1ey9ot9XWpv/3bv41yzz77bJTbvHlzvPYDDzwQ5SYmJqJcWmlYlddTbty4McqlNZJVeQ1Xeg2tX78+yt24cSPKVeX7nVb2ve1tb4vXXktppeIoqhdTk5OTUS6t4qvK6+sWFxejXHr9tNyzacVoqqWCMK1pTO+HAwcOxGunFZrpuyn9jS1+8IMfRLmW98P9998f5dLjkz4nN2zYEOWq2q7fRMsMlGbT+aulDjTlH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALqMpV+TT9s+qvLWhHSbLS09Q7fvpF+Tb2kjSBtM0saYljaCF154Icrt2rUryrUc71OnTkW59PikjUNVVdPT01Fu6CaEqryJIb3W0jaolusibZ+YmZmJcjt27IjXHtrRo0fjbPoMSvenpREltbKyEuWmpqbibab3Ttqokz6jW57lS0tLg25zbm5u8LX37NkT5Vruxbt378bZRPrsq6q6detWlEvvh0uXLsVrp01PaYNSeu22HJ9r165FuZZ301pJ3yNV+TH3DyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF3iT6W3NKKkbSNpS09Lu8LQ0v1u+TL+5cuXo9yDDz4Y5ZaXl+O10xaGtHXjpZdeitdOGwnSppy0QaSq6uTJk1FufHw8yqWtNlV5S0Z636QNB2n7TVXe5pPm0nNYVfWTn/wkyl28eDHKpQ1TVXmr1+LiYpQ7f/58vPbzzz8f5Z544oko99prr8Vrb926Ncql7SXp86+liSptWRn6N1bl9076DEobaKqqzp49G+XSNrMjR47Ea3/lK1+Jcul+/9u//Vu8dtpsk7b0pNdaS1NOut9Dtx1V5a1e6TMtbb9p4R9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgyltb5rKWWuq60Xiutr0vria5evRrlqvKqucOHD0e5tA6vqupb3/pWlHvjjTei3J49e+K10zqqffv2Rbm0qquq6tq1a1EurVxLa0Or8msorX1M126pS03vh/Q4zs3NxWun1aGjqH1Ms7t3745y6TmsqvrqV78a5Q4cOBDlWionf/zjH0e59P2Q1ou2SNdO97ulojY9j2kd6Llz5+K19+7dG+Xm5+ejXEtFbXqM3v3ud0e5lurFtJ4yrSxNK46vX78e5aryWsP02dsyf7XU/a7F9qr8QwkAQCcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJextHVjFI06o9jmffetzYzc8tX5tI0lbbOYmZmJ106/4H/z5s0olzYTVeWNBOk5TH9jVd6ykjYhtJzvdO0tW7ZEufT6aWnKSfcnbedouS5SaRvV9PR0vM3t27dHufRZlTYJVVVNTk5GufPnz0e5nTt3xmunLVPpdZG2mbVck+k1NIp3WHqPpc+LNFdVdenSpSiXNstcuHAhXjt9lxw/fjzKvfLKK/HaaeNR2mI0Ozsb5c6cORPlqvLrPL1+WuaV9N5paRYcmn8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMjaKtppUS2vCWhlF807acPCTn/wkyk1NTcVrpy0Mx44di3KPP/54vHbaaJEe87t378Zrp40f9+7di3JjY2Px2un+LC8vR7n0N7a0c6RtPmnDSsu9nTY77Nq1K8odOnQoXvvo0aNRLm0xammrSRtw0mvt3Llz8do7duyIcmnzT3r9pA0iVflzcmlpKcq1vOs2b94c5RYXF6Nc2gJTld9jaRNM+rxokd43c3Nz8TbTZqT0PG7atCnKpe1fo9DSKNbSzrZW/EMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF3y/rgGb4VKxbS+Ka1GatnntEIprRZMq+uq8hq3b3zjG1HuqaeeitdO68zSeraZmZl47bT+cGVlJcq1HPNUWjWX1ri1VM2l9Z3j4+PxNlPpfqf1hy21mI899liUS6sK0wrCqrzyLd2floq9dO20vjO9b1qq5lLpvb1169Z4m9evX49y09PTUa7lukh/Z1qjmz53q/J309WrVwfdXlX+PE8ratNrsqWiNq3FTI2i2jnd5iiqHP1DCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl7hSoqUJJm1DWL9+fZRrafxI106/Jp/mWn5j+mX+9Kv8aYNIVd5C88Mf/jDKXbt2LV47Pd/p/rQ0g6TnJ21EaWn8SFs30v1OGyBamkHSay1tCNq0aVO8dtrYsLCwEOW2b98er/3www9HufQcnjlzJl47PY9pY1bL+U4N3XrW0s6RPqvS52nayFSVN9uk+9PyrEqvi/Q6n52djdc+ceJElPvKV74S5VpaaNIGsPQ5cPny5SjX0v41dMNey9yQGkUbVco/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdImbckbx9fX0K/FpW01V3lzQ0tiQGMVvTNsV0iaNqrz5Im0j+NGPfhSv/eSTT0a5sbHsspyamorXTlt60maHloag9N5Jz81atjBMTk5GuZZrMm14Sdt3ZmZm4rXn5+ej3ChavQ4dOhTlFhcXo9zS0lK8dnos0/1JW21anpPpdX7gwIEol57DqrxlJX1Gp+03Vfn7IW2tatnv5eXlKHflypUo19JCkz7P03Nz/vz5KNdyfNJn9CievenvHMWsFjcQDr4yAAD/TzFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZSytEkpzVXl11CjqzNJtpr8x3e+WKse03i+t9WqpWtqyZUuUSyv2RlFB+OCDD0a5kydPxmunlW83btyIcjdv3ozXTqsA05qyBx54IMqlNWpVVdevX49yaSVnWodXVbVv374ol15rFy5ciNd++9vfHuXS66Klxi2t40uvn7RGskVaqZhWOaZ1gVX5cz/d7z179sRrHz58OMrdunUryqX1mVX5fl+6dCnKra6uxmu//vrrUS6tx2055tPT01Hu6NGjUW4U7+6W6tBEy/NiFHWOQ/MPJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXcbS9pKWNpb0C/Ut2xza0GunTRFVeQNOKm3eqcobP5aWlqLcP//zP8drv/jii1Hu9OnTUS5tbanKGw7S5ouW1oKdO3dGuQ0bNkS5dF9a2nxarqFEyzWePi8mJiai3NTUVLz2l7/85SiXNqfs3r07XvvYsWNRLm2t2rx5c7x22tKTnpv0WmtpykmlTTktbTXpPZs2naQNZS3bTJuwWu6H48ePR7n0WKZNVFVVc3NzUS59VqUNOC1NQi2NgWuxvar8/dAyA6VZ/1ACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANBlLP2qeov06+/pl+xbtDSYJNIvxI+iGSRd+8qVK/HaaQvD0Lmqqv/4j/+Icr/+678e5WZnZ+O101adtG0kbW2pypsq7t69G+XSZoeW+yttTkmvyYsXL8Zrz8zMRLn0+KTNMlVVzz77bJRLG0TStqOq/JmRXudpC1ZVfg2lzTZbt26NcuPj41GuKm/rSlt6Wo7P5cuXo1za0rN///547bQBZ8+ePVHupZdeitd+4403olz6nm1p60ob0tL3Z/obW2ag9J4dRQPO0EbRVOgfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMjaK+p1RVCr+/93QlY8tWqqj0mrBtA7v2rVr8dqvvPJKlEurJH/rt34rXjutXty5c2eUu3XrVrz2+fPno9yuXbuiXFpfd/DgwShXVXX27Nkol9bCtVSPnTlzJsrt27cvyqWVfVVVr7/+epRLKxrT41NVdfjw4Sh3+/btKHfp0qV47bQyNV07rSJNnytV+bNqbGwsyrU8o9OKvfSaTPelKr930ufF3//938drp9LaxxbpLJLm0vdiS31weg0NXQ/ZIj0+Lc/o+JjHWwQAgP8LAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXkTTlpNIvtbf8xqG3mX5tfxTtQOkX/FvWXllZiXL79++PchcuXIjX/ulPfxrlbty4EeV++7d/O157+/btUS49lmkzSFXVzZs3o1zaOjQ7OxvlWq6LxcXFKJdePy1a2mUS6bmuqtq7d2+Um5qainItzVFps03aYrS6uhqvvXHjxig3OTkZ5dLrJz2OLWun7VZzc3Px2mkTTNok1NLGsnv37ij3pS99KcrduXMnXjt9391///1RruX9cPfu3SjXcp0n0qalqrzZZhRtNam1nOn8QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJd1VRV9Vj39gn7V8K0xo1h7w4YNUS79ev8ojKJJKG1sSBsB9u3bF6998eLFKJe2eDzzzDPx2r/3e78XZxMt7QppU8709HSUS9tGWq6LtNEibQhqeQbMz89HubRB5NChQ/Hap06dinJpc0ra7lJV9eqrr0a59PnX0iCyY8eOKJc2waTPi/S5W5W3GKXNSOfOnYvXTvcnvWdbpM/oj33sY1EubR6rqrp3716Ue/TRR6Pc6dOn47XTa61lHhh6e+nxGcW7ey1b+1L+oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALmNpRdAo6nzWskoorVQcuqqwRUst09DSc9NSW5VWBqb1VsePH4/XPnr0aJR7+umno1zLuZmZmYlyabXg1atXo1xL1Vx6nafVgi3VlJs3b45yd+7ciXJzc3Px2mmVZFoHev78+Xjt8fHxKLewsBDlDhw4EK+9ZcuWKJfW9qXnu+V5cevWrUFz27Zti9c+e/ZslEufAy0VtX/5l38Z5dL9bnl/pvdi+v5M75uq/HemxzzdXsu7+61Qf5ge8/Q9W5Xvj38oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoktdZjED69fWW1o2Wr78nRtFWk7aSDN0cMIptLi8vx2unbRHHjh2Lci0NB2n7xGc+85ko9+STT8Zrp7/z2rVrUe7KlStRLm3BqqrasWNHlEvbjlZXV+O102stbalIm4mq8mOZPoNaGlFOnDgR5WZnZ6Pcrl274rXPnDkT5dLnxYYNG6Jc2g5UlT8n0/smvcZb1k5bSV5++eV47c9//vNRLr2/W56TaVvX/Px8lEvbfKry+zt9x6fXZEurTZodRcNeunbaKDYK/qEEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDL2NAtFS3SL78P3X7TouUr+qmWr+MnWhpR0vOdbrOlCeHmzZtRbvv27VGupY1laWkpyn3uc5+Lco899li89lNPPRXlXn311SiXNkC0SNtGUisrK4Nn0+dA2uJRVTUxMRHl0usnbaCpyu+dtL0kbW2pyp9rmzdvjnKbNm2Kci2/MX3npGvfuHEjXju9v7/85S9HufS5UpXf32kjysMPPxyvPTc3F+Vu374d5VqeVel7Mb0u0u21vD9TQ+/LKIxitvEPJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0WVdVURdfS0VQWu+X5sbGxuK10zqhNLd+/foo11KnmO5Peszv3r0br53uT3pu0u1V5RVpaRVWSyVnmk3X3rp1a7z2Jz/5ySh35MiRKJfWJC4uLka5qqq3ve1tUW7oc1hV9d3vfjfKbdmyJcodPHgwXvu//uu/otwHPvCBKDc1NRWvPT4+HuXSezGtw6uqunDhQpRLqxfTSsW0frWqamZmJsqlFYTpvlTl18WPfvSjKPelL30pXjt9PzzyyCNRruWYnzp1Ksqlz/2Wer/0fZfeD6OoFkzPzSjqotNnanp8RsE/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdImbckayePjl95Y2llF8oT7R8hvTVp2hW22qhm8IamlEGXp/Zmdn47XT6yJtl2lp3ZiYmIhy+/bti3K7du2Kcu94xzuiXFXVhg0bolx67W7fvj1e+8SJE1Fu7969Ua7lmvyHf/iHKPeRj3wkyv3mb/5mvHbLNZRoaUS5evVqlEvv2fSabHk+p81IaXPUX/zFX8Rrpw046TFvaXubnp6Ocum5OXnyZLx2Kr3HWhrkhjZ0806LtWyrSbU8J9P98Q8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABd1rQpZxRavv6eSL+239IIMPRvbPkqf9rYkO7PKBoB0taW9NxU5a06S0tLg6+dnu/03KRrtzSx7Ny5M8qljSiTk5Px2rdv345yx48fj3It+51uM71+PvWpT8Vrz8/PR7lf/dVfjXItTTnnz5+Pcum9eObMmSj3ve99L8pV5b8xbYJpee6m91jaVtNyTaYtU6dOnYpyLddFahQtNEO/azdt2jTo9qrypqdRHJ80m17no3h3+4cSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALqsW7duXdS/M4qanrWsCEqlvzGt4KrK65tSo6gUS7fZsi9pjVtahdVyzNNawx07dkS5lZWVeO07d+5EubTeb3V1Ncr9/Oc/j3JV+f6kdWZplWNVfnzS872wsBCvnWaHruJryb744otR7sCBA/Ha6TH/6U9/GuVOnDgR5a5evRrlqta25i49N2nF6MTERLx2WsmZ1sTevXs3XnstrWUlcSq91tJnb8s+p9dket+0rJ0eS/9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZV1VRZ9AT5tGWrQ0eQy9zfQr8UN/Gb9lm2ljTIuh9yfdXss20zaWli/9p80g6drp9qqGb/5Jf2Pa4lFVdfv27UHX3rp1a7z23NxclEvbfFrOTXoNbd68edDtVeXne+hcVd6ekm5zeXl50HWr8mtt48aNUS5t6qqq2rZtW5xNtLQ3Xb9+PcqNos1s6Ga4oVvhWrwVmvj+t/EPJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXcbSr8m3NMEM3VbT8iX79Av+aXtJunZLY8woGnBS6fFJ97vlukjPd9p00tJ8kRrFuUkbP9JjfuvWrUFzVVWzs7NRLm0lSZt3qvIGnHTtUTRwpdday7Pq8OHDUW5paSnKtZzvvXv3Rrm0bWlxcTHKXb16NcpV5fdi+rxoaTFKG33m5+ejXHqNV+X7PYr2pnS/3wotbqPQ8p5PtOzL0LPNKPiHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6jKR6cWhrWWuYVqm1VK6tZcXU0NscGxuLs/fu3Rt07bRyrSqvH0uPT8s1ubq6GmcT6TFvuSbTCrnl5eUo13IfpscyrRZMK+mq8vO9bdu2KLd169Z47bTW8MaNG1Gu5TpLj+XFixejXFrZ1/K8SK/J6enpKLewsBCvnf7O9Jinx2cURvEeaXm2pNLfOXQNast7aehjmdYpVq1tpWLKP5QAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHT5PziRens+jhoyAAAAAElFTkSuQmCC" y="-2.96"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p5892451439)" d="M 540.7875 43.2 L 542.025 44.4375 L 543.2625 45.675 L 544.5 44.4375 L 545.7375 43.2 L 546.975 44.4375 L 546.975 46.9125 L 545.7375 48.15 L 544.5 49.3875 L 545.7375 50.625 L 546.975 51.8625 L 545.7375 53.1 L 543.2625 53.1 L 540.7875 53.1 L 539.55 51.8625 L 538.3125 50.625 L 537.075 51.8625 L 537.075 54.3375 L 537.075 56.8125 L 537.075 59.2875 L 537.075 61.7625 L 537.075 64.2375 L 537.075 66.7125 L 535.8375 67.95 L 533.3625 67.95 L 532.125 66.7125 L 530.8875 65.475 L 529.65 66.7125 L 528.4125 67.95 L 527.175 69.1875 L 525.9375 70.425 L 524.7 69.1875 L 524.7 66.7125 L 525.9375 65.475 L 527.175 64.2375 L 527.175 61.7625 L 527.175 59.2875 L 527.175 56.8125 L 528.4125 55.575 L 529.65 56.8125 L 530.8875 58.05 L 532.125 59.2875 L 533.3625 60.525 L 534.6 59.2875 L 533.3625 58.05 L 532.125 56.8125 L 533.3625 55.575 L 534.6 54.3375 L 533.3625 53.1 L 532.125 51.8625 L 533.3625 50.625 L 534.6 49.3875 L 535.8375 48.15 L 537.075 46.9125 L 538.3125 45.675 L 539.55 44.4375 L 540.7875 43.2 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 568.0125 43.2 L 570.4875 43.2 L 571.725 44.4375 L 572.9625 45.675 L 574.2 46.9125 L 575.4375 48.15 L 576.675 49.3875 L 576.675 51.8625 L 576.675 54.3375 L 575.4375 55.575 L 574.2 56.8125 L 575.4375 58.05 L 576.675 59.2875 L 576.675 61.7625 L 575.4375 63 L 574.2 64.2375 L 572.9625 65.475 L 570.4875 65.475 L 569.25 64.2375 L 569.25 61.7625 L 570.4875 60.525 L 571.725 59.2875 L 571.725 56.8125 L 570.4875 55.575 L 569.25 54.3375 L 568.0125 53.1 L 566.775 51.8625 L 565.5375 50.625 L 563.0625 50.625 L 561.825 51.8625 L 560.5875 53.1 L 559.35 51.8625 L 559.35 49.3875 L 560.5875 48.15 L 561.825 46.9125 L 563.0625 45.675 L 565.5375 45.675 L 566.775 44.4375 L 568.0125 43.2 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 553.1625 55.575 L 554.4 56.8125 L 553.1625 58.05 L 551.925 56.8125 L 553.1625 55.575 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 548.2125 60.525 L 549.45 61.7625 L 550.6875 63 L 551.925 64.2375 L 551.925 66.7125 L 550.6875 67.95 L 548.2125 67.95 L 546.975 66.7125 L 546.975 64.2375 L 546.975 61.7625 L 548.2125 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 558.1125 60.525 L 559.35 61.7625 L 559.35 64.2375 L 559.35 66.7125 L 558.1125 67.95 L 556.875 66.7125 L 556.875 64.2375 L 556.875 61.7625 L 558.1125 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 568.0125 65.475 L 569.25 66.7125 L 569.25 69.1875 L 570.4875 70.425 L 571.725 71.6625 L 571.725 74.1375 L 571.725 76.6125 L 572.9625 77.85 L 575.4375 77.85 L 576.675 79.0875 L 575.4375 80.325 L 574.2 81.5625 L 574.2 84.0375 L 574.2 86.5125 L 575.4375 87.75 L 576.675 88.9875 L 577.9125 90.225 L 579.15 91.4625 L 577.9125 92.7 L 575.4375 92.7 L 572.9625 92.7 L 571.725 91.4625 L 571.725 88.9875 L 570.4875 87.75 L 569.25 86.5125 L 569.25 84.0375 L 568.0125 82.8 L 566.775 84.0375 L 565.5375 85.275 L 564.3 84.0375 L 563.0625 82.8 L 561.825 81.5625 L 560.5875 80.325 L 559.35 79.0875 L 560.5875 77.85 L 563.0625 77.85 L 564.3 79.0875 L 565.5375 80.325 L 568.0125 80.325 L 569.25 79.0875 L 569.25 76.6125 L 569.25 74.1375 L 568.0125 72.9 L 566.775 71.6625 L 566.775 69.1875 L 566.775 66.7125 L 568.0125 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 575.4375 67.95 L 576.675 69.1875 L 575.4375 70.425 L 574.2 69.1875 L 575.4375 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 533.3625 70.425 L 535.8375 70.425 L 537.075 71.6625 L 537.075 74.1375 L 535.8375 75.375 L 533.3625 75.375 L 532.125 74.1375 L 532.125 71.6625 L 533.3625 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 540.7875 72.9 L 542.025 74.1375 L 542.025 76.6125 L 542.025 79.0875 L 540.7875 80.325 L 538.3125 80.325 L 535.8375 80.325 L 534.6 79.0875 L 535.8375 77.85 L 537.075 76.6125 L 538.3125 75.375 L 539.55 74.1375 L 540.7875 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 577.9125 75.375 L 579.15 76.6125 L 577.9125 77.85 L 576.675 76.6125 L 577.9125 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 548.2125 80.325 L 549.45 81.5625 L 548.2125 82.8 L 546.975 81.5625 L 548.2125 80.325 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 577.9125 80.325 L 579.15 81.5625 L 577.9125 82.8 L 576.675 81.5625 L 577.9125 80.325 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 533.3625 82.8 L 534.6 84.0375 L 534.6 86.5125 L 533.3625 87.75 L 532.125 86.5125 L 532.125 84.0375 L 533.3625 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 540.7875 82.8 L 542.025 84.0375 L 542.025 86.5125 L 540.7875 87.75 L 539.55 86.5125 L 539.55 84.0375 L 540.7875 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 553.1625 87.75 L 554.4 88.9875 L 555.6375 90.225 L 558.1125 90.225 L 559.35 91.4625 L 559.35 93.9375 L 558.1125 95.175 L 556.875 93.9375 L 555.6375 92.7 L 553.1625 92.7 L 551.925 91.4625 L 551.925 88.9875 L 553.1625 87.75 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 535.8375 90.225 L 538.3125 90.225 L 540.7875 90.225 L 542.025 91.4625 L 540.7875 92.7 L 539.55 93.9375 L 538.3125 95.175 L 537.075 96.4125 L 535.8375 97.65 L 534.6 98.8875 L 533.3625 100.125 L 532.125 101.3625 L 530.8875 102.6 L 529.65 101.3625 L 529.65 98.8875 L 530.8875 97.65 L 532.125 96.4125 L 533.3625 95.175 L 534.6 93.9375 L 534.6 91.4625 L 535.8375 90.225 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 585.3375 90.225 L 587.8125 90.225 L 589.05 91.4625 L 589.05 93.9375 L 587.8125 95.175 L 586.575 96.4125 L 585.3375 97.65 L 584.1 98.8875 L 585.3375 100.125 L 587.8125 100.125 L 589.05 101.3625 L 587.8125 102.6 L 586.575 103.8375 L 585.3375 105.075 L 584.1 106.3125 L 584.1 108.7875 L 584.1 111.2625 L 582.8625 112.5 L 581.625 111.2625 L 581.625 108.7875 L 581.625 106.3125 L 581.625 103.8375 L 581.625 101.3625 L 580.3875 100.125 L 579.15 98.8875 L 579.15 96.4125 L 579.15 93.9375 L 580.3875 92.7 L 582.8625 92.7 L 584.1 91.4625 L 585.3375 90.225 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 538.3125 100.125 L 539.55 101.3625 L 538.3125 102.6 L 537.075 101.3625 L 538.3125 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 550.6875 100.125 L 551.925 101.3625 L 553.1625 102.6 L 555.6375 102.6 L 556.875 101.3625 L 558.1125 100.125 L 559.35 101.3625 L 559.35 103.8375 L 558.1125 105.075 L 555.6375 105.075 L 553.1625 105.075 L 550.6875 105.075 L 549.45 106.3125 L 548.2125 107.55 L 545.7375 107.55 L 544.5 106.3125 L 545.7375 105.075 L 546.975 103.8375 L 548.2125 102.6 L 549.45 101.3625 L 550.6875 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 540.7875 102.6 L 542.025 103.8375 L 540.7875 105.075 L 539.55 103.8375 L 540.7875 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 565.5375 102.6 L 566.775 103.8375 L 568.0125 105.075 L 569.25 106.3125 L 568.0125 107.55 L 566.775 108.7875 L 565.5375 110.025 L 564.3 108.7875 L 564.3 106.3125 L 564.3 103.8375 L 565.5375 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 528.4125 105.075 L 529.65 106.3125 L 530.8875 107.55 L 532.125 108.7875 L 532.125 111.2625 L 532.125 113.7375 L 532.125 116.2125 L 530.8875 117.45 L 529.65 116.2125 L 528.4125 114.975 L 527.175 113.7375 L 527.175 111.2625 L 527.175 108.7875 L 527.175 106.3125 L 528.4125 105.075 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 577.9125 105.075 L 579.15 106.3125 L 577.9125 107.55 L 576.675 106.3125 L 577.9125 105.075 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 538.3125 107.55 L 539.55 108.7875 L 538.3125 110.025 L 537.075 108.7875 L 538.3125 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 543.2625 107.55 L 544.5 108.7875 L 543.2625 110.025 L 542.025 108.7875 L 543.2625 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p5892451439)" d="M 553.1625 50.625 L 554.4 51.8625 L 553.1625 53.1 L 551.925 51.8625 L 553.1625 50.625 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 553.1625 55.575 L 554.4 56.8125 L 553.1625 58.05 L 551.925 56.8125 L 553.1625 55.575 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 543.2625 60.525 L 545.7375 60.525 L 546.975 61.7625 L 546.975 64.2375 L 545.7375 65.475 L 544.5 64.2375 L 543.2625 63 L 542.025 61.7625 L 543.2625 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 550.6875 60.525 L 551.925 61.7625 L 550.6875 63 L 549.45 61.7625 L 550.6875 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 560.5875 60.525 L 561.825 61.7625 L 560.5875 63 L 559.35 61.7625 L 560.5875 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 558.1125 63 L 559.35 64.2375 L 560.5875 65.475 L 561.825 66.7125 L 561.825 69.1875 L 560.5875 70.425 L 558.1125 70.425 L 556.875 69.1875 L 556.875 66.7125 L 556.875 64.2375 L 558.1125 63 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 548.2125 65.475 L 550.6875 65.475 L 551.925 66.7125 L 550.6875 67.95 L 548.2125 67.95 L 546.975 66.7125 L 548.2125 65.475 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 545.7375 67.95 L 546.975 69.1875 L 548.2125 70.425 L 549.45 71.6625 L 548.2125 72.9 L 545.7375 72.9 L 544.5 71.6625 L 544.5 69.1875 L 545.7375 67.95 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 553.1625 67.95 L 554.4 69.1875 L 553.1625 70.425 L 551.925 69.1875 L 553.1625 67.95 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 550.6875 72.9 L 553.1625 72.9 L 555.6375 72.9 L 556.875 74.1375 L 556.875 76.6125 L 556.875 79.0875 L 556.875 81.5625 L 556.875 84.0375 L 556.875 86.5125 L 555.6375 87.75 L 554.4 86.5125 L 554.4 84.0375 L 553.1625 82.8 L 551.925 81.5625 L 551.925 79.0875 L 551.925 76.6125 L 550.6875 75.375 L 549.45 74.1375 L 550.6875 72.9 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 587.8125 72.9 L 589.05 74.1375 L 587.8125 75.375 L 586.575 74.1375 L 587.8125 72.9 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 590.2875 75.375 L 591.525 76.6125 L 590.2875 77.85 L 589.05 76.6125 L 590.2875 75.375 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 585.3375 77.85 L 587.8125 77.85 L 589.05 79.0875 L 587.8125 80.325 L 585.3375 80.325 L 584.1 79.0875 L 585.3375 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 548.2125 90.225 L 549.45 91.4625 L 548.2125 92.7 L 546.975 91.4625 L 548.2125 90.225 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 548.2125 95.175 L 550.6875 95.175 L 551.925 96.4125 L 550.6875 97.65 L 548.2125 97.65 L 546.975 96.4125 L 548.2125 95.175 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 565.5375 95.175 L 566.775 96.4125 L 565.5375 97.65 L 564.3 96.4125 L 565.5375 95.175 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 538.3125 97.65 L 539.55 98.8875 L 538.3125 100.125 L 537.075 98.8875 L 538.3125 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 555.6375 105.075 L 556.875 106.3125 L 556.875 108.7875 L 555.6375 110.025 L 554.4 108.7875 L 554.4 106.3125 L 555.6375 105.075 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 575.4375 107.55 L 576.675 108.7875 L 575.4375 110.025 L 574.2 108.7875 L 575.4375 107.55 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 555.6375 114.975 L 558.1125 114.975 L 559.35 116.2125 L 558.1125 117.45 L 555.6375 117.45 L 554.4 116.2125 L 555.6375 114.975 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 570.4875 114.975 L 571.725 116.2125 L 570.4875 117.45 L 569.25 116.2125 L 570.4875 114.975 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p5892451439)" d="M 558.1125 124.875 L 559.35 126.1125 L 558.1125 127.35 L 556.875 126.1125 L 558.1125 124.875 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p5892451439)" d="M 563.0625 11.025 L 572.9625 11.025 L 575.4375 13.5 L 580.3875 13.5 L 582.8625 15.975 L 585.3375 15.975 L 587.8125 18.45 L 590.2875 18.45 L 591.525 19.6875 L 591.525 22.1625 L 594 24.6375 L 594 27.1125 L 598.95 32.0625 L 598.95 34.5375 L 601.425 37.0125 L 601.425 41.9625 L 603.9 44.4375 L 603.9 49.3875 L 606.375 51.8625 L 606.375 59.2875 L 608.85 61.7625 L 608.85 76.6125 L 611.325 79.0875 L 611.325 103.8375 L 608.85 106.3125 L 608.85 108.7875 L 606.375 111.2625 L 606.375 113.7375 L 601.425 118.6875 L 601.425 121.1625 L 596.475 126.1125 L 596.475 128.5875 L 594 131.0625 L 594 133.5375 L 589.05 138.4875 L 589.05 140.9625 L 580.3875 149.625 L 577.9125 149.625 L 575.4375 152.1 L 563.0625 152.1 L 560.5875 149.625 L 553.1625 157.05 L 550.6875 157.05 L 548.2125 154.575 L 543.2625 154.575 L 540.7875 152.1 L 538.3125 152.1 L 535.8375 149.625 L 533.3625 149.625 L 527.175 143.4375 L 527.175 140.9625 L 519.75 133.5375 L 519.75 131.0625 L 509.85 121.1625 L 509.85 118.6875 L 507.375 116.2125 L 507.375 113.7375 L 504.9 111.2625 L 504.9 106.3125 L 502.425 103.8375 L 502.425 66.7125 L 504.9 64.2375 L 504.9 51.8625 L 507.375 49.3875 L 507.375 44.4375 L 509.85 41.9625 L 509.85 39.4875 L 512.325 37.0125 L 512.325 34.5375 L 514.8 32.0625 L 514.8 29.5875 L 528.4125 15.975 L 533.3625 15.975 L 535.8375 13.5 L 560.5875 13.5 L 563.0625 11.025 L 563.0625 11.025 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 23.13375 L 497.72625 23.13375 L 497.72625 11.52 L 491.04 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 20.638125)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 23.13375 L 617.76 23.13375 L 617.76 11.52 L 609.421875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 162 L 511.153125 162 L 511.153125 150.38625 L 475.2 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- z=-31 --> <defs> <path d="M 40.578125 39.3125 Q 47.65625 37.796875 51.625 33 Q 55.609375 28.21875 55.609375 21.1875 Q 55.609375 10.40625 48.1875 4.484375 Q 40.765625 -1.421875 27.09375 -1.421875 Q 22.515625 -1.421875 17.65625 -0.515625 Q 12.796875 0.390625 7.625 2.203125 L 7.625 11.71875 Q 11.71875 9.328125 16.59375 8.109375 Q 21.484375 6.890625 26.8125 6.890625 Q 36.078125 6.890625 40.9375 10.546875 Q 45.796875 14.203125 45.796875 21.1875 Q 45.796875 27.640625 41.28125 31.265625 Q 36.765625 34.90625 28.71875 34.90625 L 20.21875 34.90625 L 20.21875 43.015625 L 29.109375 43.015625 Q 36.375 43.015625 40.234375 45.921875 Q 44.09375 48.828125 44.09375 54.296875 Q 44.09375 59.90625 40.109375 62.90625 Q 36.140625 65.921875 28.71875 65.921875 Q 24.65625 65.921875 20.015625 65.03125 Q 15.375 64.15625 9.8125 62.3125 L 9.8125 71.09375 Q 15.4375 72.65625 20.34375 73.4375 Q 25.25 74.21875 29.59375 74.21875 Q 40.828125 74.21875 47.359375 69.109375 Q 53.90625 64.015625 53.90625 55.328125 Q 53.90625 49.265625 50.4375 45.09375 Q 46.96875 40.921875 40.578125 39.3125 z" id="DejaVuSans-33"/> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> </defs> <g style="fill:#ffffff;" transform="translate(475.2 159.504375)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-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-33"/> <use x="235.986328" xlink:href="#DejaVuSans-31"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#paa205061a0)"> <image height="158.4" id="image67143035c7" transform="scale(1 -1)translate(0 -158.4)" width="158.4" x="634" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAKUCAYAAAC6z6g8AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3duPZmldNv5vz1R1de2rq/f7GWbIbGAGBoKAICDuQBLkAKOIJnAiB5554pmJ8cDExAMTExNN9EThQGI8ESFCEF+cEGYYB5kt0NMz0/uq6tp0dVV3V/fA+xf8kuvOvZ63foOfz/GVdT9rPWvdz7fqYF17quqnNbB77rknyv30p9nSaW4U0nO5995742PevXt30LXfeOONeO2h7dmzJ862XKOh106l3834+Pjgx/zJT34SHzPRcn3SZ2zv3r1RbmFhIV774MGDUW5nZyfKvfbaa/Ha6bOTns+dO3fitW/duhXl0ntt37598dq3b9+OcvPz81EuvT7ps1BVdfXq1Si3tbUV5Vp+R9L7In3GWtZOj5nmht5XWoyNjcXZlnsjMYrvJpWed8s5p/PAbn7f2ScEAID/DwZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALnv27NkTvSZ+FG/6T43iTfZDv0W/pRFgNxtR0raalsaPoddOjaL5Im0jSHMta6ffY9pWkzaxtEhbbVqsra1FuYmJiSjX0j4x9N7S0lqVPg9pU07Leaf7VfoZ01x671ZVHTp0KMpdvnw5yqWNOlX5/pfu5S2/D+k9lN67o2gUG8VvcnqfD/3b1HJ90n0/PebQ7UBVwzcVtmT9hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuuxq9eIoqqOGroRKa4xa6hTTiqlUS91bei3T8xnFdzP0Z6yq2rdvX5S7fft2lBv6O6zK77X0XFqqLtNsWl+3s7MTr53W0qXVi+l32HLMjY2NKDeKaz50bWhV/v2kz2KaW1hYiHItxxxFJefq6uqgx0yf2RYt93lq6Krhlt+mdO30uUmPN4oayZZnMTV0hW8L1YsAAPw/YaAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDosqeqBn9NfPom+7TpZBRvsk8N3frTIn3bfktrS9qQMXRrQVVba8JuSRstWpoQ5ufnB82tra1Fuc3NzShXld8X6Xnv3bs3XvvRRx+NcidOnIhyL774Yrx22tzyyiuvRLmlpaV47fQapc/YnTt34rXTfS095tCtP1VVMzMzUW5ycjLKtTRrped969atKNfSXpJeo7SlZzeb5loM3YCT7lWjaPP538p/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6KIpZxekb/BPz7vl+qTtHGl7QMva6fc9NjY26PGqhm8befDBB+O108+5uroa5dKGjLTFoypvG0nban77t387Xvv06dNRbmNjI8q1NF+k303aNvJnf/Zn8drp95M2YR08eDBe+93vfneUu3nzZpS7fPlylHv++eejXNXw7U2zs7Px2un3vbW1FeUWFxfjtZeXl6Ncug+0tHoN3WaW7uUta6fnM4qmnJbfnETLd5OunR5z6HOp8h9KAAA6GSgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgyNoqanrTKKK232k1D1yRW5ec9isrJoeuW0irHqrxKLb1/0kq6qvya33fffVGupdbw2rVrUS79vm/fvh3lDh06FOWqqj73uc9FucceeyzKnT9/Pl47Pe+0WrClgvDZZ5+Ncum9e+PGjXjt48ePR7mjR49Guccffzxe+5FHHolyS0tLUe6d73xnlHviiSeiXFXVP//zP0e57e3tKJdWm1ZVzczMRLm0sjStSazK99T0mLv5OzuKetz0vIeukRyFUdQf7mZVtf9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZWwUb2pPpW90T9tqqoZ/83zaMjCKJqGJiYlBj1eVf870mrc0xqQNEGljwp07d+K1FxcXBz1m2n7TIv2M999/f5T7wz/8w3jtqampKLe8vBzlWlp6Ll26FOWOHDkS5V577bV47bRVZ2trK8o9+OCD8dof/vCHo9zm5maU+7Vf+7V47fS5nZubi3JnzpyJcisrK1GuqurkyZNR7mtf+1qU+/73vx+vnf42pXtV2m7Vcsx0j25p6UnXTn9zWn4Xd3MWGdooGghTmnIAAHjTMlACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB02bNnz57oteqjePv6+Pj44Mcc+g3+aXPAKK7P0J+xKm/f2dnZiXJpw0qL9HwmJyfjY6ZtI2mrRNr6U1W1f//+KPeJT3wiyn3+85+Pci+88EKUq6q6cuVKlEubYNJmmaq8VSJtJ5qeno7XnpmZiXIPPPBAlPvsZz8br/34449HuU9+8pNR7vLly/Hap06dinLnz5+PcseOHYty6+vrUa4q/27SFpq/+7u/i9dOn5303m25J9PzSffolia1tEFpN9tYhpa24bVkf5Zaf1r4DyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdBnbzcXv3Lkz+DFbaggTLbVVqbS+Ka31aqmOSmu9UtevX4+z6ed85JFHolxaxVdVdePGjSg3NpY9EvPz8/HaH/rQh6LcV7/61Sj3sY99LMq1PF9ve9vbolxazZZex6q87nJubi7Kzc7OxmtfvXo1yqVVar/+678er3369Okot7y8HOXS+sOq4ffes2fPRrmjR4/Gxzxw4ECUS6/jhQsX4rUvXboU5dLvZnt7O1473ffT+/zgwYPx2j/60Y+iXLqXt/w2pXWO6bOYrt1SI5lm0+/wZ62i0X8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMtbylvjU0E0wLW+TT5tthn6LfktDz9DXPG0aqaoaHx+Pcul1PHToULz21NRUlFtfX49yactJi3379kW5++67Lz7mww8/HOU+9alPRbm0dWNjYyPKVeUtK2kzSPpsV1VNT09HubTxI21Fqsrv37T55/HHH4/XnpycjHJpO1GL9B6amZkZNNeyl6dNWOfOnYtyH/zgB+O1L168GOW+8Y1vRLl0T6vKW4zSa57eZ1X5Hr2zsxPlWn6b0t/Q9B4axWwztJZ98s3QquM/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdMnqHypvlqnK31CftrG0SBst0rXTZpmWt9inb8ffzZaetDGmpSlna2sryqVtLGmrQ1X+PaatNp/5zGfitY8fPx7lFhcXo9zt27ejXEtTxNmzZ6Nc+tycPHkyXjvdWxYWFqLc9evX47XT8xn6ma2qev3116Nc2nSStpdU5S0raWtLen3SBpqqqlOnTkW5mzdvRrl0X6nK24keeuihKPeDH/wgXvvKlStRLr13X3311Xjt+fn5KLe0tBTlWp6HoeeBUTTxpVrmpVR6PqNYO94nB18ZAID/VQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXfaMjY1Fr7JveZt8y9vx//9uN89lFO0caQNO2kLz1re+NV77u9/9bpRLm2Vami/e8573RLk/+qM/inJpq01V/j2mzSmnT5+Ocj/+8Y+jXNXw93na7lKV32srKyuDrz0xMTHo2nv37o3XTj9n2ox048aNeO20+eLgwYNRbn19PcqlDTRVVRsbG1HuxIkTUW5zczNeO31m/+M//iPKpfdPVdXTTz8d5dJ7d3t7O147le5/q6ur8THTe2PoNrwW6T6ZttW0tNqMotFnaP5DCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdxu7evRsF0yqqqryeaHx8PMqln3E3pXVQVfn5DF3zVJXXuD300ENR7qWXXorXTmvp0oqpltrH3/3d341yo6g13L9/f5QbuhZzbm4uylVVXb9+Pcql93nL8zA9PR3ldnZ2otx3vvOdeO3Dhw9HudnZ2SjXUsmZVgum0utTlVcqpvtF+sy21Melz+LRo0ej3NLSUrz2zZs3o9wv/dIvRbmLFy/Gaz/77LNRLq0qbNkHtra2olz629SyD9x7771RLr2H0uO11M6mM0v63bTMVamWeSCVXiP/oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoEv8GvuWhoPU0I0xLYZ+m/xutvmkjQBVVcePH49yr732WpTb3t6O175z506USxs/Pvaxj8Vrp+e9srIS5dJWm6r8vNPWhLTVJs1VVU1OTka5tEEkbVipqlpbW4tyExMTUS5tL6mqeuONN6Jcet4t7Tfpvpa2l8zPz8drp+0pm5ubUW5hYSHKXbt2LcpV5b85Lfda6sSJE1Hu9ddfj3JnzpyJ137kkUei3HPPPRfl0u+wKm96unTpUpR7y1veEq/96quvRrmhG3XSPaA1O/Tx0pllFPNSyn8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoEjfltDTL7Oqb2sO2kfQt+kM36rRI1x4fH4+Pmb6ZP22faGkImpqainLvf//7o9zHP/7xeO20wWTv3r3xMVNp88/6+nqUG8VnTNdOG2PS5pSq/F5Ln9mxsXhbi1uM0rXTNp+q/LzTfWB2djZee3V1NcqljVDp89XS6pW2N01PT0e59Jyrhm+tevjhh+O1P/GJT0S59N49d+5cvHa6n6etTC3X/PDhw1FueXk5yqVzSMt+ml7zdO30PhvFMUfRfug/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZU9V7VpP4m5WBKXSGre00rAqr1JLr09Lzd2tW7eiXFox1VL7+Iu/+ItR7s///M+j3OXLl+O108955cqVKLe4uBivvb29HeXSGrf0XmupDb1x40aUS8/liSeeiNce+p5sqV5M95b0Xtu/f3+89tbWVpQbuqKxKr+WafXiKOp20/v81KlTUS69x6vyezKtVU1zVXmF5gsvvBDl/vEf/zFee2lpKcql+2l6n1VVHT16NMqlNZ9prmW+SPeW9Jgt1YtpLabqRQAA3rQMlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF327NmzJ6o4aGlCSBsb0mO2NEAMvfYoGiDSloHJycko19LSk2YnJiai3IkTJ+K1/+Iv/iLKpe0KLe0TacNB2pCRtllU5Q04aQvNvffeG+Va7ou1tbUol343H/jAB+K108aYM2fOxMdMXbhwIcqdO3cuys3NzcVrp+ed3j8t9+T09HSUS7/v1dXVKDc/Px/lqvK9d+/evVGupRkkvebpXt7SrJXeQ+k1f/HFF+O105ayVPrdVOX7Wvobn+5pLfNFek+mvzdp+82bhf9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZWwUTTBDN+C0fMahz+eee7KZu2XdtH0izaWNOlV5c0HasvLZz342Xjv9vtPzTtt8qvLmi1TasFJVNTU1FeXS65M2BLW0VKRrp20jaetFVdXRo0ej3LVr16Jc2gJTlV+jw4cPR7mWppy0lSltWZmZmYnXTq9lej43btyIcumzXZWfT3pPpte7Kr/mCwsLUW5jYyNee319PcodOXIkyrU0KD3yyCNR7oUXXohyaWNMVX6N0t/kNNfSoJSeT/r7mX7GqrbPuVtr+w8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQZSyvXWqQ1hKOofRxaWjnUUjE1Pz8f5W7fvh3ltre347XTmsYHH3wwyn30ox+N107r2dKqsJYqqrRm6u7du1GupdYwPWZaPZZWOab1X1X59Unv8/S7rsrv362trSiXVte1SO+19Luuyisix8fHo1xLFemZM2ei3Kuvvhrl0u+mpQYwPe/0u2mpqE2vZVol2XLeaW1pWp/ZsvY73/nOKJc+Y2tra/Ha+/bti3Lp7+IopPdaOtu01B8Obegqxyr/oQQAoJOBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoEtc7/JmaLXZTS0NGWmDSdpitLCwEK+dvpn/05/+dJRruS/Shpe0MeHWrVuDr720tBTlWtqJ0vNJ22XSc2mR3mtpQ9Brr70Wr53ev2mzQ8v1SVurzp49G+VansWVlZUod/LkySi3uroar53uQenzne5/Ozs7Ua5q+EaUlqac9Jqn7VYtbTXLy8tR7oEHHohyP/rRj+K1P/OZz0S59Lv58pe/HK+dSveq9PtOW56q8j0o/Z1taTNLz3s3ZzX/oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoMvYKN7ovpvuvffeKDd0W026btXwDRCLi4tx9siRI1HukUceiXKXL1+O156bm4tyabPMnTt34rXT73tiYiI+ZiptVxgby4qr0nOZmZmJclXDPzctLUbpNU+vY9rmU5U3t6TPbPodVlXdvHkzyl26dCnKtbTQpO0gV69ejXJpK0nL78j4+HiUS7+blnartAFnbW0tyg2951fljTotzVHp5/yd3/mdKPfUU0/Fa7/++utRbnp6Osql7U0tv93pMdO5oUW6t6T7ZJqrytt3/IcSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALrs2bNnT9ap0yCt6RlFPVFaozR0LVNaB9VyzFRLtdbv//7vR7lf+IVfiHKrq6vx2mmtV1rjllazVeXXKK2kG0W937Vr16Lc7OxslGupkUxrLM+dOxfl0uerKv9uDh48GOVaqkjTa5lenxs3bsRrp/WU6f3Tcs3T5zbdy9Pc0aNHo1xV1f79+6Pc+vp6lLt+/Xq8drq3pHt5y16V/i4uLCxEuVHUPqbPbEv14p/8yZ9EufS3Nr3HW76btK5w6OemNZtIa7er8vP2H0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALrsuffee6PXr7/xxhuj/iyDGBsbi3Lpm9/T3KFDh6Jc1fCNMWtra/HaX/ziF6Nc2gTT0s6RNrekjTEt0raRtGWlpYUmbb5YWVmJcnNzc4OuW1W1b9++KJe2NTz33HPx2vPz81EubaFJG3VavPDCC1HuIx/5SHzM9D5P25vSXFXe8HLz5s0od/r06SiXNnBV5fvkd7/73SjX0uo1MzMT5ba3t6NcSytJ2sqUfsaWppwTJ05EubStJj1eVdVnPvOZKPfss89GuXSfTL/DqrzdKn2+WuaqdD9P1275fUjvSf+hBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgy1j6pvaWN/2n7TKplje6p+eTNuqklpeX42zaxnLgwIEol7YWVOXfY7p22rBSlTdVPPLII1Gu5Zqn7QEbGxtRbnx8PF47bTxK7/O0EeXYsWNRrqrqwoULgx4zbb+pqlpaWopyafPF5uZmvHbaePTggw9GuR/+8Ifx2ml7U/rMtuxpaevQfffdF+UeeOCBKNfSgpXuF2mbT0tjzMLCQpRr+W1KpXtVuge1NMGkjShXr16Ncuk9XlX16U9/Oso9//zzUS5te1tfX49yLdI5ZBT3T7p22nrWwn8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBL3NU1dJ3iqKR1QmnF1Chqz9JKqLRq7vTp0/Haafb69etRrqXmLq0MTKvU9u/fH6+dft9pLWZ6Li3ZtAbw1q1bUS6tkazKq/PSc0mrO6uqpqamolxaxdfi7t27gx5vZmYmzqbnk9aztVQLPvroo1Hu0qVLUe6FF16IcmfOnIlyVXklXrpHp89Xi/Tebfn9PH78eJRLf3OOHj0ar50+D+k1b6nmfeihh6LcwYMHo1z6G5ZWXVbl55PWXbZUL6bZ9F4bRZ22/1ACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANBlLG1tSZtGqvI3sKdvX295k326dtoIkLYRjI+PR7mqqiNHjkS5ixcvRrmXXnopXvvHP/5xlEvbGtLWlqqq2dnZKJc2WrS0T9y4cSPKpU1LaYtRVdX8/HyUO3/+fJRLG1FaWow+9alPxdnEF7/4xTj74osvRrm0SWNlZSVeO/0e0/1v6Oadqrx957nnnouPuba2FuXe+973DppLG0Sq8n0tfWZbvpu0ESU9Zvo7W5XvqZOTk1GuZR9I99S0raalvSm95mkLV7rnt7TVpPfv0DNQi5bzGZr/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0GUsfdN/SxNMKn2j+yjaJ1rad4Y+XtpwkL6Vv6UJYegmoZa38k9PT0e51dXVKJc2K1TlTRXp93jy5Ml47QsXLkS59LtZXFyMcleuXIlyVXm7TNqQkX7Gqqrvf//7Ue6+++6Lci0tRukzlraxpC1PVfk9+da3vjXKfe9734vXfvnll6PcF77whSiXNoq1tPns7OxEuXQ/bdmrbt68GeXS38WlpaV47WPHjkW59Pqkz2xVvv+lufQzVlW94x3viHLp8522QbXsVel+8cYbb0S5dM9vOWYq3dNa+A8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdxn7yk59EwTt37gy+ePqm9paGg/SY6Vvn01x6Hauq1tfXo1x6zR988MF47VTaFDE1NRUfM23fSRsOjh8/Hq89dFPO5cuX47XTezL9vs+cORPlrl69GuWqqp555pko96u/+qtR7mMf+1i89vz8fJRLm2A+8IEPxGunLUZHjhyJcrdv347XTve1r3zlK1Gupb3p0UcfjXKnTp2Kcv/2b/8W5dLrXZU/s7du3YpyaaNOVd7Cle4XBw4ciNe+ceNGlEuvzygaghYWFqJcei5VVZcuXYpy6bOYNupcv349ylW1NdskWloAW77HoY+X/ob5DyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdBlL63eGrv1pOebQdUejOGZLrVdaFZbWVrXUNy0uLka5tGppc3MzXjutFjx27NiguZa10yq17e3teO3Dhw9HubQqLK33SysNq/IqySeffDLK/fzP/3y89vvf//4ol+4XExMT8dotNY2Jln3l3LlzUe7tb397lHvve98br51eo29/+9tR7vnnn49ys7OzUa4qf2YPHToU5dJnu6pqbGwsyo2Pj0e5lgrC9HNeu3YtyqW/N1X53pJWNLZc81R6zPQ3LP2uq/JrmX7G9P6pyp+HdJ9sqYtO+Q8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdxtK3yae5quFbdVqOl75Nfui1WxoBrl69GuXSVomW9omZmZkot7OzE+Wmp6fjtdPPmd5raatDVX7N9+3bF+VaWmiee+65KHfq1Kkot76+HuW2traiXFXV3r17o9zy8nKUa9kv0nvtfe97X5S7cOFCvHYqbZj61re+FR/zsccei3ILCwtRruWap80tr776apRLP2PasFKVN/+ke+/58+fjtU+cOBHl0oap/fv3x2une1D6fbc0qaXNZ2nLSssefeDAgSiXNtukbVDp3leVX8s33ngjPubQ0raulqac9F7zH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALpkr5yvtiaYod8S3/Km//Qt+umb39NzaWmAmJycjLOJxx9/PM6m53Po0KEolzZFVOXfzZUrV6LcKNoI5ubmotzGxkZ8zCeeeCLKvf7661Hu+vXrUa7l+qRNHqurq1Gupd2qpakicfLkyTjbcv8mWvbJtIVme3s7yqXPbFXe3pRaW1uLcocPH46PubS0FOUeeuihKNfSKJbev2m71dmzZ+O1b926FeWOHTsW5VraatLfpvHx8SiXfodVeYtb2gCWNsGcPn06ylXl302aa5Fe87QtMD1eyzH9hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuozdc082U46i5i6V1iRW5Z8zPe80t2/fvihXlVeApVWFb3/72+O10+q8V155JcrNz8/Ha6cVYGntWVqtVVV16dKlODu0tFowPZ8011IDmH7GtGL02rVr8doHDhyIs0Obmpoa9Hgt55LW3KXf4/Lycrx2eg9NTExEucXFxSjXUsmZVk6m+0r6GauqXn755Sh35syZKJeeS1XVww8/HOXSOrz0O6zKzzutFmypVU1/59Pfps3NzUFzLUbxG5ZWUO/mTOc/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdBlreVN7Kn1LfPpG9xbp2/bTt8RPT09Hubm5uShXVXX//fdHuddeey3KraysxGufPn06yqUtPUtLS/Ha6b02dINIVd5klDZarK+vx2uvra1FuYMHD0a5tPmipQlha2sryqX3eUtrS9ouk17H/fv3x2un1+jFF1+Mci33ZEsDWKKljWVnZyfKpXt02ojScn18p8xWAAAdpElEQVTGx8ej3NWrV6Ncyx790EMPRbm//uu/jnKf//zn47XTvSXdJ1vui/e///1R7hvf+EaUS38/q6qefvrpKHf27NkoN4omobStJn22W/aAodt3RjF/+Q8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdxtK3r7e80X3ot8S3vNE9bb5IzzttEGn5jGmzQ9ru8i//8i/x2o8++miUS9tLWs77xo0bUS5tRLl9+3a89szMTJS7efPmoMeryu+1a9euRbm0xaillSS9z9O1L1++HK/98MMPR7n0u1lYWIjXTltE0haPj3zkI/Ha6T1069atKJc+N1V5G0va3pSanZ2Ns2mbz6lTp6LcuXPn4rUfeOCBKPeJT3wiyrU0ip04cSLKpS00Lc9iuqeme0u6r1RV/emf/mmUS/egNJfeZ1V5U056fVp+P9N5Kf29GQX/oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALlk30YiktUNp3dEopPVNLTWAaTVSWsHVcn1eeeWVKJdWL6bXp6rqJz/5SZQ7evRolLty5Uq89tTUVJRL6+taau7SGq75+fkoNz4+PmiuKq8gnJubi3ItlWup48ePD37MkydPRrm00jWtS63KK9/StdOKxqq8ti/d19J7t+UzHjp0KMqln7Hl/lleXo5yaW3onTt34rVXVlaiXPqMpZWlVVVPPfVUlFtcXIxyLXvQ5z73uSj3t3/7t1Hu8OHDUa7lNyzdy9NnNs2NwigqGv2HEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALmM//elPd23x9C3xaaNOS3botdMGkaqqM2fORLm0AWJzczNe+9FHH41yMzMzUa6lhWFiYiLKpfdkS/NF2uxw7NixKHft2rV47evXr0e5tPEobThoaYBIW1tu3LgR5dLruNvSZydtwEkbpqryveX//J//E+Va2pseeuihKHf+/Pkol+5VLb836fOQPouzs7Px2unz8L3vfS/KtbSSPPjgg1EuveYt7U1p+1j6+5m21VTlTWp79+6Nculv8tWrV6NcVX7eo2iheTPwH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALrEVRrj4+PxQdO3yadvxm956/zQDTjp2i1tPmkLzcrKSpS7cOFCvPatW7ei3MbGxqDHq6o6evRolEsbLdL7pyo/n8nJyfiYqbTxY//+/VEubfFoeWZT6bm87W1vG3ztUUhbVtIGnJZ9IJUe8y1veUt8zPS5TZ/FO3fuRLmpqakoV5Wf97333hvl0uemKm/0SdtY0labqqqXXnopyh08eDDKTU9Px2unv03pd9PyfS8tLUW59FpevHhx0ONVDX+vtcw2Q7cajqIl0X8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBLXL2YVmu1SGuHWir2hq5UTLXUGKWfMa0BnJiYiNdeWFiIcpubm1HuxIkT8dppzV0qrSqsyqvz0vqvlsrJvXv3Rrm01jC919KasKqqGzduRLn0vBcXF+O1d9PNmzej3G5WSX7wgx+McmllX1VeUXv16tUolz5fW1tbUa5q+N+cloq99JlNa2+H/r2pqrp06VKUa6leTPfUH/7wh1Gupf41rcdN97V0T2v5/dze3o5yo/i+h9ZSE5vOYP5DCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl7H0je4tTTBDH3MUb51PmyLSxoSWVoeWN/Mn0jaLqrzh4OMf/3iU+/rXvx6vffjw4Sh39OjRKLe6uhqvnTa8pG0NLd9h2jKQNkCkx0ubd6ry87n//vvjYw4tvc/TZ7Yqb8pJ74tDhw7Fa6ctIule1dJ8sbOzM+gx0z16amoqylVVra+vR7n0XFp+w9JGn7R5rGW/SO/ztAkmbT2ryr/v9HzW1tbitf/nf/5n0GPOzs5GufT5qsr36FE8s0M3pLXMVZpyAAD4f8JACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0GUsDaZvX6/K3/6evn09zbVI2zTSJo2WN963vJk/cfLkyTj7zW9+M8qdPn06yrW09KRNOT/60Y8GPV5V1eLiYpQ7cOBAlGu5J9PGj/ReS9tG0nagqqrJyclBc88880y89ssvvxzl0qaI9DtsOebt27ej3Fe/+tV47Q984ANRbt++fVGupYUmbU+5fv16lEs/Y9pAU5U3wWxvb8fHTKUNOEeOHIlyaStSVf6MpQ1B6f5TlV/zdO00V1V1+fLlKJde8/R5aHlu0r0qnQda2pvSY6YNaS0zS8p/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgy9iePXuiYJqrqrpz5062+FjW/NhSEZRW4qX1h2nlZEud4pNPPhnl0krFtLKvJbt///4o9653vSteO62vSysV5+bm4rXTeyitHmupIk2fh/QzpsdrqV5MzyetzmtZe+iq1uXl5XjttII1vT7pd1NV9dRTT0W5dG8ZxTUfukKu5TOm553W+504cSJeO90HVldXo1xL9WJalfjud787yr366qvx2qn0fC5cuBAfM33G5ufno1z6GVvmi/Q+T/eqlrkqzabn07J2yn8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMpa++f3u3buDL542IaSfcTfXbnnbftqEcPDgwSh3/fr1eO21tbUo96EPfSjK/fjHP47XTq/RK6+8EuVaGiDS1oS0rWFlZSVeO21NmJ6ejo+ZSFtgqvLWqs3NzcHXHrr5Jz2Xqvx5WFhYiHKjaFBaXFyMcmfPno3X3tjYiHIzMzNRLm3Bark+6d47Ozsb5SYnJ+O1t7e3o1z6GVvazNKmsPSYLQ1BFy9ejHLpnvaDH/wgXjt9bo8fPx7l0ufr0qVLUa4q3wfSvaqlWWvotq6Wppx0XvIfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuoyl7SXpm9Kr8kaU9E3tLWunb5OP3/wenkvaHFCVNxykzQ4TExPx2mkrwHe+850o19IAMTU1FeW2traiXMt5p58zbThoaY5KP2fa5pM2SqTnUpU3oqStTC3tVum1TBtjWlp60v1i3759Ua7leVhdXR107fT5qso/Z3rMdP9r+W7S9p3UtWvX4mzaWpXmlpeX47XTJrX0+T506FC8dvr9pC1l3/72t+O1033g5MmTUe7GjRtR7vnnn49yVflzk7bVtMw2qfR3pKWlJ+U/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdMkqNxq1tMYMLX3zfNrSk2ppBkmbTi5evBjl0iaNqrwt4urVq1GupQEibd1IGw5a2mqGblBq+b7TRoK0USf9jC33xc7OTpTbv39/lBu65aRl7dOnT8fH/Pd///co9+ijj0a5zc3NeO0rV65Eue3t7SiX3uNVVceOHYty6X2RamkGSRs/0vaSlnNZWVmJcmmTWnrvVlWtra1FufRanj9/Pl778OHDUS7de8+ePRuvne6pc3NzUS59btLfm6r8vNNzSWeBlrVH8RuW8h9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgy1lKFNbS0WqulyjHNppVZaa6lxiitSEuro1quT1pb9d///d9R7oMf/GC89osvvhjl0s+4uLgYrz05ORnl0srJvXv3xmunNZ/r6+tRLj2XlnrRtAJsdXU1yrXUAKbVZ2mupf7wox/9aJRLr2XLeV+4cCHOJlpq3NI60FRatZnWr1bl33e6D7Rcn3RPTc87/R2pyp/v9LzTasqqqoMHD0a5dC9vqce9//77o1xaSbyxsRHl0srbqvz5Ts+75bc7XTs95ihqH/2HEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALvmr0kcgbelpeZt8Km2+SNdu+YzpW+fTN+O3NKKka//rv/5rlHvXu94Vrz07Oxvljhw5EuVG0XyRfsadnZ147a2trSiXtlSkDSItbSi72RyVtg6l3/e+ffvitRcWFqJc2qB07ty5eO2ZmZkol7axzM/Px2une0t6D6XtLi2NMWk2Pe/0Olbl92R6HVvOO91b0uehZR+4detWlFtaWopyBw4ciNdOn8W1tbUo99xzz0W5UXw3qZa1W1qHduN4Vf5DCQBAJwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAl7hqpKWNJW0PGMWb2tPPOYq1U+lnvHnzZpRLr3dVft6vvPJKlHvhhRfitR977LEol7ZUtLQTXbt2LcqlbRotLT0TExNRLm0Imp6ejnJpo0RVfl+07AOp9LzT72ZzczNee+h94PTp03E2fb7TZqQ0V5U/O2mbWaqlaWR8fDzKpefdsk+m93naEJTuP1VVU1NTUS5ttVleXo7XTlt1/umf/inKtbQTvec974lyzzzzTJRL94GW35GhW/tajpfek2lLWcvzkO4D/kMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF3y/rgGQ9cTtdS9pbVDQ6+d1oRV5TVG6bmk1X5V+XeT1n89++yz8dppXeHP/dzPRblz587Fa8/Ozka59Hvc2tqK115cXIyzifQzHjhwID5mS01jIq1TrKqan5+PcmlVYVqHV5U/i+lz07L29evXo1xaRdryHab1ndvb21EurXFr2Z/T7zvdo1ueh1R6febm5uJjps/3hQsXotzhw4fjtb/yla9EuXQvP3jwYLz2pUuXotzrr78e5dJndhR1sunz0FJtOvRsMwr+QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJex9I3uLXbzDfWp9E3/6bncuXNn8LXT63P37t147bRV59atW1Huu9/9brx22gzy6KOPRrnTp0/Ha9++fTvKpc/Dzs5OvPbq6mqcTaT3Rdp2VJU3p6ysrES5ln0l/W7SZ+zGjRvx2pubm1EufW7Sc6nKr1H63LTsp+nznbZzpOfd0vZxzz3Z/zuWl5ej3OXLl+O1H3744SiXNnAtLS3Fa6fXKG2haWmue/LJJ6Nc2mJ03333xWu/8sorUS59btL7p+X3M9XSgDO0UbT0pPyHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALmPp29JbWhha2hB2y9BviW+5PkO/mb+lpSc1dBtBVd6ucO7cuSh37NixeO202WZ+fj7Kpe0lVVV79+6NcmnbyNzcXJQbHx+Pci1rp1raatK2kePHj0e5lhajhYWFKJfe5y1tLOk1Ss+n5ftOs2mjzuTkZJRLn4WqvFEszbU8sxcuXIhy6X1x8uTJeO309yG9ls8++2y8dnr/pr85Lb+zaQvX0A04o2js280GwvSat/x2p2v7DyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdMk6q6qtTjGtMtrNisa0dij9jGk10W47dOhQlEsr11oq+374wx9GuZdffjnKPfDAA/HaS0tLUS6tM5ueno7XTqsS07quqampKLe6uhrlqqo2NzejXFqfef78+Xjtw4cPR7m0onF7ezteOz3v9PtOP2NV/ixevHgxyrXUXab7WrqXp89Neu9W5TWoaVVrer2r8vO+cuVKlHvppZfitfft2xflTpw4EeW+9KUvxWunlZzpZ2zZg9K109rH9DtMqzurhp8HWmag9PoMXdHYwn8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDokr8ivsHQLQwtb5PfrQaclrftp+7evTv4MTc2NqLcKL6btMHkqaeeinK/8iu/Eq+dfj9pC0NLU066dnrNX3/99SjX0oSQZtPzTht1qvK2mrNnz0a5kydPxmunbSxHjx6NcsvLy/Ha6ffd0vyT2tnZiXITExNRLm3KadnT0mMeP348yrW0Nx08eDDKpW1dLS1GCwsLUe4rX/lKlGs57/RZPHLkSJRLG9eqhm+bS3+b0j2/avjPmM4rVcPPA+nzVZXvF/5DCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAlz333HNP9Dr5od8Qz+4YHx+Pcvfee2+UO3z4cLz25cuXo9zMzEyUe/e73x2v/Xu/93tRbt++fVEubVipypttTpw4EeXSxoSVlZUoV1W1vr4e5c6cOTPo8aryFpH0u0lbPKqqJicno1zadtSyT6bfT9o6lD7bVXkzUtrms7i4GOVaGqZSadPJ1atX42Pevn07yqX7X9pQVpVfyy984QtRrqW9Kd330zaflpanNJveuy0tbqn0eUiN4jPuJv+hBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuY7tZT/SzVju0W+65J/+7YOgKzZa1p6amotzm5maU+973vhevndb2/cEf/EGUSyv7qqpOnToV5dJree3atSiXVtJV5c9s+h2muaqqtbW1KJdW57XUYm5tbUW5tL7u6NGj8dpp5WT6zLbUoB48eDDKvfLKK1EuvdfSar+qqr1790a5tIo03QOq8mcxPWZan1lV9Zd/+ZdRLn1uWvbo9PtJ63HTz9ii5XyGPl56r41iBko/Z3rMUcxf/kMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXsfTt62+88cbgi6drt7S7pG+oT3NDN8u0rJ2+yb7lM46Pj0e5tPni/Pnz8dpvfetbo9y5c+eiXEsTzH/9139FubRl5bd+67fitb/5zW9GuV/+5V+Ocmk7R/pdV+VNMGlbTUtjzP79+6PclStXotzFixfjtdNrlN4XLdc8bSVJG2NapM0taeNRel+0tJKkvzlpa0tLS0+696b3xbe+9a147WeeeSbKpZ9xZ2cnXjvNXrhwIcq1/DalLTRDa5lthm7pSWeBqt1tuUvX9h9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6jKVviW9pGUiPmb7pv0V6zDSXtlS0tBEMfd4t383Qx5ydnY2PeenSpSiXNl9sbGzEa9+6dSvKffnLX45yhw8fjtf+jd/4jSi3srIS5dKGg/Q6VuXNNmlbTcs9efz48SiXtjWk7S5VVdPT01FuYmIiym1tbcVrp9nJyckol37GqrzRZ25uLsqle35Ls9apU6ei3O3bt6NcSytJeg89/fTTUe5v/uZv4rUXFxej3ObmZpQ7ePBgvPbq6mqUS/fTFmNjY1EuvddG0YY39HzR0laTHnM3WwD9hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuuzZs2dP1OcziprEliqs1NCfM/2MLeeSVh6lx2w557RyLf2MLRV7abVWWneZ5qqq1tbWolxaX9dSc/fOd74zyv3mb/5mlEuv48mTJ6NcVdWLL74Y5ZaWlqLcoUOH4rVTLVWbqfR7fMc73hHlWqoF0+8xrYdsuebpPpBW7N29ezfKvfbaa1GuqurEiRNR7tq1a1Hu9OnT8drf/va3o9zf//3fR7n19fV47XQ/T/fetKqwKq8DbTlmKr0n79y5M+i6LfWHo6grTI3i+x6a/1ACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANBlbBRNMOmb/tNjtrydPn2b/NAtPS1tNS0NL0Pb2dmJcvv27YtyLa0F6TVKP+Px48fjtdPz2dzcjHJpo0RV1XPPPRfl0ns3bZT45Cc/GeWqqi5fvhzlfvCDH0S5lkaUw4cPR7n3ve99US49l6qqf/iHf4hyTz/9dJRr2atmZmai3IULF6Lc5ORkvHbagJOuferUqSiX3rtV+fkcOXIkyv3nf/5nvPZf/dVfRbmhm4Sqqvbv3x/l0oaXtCWsKm9ZSfeqluchvUbpeadrv1macnarBbBlbf+hBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgy549e/ZEr0BveZt8+rb9od943yJ9038qPeeq/A31aa7lDfrpNU/PZ2xsLF47zaafcW5uLl47bSVJWyVanoeNjY0oNzU1FeXSJqHbt29HuaqqEydORLm0zaKlQSk9nw9/+MNRbnp6Ol77S1/6UpT74z/+4yj3xBNPxGunz+1b3vKWKJe2QVVVPfnkk1Eu3XvT/aKlzWd7ezvKff3rX49yX/va1+K1b968GeXSfaClKeexxx6LcufPn49yq6ur8drp72J6746i5W7oeaDl93M3G/beDPyHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALnFTzpvlje671ULzZrk+Q2tpHEobDtJGnZbWgvSYi4uLUW4U5720tBTl9u7dG+U2NzejXFXeYJI2frQ0KN26dSvKTUxMRLmW7yZt6UmlbUdVVW9/+9uj3IEDB6LcfffdF6+d3hsrKytRLr2OZ8+ejXJV+b22vLwc5dL2m6qq/fv3R7m0Waul1SvNXrp0Kcq1tPSkz23ajNSyR6f7ZNpONIrf7qHnhpZ9cugGwpZ2v5T/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAlz1V9b+zM3BgLRVTaS1TesyWqrm0bmkU1VFDV2u1VIql0uq8lrqu9Jqn1YJ37tyJci3fzdDXPD1eyzHTisbx8fF47fRapufTct5pxV56fa5fvz742uk9lFYvpntAVdX8/HyUS6tIL1y4EK+d3kO3b9+OckeOHInXTqsk02vZ8tuUZkdR2zd0rWHLead+liqWRzE3+A8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABd9uzZsyd69fso3hCfvsm+pX0ilbYMvBneyt9yfdJsunZLY8LQTQij0NIus1ump6ejXNpeUpW3jaRanoe0lWR1dTXKtdw/6Xm3XMtU+j2mTTmjOO+bN29GufQ7bLnP0mdxY2Mjyh0+fDheO23ASW1ubg6+dtp0MopWm1FIv+9RNKSl0t/Plkaooe3mZ/QfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuuxqU84ovBnaWH6WtDTL7GbDQdrkMQpDtzKlx0ubNKryNo20bWRycjJeO31m08+4vr4er522kkxMTES5ffv2Db727OxslGu55kO3ZGxvbw++bvo8XLt2LcqdOnUqXnttbS3KpQ1Ko2iruXPnTpRraa0auhmu5fdh6LV38/q8GYzivP2HEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC67KmqqFNnN+ubfpbqjkbhnnvyvwvSaz50XWBV/jnTtVvOOz1men1GUWuYSq/53r1742OmFXLpMWdmZuK1h65Sa6nZTOsK0/PZ2NiI107PO80dOnQoXjutiEwrFdO6y8uXL0e5qqqpqakol37Glr1q6HtyFBW16TF3s/L2Z63WMN330z2/5TcslV7HUVxv/6EEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDL/wVsNWugRK9NYwAAAABJRU5ErkJggg==" y="-3.2"/> </g> <g id="LineCollection_13"> <path clip-path="url(#paa205061a0)" d="M 699.1875 45.675 L 700.425 46.9125 L 701.6625 48.15 L 704.1375 48.15 L 705.375 49.3875 L 704.1375 50.625 L 702.9 51.8625 L 702.9 54.3375 L 704.1375 55.575 L 705.375 56.8125 L 704.1375 58.05 L 701.6625 58.05 L 699.1875 58.05 L 696.7125 58.05 L 694.2375 58.05 L 691.7625 58.05 L 690.525 56.8125 L 691.7625 55.575 L 693 54.3375 L 694.2375 53.1 L 695.475 54.3375 L 696.7125 55.575 L 697.95 54.3375 L 696.7125 53.1 L 695.475 51.8625 L 696.7125 50.625 L 697.95 49.3875 L 697.95 46.9125 L 699.1875 45.675 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 721.4625 48.15 L 723.9375 48.15 L 726.4125 48.15 L 728.8875 48.15 L 731.3625 48.15 L 732.6 49.3875 L 733.8375 50.625 L 735.075 51.8625 L 736.3125 53.1 L 738.7875 53.1 L 740.025 54.3375 L 738.7875 55.575 L 737.55 56.8125 L 737.55 59.2875 L 736.3125 60.525 L 735.075 61.7625 L 735.075 64.2375 L 735.075 66.7125 L 735.075 69.1875 L 735.075 71.6625 L 735.075 74.1375 L 735.075 76.6125 L 735.075 79.0875 L 735.075 81.5625 L 735.075 84.0375 L 735.075 86.5125 L 735.075 88.9875 L 735.075 91.4625 L 736.3125 92.7 L 738.7875 92.7 L 740.025 93.9375 L 741.2625 95.175 L 742.5 96.4125 L 743.7375 97.65 L 746.2125 97.65 L 747.45 98.8875 L 747.45 101.3625 L 746.2125 102.6 L 744.975 103.8375 L 744.975 106.3125 L 743.7375 107.55 L 742.5 108.7875 L 741.2625 110.025 L 740.025 108.7875 L 740.025 106.3125 L 740.025 103.8375 L 740.025 101.3625 L 738.7875 100.125 L 737.55 98.8875 L 737.55 96.4125 L 736.3125 95.175 L 733.8375 95.175 L 732.6 93.9375 L 731.3625 92.7 L 730.125 91.4625 L 728.8875 90.225 L 727.65 88.9875 L 727.65 86.5125 L 727.65 84.0375 L 727.65 81.5625 L 726.4125 80.325 L 725.175 79.0875 L 726.4125 77.85 L 727.65 76.6125 L 728.8875 75.375 L 731.3625 75.375 L 732.6 74.1375 L 732.6 71.6625 L 731.3625 70.425 L 730.125 71.6625 L 728.8875 72.9 L 727.65 71.6625 L 727.65 69.1875 L 727.65 66.7125 L 727.65 64.2375 L 727.65 61.7625 L 727.65 59.2875 L 727.65 56.8125 L 727.65 54.3375 L 726.4125 53.1 L 725.175 54.3375 L 723.9375 55.575 L 722.7 54.3375 L 721.4625 53.1 L 720.225 54.3375 L 718.9875 55.575 L 717.75 54.3375 L 717.75 51.8625 L 718.9875 50.625 L 720.225 49.3875 L 721.4625 48.15 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 689.2875 58.05 L 690.525 59.2875 L 689.2875 60.525 L 688.05 59.2875 L 689.2875 58.05 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 691.7625 60.525 L 694.2375 60.525 L 695.475 61.7625 L 696.7125 63 L 697.95 64.2375 L 697.95 66.7125 L 696.7125 67.95 L 695.475 69.1875 L 696.7125 70.425 L 697.95 71.6625 L 697.95 74.1375 L 697.95 76.6125 L 697.95 79.0875 L 696.7125 80.325 L 694.2375 80.325 L 693 79.0875 L 693 76.6125 L 691.7625 75.375 L 690.525 74.1375 L 689.2875 72.9 L 686.8125 72.9 L 685.575 71.6625 L 685.575 69.1875 L 685.575 66.7125 L 686.8125 65.475 L 689.2875 65.475 L 690.525 64.2375 L 690.525 61.7625 L 691.7625 60.525 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 741.2625 63 L 742.5 64.2375 L 741.2625 65.475 L 740.025 64.2375 L 741.2625 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 718.9875 65.475 L 720.225 66.7125 L 720.225 69.1875 L 720.225 71.6625 L 718.9875 72.9 L 717.75 71.6625 L 716.5125 70.425 L 715.275 69.1875 L 716.5125 67.95 L 717.75 66.7125 L 718.9875 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 731.3625 65.475 L 730.125 66.7125 L 731.3625 67.95 L 732.6 66.7125 L 731.3625 65.475 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 704.1375 67.95 L 705.375 69.1875 L 706.6125 70.425 L 709.0875 70.425 L 710.325 71.6625 L 710.325 74.1375 L 709.0875 75.375 L 706.6125 75.375 L 705.375 74.1375 L 704.1375 72.9 L 702.9 71.6625 L 702.9 69.1875 L 704.1375 67.95 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 684.3375 75.375 L 686.8125 75.375 L 688.05 76.6125 L 686.8125 77.85 L 684.3375 77.85 L 683.1 76.6125 L 684.3375 75.375 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 681.8625 77.85 L 683.1 79.0875 L 681.8625 80.325 L 680.625 79.0875 L 681.8625 77.85 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 691.7625 80.325 L 693 81.5625 L 693 84.0375 L 691.7625 85.275 L 690.525 84.0375 L 690.525 81.5625 L 691.7625 80.325 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 694.2375 87.75 L 695.475 88.9875 L 696.7125 90.225 L 697.95 91.4625 L 696.7125 92.7 L 695.475 93.9375 L 695.475 96.4125 L 694.2375 97.65 L 693 96.4125 L 693 93.9375 L 693 91.4625 L 693 88.9875 L 694.2375 87.75 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 699.1875 95.175 L 701.6625 95.175 L 702.9 96.4125 L 701.6625 97.65 L 699.1875 97.65 L 697.95 96.4125 L 699.1875 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 709.0875 95.175 L 711.5625 95.175 L 712.8 96.4125 L 714.0375 97.65 L 716.5125 97.65 L 718.9875 97.65 L 720.225 98.8875 L 721.4625 100.125 L 722.7 101.3625 L 723.9375 102.6 L 725.175 103.8375 L 726.4125 105.075 L 727.65 106.3125 L 728.8875 107.55 L 730.125 108.7875 L 731.3625 110.025 L 732.6 111.2625 L 731.3625 112.5 L 728.8875 112.5 L 726.4125 112.5 L 725.175 111.2625 L 723.9375 110.025 L 722.7 108.7875 L 722.7 106.3125 L 721.4625 105.075 L 718.9875 105.075 L 716.5125 105.075 L 715.275 103.8375 L 714.0375 102.6 L 712.8 103.8375 L 711.5625 105.075 L 709.0875 105.075 L 707.85 106.3125 L 706.6125 107.55 L 705.375 108.7875 L 704.1375 110.025 L 702.9 111.2625 L 704.1375 112.5 L 705.375 113.7375 L 704.1375 114.975 L 701.6625 114.975 L 700.425 116.2125 L 699.1875 117.45 L 697.95 118.6875 L 696.7125 119.925 L 695.475 118.6875 L 695.475 116.2125 L 695.475 113.7375 L 696.7125 112.5 L 697.95 111.2625 L 699.1875 110.025 L 700.425 108.7875 L 701.6625 107.55 L 702.9 106.3125 L 702.9 103.8375 L 704.1375 102.6 L 705.375 101.3625 L 706.6125 100.125 L 707.85 98.8875 L 707.85 96.4125 L 709.0875 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 726.4125 95.175 L 727.65 96.4125 L 726.4125 97.65 L 725.175 96.4125 L 726.4125 95.175 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 691.7625 97.65 L 693 98.8875 L 693 101.3625 L 693 103.8375 L 694.2375 105.075 L 695.475 106.3125 L 694.2375 107.55 L 693 108.7875 L 693 111.2625 L 693 113.7375 L 693 116.2125 L 691.7625 117.45 L 690.525 116.2125 L 689.2875 114.975 L 686.8125 114.975 L 685.575 113.7375 L 685.575 111.2625 L 685.575 108.7875 L 684.3375 107.55 L 683.1 106.3125 L 683.1 103.8375 L 684.3375 102.6 L 686.8125 102.6 L 688.05 101.3625 L 689.2875 100.125 L 690.525 98.8875 L 691.7625 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 728.8875 97.65 L 730.125 98.8875 L 728.8875 100.125 L 727.65 98.8875 L 728.8875 97.65 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 699.1875 119.925 L 700.425 121.1625 L 699.1875 122.4 L 697.95 121.1625 L 699.1875 119.925 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#paa205061a0)" d="M 711.5625 50.625 L 712.8 51.8625 L 712.8 54.3375 L 711.5625 55.575 L 710.325 54.3375 L 710.325 51.8625 L 711.5625 50.625 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 711.5625 60.525 L 712.8 61.7625 L 711.5625 63 L 710.325 61.7625 L 711.5625 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 718.9875 60.525 L 720.225 61.7625 L 720.225 64.2375 L 718.9875 65.475 L 717.75 66.7125 L 716.5125 67.95 L 714.0375 67.95 L 712.8 66.7125 L 714.0375 65.475 L 715.275 64.2375 L 716.5125 63 L 717.75 61.7625 L 718.9875 60.525 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 706.6125 65.475 L 709.0875 65.475 L 710.325 66.7125 L 710.325 69.1875 L 709.0875 70.425 L 707.85 69.1875 L 706.6125 67.95 L 705.375 66.7125 L 706.6125 65.475 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 701.6625 67.95 L 702.9 69.1875 L 701.6625 70.425 L 700.425 69.1875 L 701.6625 67.95 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 714.0375 70.425 L 716.5125 70.425 L 718.9875 70.425 L 721.4625 70.425 L 722.7 71.6625 L 721.4625 72.9 L 720.225 74.1375 L 718.9875 75.375 L 717.75 74.1375 L 716.5125 72.9 L 714.0375 72.9 L 712.8 71.6625 L 714.0375 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 748.6875 75.375 L 749.925 76.6125 L 748.6875 77.85 L 747.45 76.6125 L 748.6875 75.375 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 746.2125 77.85 L 747.45 79.0875 L 747.45 81.5625 L 746.2125 82.8 L 743.7375 82.8 L 742.5 81.5625 L 743.7375 80.325 L 744.975 79.0875 L 746.2125 77.85 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 709.0875 82.8 L 710.325 84.0375 L 710.325 86.5125 L 709.0875 87.75 L 707.85 86.5125 L 707.85 84.0375 L 709.0875 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 751.1625 85.275 L 752.4 86.5125 L 751.1625 87.75 L 749.925 86.5125 L 751.1625 85.275 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 718.9875 87.75 L 720.225 88.9875 L 718.9875 90.225 L 717.75 88.9875 L 718.9875 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 738.7875 87.75 L 740.025 88.9875 L 738.7875 90.225 L 737.55 88.9875 L 738.7875 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 684.3375 90.225 L 685.575 91.4625 L 684.3375 92.7 L 683.1 91.4625 L 684.3375 90.225 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 714.0375 90.225 L 715.275 91.4625 L 714.0375 92.7 L 712.8 91.4625 L 714.0375 90.225 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 681.8625 92.7 L 683.1 93.9375 L 681.8625 95.175 L 680.625 93.9375 L 681.8625 92.7 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 699.1875 95.175 L 700.425 96.4125 L 699.1875 97.65 L 697.95 96.4125 L 699.1875 95.175 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 696.7125 97.65 L 697.95 98.8875 L 696.7125 100.125 L 695.475 98.8875 L 696.7125 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 728.8875 97.65 L 730.125 98.8875 L 728.8875 100.125 L 727.65 98.8875 L 728.8875 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#paa205061a0)" d="M 711.5625 110.025 L 714.0375 110.025 L 715.275 111.2625 L 714.0375 112.5 L 711.5625 112.5 L 710.325 111.2625 L 711.5625 110.025 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#paa205061a0)" d="M 714.0375 13.5 L 736.3125 13.5 L 738.7875 15.975 L 741.2625 15.975 L 743.7375 18.45 L 746.2125 18.45 L 749.925 22.1625 L 749.925 24.6375 L 754.875 29.5875 L 754.875 32.0625 L 757.35 34.5375 L 757.35 37.0125 L 759.825 39.4875 L 759.825 44.4375 L 762.3 46.9125 L 762.3 49.3875 L 764.775 51.8625 L 764.775 59.2875 L 767.25 61.7625 L 767.25 76.6125 L 769.725 79.0875 L 769.725 103.8375 L 767.25 106.3125 L 767.25 108.7875 L 762.3 113.7375 L 762.3 116.2125 L 759.825 118.6875 L 759.825 121.1625 L 752.4 128.5875 L 752.4 131.0625 L 749.925 133.5375 L 749.925 136.0125 L 733.8375 152.1 L 721.4625 152.1 L 718.9875 149.625 L 714.0375 154.575 L 701.6625 154.575 L 699.1875 152.1 L 696.7125 152.1 L 691.7625 147.15 L 689.2875 147.15 L 688.05 145.9125 L 688.05 143.4375 L 675.675 131.0625 L 675.675 128.5875 L 665.775 118.6875 L 665.775 116.2125 L 663.3 113.7375 L 663.3 111.2625 L 660.825 108.7875 L 660.825 66.7125 L 663.3 64.2375 L 663.3 51.8625 L 665.775 49.3875 L 665.775 46.9125 L 668.25 44.4375 L 668.25 41.9625 L 670.725 39.4875 L 670.725 37.0125 L 678.15 29.5875 L 678.15 27.1125 L 686.8125 18.45 L 689.2875 18.45 L 691.7625 15.975 L 711.5625 15.975 L 714.0375 13.5 L 714.0375 13.5 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 23.13375 L 656.12625 23.13375 L 656.12625 11.52 L 649.44 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 20.638125)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 23.13375 L 776.16 23.13375 L 776.16 11.52 L 767.821875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 162 L 669.553125 162 L 669.553125 150.38625 L 633.6 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- z=-22 --> <defs> <path d="M 19.1875 8.296875 L 53.609375 8.296875 L 53.609375 0 L 7.328125 0 L 7.328125 8.296875 Q 12.9375 14.109375 22.625 23.890625 Q 32.328125 33.6875 34.8125 36.53125 Q 39.546875 41.84375 41.421875 45.53125 Q 43.3125 49.21875 43.3125 52.78125 Q 43.3125 58.59375 39.234375 62.25 Q 35.15625 65.921875 28.609375 65.921875 Q 23.96875 65.921875 18.8125 64.3125 Q 13.671875 62.703125 7.8125 59.421875 L 7.8125 69.390625 Q 13.765625 71.78125 18.9375 73 Q 24.125 74.21875 28.421875 74.21875 Q 39.75 74.21875 46.484375 68.546875 Q 53.21875 62.890625 53.21875 53.421875 Q 53.21875 48.921875 51.53125 44.890625 Q 49.859375 40.875 45.40625 35.40625 Q 44.1875 33.984375 37.640625 27.21875 Q 31.109375 20.453125 19.1875 8.296875 z" id="DejaVuSans-32"/> </defs> <g style="fill:#ffffff;" transform="translate(633.6 159.504375)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-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-32"/> <use x="235.986328" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p2e86b9a7e8)"> <image height="158.4" id="image05d65e7b1d" transform="scale(1 -1)translate(0 -158.4)" width="158.4" x="792" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAKUCAYAAAC6z6g8AAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt3cmPZudZNvC7XUPX0F1VPQ8e2rMTO3ESRkMkglhgWCAWCKEsQoLEsGEJIgixYBHBFkVBWQCCKCEIIQQLJFCiEIyFiUjAsR08t9tuV3dXd9c8dXW7w/cPIH3Xw3Perz7Hv9/60nnec97nnPfWuzjXgbGxsf+uwHe/+90kVlVVBw4ciHItxxx67bGxsSh3+/btKPff/x1dxpFIz6Uqv+bpMVvWfuedd6Jc+h2mx6vKP2f6Pbbs3fHx8Sh3xx13DJprkR4zPZeDBw/Ga8/Ozka59F5M90/V8Ney5TkwMTER5dJ9vr29Ha+d3g83btyIcpubm/HaqfQeG8WzN93nLc+g7yUtz/2hpd/3KPbF0MccxW/3fs5fw/8yAQDwnmKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6HKgqqJXv4+inWPoN79X5W+yT5sQ0uOlLR5V+bXcz+uTatkX6dr72cIwijaWycnJQdeenp6Oci2f8fTp01FuZ2cnPmZqd3c3yu3t7UW5lnsxXTtt/rl582a8dtqUk94PLe1E6d6Ym5uLj5lYXV2Ns+l3k7bV7GczW8tzt+W+TbQ8T4duhkv3eFXVrVu34mxi6OtYlZ/3KPbFu4F/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgS1y92CKtekqrsEZRW5Uec+iaxP2WXp8013Le6b5Icy01d+n3mO6Llj2Zrp1WKt57771RbmNjI8q1ZNOau+3t7XjtdK9NTU1FuZZ9MfT33VJ/OIqaz1RaiZfu3VF8xpMnT0a5lZWVKLe5uRmvnX7f6f0wivrDd4NRnPd+zhdDG0V1carlnk2vpX8oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDocuCOO+6IXr/e0ogydLvCfjYHDN2803LMUbTVDN38Mz4+Hq+dtkqk0uaUqqobN24MesyWPTk/Px/lFhYWotzy8nKU29vbi3It2fS80yaWqnxPTk5ORrmtra147VR6fx87diw+ZtomdOvWrSjXsifTazl020hLO8fs7GyUG/pcqqrW19fjbKLl92E/r/l+tsakDTjvhiah77WGvZR/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6HLgwIED0avx9/MN+vvpvfrG+7QBp+W80z2UNiakuaq8XSE9n7vvvjteO21Peemll6Jc2pzSYuhmpJmZmXjt9JiHDx+OcmkrUlXV2tpalEuvz+nTp+O1L1y4EOUOHjwY5UaxL9LnX3ovtrS2DN2Iku6fqqpDhw5FuZWVlSjXsifT52S6J9PvsGr4a96y9tC/oaNouUulz7Sh2+P2m38oAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKDLgap6b3Yq7qO0piytomqpjkrXTiu4RlF/mEor6aryCrC0cm12djZee2lpKcoNXbnW8t1MTExEubNnz0a5D3zgA/HaP/mTPxnljh8/HuVu3rwZr/2f//mfUe7zn/98lGupUnvssceiXPoZW2ruUukxR/G8SK9lmkv3eFXV/Px8lJubm4tyacVnSzZ9XoyiWvB7qYq5pQ40lV6flrWHri4e+ve4yj+UAAB0MlACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0GU+bENJ2jhbpW+Jb3so/9PmM4jOmb6gfxRv8U6PYF2lTxeTkZJRraSUZugGnZe1bt25FufS8p6amolx6zlVVv/VbvxXlHnjggSiXtt9UVT311FNRLr2OH/zgB+O1n3jiiSi3t7cX5dbX1+O10+9xZWUlyv3Kr/xKvPb29naU29nZiXIvvPBClHvuueeiXFXV9evXo1z67E33T1XV6upqlEtbmWZmZuK1p6eno1z6DGppjhrF7/x+GcVv9/j4+ODHTKVzQ5praY5K7x3/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0CV77fuIpG0so3jrfCpdu6XVJj3v9I33Y2Nj+7Z22hxQlV/LtMXj9OnT8drpNbp48WKUO378eLx2et5pc8Fdd90V5X7jN34jylVV/cRP/ESUe/7556PcK6+8Eq9948aNKJe2l6R7vKpqd3c3yp09ezbKfec734nXfvXVV6Pcxz/+8Sj3gz/4g/HaS0tLUS7duz/wAz8Q5Z555pkoV1X1+c9/Ps4m0gaaqnwPpU1CLXsyveZpU07L72f6DNrPRp107aF/66ryaz6Klp6htTRHpfxDCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDoyNjUXdPy31RPHi74J6olRL9eJ+nk9alZhWTKVVXVX5HpqdnY1yLdVRMzMzUS6tAVxYWIjXTuv9jh07FuUefPDBKPczP/MzUa4qr3NMz+XgwYPx2ltbW1HunnvuiXJpHV5V1ebmZpRLa/s+/elPx2un2ampqSjXUkV68+bNKJfeDxsbG1HuzjvvjHJVVS+88EKU+73f+70o11IXmJ53un/S509LNq0WXFlZiddODV1BWDX872LL2qn0M6bfTcueHHpeGsV34x9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6HKiq//9raL7HjI2NRbm0WSZtv6nKGw7SY7asnbbqpA04k5OT8dppe0ra0tPSBJM2mHz0ox+Nch/4wAei3NzcXJSrylt6jhw5EuXeeOONeO2hGy2uX78eZ0+dOhXl0qac5eXleO30ml++fHnQ41XlTTDpMyg977Nnz0a5qqqvfvWrUe6VV16JcouLi/HaabvM6upqlGtpFEt/H9K9m37GqnxfpE1LLfd2S2vMkGuPojFmP9tqUppyAAD4/46BEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoEteczICd9yRzbMtb3Qful0mbZZpkX7G9Pqkx2s5Ztpa8MADD8Rrv/7661EufSv//Px8vHbavrO+vh7lfv/3fz9e+6d/+qejXNqmcejQoSh37dq1KFdV9eKLL8bZRMs9m7bQpG1HCwsL8dqpqampKNfSiJK2y6SNUGnDSlXV0aNHo9zLL78c5dLP2LIvnnzyySiXPoPSc6mq+qd/+qcot7e3F+V2d3fjtdO2rosXL0a5lgal9B5Lv8eh211aDN1qMwrfa2v7hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC5xU05Lw0H6Bva0jaVl7TSbtsvsZyPAKK5P2pRz7ty5KHf58uV47fR8Tp8+HeXW1tbitU+ePBnl/uzP/izKtTQEraysRLnz589HuePHj0e5lpantDklbd+ZmZmJ175x40aUS9tq0iahlmN++9vfjnJp609V1fb2dpRLny0tay8tLQ26dtqUkzaUVeUtNPfee2+US7/rqvzZ8m//9m9RLm3qqsrbatJ7Nn3+VFUdPHgwyqXNPyNpYxm47e29Kr2OVfm19A8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHSJe7BaKpTSSp/0mKOofUxzY2NjUa7lM6Y1RhMTE1GupUJpYWEhyqWVii11b6dOnYpyb7/9dpRLz6Wq6otf/GKUS+vMrl69Gq+d1pml++LChQvx2ql0n6fn0lJzl96LaYXc5uZmvPbDDz8c5dJ6yHT/VFXNzc1FuStXrkS5jY2NeO20AnF2djbKpc+qdP9U5XWFhw8fjnLp86eq6r777otyH/zgB6PcZz/72Xjt9LzPnj0b5W7evBmvnf6Opd/j1tZWvHZaFdvyWzv08dLn5NDVzlXDV0mOpBZz8CMCAPCeYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMp6+qb3lrepDv9G9xdBvfx/J2+TDZpv0bftpS0VV3nCQthYcOXIkXjtt8pifn49yn/70p+O1T5w4EeVWV1ejXNqkUVX16quvRrm00SJt0mhpyEj3edqA09IYM3TLStryVJW3Dt15551RLt27VcM3fuzs7MTZ9HOmz/J0/7TsyTNnzkS5V155JcqljTpV+T7/xCc+EeVanpO/8zu/E+XS856ZmYnXPn78eJRbWloa9HhVVcvLy1EuvW/SVpuWeSX9TU7XbvGumG0GPyIAAO8pBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAu46N4W/r4+HiUS9tYWhol0rXTtpF07ZbP2NJskzh06FCcXVxcjHJp08nVq1fjtdO99qEPfSjK/fiP/3i8dtqIku6ff//3f4/XHrrhJd1rJ0+ejHJVeQNEutcmJyfjtdMmj1OnTkW5lvsrvZbnz5+PcukzrapqfX09yqVtIy3nvbW1FeXSxpj0vPf29qJcVdX169ej3PT0dHzMoX3729+Oco8//nh8zLQhKG2raZE+z9PWs4WFhXjt9F5M91rLvTi0/Vw7belJn/kt/EMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0OHDhwIOrDa6loTCuU0mPecUc+9373u9+NcmnFXqrl+qQVaYcPH45yLbWPad1bWh01Ozsbr/3DP/zDUe5zn/tclGv5Dt96660ot729HeXS61iV79+bN29GubSqMK3Xq8or9tIawJbKtc3NzSiXVtKdOHEiXvull16KcsvLy1Eurdmsyr/vtA6vpYI1reV87bXXotzOzk6US/dZVb7P0+vYUk2Z7vPd3d0o11JF+sorr0S5r3zlK1HuX//1X+O10/NJq4tbvu/0927o37CW3+40m/42tdQfDl2T3TI3xLPa//bDAABAlYESAIBOBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgS9yU02LoN7q3SFtJ0kad1NjY2ODZtK3hypUr8dppY8P09HSUe/jhh+O1//zP/zzKra2tRbm0WaEqbzBJ175w4UK8dtrk0dKaMLT0Wp49ezbKpe03VXljQ9o+0dJilJ532gxy3333xWtfv349ym1sbES5tM2nKr+/5+fno1za7tLSbpW276T3dkvjWtr0tLe3F+XS1p+q/Pcz/b7/5E/+JF77ueeei3LpNW95DqQNVysrK1EubcppmQXS76alhWbotfeTfygBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgS1xa0vKU9bSQYxVvn02yaSxsBWqTtHGlrS0sDRNrSkzYcfPKTn4zXTlsy0uafpaWleO2JiYkol7aXzM3NxWvfddddUS5t3UgbMlram9K9dujQoSiXtpxU5fdY2jiU5qrydqK0Yery5cvx2unzb3t7O8rdc8898dovvvhilBu6hWZrayvKtayd3tst+yLdv2mu5TcsPe/HH388yv3mb/5mvPYnPvGJKHfjxo34mKn0uZa2GK2urvZ8nP9Res+m7Tst+2LoFsCWuSE+ZnxEAAD4HxgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMt5SqZgaRe1QKq33S2u40mq2lnNJr8/u7m6US6uoWtY+duxYlHv00UfjtS9duhTljh49GuXefvvteO30+77vvvuiXEttVZpN6xxXVlaiXLp3q6pmZmaiXLonW9be2NiIcumzKt0/VXk9ZXre6f1Vldd8pnWF6bOvquruu++Ocun5zM/PR7mW35v0fNJcy9rp82J2djbKpdWdVfm989Zbb0W5Bx98MF77l37pl6Lc3/7t30a5d955J1772rVrUS59XqRaKmrT+yE95q1bt+K13w38QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJfxtGWg5Y33Q5uYmIiz6edMWxNG0ZSTXvO0haGlISNtWfnt3/7tKJc2y1RVXbhwIcql32FLG8uRI0ei3NWrV6Ncy3nv7OxEubQ5JW3eaWkGSbNpU0TaNFKVNwRNT09HuZMnT8Zrp00Vr732WpR7//vfH699+vTpKHf+/Pko19IgcurUqSi3t7cX5dI9OYp2tPR50fKcTH9z0mf04cOH47WnpqbibKLlOZA2n/3FX/xFlFtbW4vXTtuE0mdQ+rxIW7Cq8mu5n/NSei+2tHrFaw9+RAAA3lMMlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0OVFX+Gv3Qfr6pfb+af1oaINJ2hbRhZWFhIV47bRH58pe/HOVa2mrGxsai3NbWVpRLmxWqqjY3N6Pc+vp6lGtpb3rggQeiXNqIkrYdzczMRLmq/J5N91pLa8vQDRnpPqvKG5TSPdnSSpI+M9K9u729Ha+d7t90X6TP05bnZPr8Sz/jwYMH47XTbLp35+fn47XTPZT+1l2+fDle+9ixY1HuC1/4QpT7m7/5m3jt9LckbeFKG4fSfVaV7/P0GdTy+5neO+n+abkX02P6hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAumTdTY3SirS0+iet1hqFdO2Wz5hen7m5ufiYqSeffDLKpbV9b7zxRrz2Rz7ykSi3tLQU5dKaxKr8mp89ezbKpTWJVVXPPvtslDt06FCUS2vcWqq1bt26FeXS2seWasq0fmxvby/KHT58OF47rXFLj7m6uhqvndZTpp+xpWrzxo0bUS695un9NT09HeWq8v2b7p/l5eV47bR6Ma0qTO+vqryaN/0O0+NVVV25ciXKffzjH49yzzzzTLz2pUuXoly6h9I9mVZYVuXViy0VrPulpaI2PW//UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0OXAgQMHole6t7z5PW2NSd9k3yJtV2hpERla+mb+9E32Ld/NH/7hH0a5Bx98MMql7QZVecPB7u5ulDt58mS8dtrcsr29HeVa2hXS+2FrayvKpa0FLc0pqfQ6pudSle/zlmueSltE0udFy2e8ePFilEvvm5ZrPjk5GeXSezE9XtpqU5W39KTPv5bvJl07vbdbntFpQ1rarNXSlLO4uBjlTp8+HeWefvrpeO3PfOYzUW5qairKpU1C6d6tyr/HdO1RNOqMYrZJP6d/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DKetlSk7RxVeQNO2rpx69ateO1U+hlH0byTZtOGjJa37a+srES5Y8eORbn0O6zKmx1ef/31KHfz5s147dQo2onSho70+z548GCUa2lOSRs/0laJlnaO9NmSnndL80V6zGvXrkW59L6pqpqfn49y6f65fv16vHbaWNPyPSZavpuhf5vShpWq/Jqn+6flNyx9tmxubka59N6uyq95ei1/6Id+KF47bWdLW2jSfZH+Jlblvznpb3zL78jQDTijaOnxDyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdBlvqVRMpRVBaf3XKGoN01xaW5VWOVZV7e3tRbm77roryu3s7MRrr66uRrm0Qu7ixYvx2qmzZ89GucXFxfiYaV1X+j223Ddp3Vy6J9P6r5bKtbm5uSiXnvf6+nq89pEjR+JsoqUONK2nTPdPWp9ZldfxbW9vR7n0eVqVV+eleyg9Xst9kz4n0/rDln2R1tKl33da5ViVX8u0JjG9PlVVjzzySJRL7++WustTp05FuTfeeCPKjWK+SK/5KGqBh65KbDnvdG3/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0CV/fX+D9K3q8dvXGxo/0qaT9C3xabNDy1vnZ2ZmotzGxkaUS9s+qqp+5Ed+JMpdu3YtyrW0T6SNPmkzSNo0UpV/j+leS9tvWo6Ztm6k55K2OlTle23oxqGqqs3NzSiXtvm0SPd5eo+le7dq+Pu7pTErbU9Jj5nu3Zbrk95j6f3Q0tKT3jtpo1hLy0n6W7KwsDD42um9mDbltPw+PPjgg1HuhRdeiHJp8056H1ble3LoOaQq379Dz18t/EMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECXkTTlpM0go3ibfGrot8S3NAKkbSNpm8VHP/rReO1z585FueXl5SjX0tKTtpKkrRu7u7vx2mnzRfrdHD58OF57amoqyt28eTPKpXt3fn4+ylXlDRDpvb2yshKvnX6P6XNgfDx/rKVtGocOHYpyLQ1KaQvN7du3o1z6GauqZmdno9zdd98d5dbW1qJcuser8vNOf0da9kXaGLO0tBTl0na0qvwapU1hLc/J9LzT52T6e1NV9b73vS/KpffN0G14Vfk9lh5zb28vXjuV/ta1tJnFrYbxEQEA4H9goAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOgynr5NvqVZpuUN7Im0MaEqb0NIj5len/Tt9FX59UmP+WM/9mPx2mmjz6VLl6Lc0aNH47XTdo6hv5uqvOElbbRo+b5H0b6TaGklSfdFeh1b1k6bkdJr3tKIku61tAmmpTFr6GvZ8pxM91ra/HP9+vUo1/LbMPT3nV7vqqpjx45FudXV1SjX0laTnk/6XEnbb6qqHnrooSiX3g8tTTDp+aT3Q/p7kzaZVeVzUPocaGnpSaX3WMv9kD5b/EMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF3GWyoV3w3SKqO0diitMUpro6rySqi0gqvlO7x27VqUO3XqVJQ7e/ZsvPbW1laUSysVd3Z24rXT7zGtmGqpzEor5Frq2RKHDh2Ks+n+ve+++6JcS/XilStXolxai9lSyZleo7SqsKXGLd2TGxsbUe7MmTPx2h/72Mei3Ouvvx7l0nNJn31V+R46fvx4lGt5Tqbf49zcXJRLv8OqfJ+nz+iWKtL19fUol17zlvP+r//6ryh38ODBKJfWhqbVr1V51eatW7fiY6aGrrQeBf9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQJX+F/gikjRYtb/pP31CfvnW+pXUjlTaipG/6X1tbi9dOmx2OHDkS5S5duhSvnZ5PqqXhIG3dSBuUWvZk2tCRNuqknzHNVQ1/33z4wx+O13766aejXNpitLm5Ga+dnnf6fbesnbYTpc+gxx9/PF47vXfeeuutKJc+01rum/SYaWNW2tRVVTUxMRHljh49GuVaGoLefvvtKLe4uBjlFhYW4rXTfbG9vR3l0nu2qurhhx+OcunzNG3gamm5S39HvtcaCFP+oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoMu7oinnnXfeGfEn6Ze2nFRVnTt3Lsrt7e1FuWvXrsVrnzlzJsqlbQ0tTQhpNm0jWF9fj9duaehIpA0rVVVTU1NRLr0f0uvY0pSTXvO0lWlmZiZe+/Dhw1Hu+vXrUS5t8ajKW0TS67O6uhqvne6LEydORLm03aWq6oUXXohyaRNWei7pM60qbxtZXl6Oci3P6LTVK20ea/lu0vs7ff6l16cqf2ak7TKPPvpovHb6zEjngXTvpk1Lo9DyjE5bylItLYDpvegfSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoMp7W76TVO1V5nVBaJdRSm9dSBZhIr09LhVL6GUdxfS5fvjxorsXW1laUS6vz0tq8qrx2La0zO3ToULx2WlPWUoWVaKksTevH0uq8xcXFeO30vNP6utnZ2XjttFIxrdjb2NiI104/59DVlFVVFy9ejHK7u7tRLr0XW+pSp6eno1x6f7U8o1dWVqJc+iy///7747XT7zvdky01semeTO/vpaWleO0vfelLUS7dF5ubm1Gu5fczfaa21HwOLV176Fmpyj+UAAB0MlACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0yV8R3yBteJmamopyLY0fQ7f0TE5ORrn07f1VeQvD2bNno1x6HauGP++0paKq6ujRo1Hu0UcfjY+Zunr16qDHa2m1OXjw4KDHHEULQ/p9p80p6TlX5XsyvbfTRp2qvF0mbUaamZmJ104bTNJrvrq6Gq+9trYW5dJrmTYOjaJRLG1xa3lGp/dY+h2+/PLL8dr33ntvlGvZ56m0NeaJJ56IcsvLy/HaTz75ZJT7oz/6oyiX3otpS1hV/pwcxf0wdAPOKBqC/EMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECX8bSdI20jqMrf/r63tzfo8arytpE0N3TzTlXV6dOno1zazvH000/Ha3/iE5+IcmnDQXouVVWzs7NRbnNzM8q1tN9sb29HubT5oqWdKD1mutfS46X3V4v0OZA2sVTlbUvpPdvSrHX8+PEol+7JdI9XVW1sbES5tHWj5Rl05MiRKJc2CaUNIi2fMTWyAq0QAAAbn0lEQVT0dazK77G5ubnB13722WejXNr807In032RtjItLCzEa6d7LW3AOXbsWJR76623olxV/kxNW4zSVpvWbGIU96J/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgy/goDppW+qRVai2VQ+Pj2Smln3EUNXcnTpyIcmmFXFqTWFX18ssvR7m0UjE9l6qql156KcqltV5bW1vx2vPz81Hu7NmzUW5sbCxeO/1+0lrDtJKzpbI0vcfS+6bl+qTPgfTeTqvZWuzu7ka5tEayKq/ES6/50aNH47XTurn0fNJ7Mf0Oq/K6wvT7bvlu0s+Z3tste3LofZHWYlZVXbt2LcpdvHgxyr3vfe8bfO30OZmed1qTWJU/J9O5oaX+sOXeSbRU1Kb8QwkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQJfxlje1Dy1t8mhpyklbN1Lp2+RbWknSdoWh2xqqqp599tko9/M///NR7j/+4z/itdP2gPRafuhDH4rXnp6ejnJpa0JLM1LqzTffjHLpvmhpq0lbJYZuwWo5ZvoZW5pB0gacdF+srKzEa6eNKGnLSnp/VeX3Q7qH0s+4s7MT5ary7zG9F6empuK1032RHjNtt6rK90V6zJaGoMceeyzKpc1ILc+Bq1evRrmDBw8OvnYqffambT5pG1TLMdPzbmkIin+74yMCAMD/wEAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQJXvte43mrfMtDTiplraIRHreLY1DaTZtqZifn4/XTq/52tpalNvc3IzXPnv2bJRLGzLSto+qvPkivT4t7RPp+Zw4cSLKpY0JactTyzHTZpCWtdN7Nr0fWlqr0v2btnO0NKKkx0ybYNKGlar8Wqb3Tdr40dJilO7JNNdyz6bXMm3+aWnWSq/5+vp6lGv5bVpYWIhy6XMybd6pytt30muZnkvLbJN+3+n91dJmlu7z9PtueU6m/EMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF3G09qhtPZnv6V1Qmk90fh41k7ZUiM5dOVkSwXh4uJilEvP+/Tp0/Hac3NzUW5mZibKpVVdVVVLS0tRLq3COnr0aLx2WuOW7ou0eiyt9quqmpiYiHLpd5NWlFXl1zy9ji2VYmkdX1oteObMmXjtlZWVOJtYXV2Ns2nd5dDXvKWSc+gKubSKr6rq/vvvj3Lpvmh55i8vLw+6dkvl5Msvvxzl0orRlirk9LzT59r29naUS69jVf67mO7dlrmqpUIzMYrqa/9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQZTx9U3vaqFO1v606Q79NPn2Lfks7R9p0kuY2Nzfjtb/61a9GuV/4hV+Ici3NIGtra1EuvZbnz5+P10737yi+7+vXr0e5tEVkcnIyyqXtN1X59Uk/Y0tLT9oYkzbqpI1MVXnzz+OPPx7lWtpqrl27FuXS8073RdXw90O610bx25A+J+fn5+Njpk1P6XmnzTJVVYcPH45y6+vrUS69PlVVGxsbUS69b/7yL/8yXjttM7vnnnuiXPp9t+zJ9Ptuad9Jpc+BllktlT73/UMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAECX8TQ4ioaD9I3uo1h7fDw79fQN8S0NPWmjxaVLl6Lc7du347VTaQtNSytJ2gySNsukTRFVectAei3TdpeqvF0hbd9JG4dOnz4d5aryZpsbN25EuZYmofSYaa6lGeTYsWNRbmtrK8q1tFal55O2krS0c6T7fOjnX8v1mZ2djXJpC80o9uTu7m6US1tgqqqOHDkS5dLzueuuu+K1r1y5EuWmpqaiXHodq/LzPnr06KC5ln2R3jfpMUcx29y6dSvKtZx3yj+UAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANBlfD/rD/dz7ZaqxMQoar0eeOCBKJdW8VXl9WxpPWRLBWF63mkNYFqnWJXvtbRaa+j90yI975YqvrQSL93naVVhVdX29naUS/f5iRMn4rVPnToV5dJ93lItmFZEptWLLXsyvR/Sir207i2tIa2quvvuu6Nc+qxqeU7u7OxEufS80wrLqqo33ngjyh0+fDjKtfx+plW66f39rW99K147/R7Tisa06jetYa7Kfx/SXHofthwzPZ9RzFX+oQQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoMv4KN6WntrPtpF07ZYGnKGl7Qotb/pPGw7efPPNKPfQQw/Fa6fSa5426lTl1zJtL2mR3mPp+aTtJS3Sxo/d3d0o13JvT09PR7m0xaOlleTSpUtRLv1u0tafqqrZ2dkol7bvzM/Px2sP3baU7p8WFy5ciHIPP/xwlFtYWIjXTlto0n3e8qxaX1+PcumzfHFxMV77sccei3IvvfRSlGtpM0ub1NL7Jr2303VbpPtiFPPXfs50/qEEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKBLXLFy4MCB+KDpm9rTRpSWN7+n2fR80uO1fMa0NSFtq0kbRKqqZmZmolzaiHLkyJF47bRNI821nHfagJO2MKTXp6pqZ2cnyqUtK2n7REuDUtrskB5zYmIiXjvdk+l30/KsSj9nutda2mrS897Y2IhyaatNS7ble0y0fDdpY8zzzz8f5W7fvh2vPTk5GeXSZ/nJkyfjtdMmrPQ3p6VZ6+tf/3qU+8pXvhLlzp8/H6+d/pa89tprUS59nrY0aw3dnNdyvPT7Tp/lLS1GKf9QAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQJa7SaGmCSd/Anr7RvaVdIZWeT3ouLS0MaTZtYWh52356zZ999tko91M/9VPx2mljTNqYkJ5LVd74kbYmtLTQpNL2kqNHj0a5luuTNgmlx2xpjHnggQei3OLiYpS7++6747XTNpa1tbUod+7cuXjtra2tKJe2MqXNIFX5/k3Pe+impar8+Zc+V1rWTp+p6T5P76+q/Pfh8uXLUe7RRx+N1/7IRz4S5T73uc/Fx0yleyi9Z9P7oWW+SLPp703LXJVen3Tvpo10LfxDCQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABd4i6qlnq/tDpqFLWGQx8zrUZKq5aq8sqjtOYprXCryqsFX3zxxSi3vLwcr33ixIkol17ztKqw5ZipqampOLu5uRnl0u/7xo0bUS6trquqOnz48KBrt1zv9F6cnZ2NcmlVYVXVq6++GuXe//73R7mW52S6L9Lzafm+0+/nzJkzgx5vaWkpylXl+yK9b1qqSNPvJn0GTU9Px2unn3NycjLKfec734nXTisir1y5EuXS35uqqh/90R+Ncl/72teiXPqsarln0+873ZND/y5Vtc1LQ/MPJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXcZH0Vazn/brc7asOz6eFRQN3RRRNXyT0Be+8IV47U9+8pNR7q677opyo2hv2t7ejnIzMzPx2ukxz507F+XS825pTkmbQdLrmLZ4VOUtPaNolVhYWIhyabtVeh2rqtbX16Nc2pRz6NCheO208SPd5+n33dKslUoblHZ2duJjpp8zfZavra3Fax85ciTKpfvi+7//++O1/+AP/iDKnT59OsqlvzdVeaNP2oCTPqtaGpRSo3hWpdJ5oGVuSK+RfygBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOiSvea/Ucsb2Ic+Xkt7ypBrt7xtP20PGEUjytTUVJRLWzxeeumleO0vfelLUe5Tn/pUlLv//vvjtV9//fUol7ZUpNenKm8wSddOGz/SdpeqvH0i3ZMbGxvx2ltbW1EuPe+W7+bDH/5wlLtw4UKUa7nm6flMT09HubQ5peWY6fNvfn5+0HWr8muZtv5MTEzEa6etVWmjzjvvvBOvnbbqpG01Tz31VLz2N7/5zSiXNsGk93ZV/n2na6d7t6XNJ/2dH0VTTnrMoXMt/EMJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF3Gb9++vW+Lj6LGKD2ftG4prcxqqYfc29uLcmmlYst3mH7OtAarpebuW9/6VpRLK+l+/dd/PV47rWe7evVqlGup2Dt27FiUS/dkWs3WUn/YUt+ZaKkBvHz5cpRLqzZb1r5y5UqcTbRUC549ezbKXbx4Mcq1VAumz9T0Wm5ubka57e3tKFeV18Sm572wsBCvnT5Tjx8/HuXS6s6qvII1rUF9+umn47XTZ1VaOTk5ORmvnda/jo9njdHpHm+pxRxay2yT7vOW36ah+YcSAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAu2SvnG7W8/X1oaRNM2tIz9LpVecPBKN54nzZazM7ORrmW5ou0keC5556Lcl//+tfjtX/2Z382ym1tbUW5+fn5eO10r6WNMek1T5tGWqT7oqWlZ3FxMcql90PaNFJVdfLkySiXNoikbR9VeTNS2trS0naUXsv0vFMtz920ZWXo9q+qvI0lvRdb7odz585FuX/8x3+Mct/4xjfitdP7IT3vluao9N5Jf0fS+6vltzuV7vN0FqjK9296zKFnoCr/UAIA0MlACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0GV86LaGqvzN8++GN9SnrT8tb7xPr2X63aTNAS1rpw0H6Wesqrp582aUSxs//v7v/z5e+4knnohyH/zgB6NcyzV/880342zi7rvvjnIXLlwYdN2qvMWjpaXn7bffjnIrKytRbm5uLl576JaV3d3deO30+0mvZcueTKVrX7t2Lcq1/I6krUxpq01LU066h9Lzfvjhh+O102P+1V/9VZRbWlqK115eXo5yhw8fjnIt33f6253+5qTHa5lDRtEuM7T9bCr0DyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdBlPq5FaqgXTeqL9rAgaukJpFDWSo6hSS2ur0urFtIqvqury5ctRLt2T6+vr8dp//Md/HOV++Zd/Ocp93/d9X7x2es0nJiaiXFqPtre3F+Wq8iq19L5J6/Cqhq8YnZmZideenJyMcpcuXYpyV65ciddO9++9994b5VqqBdO102s+Pz8f5VoqOTc2NqJcuidbnqfptUyP+fLLL8drp8+q9DnQci+m550es6WKNH0OpJ9xFBXQQ//Ot8wh6dqqFwEAeNcyUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHSJX6E/dLNMVf5m/Ja107fEp80/o2hhSD9j+mb8lhajtIUmbak4efJkvHbarpC2eLS0Fnz729+Ocn/6p38a5ebm5uK1U2mzTdoEc+TIkXjttbW1KLe1tRXlTp06NfjaaevGzs5OvPb58+ejXEsLTWp2djbKLSwsRLnt7e147bS16rXXXotyDz30UJRLG5mqqlZXV6NcutdavsP0tynNPffcc/Hai4uLUS79bUobuKryJqP0GT2Klp79tJ8tNEM35Yyi/dA/lAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdIlfY9/ytv2h33i/n2+nb3mbfGroN9mn7TdVbe0yibQ5pSpvTUibYFqkLTTPPvtslPvd3/3deO1PfepTUe5jH/tYlLt06VKUa2kxSttl0raaQ4cOxWtPT09HufQztuyftDHmzJkzUa7lXkyfqfPz81FuaWkpXjtt3zlx4kSUS5s00nagqqqbN29GubfffjvK3XnnnfHaabPNv/zLv0S5b37zm/Ha6e9D+jxt+e1Oj5n+xrc0yA0tvY6jaAEcutWmKv+co2jY05QDAMD/EwZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6jKc1PS11ikNXBrbUBe5X3dLQlYYtxxwbG4uPOXSN5draWpw9ePBglEvr2a5duxavnUo/49WrV+Njfv3rX49yjzzySJR78MEHo9zrr78e5aryirS0BnB5eTlee2VlJcodPXo0PmYqfVallXRpDWBV1blz56Jc+t20VG2+9tprUe7ixYtR7vDhw1Hu2LFjUa4q/27S5+Ti4mK89j//8z9HuW984xtRLq2RrMqfQelv2F133RWvnX7f29vbUS69b1qy6f2QXsehq6JbjGK2SXMtNbEp/1ACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANBlfOjmlKrhW2hG8RnTFob0XPbzOrZc77RVJ70+u7u78dppK0DamHDo0KF47fT7uXHjRpSbmZmJ137qqaei3JUrV6LcL/7iL0a5qampKFdVdebMmSg3NzcX5R577LF47dXV1SiXnk/akFGVtzKl+2JycjJeO21PSe+xlsaP9F5M93m69tLSUpSrypuR0udFeh9WVX3ta1+LcmlrS8u9mH43abPWq6++Gq+9s7MT5dLfh/T6tBwztbe3F+Va2nzS8xl6vqgavo1vJHPV4EcEAOA9xUAJAEAXAyUAAF0MlAAAdDFQAgDQxUAJAEAXAyUAAF0MlAAAdDFQAgDQJX9FfINRvCV+aPu5dvrG+/QztjQMpNm0xWNiYiJee2trK8pNT09HuZbzTlsB0uaUzc3NeO20PeX8+fNR7stf/nKUO3fuXJSrqvrVX/3VKPfSSy9FuZbGmFOnTkW59Hz+7u/+Ll57bW0tyn3oQx+Kcul9U1V14cKFKJc2/5w8eTJeO23fSZ9BaRNMSyvJ4uJilHvxxRej3DPPPBOvnUr3eUvLyf333x/l3n777SiXtt9UDf/b1HLeQ//epccbRZvPKOaLdO3bt29HuZbvJv399A8lAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQ5UFVRp84oanrSY74b6ptapPVj6dotnzFdO/0OW6rU0kqoNNdSvTg2NhZnEwsLC3E2rWlMK8DSc2mpAXzooYei3PLycpT7tV/7tXjt9HP+3M/9XJT7zGc+E6+d1vv99V//dZT7yle+Eq+d7t/r169Hucceeyxe+5FHHolyb7zxRpRL6/02NjaiXFXV1772tSj3xS9+McoN/Qxo0VKDml6jlvrXVFrJ2fKbnEqPmX6P6e9i+lvXkm055vcS/1ACANDFQAkAQBcDJQAAXQyUAAB0MVACANDFQAkAQBcDJQAAXQyUAAB0MVACANDlwIEDBwZvyhm6XaZl7TT7Xn3j/dAtAxMTE/Ha6THT9p0bN27Ea09OTka5qampKJe2+VTleyj9btK1W+7DoVt6WpqE9vb2oly611r2xczMTJT77Gc/G+VanlX/8A//EOWef/75KPfAAw/Eax8/fjzKpfdD2hB09erVKFdVtba2FuXSlp5RtL09+OCDUW59fT1eOz3vW7duxcfcLy2/D/t1Pi2Na6lRzA3p7+J+7gv/UAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0MVACQBAFwMlAABdDJQAAHQxUAIA0OVAVUWvdB/F2+SHbtTh/y59235qFO0TaW4/90/avFOVX6M0l7batDQmpI0W6TU/cuRIvHb6OdNGnZaWivSY09PTg+aq8vaU9Jgt533z5s0olz730/thc3MzylXlLT1pM1LLPXvixIkot729HeXS9psWQzdrtRi6ka5FuidH0YY39Notc9XQ32PLLJD+5viHEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgfuuOOO6JXuLa0kQ7fqvBsadVrOOX1Dffpm/Ja2mvSY6WdM36BfVXXw4MEolzZftFzzdA+l13IULQPpMdNzSa93VdXOzk6US9tGWr6boZuRWhqChm78aLkX0+zMzEyU29raitdOv8f0eTF0q01V1cLCQpRL22qOHTsWr53eD6urq/Ex34tG0aSWGkW7X3o+o2gnSo3itzvlH0oAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6DI+ikqxd0NV4tBazjnNpt9NSw3g0FrqstI6qrGxsf/tx+mWnk/LeaffT1qVmN6Lu7u7Ua6q6siRI1EurTPb29uL106rEtPzbqmcbKlpHNrExESUS+sKW+6boWtd09zs7GyUq8rrD6enp6NcuserqtbW1qJces1HUV08dC1mVVs1ZqLlOZme99BVrftpFNWU+1n76B9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6HKiq/FX26UEb3v6eaHnb/rtB2pzyzjvvRLm0YaBq+O+mpY1g6LVH0TKwn+0KaaNF2gxy8+bNeO30vNPP2NLWkO7fNDeKVpJRHC9tMhrFeactPUM36rQ0saRrp/dD+jytGs357Jd3y+/n5ORklBv6d7FlX6SGbpiqyu/voX9nq/I95B9KAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6GCgBAOhioAQAoIuBEgCALgZKAAC6xE05o2glSY85ijf9j6J9Yr+0tHMM3dLT8t28G1p6xsbG9m3t9Jjpd9jyGdNjvv/9749yzz//fLx2en1mZ2ejXMueTL/vVEtzStpWk96LaWNMVdXm5maUS58te3t7Ue7gwYNRrqrq1q1bUW4Uz/J0X7S0UaX283dRy90w9rOtZj/5hxIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAuhgoAQDoYqAEAKCLgRIAgC4GSgAAusTVi2k1W1VecTWKKqH0mGldV3q8/axFaqmPS887rXtrqX0c+lq27Mnbt2/H2aHtV/ViyzmntYZpdd7u7m68dlpBOPS93SL9bkZRyZmed1p/WJVfo6GrBdPvuio/n1HcD/v5PE+/mzTXUgM4dOVuy9pDPyf3s5JzP39v9pN/KAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6GKgBACgi4ESAIAuBkoAALoYKAEA6PJ/AAS7aZBTRztWAAAAAElFTkSuQmCC" y="-3.2"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p2e86b9a7e8)" d="M 882.3375 55.575 L 883.575 56.8125 L 884.8125 58.05 L 887.2875 58.05 L 889.7625 58.05 L 891 59.2875 L 889.7625 60.525 L 888.525 61.7625 L 889.7625 63 L 892.2375 63 L 893.475 64.2375 L 894.7125 65.475 L 897.1875 65.475 L 898.425 66.7125 L 898.425 69.1875 L 898.425 71.6625 L 897.1875 72.9 L 895.95 74.1375 L 894.7125 75.375 L 893.475 76.6125 L 893.475 79.0875 L 894.7125 80.325 L 895.95 81.5625 L 895.95 84.0375 L 894.7125 85.275 L 893.475 86.5125 L 893.475 88.9875 L 893.475 91.4625 L 893.475 93.9375 L 894.7125 95.175 L 897.1875 95.175 L 898.425 96.4125 L 899.6625 97.65 L 900.9 98.8875 L 900.9 101.3625 L 900.9 103.8375 L 902.1375 105.075 L 903.375 106.3125 L 902.1375 107.55 L 899.6625 107.55 L 898.425 108.7875 L 898.425 111.2625 L 897.1875 112.5 L 894.7125 112.5 L 893.475 111.2625 L 893.475 108.7875 L 892.2375 107.55 L 891 108.7875 L 891 111.2625 L 889.7625 112.5 L 888.525 111.2625 L 887.2875 110.025 L 884.8125 110.025 L 882.3375 110.025 L 881.1 108.7875 L 882.3375 107.55 L 884.8125 107.55 L 886.05 106.3125 L 887.2875 105.075 L 889.7625 105.075 L 891 103.8375 L 891 101.3625 L 892.2375 100.125 L 893.475 98.8875 L 892.2375 97.65 L 891 96.4125 L 889.7625 95.175 L 888.525 93.9375 L 888.525 91.4625 L 888.525 88.9875 L 888.525 86.5125 L 887.2875 85.275 L 886.05 84.0375 L 886.05 81.5625 L 886.05 79.0875 L 887.2875 77.85 L 888.525 79.0875 L 889.7625 80.325 L 891 79.0875 L 889.7625 77.85 L 888.525 76.6125 L 887.2875 75.375 L 886.05 74.1375 L 886.05 71.6625 L 884.8125 70.425 L 883.575 69.1875 L 882.3375 67.95 L 881.1 66.7125 L 879.8625 65.475 L 878.625 64.2375 L 877.3875 63 L 876.15 61.7625 L 877.3875 60.525 L 878.625 59.2875 L 879.8625 58.05 L 881.1 56.8125 L 882.3375 55.575 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p2e86b9a7e8)" d="M 857.5875 63 L 860.0625 63 L 861.3 64.2375 L 860.0625 65.475 L 858.825 66.7125 L 858.825 69.1875 L 857.5875 70.425 L 856.35 71.6625 L 856.35 74.1375 L 856.35 76.6125 L 856.35 79.0875 L 856.35 81.5625 L 856.35 84.0375 L 856.35 86.5125 L 856.35 88.9875 L 856.35 91.4625 L 855.1125 92.7 L 853.875 93.9375 L 855.1125 95.175 L 857.5875 95.175 L 858.825 93.9375 L 860.0625 92.7 L 861.3 93.9375 L 861.3 96.4125 L 861.3 98.8875 L 861.3 101.3625 L 861.3 103.8375 L 861.3 106.3125 L 862.5375 107.55 L 863.775 108.7875 L 862.5375 110.025 L 861.3 111.2625 L 860.0625 112.5 L 858.825 113.7375 L 857.5875 114.975 L 856.35 116.2125 L 855.1125 117.45 L 853.875 116.2125 L 852.6375 114.975 L 851.4 113.7375 L 851.4 111.2625 L 850.1625 110.025 L 848.925 108.7875 L 850.1625 107.55 L 851.4 106.3125 L 850.1625 105.075 L 848.925 103.8375 L 847.6875 102.6 L 846.45 101.3625 L 845.2125 100.125 L 843.975 101.3625 L 842.7375 102.6 L 841.5 101.3625 L 841.5 98.8875 L 841.5 96.4125 L 841.5 93.9375 L 841.5 91.4625 L 841.5 88.9875 L 842.7375 87.75 L 843.975 86.5125 L 845.2125 85.275 L 846.45 86.5125 L 847.6875 87.75 L 848.925 86.5125 L 850.1625 85.275 L 852.6375 85.275 L 853.875 84.0375 L 852.6375 82.8 L 851.4 81.5625 L 850.1625 80.325 L 847.6875 80.325 L 846.45 81.5625 L 845.2125 82.8 L 843.975 81.5625 L 842.7375 80.325 L 841.5 79.0875 L 842.7375 77.85 L 845.2125 77.85 L 846.45 76.6125 L 847.6875 75.375 L 850.1625 75.375 L 851.4 74.1375 L 851.4 71.6625 L 851.4 69.1875 L 852.6375 67.95 L 855.1125 67.95 L 856.35 66.7125 L 856.35 64.2375 L 857.5875 63 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p2e86b9a7e8)" d="M 899.6625 72.9 L 900.9 74.1375 L 902.1375 75.375 L 903.375 76.6125 L 902.1375 77.85 L 899.6625 77.85 L 898.425 76.6125 L 898.425 74.1375 L 899.6625 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p2e86b9a7e8)" d="M 882.3375 92.7 L 883.575 93.9375 L 883.575 96.4125 L 883.575 98.8875 L 882.3375 100.125 L 881.1 98.8875 L 881.1 96.4125 L 881.1 93.9375 L 882.3375 92.7 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p2e86b9a7e8)" d="M 884.8125 100.125 L 886.05 101.3625 L 886.05 103.8375 L 884.8125 105.075 L 883.575 103.8375 L 883.575 101.3625 L 884.8125 100.125 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p2e86b9a7e8)" d="M 855.1125 102.6 L 853.875 103.8375 L 855.1125 105.075 L 857.5875 105.075 L 858.825 103.8375 L 857.5875 102.6 L 855.1125 102.6 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p2e86b9a7e8)" d="M 869.9625 70.425 L 871.2 71.6625 L 869.9625 72.9 L 868.725 71.6625 L 869.9625 70.425 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2e86b9a7e8)" d="M 869.9625 75.375 L 871.2 76.6125 L 869.9625 77.85 L 868.725 76.6125 L 869.9625 75.375 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2e86b9a7e8)" d="M 869.9625 82.8 L 871.2 84.0375 L 869.9625 85.275 L 868.725 84.0375 L 869.9625 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2e86b9a7e8)" d="M 872.4375 87.75 L 873.675 88.9875 L 872.4375 90.225 L 871.2 88.9875 L 872.4375 87.75 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2e86b9a7e8)" d="M 869.9625 97.65 L 872.4375 97.65 L 873.675 98.8875 L 873.675 101.3625 L 872.4375 102.6 L 871.2 101.3625 L 869.9625 100.125 L 868.725 98.8875 L 869.9625 97.65 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p2e86b9a7e8)" d="M 884.8125 117.45 L 886.05 118.6875 L 884.8125 119.925 L 883.575 118.6875 L 884.8125 117.45 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p2e86b9a7e8)" d="M 872.4375 15.975 L 887.2875 15.975 L 889.7625 18.45 L 894.7125 18.45 L 897.1875 20.925 L 899.6625 20.925 L 900.9 22.1625 L 900.9 24.6375 L 913.275 37.0125 L 913.275 39.4875 L 915.75 41.9625 L 915.75 44.4375 L 918.225 46.9125 L 918.225 49.3875 L 920.7 51.8625 L 920.7 56.8125 L 923.175 59.2875 L 923.175 66.7125 L 925.65 69.1875 L 925.65 79.0875 L 928.125 81.5625 L 925.65 84.0375 L 928.125 86.5125 L 928.125 96.4125 L 925.65 98.8875 L 925.65 106.3125 L 920.7 111.2625 L 920.7 116.2125 L 910.8 126.1125 L 910.8 128.5875 L 898.425 140.9625 L 898.425 143.4375 L 894.7125 147.15 L 889.7625 147.15 L 887.2875 149.625 L 879.8625 149.625 L 877.3875 147.15 L 874.9125 149.625 L 872.4375 149.625 L 869.9625 152.1 L 862.5375 152.1 L 860.0625 149.625 L 855.1125 149.625 L 852.6375 147.15 L 850.1625 147.15 L 848.925 145.9125 L 848.925 143.4375 L 845.2125 139.725 L 842.7375 139.725 L 831.6 128.5875 L 831.6 126.1125 L 824.175 118.6875 L 824.175 116.2125 L 821.7 113.7375 L 821.7 108.7875 L 819.225 106.3125 L 819.225 76.6125 L 821.7 74.1375 L 821.7 61.7625 L 824.175 59.2875 L 824.175 51.8625 L 826.65 49.3875 L 826.65 46.9125 L 834.075 39.4875 L 834.075 37.0125 L 847.6875 23.4 L 850.1625 23.4 L 852.6375 20.925 L 857.5875 20.925 L 860.0625 18.45 L 865.0125 18.45 L 867.4875 20.925 L 872.4375 15.975 L 872.4375 15.975 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 23.13375 L 814.52625 23.13375 L 814.52625 11.52 L 807.84 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 20.638125)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 23.13375 L 934.56 23.13375 L 934.56 11.52 L 926.221875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 162 L 827.953125 162 L 827.953125 150.38625 L 792 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- z=-12 --> <g style="fill:#ffffff;" transform="translate(792 159.504375)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-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-31"/> <use x="235.986328" xlink:href="#DejaVuSans-32"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#pd8560e3d15)"> <image height="158.4" id="imageda13055835" transform="scale(1 -1)translate(0 -158.4)" width="158.4" x="950" xlink:href="data:image/png;base64,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" y="-3.2"/> </g> <g id="LineCollection_19"> <path clip-path="url(#pd8560e3d15)" d="M 1038.2625 70.425 L 1040.7375 70.425 L 1043.2125 70.425 L 1044.45 71.6625 L 1044.45 74.1375 L 1044.45 76.6125 L 1044.45 79.0875 L 1045.6875 80.325 L 1046.925 81.5625 L 1048.1625 82.8 L 1050.6375 82.8 L 1051.875 84.0375 L 1053.1125 85.275 L 1055.5875 85.275 L 1056.825 86.5125 L 1056.825 88.9875 L 1056.825 91.4625 L 1056.825 93.9375 L 1055.5875 95.175 L 1054.35 93.9375 L 1053.1125 92.7 L 1050.6375 92.7 L 1049.4 93.9375 L 1049.4 96.4125 L 1049.4 98.8875 L 1049.4 101.3625 L 1048.1625 102.6 L 1046.925 103.8375 L 1048.1625 105.075 L 1049.4 106.3125 L 1049.4 108.7875 L 1048.1625 110.025 L 1045.6875 110.025 L 1043.2125 110.025 L 1041.975 108.7875 L 1043.2125 107.55 L 1044.45 106.3125 L 1044.45 103.8375 L 1043.2125 102.6 L 1041.975 101.3625 L 1041.975 98.8875 L 1043.2125 97.65 L 1044.45 96.4125 L 1043.2125 95.175 L 1041.975 93.9375 L 1043.2125 92.7 L 1044.45 91.4625 L 1043.2125 90.225 L 1041.975 91.4625 L 1040.7375 92.7 L 1038.2625 92.7 L 1037.025 91.4625 L 1038.2625 90.225 L 1039.5 88.9875 L 1039.5 86.5125 L 1039.5 84.0375 L 1040.7375 82.8 L 1041.975 81.5625 L 1040.7375 80.325 L 1039.5 79.0875 L 1039.5 76.6125 L 1038.2625 75.375 L 1037.025 74.1375 L 1037.025 71.6625 L 1038.2625 70.425 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd8560e3d15)" d="M 1018.4625 72.9 L 1019.7 74.1375 L 1019.7 76.6125 L 1018.4625 77.85 L 1017.225 76.6125 L 1017.225 74.1375 L 1018.4625 72.9 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd8560e3d15)" d="M 1013.5125 80.325 L 1015.9875 80.325 L 1017.225 81.5625 L 1017.225 84.0375 L 1017.225 86.5125 L 1015.9875 87.75 L 1014.75 88.9875 L 1014.75 91.4625 L 1015.9875 92.7 L 1017.225 93.9375 L 1015.9875 95.175 L 1014.75 96.4125 L 1014.75 98.8875 L 1015.9875 100.125 L 1017.225 101.3625 L 1015.9875 102.6 L 1014.75 103.8375 L 1013.5125 105.075 L 1011.0375 105.075 L 1009.8 103.8375 L 1009.8 101.3625 L 1009.8 98.8875 L 1008.5625 97.65 L 1007.325 96.4125 L 1006.0875 95.175 L 1004.85 93.9375 L 1006.0875 92.7 L 1008.5625 92.7 L 1009.8 91.4625 L 1011.0375 90.225 L 1012.275 88.9875 L 1011.0375 87.75 L 1009.8 86.5125 L 1009.8 84.0375 L 1011.0375 82.8 L 1012.275 84.0375 L 1013.5125 85.275 L 1014.75 84.0375 L 1013.5125 82.8 L 1012.275 81.5625 L 1013.5125 80.325 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd8560e3d15)" d="M 1048.1625 87.75 L 1046.925 88.9875 L 1048.1625 90.225 L 1049.4 88.9875 L 1048.1625 87.75 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd8560e3d15)" d="M 1013.5125 107.55 L 1014.75 108.7875 L 1013.5125 110.025 L 1012.275 108.7875 L 1013.5125 107.55 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_20"> <path clip-path="url(#pd8560e3d15)" d="M 1028.3625 75.375 L 1029.6 76.6125 L 1028.3625 77.85 L 1027.125 76.6125 L 1028.3625 75.375 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_21"> <path clip-path="url(#pd8560e3d15)" d="M 1018.4625 23.4 L 1048.1625 23.4 L 1070.4375 45.675 L 1072.9125 45.675 L 1074.15 46.9125 L 1074.15 49.3875 L 1076.625 51.8625 L 1076.625 61.7625 L 1079.1 64.2375 L 1079.1 69.1875 L 1081.575 71.6625 L 1081.575 76.6125 L 1084.05 79.0875 L 1084.05 96.4125 L 1081.575 98.8875 L 1081.575 106.3125 L 1079.1 108.7875 L 1079.1 111.2625 L 1076.625 113.7375 L 1076.625 116.2125 L 1069.2 123.6375 L 1069.2 126.1125 L 1063.0125 132.3 L 1060.5375 132.3 L 1055.5875 137.25 L 1053.1125 137.25 L 1045.6875 144.675 L 1038.2625 144.675 L 1035.7875 142.2 L 1030.8375 142.2 L 1025.8875 147.15 L 1015.9875 147.15 L 1006.0875 137.25 L 1001.1375 137.25 L 996.1875 132.3 L 993.7125 132.3 L 992.475 131.0625 L 992.475 128.5875 L 990 126.1125 L 990 123.6375 L 982.575 116.2125 L 982.575 108.7875 L 980.1 106.3125 L 980.1 96.4125 L 977.625 93.9375 L 977.625 91.4625 L 980.1 88.9875 L 980.1 81.5625 L 982.575 79.0875 L 982.575 69.1875 L 985.05 66.7125 L 985.05 56.8125 L 992.475 49.3875 L 992.475 46.9125 L 1013.5125 25.875 L 1015.9875 25.875 L 1018.4625 23.4 L 1018.4625 23.4 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 23.13375 L 972.92625 23.13375 L 972.92625 11.52 L 966.24 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 20.638125)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 23.13375 L 1092.96 23.13375 L 1092.96 11.52 L 1084.621875 11.52 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 20.638125)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 162 L 978.718125 162 L 978.718125 150.38625 L 950.4 150.38625 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- z=-3 --> <g style="fill:#ffffff;" transform="translate(950.4 159.504375)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-2d"/> <use x="172.363281" xlink:href="#DejaVuSans-33"/> </g> </g> </g> </g> <defs> <clipPath id="pa5e022bf0c"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p0cbcdc1415"> <rect height="158.4" width="158.4" x="0" y="3.6"/> </clipPath> <clipPath id="pd87b1649d8"> <rect height="158.4" width="158.4" x="158.4" y="3.6"/> </clipPath> <clipPath id="pac859a88a8"> <rect height="158.4" width="158.4" x="316.8" y="3.6"/> </clipPath> <clipPath id="p5892451439"> <rect height="158.4" width="158.4" x="475.2" y="3.6"/> </clipPath> <clipPath id="paa205061a0"> <rect height="158.4" width="158.4" x="633.6" y="3.6"/> </clipPath> <clipPath id="p2e86b9a7e8"> <rect height="158.4" width="158.4" x="792" y="3.6"/> </clipPath> <clipPath id="pd8560e3d15"> <rect height="158.4" width="158.4" x="950.4" y="3.6"/> </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-f11bc430-9bce-4bbe-8231-a6b935e82bbf"> <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(#p98689880bc)"> <image height="165.6" id="image1b6990aa33" 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(#pf3819fcf0d)"> <image id="image8568b3825b" transform="scale(1 -1)translate(0 -138)" width="187.44" x="1123" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"> <path clip-path="url(#pf3819fcf0d)" d="M 1224.1125 78.20419 L 1225.575 80.502095 L 1225.575 85.097905 L 1224.1125 87.39581 L 1222.65 85.097905 L 1222.65 80.502095 L 1224.1125 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf3819fcf0d)" d="M 1227.0375 87.39581 L 1228.5 89.693714 L 1229.9625 91.991619 L 1231.425 94.289524 L 1231.425 98.885333 L 1231.425 103.481143 L 1229.9625 105.779048 L 1228.5 103.481143 L 1227.0375 101.183238 L 1225.575 98.885333 L 1224.1125 96.587429 L 1221.1875 96.587429 L 1219.725 94.289524 L 1221.1875 91.991619 L 1224.1125 91.991619 L 1225.575 89.693714 L 1227.0375 87.39581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pf3819fcf0d)" d="M 1232.8875 105.779048 L 1234.35 108.076952 L 1232.8875 110.374857 L 1231.425 108.076952 L 1232.8875 105.779048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_3"> <path clip-path="url(#pf3819fcf0d)" d="M 1191.9375 32.246095 L 1200.7125 32.246095 L 1203.6375 36.841905 L 1221.1875 36.841905 L 1224.1125 41.437714 L 1235.8125 41.437714 L 1238.7375 46.033524 L 1250.4375 46.033524 L 1253.3625 50.629333 L 1256.2875 50.629333 L 1262.1375 59.820952 L 1265.0625 59.820952 L 1267.9875 64.416762 L 1270.9125 64.416762 L 1273.8375 69.012571 L 1276.7625 69.012571 L 1279.6875 73.608381 L 1282.6125 73.608381 L 1285.5375 78.20419 L 1288.4625 78.20419 L 1292.85 85.097905 L 1292.85 98.885333 L 1289.925 103.481143 L 1289.925 108.076952 L 1288.4625 110.374857 L 1285.5375 110.374857 L 1279.6875 119.566476 L 1256.2875 119.566476 L 1247.5125 133.353905 L 1244.5875 133.353905 L 1241.6625 137.949714 L 1229.9625 137.949714 L 1224.1125 128.758095 L 1221.1875 128.758095 L 1215.3375 119.566476 L 1200.7125 119.566476 L 1199.25 121.864381 L 1199.25 126.46019 L 1196.325 131.056 L 1196.325 135.65181 L 1194.8625 137.949714 L 1183.1625 137.949714 L 1180.2375 142.545524 L 1168.5375 142.545524 L 1165.6125 137.949714 L 1159.7625 137.949714 L 1156.8375 133.353905 L 1153.9125 133.353905 L 1146.6 121.864381 L 1146.6 117.268571 L 1149.525 112.672762 L 1149.525 108.076952 L 1152.45 103.481143 L 1149.525 98.885333 L 1149.525 89.693714 L 1152.45 85.097905 L 1152.45 80.502095 L 1158.3 71.310476 L 1158.3 66.714667 L 1164.15 57.523048 L 1164.15 52.927238 L 1165.6125 50.629333 L 1168.5375 50.629333 L 1171.4625 46.033524 L 1174.3875 46.033524 L 1177.3125 41.437714 L 1180.2375 41.437714 L 1183.1625 36.841905 L 1189.0125 36.841905 L 1191.9375 32.246095 L 1191.9375 32.246095 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 1123.2 151.737143 L 1155.628125 151.737143 L 1155.628125 140.123393 L 1123.2 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- x=46 --> <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 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(1123.2 149.241518)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-36"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#pf04a473788)"> <image height="138" id="imageac80212c74" transform="scale(1 -1)translate(0 -138)" width="187.2" x="936" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_4"> <path clip-path="url(#pf04a473788)" d="M 1019.3625 59.820952 L 1022.2875 59.820952 L 1025.2125 59.820952 L 1026.675 62.118857 L 1028.1375 64.416762 L 1031.0625 64.416762 L 1032.525 66.714667 L 1032.525 71.310476 L 1031.0625 73.608381 L 1028.1375 73.608381 L 1026.675 71.310476 L 1025.2125 69.012571 L 1022.2875 69.012571 L 1019.3625 69.012571 L 1016.4375 69.012571 L 1014.975 71.310476 L 1014.975 75.906286 L 1013.5125 78.20419 L 1010.5875 78.20419 L 1007.6625 78.20419 L 1006.2 75.906286 L 1004.7375 73.608381 L 1003.275 75.906286 L 1001.8125 78.20419 L 998.8875 78.20419 L 995.9625 78.20419 L 993.0375 78.20419 L 991.575 75.906286 L 993.0375 73.608381 L 994.5 71.310476 L 995.9625 69.012571 L 998.8875 69.012571 L 1001.8125 69.012571 L 1004.7375 69.012571 L 1006.2 66.714667 L 1007.6625 64.416762 L 1010.5875 64.416762 L 1013.5125 64.416762 L 1016.4375 64.416762 L 1017.9 62.118857 L 1019.3625 59.820952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf04a473788)" d="M 1039.8375 69.012571 L 1042.7625 69.012571 L 1045.6875 69.012571 L 1048.6125 69.012571 L 1050.075 71.310476 L 1051.5375 73.608381 L 1053 75.906286 L 1051.5375 78.20419 L 1048.6125 78.20419 L 1045.6875 78.20419 L 1042.7625 78.20419 L 1039.8375 78.20419 L 1038.375 75.906286 L 1038.375 71.310476 L 1039.8375 69.012571 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf04a473788)" d="M 1016.4375 78.20419 L 1017.9 80.502095 L 1016.4375 82.8 L 1014.975 80.502095 L 1016.4375 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf04a473788)" d="M 1057.3875 78.20419 L 1060.3125 78.20419 L 1063.2375 78.20419 L 1064.7 80.502095 L 1063.2375 82.8 L 1060.3125 82.8 L 1057.3875 82.8 L 1055.925 80.502095 L 1057.3875 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf04a473788)" d="M 1001.8125 82.8 L 1003.275 85.097905 L 1001.8125 87.39581 L 1000.35 85.097905 L 1001.8125 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf04a473788)" d="M 1019.3625 82.8 L 1020.825 85.097905 L 1019.3625 87.39581 L 1017.9 85.097905 L 1019.3625 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf04a473788)" d="M 1031.0625 82.8 L 1032.525 85.097905 L 1031.0625 87.39581 L 1029.6 85.097905 L 1031.0625 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf04a473788)" d="M 1036.9125 82.8 L 1038.375 85.097905 L 1036.9125 87.39581 L 1035.45 85.097905 L 1036.9125 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf04a473788)" d="M 1022.2875 87.39581 L 1023.75 89.693714 L 1022.2875 91.991619 L 1020.825 89.693714 L 1022.2875 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf04a473788)" d="M 1074.9375 91.991619 L 1077.8625 91.991619 L 1079.325 94.289524 L 1077.8625 96.587429 L 1074.9375 96.587429 L 1073.475 94.289524 L 1074.9375 91.991619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pf04a473788)" d="M 1045.6875 96.587429 L 1047.15 98.885333 L 1045.6875 101.183238 L 1044.225 98.885333 L 1045.6875 96.587429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#pf04a473788)" d="M 984.2625 101.183238 L 987.1875 101.183238 L 988.65 103.481143 L 987.1875 105.779048 L 984.2625 105.779048 L 982.8 103.481143 L 984.2625 101.183238 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#pf04a473788)" d="M 1004.7375 23.054476 L 1013.5125 23.054476 L 1016.4375 27.650286 L 1031.0625 27.650286 L 1033.9875 32.246095 L 1042.7625 32.246095 L 1045.6875 36.841905 L 1051.5375 36.841905 L 1054.4625 41.437714 L 1066.1625 41.437714 L 1069.0875 46.033524 L 1072.0125 46.033524 L 1074.9375 50.629333 L 1077.8625 50.629333 L 1080.7875 55.225143 L 1086.6375 55.225143 L 1089.5625 59.820952 L 1092.4875 59.820952 L 1095.4125 64.416762 L 1098.3375 64.416762 L 1101.2625 69.012571 L 1104.1875 69.012571 L 1111.5 80.502095 L 1111.5 108.076952 L 1107.1125 114.970667 L 1098.3375 114.970667 L 1095.4125 119.566476 L 1074.9375 119.566476 L 1072.0125 124.162286 L 1054.4625 124.162286 L 1048.6125 133.353905 L 1036.9125 133.353905 L 1035.45 131.056 L 1035.45 126.46019 L 1033.9875 124.162286 L 1025.2125 124.162286 L 1022.2875 128.758095 L 1019.3625 128.758095 L 1016.4375 133.353905 L 1013.5125 133.353905 L 1007.6625 142.545524 L 981.3375 142.545524 L 978.4125 137.949714 L 969.6375 137.949714 L 966.7125 133.353905 L 960.8625 133.353905 L 953.55 121.864381 L 953.55 98.885333 L 950.625 94.289524 L 950.625 75.906286 L 955.0125 69.012571 L 957.9375 69.012571 L 960.8625 64.416762 L 963.7875 64.416762 L 965.25 62.118857 L 965.25 57.523048 L 972.5625 46.033524 L 975.4875 46.033524 L 984.2625 32.246095 L 990.1125 32.246095 L 993.0375 27.650286 L 1001.8125 27.650286 L 1004.7375 23.054476 L 1004.7375 23.054476 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_2"> <g id="patch_3"> <path d="M 936 151.737143 L 968.428125 151.737143 L 968.428125 140.123393 L 936 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </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(936 149.241518)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(#p180265fd97)"> <image height="138" id="imagedc49cb456a" transform="scale(1 -1)translate(0 -138)" width="187.2" x="749" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwwAAAI/CAYAAADa5l7MAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt2d+L5Hde7/F3dVVXdff09PR0Z3pmkklmkmhm84OsiVEQdkUJuCCLFyKsN+KN3uy/4I2rF3rhxSLo1XohIgsRQaO7oLigqGwUAlmT7O7kdzLJJDOZn/27uuvHuRDOgQOfi1dB5QTP43H9rK5f3++36tXV6XQ605qj6XSuf76qqjqdTtT3er2o73a7UX/69OmoTx9/VdX169ej/tSpU1F/586dqF9aWor64XAY9VVV/X4/6k+ePBn16fs8mUyi/tKlS1FfVfWLv/iLUf/EE09E/SOPPBL1Ozs7Uf/JJ59E/fe+972or6r693//96g/PDycaz8ajaI+Pe6qqr7whS/Et0m89957UX9wcDCfB/IZ3kd6PqfX7cXFxahfXl6O+qr8NUqP1Xkf27N8X1hYWIj68Xg817+fvkbp95Gq/HVNj715fxamnyMrKytRX5W/bxsbG1F/+/btqN/f34/69DWtmv81KXtFAQCA/68YDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAEBTbzAYRDc4Pj6O+k6nE/VVVUtLS1F/dHQU9d1uN+rPnj0b9ePxOOoPDg6ivqpqeXk56tPXKH3Od+7cifoLFy5EfVXVyspK1D/44INR//7770f9hx9+GPVvv/121FdVfe1rX4v6hYXsfwB7e3tRn77PP/3TPx31H330UdRX5efCd77znahPX9Nerxf1s5z/P/7xj6M+vc4fHh5GfXpN3dnZifqq/DkMh8Oon0wmUZ8+5/R9Th9/VX6sTqfTqE8/m9NzYZbjItXv96M+/excXFyM+vQ9qMqPvdFoFPXp97z0+0J6nO7v70f9LPfxwQcfRH363XaW93ne0mPbLwwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0dQaDwTS5wfHxcXQH3W436quqBoNB1B8cHET91tZW1J88eTLq33///ajf2NiI+qqqe/fuRf2FCxeifnd3N+q3t7ej/rnnnov6qvw5nD9/PurX19ejfjKZRP3KykrUV1UtLMx306fH9vLyctT3+/2oT1/Tqqrnn38+6q9fvx71v/M7vxP1//iP/xj1h4eHUV+Vv07pNbXT6UT9cDiM+uk0+tipqvxYGo1G8X0k0ueQfhbO8vjT60V6XKSP6bP4vpCeC/N+33q9XtSPx+Oor8qfQ9ovLi5Gffoc0sezuroa9VVV586di/rbt29H/aeffhr1n0fpdd4vDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQFNnMBhMkxsMh8PoDnq9XtRXVY1Go6hfWVmJ+nPnzkV96t69e1F/+/bt+D6Wl5ejfmEh24bpe9DpdKK+2+1GfVXVr/3ar831Pi5fvhz16bF9+vTpqK+q6vf7UZ8+57t370Z9eq6Nx+Oon+XcvHLlStQ/9dRTUX/x4sWo/6d/+qeo/7M/+7Oor6p65ZVXoj49nxcXF6M+Pe7S46Kq6vj4OOrTa1L6nNPHM51GH7UzfXamJpPJXP9++pw/C+lxMW+zvM/psbe0tBTfR+Lo6Cjq0+ecPt+q/NhOz/9U+hxmOS7S55yeC35hAAAAmgwGAACgyWAAAACaDAYAAKDJYAAAAJoMBgAAoMlgAAAAmgwGAACgyWAAAACaDAYAAKDJYAAAAJoMBgAAoMlgAAAAmgwGAACgyWAAAACaDAYAAKDJYAAAAJoMBgAAoKnT7/enyQ2Oj4+jO+j1elFfVTWdRg+pzp07F/VLS0tRf/v27ajf2dmJ+m63G/VVVaPRKOo7nU7Uj8fjqL906VLU9/v9qK+qeuyxx6L+t3/7t6P++vXrUb+7uxv1g8Eg6quq1tfXo35hIfsfwOLiYtQfHh5GfXocnTlzJuqrqobDYdTfvHkz6u+7776oT69fd+7cifqqqpdeeinq//zP/zzq0+t2eg1bW1uL+qr8unrv3r2oTz8X0nMnPRfSz9pZpPeRHtvLy8tRn15fqvLPtvRYnUwmUZ++RrN8R0qPpVm+YySOjo6ift6fU7NI37f0epF+TqXf8armf1z4hQEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAICmzuLi4jS5wWg0iu6g2+1GfVXVYDCI+gceeCDqDw4Oov7mzZtRn1pYyHdb+rqmr+mTTz4Z9RcvXoz65557LuqrqpaXl6P++Pg46k+fPj3Xv9/r9aK+Kj9W09fo/PnzUX/nzp2oT68Xh4eHUV9VNR6Poz59TOn5ubS0FPW7u7tRX1W1t7cX9ZPJJOrv3r0b9S+88MJc/35V1fb2dtR3Op2on/dn2+LiYtTPcr24dOlS1P/whz+M+vQ4Sl/TWZ5z+phWV1ejPr0GP/jgg1E/y3O+du1a1Pf7/ag/Ojqaa5+eO+nfr8rP//Qx3XfffVGfXrN3dnaivio/ltLPKr8wAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0NQ5derUNLnB4eFhdAe9Xi/qq6o2Nzej/u7du1G/t7cX9Z1OJ+rX1tai/tKlS1E/y32cOXMm6hcWsi351FNPRX232436qqrz589H/crKStSnx9Fn4caNG1H/wAMPRP3JkyejfjweR/3x8XHUz3K9GI1GUZ8ee+m5sL+/H/Xpa1qVHxf9fj/q0+v8D37wg6h/7bXXor4qf58Hg0HUX7t2Lep3d3ejPj3utra2or6qamNjI+rT12hnZyfqP/7446g/ffp01FdVffrpp1F/dHQU9ek1Kb1eTCaTqK/Kv5Osrq5GfXpc3L59O+rTz4X0O2FV/nm+uLgY9dvb21GfXoPT47Sqamlpaa69XxgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABo6u3u7kY3GI/Hc3oo/8etW7eifjKZRP3y8vJc+4sXL0b95cuXo76q6uTJk1Gfvs/nzp2L+sPDw6jv9XpRX1X14YcfRv3CQraHh8Nh1J84cSLqO51O1FdVdbvdqP/ggw+iPj131tbWon5jYyPqFxcXo74qfx+uX78e9elzSM+FlZWVqK+qunv3btQ/9thjUf+f//mfUf+bv/mbUf/Nb34z6quqLly4EPV/8zd/E/VHR0dR/8ADD0T97du3o36Wz9r33nsv6r/4xS9G/U/8xE9E/Wg0ivqtra2or8qvGevr61G/uroa9cfHx1GfXl+q8s/P9FhKr0np58JDDz0U9WfPno36qqq/+Iu/iPqXXnop6tPPzul0Ote/X5UfF/v7+1HvFwYAAKDJYAAAAJoMBgAAoMlgAAAAmgwGAACgyWAAAACaDAYAAKDJYAAAAJoMBgAAoMlgAAAAmgwGAACgyWAAAACaDAYAAKDJYAAAAJoMBgAAoMlgAAAAmgwGAACgyWAAAACaeoPBILpBp9OJ+slkEvVVVUdHR1G/sJDtnvQx9Xq9qN/Y2Ij65eXlqK+qWl1djfqf/MmfjPrpdBr1BwcHUb++vh71VVWj0SjqT506FfXpc7j//vujfmdnJ+qr8vMtvY9HH3006g8PD6M+PRdu374d9VVVZ8+ejfrd3d2oT8+Ffr8f9elrVJU/5/RYTT8X0uPiD//wD6O+quqVV16J+meeeSbqv/nNb0b9jRs3on5zczPqH3zwwaivqrp8+XLUX7t2LerTa/DFixej/umnn476qvyakb6u6TW12+1G/dbWVtRXVd27dy/qj4+Poz49VtNr3t27d6N+cXEx6quqfvVXfzXq0++F77zzTtR/8sknUZ9+r63Kv8Ok3z39wgAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADR1BoPBNLnBZDKJ7mA8Hkf9LBYWst3T7XajvtfrRf3i4mLU/9Iv/VLUV1X9+q//etS//vrrUX/58uWo//jjj6P+1KlTUV+Vv2+Hh4dRnx7bW1tbUb+0tBT1VVXTaXR61mg0ivpOpxP1y8vLUZ8+/lmcPXs26tP37aOPPor6H/zgB1G/trYW9VVV9+7di/r0fLtz507UP/zww1H/zDPPRH1V1V/91V9FfXodvnTpUtRfv3496tPj6Nq1a1FflV9jNjc3o/7WrVtRv76+HvU3btyI+qqq8+fPR/2JEyei/v7774/6Dz74IOrT7y9V+XeSmzdvRv2ZM2eifjgcRv3t27ejPr3GV1UNBoOoT8/nK1euRP2PfvSjqH///fejvir/vE2/I/mFAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgKbO8vLydJ53MBqN5n6b6TR7Cp1OJ+oHg0HUr6ysRP2DDz4Y9VVVP/uzPxv1GxsbUX/hwoWo39zcjPozZ85EfVV+XGxvb0f9wkK2n0+ePBn19913X9RXVR0cHET93t5e1J84cSLq+/1+1N+8eTPqJ5NJ1Ffl5+fy8nLUnzp1Kuo//PDDqD88PIz6qqqjo6OoX1paivqrV69G/a1bt6I+vV5UVT3wwANRnx5Lr776atSvra1F/XPPPRf1L730UtRXVa2urkb9Qw89NNe/f+PGjah/9913o76qan19PerT6/bTTz8d9ePxOOo//fTTqK/KPwvv3bsX9el1Pj3/08e/uLgY9VX5YxoOh1H/13/911GfXlP39/ejvip/39LvF35hAAAAmgwGAACgyWAAAACaDAYAAKDJYAAAAJoMBgAAoMlgAAAAmgwGAACgyWAAAACaDAYAAKDJYAAAAJoMBgAAoMlgAAAAmgwGAACgyWAAAACaDAYAAKDJYAAAAJoMBgAAoKlz4sSJaXKDbrcb3cFwOIz6qqrJZBL102n0FGowGMz17z/77LNR/8u//MtRX5W/rvfdd1/Ub29vR/2JEyeiPj2Oqqp6vV7UdzqdqO/3+1GfHhfr6+tRX1W1u7sb9ffu3Yv69DGl/dHRUdSn71lVflycOnUq6v/kT/4k6jc2NqL+q1/9atRXVe3v70d9+rqm15e7d+9G/d7eXtRXVX3hC1+I+vQ1Go1GUb+8vBz1Ozs7UZ8e11VVp0+fjvr0fB6Px1F//vz5qH/33Xejvqrqhz/8YdQ//PDDUb+wkP1f9f7774/69PvILNLPhbfffjvqV1ZWoj69vsxyLty8eTPqn3jiiaj/1re+FfXXrl2L+tdeey3qq/L3IT22/cIAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAU+fEiRPT5AYHBwfRHXS73aivqjo+Po76wWAQ9RcuXIj6Z599Nuofe+yxqL948WLUV1WNx+Oo39nZifq1tbWoX1lZifrhcBj1VVXTaXSoxsdRemyn78HDDz8c9VVVV69ejfrFxcWoT1/Tra2tqE9f0729vaivqrp8+fJc7yN9n8+fPx/16blZVbW/vx/16XW40+lEfXqu9fv9qK/Kn8O8r0k3b96M+vQ12tjYiPqqqrNnz0Z9+j73er2o393djfpXX3016quqVldXoz49LtLjLr2+zPL5f/r06ahP34cf/ehHUT8ajaI+PdfS71RVVffu3Yv6xx9/POqvXLkS9X/7t38b9S+//HLUV+Xvw927d6PeLwwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA09TqdTnSDEydORH3696uqVlZWov7w8DDqz507F/Vf+tKXon55eTnq08dfVTWZTKK+1+tF/ZkzZ6L+2rVrUT8YDKK+qmp/fz/ql5aWov7SpUtRnzo4OIhvkz6HjY2NqF9bW4v69PHcvXs36k+fPh31VVWj0Sjq0/MzvR7t7u5G/SzS8zm9Do/H46ifTqdRn16/qqqOjo6iPn1MCwvZ/8/S55Aep+lxV5UfF+k1NT130uvFQw89FPVVVXt7e1GffodJr2EXL16M+vQ1rara3t6O+vTYTj9H3nzzzahfX1+P+vfffz/qq/LvGK+//nrUp5/n169fj/r0uKuqunPnTtTH18ioBgAA/r9iMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNvfF4HN1gaWkp6s+ePRv1VVWffPJJ1G9sbET97u5u1A8Gg6jf3t6O+hMnTkT9LPexvr4e9ffu3Yv69Li4ePFi1FdV3bp1K+rT9200GkX9wkK2tzc3N6O+qurMmTNR3+12o/6NN96Y698/Pj6O+vQ1rapKr2E7OztR/6UvfSnq08ezvLwc9VVV/X4/6tPHdHh4GPXzPteqqiaTSdSnx97a2lrUX7hwIeqHw2HUz3JcpK9R+tl5dHQU9devX4/66XQa9VX5Z1t6/qfXpNu3b0d9+tlZlX9HSo+9tH/kkUeifmtrK+rT611V1d27d6O+0+lE/f7+ftQ//vjjUf/yyy9HfVV+LqTvs18YAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAps7GxsY0ucHu7u68Hsv/NplMov7ixYtR//zzz0f9V77ylah/++23o/78+fNRP4sbN25E/erqatQfHR1F/alTp6K+qurkyZNR/+mnn0Z9p9OJ+vS4GwwGUV9Vtbe3F/Xb29tRf3x8HPW3bt2K+m63G/XD4TDqq6o+/PDDud7HhQsXov5rX/ta1KfHXVX+vqXnwv7+ftTfuXMn6g8PD6N+lvt45JFHon59fT3qFxay/7etrKxE/XvvvRf1Vfn1In1M6fnc6/Wivt/vR31V/p0kPf/T83M6jb5SxefyLNLncPr06Tk9kv+Wfham51pV1fLyctRvbm5G/Z/+6Z9G/R//8R9H/dLSUtRX5Z9V6fc8vzAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQ1FtbW4tu0Ol0ov7WrVtRX1XV6/Wifnt7O+q73W7UX7x4Mep3dnai/u7du1FfVbW4uBj1x8fHUd/v96P+6Ogo6qfTadRXVb311ltR/8ADD0R9+hqlz+HOnTtRX1V17ty5qB+NRlG/t7cX9QsL8/0fQ3ruV1U9++yzUZ9ek37lV34l6h955JGo/yxcvnx5rn8/Pe5mkZ5vr7/+etQfHh5G/WAwiPqPP/446sfjcdRXVS0tLUV9ep1fWVmJ+vT6kvZVVfv7+1GffnYOh8OoT1/TWc6dra2tqD916lTUp98L0+886bl89erVqK+qWl9fj/rf/d3fjfr/+q//ivr0s22W8z/9jpF+5/ELAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE2dM2fOTJMbjEaj6A729vaivqrq6Ogo6hcWst2zuLgY9b/3e78X9T/zMz8T9enjqaq6ceNG1He73agfDodRv729HfX7+/tRX1V1//33R/1kMplr/9BDD0X97du3o74qf13T57CyshL16ft2eHgY9ePxOOqr8se0uroa9eljOn/+fNQ//fTTUV+VXzNu3rwZ9e+++27Up8fdxsZG1FdVHR8fR32v14v6O3fuRH2/34/69HMtfU2rqjqdTtSnx3b6HgwGg6hPP8urqg4ODqI+fV3Tx5R+R9rc3Iz6qvy6vbu7G/VbW1tRnx4XS0tLUX/9+vWor6r69re/HfUvvvhi1KffbdPvYOlrNMttdnZ2ot4vDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADR11tfXp8kNLly4EN3B7du3o76q6s6dO1E/Go2ivtvtRv1gMIj6r3/961H/la98Jeqrql5//fWoX1iY7zY8ODiI+nPnzsX3sbKyEvXp+3zixImo7/V6UT8ej6O+quq9996L+uk0Op1raWkp6o+Pj6N+cXEx6judTtRXVU0mk6gfDodRnz6H9O/Pcm5ubm5GfXpcLC8vR316DZ7lfZ7l/Emkx1H6nPf396N+luebvq6ft+tFv9+P+qqqw8PDqD9z5kzUp6/p1tZW1KfX+Kr883N7ezvq03MhvYalj+cb3/hG1FdVvfXWW1Gfngtpn35/meX8T8+39Dn4hQEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAICm3r1796IbTKfT7A56vaivqur3+1F/dHQU9aPRKOrT5/xHf/RHUX/p0qWor6paXV2N+lu3bkX9YDCI+ieeeCLqu91u1FdVra+vR/0bb7wR9ePxOOovXrwY9elxWpU/pr29vahfWMj+Z7C1tRX1p0+fjvr3338/6quqtre3o35xcTHq02M1vX7NYnd3N+rTa97+/n7UfxbSYzU9dyaTSdSn0r/f6XTi+0jP/6Wlpag/ODiI+uXl5ahPj+uqqs3NzahPz+f0mnd4eBj16eOvqrpx40bUP/TQQ1H/9NNPR/03vvGNqP/kk0+i/p133on6qvz8ST+f03NnOBxG/SzfF9LnnH4/9wsDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATZ1erzdNbjCZTKI76PV6UV9VNRgMor7T6UT9wcFB1He73ag/Pj6O+ll8/etfj/rz589H/ZNPPhn1y8vLUZ8+nqqq1157LepPnToV9eljmk6jU6def/31qK+q2t7ejvr77rsv6tPzud/vR/3+/n7U37lzJ+qrqjY3N6P+oYceivpr165F/dHRUdQvLOT/t0mvq+nrml7zxuNx1KfX+FnuI+2XlpaiPj0XZnmf5200GkX9vD8L079fVbW7uxv1J0+ejPrV1dWoP3v2bNTP8h3p29/+dtSnr+tbb70V9d/97nejPj0u0u94Vfn5NhwOoz79/E/Ncr2Y9/fzz98VDAAA+NwwGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGjqjUaj6AYLC9nG6HQ6UV9VNRwOo35lZSXqu91u1Pd6vag/Pj6O+lleo7/8y7+M+scffzzq33jjjaj/8pe/HPX7+/tRX1XV7/ej/tKlS1F/69atqP/000/n+verqh588MGoT4+9tL969WrULy8vR/3S0lLUV1Wtrq7Gt5mng4ODqE+vR1VVR0dHUZ++z+m5NplMon48Hkf9LPeRXlfTfnNzM+rX1tai/u7du1E/i48//jjq08//mzdvRn36mlblx1L6nSd9HwaDQdS/+eabUV9V9d3vfjfq33nnnaif93eY6XQa9enjmUX62ZMeR+lrlF7vZpHeh18YAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaOp0Op1peIN5PZbPTK/Xi/qlpaWo39nZifqTJ09GfVXV3t5e1I/H46g/ffp01H/rW9+K+kcffTTqq6o2Nzej/ubNm1F/5cqVqL9z507Ur62tRX1Vfr6lx95oNIr69NxZXV2N+n6/H/VV+bE9HA6jfnt7O+oHg0HUp4+/qmqOutFZAAAJrUlEQVRhYb7/6zk6Oprr359Oo4+dqqpaXFyM+vR9OD4+jvqtra2oP3/+fNRfu3Yt6qvyY3WW9yGRXi9WVlbi+3jssceiPr3G/N3f/V3Uv/jii1H/H//xH1Fflb9v6XU+/dxJ3+f0mjfL9870s2fen52pbrcb32YymUR9eo30CwMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNnaqa/r9+EP+3brcb9ePxeE6P5L/1+/2oP3HiRNTfu3cv6quqlpeXo344HEb9wkK2JTc3N6P+hRdeiPqqquPj46h/7733ov6nfuqnon53dzfqX3nllaivqjpz5kzUj0ajqN/f35/r319aWor6yWQS9VVVOzs7Ub+yshL16bmTXi/S96Aqv8ak18j0OS8uLkZ9ehxVVV24cCHq0/Pz448/jvr7778/6tP3eZbjYmNjI+rT1/TUqVNRnx4X//Iv/xL1VVUvvvhi1L/88stRP51mX5H29vaifjAYRH1V1cHBQdSn17xOpxP1a2trUZ9esw8PD6O+Kn8O6feLz6N5f3f2CwMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNBgMAANBkMAAAAE0GAwAA0GQwAAAATQYDAADQZDAAAABNnaqaRjfodKI76Ha7UV9VNZlMon46jZ5C9Xq9qD8+Po76fr8f9QsL+W47PDyM+qWlpagfDodRn76m4/E46quqfv/3fz/qf+u3fivqX3311aj/+OOPo/7o6Cjqq6rOnz8f9Z988knUr66uRv1TTz0V9elrevXq1aivqnrmmWeifmtrK+q///3vR/2tW7ei/sKFC1FfNduxlNjd3Y369DhKry9VVefOnYv69fX1qP/xj38c9R988EHUp8fdv/7rv0Z9VdXZs2ejfm9vL+rTz9p//ud/jvqbN29G/SzSz/P0s200GkX92tpa1FdVnTlzJuq3t7ejPv0cSb8Xpt95Zvm+kH73TI/teT+H9DWtyr87Ly4uRr1fGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGjqpTeYTqdR3+l00ruIbzOZTOL7SCwuLkb90dFR1Pd68dtQp06divputxv1837OZ8+ejfqqqj/4gz+I+n/7t3+L+ueffz7qf+M3fiPqP/roo6ivqrp69WrU7+3tRf3ly5ejfmEh+x/DzZs3o36W68WTTz4Z9Xfv3o365eXlqD84OIj6p556KupnuY833ngj6k+cOBH16XExHo+jvqpqfX096r///e9Hffo5cuXKlaj/+7//+6h/5513or6qan9/P+rT923en7Xp51RV/pjSa0z6nWdtbS3q0/esqurNN9+M+vR1neU6nEjP/1m+I837uEj/fnocfRbPOX0f/MIAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAU2/ed3B8fDzvu4h93h7TaDSKb3Pv3r2o7/Wyt/rkyZNR3+12o35tbS3qq6pu3LgR9f/wD/8Q9d/73vei/oUXXoj6X/iFX4j6qqrvfOc7Uf/zP//zUf/lL3856t95552oX19fj/pXXnkl6quqrl27FvWDwSDqd3d3o77T6UT90dFR1FdV/dzP/VzUp8f266+/HvVf/OIXo36W5/zVr3416vf396M+fd/SPjWdTuPbpNf55eXlqB8Oh1GfPof03KyqOjw8jPr0MaXfF3Z2dqJ+lvc5PfbG43F8H4lZnkNiMpnEt0kfU/odJv376XOY5T1bWMh+A0gfk18YAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACApk5VTf9fP4jPu263G/Xj8Xiuf7+qajKZRP10mr3NnU4n6k+ePBn1q6urUV9Vtbi4GPX7+/tRf3h4GPXD4TDqj46Oon4Wjz76aNSfOHEi6p9++umof/LJJ6P+ypUrUV9V9cQTT0T97u5u1O/t7UX9O++8E/WnTp2K+qr82HvzzTej/uWXX476Wa5hqdFoFPW9Xm9Oj+S/nT59OuoXFrL/z92+fTvqq6r6/X7Up69p+hyOj4+jPn08/xPMcu7M+ztG+v0ilX6/SL+/zHIf835M835Nq+b/XdUvDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADR1qmo61zvodOb55z8T0+lcX6LPxMJCtg0nk0nUp+9zv9+P+qqqbrcb9SsrK1E/HA6jPj0u0sdfVXV0dBT16XNI37fxeDzXvz+LeZ+fvV4v6j+L1yg9n0ejUdTPcqwmZjn/Dw4Ooj49/w8PD6M+Ne9z7bOQPoe0Tz93ZvF5ew6znGvzvsak19R5//30elc1/2Ppf8JzTu/DLwwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0GQwAAECTwQAAADQZDAAAQJPBAAAANBkMAABAk8EAAAA0dapqmtxgYSHbGJPJJOo/C/8TnsPnTbfbjfrxeDynR/J/dDqduf796TQ6dWowGMT3cXR0FPW9Xi/q03Ph+Pg46j+Lc2d1dTXq9/b25vRI/ttncVwMh8OoX1paivr0/Ez//uHhYdRX5cdeek1Kj9X0fU7PzVmukelj+rxJr0dV+XNOPxfSx5S+b7N8TqXPed7Hxby/U30Wr1F6H2n/P+F7pF8YAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaDIYAACAJoMBAABoMhgAAIAmgwEAAGgyGAAAgCaDAQAAaPpfhYdvH9xJ2RUAAAAASUVORK5CYII=" y="-13.6"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p180265fd97)" d="M 832.1625 59.820952 L 835.0875 59.820952 L 838.0125 59.820952 L 840.9375 59.820952 L 842.4 62.118857 L 843.8625 64.416762 L 845.325 66.714667 L 843.8625 69.012571 L 840.9375 69.012571 L 839.475 66.714667 L 838.0125 64.416762 L 836.55 66.714667 L 835.0875 69.012571 L 833.625 66.714667 L 832.1625 64.416762 L 830.7 62.118857 L 832.1625 59.820952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 846.7875 59.820952 L 849.7125 59.820952 L 852.6375 59.820952 L 855.5625 59.820952 L 857.025 62.118857 L 857.025 66.714667 L 855.5625 69.012571 L 854.1 66.714667 L 852.6375 64.416762 L 851.175 66.714667 L 849.7125 69.012571 L 848.25 66.714667 L 846.7875 64.416762 L 845.325 62.118857 L 846.7875 59.820952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 808.7625 64.416762 L 811.6875 64.416762 L 813.15 66.714667 L 813.15 71.310476 L 814.6125 73.608381 L 817.5375 73.608381 L 820.4625 73.608381 L 821.925 75.906286 L 820.4625 78.20419 L 819 80.502095 L 819 85.097905 L 817.5375 87.39581 L 814.6125 87.39581 L 811.6875 87.39581 L 810.225 85.097905 L 810.225 80.502095 L 810.225 75.906286 L 810.225 71.310476 L 808.7625 69.012571 L 807.3 66.714667 L 808.7625 64.416762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 861.4125 64.416762 L 864.3375 64.416762 L 865.8 66.714667 L 867.2625 69.012571 L 870.1875 69.012571 L 873.1125 69.012571 L 874.575 71.310476 L 876.0375 73.608381 L 877.5 75.906286 L 878.9625 78.20419 L 881.8875 78.20419 L 883.35 80.502095 L 884.8125 82.8 L 886.275 85.097905 L 887.7375 87.39581 L 890.6625 87.39581 L 892.125 89.693714 L 890.6625 91.991619 L 889.2 94.289524 L 887.7375 96.587429 L 886.275 94.289524 L 884.8125 91.991619 L 883.35 89.693714 L 881.8875 87.39581 L 880.425 85.097905 L 878.9625 82.8 L 876.0375 82.8 L 874.575 80.502095 L 873.1125 78.20419 L 870.1875 78.20419 L 868.725 75.906286 L 867.2625 73.608381 L 864.3375 73.608381 L 861.4125 73.608381 L 859.95 71.310476 L 859.95 66.714667 L 861.4125 64.416762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 823.3875 69.012571 L 826.3125 69.012571 L 829.2375 69.012571 L 830.7 71.310476 L 829.2375 73.608381 L 826.3125 73.608381 L 823.3875 73.608381 L 821.925 71.310476 L 823.3875 69.012571 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 832.1625 73.608381 L 835.0875 73.608381 L 838.0125 73.608381 L 840.9375 73.608381 L 842.4 75.906286 L 840.9375 78.20419 L 838.0125 78.20419 L 835.0875 78.20419 L 832.1625 78.20419 L 830.7 75.906286 L 832.1625 73.608381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 840.9375 82.8 L 843.8625 82.8 L 845.325 85.097905 L 846.7875 87.39581 L 848.25 89.693714 L 849.7125 91.991619 L 852.6375 91.991619 L 854.1 89.693714 L 855.5625 87.39581 L 858.4875 87.39581 L 861.4125 87.39581 L 862.875 89.693714 L 861.4125 91.991619 L 859.95 94.289524 L 858.4875 96.587429 L 855.5625 96.587429 L 852.6375 96.587429 L 849.7125 96.587429 L 846.7875 96.587429 L 843.8625 96.587429 L 842.4 98.885333 L 840.9375 101.183238 L 839.475 98.885333 L 838.0125 96.587429 L 836.55 94.289524 L 838.0125 91.991619 L 839.475 89.693714 L 839.475 85.097905 L 840.9375 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 893.5875 91.991619 L 895.05 94.289524 L 893.5875 96.587429 L 892.125 94.289524 L 893.5875 91.991619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p180265fd97)" d="M 849.7125 73.608381 L 851.175 75.906286 L 849.7125 78.20419 L 848.25 75.906286 L 849.7125 73.608381 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 826.3125 82.8 L 827.775 85.097905 L 826.3125 87.39581 L 824.85 85.097905 L 826.3125 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 814.6125 87.39581 L 816.075 89.693714 L 814.6125 91.991619 L 813.15 89.693714 L 814.6125 87.39581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 805.8375 91.991619 L 807.3 94.289524 L 805.8375 96.587429 L 804.375 94.289524 L 805.8375 91.991619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 826.3125 91.991619 L 827.775 94.289524 L 829.2375 96.587429 L 832.1625 96.587429 L 833.625 98.885333 L 832.1625 101.183238 L 830.7 103.481143 L 829.2375 105.779048 L 827.775 108.076952 L 826.3125 110.374857 L 824.85 108.076952 L 824.85 103.481143 L 824.85 98.885333 L 824.85 94.289524 L 826.3125 91.991619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p180265fd97)" d="M 808.7625 110.374857 L 810.225 112.672762 L 808.7625 114.970667 L 807.3 112.672762 L 808.7625 110.374857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p180265fd97)" d="M 801.45 149.439238 L 799.9875 147.141333 L 791.2125 147.141333 L 786.825 140.247619 L 786.825 135.65181 L 785.3625 133.353905 L 782.4375 133.353905 L 776.5875 124.162286 L 773.6625 124.162286 L 769.275 117.268571 L 769.275 98.885333 L 760.5 85.097905 L 760.5 80.502095 L 763.425 75.906286 L 763.425 71.310476 L 776.5875 50.629333 L 779.5125 50.629333 L 791.2125 32.246095 L 794.1375 32.246095 L 797.0625 27.650286 L 808.7625 27.650286 L 811.6875 23.054476 L 820.4625 23.054476 L 823.3875 18.458667 L 826.3125 18.458667 L 829.2375 23.054476 L 846.7875 23.054476 L 849.7125 27.650286 L 858.4875 27.650286 L 861.4125 32.246095 L 867.2625 32.246095 L 870.1875 36.841905 L 881.8875 36.841905 L 884.8125 41.437714 L 890.6625 41.437714 L 893.5875 46.033524 L 896.5125 46.033524 L 899.4375 50.629333 L 902.3625 50.629333 L 905.2875 55.225143 L 908.2125 55.225143 L 916.9875 69.012571 L 919.9125 69.012571 L 921.375 71.310476 L 921.375 75.906286 L 927.225 85.097905 L 927.225 94.289524 L 924.3 98.885333 L 924.3 108.076952 L 914.0625 124.162286 L 884.8125 124.162286 L 881.8875 119.566476 L 873.1125 119.566476 L 870.1875 114.970667 L 858.4875 114.970667 L 852.6375 124.162286 L 849.7125 124.162286 L 843.8625 133.353905 L 840.9375 133.353905 L 835.0875 142.545524 L 829.2375 142.545524 L 824.85 149.439238 L 824.85 149.439238 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_3"> <g id="patch_4"> <path d="M 748.8 151.737143 L 781.228125 151.737143 L 781.228125 140.123393 L 748.8 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- x=18 --> <defs> <path d="M 12.40625 8.296875 L 28.515625 8.296875 L 28.515625 63.921875 L 10.984375 60.40625 L 10.984375 69.390625 L 28.421875 72.90625 L 38.28125 72.90625 L 38.28125 8.296875 L 54.390625 8.296875 L 54.390625 0 L 12.40625 0 z" id="DejaVuSans-31"/> <path d="M 31.78125 34.625 Q 24.75 34.625 20.71875 30.859375 Q 16.703125 27.09375 16.703125 20.515625 Q 16.703125 13.921875 20.71875 10.15625 Q 24.75 6.390625 31.78125 6.390625 Q 38.8125 6.390625 42.859375 10.171875 Q 46.921875 13.96875 46.921875 20.515625 Q 46.921875 27.09375 42.890625 30.859375 Q 38.875 34.625 31.78125 34.625 zM 21.921875 38.8125 Q 15.578125 40.375 12.03125 44.71875 Q 8.5 49.078125 8.5 55.328125 Q 8.5 64.0625 14.71875 69.140625 Q 20.953125 74.21875 31.78125 74.21875 Q 42.671875 74.21875 48.875 69.140625 Q 55.078125 64.0625 55.078125 55.328125 Q 55.078125 49.078125 51.53125 44.71875 Q 48 40.375 41.703125 38.8125 Q 48.828125 37.15625 52.796875 32.3125 Q 56.78125 27.484375 56.78125 20.515625 Q 56.78125 9.90625 50.3125 4.234375 Q 43.84375 -1.421875 31.78125 -1.421875 Q 19.734375 -1.421875 13.25 4.234375 Q 6.78125 9.90625 6.78125 20.515625 Q 6.78125 27.484375 10.78125 32.3125 Q 14.796875 37.15625 21.921875 38.8125 zM 18.3125 54.390625 Q 18.3125 48.734375 21.84375 45.5625 Q 25.390625 42.390625 31.78125 42.390625 Q 38.140625 42.390625 41.71875 45.5625 Q 45.3125 48.734375 45.3125 54.390625 Q 45.3125 60.0625 41.71875 63.234375 Q 38.140625 66.40625 31.78125 66.40625 Q 25.390625 66.40625 21.84375 63.234375 Q 18.3125 60.0625 18.3125 54.390625 z" id="DejaVuSans-38"/> </defs> <g style="fill:#ffffff;" transform="translate(748.8 149.241518)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-38"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#p14fa0b9637)"> <image height="138" id="image2e2956c05b" transform="scale(1 -1)translate(0 -138)" width="187.2" x="562" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_10"> <path clip-path="url(#p14fa0b9637)" d="M 636.1875 73.608381 L 639.1125 73.608381 L 642.0375 73.608381 L 644.9625 73.608381 L 646.425 75.906286 L 644.9625 78.20419 L 642.0375 78.20419 L 639.1125 78.20419 L 637.65 80.502095 L 636.1875 82.8 L 633.2625 82.8 L 631.8 80.502095 L 633.2625 78.20419 L 634.725 75.906286 L 636.1875 73.608381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 630.3375 82.8 L 631.8 85.097905 L 630.3375 87.39581 L 628.875 85.097905 L 630.3375 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 644.9625 82.8 L 646.425 85.097905 L 644.9625 87.39581 L 643.5 85.097905 L 644.9625 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 697.6125 91.991619 L 699.075 94.289524 L 697.6125 96.587429 L 696.15 94.289524 L 697.6125 91.991619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#p14fa0b9637)" d="M 633.2625 69.012571 L 636.1875 69.012571 L 637.65 71.310476 L 636.1875 73.608381 L 633.2625 73.608381 L 631.8 71.310476 L 633.2625 69.012571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 647.8875 69.012571 L 649.35 71.310476 L 647.8875 73.608381 L 646.425 71.310476 L 647.8875 69.012571 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 621.5625 78.20419 L 623.025 80.502095 L 621.5625 82.8 L 620.1 80.502095 L 621.5625 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 644.9625 78.20419 L 646.425 80.502095 L 644.9625 82.8 L 643.5 80.502095 L 644.9625 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 668.3625 78.20419 L 669.825 80.502095 L 668.3625 82.8 L 666.9 80.502095 L 668.3625 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 674.2125 78.20419 L 675.675 80.502095 L 674.2125 82.8 L 672.75 80.502095 L 674.2125 78.20419 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 615.7125 82.8 L 617.175 85.097905 L 618.6375 87.39581 L 620.1 89.693714 L 621.5625 91.991619 L 623.025 89.693714 L 623.025 85.097905 L 624.4875 82.8 L 627.4125 82.8 L 628.875 85.097905 L 630.3375 87.39581 L 631.8 89.693714 L 633.2625 91.991619 L 636.1875 91.991619 L 637.65 94.289524 L 639.1125 96.587429 L 640.575 98.885333 L 639.1125 101.183238 L 637.65 103.481143 L 636.1875 105.779048 L 634.725 108.076952 L 633.2625 110.374857 L 631.8 108.076952 L 631.8 103.481143 L 631.8 98.885333 L 630.3375 96.587429 L 628.875 98.885333 L 627.4125 101.183238 L 624.4875 101.183238 L 623.025 98.885333 L 621.5625 96.587429 L 618.6375 96.587429 L 617.175 94.289524 L 615.7125 91.991619 L 614.25 89.693714 L 614.25 85.097905 L 615.7125 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 650.8125 82.8 L 653.7375 82.8 L 656.6625 82.8 L 659.5875 82.8 L 662.5125 82.8 L 665.4375 82.8 L 666.9 85.097905 L 665.4375 87.39581 L 662.5125 87.39581 L 659.5875 87.39581 L 656.6625 87.39581 L 655.2 89.693714 L 656.6625 91.991619 L 658.125 94.289524 L 656.6625 96.587429 L 653.7375 96.587429 L 652.275 98.885333 L 650.8125 101.183238 L 647.8875 101.183238 L 644.9625 101.183238 L 643.5 98.885333 L 644.9625 96.587429 L 646.425 94.289524 L 647.8875 91.991619 L 649.35 89.693714 L 649.35 85.097905 L 650.8125 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 639.1125 87.39581 L 642.0375 87.39581 L 644.9625 87.39581 L 646.425 89.693714 L 644.9625 91.991619 L 642.0375 91.991619 L 639.1125 91.991619 L 637.65 89.693714 L 639.1125 87.39581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 668.3625 87.39581 L 671.2875 87.39581 L 672.75 89.693714 L 671.2875 91.991619 L 668.3625 91.991619 L 666.9 89.693714 L 668.3625 87.39581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 680.0625 87.39581 L 681.525 89.693714 L 680.0625 91.991619 L 678.6 89.693714 L 680.0625 87.39581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 694.6875 87.39581 L 696.15 89.693714 L 696.15 94.289524 L 696.15 98.885333 L 694.6875 101.183238 L 693.225 98.885333 L 693.225 94.289524 L 693.225 89.693714 L 694.6875 87.39581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 604.0125 91.991619 L 606.9375 91.991619 L 608.4 94.289524 L 608.4 98.885333 L 606.9375 101.183238 L 605.475 98.885333 L 604.0125 96.587429 L 602.55 94.289524 L 604.0125 91.991619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 700.5375 91.991619 L 703.4625 91.991619 L 704.925 94.289524 L 704.925 98.885333 L 704.925 103.481143 L 703.4625 105.779048 L 700.5375 105.779048 L 699.075 103.481143 L 699.075 98.885333 L 699.075 94.289524 L 700.5375 91.991619 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 627.4125 105.779048 L 628.875 108.076952 L 627.4125 110.374857 L 625.95 108.076952 L 627.4125 105.779048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 630.3375 110.374857 L 631.8 112.672762 L 630.3375 114.970667 L 628.875 112.672762 L 630.3375 110.374857 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p14fa0b9637)" d="M 627.4125 114.970667 L 628.875 117.268571 L 627.4125 119.566476 L 625.95 117.268571 L 627.4125 114.970667 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#p14fa0b9637)" d="M 611.325 149.439238 L 609.8625 147.141333 L 606.9375 147.141333 L 604.0125 142.545524 L 601.0875 142.545524 L 599.625 140.247619 L 599.625 135.65181 L 598.1625 133.353905 L 589.3875 133.353905 L 582.075 121.864381 L 582.075 103.481143 L 577.6875 96.587429 L 574.7625 96.587429 L 570.375 89.693714 L 570.375 80.502095 L 580.6125 64.416762 L 583.5375 64.416762 L 595.2375 46.033524 L 598.1625 46.033524 L 604.0125 36.841905 L 606.9375 36.841905 L 609.8625 32.246095 L 618.6375 32.246095 L 621.5625 27.650286 L 627.4125 27.650286 L 630.3375 23.054476 L 659.5875 23.054476 L 662.5125 27.650286 L 677.1375 27.650286 L 680.0625 32.246095 L 691.7625 32.246095 L 694.6875 36.841905 L 700.5375 36.841905 L 703.4625 41.437714 L 709.3125 41.437714 L 712.2375 46.033524 L 715.1625 46.033524 L 729.7875 69.012571 L 732.7125 69.012571 L 734.175 71.310476 L 734.175 75.906286 L 737.1 80.502095 L 737.1 112.672762 L 729.7875 124.162286 L 721.0125 124.162286 L 718.0875 128.758095 L 688.8375 128.758095 L 684.45 121.864381 L 684.45 117.268571 L 682.9875 114.970667 L 671.2875 114.970667 L 665.4375 124.162286 L 662.5125 124.162286 L 653.7375 137.949714 L 650.8125 137.949714 L 647.8875 142.545524 L 644.9625 142.545524 L 642.0375 147.141333 L 636.1875 147.141333 L 634.725 149.439238 L 634.725 149.439238 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 561.6 151.737143 L 586.393125 151.737143 L 586.393125 140.123393 L 561.6 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- x=4 --> <g style="fill:#ffffff;" transform="translate(561.6 149.241518)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"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#pb38c99ddab)"> <image height="138" id="imagea068eb59fe" transform="scale(1 -1)translate(0 -138)" width="187.2" x="374" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_13"> <path clip-path="url(#pb38c99ddab)" d="M 454.8375 64.416762 L 457.7625 64.416762 L 459.225 66.714667 L 457.7625 69.012571 L 454.8375 69.012571 L 453.375 66.714667 L 454.8375 64.416762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 472.3875 64.416762 L 475.3125 64.416762 L 478.2375 64.416762 L 481.1625 64.416762 L 484.0875 64.416762 L 485.55 66.714667 L 484.0875 69.012571 L 481.1625 69.012571 L 478.2375 69.012571 L 475.3125 69.012571 L 472.3875 69.012571 L 470.925 66.714667 L 472.3875 64.416762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 437.2875 69.012571 L 438.75 71.310476 L 437.2875 73.608381 L 435.825 71.310476 L 437.2875 69.012571 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 434.3625 73.608381 L 435.825 75.906286 L 434.3625 78.20419 L 432.9 75.906286 L 434.3625 73.608381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 440.2125 73.608381 L 443.1375 73.608381 L 446.0625 73.608381 L 447.525 75.906286 L 446.0625 78.20419 L 444.6 80.502095 L 443.1375 82.8 L 441.675 85.097905 L 440.2125 87.39581 L 438.75 85.097905 L 437.2875 82.8 L 435.825 80.502095 L 437.2875 78.20419 L 438.75 75.906286 L 440.2125 73.608381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 460.6875 73.608381 L 463.6125 73.608381 L 466.5375 73.608381 L 468 75.906286 L 466.5375 78.20419 L 463.6125 78.20419 L 460.6875 78.20419 L 459.225 75.906286 L 460.6875 73.608381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 492.8625 73.608381 L 494.325 75.906286 L 492.8625 78.20419 L 491.4 75.906286 L 492.8625 73.608381 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 431.4375 78.20419 L 432.9 80.502095 L 431.4375 82.8 L 429.975 80.502095 L 431.4375 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 481.1625 78.20419 L 484.0875 78.20419 L 485.55 80.502095 L 484.0875 82.8 L 481.1625 82.8 L 479.7 80.502095 L 481.1625 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 498.7125 78.20419 L 500.175 80.502095 L 498.7125 82.8 L 497.25 80.502095 L 498.7125 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 507.4875 78.20419 L 508.95 80.502095 L 507.4875 82.8 L 506.025 80.502095 L 507.4875 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 504.5625 82.8 L 506.025 85.097905 L 504.5625 87.39581 L 503.1 85.097905 L 504.5625 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 510.4125 82.8 L 513.3375 82.8 L 514.8 85.097905 L 514.8 89.693714 L 516.2625 91.991619 L 519.1875 91.991619 L 520.65 94.289524 L 519.1875 96.587429 L 517.725 98.885333 L 516.2625 101.183238 L 513.3375 101.183238 L 511.875 98.885333 L 510.4125 96.587429 L 508.95 94.289524 L 508.95 89.693714 L 508.95 85.097905 L 510.4125 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 454.8375 87.39581 L 456.3 89.693714 L 454.8375 91.991619 L 453.375 89.693714 L 454.8375 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 460.6875 87.39581 L 463.6125 87.39581 L 466.5375 87.39581 L 468 89.693714 L 466.5375 91.991619 L 465.075 94.289524 L 463.6125 96.587429 L 462.15 98.885333 L 460.6875 101.183238 L 459.225 98.885333 L 457.7625 96.587429 L 456.3 94.289524 L 457.7625 91.991619 L 459.225 89.693714 L 460.6875 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 472.3875 91.991619 L 475.3125 91.991619 L 478.2375 91.991619 L 481.1625 91.991619 L 484.0875 91.991619 L 485.55 94.289524 L 484.0875 96.587429 L 481.1625 96.587429 L 479.7 98.885333 L 478.2375 101.183238 L 475.3125 101.183238 L 472.3875 101.183238 L 470.925 98.885333 L 470.925 94.289524 L 472.3875 91.991619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 466.5375 96.587429 L 468 98.885333 L 466.5375 101.183238 L 465.075 98.885333 L 466.5375 96.587429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#pb38c99ddab)" d="M 481.1625 82.8 L 484.0875 82.8 L 485.55 85.097905 L 484.0875 87.39581 L 481.1625 87.39581 L 479.7 85.097905 L 481.1625 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 489.9375 82.8 L 492.8625 82.8 L 494.325 85.097905 L 492.8625 87.39581 L 489.9375 87.39581 L 488.475 85.097905 L 489.9375 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 425.5875 87.39581 L 428.5125 87.39581 L 429.975 89.693714 L 428.5125 91.991619 L 425.5875 91.991619 L 424.125 89.693714 L 425.5875 87.39581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 495.7875 87.39581 L 497.25 89.693714 L 495.7875 91.991619 L 494.325 89.693714 L 495.7875 87.39581 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 451.9125 96.587429 L 454.8375 96.587429 L 456.3 98.885333 L 457.7625 101.183238 L 459.225 103.481143 L 457.7625 105.779048 L 454.8375 105.779048 L 453.375 108.076952 L 451.9125 110.374857 L 450.45 108.076952 L 450.45 103.481143 L 450.45 98.885333 L 451.9125 96.587429 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pb38c99ddab)" d="M 446.0625 105.779048 L 447.525 108.076952 L 446.0625 110.374857 L 444.6 108.076952 L 446.0625 105.779048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#pb38c99ddab)" d="M 437.2875 23.054476 L 475.3125 23.054476 L 478.2375 27.650286 L 489.9375 27.650286 L 492.8625 32.246095 L 501.6375 32.246095 L 504.5625 36.841905 L 510.4125 36.841905 L 513.3375 41.437714 L 519.1875 41.437714 L 522.1125 46.033524 L 525.0375 46.033524 L 527.9625 50.629333 L 530.8875 50.629333 L 544.05 71.310476 L 544.05 75.906286 L 552.825 89.693714 L 552.825 98.885333 L 549.9 103.481143 L 549.9 117.268571 L 548.4375 119.566476 L 545.5125 119.566476 L 542.5875 124.162286 L 522.1125 124.162286 L 519.1875 119.566476 L 510.4125 119.566476 L 507.4875 124.162286 L 501.6375 124.162286 L 498.7125 119.566476 L 489.9375 119.566476 L 488.475 121.864381 L 488.475 131.056 L 484.0875 137.949714 L 481.1625 137.949714 L 478.2375 133.353905 L 463.6125 133.353905 L 460.6875 137.949714 L 451.9125 137.949714 L 448.9875 142.545524 L 446.0625 142.545524 L 443.1375 147.141333 L 422.6625 147.141333 L 419.7375 142.545524 L 410.9625 142.545524 L 408.0375 137.949714 L 402.1875 137.949714 L 391.95 121.864381 L 391.95 112.672762 L 394.875 108.076952 L 393.4125 105.779048 L 390.4875 105.779048 L 387.5625 101.183238 L 384.6375 101.183238 L 383.175 98.885333 L 383.175 75.906286 L 396.3375 55.225143 L 399.2625 55.225143 L 405.1125 46.033524 L 408.0375 46.033524 L 413.8875 36.841905 L 419.7375 36.841905 L 422.6625 32.246095 L 425.5875 32.246095 L 428.5125 27.650286 L 434.3625 27.650286 L 437.2875 23.054476 L 437.2875 23.054476 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_5"> <g id="patch_6"> <path d="M 374.4 151.737143 L 403.5225 151.737143 L 403.5225 140.123393 L 374.4 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- x=-9 --> <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 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(374.4 149.241518)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-39"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p7bc2f0ac6d)"> <image height="138" id="image239f4e69a5" transform="scale(1 -1)translate(0 -138)" width="187.2" x="187" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p7bc2f0ac6d)" d="M 264.7125 59.820952 L 267.6375 59.820952 L 269.1 62.118857 L 270.5625 64.416762 L 273.4875 64.416762 L 276.4125 64.416762 L 279.3375 64.416762 L 282.2625 64.416762 L 285.1875 64.416762 L 288.1125 64.416762 L 289.575 66.714667 L 289.575 71.310476 L 291.0375 73.608381 L 293.9625 73.608381 L 296.8875 73.608381 L 299.8125 73.608381 L 302.7375 73.608381 L 305.6625 73.608381 L 308.5875 73.608381 L 310.05 75.906286 L 308.5875 78.20419 L 307.125 80.502095 L 307.125 85.097905 L 305.6625 87.39581 L 302.7375 87.39581 L 299.8125 87.39581 L 298.35 85.097905 L 296.8875 82.8 L 295.425 85.097905 L 293.9625 87.39581 L 291.0375 87.39581 L 289.575 85.097905 L 289.575 80.502095 L 288.1125 78.20419 L 285.1875 78.20419 L 283.725 80.502095 L 282.2625 82.8 L 280.8 85.097905 L 280.8 89.693714 L 279.3375 91.991619 L 277.875 89.693714 L 276.4125 87.39581 L 274.95 85.097905 L 276.4125 82.8 L 277.875 80.502095 L 276.4125 78.20419 L 273.4875 78.20419 L 272.025 75.906286 L 270.5625 73.608381 L 267.6375 73.608381 L 266.175 75.906286 L 264.7125 78.20419 L 263.25 80.502095 L 264.7125 82.8 L 266.175 85.097905 L 267.6375 87.39581 L 269.1 89.693714 L 270.5625 91.991619 L 272.025 94.289524 L 272.025 98.885333 L 270.5625 101.183238 L 267.6375 101.183238 L 266.175 98.885333 L 266.175 94.289524 L 264.7125 91.991619 L 263.25 89.693714 L 261.7875 87.39581 L 260.325 85.097905 L 258.8625 82.8 L 255.9375 82.8 L 253.0125 82.8 L 250.0875 82.8 L 247.1625 82.8 L 244.2375 82.8 L 241.3125 82.8 L 239.85 80.502095 L 239.85 75.906286 L 241.3125 73.608381 L 244.2375 73.608381 L 247.1625 73.608381 L 248.625 71.310476 L 250.0875 69.012571 L 251.55 71.310476 L 253.0125 73.608381 L 254.475 71.310476 L 254.475 66.714667 L 255.9375 64.416762 L 258.8625 64.416762 L 261.7875 64.416762 L 263.25 62.118857 L 264.7125 59.820952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 279.3375 69.012571 L 277.875 71.310476 L 279.3375 73.608381 L 282.2625 73.608381 L 283.725 71.310476 L 282.2625 69.012571 L 279.3375 69.012571 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 311.5125 78.20419 L 312.975 80.502095 L 312.975 85.097905 L 311.5125 87.39581 L 310.05 85.097905 L 310.05 80.502095 L 311.5125 78.20419 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 317.3625 82.8 L 318.825 85.097905 L 317.3625 87.39581 L 315.9 85.097905 L 317.3625 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 288.1125 87.39581 L 289.575 89.693714 L 288.1125 91.991619 L 286.65 89.693714 L 288.1125 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 308.5875 87.39581 L 310.05 89.693714 L 308.5875 91.991619 L 307.125 89.693714 L 308.5875 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 314.4375 87.39581 L 315.9 89.693714 L 314.4375 91.991619 L 312.975 89.693714 L 314.4375 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 320.2875 87.39581 L 323.2125 87.39581 L 324.675 89.693714 L 326.1375 91.991619 L 329.0625 91.991619 L 330.525 94.289524 L 330.525 98.885333 L 329.0625 101.183238 L 326.1375 101.183238 L 323.2125 101.183238 L 321.75 98.885333 L 320.2875 96.587429 L 317.3625 96.587429 L 315.9 94.289524 L 317.3625 91.991619 L 318.825 89.693714 L 320.2875 87.39581 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 235.4625 91.991619 L 238.3875 91.991619 L 241.3125 91.991619 L 242.775 94.289524 L 241.3125 96.587429 L 239.85 98.885333 L 238.3875 101.183238 L 235.4625 101.183238 L 234 98.885333 L 234 94.289524 L 235.4625 91.991619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 302.7375 96.587429 L 304.2 98.885333 L 302.7375 101.183238 L 301.275 98.885333 L 302.7375 96.587429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 308.5875 96.587429 L 310.05 98.885333 L 310.05 103.481143 L 308.5875 105.779048 L 307.125 103.481143 L 307.125 98.885333 L 308.5875 96.587429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 241.3125 101.183238 L 242.775 103.481143 L 241.3125 105.779048 L 239.85 103.481143 L 241.3125 101.183238 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7bc2f0ac6d)" d="M 293.9625 101.183238 L 296.8875 101.183238 L 299.8125 101.183238 L 301.275 103.481143 L 299.8125 105.779048 L 296.8875 105.779048 L 293.9625 105.779048 L 292.5 103.481143 L 293.9625 101.183238 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"> <path clip-path="url(#p7bc2f0ac6d)" d="M 235.4625 105.779048 L 236.925 108.076952 L 235.4625 110.374857 L 234 108.076952 L 235.4625 105.779048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_18"> <path clip-path="url(#p7bc2f0ac6d)" d="M 247.1625 27.650286 L 279.3375 27.650286 L 282.2625 32.246095 L 296.8875 32.246095 L 299.8125 36.841905 L 305.6625 36.841905 L 308.5875 41.437714 L 314.4375 41.437714 L 317.3625 46.033524 L 323.2125 46.033524 L 326.1375 50.629333 L 329.0625 50.629333 L 331.9875 55.225143 L 334.9125 55.225143 L 337.8375 59.820952 L 340.7625 59.820952 L 343.6875 64.416762 L 346.6125 64.416762 L 352.4625 73.608381 L 355.3875 73.608381 L 359.775 80.502095 L 359.775 85.097905 L 362.7 89.693714 L 362.7 94.289524 L 359.775 98.885333 L 359.775 112.672762 L 355.3875 119.566476 L 349.5375 119.566476 L 346.6125 124.162286 L 323.2125 124.162286 L 320.2875 128.758095 L 314.4375 128.758095 L 311.5125 133.353905 L 308.5875 133.353905 L 302.7375 142.545524 L 296.8875 142.545524 L 293.9625 147.141333 L 288.1125 147.141333 L 280.8 135.65181 L 280.8 131.056 L 279.3375 128.758095 L 264.7125 128.758095 L 263.25 131.056 L 263.25 135.65181 L 258.8625 142.545524 L 255.9375 142.545524 L 253.0125 147.141333 L 226.6875 147.141333 L 223.7625 142.545524 L 220.8375 142.545524 L 210.6 126.46019 L 210.6 112.672762 L 204.75 103.481143 L 204.75 94.289524 L 201.825 89.693714 L 201.825 85.097905 L 204.75 80.502095 L 204.75 71.310476 L 206.2125 69.012571 L 209.1375 69.012571 L 213.525 62.118857 L 213.525 57.523048 L 220.8375 46.033524 L 223.7625 46.033524 L 226.6875 41.437714 L 229.6125 41.437714 L 235.4625 32.246095 L 244.2375 32.246095 L 247.1625 27.650286 L 247.1625 27.650286 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_6"> <g id="patch_7"> <path d="M 187.2 151.737143 L 223.9575 151.737143 L 223.9575 140.123393 L 187.2 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- x=-24 --> <g style="fill:#ffffff;" transform="translate(187.2 149.241518)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-78"/> <use x="59.179688" xlink:href="#DejaVuSans-3d"/> <use x="142.96875" xlink:href="#DejaVuSans-2d"/> <use x="179.052734" xlink:href="#DejaVuSans-32"/> <use x="242.675781" xlink:href="#DejaVuSans-34"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p3a17a99192)"> <image height="138" id="imagecb774c1332" transform="scale(1 -1)translate(0 -138)" width="187.2" x="0" xlink:href="data:image/png;base64,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" y="-13.6"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p3a17a99192)" d="M 62.8875 36.841905 L 92.1375 36.841905 L 95.0625 41.437714 L 106.7625 41.437714 L 109.6875 46.033524 L 118.4625 46.033524 L 121.3875 50.629333 L 127.2375 50.629333 L 130.1625 55.225143 L 133.0875 55.225143 L 136.0125 59.820952 L 138.9375 59.820952 L 141.8625 64.416762 L 144.7875 64.416762 L 147.7125 69.012571 L 150.6375 69.012571 L 153.5625 73.608381 L 156.4875 73.608381 L 166.725 89.693714 L 166.725 94.289524 L 169.65 98.885333 L 169.65 103.481143 L 166.725 108.076952 L 166.725 112.672762 L 162.3375 119.566476 L 159.4125 119.566476 L 156.4875 124.162286 L 153.5625 124.162286 L 150.6375 128.758095 L 127.2375 128.758095 L 121.3875 137.949714 L 115.5375 137.949714 L 112.6125 142.545524 L 106.7625 142.545524 L 103.8375 137.949714 L 97.9875 137.949714 L 95.0625 133.353905 L 92.1375 133.353905 L 89.2125 128.758095 L 83.3625 128.758095 L 80.4375 124.162286 L 68.7375 124.162286 L 67.275 126.46019 L 67.275 131.056 L 62.8875 137.949714 L 45.3375 137.949714 L 38.025 126.46019 L 38.025 108.076952 L 36.5625 105.779048 L 33.6375 105.779048 L 32.175 103.481143 L 32.175 66.714667 L 38.025 57.523048 L 38.025 52.927238 L 39.4875 50.629333 L 45.3375 50.629333 L 51.1875 41.437714 L 59.9625 41.437714 L 62.8875 36.841905 L 62.8875 36.841905 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 0 151.737143 L 36.7575 151.737143 L 36.7575 140.123393 L 0 140.123393 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- x=-38 --> <g style="fill:#ffffff;" transform="translate(0 149.241518)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-38"/> </g> </g> </g> </g> <defs> <clipPath id="p98689880bc"> <rect height="165.6" width="1310.4" x="0" y="0"/> </clipPath> <clipPath id="pf3819fcf0d"> <rect height="137.874286" width="187.2" x="1123.2" y="13.862857"/> </clipPath> <clipPath id="pf04a473788"> <rect height="137.874286" width="187.2" x="936" y="13.862857"/> </clipPath> <clipPath id="p180265fd97"> <rect height="137.874286" width="187.2" x="748.8" y="13.862857"/> </clipPath> <clipPath id="p14fa0b9637"> <rect height="137.874286" width="187.2" x="561.6" y="13.862857"/> </clipPath> <clipPath id="pb38c99ddab"> <rect height="137.874286" width="187.2" x="374.4" y="13.862857"/> </clipPath> <clipPath id="p7bc2f0ac6d"> <rect height="137.874286" width="187.2" x="187.2" y="13.862857"/> </clipPath> <clipPath id="p3a17a99192"> <rect height="137.874286" width="187.2" x="0" y="13.862857"/> </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-e608c266-e841-4707-a980-2ee873695bd7"> <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(#pd7283df713)"> <image height="165.6" id="image7adf8ddb62" 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(#p7d040dd6ea)"> <image height="116.88" id="image1b783adc5e" transform="scale(1 -1)translate(0 -116.88)" width="158.64" x="0" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_1"/> <g id="LineCollection_2"/> <g id="LineCollection_3"> <path clip-path="url(#p7d040dd6ea)" d="M 60.6375 55.578667 L 63.1125 55.578667 L 65.5875 55.578667 L 68.0625 55.578667 L 70.5375 55.578667 L 73.0125 55.578667 L 75.4875 55.578667 L 77.9625 55.578667 L 79.2 57.523048 L 80.4375 59.467429 L 82.9125 59.467429 L 84.15 57.523048 L 85.3875 55.578667 L 87.8625 55.578667 L 90.3375 55.578667 L 91.575 57.523048 L 92.8125 59.467429 L 95.2875 59.467429 L 97.7625 59.467429 L 99 61.41181 L 100.2375 63.35619 L 101.475 65.300571 L 102.7125 67.244952 L 105.1875 67.244952 L 106.425 69.189333 L 107.6625 71.133714 L 108.9 73.078095 L 110.1375 75.022476 L 111.375 76.966857 L 112.6125 78.911238 L 113.85 80.855619 L 113.85 84.744381 L 115.0875 86.688762 L 116.325 88.633143 L 116.325 92.521905 L 116.325 96.410667 L 115.0875 98.355048 L 113.85 100.299429 L 115.0875 102.24381 L 116.325 104.18819 L 117.5625 106.132571 L 118.8 108.076952 L 118.8 111.965714 L 118.8 115.854476 L 118.8 119.743238 L 117.5625 121.687619 L 115.0875 121.687619 L 113.85 123.632 L 112.6125 125.576381 L 110.1375 125.576381 L 107.6625 125.576381 L 105.1875 125.576381 L 102.7125 125.576381 L 100.2375 125.576381 L 99 123.632 L 97.7625 121.687619 L 95.2875 121.687619 L 92.8125 121.687619 L 91.575 119.743238 L 90.3375 117.798857 L 87.8625 117.798857 L 86.625 115.854476 L 85.3875 113.910095 L 84.15 115.854476 L 84.15 119.743238 L 82.9125 121.687619 L 81.675 123.632 L 80.4375 125.576381 L 77.9625 125.576381 L 76.725 127.520762 L 75.4875 129.465143 L 73.0125 129.465143 L 70.5375 129.465143 L 68.0625 129.465143 L 65.5875 129.465143 L 63.1125 129.465143 L 60.6375 129.465143 L 59.4 127.520762 L 58.1625 125.576381 L 55.6875 125.576381 L 54.45 123.632 L 53.2125 121.687619 L 51.975 119.743238 L 51.975 115.854476 L 51.975 111.965714 L 53.2125 110.021333 L 54.45 108.076952 L 53.2125 106.132571 L 50.7375 106.132571 L 49.5 104.18819 L 49.5 100.299429 L 49.5 96.410667 L 49.5 92.521905 L 49.5 88.633143 L 49.5 84.744381 L 49.5 80.855619 L 49.5 76.966857 L 49.5 73.078095 L 50.7375 71.133714 L 51.975 69.189333 L 53.2125 67.244952 L 55.6875 67.244952 L 56.925 65.300571 L 56.925 61.41181 L 58.1625 59.467429 L 59.4 57.523048 L 60.6375 55.578667 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_1"> <g id="patch_2"> <path d="M 15.84 41.915464 L 22.52625 41.915464 L 22.52625 30.301714 L 15.84 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </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 39.419839)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 41.915464 L 142.56 41.915464 L 142.56 30.301714 L 134.221875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </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 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_3"> <g id="patch_4"> <path d="M 0 141.131429 L 36.7575 141.131429 L 36.7575 129.517679 L 0 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- y=-43 --> <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 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 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(0 138.635804)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-34"/> <use x="242.675781" xlink:href="#DejaVuSans-33"/> </g> </g> </g> <g id="axes_3"> <g clip-path="url(#p65ae1d0b25)"> <image height="116.88" id="image32b0bb29c1" transform="scale(1 -1)translate(0 -116.88)" width="158.4" x="158" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_4"> <path clip-path="url(#p65ae1d0b25)" d="M 223.9875 78.911238 L 225.225 80.855619 L 223.9875 82.8 L 222.75 80.855619 L 223.9875 78.911238 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p65ae1d0b25)" d="M 216.5625 90.577524 L 217.8 92.521905 L 217.8 96.410667 L 216.5625 98.355048 L 215.325 96.410667 L 215.325 92.521905 L 216.5625 90.577524 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_5"> <path clip-path="url(#p65ae1d0b25)" d="M 231.4125 86.688762 L 232.65 88.633143 L 231.4125 90.577524 L 230.175 88.633143 L 231.4125 86.688762 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65ae1d0b25)" d="M 246.2625 94.466286 L 247.5 96.410667 L 246.2625 98.355048 L 245.025 96.410667 L 246.2625 94.466286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65ae1d0b25)" d="M 243.7875 98.355048 L 245.025 100.299429 L 243.7875 102.24381 L 242.55 100.299429 L 243.7875 98.355048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65ae1d0b25)" d="M 258.6375 98.355048 L 261.1125 98.355048 L 262.35 100.299429 L 261.1125 102.24381 L 258.6375 102.24381 L 257.4 100.299429 L 258.6375 98.355048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p65ae1d0b25)" d="M 216.5625 102.24381 L 217.8 104.18819 L 216.5625 106.132571 L 215.325 104.18819 L 216.5625 102.24381 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_6"> <path clip-path="url(#p65ae1d0b25)" d="M 220.275 139.187048 L 219.0375 137.242667 L 211.6125 137.242667 L 209.1375 133.353905 L 206.6625 133.353905 L 202.95 127.520762 L 202.95 123.632 L 200.475 119.743238 L 200.475 108.076952 L 195.525 100.299429 L 195.525 88.633143 L 193.05 84.744381 L 193.05 69.189333 L 195.525 65.300571 L 195.525 61.41181 L 196.7625 59.467429 L 199.2375 59.467429 L 206.6625 47.801143 L 209.1375 47.801143 L 211.6125 43.912381 L 214.0875 43.912381 L 216.5625 40.023619 L 241.3125 40.023619 L 243.7875 36.134857 L 253.6875 36.134857 L 256.1625 40.023619 L 261.1125 40.023619 L 263.5875 43.912381 L 266.0625 43.912381 L 271.0125 51.689905 L 273.4875 51.689905 L 279.675 61.41181 L 279.675 65.300571 L 282.15 69.189333 L 282.15 76.966857 L 284.625 80.855619 L 284.625 119.743238 L 283.3875 121.687619 L 280.9125 121.687619 L 279.675 123.632 L 279.675 127.520762 L 278.4375 129.465143 L 275.9625 129.465143 L 273.4875 133.353905 L 256.1625 133.353905 L 253.6875 137.242667 L 236.3625 137.242667 L 233.8875 133.353905 L 231.4125 133.353905 L 228.9375 137.242667 L 223.9875 137.242667 L 222.75 139.187048 L 222.75 139.187048 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_4"> <g id="patch_5"> <path d="M 174.24 41.915464 L 180.92625 41.915464 L 180.92625 30.301714 L 174.24 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(174.24 39.419839)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 41.915464 L 300.96 41.915464 L 300.96 30.301714 L 292.621875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(292.621875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_6"> <g id="patch_7"> <path d="M 158.4 141.131429 L 195.1575 141.131429 L 195.1575 129.517679 L 158.4 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- y=-20 --> <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 31.78125 66.40625 Q 24.171875 66.40625 20.328125 58.90625 Q 16.5 51.421875 16.5 36.375 Q 16.5 21.390625 20.328125 13.890625 Q 24.171875 6.390625 31.78125 6.390625 Q 39.453125 6.390625 43.28125 13.890625 Q 47.125 21.390625 47.125 36.375 Q 47.125 51.421875 43.28125 58.90625 Q 39.453125 66.40625 31.78125 66.40625 zM 31.78125 74.21875 Q 44.046875 74.21875 50.515625 64.515625 Q 56.984375 54.828125 56.984375 36.375 Q 56.984375 17.96875 50.515625 8.265625 Q 44.046875 -1.421875 31.78125 -1.421875 Q 19.53125 -1.421875 13.0625 8.265625 Q 6.59375 17.96875 6.59375 36.375 Q 6.59375 54.828125 13.0625 64.515625 Q 19.53125 74.21875 31.78125 74.21875 z" id="DejaVuSans-30"/> </defs> <g style="fill:#ffffff;" transform="translate(158.4 138.635804)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-30"/> </g> </g> </g> <g id="axes_4"> <g clip-path="url(#p3c0c149b18)"> <image height="116.88" id="imagedbe1683728" transform="scale(1 -1)translate(0 -116.88)" width="158.64" x="317" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_7"> <path clip-path="url(#p3c0c149b18)" d="M 379.9125 59.467429 L 381.15 61.41181 L 382.3875 63.35619 L 383.625 65.300571 L 383.625 69.189333 L 384.8625 71.133714 L 386.1 73.078095 L 387.3375 75.022476 L 388.575 76.966857 L 387.3375 78.911238 L 384.8625 78.911238 L 383.625 76.966857 L 382.3875 75.022476 L 381.15 76.966857 L 379.9125 78.911238 L 377.4375 78.911238 L 376.2 80.855619 L 374.9625 82.8 L 373.725 84.744381 L 373.725 88.633143 L 372.4875 90.577524 L 371.25 92.521905 L 370.0125 94.466286 L 367.5375 94.466286 L 366.3 92.521905 L 367.5375 90.577524 L 368.775 88.633143 L 370.0125 86.688762 L 371.25 84.744381 L 371.25 80.855619 L 370.0125 78.911238 L 367.5375 78.911238 L 366.3 76.966857 L 366.3 73.078095 L 367.5375 71.133714 L 368.775 73.078095 L 370.0125 75.022476 L 371.25 73.078095 L 372.4875 71.133714 L 373.725 69.189333 L 374.9625 67.244952 L 376.2 65.300571 L 377.4375 63.35619 L 378.675 61.41181 L 379.9125 59.467429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p3c0c149b18)" d="M 409.6125 59.467429 L 412.0875 59.467429 L 414.5625 59.467429 L 415.8 61.41181 L 415.8 65.300571 L 415.8 69.189333 L 414.5625 71.133714 L 413.325 69.189333 L 412.0875 67.244952 L 409.6125 67.244952 L 408.375 65.300571 L 408.375 61.41181 L 409.6125 59.467429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p3c0c149b18)" d="M 419.5125 67.244952 L 420.75 69.189333 L 421.9875 71.133714 L 424.4625 71.133714 L 425.7 73.078095 L 424.4625 75.022476 L 423.225 76.966857 L 421.9875 78.911238 L 419.5125 78.911238 L 418.275 76.966857 L 417.0375 75.022476 L 415.8 73.078095 L 417.0375 71.133714 L 418.275 69.189333 L 419.5125 67.244952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p3c0c149b18)" d="M 409.6125 71.133714 L 410.85 73.078095 L 410.85 76.966857 L 409.6125 78.911238 L 407.1375 78.911238 L 405.9 80.855619 L 404.6625 82.8 L 402.1875 82.8 L 400.95 84.744381 L 399.7125 86.688762 L 398.475 84.744381 L 397.2375 82.8 L 394.7625 82.8 L 393.525 84.744381 L 392.2875 86.688762 L 391.05 84.744381 L 389.8125 82.8 L 388.575 80.855619 L 389.8125 78.911238 L 392.2875 78.911238 L 394.7625 78.911238 L 397.2375 78.911238 L 399.7125 78.911238 L 402.1875 78.911238 L 403.425 76.966857 L 404.6625 75.022476 L 407.1375 75.022476 L 408.375 73.078095 L 409.6125 71.133714 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p3c0c149b18)" d="M 414.5625 75.022476 L 415.8 76.966857 L 414.5625 78.911238 L 413.325 76.966857 L 414.5625 75.022476 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p3c0c149b18)" d="M 424.4625 78.911238 L 426.9375 78.911238 L 429.4125 78.911238 L 430.65 80.855619 L 430.65 84.744381 L 430.65 88.633143 L 430.65 92.521905 L 429.4125 94.466286 L 428.175 92.521905 L 426.9375 90.577524 L 424.4625 90.577524 L 423.225 88.633143 L 423.225 84.744381 L 423.225 80.855619 L 424.4625 78.911238 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p3c0c149b18)" d="M 379.9125 82.8 L 381.15 84.744381 L 379.9125 86.688762 L 378.675 84.744381 L 379.9125 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_8"> <path clip-path="url(#p3c0c149b18)" d="M 397.2375 71.133714 L 398.475 73.078095 L 397.2375 75.022476 L 396 73.078095 L 397.2375 71.133714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3c0c149b18)" d="M 392.2875 86.688762 L 394.7625 86.688762 L 396 88.633143 L 397.2375 90.577524 L 399.7125 90.577524 L 400.95 88.633143 L 402.1875 86.688762 L 403.425 88.633143 L 403.425 92.521905 L 404.6625 94.466286 L 405.9 96.410667 L 404.6625 98.355048 L 403.425 100.299429 L 404.6625 102.24381 L 405.9 104.18819 L 404.6625 106.132571 L 402.1875 106.132571 L 400.95 108.076952 L 399.7125 110.021333 L 398.475 108.076952 L 397.2375 106.132571 L 396 104.18819 L 394.7625 102.24381 L 392.2875 102.24381 L 391.05 100.299429 L 389.8125 98.355048 L 388.575 96.410667 L 389.8125 94.466286 L 391.05 92.521905 L 391.05 88.633143 L 392.2875 86.688762 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3c0c149b18)" d="M 409.6125 94.466286 L 410.85 96.410667 L 409.6125 98.355048 L 408.375 96.410667 L 409.6125 94.466286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p3c0c149b18)" d="M 387.3375 102.24381 L 388.575 104.18819 L 387.3375 106.132571 L 386.1 104.18819 L 387.3375 102.24381 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_9"> <path clip-path="url(#p3c0c149b18)" d="M 396 139.187048 L 392.2875 133.353905 L 384.8625 133.353905 L 382.3875 137.242667 L 379.9125 133.353905 L 374.9625 133.353905 L 372.4875 129.465143 L 370.0125 129.465143 L 368.775 127.520762 L 368.775 119.743238 L 367.5375 117.798857 L 362.5875 117.798857 L 360.1125 113.910095 L 357.6375 113.910095 L 355.1625 110.021333 L 350.2125 110.021333 L 344.025 100.299429 L 344.025 73.078095 L 346.5 69.189333 L 346.5 65.300571 L 360.1125 43.912381 L 362.5875 43.912381 L 365.0625 40.023619 L 370.0125 40.023619 L 372.4875 36.134857 L 377.4375 36.134857 L 379.9125 32.246095 L 419.5125 32.246095 L 421.9875 36.134857 L 424.4625 36.134857 L 426.9375 40.023619 L 431.8875 40.023619 L 436.8375 47.801143 L 439.3125 47.801143 L 445.5 57.523048 L 445.5 61.41181 L 450.45 69.189333 L 450.45 73.078095 L 452.925 76.966857 L 452.925 88.633143 L 446.7375 98.355048 L 444.2625 98.355048 L 443.025 100.299429 L 443.025 104.18819 L 440.55 108.076952 L 440.55 115.854476 L 436.8375 121.687619 L 434.3625 121.687619 L 433.125 123.632 L 433.125 127.520762 L 431.8875 129.465143 L 429.4125 129.465143 L 426.9375 133.353905 L 414.5625 133.353905 L 413.325 135.298286 L 413.325 139.187048 L 413.325 139.187048 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_7"> <g id="patch_8"> <path d="M 332.64 41.915464 L 339.32625 41.915464 L 339.32625 30.301714 L 332.64 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(332.64 39.419839)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 41.915464 L 459.36 41.915464 L 459.36 30.301714 L 451.021875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(451.021875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_9"> <g id="patch_10"> <path d="M 316.8 141.131429 L 341.593125 141.131429 L 341.593125 129.517679 L 316.8 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- y=2 --> <g style="fill:#ffffff;" transform="translate(316.8 138.635804)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"/> </g> </g> </g> <g id="axes_5"> <g clip-path="url(#pd4da673470)"> <image height="116.88" id="imageb3c78713fa" transform="scale(1 -1)translate(0 -116.88)" width="158.4" x="475" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_10"> <path clip-path="url(#pd4da673470)" d="M 568.0125 59.467429 L 569.25 61.41181 L 570.4875 63.35619 L 572.9625 63.35619 L 575.4375 63.35619 L 576.675 65.300571 L 577.9125 67.244952 L 580.3875 67.244952 L 581.625 69.189333 L 580.3875 71.133714 L 579.15 73.078095 L 577.9125 75.022476 L 576.675 76.966857 L 576.675 80.855619 L 575.4375 82.8 L 574.2 84.744381 L 574.2 88.633143 L 575.4375 90.577524 L 576.675 92.521905 L 575.4375 94.466286 L 572.9625 94.466286 L 570.4875 94.466286 L 569.25 96.410667 L 568.0125 98.355048 L 565.5375 98.355048 L 564.3 96.410667 L 564.3 92.521905 L 564.3 88.633143 L 564.3 84.744381 L 565.5375 82.8 L 566.775 84.744381 L 568.0125 86.688762 L 569.25 84.744381 L 569.25 80.855619 L 570.4875 78.911238 L 571.725 76.966857 L 570.4875 75.022476 L 569.25 73.078095 L 568.0125 71.133714 L 565.5375 71.133714 L 564.3 69.189333 L 564.3 65.300571 L 565.5375 63.35619 L 566.775 61.41181 L 568.0125 59.467429 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 535.8375 63.35619 L 537.075 65.300571 L 538.3125 67.244952 L 539.55 65.300571 L 540.7875 63.35619 L 542.025 65.300571 L 542.025 69.189333 L 540.7875 71.133714 L 539.55 73.078095 L 539.55 76.966857 L 538.3125 78.911238 L 537.075 76.966857 L 537.075 73.078095 L 535.8375 71.133714 L 533.3625 71.133714 L 532.125 69.189333 L 533.3625 67.244952 L 534.6 65.300571 L 535.8375 63.35619 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 533.3625 75.022476 L 534.6 76.966857 L 534.6 80.855619 L 534.6 84.744381 L 535.8375 86.688762 L 537.075 88.633143 L 535.8375 90.577524 L 533.3625 90.577524 L 532.125 88.633143 L 532.125 84.744381 L 532.125 80.855619 L 532.125 76.966857 L 533.3625 75.022476 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 545.7375 75.022476 L 546.975 76.966857 L 545.7375 78.911238 L 544.5 76.966857 L 545.7375 75.022476 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 560.5875 75.022476 L 563.0625 75.022476 L 565.5375 75.022476 L 566.775 76.966857 L 565.5375 78.911238 L 563.0625 78.911238 L 560.5875 78.911238 L 559.35 76.966857 L 560.5875 75.022476 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 540.7875 82.8 L 542.025 84.744381 L 542.025 88.633143 L 543.2625 90.577524 L 544.5 92.521905 L 543.2625 94.466286 L 540.7875 94.466286 L 538.3125 94.466286 L 537.075 92.521905 L 538.3125 90.577524 L 539.55 88.633143 L 539.55 84.744381 L 540.7875 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 545.7375 86.688762 L 548.2125 86.688762 L 549.45 88.633143 L 548.2125 90.577524 L 545.7375 90.577524 L 544.5 88.633143 L 545.7375 86.688762 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 530.8875 90.577524 L 532.125 92.521905 L 530.8875 94.466286 L 529.65 92.521905 L 530.8875 90.577524 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 545.7375 94.466286 L 546.975 96.410667 L 545.7375 98.355048 L 544.5 96.410667 L 545.7375 94.466286 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_11"> <path clip-path="url(#pd4da673470)" d="M 553.1625 71.133714 L 554.4 73.078095 L 553.1625 75.022476 L 551.925 73.078095 L 553.1625 71.133714 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 550.6875 75.022476 L 551.925 76.966857 L 551.925 80.855619 L 550.6875 82.8 L 549.45 80.855619 L 549.45 76.966857 L 550.6875 75.022476 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 555.6375 82.8 L 556.875 84.744381 L 556.875 88.633143 L 556.875 92.521905 L 555.6375 94.466286 L 554.4 92.521905 L 554.4 88.633143 L 554.4 84.744381 L 555.6375 82.8 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 582.8625 86.688762 L 584.1 88.633143 L 582.8625 90.577524 L 581.625 88.633143 L 582.8625 86.688762 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 523.4625 90.577524 L 525.9375 90.577524 L 527.175 92.521905 L 525.9375 94.466286 L 524.7 96.410667 L 523.4625 98.355048 L 522.225 96.410667 L 522.225 92.521905 L 523.4625 90.577524 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 550.6875 94.466286 L 551.925 96.410667 L 550.6875 98.355048 L 549.45 96.410667 L 550.6875 94.466286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 558.1125 94.466286 L 560.5875 94.466286 L 561.825 96.410667 L 560.5875 98.355048 L 558.1125 98.355048 L 556.875 96.410667 L 558.1125 94.466286 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#pd4da673470)" d="M 572.9625 98.355048 L 574.2 100.299429 L 572.9625 102.24381 L 571.725 100.299429 L 572.9625 98.355048 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_12"> <path clip-path="url(#pd4da673470)" d="M 558.1125 28.357333 L 560.5875 28.357333 L 563.0625 32.246095 L 565.5375 32.246095 L 568.0125 36.134857 L 577.9125 36.134857 L 580.3875 40.023619 L 585.3375 40.023619 L 587.8125 43.912381 L 592.7625 43.912381 L 595.2375 47.801143 L 597.7125 47.801143 L 608.85 65.300571 L 608.85 73.078095 L 611.325 76.966857 L 611.325 108.076952 L 607.6125 113.910095 L 605.1375 113.910095 L 602.6625 117.798857 L 595.2375 117.798857 L 592.7625 113.910095 L 582.8625 113.910095 L 580.3875 117.798857 L 575.4375 117.798857 L 572.9625 121.687619 L 570.4875 121.687619 L 568.0125 125.576381 L 565.5375 125.576381 L 563.0625 129.465143 L 553.1625 129.465143 L 550.6875 125.576381 L 540.7875 125.576381 L 538.3125 121.687619 L 530.8875 121.687619 L 528.4125 125.576381 L 511.0875 125.576381 L 504.9 115.854476 L 504.9 100.299429 L 502.425 96.410667 L 502.425 69.189333 L 516.0375 47.801143 L 518.5125 47.801143 L 520.9875 43.912381 L 523.4625 43.912381 L 525.9375 40.023619 L 530.8875 40.023619 L 533.3625 36.134857 L 538.3125 36.134857 L 540.7875 32.246095 L 555.6375 32.246095 L 558.1125 28.357333 L 558.1125 28.357333 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_10"> <g id="patch_11"> <path d="M 491.04 41.915464 L 497.72625 41.915464 L 497.72625 30.301714 L 491.04 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(491.04 39.419839)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 41.915464 L 617.76 41.915464 L 617.76 30.301714 L 609.421875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(609.421875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_12"> <g id="patch_13"> <path d="M 475.2 141.131429 L 507.628125 141.131429 L 507.628125 129.517679 L 475.2 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- y=24 --> <g style="fill:#ffffff;" transform="translate(475.2 138.635804)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-34"/> </g> </g> </g> <g id="axes_6"> <g clip-path="url(#p7ffa726c91)"> <image height="116.88" id="image6b9bf6cf24" transform="scale(1 -1)translate(0 -116.88)" width="158.4" x="634" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_13"> <path clip-path="url(#p7ffa726c91)" d="M 721.4625 67.244952 L 723.9375 67.244952 L 726.4125 67.244952 L 727.65 69.189333 L 728.8875 71.133714 L 731.3625 71.133714 L 733.8375 71.133714 L 736.3125 71.133714 L 738.7875 71.133714 L 740.025 73.078095 L 741.2625 75.022476 L 743.7375 75.022476 L 744.975 76.966857 L 743.7375 78.911238 L 741.2625 78.911238 L 738.7875 78.911238 L 736.3125 78.911238 L 735.075 80.855619 L 733.8375 82.8 L 732.6 80.855619 L 731.3625 78.911238 L 730.125 80.855619 L 728.8875 82.8 L 727.65 80.855619 L 727.65 76.966857 L 726.4125 75.022476 L 723.9375 75.022476 L 722.7 73.078095 L 721.4625 71.133714 L 720.225 69.189333 L 721.4625 67.244952 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 699.1875 71.133714 L 700.425 73.078095 L 699.1875 75.022476 L 697.95 73.078095 L 699.1875 71.133714 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 689.2875 75.022476 L 691.7625 75.022476 L 694.2375 75.022476 L 696.7125 75.022476 L 697.95 76.966857 L 697.95 80.855619 L 696.7125 82.8 L 695.475 84.744381 L 696.7125 86.688762 L 697.95 88.633143 L 696.7125 90.577524 L 694.2375 90.577524 L 693 88.633143 L 691.7625 86.688762 L 690.525 84.744381 L 689.2875 82.8 L 688.05 84.744381 L 686.8125 86.688762 L 684.3375 86.688762 L 683.1 84.744381 L 684.3375 82.8 L 685.575 80.855619 L 686.8125 78.911238 L 688.05 76.966857 L 689.2875 75.022476 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 718.9875 78.911238 L 720.225 80.855619 L 718.9875 82.8 L 717.75 80.855619 L 718.9875 78.911238 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 706.6125 82.8 L 709.0875 82.8 L 710.325 84.744381 L 710.325 88.633143 L 709.0875 90.577524 L 707.85 88.633143 L 706.6125 86.688762 L 705.375 84.744381 L 706.6125 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 716.5125 82.8 L 717.75 84.744381 L 716.5125 86.688762 L 715.275 84.744381 L 716.5125 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 726.4125 82.8 L 727.65 84.744381 L 727.65 88.633143 L 726.4125 90.577524 L 723.9375 90.577524 L 722.7 88.633143 L 723.9375 86.688762 L 725.175 84.744381 L 726.4125 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 699.1875 90.577524 L 701.6625 90.577524 L 702.9 92.521905 L 702.9 96.410667 L 701.6625 98.355048 L 699.1875 98.355048 L 697.95 96.410667 L 697.95 92.521905 L 699.1875 90.577524 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 733.8375 90.577524 L 735.075 92.521905 L 735.075 96.410667 L 733.8375 98.355048 L 732.6 96.410667 L 732.6 92.521905 L 733.8375 90.577524 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 689.2875 98.355048 L 691.7625 98.355048 L 694.2375 98.355048 L 695.475 100.299429 L 694.2375 102.24381 L 691.7625 102.24381 L 689.2875 102.24381 L 688.05 100.299429 L 689.2875 98.355048 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_14"> <path clip-path="url(#p7ffa726c91)" d="M 711.5625 75.022476 L 712.8 76.966857 L 711.5625 78.911238 L 710.325 76.966857 L 711.5625 75.022476 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 721.4625 75.022476 L 722.7 76.966857 L 721.4625 78.911238 L 720.225 76.966857 L 721.4625 75.022476 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 706.6125 78.911238 L 709.0875 78.911238 L 710.325 80.855619 L 710.325 84.744381 L 711.5625 86.688762 L 712.8 88.633143 L 711.5625 90.577524 L 710.325 92.521905 L 709.0875 94.466286 L 707.85 92.521905 L 707.85 88.633143 L 706.6125 86.688762 L 705.375 84.744381 L 705.375 80.855619 L 706.6125 78.911238 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> <path clip-path="url(#p7ffa726c91)" d="M 714.0375 78.911238 L 716.5125 78.911238 L 717.75 80.855619 L 718.9875 82.8 L 720.225 84.744381 L 720.225 88.633143 L 718.9875 90.577524 L 716.5125 90.577524 L 715.275 88.633143 L 715.275 84.744381 L 714.0375 82.8 L 712.8 80.855619 L 714.0375 78.911238 " style="fill:none;stroke:#0000ff;stroke-width:0.5;"/> </g> <g id="LineCollection_15"> <path clip-path="url(#p7ffa726c91)" d="M 701.6625 36.134857 L 721.4625 36.134857 L 723.9375 40.023619 L 733.8375 40.023619 L 736.3125 43.912381 L 741.2625 43.912381 L 743.7375 47.801143 L 748.6875 47.801143 L 751.1625 51.689905 L 753.6375 51.689905 L 764.775 69.189333 L 764.775 73.078095 L 767.25 76.966857 L 767.25 108.076952 L 753.6375 129.465143 L 741.2625 129.465143 L 738.7875 125.576381 L 736.3125 125.576381 L 732.6 119.743238 L 732.6 115.854476 L 731.3625 113.910095 L 728.8875 113.910095 L 726.4125 110.021333 L 709.0875 110.021333 L 705.375 115.854476 L 705.375 123.632 L 699.1875 133.353905 L 676.9125 133.353905 L 670.725 123.632 L 670.725 115.854476 L 665.775 108.076952 L 665.775 104.18819 L 663.3 100.299429 L 663.3 92.521905 L 660.825 88.633143 L 660.825 80.855619 L 663.3 76.966857 L 663.3 73.078095 L 676.9125 51.689905 L 681.8625 51.689905 L 684.3375 47.801143 L 689.2875 47.801143 L 694.2375 40.023619 L 699.1875 40.023619 L 701.6625 36.134857 L 701.6625 36.134857 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_13"> <g id="patch_14"> <path d="M 649.44 41.915464 L 656.12625 41.915464 L 656.12625 30.301714 L 649.44 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(649.44 39.419839)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 41.915464 L 776.16 41.915464 L 776.16 30.301714 L 767.821875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(767.821875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_15"> <g id="patch_16"> <path d="M 633.6 141.131429 L 666.028125 141.131429 L 666.028125 129.517679 L 633.6 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- y=47 --> <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(633.6 138.635804)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-37"/> </g> </g> </g> <g id="axes_7"> <g clip-path="url(#p3c6a9469c4)"> <image height="116.88" id="imagefd313b10de" transform="scale(1 -1)translate(0 -116.88)" width="158.4" x="792" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApQAAAHnCAYAAAAGkc3OAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJzt2MuP3uddN/7rPs3JHnvsOIlzqOOc2hSapCmqVLoJKgso6oIFbEBCVSXgD2CNEH8CIFYgFgiEgA0CpEpQsUKkQoVGAZw0sUlix3HsGXs845nxHO7Ds2LH7/e8v3zueaahr9f6revzPVzf637P9AaDwawFJpNJEmuttdbv9+PsSZnNottuvV5v7rMHg0GUOzo6inLLy8vx7MXFxSi3u7sb5bq868PDwyiXXmP6HLs4e/ZslNvb24vXTO87zaX3fXBwEOVaa204HEa5hYWFKNfl+aR7aDqdRrku32x6DqTPJ73G1lo7d+5clNvZ2Zn77PR+9vf3o1z6HLtI93k6u8s5me7J9Hvo8m7S/Zs+n5WVlbnP3t7ejnIPHjyIZ1+6dCnKbW5uRrn0PO3ybtIelP52d5k973PyOPzwNz8AAH6oKZQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlPRaa7Mo2OvFiw4Ggyg3mUzmul6XNVOzWfR4Wr+fd/Pl5eUod3BwEOW63HP6Ho/jvl9++eUot7GxEeX29vbi2SsrK1FuPB5HuZ2dnXj2dDqNcum7GQ6H8ezU0dFRlDs8PIxy6XNsLd9D6XM8DvM+01rL32P6LI/jnDzJ8yJ930tLS1Fuf38/nr2wsBBnE13eTbovVldXo1yXZ/7iiy9GudOnT0e5f/u3f4tnp+d++nzSvXv//v0o11q+L9Jvtsu7Sc/ok+Q/lAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJT0WmuzKNjr5YuG2el0Gq85b13uJ9Hv5918NBpFueFwGOUePnwYz15cXIxyh4eHUe7ixYvx7FOnTkW5999/P8p9+ctfjmePx+Mot7GxEeXu3r0bz07ve39/P8o9ePAgnp1K99rCwkKU29vbi2ene23e3+xxmM2i47ST47jvk3qWXeaurKxEueXl5bnmWmvt4OAgyt2/fz/Kdbnv9Bs7d+5clOvy+7C9vR3l0t+79F5ay69zMBhEufR9TyaTKNdafj+3b9+Ocum521r+G5buteM4q/yHEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAkmEanM1m8aJdsj/s0nvpcs+9Xi/KDQaDKLewsBDPnkwmUe6VV16Jci+88EI8++/+7u+i3Ne+9rUolz7H1lp78OBBlEuf+crKSjz73r17Ue6pp56Kcv1+9nfg3t5elGuttQsXLkS5zc3NeM3U8vJylHv48OHcZ89b+m5ay/fvdDr9n15Oec30GtMzaHV1Ncq11trS0lKUGw6zn7Hbt2/Hs9M1L168GOV2d3fj2RsbG1Hu0UcfjXKj0SiefXh4ONc1u+zd9LdpPB5HuYODg7nOba2106dPR7l0/6T30sVJ9i//oQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBkOBgMouBkMokX7fV6UW42m8Vrztu8Z6fPsbXWFhYWolz6HPv9/O+CdPYzzzwT5d5666149s///M9Hua2trSi3vb0dz75y5UqUS595l/c9Go2i3Pr6epTb39+PcmfOnIlyreXXOB6Po1yX8+Lo6CjKLS4uRrku3/bh4WGUS993l32RPqOVlZUo9/Dhw3h2eg5cvHgxyq2urka5O3fuRLnWWhsOh1FuZ2cnyqV7vLV8X2xubka5g4ODeHZ69i4tLUW5l156KZ6d3vfu7m6US8/TLtn0+55Op1EuPVda6/Z9/yjyH0oAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKhpPJZP6LDodR7ujoaO6z5200GkW5Xq8Xrzkej6PcbDaLcpcvX45nnzlzJspNp9Mo99prr8Wz02f54MGDKPfv//7v8exLly5FueO47+9+97tR7r333otyS0tLUS69l9Zau3DhQpS7ceNGlEvfdWutHRwcxNlEv5//nby8vBzl0vv56le/Gs/+l3/5lyh37969KNflvtMzKH03N2/ejHJd9kW6J69fvx7lnn766Xh2ep4/fPhw7rNXV1ej3Be+8IUod+3atXj2Zz/72Sh35cqVKJee5a3lz3wwGES5tNt0OSfTztJlzXmb9/Ppwn8oAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKOn1+/1ZEuz38+45nU6z4b1evOa8Z89m0W3H1zgYDKJcl+zBwUGUe+mll+LZX//616Pc/v5+lPvkk0/i2Xfu3Ilyv/d7vxflfv/3fz+efeHChSh36tSpKPf888/HsxcXF6Pc9773vSj3t3/7t1Hu9u3bUa611n7jN34jyv3TP/1TlHvnnXfi2devX4+ziaeffjrOvvbaa1Hu85//fJT7hV/4hXj2H/7hH0a57373u1Hu7bffjmen5/mjjz4a5dLzdG1tLcq11toPfvCDua+ZSs+10WgU5b7xjW/Esz/88MMol/7Wvfrqq/Hsu3fvRrn79+/Ha6Y2Nzej3HvvvRfl0j25uroa5VrLr/Ho6CheM5X2hnl3oC78hxIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgJJer9ebhcF40dksWrL1+1mfnU6n8ezBYBDlxuPxXNfr8nzSNc+dOxflXn755Xj25z73uSj393//91EuvcbWWvvN3/zNKHf16tUot7a2Fs9+7733otxzzz0X5c6fPx/PTvfa448/HuUuX74cz0595zvfmet6//AP/xBn0+9hY2NjrrnWWnv11VejXPq+n3zyyXj2xx9/HOU++uijKPfP//zP8ewXXnghyv3ET/xElFtfX49yf/M3fxPlWst/H375l385yq2srMSz79+/H+XSvdbl+zp79myUGw6HUS59jq219sQTT0S59Ky6cuVKPPv555+Pcn/9138d5SaTSZTrsi/SbrO3txflDg4O4tlpx5h3rrX8WfoPJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACW91tps7ov2enPN9ft5702z6ezpdBrlJpNJlGuttbW1tSi3u7sb5V566aV4dnrfDx48iHJf/OIX49m/8iu/EuXeeuutKHf58uV49qOPPhrl1tfXo9zKyko8e2NjI8qNRqMod+HChSh3+vTpKNdaa9vb21Hu3r17UW5xcTGevbCwEOWuX78e5fb29uLZBwcHUe7xxx+PcuPxOJ599+7dua55+/bteHbq/PnzUe7zn/98lOtylj/11FNR7pFHHolym5ub8ez0mz08PIxy6T5rrbU//dM/jXJvv/12lDtz5kw8++joKMr91E/9VJTrsifTZ/Trv/7rUS59jm+88UaUay0/q9K9Npvl9SvtGOk7HAwGc5/tP5QAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACU9FprsyjY68WLzmbRkvGa6XqfFufOnYtyjz32WJT74he/GM/+wQ9+EOV2dnai3O/8zu/EsxcWFqLc3t5elLt79248ezQaRbnLly9Huel0Gs9On+Xu7m6UOzg4iHLLy8tRrrXWHnnkkSh3/fr1KLe5uRnPPn/+fJR79tlno1y6f1prrd/P/qY+OjqKcvv7+/HsdE9OJpMod/Xq1Xj2eDyOcul9P/7441FubW0tyrWWn/tpbjAYxLNTw+Ewyt2/fz9e8913341yr776apT73ve+F8/+oz/6oyj35JNPRrnXX389nn3z5s0o9/3vfz/K3bhxI56dmvee/N/GfygBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoGabB2Wx2nNfx/6vX68XZeV9nv5917i5zNzc3o9zzzz8f5a5evRrP/uijj6LcL/3SL0W58Xgcz7527VqU29/fj3JLS0vx7DT7wQcfRLnhMP502unTp6Pc8vJylNva2prreq21Np1Oo9z58+ej3Pb2djw7vZ9bt25FufQaW2vt+vXrUe7dd9+Nct/61rfi2VeuXIlyh4eHUS7dZ621trCwEOVGo1GUS8+/dJ+1lt/3hQsXotzZs2fj2Xfu3Ily6+vrUa7Lfb/22mtRLn3mX/nKV+LZ//iP/xjl0t+cu3fvxrPT37vUqVOnolz6u9RavifT3tCl26R76CS7mv9QAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQ0mutzU76Ik7CcDiMcrNZ9nj6/bybp7OfffbZKPczP/Mz8ew/+IM/iHJf/vKXo9yv/uqvxrN3dnai3NmzZ6Ncr9eLZy8vL0e50WgU5e7evRvPvnfvXpQ7PDyMcufOnYty4/E4yrXW2hNPPBHlLl26FOXefPPNeHZ6nem3uL29Hc9+6qmnoly6Jw8ODuLZm5ubUS49WzY2NuLZ6X2n38Pu7u5c12uttYWFhSg3nU6jXLp/umTT9720tBTP/uCDD6Lc/v5+lHvyySfj2en9/NZv/VaUS8/d1lr71re+FeW+//3vR7nbt29HubfffjvKtdba1tZWlEv37tHRUTw73ZPp7+JgMIhnp2e0/1ACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQMkyDo9EoXvTo6CjK9fvz77PT6TTKTSaTKLewsDDXua211uv1otzt27ej3LVr1+LZS0tLUe7999+Pcjdu3Ihnv/jii1Fua2sryq2trcWzd3Z2otxTTz0V5dLn2Fprp06dinIbGxtRLv0WDw8Po1xr+V5bX1+PcoPBIJ6dngPp/XzmM5+JZ6fvcTabRbm9vb14dvqM0vf9yCOPxLPT8y995svLy3Ndr7X8TE3PgfR3qbV8T6a/D11mv/LKK1FuPB5HuTNnzsSz33333Sj30z/901Hu29/+djz7jTfeiHLpWf7OO+9EuS57Mv1mu6yZSntDelalZ0AX/kMJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAyTANTiaTuQ+fTqdRrtfrzX126uDgIMr1+3k3Pzo6inL7+/tR7j/+4z/i2YeHh1EufTdf+tKX4tnb29tRbnV1Ncrt7OzEs9Ps+vp6lOvyPaTP8syZM1Eu3T8rKytRrrX5f4uj0SiePR6Po9xnPvOZKPfSSy/Fs+/duxfl7ty5E+Vef/31ePa7774b5e7evRuvmZrNZlEu/RbTPXnq1Kko11prm5ubUS59h+l52lprDx8+jHLp99DlHV68eDHKDYfZz/fa2lo8O/0dS9/jYDCIZ9+6dSvKPffcc1Hu8uXLUe7q1atRrrXj6UEnJT0DuvAfSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEqGaXA2m819+GAwiHKTyWTus3u9XpTr97PO3eUaFxcX57rmgwcP4tk7OztRbmVlJcp98skn8ez0fae67MmlpaUod/bs2bnPvnfv3lzXTN93ei+t5fv88PBwruu11tru7m6US99h+rxba+25556Lcmtra1Hu/fffj2ffvHkzyg2H2TGdXmNr+XtMz8n0255Op1Guy5rpNS4sLMx9dno/zzzzTDz76OgoyqXfQ3qWt9batWvXotwbb7wR5br8LqbnwPXr16Pc+vp6lEu/ry7Z9Czv8nzSNdPv4Tg6nf9QAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQolACAFCiUAIAUKJQAgBQMjyWRYfZsuPxeO6ze71elJtOp3OfnTo8PIxy/X7W9+/fv1+5nP/W9vZ2lLt69Wq85ssvvxzllpeXo1yXd7i+vh7ltra2oly6x1trbTQaRbnLly9HuZ2dnSi3ubkZ5VprbTabRbn0vieTSTz7iSeeiHLpNXbZFzdv3pzr7MXFxXj2pUuXolz6vnd3d+PZ6TPq8h7nvV56jWtra1FuMBjEs9MzKN0Xd+/ejWevrKxEufRb/PDDD+PZFy9ejHK3b9+Ocl3e92uvvRbl/vVf/zXKpWd+l/PiODpLKu026Z7s8j2k79F/KAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBACgZpsHZbHac1zE3vV4vyqX3Mxxmj2g8Hke51lobDAZRbjKZRLnl5eV49uHhYZRLn+Of//mfx7O/9KUvRbmVlZUot7GxEc++cOFClLtz506US59ja62dPn06yvX72d93u7u7US7dP63l7zvd5+fPn49nP/vss1Hu1q1bUa7LWZW+7/Qdpnu3tdYePHgQ5abTaZTb29uLZy8uLka5o6OjKDcajea6Xpfs1tZWlNvf349np3vozJkzc821ln+3H3/8cZTrsif/+I//OMqlz2dpaSme/eabb0a59JtNpd9Xa/lvd9obuvyOpM88Pcu7/D6k/IcSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAkt5gMJglwclkki/a60W5fj/rs9PpNJ6drplK76XLNY5Goyg3m0Wvpi0uLsazl5aWotzW1laUO336dDz7C1/4QpT75je/GeWee+65ePa1a9ei3Llz56Lc9vZ2PPvhw4dR7oUXXohye3t7Ua7LN3v//v0oNx6Po1y6x1tr7cd+7Mei3M7OTpQ7OjqKZ//4j/94lPvggw+iXPquW2vt5s2bUW55eTnKdbnvdM3z589HuQsXLkS5K1euRLnW8vs5PDyMcl3O6PRMvXv3bpRLv5vW8uu8ePFilLtz5048+3d/93ejXPrbtL+/H89O3/eDBw+iXHqNg8EgyrWWv5t0dhfHsea8+Q8lAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJb1erzdLgrNZFPuvRaNclzXnLb3G1HHcy2g0mvvsU6dORbm9vb25z15YWIhyy8vLUe7Xfu3X4tlf+9rXotzGxkaUOzw8jGffv38/yr3wwgtRbjgcRrnFxcUo11prW1tbUe7jjz+OcvP+vlrLn8/Zs2fjNY+OjqLcuXPnotx4PI5n37p1K8q9//77UW5paSmenX63q6urUe6JJ56Icg8fPoxyrbX2ySefRLn0XOn38/+f7O7uRrn0G0vP09by65xOp1Hut3/7t+PZd+7ciXLpPn/00UfnPjvdu+nzSXPHocueTJ3o/ZzYZAAA/ldQKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAo6bXWZic1fDAYRLnJZHLMV1LX6/XibL+f9fj0vtPn2Fprw+Ewyh0dHc11vdZaG4/HUe78+fNRbmdnJ579+uuvR7mvfOUrUe6FF16IZ0+n0yiXvu8nn3wyynXZkw8ePIhyt27dinKXL1+OZ9+/fz/KLSwsRLlLly7Fsw8ODqJcuievXbsWz97a2opy6Xlx5syZePbm5maUW15ejnJPPPFElEvPldZa+/DDD6Pc2bNno9za2lo8e319Pcql953u8dZa+8u//Mso953vfCfK7e3txbPTc2B1dTXKpWd+a609fPgwzibS76aL9CxPZ6frfVr4DyUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACW9Xq83S4KzWRT7r0WjXJc15y29xn4/69yTyaRyOSWDwSDODofDKJc+n/F4HM8ejUZR7uDgIMql76ZL9rHHHotyjzzySDz7m9/8ZpT7yZ/8ySi3vb0d5TY3N6NcF3fu3Ilyr7zySrxm+m7efPPNKPf888/Hs9PvdnV1NcpdvXo1nr2yshLl0u+my/tO11xcXIxy58+fj3Lp3m2ttZ2dnSiXnlXpudJa/tv09ttvR7m/+qu/imdfv349ziaWlpbibPosj46OolyX36bDw8M4m0jPlePoIdPpdO5rprr8LqbS+/EfSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEoUSgAAShRKAABKFEoAAEp6rbXZSV/ED7PBYBDlJpPJMV/J/7derxdn+/3sb4jZLNsWKysr8ez9/f0olz7zLsbjcZRbXFyMcktLS5XL+W899thjUe7rX/96lPvZn/3ZePbW1laUu3HjRpR7+umn49kvvvhilHvnnXeiXJd3s7q6GuXu3LkT5abTaTz7ueeei3IbGxtR7uOPP45nf+5zn4ty6X1fvHgxyqXnSmut3b9/P8qtr69HuT/7sz+LZ6d7LX0+XX4f5n1Gd/l9SLNprst9p/fzafhN/lHlP5QAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACU9Hq93mzei85mc18y1uv1otxJXuOnwUk+x9FoFOWWlpbiNff396PccDic63qttXbq1KkoNx6Po9yFCxei3OLiYpRrrbWf+7mfi3Jf/epXo9za2lo8++mnn45yKysrUe6jjz6KZ6f7fHd3N8qdOXMmnv3Zz342yr3//vtRbnl5OZ49mUyi3H/+539GuQcPHkS5P/mTP4lyrbX21ltvRbn0W9ze3o5np89yb28vXjOV7sn0+07P09by+0n3T3ovJ6nLNU6n02O8kk8//6EEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgRKEEAKBEoQQAoEShBACgpNfr9WZJcDaLYv+1aJTrsua89ftZl55Op1FuOBzGs9M101wX6bs5qfVay++7y+x0r509ezbKDQaDuc8+PDyMcgsLC1Fub28vyrXW2traWpR75plnolx6ja219ou/+ItRbn19PcqtrKzEs19++eUo941vfCPKbWxsxLO//e1vR7nd3d0o9xd/8Rfx7O3t7Sj3zjvvRLn0/OuyJ9M1Dw4OolyXPTnvb/Ho6Cievbq6GuW2traiXPpb11r+zCeTSZTr8hufrjkajaJcl2eemndvOA4neY3+QwkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQEmvtTab96L9ftZTp9PpvEfz/1iv15v7mrPZ3LdkfJ3p7FOnTsWzj46OotxoNIpy6XczHo+jXGv5NQ6Hw7nPXlpainLp80lzrbW2sLAQ5dbW1qLcjRs34tnpnkzfd5fzNH0/k8kkXjMxGAzibPp80v3TZU+m952eF12eY3rf8343Jy2973n3i+P4vflR5T+UAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlPRaa7MTG97rRbnBYBCvOR6P/6eX8yMhfZbT6TTKzWb59un3s79f0tnHId2TXe57NBpFufT5pNe4v78f5VprbXFxMcodHh5GuYWFhXj2wcFBlEuf42QyiWen0mfeZe+m32KaS99Na609+uijUS595rdu3Ypyp06dinKt5c9yd3c3yqXvsGs20WVfHMcZlEr3WvqNpWdaa/kz6rLmPOd2cRy/dema6b44jv3jP5QAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACU9Fprs3kv2u9nPXU6nc57dDx7Npv7bcdOcnaq1+tFuS73kq6ZOo7neJJ7NzUYDKJcl+ezvLwc5dLnM5lM4tl7e3tRLr3vLrPnLX0+reX3cxzPPP0W032ertflGtP92+WZp+Z938dxTh7H85n3uXaS7+bTcJYfh5M8J/2HEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgBIYMDTXAAACRElEQVSFEgCAEoUSAIAShRIAgBKFEgCAEoUSAIAShRIAgJJea2120hfxf9Pr9ea+5mz2Q3/brd/P+v5J3kuX2el7PI77OcnZ6XucTqdzn31SBoPB3Nc8jneTrnmSezJ9luPxuHI5P3TS+55MJlGuy+/Ip+H3IfVpue+TPKPn7Th+uz8V933SFwAAwKebQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAECJQgkAQIlCCQBAiUIJAEBJr9frzY5h0Sg3nU7nPfrEpPfcWmuz2dwfeWwwGES5yWQy99n9/nz/fumyf7q8n0SXdzjv+07X63LPR0dHc12zyz2n7/Ekv5v0vo/jGtNneRzn6Wg0inLp/jkOJ/l8mJ+T/MZOynGckyc5238oAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKFEoAQAoUSgBAChRKAEAKOn1er1ZGIwXnU6n/+ML+u/0+3nvnffs1HA4jLOTySTKzWbRq+mky3tMHMc1nqT0+XS573T/prPT/fO/zXG8m0+DeX+zrZ3cM+pyL+k1/qjui5OU/t6Nx+O5zx4MBlEufd9dOsOnYa+d5DX6DyUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAlCiUAACUKJQAAJQolAAAl/wdzXF6zWQBqHgAAAABJRU5ErkJggg==" y="-24.72"/> </g> <g id="LineCollection_16"> <path clip-path="url(#p3c6a9469c4)" d="M 857.5875 78.911238 L 858.825 80.855619 L 860.0625 82.8 L 862.5375 82.8 L 863.775 84.744381 L 863.775 88.633143 L 865.0125 90.577524 L 867.4875 90.577524 L 868.725 92.521905 L 868.725 96.410667 L 867.4875 98.355048 L 865.0125 98.355048 L 863.775 96.410667 L 862.5375 94.466286 L 861.3 92.521905 L 860.0625 90.577524 L 858.825 88.633143 L 857.5875 86.688762 L 856.35 88.633143 L 855.1125 90.577524 L 853.875 92.521905 L 853.875 96.410667 L 852.6375 98.355048 L 850.1625 98.355048 L 848.925 96.410667 L 847.6875 94.466286 L 846.45 92.521905 L 847.6875 90.577524 L 848.925 88.633143 L 850.1625 86.688762 L 852.6375 86.688762 L 853.875 84.744381 L 855.1125 82.8 L 856.35 80.855619 L 857.5875 78.911238 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p3c6a9469c4)" d="M 879.8625 82.8 L 882.3375 82.8 L 884.8125 82.8 L 887.2875 82.8 L 889.7625 82.8 L 891 84.744381 L 892.2375 86.688762 L 893.475 88.633143 L 893.475 92.521905 L 892.2375 94.466286 L 891 96.410667 L 889.7625 98.355048 L 888.525 96.410667 L 888.525 92.521905 L 887.2875 90.577524 L 886.05 88.633143 L 884.8125 86.688762 L 883.575 88.633143 L 882.3375 90.577524 L 879.8625 90.577524 L 878.625 88.633143 L 878.625 84.744381 L 879.8625 82.8 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> <path clip-path="url(#p3c6a9469c4)" d="M 872.4375 90.577524 L 874.9125 90.577524 L 877.3875 90.577524 L 878.625 92.521905 L 877.3875 94.466286 L 874.9125 94.466286 L 872.4375 94.466286 L 871.2 92.521905 L 872.4375 90.577524 " style="fill:none;stroke:#ff00ff;stroke-width:0.5;"/> </g> <g id="LineCollection_17"/> <g id="LineCollection_18"> <path clip-path="url(#p3c6a9469c4)" d="M 862.5375 43.912381 L 865.0125 43.912381 L 867.4875 43.912381 L 869.9625 43.912381 L 872.4375 43.912381 L 874.9125 43.912381 L 877.3875 43.912381 L 879.8625 43.912381 L 881.1 45.856762 L 882.3375 47.801143 L 884.8125 47.801143 L 887.2875 47.801143 L 889.7625 47.801143 L 891 49.745524 L 892.2375 51.689905 L 894.7125 51.689905 L 897.1875 51.689905 L 898.425 53.634286 L 899.6625 55.578667 L 902.1375 55.578667 L 904.6125 55.578667 L 905.85 57.523048 L 907.0875 59.467429 L 909.5625 59.467429 L 910.8 61.41181 L 912.0375 63.35619 L 914.5125 63.35619 L 915.75 65.300571 L 915.75 69.189333 L 916.9875 71.133714 L 918.225 73.078095 L 918.225 76.966857 L 919.4625 78.911238 L 920.7 80.855619 L 920.7 84.744381 L 920.7 88.633143 L 920.7 92.521905 L 920.7 96.410667 L 919.4625 98.355048 L 918.225 100.299429 L 918.225 104.18819 L 916.9875 106.132571 L 915.75 108.076952 L 914.5125 110.021333 L 912.0375 110.021333 L 910.8 111.965714 L 909.5625 113.910095 L 907.0875 113.910095 L 904.6125 113.910095 L 903.375 115.854476 L 902.1375 117.798857 L 899.6625 117.798857 L 897.1875 117.798857 L 894.7125 117.798857 L 892.2375 117.798857 L 889.7625 117.798857 L 887.2875 117.798857 L 884.8125 117.798857 L 882.3375 117.798857 L 879.8625 117.798857 L 878.625 119.743238 L 877.3875 121.687619 L 874.9125 121.687619 L 872.4375 121.687619 L 871.2 119.743238 L 869.9625 117.798857 L 868.725 115.854476 L 867.4875 113.910095 L 865.0125 113.910095 L 862.5375 113.910095 L 860.0625 113.910095 L 858.825 115.854476 L 857.5875 117.798857 L 855.1125 117.798857 L 852.6375 117.798857 L 850.1625 117.798857 L 848.925 119.743238 L 847.6875 121.687619 L 845.2125 121.687619 L 842.7375 121.687619 L 840.2625 121.687619 L 837.7875 121.687619 L 835.3125 121.687619 L 832.8375 121.687619 L 831.6 119.743238 L 830.3625 117.798857 L 829.125 115.854476 L 827.8875 113.910095 L 826.65 111.965714 L 826.65 108.076952 L 825.4125 106.132571 L 824.175 104.18819 L 824.175 100.299429 L 824.175 96.410667 L 824.175 92.521905 L 824.175 88.633143 L 824.175 84.744381 L 824.175 80.855619 L 825.4125 78.911238 L 826.65 76.966857 L 826.65 73.078095 L 827.8875 71.133714 L 830.3625 71.133714 L 831.6 69.189333 L 832.8375 67.244952 L 834.075 65.300571 L 835.3125 63.35619 L 837.7875 63.35619 L 839.025 61.41181 L 840.2625 59.467429 L 842.7375 59.467429 L 843.975 57.523048 L 845.2125 55.578667 L 847.6875 55.578667 L 848.925 53.634286 L 850.1625 51.689905 L 852.6375 51.689905 L 853.875 49.745524 L 855.1125 47.801143 L 857.5875 47.801143 L 860.0625 47.801143 L 861.3 45.856762 L 862.5375 43.912381 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_16"> <g id="patch_17"> <path d="M 807.84 41.915464 L 814.52625 41.915464 L 814.52625 30.301714 L 807.84 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(807.84 39.419839)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 41.915464 L 934.56 41.915464 L 934.56 30.301714 L 926.221875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(926.221875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_18"> <g id="patch_19"> <path d="M 792 141.131429 L 824.428125 141.131429 L 824.428125 129.517679 L 792 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- y=70 --> <g style="fill:#ffffff;" transform="translate(792 138.635804)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-30"/> </g> </g> </g> <g id="axes_8"> <g clip-path="url(#p9f070e7581)"> <image height="116.88" id="image0f92107718" transform="scale(1 -1)translate(0 -116.88)" width="158.4" x="950" xlink:href="data:image/png;base64,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" y="-24.72"/> </g> <g id="LineCollection_19"/> <g id="LineCollection_20"/> <g id="LineCollection_21"> <path clip-path="url(#p9f070e7581)" d="M 1020.9375 55.578667 L 1023.4125 55.578667 L 1025.8875 55.578667 L 1028.3625 55.578667 L 1030.8375 55.578667 L 1033.3125 55.578667 L 1035.7875 55.578667 L 1038.2625 55.578667 L 1039.5 57.523048 L 1040.7375 59.467429 L 1043.2125 59.467429 L 1045.6875 59.467429 L 1048.1625 59.467429 L 1049.4 61.41181 L 1050.6375 63.35619 L 1053.1125 63.35619 L 1054.35 65.300571 L 1055.5875 67.244952 L 1058.0625 67.244952 L 1059.3 69.189333 L 1060.5375 71.133714 L 1063.0125 71.133714 L 1064.25 73.078095 L 1065.4875 75.022476 L 1067.9625 75.022476 L 1069.2 76.966857 L 1070.4375 78.911238 L 1071.675 80.855619 L 1071.675 84.744381 L 1072.9125 86.688762 L 1074.15 88.633143 L 1074.15 92.521905 L 1074.15 96.410667 L 1075.3875 98.355048 L 1076.625 100.299429 L 1075.3875 102.24381 L 1074.15 104.18819 L 1074.15 108.076952 L 1072.9125 110.021333 L 1070.4375 110.021333 L 1069.2 111.965714 L 1067.9625 113.910095 L 1065.4875 113.910095 L 1063.0125 113.910095 L 1060.5375 113.910095 L 1058.0625 113.910095 L 1055.5875 113.910095 L 1053.1125 113.910095 L 1050.6375 113.910095 L 1049.4 115.854476 L 1048.1625 117.798857 L 1045.6875 117.798857 L 1043.2125 117.798857 L 1040.7375 117.798857 L 1038.2625 117.798857 L 1035.7875 117.798857 L 1033.3125 117.798857 L 1032.075 119.743238 L 1030.8375 121.687619 L 1028.3625 121.687619 L 1027.125 119.743238 L 1025.8875 117.798857 L 1023.4125 117.798857 L 1020.9375 117.798857 L 1018.4625 117.798857 L 1015.9875 117.798857 L 1013.5125 117.798857 L 1011.0375 117.798857 L 1008.5625 117.798857 L 1006.0875 117.798857 L 1003.6125 117.798857 L 1001.1375 117.798857 L 998.6625 117.798857 L 996.1875 117.798857 L 993.7125 117.798857 L 992.475 115.854476 L 991.2375 113.910095 L 990 111.965714 L 990 108.076952 L 988.7625 106.132571 L 987.525 104.18819 L 987.525 100.299429 L 987.525 96.410667 L 987.525 92.521905 L 988.7625 90.577524 L 990 88.633143 L 990 84.744381 L 991.2375 82.8 L 993.7125 82.8 L 994.95 80.855619 L 994.95 76.966857 L 996.1875 75.022476 L 998.6625 75.022476 L 999.9 73.078095 L 1001.1375 71.133714 L 1003.6125 71.133714 L 1004.85 69.189333 L 1006.0875 67.244952 L 1008.5625 67.244952 L 1009.8 65.300571 L 1011.0375 63.35619 L 1013.5125 63.35619 L 1014.75 61.41181 L 1015.9875 59.467429 L 1018.4625 59.467429 L 1019.7 57.523048 L 1020.9375 55.578667 " style="fill:none;stroke:#ff0000;stroke-width:0.5;"/> </g> <g id="text_19"> <g id="patch_20"> <path d="M 966.24 41.915464 L 972.92625 41.915464 L 972.92625 30.301714 L 966.24 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- L --> <g style="fill:#ffffff;" transform="translate(966.24 39.419839)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 41.915464 L 1092.96 41.915464 L 1092.96 30.301714 L 1084.621875 30.301714 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- R --> <g style="fill:#ffffff;" transform="translate(1084.621875 39.419839)scale(0.12 -0.12)"> <use xlink:href="#DejaVuSans-52"/> </g> </g> <g id="text_21"> <g id="patch_22"> <path d="M 950.4 141.131429 L 982.828125 141.131429 L 982.828125 129.517679 L 950.4 129.517679 z" style="stroke:#000000;stroke-linejoin:miter;stroke-width:0.8;"/> </g> <!-- y=92 --> <defs> <path d="M 10.984375 1.515625 L 10.984375 10.5 Q 14.703125 8.734375 18.5 7.8125 Q 22.3125 6.890625 25.984375 6.890625 Q 35.75 6.890625 40.890625 13.453125 Q 46.046875 20.015625 46.78125 33.40625 Q 43.953125 29.203125 39.59375 26.953125 Q 35.25 24.703125 29.984375 24.703125 Q 19.046875 24.703125 12.671875 31.3125 Q 6.296875 37.9375 6.296875 49.421875 Q 6.296875 60.640625 12.9375 67.421875 Q 19.578125 74.21875 30.609375 74.21875 Q 43.265625 74.21875 49.921875 64.515625 Q 56.59375 54.828125 56.59375 36.375 Q 56.59375 19.140625 48.40625 8.859375 Q 40.234375 -1.421875 26.421875 -1.421875 Q 22.703125 -1.421875 18.890625 -0.6875 Q 15.09375 0.046875 10.984375 1.515625 zM 30.609375 32.421875 Q 37.25 32.421875 41.125 36.953125 Q 45.015625 41.5 45.015625 49.421875 Q 45.015625 57.28125 41.125 61.84375 Q 37.25 66.40625 30.609375 66.40625 Q 23.96875 66.40625 20.09375 61.84375 Q 16.21875 57.28125 16.21875 49.421875 Q 16.21875 41.5 20.09375 36.953125 Q 23.96875 32.421875 30.609375 32.421875 z" id="DejaVuSans-39"/> </defs> <g style="fill:#ffffff;" transform="translate(950.4 138.635804)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-32"/> </g> </g> </g> </g> <defs> <clipPath id="pd7283df713"> <rect height="165.6" width="1108.8" x="0" y="0"/> </clipPath> <clipPath id="p7d040dd6ea"> <rect height="116.662857" width="158.4" x="0" y="24.468571"/> </clipPath> <clipPath id="p65ae1d0b25"> <rect height="116.662857" width="158.4" x="158.4" y="24.468571"/> </clipPath> <clipPath id="p3c0c149b18"> <rect height="116.662857" width="158.4" x="316.8" y="24.468571"/> </clipPath> <clipPath id="pd4da673470"> <rect height="116.662857" width="158.4" x="475.2" y="24.468571"/> </clipPath> <clipPath id="p7ffa726c91"> <rect height="116.662857" width="158.4" x="633.6" y="24.468571"/> </clipPath> <clipPath id="p3c6a9469c4"> <rect height="116.662857" width="158.4" x="792" y="24.468571"/> </clipPath> <clipPath id="p9f070e7581"> <rect height="116.662857" width="158.4" x="950.4" y="24.468571"/> </clipPath> </defs></g>
  6. </g>
  7. </svg>